diff --git a/.gitignore b/.gitignore
index 5d87117..6cf162a 100644
--- a/.gitignore
+++ b/.gitignore
@@ -1,12 +1,29 @@
# ESP-IDF default build directory
build
+sdkconfig.old
+dependencies.lock
# VIM files
*.swp
*.swo
+**/.cache
+
+# VS-code
+settings.json
# drawio files
*.bkp
# freecad backup files
*.FCStd1
+*.FCBak
+# stl files are usually temporary
+*.stl
+
+# kicad backup files
+pcb/*/*backups/
+
+# other
+octave-workspace
+del
+screenshots
diff --git a/CMakeLists.txt b/CMakeLists.txt
index ade78e0..066f4d7 100644
--- a/CMakeLists.txt
+++ b/CMakeLists.txt
@@ -6,4 +6,4 @@ cmake_minimum_required(VERSION 3.5)
#set(EXTRA_COMPONENT_DIRS ../esp-idf-lib/components)
include($ENV{IDF_PATH}/tools/cmake/project.cmake)
-project(cable-length-cutting)
+project(cable-length-cutter)
diff --git a/README.md b/README.md
index 8632a4a..9ef470b 100644
--- a/README.md
+++ b/README.md
@@ -1,69 +1,94 @@
-# Links
-## connection plan
-See [connection-plan.drawio.pdf](connection-plan.drawio.pdf)
+# Overview
+Firmware and documentation of a custom built machine that winds and cuts cable to certain lengths.
+Extensive details about this project can be found on the website: [pfusch.zone/cable-length-cutter](https://pfusch.zone/cable-length-cutter)
+
+
+
+Photo of the built machine
+
+## Current Features
+- Measure length using rotary encoder
+- Wind to set length while start-button is pressed
+- Automatic wire cutter
+- Control interface:
+ - 2x 7-Segment display showing lengths and notifications
+ - Buzzer for acoustic notifications
+ - 4 Buttons and Potentiometer for setting the target length
+ - Reset and Cut Button
+- Stepper motor controlling a linear axis guiding the cable while winding
+- Store last axis position at shutdown
+
+
+# Usage
+
+
+
+# Electrical Details
+For detailed documentation of all electrical aspects, see [connection-plan.pdf](connection-plan.pdf).
+
+
+# Printed Parts
+All designed and 3D-printed parts can be found in the [cad/](cad/) folder. These parts were designed using FreeCAD.
+
+
+# Components
+### Custom pcb with ESP-32 microcontroller
+See [connection-plan.pdf](connection-plan.pdf)
+
+### Rotary encoder LPD3806-600BM-G5-24C
+```
+- Pulses: 600 p/r (Single-phase 600 pulses /R,Two phase 4 frequency doubling to 2400 pulses)
+- Power source: DC5-24V
+- Shaft: 6*13mm/0.23*0.51"
+- Size: 38*35.5mm/1.49*1.39"
+- Output :AB 2phase output rectangular orthogonal pulse circuit, the output for the NPN open collector output type
+- Maximum mechanical speed: 5000 R / min
+- Response frequency: 0-20KHz
+- Cable length: 1.5 meter
+- size: http://domoticx.com/wp-content/uploads/2020/05/LPD3806-afmetingen.jpg
+- Wires: Green = A phase, white = B phase, red = Vcc power +, black = V0
+```
+### Variable Frequency Drive T13-400W-12-H
+See [docs/vfd/](docs/vfd/)
+
+### Stepper-driver TB6600
+See [docs/stepper-driver_TB6600-Manual.pdf](docs/stepper-driver_TB6600-Manual.pdf)
+
+### Linear Axis with Nema-12 28HB40 Stepper
+See [connection-plan.pdf](connection-plan.pdf)
-## flowchart firmware
-See [function-diagram.drawio.pdf](function-diagram.drawio.pdf)
# Installation
-### Install esp-idf
-Currently using ESP-IDF **v4.4.4-148** (5.x did not work due to breaking changes and CMAKE issues)
-1. download esp-idf:
-```
-clone the esp-idf repository from github to /opt
-```
-2. checkout version needed:
-```
-git checkout release/4.4
-```
-3. run install script e.g.
-```
+For this project **ESP-IDF v4.4.4** is required (with other versions it might not compile)
+```bash
+#download esp-idf
+yay -S esp-idf
+#alternatively clone the esp-idf repository from github and do `git checkout release/4.4`
+
+#run installation script in installed folder
/opt/esp-idf/install.sh
```
-### Clone this repo
-```
-git clone git@github.com:Jonny999999/cable-length-cutter.git
-```
-
-
-
-# Compilation
+# Build
### Set up environment
```bash
source /opt/esp-idf/export.sh
```
-(run once in terminal)
+(run once per terminal)
### Compile
```bash
+cd board_single
idf.py build
-#or
-idf.py build flash monitor
```
-
-
-
-# Usage
-[WIP...]
-
-
-
-
-
-# Components
-## rotary encoder LPD3806-600BM-G5-24C
- - Pulses: 600 p/r (Single-phase 600 pulses /R,Two phase 4 frequency doubling to 2400 pulses)
- - Power source: DC5-24V
- - Shaft: 6*13mm/0.23*0.51"
- - Size: 38*35.5mm/1.49*1.39"
- - Output :AB 2phase output rectangular orthogonal pulse circuit, the output for the NPN open collector output type
- - Maximum mechanical speed: 5000 R / min
- - Response frequency: 0-20KHz
- - Cable length: 1.5 meter
- - size: http://domoticx.com/wp-content/uploads/2020/05/LPD3806-afmetingen.jpg
- - Wires: Green = A phase, white = B phase, red = Vcc power +, black = V0
-
+# Flash
+- connect FTDI programmer to board (VCC to VCC; TX to RX; RX to TX)
+- press REST and BOOT button
+- release RESET button (keep pressing boot)
+- run flash command:
+```bash
+idf.py flash
+```
\ No newline at end of file
diff --git a/cad/cnc-guide/axis-mount.stl b/cad/cnc-guide/axis-mount.stl
new file mode 100644
index 0000000..627846d
Binary files /dev/null and b/cad/cnc-guide/axis-mount.stl differ
diff --git a/cad/cnc-guide/axis_mounts.FCStd b/cad/cnc-guide/axis_mounts.FCStd
new file mode 100644
index 0000000..8c97b03
Binary files /dev/null and b/cad/cnc-guide/axis_mounts.FCStd differ
diff --git a/cad/reel/cable-reel_v2.2.2.FCStd b/cad/reel/cable-reel_v2.2.2.FCStd
new file mode 100644
index 0000000..3abc97f
Binary files /dev/null and b/cad/reel/cable-reel_v2.2.2.FCStd differ
diff --git a/cad/reel/cable-reel_v2.2.FCStd b/cad/reel/cable-reel_v2.2.FCStd
new file mode 100644
index 0000000..ecbf81b
Binary files /dev/null and b/cad/reel/cable-reel_v2.2.FCStd differ
diff --git a/components/DendoStepper/CMakeLists.txt b/components/DendoStepper/CMakeLists.txt
new file mode 100644
index 0000000..cc99d4a
--- /dev/null
+++ b/components/DendoStepper/CMakeLists.txt
@@ -0,0 +1 @@
+idf_component_register(SRCS DendoStepper.cpp INCLUDE_DIRS include)
\ No newline at end of file
diff --git a/components/DendoStepper/DendoStepper.cpp b/components/DendoStepper/DendoStepper.cpp
new file mode 100644
index 0000000..07d31aa
--- /dev/null
+++ b/components/DendoStepper/DendoStepper.cpp
@@ -0,0 +1,413 @@
+#include "DendoStepper.h"
+#include "esp_log.h"
+
+#define STEP_DEBUG
+
+#ifdef STEP_DEBUG
+#define STEP_LOGI(...) ESP_LOGI(__VA_ARGS__)
+#define STEP_LOGW(...) ESP_LOGW(__VA_ARGS__)
+#define STEP_LOGE(...) ESP_LOGE(__VA_ARGS__)
+#else
+#define STEP_LOGI(...) while (0)
+#define STEP_LOGW(...) while (0)
+#define STEP_LOGE(...) ESP_LOGE(__VA_ARGS__)
+#endif
+
+bool state = 0;
+
+// PUBLIC definitions
+
+DendoStepper::DendoStepper()
+{
+}
+
+void DendoStepper::config(DendoStepper_config_t *config)
+{
+ memcpy(&conf, config, sizeof(conf));
+}
+
+void DendoStepper::disableMotor()
+{
+ setEn(true);
+ STEP_LOGI("DendoStepper", "Disabled");
+ ctrl.status = DISABLED;
+}
+
+void DendoStepper::enableMotor()
+{
+ setEn(false);
+ ctrl.status = IDLE;
+ STEP_LOGI("DendoStepper", "Enabled");
+ timerStarted = 0;
+}
+
+void DendoStepper::init(uint8_t stepP, uint8_t dirP, uint8_t enP, timer_group_t group, timer_idx_t index, microStepping_t microstepping = MICROSTEP_1, uint16_t stepsPerRot = 200)
+{
+ conf.stepPin = stepP;
+ conf.dirPin = dirP;
+ conf.enPin = enP;
+ conf.timer_group = group;
+ conf.timer_idx = index;
+ conf.miStep = microstepping;
+ ctrl.status = 0;
+ init();
+}
+
+void DendoStepper::init()
+{
+ uint64_t mask = (1ULL << conf.stepPin) | (1ULL << conf.dirPin) | (1ULL << conf.enPin); // put output gpio pins in bitmask
+ gpio_config_t gpio_conf = {
+ // config gpios
+ .pin_bit_mask = mask,
+ .mode = GPIO_MODE_OUTPUT,
+ .pull_up_en = GPIO_PULLUP_DISABLE,
+ .pull_down_en = GPIO_PULLDOWN_DISABLE,
+ .intr_type = GPIO_INTR_DISABLE,
+ };
+ // set the gpios as per gpio_conf
+ ESP_ERROR_CHECK(gpio_config(&gpio_conf));
+
+ timer_config_t timer_conf = {
+ .alarm_en = TIMER_ALARM_EN, // we need alarm
+ .counter_en = TIMER_PAUSE, // dont start now lol
+ .intr_type = TIMER_INTR_LEVEL, // interrupt
+ .counter_dir = TIMER_COUNT_UP, // count up duh
+ .auto_reload = TIMER_AUTORELOAD_EN, // reload pls
+ .divider = 80000000ULL / TIMER_F, // ns resolution
+ };
+
+ // calculate stepsPerRot
+ ctrl.stepsPerRot = (360.0 / conf.stepAngle) * conf.miStep;
+
+ STEP_LOGI("DendoStepper", "Steps per one rotation:%d", ctrl.stepsPerRot);
+
+ if (conf.timer_group != TIMER_GROUP_MAX && conf.timer_idx != TIMER_MAX)
+ {
+ // timer was configured explixitly in config structure, we dont need to do it here
+ goto timer_avail;
+ }
+
+ // try to find free timer
+ timer_config_t temp;
+ for (int i = 0; i < 1; i++)
+ {
+ for (int j = 0; j < 1; j++)
+ {
+ timer_get_config((timer_group_t)i, (timer_idx_t)j, &temp);
+ if (temp.alarm_en == TIMER_ALARM_DIS)
+ {
+ // if the alarm is disabled, chances are no other dendostepper instance is using it
+ conf.timer_group = (timer_group_t)i;
+ conf.timer_idx = (timer_idx_t)j;
+ goto timer_avail;
+ }
+ }
+ }
+
+ // if we got here it means that there isnt any free timer available
+ STEP_LOGE("DendoStepper", "No free timer available, this stepper wont work");
+ return;
+
+timer_avail:
+ ESP_ERROR_CHECK(timer_init(conf.timer_group, conf.timer_idx, &timer_conf)); // init the timer
+ ESP_ERROR_CHECK(timer_set_counter_value(conf.timer_group, conf.timer_idx, 0)); // set it to 0
+ ESP_ERROR_CHECK(timer_isr_callback_add(conf.timer_group, conf.timer_idx, xISRwrap, this, 0)); // add callback fn to run when alarm is triggrd
+}
+
+esp_err_t DendoStepper::runPos(int32_t relative)
+{
+ //TODO only enable when actually moving
+ if (ctrl.status == DISABLED) // if motor is disabled, enable it
+ enableMotor();
+
+ if (!relative) // why would u call it with 0 wtf
+ return ESP_ERR_NOT_SUPPORTED;
+
+ if (ctrl.status > IDLE) { //currently moving
+ bool newDir = (relative < 0); // CCW if <0, else set CW
+ if (ctrl.dir == newDir){ //current direction is the same
+ ctrl.statusPrev = ctrl.status; //update previous status
+ ctrl.status = ctrl.status==COAST ? COAST : ACC; //stay at coast otherwise switch to ACC
+ calc(abs(relative + ctrl.stepsRemaining)); //calculate new velolcity profile for new+remaining steps
+ } else { //direction has changed
+ //direction change not supported TODO wait for decel finish / queue?
+ STEP_LOGW("DendoStepper", "DIRECTION HOT-CHANGE NOT SUPPORTED - Finising previous move, this command will be ignored");
+ return ESP_ERR_NOT_SUPPORTED;
+ }
+ }
+ else { //current state is IDLE
+ ctrl.statusPrev = ctrl.status; //update previous status
+ ctrl.status = ACC;
+ setDir(relative < 0); // set CCW if <0, else set CW
+ calc(abs(relative)); // calculate velocity profile
+ }
+
+ currentPos += relative; //(target position / not actual)
+ ESP_ERROR_CHECK(timer_set_alarm_value(conf.timer_group, conf.timer_idx, ctrl.stepInterval)); // set HW timer alarm to stepinterval
+ //TODO timer has to be stopped before update if already running?
+ ESP_ERROR_CHECK(timer_start(conf.timer_group, conf.timer_idx)); // start the timer
+
+ return ESP_OK;
+}
+
+esp_err_t DendoStepper::runPosMm(int32_t relative)
+{
+ if (ctrl.stepsPerMm == 0)
+ {
+ STEP_LOGE("DendoStepper", "Steps per millimeter not set, cannot move!");
+ }
+ return runPos(relative * ctrl.stepsPerMm);
+}
+
+esp_err_t DendoStepper::runAbs(uint32_t position)
+{
+ if (getState() > IDLE) // we are already moving, so stop it
+ stop();
+ while (getState() > IDLE)
+ {
+ // waiting for idle, watchdog should take care of inf loop if it occurs
+ vTaskDelay(1);
+ } // shouldnt take long tho
+
+ if (position == currentPos) // we cant go anywhere
+ return 0;
+
+ int32_t relativeSteps = 0;
+ relativeSteps = (int32_t)position - currentPos;
+
+ ESP_LOGI("DendoStepper", "Cur: %llu move %d", currentPos, relativeSteps);
+ return runPos(relativeSteps); // run to new position
+}
+
+esp_err_t DendoStepper::runAbsMm(uint32_t position)
+{
+ if (ctrl.stepsPerMm == 0)
+ {
+ STEP_LOGE("DendoStepper", "Steps per millimeter not set, cannot move!");
+ }
+ return runAbs(position * ctrl.stepsPerMm);
+}
+
+void DendoStepper::setSpeed(uint32_t speed, uint16_t accT, uint16_t decT)
+{
+ ctrl.speed = speed;
+ ctrl.acc = ctrl.speed / (accT / 4000.0);
+ ctrl.dec = ctrl.speed / (decT / 4000.0);
+ STEP_LOGI("DendoStepper", "Speed set: %d steps/s t+=%d s t-=%d s", speed, accT, decT);
+}
+
+void DendoStepper::setSpeedMm(uint32_t speed, uint16_t accT, uint16_t decT)
+{
+ if (ctrl.stepsPerMm == 0)
+ {
+ STEP_LOGE("DendoStepper", "Steps per millimeter not set, cannot set the speed!");
+ }
+ ctrl.speed = speed * ctrl.stepsPerMm;
+
+ ctrl.acc = ctrl.speed / (accT / 4000.0);
+ ctrl.dec = ctrl.speed / (decT / 4000.0);
+ STEP_LOGI("DendoStepper", "Speed set: v=%d mm/s t+=%d s t-=%d s", speed, accT, decT);
+}
+
+//CUSTOM - change speed while running
+//FIXME: this approach does not work, since calc function would have to be run after change, this will mess up target steps...
+//void DendoStepper::changeSpeed(uint32_t speed)
+//{
+// //TODO reduce duplicate code (e.g. call setSpeed function)
+// //change speed
+// ctrl.speed = speed;
+// //change status to ACC/DEC
+// STEP_LOGI("DendoStepper", "Speed changed: from v=%.2f rad/s to v=%.2f rad/s", ctrl.speed, speed);
+// if (speed > ctrl.speed) ctrl.status = ACC;
+// if (speed < ctrl.speed) ctrl.status = DEC;
+//}
+//
+//void DendoStepper::changeSpeedMm(uint32_t speed)
+//{
+// //TODO reduce duplicate code (e.g. call setSpeedMm function)
+// if (ctrl.stepsPerMm == 0)
+// {
+// STEP_LOGE("DendoStepper", "Steps per millimeter not set, cannot set the speed!");
+// }
+// //calc new speed
+// float speedNew = speed * ctrl.stepsPerMm;
+// //change status to ACC/DEC
+// if (speedNew > ctl.speed) ctrl.status = ACC;
+// if (speedNew < ctl.speed) ctrl.status = DEC;
+// //update speed, log output
+// ctrl.speed = speedNew;
+// STEP_LOGI("DendoStepper", "Speed changed: from v=%.2f rad/s to v=%.2f rad/s", ctrl.speed, speedNew);
+//}
+
+
+void DendoStepper::setStepsPerMm(uint16_t steps)
+{
+ ctrl.stepsPerMm = steps;
+}
+
+uint16_t DendoStepper::getStepsPerMm()
+{
+ return ctrl.stepsPerMm;
+}
+
+uint8_t DendoStepper::getState()
+{
+ return ctrl.status;
+}
+
+uint64_t DendoStepper::getPosition()
+{
+ return currentPos;
+}
+
+uint64_t DendoStepper::getPositionMm()
+{
+ return getPosition() / ctrl.stepsPerMm;
+}
+
+void DendoStepper::resetAbsolute()
+{
+ currentPos = 0;
+}
+
+void DendoStepper::runInf(bool direction)
+{
+ if (ctrl.status > IDLE)
+ {
+ STEP_LOGE("DendoStepper", "Motor is moving, this command will be ignored");
+ return;
+ }
+ if (ctrl.status == DISABLED)
+ {
+ enableMotor();
+ }
+ ctrl.runInfinite = true;
+ setDir(direction);
+ calc(UINT32_MAX);
+ ESP_ERROR_CHECK(timer_set_alarm_value(conf.timer_group, conf.timer_idx, ctrl.stepInterval)); // set HW timer alarm to stepinterval
+ ESP_ERROR_CHECK(timer_start(conf.timer_group, conf.timer_idx)); // start the timer
+}
+
+uint16_t DendoStepper::getSpeed()
+{
+ return ctrl.speed;
+}
+
+float DendoStepper::getAcc()
+{
+ return ctrl.acc;
+}
+
+void DendoStepper::stop()
+{
+ if (ctrl.status <= IDLE)
+ {
+ return;
+ }
+ ctrl.runInfinite = false;
+ timer_pause(conf.timer_group, conf.timer_idx); // stop the timer
+ ctrl.statusPrev = ctrl.status; //update previous status
+ ctrl.status = IDLE;
+ ctrl.stepCnt = 0;
+ gpio_set_level((gpio_num_t)conf.stepPin, 0);
+}
+
+// PRIVATE definitions
+
+void DendoStepper::setEn(bool state)
+{
+ ESP_ERROR_CHECK(gpio_set_level((gpio_num_t)conf.enPin, state));
+}
+
+void DendoStepper::setDir(bool state)
+{
+ ctrl.dir = state;
+ ESP_ERROR_CHECK(gpio_set_level((gpio_num_t)conf.dirPin, state));
+}
+
+/* Timer callback, used for generating pulses and calculating speed profile in real time */
+bool DendoStepper::xISR()
+{
+ GPIO.out_w1ts = (1ULL << conf.stepPin);
+ // add and substract one step
+
+ ctrl.stepCnt++;
+
+ //CUSTOM: track actual precice current position
+ if (ctrl.dir) {
+ ctrl.posActual ++;
+ } else {
+ ctrl.posActual --;
+ }
+ //CUSTOM: track remaining steps for eventually resuming
+ ctrl.stepsRemaining = ctrl.stepCnt - ctrl.stepCnt;
+
+ // we are done
+ if (ctrl.stepsToGo == ctrl.stepCnt && !ctrl.runInfinite)
+ {
+ timer_pause(conf.timer_group, conf.timer_idx); // stop the timer
+ ctrl.statusPrev = ctrl.status; //update previous status
+ ctrl.status = IDLE;
+ ctrl.stepCnt = 0;
+ return 0;
+ }
+
+ if (ctrl.stepCnt > 0 && ctrl.stepCnt < ctrl.accEnd)
+ { // we are accelerating
+ ctrl.currentSpeed += ctrl.accInc;
+ ctrl.statusPrev = ctrl.status; //update previous status
+ ctrl.status = ACC; // we are accelerating, note that*/
+ }
+ else if (ctrl.stepCnt > ctrl.coastEnd && !ctrl.runInfinite)
+ { // we must be deccelerating then
+ ctrl.currentSpeed -= ctrl.decInc;
+ ctrl.statusPrev = ctrl.status; //update previous status
+ ctrl.status = DEC; // we are deccelerating
+ }
+ else
+ {
+ ctrl.currentSpeed = ctrl.targetSpeed;
+ ctrl.statusPrev = ctrl.status; //update previous status
+ ctrl.status = COAST; // we are coasting
+ }
+
+ ctrl.stepInterval = TIMER_F / ctrl.currentSpeed;
+ // set alarm to calculated interval and disable pin
+ GPIO.out_w1tc = (1ULL << conf.stepPin);
+ timer_set_alarm_value(conf.timer_group, conf.timer_idx, ctrl.stepInterval);
+ ctrl.stepCnt++;
+ return 1;
+}
+
+void DendoStepper::calc(uint32_t targetSteps)
+{
+ //steps from ctrl.speed -> 0:
+ ctrl.decSteps = 0.5 * ctrl.dec * (ctrl.speed / ctrl.dec) * (ctrl.speed / ctrl.dec);
+ //steps from 0 -> ctrl.speed:
+ //ctrl.accSteps = 0.5 * ctrl.acc * (ctrl.speed / ctrl.acc) * (ctrl.speed / ctrl.acc);
+ //steps from ctrl.currentSpeed -> ctrl.speed:
+ ctrl.accSteps = 0.5 * ctrl.acc * (ctrl.speed / ctrl.acc) * (ctrl.speed / ctrl.acc) * (ctrl.speed - ctrl.currentSpeed) / ctrl.speed;
+
+ if (targetSteps < (ctrl.decSteps + ctrl.accSteps))
+ {
+ ESP_LOGI("Dendostepper", "Computing new speed");
+
+ ctrl.speed = sqrt(2 * targetSteps * ((ctrl.dec * ctrl.acc) / (ctrl.dec + ctrl.acc)));
+ ctrl.accSteps = 0.5 * ctrl.acc * (ctrl.speed / ctrl.acc) * (ctrl.speed / ctrl.acc);
+ ctrl.decSteps = 0.5 * ctrl.dec * (ctrl.speed / ctrl.dec) * (ctrl.speed / ctrl.dec);
+ }
+
+ ctrl.accEnd = ctrl.accSteps;
+ ctrl.coastEnd = targetSteps - ctrl.decSteps;
+ ctrl.targetSpeed = ctrl.speed;
+
+ ctrl.accInc = ctrl.targetSpeed / (double)ctrl.accSteps;
+ ctrl.decInc = ctrl.targetSpeed / (double)ctrl.decSteps;
+
+ ctrl.currentSpeed = ctrl.accInc;
+
+ ctrl.stepInterval = TIMER_F / ctrl.currentSpeed;
+ ctrl.stepsToGo = targetSteps;
+
+ STEP_LOGI("calc", "acc end:%u coastend:%u stepstogo:%u speed:%f acc:%f int: %u", ctrl.accEnd, ctrl.coastEnd, ctrl.stepsToGo, ctrl.speed, ctrl.acc, ctrl.stepInterval);
+}
diff --git a/components/DendoStepper/LICENSE b/components/DendoStepper/LICENSE
new file mode 100644
index 0000000..f288702
--- /dev/null
+++ b/components/DendoStepper/LICENSE
@@ -0,0 +1,674 @@
+ GNU GENERAL PUBLIC LICENSE
+ Version 3, 29 June 2007
+
+ Copyright (C) 2007 Free Software Foundation, Inc.
+ Everyone is permitted to copy and distribute verbatim copies
+ of this license document, but changing it is not allowed.
+
+ Preamble
+
+ The GNU General Public License is a free, copyleft license for
+software and other kinds of works.
+
+ The licenses for most software and other practical works are designed
+to take away your freedom to share and change the works. By contrast,
+the GNU General Public License is intended to guarantee your freedom to
+share and change all versions of a program--to make sure it remains free
+software for all its users. We, the Free Software Foundation, use the
+GNU General Public License for most of our software; it applies also to
+any other work released this way by its authors. You can apply it to
+your programs, too.
+
+ When we speak of free software, we are referring to freedom, not
+price. Our General Public Licenses are designed to make sure that you
+have the freedom to distribute copies of free software (and charge for
+them if you wish), that you receive source code or can get it if you
+want it, that you can change the software or use pieces of it in new
+free programs, and that you know you can do these things.
+
+ To protect your rights, we need to prevent others from denying you
+these rights or asking you to surrender the rights. Therefore, you have
+certain responsibilities if you distribute copies of the software, or if
+you modify it: responsibilities to respect the freedom of others.
+
+ For example, if you distribute copies of such a program, whether
+gratis or for a fee, you must pass on to the recipients the same
+freedoms that you received. You must make sure that they, too, receive
+or can get the source code. And you must show them these terms so they
+know their rights.
+
+ Developers that use the GNU GPL protect your rights with two steps:
+(1) assert copyright on the software, and (2) offer you this License
+giving you legal permission to copy, distribute and/or modify it.
+
+ For the developers' and authors' protection, the GPL clearly explains
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+
+ The GNU General Public License does not permit incorporating your program
+into proprietary programs. If your program is a subroutine library, you
+may consider it more useful to permit linking proprietary applications with
+the library. If this is what you want to do, use the GNU Lesser General
+Public License instead of this License. But first, please read
+.
diff --git a/components/DendoStepper/README.md b/components/DendoStepper/README.md
new file mode 100644
index 0000000..1ab6242
--- /dev/null
+++ b/components/DendoStepper/README.md
@@ -0,0 +1,139 @@
+# DendoStepper
+
+Work in progress, maybe unstable. Opening issues is more than welcome.
+This library takes care of pulse generating for stepper motor drivers with STEP/DIR interface. Pulse generating utilizes general purpose timers to achieve some usable accuracy and smoothness.
+Currently supports only linear acceleration and deceleration.
+
+### Known limitations
+- maximum number of controlled stepper motors is 4, this is limited by number of general purpose timers
+- If the motor is moving, it is not possible to move it to another direction.
+
+## Usage
+
+```c++
+typedef struct
+{
+ uint8_t stepPin; /** step signal pin */
+ uint8_t dirPin; /** dir signal pin */
+ uint8_t enPin; /** enable signal pin */
+ timer_group_t timer_group; /** timer group, useful if we are controlling more than 2 steppers */
+ timer_idx_t timer_idx; /** timer index, useful if we are controlling 2steppers */
+ microStepping_t miStep; /** microstepping configured on driver - used in distance calculation */
+ float stepAngle; /** one step angle in degrees (usually 1.8deg), used in steps per rotation calculation */
+} DendoStepper_config_t;
+
+enum microStepping_t
+{
+ MICROSTEP_1 = 0x1,
+ MICROSTEP_2,
+ MICROSTEP_4 = 0x4,
+ MICROSTEP_8 = 0x8,
+ MICROSTEP_16 = 0x10,
+ MICROSTEP_32 = 0x20,
+ MICROSTEP_64 = 0x40,
+ MICROSTEP_128 = 0x80,
+ MICROSTEP_256 = 0x100,
+};
+
+```
+Configuration struct, can be allocated on stack or heap.
+
+```c++
+void init();
+```
+Initializes GPIO and Timer peripherals, registers ISR. Expects populated config struct is alreay passed to the class using config()
+
+```c++
+void config(DendoStepper_config_t* config);
+```
+Configures the class as per passed config struct pointer.
+
+```c++
+void setStepsPerMm(uint16_t steps);
+uint16_t getStepsPerMm();
+```
+Sets or gets steps needed to move one millimiter, useful if stepper is moving along linear axis.
+
+```c++
+void setSpeed(uint16_t speed,uint16_t accT, uint16_t decT);
+uint16_t getSpeed();
+float getAcc();
+```
+Sets maximum speed in steps per second, acceleration and deceleration time in milliseconds.
+Gets speed in steps per second
+Gets acceleration in steps per second per second
+
+```c++
+void setSpeedMm(uint16_t speed,uint16_t accT, uint16_t decT);
+```
+Sets maximum speed in mm/s, acceleration and deceleration time in milliseconds. Expects already defined steps per millimeter with setStepsPerMm()
+
+```c++
+void runPos(int32_t relative);
+```
+Runs motor to position relative from current position in steps, respecting constraints set with setSpeed()
+
+```c++
+void runPosMm(int32_t relative);
+```
+Runs motor to position relative from current position in millimeters, respecting constraints set with setSpeed()
+Expects already defined steps per millimeter with setStepsPerMm()
+
+```c++
+ bool runAbsolute(uint32_t position);
+```
+Runs motor in absolute coordinate plane. Unit: steps (should be constrained with home switch)
+
+```c++
+ bool runAbsoluteMm(uint32_t position);
+```
+Runs motor in absolute coordinate plane. Unit: millimeters (should be constrained with home switch)
+Expects already defined steps per millimeter with setStepsPerMm()
+
+```c++
+ bool runInf(bool direction);
+```
+Runs motor infintely in desired direction with constrains set using setSpeed().
+
+```c++
+void disableMotor();
+void enableMotor();
+```
+Disables and enables motor via EN pin
+
+```c++
+uint8_t getState();
+
+enum motor_status{
+ DISABLED,
+ IDLE,
+ ACC,
+ COAST,
+ DEC,
+};
+```
+Returns current state of motor, return type is enum motor_status
+
+
+```c++
+void resetAbsolute();
+```
+Resets absolute position to 0. Called for ex. when endswitch is hit.
+
+```c++
+void getPosition();
+```
+Gets current position in absolute coordinate plane in steps.
+
+```c++
+void getPositionMm();
+```
+Gets current position in absolute coordinate plane in millimeters.
+Expects already defined steps per millimeter with setStepsPerMm()
+
+```c++
+void stop();
+```
+Stops the motor dead on the spot. No deceleration is performed this way. Eg. e-stop.
+
+
diff --git a/components/DendoStepper/component.mk b/components/DendoStepper/component.mk
new file mode 100644
index 0000000..e69de29
diff --git a/components/DendoStepper/example/.gitignore b/components/DendoStepper/example/.gitignore
new file mode 100644
index 0000000..51c9513
--- /dev/null
+++ b/components/DendoStepper/example/.gitignore
@@ -0,0 +1,3 @@
+build/
+sdkconfig
+sdkconfig.old
\ No newline at end of file
diff --git a/components/DendoStepper/example/CMakeLists.txt b/components/DendoStepper/example/CMakeLists.txt
new file mode 100644
index 0000000..89dea37
--- /dev/null
+++ b/components/DendoStepper/example/CMakeLists.txt
@@ -0,0 +1,9 @@
+# For more information about build system see
+# https://docs.espressif.com/projects/esp-idf/en/latest/api-guides/build-system.html
+# The following five lines of boilerplate have to be in your project's
+# CMakeLists in this exact order for cmake to work correctly
+cmake_minimum_required(VERSION 3.5)
+
+include($ENV{IDF_PATH}/tools/cmake/project.cmake)
+set(EXTRA_COMPONENT_DIRS "../")
+project(example)
\ No newline at end of file
diff --git a/components/DendoStepper/example/README.md b/components/DendoStepper/example/README.md
new file mode 100644
index 0000000..455eb90
--- /dev/null
+++ b/components/DendoStepper/example/README.md
@@ -0,0 +1,32 @@
+# _Sample project_
+
+(See the README.md file in the upper level 'examples' directory for more information about examples.)
+
+This is the simplest buildable example. The example is used by command `idf.py create-project`
+that copies the project to user specified path and set it's name. For more information follow the [docs page](https://docs.espressif.com/projects/esp-idf/en/latest/api-guides/build-system.html#start-a-new-project)
+
+
+
+## How to use example
+We encourage the users to use the example as a template for the new projects.
+A recommended way is to follow the instructions on a [docs page](https://docs.espressif.com/projects/esp-idf/en/latest/api-guides/build-system.html#start-a-new-project).
+
+## Example folder contents
+
+The project **sample_project** contains one source file in C language [main.c](main/main.c). The file is located in folder [main](main).
+
+ESP-IDF projects are built using CMake. The project build configuration is contained in `CMakeLists.txt`
+files that provide set of directives and instructions describing the project's source files and targets
+(executable, library, or both).
+
+Below is short explanation of remaining files in the project folder.
+
+```
+├── CMakeLists.txt
+├── main
+│ ├── CMakeLists.txt
+│ └── main.c
+└── README.md This is the file you are currently reading
+```
+Additionally, the sample project contains Makefile and component.mk files, used for the legacy Make based build system.
+They are not used or needed when building with CMake and idf.py.
diff --git a/components/DendoStepper/example/main/CMakeLists.txt b/components/DendoStepper/example/main/CMakeLists.txt
new file mode 100644
index 0000000..0ce183c
--- /dev/null
+++ b/components/DendoStepper/example/main/CMakeLists.txt
@@ -0,0 +1,3 @@
+idf_component_register(SRCS "main.cpp"
+ INCLUDE_DIRS "."
+ REQUIRES DendoStepper freertos)
\ No newline at end of file
diff --git a/components/DendoStepper/example/main/main.cpp b/components/DendoStepper/example/main/main.cpp
new file mode 100644
index 0000000..774b458
--- /dev/null
+++ b/components/DendoStepper/example/main/main.cpp
@@ -0,0 +1,49 @@
+#include
+#include "DendoStepper.h"
+#include "freertos/FreeRTOS.h"
+#include "freertos/task.h"
+#include "esp_log.h"
+
+DendoStepper step;
+DendoStepper step1;
+
+extern "C" void app_main(void)
+{
+ DendoStepper_config_t step_cfg = {
+ .stepPin = 16,
+ .dirPin = 17,
+ .enPin = 15,
+ .timer_group = TIMER_GROUP_0,
+ .timer_idx = TIMER_0,
+ .miStep = MICROSTEP_32,
+ .stepAngle = 1.8};
+
+ DendoStepper_config_t step1_cfg = {
+ .stepPin = 18,
+ .dirPin = 19,
+ .enPin = 20,
+ .timer_group = TIMER_GROUP_0,
+ .timer_idx = TIMER_1,
+ .miStep = MICROSTEP_32,
+ .stepAngle = 1.8};
+
+ step.config(&step_cfg);
+ step1.config(&step1_cfg);
+
+ step.init();
+ step1.init();
+
+ step.setSpeed(10000, 1000, 1000);
+ step1.setSpeed(20000, 1000, 1000);
+
+ // step.runInf(true);
+ step.setStepsPerMm(10);
+
+ while (1)
+ {
+ step.runPosMm(500);
+ step1.runPos(10000);
+ vTaskDelay(1000);
+ // step.runAbs(5000);
+ }
+}
\ No newline at end of file
diff --git a/components/DendoStepper/include/DendoStepper.h b/components/DendoStepper/include/DendoStepper.h
new file mode 100644
index 0000000..a327ecc
--- /dev/null
+++ b/components/DendoStepper/include/DendoStepper.h
@@ -0,0 +1,281 @@
+#pragma once
+
+/* ESP-IDF library for bipolar stepper motor drivers with STEP/DIR interface
+ Copyright (C) 2022 Denis Voltmann
+
+ This program is free software: you can redistribute it and/or modify
+ it under the terms of the GNU General Public License as published by
+ the Free Software Foundation, either version 3 of the License, or
+ (at your option) any later version.
+
+ This program is distributed in the hope that it will be useful,
+ but WITHOUT ANY WARRANTY; without even the implied warranty of
+ MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
+ GNU General Public License for more details.
+
+ You should have received a copy of the GNU General Public License
+ along with this program. If not, see .
+*/
+
+#ifndef DENDOSTEPPER_H
+#define DENDOSTEPPER_H
+
+#include "stdint.h"
+#include "stdio.h"
+#include
+#include "driver/timer.h"
+#include "driver/gpio.h"
+#include "freertos/FreeRTOS.h"
+#include "freertos/task.h"
+#include "esp_timer.h"
+#include "math.h"
+
+//#define STEP_DEBUG
+
+#define NS_TO_T_TICKS(x) (x)
+#define TIMER_F 1000000ULL
+#define TICK_PER_S TIMER_F
+
+enum motor_status
+{
+ DISABLED,
+ IDLE,
+ ACC,
+ COAST,
+ DEC
+};
+
+enum dir
+{
+ CW,
+ CCW
+};
+
+enum microStepping_t
+{
+ MICROSTEP_1 = 0x1,
+ MICROSTEP_2,
+ MICROSTEP_4 = 0x4,
+ MICROSTEP_8 = 0x8,
+ MICROSTEP_16 = 0x10,
+ MICROSTEP_32 = 0x20,
+ MICROSTEP_64 = 0x40,
+ MICROSTEP_128 = 0x80,
+ MICROSTEP_256 = 0x100,
+};
+
+/**
+ * @brief Configuration structure
+ */
+typedef struct
+{
+ uint8_t stepPin; /** step signal pin */
+ uint8_t dirPin; /** dir signal pin */
+ uint8_t enPin; /** enable signal pin */
+ timer_group_t timer_group; /** timer group, useful if we are controlling more than 2 steppers */
+ timer_idx_t timer_idx; /** timer index, useful if we are controlling 2steppers */
+ microStepping_t miStep; /** microstepping configured on driver - used in distance calculation */
+ float stepAngle; /** one step angle in degrees (usually 1.8deg), used in steps per rotation calculation */
+} DendoStepper_config_t;
+
+typedef struct
+{
+ uint32_t stepInterval = 40000; // step interval in ns/25
+ double targetSpeed = 0; // target speed in steps/s
+ double currentSpeed = 0;
+ double accInc = 0;
+ double decInc = 0;
+ uint32_t stepCnt = 0; // step counter
+ uint32_t accEnd; // when to end acc and start coast
+ uint32_t coastEnd; // when to end coast and start decel
+ uint32_t stepsToGo = 0; // steps we need to take
+ float speed = 100; // speed in rad/s
+ float acc = 100; // acceleration in rad*second^-2
+ float dec = 100; // decceleration in rad*second^-2
+ uint32_t accSteps = 0;
+ uint32_t decSteps = 0;
+ int32_t stepsRemaining = 0;
+ uint64_t posActual = 0; //actual current pos incremented at every step
+ uint8_t statusPrev = DISABLED; //FIXME currently unused
+ uint8_t status = DISABLED;
+ bool dir = CW;
+ bool runInfinite = false;
+ uint16_t stepsPerRot; // steps per one revolution, 360/stepAngle * microstep
+ uint16_t stepsPerMm = 0; /** Steps per one milimiter, if the motor is performing linear movement */
+} ctrl_var_t;
+
+class DendoStepper
+{
+private:
+ DendoStepper_config_t conf;
+ ctrl_var_t ctrl;
+ esp_timer_handle_t dyingTimer;
+ TaskHandle_t enTask;
+ uint64_t currentPos = 0; // absolute position
+ bool timerStarted = 0;
+
+ /** @brief PRIVATE: Step interval calculation
+ * @param speed maximum movement speed
+ * @param accTimeMs acceleration time in ms
+ * @param target target position
+ */
+ void calc(uint32_t);
+
+ /** @brief sets En GPIO
+ * @param state 0-LOW,1-HIGH
+ * @return void
+ */
+ void setEn(bool);
+
+ /** @brief sets Dir GPIO
+ * @param state 0-CW 1-CCW
+ */
+ void setDir(bool);
+
+ /** @brief static wrapper for ISR function
+ * @param _this DendoStepper* this pointer
+ * @return bool
+ */
+ static bool xISRwrap(void *_this)
+ {
+ return static_cast(_this)->xISR();
+ }
+
+ /** @brief enableMotor wrapper
+ */
+ static void _disableMotor(void *_this)
+ {
+ static_cast(_this)->disableMotor();
+ }
+
+ bool xISR();
+
+public:
+ /** @brief Costructor - conf variables to be passed later
+ */
+ DendoStepper();
+
+ /** @brief Configuration of library, used with constructor w/o params
+ * @param config DendoStepper_config_t structure pointer - can be freed after this call
+ */
+ void config(DendoStepper_config_t *config);
+
+ /** @brief initialize GPIO and Timer peripherals
+ * @param stepP step pulse pin
+ * @param dirP direction signal pin
+ * @param enP enable signal Pin
+ * @param group timer group to use (0 or 1)
+ * @param index which timer to use (0 or 1)
+ * @param microstepping microstepping performed by the driver, used for more accuracy
+ * @param stepsPerRot how many steps it takes for the motor to move 2Pi rads. this can be also used instead of microstepping parameter
+ */
+ void init(uint8_t, uint8_t, uint8_t, timer_group_t, timer_idx_t, microStepping_t microstep, uint16_t stepsPerRot);
+
+ /** @brief initialize GPIO and Timer peripherals, class must be configured beforehand with @attention config()
+ */
+ void init();
+
+ /** @brief runs motor to relative position in steps
+ * @param relative number of steps to run, negative is reverse
+ */
+ esp_err_t runPos(int32_t relative);
+
+ /** @brief runs motor to relative position in mm
+ * @param relative number of mm to run, negative is reverse
+ */
+ esp_err_t runPosMm(int32_t relative);
+
+ /** @brief run motor to position in absolute coordinates (steps)
+ * @param postition absolute position in steps from home position (must be positive);
+ * @return ESP_OK if motor can run immediately, ESP_ERR if it is currently moving
+ */
+ esp_err_t runAbs(uint32_t position);
+
+ /** @brief run motor to position in absolute coordinates (millimiters)
+ * @param postition absolute position in mm from home position (must be positive);
+ * @return ESP_OK if motor can run immediately, ESP_ERR if it is currently moving
+ */
+ esp_err_t runAbsMm(uint32_t position);
+
+ /** @brief sets motor speed
+ * @param speed speed in steps per second
+ * @param accT acceleration time in ms
+ * @param decT deceleration time in ms
+ */
+ void setSpeed(uint32_t speed, uint16_t accT, uint16_t decT);
+
+ /** @brief sets motor speed and accel in millimeters/second
+ * @param speed speed mm*s^-1
+ * @param accT acceleration time in ms
+ * @param accT deceleration time in ms
+ */
+ void setSpeedMm(uint32_t speed, uint16_t accT, uint16_t decT);
+
+ //CUSTOM: change speed while running
+ void changeSpeedMm(uint32_t speed);
+
+ /**
+ * @brief Set steps per 1 mm of linear movement
+ *
+ * @param steps steps needed to move one millimiter
+ */
+ void setStepsPerMm(uint16_t steps);
+
+ /**
+ * @brief get steps per 1mm settings
+ *
+ */
+ uint16_t getStepsPerMm();
+
+ /** @brief set EN pin 1, stops movement
+ */
+ void disableMotor();
+
+ /** @brief set EN pin to 0, enables movement
+ */
+ void enableMotor();
+
+ /** @brief returns current state
+ * @return motor_status enum
+ */
+ uint8_t getState();
+
+ /** @brief run motor to position in absolute coordinates (millimiters)
+ * @param postition absolute position in steps from home position (must be positive);
+ * @return ESP_OK if motor can run immediately, ESP_ERR if it is currently moving
+ */
+ esp_err_t runAbsoluteMm(uint32_t position);
+
+ /** @brief returns current absolute position
+ * @return current absolute postion in steps
+ */
+ uint64_t getPosition();
+
+ /** @brief returns current absolute position
+ * @return current absolute postion in steps
+ */
+ uint64_t getPositionMm();
+
+ /** @brief resets absolute pos to 0
+ */
+ void resetAbsolute();
+
+ /** @brief
+ *
+ */
+ void runInf(bool direction);
+
+ /** @brief returns current speed in steps per second
+ */
+ uint16_t getSpeed();
+
+ /** @brief returns current acceleration time in ms
+ */
+ float getAcc();
+
+ /** @brief stops the motor dead, but stays enabled
+ */
+ void stop();
+};
+
+#endif
diff --git a/connection-plan.drawio b/connection-plan.drawio
index 7099561..8de964b 100644
--- a/connection-plan.drawio
+++ b/connection-plan.drawio
@@ -1 +1,1117 @@
-3LzXsuTKdiT4NfeRNGjxCK2RUAkg8TIGDSS0Fl8/iF11eO65FM2ebpJms21bVSKgI3z5cl8Ruf+Gct0pzfFYGUOWt39DoOz8G8r/DUEQgiKe/0DL9bsFxfBfLeVcZ7/a4D8b3PrOfzX+cdRWZ/nyl+PWYWjXevxrYzr0fZ6uf2mL53k4/npYMbR/vekYl/m/anDTuP3XrUGdrdWvVhqC/myX87qs/rgzQiK/9nTxHwf/PnSp4mw4/q4JFf6GcvMwrL8+dSeXt6Dz/uiWX+eJ/87ef3mwOe/X/8wJ73Ap+IzUAnouqQ/6/8DnPyn/BJO/H269/njjPHs64PfmMK/VUA593Ap/trLzsPVZDi4LPVt/HqMPw/g0wk/jN1/X6/dgxts6PE3V2rW/9+ZnvYbg9H9GSer39udnm6bp39v8+fv6PxvXHxv9Ol+/ToUg/I+GX+di8B/bf577s/WXk618rrt8zeffjcXQr78fFCZ+b3NDO8w/vYHSz1BDfzzGP56b9xkDMPZs9kOf/2oR67b9vf9fD9HvUVuGbU7z/2BcfoMIjMXfnfh7YKV8eJ5ivp4D5ryN13r/K1jj35gv/+W4fznVGurnURDod3z+E07g/wyRNEz//vkNh9/B+k8YBv0z9S87nx/sr3dY47nM198X/RN7z4e/e8o/m34Q+b+DTup/BJ1/jzH4rxhDSOy/FGT/XwH1Xw+UPwj5X6BBkn+9yC9M/yss/JuX+mcUhyjqH7GG/DMC/wk2kvhvxRqC/I9jDfkr1lAC/6/E2r+LpV8d/R90FfXfhDnkHzFHwsh/CnNPDMXX3x02ggOW/+hO0L9zpz9B9uua/3chh/7PJt8/k+0vwBEQ8Z9Pvv8AVoyi/hdg/T9LtP8G0P+Ps+t/P9D/Qlr/AVyQ+XPPC8RWUwJN8ZYq0ej9028+3ON2+32n/wn4/MOwgUETxb+H1V8gBWP/MaL+jbH+vzqs/2ZHov9N/EWS9F9ZhUao/xr+Iql/4C8a/wcz8L97xv8x4/2bPf8/7DZ+y7k/0Yn/x27jP8L6v0lR4Dbwcxv6HzL5n2z5v5PJ//8TCRSE/APaUPQ/pe7+/Uj4v67//tfs+jj4EXysu5+iAbvn81qnDxLjJG+tYanXeuif/cmwrkP3HNCCHWycNuUPiP+AUpYX8dauf3cFpq1LcOYKIM3Gy/irlFHUJwA++3ND5o9W6I8WcKl4jf+GMr82EXHsy78hXO2zL+eANKkcmOfHdN+V8C4Zhl3AZsJxjPLzQSDeNfjAhawShMbzYZuezXlmpJGqXhvDLK3xbgXbd7D+dWUsxHjw+dxG1jHD/LiDVvbLHmrwexbfdvY3hN2Gl85uZzZq80f1Q/lpWgVaQoI9R8gVIaY18T9zAMMzsjKH3TNN/+GKs6AW9VTlPLwISChU2rVUXUfd50570RcouoNr7w+Zst4OjaaWfq3T4ZDve1rJrwJx9WEQlYJEi31UIx2voXzDtdFzcxBbx3OVBVtzo9Mkx0pWFA+CxBGU52JfG9yCRcP1JSXYW8SQTtWJXaQhXqw+xkvWG+Y5jMuzrhOSYkerhU686IPoPtQkz55CfrApJuvry2B2Kh7rZTSTgUcSb8kr/AmgvXn2GwF4kab9xKMQ3YaU5HuAQucezFShm/2TEti0u51zgqi+fnWHZkTQ/H1ay7H3crMpi40JzsZF4+IBJIsUYZUdtn7eTxT35o2RqlxDODWh9OlictjTVVXe5AgPQcjneihjC9W21I2JcrlXkMAMItMyNNd93fRVy/GdhT4yfEqBKYVhO6qV/LAcY3PlmynZBwnV8ewahLLpv3TbaqNdKjW4hiLWDCvYP9dTjOFW3lAsdg0c6hHo8/VDbybXffwnrbA6r1syne1u4F9GkSk3/cSjONML/lI40RzQ6QMFIrYdb/O7o1aqr63wRgWAH4tWvjv7vbfGp1BMxzIwZrmCxExSS2+LRAh78r1HG7Fw2J13+fM8u7CUjCOx9vMitaUaYHfEysr68lSM1gGEifktZ8eSGhKlhX7hHX2pW0JyCfbuDUKuGLtouv2TJMVwpNgb5V5PgLE09bVU50vOTzuW1A8rsPLWOOiBYkj9spKdZWcUdzvvwhzv9eydvsjnzJJUsWTuTDu9xSQxTgTvVPov6KZCgWzYfbeW5VDFFZ3pT7+j3+7p5opR2OdXUV6GPMg7TjUjViMOZF3r256QCnOiSi741CsUSlkM3sOO7T0PZadcDGT/jGHCOI3CKT8bgo07mh9QZJA13MfEnCqXDSZn0beOonNzvuhwHjrkjcVK/zzZ0FMVlskvBJImdCQgG22ePhHkREQJM4K+xoUJauCNiaL2cvrEk4hHW4QYF5owttu/48l+ooP9pMUqjz36Zuom5URSPRfveXFW7PS9I8rnhP5mSTlq0rbNk1KeC1d4HtetQ0URnN84vGqRwrOkQogmwIznVjo79juVvspz05fG6zeulWHmK6PEix1wAAb95Yukk948kr5znXfGUN/qHUsVeqifCzik9Z4cShGR+U1XhTwy48i1D5q0EtKEYusXPF1L48W155GGJhbRKLMResW0wf2dac4Oe41SKov69Oozgtf6iXt3xADWywulrqG1CcOZ8mH+iQ/pKPJIgvXnXUCcgbaATWPa4Vhbv5LcWqZwiprAXDSW0VjbLDWNUZzy9/HYiErOqPKCXQueK/L+8fm5hiAwnFJqPzjnDJvk09F1ns/jZAN6CtZVOAGI1Mq+nmD9iL8Q9VIznApuWhh9S4NX1tbYhQ0v6vYMH8LVosAwLejNL7Teq1gGWNgJ9enqMu8O3gLFZDmJF2/aSjoI2hwSyAInAfxZPJcacK9joM/LwS/meYnUFVhB+Xkjjs8ze4KduFcf6hQhbtfOlXv2LDyJ59GA6rjT+fBrhB1Ldlb0pfdd+9Y21iB7HdenMcftK091aS6Y9XmdJ4jZeyBGKyTLtjY00WTQh+8yaPODxZgP2WIARTMUJL8adSS9VRT5vYvlpyfsWRD+7Lfnl38xx8gJtcDU67hySz5V7gTlxreZTfiCwvjrF7w025ZWaaQ/+Exp0pQcvK/qMJr7fOhFfM1I7xS9UD03fdKVyK1ruqiuygEWwE5WjMDT4FgMzbS1QVLBpPxBhVWqqPNkofLrdjD6aYS1fIKjbT8W+jlD9Eo7llekViLhIx1KUzGFkFX+hYF74C5dwrddbiuV+OemYoae7QknlTd6FsvWSbcds2gXlRVhKv7AOwep3QH8zQ8OxYj2617eghzod8Jr2qU3IUyo3sbanxyv83ni8ModpvBNTV60JKFi2RlqxUJOkaqIYU3ZNJNWK1+jsNmhZnZxG+j3G3rkGUt5rMsc7YjT+wYFQQ2YfHJm+wsNk9Q8IoV99flaSN+fvttRGYKjXMQ1Jn7kn+hi7BjHz0Hx5QBZwyxp8ZCK3F5jAqhcGvKHsGJcotnrEPjgUf7SF0xlsFGL10eab7Hubw6jwE+UCY2iEwAtot++PPbw2VkyLnzjq5C2wvKeeFvjEUDu5ognnRR+xin3bCYKXdFiWLBDS/p7ZWabCSXusourDKRJEoTUI03YNfCaN8mg/17P+wBGP9KPoJf7cIO3RJejXb7YUbzQyHoArl9yAb0ZDidXo/JnixSRVP4SH7Yo4ArTQWoKgxeepGh8nmhNv9RNBEP9/Fau0bXoWDwf63MZN4s+UM46T61JCaMd3NJtFFexyZuJYr+ByCfDETXODzczMJa/2Nw76ybVfgkCPYlb6Ex7CNSLeIHhfjQ9C3mC/unOkLP1wtfat/V+BmRZd6h3Qq+id/2iLB5ehiso9IdZbMNjLtOnwoeYgYaJCpvug08Bc1XK3p/noiT63GYttv2ETsP7PikmqL7O+JJ9bjUQSRkUvrWOBQ9gif0eRGdhjG9TxqoE3w/iJN0TDpUAO3LpCR0n0mThwkI5QFWtaBTIAjiBZjF03Yl9EeEjzxVe+cVwlfVlVOzbRe/ffXJ52vd1USijTRn85HWgIfRvKegpYuUyze1qsmYa677ersl33wKWThnM5LGuMCYyz/aoO9urnmI+O/ogLg03md4u2XJfLlyfnKBYAtxSrl4QKP4I+hVpIt7txmkH8u45/tju5YQ+iMQjlBkRU8LK5ZuQV+J33y+GnrJpZj0pGM6o1g1ow/be2xPL0us7LO+fqzzuVwO6tfOkm9xEC6tOMGxJy+3zUCFtkCmOOx29zuJfOFyxZoiEk5edIkIaY3tvRedb72ETa+JFf9uYdxMx/iaXdg1PHB9LIc/ompiG9TUmYSLsEL2NaxHYzwG7/PmbxyWWkDzhq7tr0r9zVFgVW/hUKK8h3VuFVe2NVsQmsZlDoYkzM9E7JVS3hrAiuE03M63EGTA66WeYMCUvFq4jwZn+lt8+EGWH1NDHYMxrsHproIo+8Tya/FjPDlBh9pGihfMKaEDDzDLJxDymqFYQdMfatfUPqhARPVWhym2a7uUFfZ4JCDJgn2UN5+QjFvkzNgiL61LU35CPnmVj0CIBDWKx4IyBjK7ktoyz+tV7hjYtb/A4oAH/+BG0oKjPEC+lSrnIGUCcc2m3vt93tIiCDsUrgs6QY5UsXQeGtEhNJayfZQKy6HF3mSxBJ0wJF93GXuYTYvyM09uu8/DuqyQ+OP0AIze8DdHCgw66yGRdcX0VWwNhDfejhBAIUk8+0t6f0NgCw87La8RrOnFI7e6LMk+XDA9XQTITWWglW8WV9Y+++Mlx7qsic93jcD96yG3+2JDDeHX4Ubrc71q/sWBiA4RVfgS2n+/Fm8TjqwJ+GJAvcDkTLHutuwWmRKSfr9WDgx8qYt+w4QaybDUwb5+L6x+lQRsJ5BfNEb6fYWP5C8/y2SMPBfEKIjABgEcp5gJFY7j1C/p3IPO3cnsMN81PlE1iIaPPUcKrsBMheOu4rQFLP33vXg/Pwbd9/oLFIWTjVePDrg9UDU0G0/BGgVCzWUuraOp9HyFzo3KQRETOhKAlp+9p6BG8mBUMjStZ8kznmzefuOZDlPrYwB8NS9Cr/Hq92OThNeeEkcKkyKHPvHxdoXBGd2lmV1r3orU980OIP5ITRG20WOL7ZY7SN0JHObeqT+FOCJKaryk9UwuNmmv40oGz6FkijkwlSQXdq1GHYOY+lCZOlnAquGhfHOBFUfMNFGwAxGS7b+3DYXL9S8KXLl/jE64rjRED/cK8vD4Oahe4qcWSsAe5FenbWMVhSTXYAfUBzPxdyeC9HrmOAzLKCu9zqndWiBEVPv7DnbX26XpjDOZgTLfdVtRORTlpwHJ4Sm09geU49TBDTXzs0smUt9d2U9Ukivyj4zIbZKyzz6HpVVdByocyD10sdy2ILM8r+gy3GAgrfbfaXNDTDTTZ5gjHqZeLqg3KEtCKcin7t3ysMmu/y48ylAHK0/pwLy/0FkD+jb7O0OV7aM/UygzvdrYz21yBN6O7nXtt7366VF4df7RWzIBCAQawq4s4xICaqxjGZgA61fskDVLrTK2/n+THou0y419k9yYUm57D+PemFMRN0/aGMWooZJAoOb81YpmyrFQrXPnhbZh3FYmto8B1MgnczgGp9G0PLYOdiw8Shx72cN8XehJqu3E/8UIVQoHAS1MiWcfRnUbzXUjZHuW++uQGyUzzQeckVq9HX3bB4kF7EoZsLwHenIuZ8CBn4UlM7zv7iFNyJs16SPsk+5UaWrwzv8q5H9OJczQ71shJIWjCBSBtXDPAAaOfw7mDe138phxDyCnIXBEPxUO7zW4U0sfuKSEsyLVX6PAy05B8JCl6F73kO0I/r7S1ZDmAO8VN3itzaiG/gmd+4eGeCNOADqqO4WRLUhxvBjNikjD0/cPvIJxumG/X4QWlFMyYcZuH2UJo65mPwNk39Nhs29qmBIJBJjhfd65vI0O+3nqYX9XSfKXtexXW8HUHxqFfaJHTWkvFQ/3d13isjiKgkTs+wbiLJyTz6IxirfPmLcns7jWh18ZjlvILjJHyu89mr18Y697blcjUfOjHV+tvz/mfC/rQpyKpiJpu1gnBhAOqDnVWtsQmM3l3rulld3Xx2r5qig+yh+Hxtcmk+9UPVC2xj0JkoOoj2lcj0T5+RrYDAgGaFFMMWMM5mwShQxWBjO6eqVDgEhV3rdRm0RI82CrOaycRjll/oaVhtvYaqP63U/sBo7pJwyf+9NF7b5onMwtqmk5fi1zFwkuZI367haLEybseb/kLE2yU07t4uv18gIBcOYpa6ylKgrOx4SDRt6zZx/TmeIGITKhL1y9Le5Uxd3JY9q4aKMWO1qDmkQY/WpQ19VEpI0mbAwIXaYTopDNJRq6BMs4HMk8fu+9U3p/jyCHhOX5sHfqD4haAYRPnDREa0xM3IqBcNrXiasaeYKJFbyn6n9qKfy6OmCmAlbxPkUyK7WDetAT+RybnrDoJIqV/Kas6drvv9eLjsyJi5OtgEfVoewJ/hckOU7har1703qSW+XFp7XsVjg6I04+Kfp3HBl6zRDujFF396USCti16rfP2EOVzc7BOdfI3UQsvSrngHSXAKLYf2mqUkINbpMFnZ+aa3w6X+RxNxQO+wB3Hd77JSFzdeN8vfZTN76Poep14VJiX72r3DvEX6E8qzwPv031GyTvMsFKAsmDBkyYzSLBtOKwTaz+KeQmRXVzXNcnq0OjIgEOT/Gi5zGo6uieQQT+be7hk0XtrBUnHlk+ReJL3X1TtM5QNix8zPFOVJBL7O83rscED6jiez+JrRNnZGnGsKMhDMLYQxSgrIKxidbaUJctXAcmFyKHe9p6YINEskBpyUk7Coi/mAgK1Sush/y8QsrATdqqGLwImwq8mtxby86RZodSxwif6+kQlvot6TbvmjNkLxiNqwzzOaAm+X3hMzHKxd/1JUoPsYoVFDd5F6wpk4nDFsIYRbf4r9RdG+2aBL2jHphgWaxuvxl6gkj4ZMV/2DiWUF5mpfR950leKO/mPaqauaFU11r7nNwP/EZlWCKCu0cxx5KHZ7byMG9WOTvyYB8MUdxHxDZO7IyPfqO2COhcpvPOC4U/30cCJSGTACByP5LJ6mXIm9EgkAxSM8QHDT5BqFxZg+asO4bl8A/HogQ0eX9xYA0VFp4XMlUqdy3qOFBZMUfIOURKT6+ZLJj7oCkb8HnLAaIyvQF9z6zTs6sz+OOAFbXaQ5nKJjlEVr+8HvvJ63kejJPS5MvBBlHgg2Nj06r/4gMTv+lZ/ZAJivYGUtAAP5FqjTU/O+jo/lc6h0ysU/1hB4UMDlK5kRJQXCcjy9aMNs8MENUtnBaKt7vcZBnCtnwdkc1uejcc3GJt+NypJB8CfSQdAnVSzvqxASgR9hrrN3oKjfcezRjc412lp0NdKgYmaMSh2vwyivSW8zdgn5rjf1a/AMAV7LdrY1FKNaaX8Atf23joKa2KBdkjShUT5iJXhZGIjyxA0KliSIh9YiiUDlHriNuZbU2+C7kYI2/QnW1BFfTGlWgf9bFZIdxOYscsL6l3r3AsgAoxizoZ3And3MftTK3ZGn8xI57m74dy1R6PEeU1vvT7XDY1pf+n1+WDWunl/W2/W1DfeXiTNHsj8XkIdpvPMakur2jrVr/cjd6LBRHs47j22JLNN5bPZHMODGRrZdhpHN9m5ZkU6IMgPoAG+IWzY7K6zi0hW9MQWC+vJex9+iJUSHuhyXzIWdNj5WuY586gt5dt1JlGFEj9d6GdfM0z9pL1DLyp/YcKMXHk+v73PdfqQCVBBeaJ/aaFIMkEqfoxCHzO+rGslUAmpkK8QA32Jco+Ui7tFefQd7fPKIbyMAZ0Uhrz7lTDQqxkGpX2csP0r4y9MYl7YyezS3uBObO89SZJf9MgRfInxh3G6fIjpPA0sDY3tqjZ8Ruq+xNek0CBe84mTSaB5AKkwFWDsiuajGwD1ErOcfUae12w1nn2cRp6MCEw9pLX7KjshYhUxHOg+E7kae6Ag2lgY1xyvv2kVqxQN1FR0iN05MkAKTY8OIkuepIaWXwThPhFSDQqtWYTxHPP1P0sOlOWL1+0aUvDd5kBxqr7ovDDHVO3j+DgMeb6mYQLthV1o7P54NY5Ursecusqt7hOehRfiX1khvYmYbg+vafexjimG7b7dzWNh/xJCiPMn4PRycivea33OVmjLxdIzIOkWN+FS4yGGO5yD0nrXhBvaE1AbZ6wa0oAP8HQOUw4rn1Sgk05IfeD5fXr04j0RsFAhYf4IcPNHkyRfBd1Ua+4UkfHEzhWpnn+Inb2pMK0LalJSGxOsMoKd/kc7/4VLX4oCgeo845eHc+eiPiAGm9U4BamOkBmOsdo2oEdk1+G3/em4ckXKC1Jtsfa1qOdGmwPCdBklGiaTc6BUBnmwYKo9gvoLpHUixuKsorGQ8Z0yFyWz3eJPZHFJrLudpNjkHjoUcXV56iO2I3p+SPJ9JWJiNhMpl4G7UCbRBnWQFwtJZnqOEdHh7Rjch/NPDwiPPIRXXsay9QAJzDivX6IQ0yl99WuIdzP85aIVw6XNSms5oJMazyh1EZrxq9T6OQ9I6siSHGZuwCVHvJpStRJmFuBIPLbZQ0J0FK94WD6OFuN4DLLdxhJoTVIUdNpEIOhtz7dZwf9QqIwju8GTmG88eQzkCVObb2osqyKAK7JavUaelN9enhNxTnoIkgKodDyHA33pv7IqLfNY0bUnIoDW6fQh1Kvc2rdK/rz9xKx9UJoN3n3XTAq2VIw7+a42mh7rp52awHgIqqt3x0STnTymdv3VIzZkuv2HIHnZW5EaiTNMXN88BMFxWh5YvDTvrhkZUKIx4zFk9JhuvO5YB6hCKSSyXerCTIobELxRkG8sm8oyMROCkRiYhAWppBdGGtSEh+oF9ZkOC4Z2E202Pru0xvVgA5QDVJG5Udyn58/FxD/Tr1K8KXaNseaOPZqq5THfpSCO1YnFdyNVPFAWFl5K+VBp3j/XGDmQvNpwMi2y7oi2A3IlFSnbEbA800u7ruVGY/wL+WQrI0F45+TDH3NwqtwosWLrx/dtIKXSm8ehO5BMnkCFwt2o8Mpdkkz93A9cNVeJt8j60xjEJrFpZFJZ+yVvlky4X1GSr1fPaQu8frLahj1/gqU9Q+av1EOYJK0RdBYx6U6BFjq9sOqFTEgof79C4GT7ZHJGSyrjZJwMDkk2iPPakzpTZaqpr6cdB8Q6fLEvCMchsddiXfoKEd1pOKDDc+pDf3OJi3bgdpcHVTMBF8WKP4YcbvEB1AcCWnDEwu0G02Yg2LoRpldEgh6ndSFetGyVBvZ6UQ/coehxL0q38SX1mn03I6+ZAkE0Trlp3Ma0dPjxMU5DaIPQOry3wEhJcS6oKt0RNfj3mQm24yj2hYkEpzbUCDjOL04yaZ++flDwa26Z5ajydgRW09OB8G3+EMBUSjTs7J0DP5FfEUQWZWeWA4AgdwcdEvUO/FlkEyosq9kP1Vd3zFkssCCLpSjw8jL2y8kYBiGKu4+kZmw/fiQYx9doWVDGR7R29eNd2FiYfCJYj5onC2tXG5bAUrN6FOTUHZI0M0xV4PeW8TnBqgLRQtMDgNq4NZ9kPKEFav4tKSGR7eEEIe2Zc3F6N/yT0Znj05r7EyMfEMnNDSqbDzPA2KbMrT+v+DZrxzeWolc2E0IgIWRefNxwGlJx7bn1nYKiRdMSq/spxn3koMGVQXosrXKk9EfW/Kg26VXxYFImCGc4TBM+5R8fRGk4UyDZqweRJPfMLs+M8i3wFIBMh+PZmTphnIJ2IU2z3GE2cvbHVR9b09WJ3xplQ+8V/nhLWiwe+ea0pgzNRHV0b6JZolNSDMKoPyCBz34McjhIzxwpNCYf8idKL+5oYF7CQbbBeBKxayD4uODhlIVAjK9Uq3/WnB8ZCFWMU8tpMH3OrQeWtjU/EII2hNDCxP15cdq3w6fIfn5PCnkpoGPaN/i3p84ZfG+B5aSuxeTg7dg2K1fkFjCpyXrbLiOJY1/TLAKPD8u2lg3E61WKzk4leos3H8lnJ+GjQaaK1sz9Rj+C5g9WrpD4BzI/nxYIdDocDzJKuFF89XAw+baq1dxEzX75FSYPEBkebBcdA3tnQVJRaXE3XzP7y8Oy9v6ShwSiG22Fcq+MFjvkwSx5JquXO3XObt4ZFFFu54hXA0bIC8V3L+wYfkPyBvA8L7KY4f39xAoqCTae7mFClxHFRaZXBEGLp7qRfb2L/zDFjDu598jqN2ldEtt3CHQZ13jdS6Sg1JB/NthOGfgEXkvpaqUsN+VdgHUcU+5VQUe+bag2kdFf7LfVvD3UcIEi1/wtiEIXoh/ide5Wb0f3o/q5gOlkzswY0qtayFaFC+mKYHgNhISyWoxSohnpy/PkdBfPRyJdk4G/PsEuw20u1O1tlEiiXuxdVKzhBTxmZ7ilTnvYOXFcRjelATKg4FlsKXGv1zV9yVRnRYBLSie2VhDjTcQ6Ew1Mf1sfdAqqZasUtuglg5PbCYZgmtu8Y8F9XVa/NXUCEjfC6MitsRRBoSKQy6V1msVSsi6mbvVeZjnXIazDfPQXkQgK5muF4tKX0EkWmJ1Dgpd4bWSqv4VYKfWTn1T3p/TQEOt3BP0p88O1+lrZ+J6M5PYMWKAUzH4fxKnGkYRy328RDs2iSqtHjtN7IZdGizAdLZH5ummcqKxcgfuZmI3ZJDm3Kmtuod71xxUcKWpaXX/kHI15o+6CelcQkdc7DkcsN0H1oSZq+egFbT2bmstgFSMYX7g2ICr6ifwpQFTBwGxnZOQ8e9EHAyG0NOPKl7WRM33ACSZHiLz/Hsm4wYII0RVTz0pM0ll8KNKkHUynvnecbL0bEQIR5nFRoB+v6wYRr7tibF+EcygebSn4fZe3MIXnFl7HgS6Cag5vRkLOsFAuX1TDFNE+Zv2Q/+C6cPPhwUTCW7jNj1WxMkhcncdNMMzcHSagJkZLb/Fclkyjmte1WOjxfpJ8uwxzpVK2JS8sepBXOUZWA29JqVGf9T5NZb8HDKwfbDBZXx9/vqDA0PO7nCcHZmCO/GusReWKg5wM20ZLgC5MzRZoyHrzW14RTkYrq66UflYUvN6KeeeoPSFS9NXslXf80Dy5hd6duD6ptO4dNN/o3W37wJFYysBp5njSKVH9WsKRtOSvexZpgiWh5XkzTc3ufvgkBFyIe9G80Ss3L5kYY658d85QroEl9s8pFrSa+9hftVVuRuBaCh8ESv1uS2z1eVlyPtPIeVpvjHbLmYqEvD+rLDpYrrfuHEne0I3IxNTcr/lneVnHt0li5/PUst0BUoNesjo1o5H2358ofJoiu/tZc+eBKSrC1yobdTvyBSbnTVPy32CGQ5KFh7fLT4HGTtG97VrOkBeKJMnYM8j7pRGd/CR/+OTE6kKJz6/3h8M39e2bPH+VjFrfJqe4FbbhvkJXpjuEcdu5QCbOsVIFb5tyfjkV7q14bmyvb/0aj65G2TtDVWTx8vvXzGV9VcNNDPGHTJwqiqX6i5CZ7/RiM87OAunn5WoFDDpaP/07WutYjX51R5zhZ9XTKbSswWAeOuvx5y+9zJfHIXYbV06zdKKUsdNPhxJNw3TKqbgi7IK5zl4zVX/WeO8SqpU76kFyUpStgSrJ5S+Kz2p0VtTWDuwEa5Wy9dLAMVu8E9dtT7uoyk9+dLwaiwWIuDvhjt7DWrdqcj5inDIZ6GtCW+i8YbvHj8XkVZhzuW0vv1qVbm6PhW0bTTNOV9RNfdxkFJ+AiDOu5LY2MYQgMyMitzx+EWH1FNAv3IKxnZLX7oMB1B8hsoAipYU4J0fQFMzipmOjDDEoL+oFvww2ehNXIze68PjIoVc+w6Cwg46//M/PTInRt68blrIW2xbFfST/z8w9G2BFkgG1oC+E0F1fj5yL8Xq3WvMeKA8k6ILKO9B/qrty5JHBpAD4SqtqMQ1n/JQpiw0nD9D/4bVH+ijuvIm8Rywktmw0TYwVRQ4GKQqe7DVPF/LkyVssZNLlPU5/si1yZDj3SBSKCfWRuj/ZObM8xIoQtXEEdpM6gwF7tgcr/24b5eHaKdmLW6icTL3yrnOruPksYRh1Qan1BCujjzQLcdPi8ZTeg1aP4TJ3FIu77zTzFPtxt1xXrDml7EaX5WH8ja2f+U9Ci0I1iFMVpmO1IzI1iVfvpHrfzENVgAaHpSckfm9vuxFysydrbFriJwG1j2iPnOJzdfDBV8mJU+eXl4TRUb3hZx0M0b2h/WtboYmQm+fEUVw3WqUZ9Xe2phbyb35hmVAki3h1NnvX4JBgPhYfS3FV3MVETjmP7DBqmHx0rj7M81DcsUl5RI1xWWMSWyfRv1RMZVT9i+iHcQ2XfJnOxuCPmiqr4TNARtIyY5Mbt/ck2y6rsvJi3G2ucA7eUeycdvMyivxfPEAN9EWgXAXzJWqy1XmNPnP3slt9DhCudeSCd4DEy+u5I8fy8SZqGuNraQasP59hwg9K8VxPRwWmjGRtLIlHUDeayOW467njOhs9X9FPQivgO8W6J+i9NhfPNOQyK/RAliNLD8uINTAfc5G75Mm5EdV4xFG40+jEvUEVoloUoeYQVPUuCe+gXsnI4zpNrLWustmGY9w9SvgSwxGYHgTTs9UePg9jziHRTq/vlyRNLYCSl8pSVUuXoLT6pam4gPHniat2wPCFeP+sLYNrjGihLmW9aCxXhEpYV3QLFuaCGm5T9cjDry53Be9DxmfO1qMXs4SloVF1w55o5VMDs5WVGC334CVhK2b7/momeFbhYvBZykzuqO4Q1AsQPhyRECc49JupwEzsqaU+LmbUbBRrvhY28zhYwsIuia0KwaMZHxo4ylhPWbmRJN6AjiVk5w4mt/GVGrii7zS9S6LdKpdFktm2rLzrQ9HJ7jO5oY/fCR9CCNKB6obU33UegYGhlLIcpJSMhl92kXLv8Hu8ySWbPumPP/gINcxYtOASmpmbF6iD8Us7vgXaThYos76kn0ftC+9HxH6LwXchDTJcp4C5hgeksDay8nRUVoMkpu4Fc98V34+QudN7svRvVNtreAKxAT8unr3OyJwTfy6zi9GGHQersQRCCr7oPi0nRm/evHLECjRmYgKhvqEEXWWPflMctDxm+dsQNYcdfDjXQbFZHAdWo85Sb9VYo3W6Dr6Gw6Y0reCM3mnRG3+yC51b8UIMW/hAI7V4pzmHO/cVMf5VoBGnaFoH4b7cNRC0KlaDzKbd2p4/Y8sCJVs0aEJjTYdIOMLHkx5RVAFmsij5Oy7rsN0uPepjyMTDoplvUHYRm3TZP20FmG6DIdL0ehwsPZI+g5asjeOsXttcgyrog1TcTKPP9vbiVx/HAHnvNe1+H8dWWO3I0S5S7vxKK3OPXfij0tyxQhCiAKaFGQyNEakwHGDnPe3GV08B6ncLVyeVsQi2QQq67A4y5zb3RsnVUwmgxq9iG13lyl5Cn60hK0WS82hO2t4q+lDFqcmtcHkNiLGF8vmaw280vI1Qv443ZPrl+sv1H12nJI8lRxP9gPWvgi7bk9UyFEzNHHptSry1+1DqMFtedOEe5Tw67QhmSHrvAYihrEr0nbY2U+r3B2RO/qtPhyWAgz2cG9C9aC5yx4BXzZFFua92eM3Db6lujGHnP3BjEaC4JKiDsu8IkUk/q4eNfmg+TP5IdJaJbfjoLm5aew/arYtl8ZEOZqqKjMHt7XGm3dyPoA+ak2lo3jX+2BIX+1KUyKNvrlbEnxluwJzddX/SJJCchdho7ZJZiN4TjShBlvT5SNvOYr2+a+KNUifYFemGFjSNb30PIf3rO7a2BXZxb+XXL1MBhxiqTuBn8GdIEVLGRHUklStcZesBIUuH621ceFOX+E7PF8TG3y7rjBrMw/SY9bN2OyVc10VZ8NDcC7gnAvvkLiRyRILKJFpvRvcrJiQ8+xDp9l0rGlOisVXPHFuu8Z2/ttewNRZJN1eQHXuJe60xp9Nn2a7aF2UtzGuB/oJq5/FxXN9Bsr3f9CnnjqPZIoVHiC+ExF5Ds2GSAO9gJgzTmh1dVE8UKHNV+LJ/DwbA2gw7KrZprrtRePkRYEpxzmlmNc4qGCByk/fEP7JHovbYuBSrkRqUIgEtkNKPcbQ8IJ2yVYKmrxOfgBmuAkNj9GY5AnmiO/IjFiXFu24OwdE/d37MaHwPpGATkfXA1NdFCxZ4BszTlOqAzmrOyGLnv1xu/rxEhMTdLrRGqH+uHOqApXNxznvcUKojrq+oTK24sDAkXyQ+HrDrFcIS3uGVrvDeVLoG4ezH9qEtiQiKQ3bgVHxJlm83owfhzykiCsmG0Pdtx7gllmAQEQm7mqK59FVKRiggwI0E8pJXDI5LqAA0EThXAJGfwLg+BA+e+3UZ19mCNfeLq9pyf+lyeJFyRyXCbDRq2xJ3Uv18XWC+o5fTR29LhNwXrbcY7swYFvge9mOxoJPM5clVYNp2tZz0o3ShN0HHsOpwcGwtNvkA4tzirslTkVGqzhR9i2CyE0xhlLuzX+VgSrSLrmWbMoEp6tVQS3LM9RTLlMQ0X8vpRLl3xBP3OialhpT+povXcefZ5LCyDDHq0wXlwiSAqXMkJXkIVD+AHY1XzhTMtDd0dMZdLrM5b8JeT8JBzK2UuOHNZdiLYzp4y2b8UDGNHLEteXzaZ3ksCWSTvKsTXIevSeIWy6m8Q5ggelOCuclB7Qq+q8JKIhZGHockjp1OLd58rOnLwAV4NQP0HmG1J4fAjdZmbL9DStYusfCH0QAy6INELxlAvCyS3LCMUDxuevF1fMZ1vVdkEqyYGt+zG5pXWHU0wncN18Dgu/EsTvuUvNc8JhXvoWuPaVLs5BPD+o17XjWho5fA+epuKQ7+LoRYZCsCTBP/s06wIeJIi2o0bb3sll9EtfIH65eg27LM6eG725LEjyuG6vQVGYPhGZvX4hhhSCFmkkJnWekftjFnMBUNUJJoQ/Xppz3r0/6VNbQlXkP0IGfJl2J6n/kB4wlfDmW+L4owsQSxeqb8i7V1ZRQKUnV4SEjM9nmns8zr4Cw+uQS8GV0M131IaodSiUnMN9cT6JW8mF9ahhALWHSn9KAL61t83lYQWFollJBzX5R8niHFcfY32Yc17ypgdFCwmoV90w07IwM3+iNxwB5j7F4pv3IacT1/QcCXiEyoFFxRQr1DSp2atTC0QoPzEw1V4SpbzplyyX3BckudZtuJaM+PLhyKM+FBxzAkvT8OQAJoVE2J6T4O14nHhwWBFw3L4KH8W1A6bMtXaZpPXYV1WmRmxlVXH+J5emdfe4jYQTyEmsVosuZRt3nRYNKXDb/xk6Ol2tH7KI+cipBPB83YlxK9vP7RR5hWHKuANFtrSxjjYZ6xwu3TQ54Ig5p3zn9eMI+UbbQhptPGpqdlThbqOcwvx/uTjkHqsRrJPinp1mgbyz+yjH9VhjZHjc3yW4HxnWCZQy0NZRMylfJEmoZvTEjWoPINm2re3JQbPLNwLvLcD/3O9YNgP/8xOo94/aIkRgAVU+K51We86Wf15bdgPXW22fTSnXvS1d8XNw1gihkknmibOfZAvhzNc7yo7Xdv5nuHuE74Xh/dhFhyRDfZcm2gmNuvGSTrr7vBa5C9KS/aDNICTGUW/Np9Q1iFg0J/a+P9gmCsZsF8vu6F5otEAJoP7JNpFNo+WA9Oe8a1n8LleXdRu/OJt8IKML2LoK/tBtewNHjfsXWazwq+kcpmaHfzzSJsff7S9OfleKWx2zSZNktR0BmJwEMVSl1Uryh3MGS7v5/ZQw1Qwqir99jR8RqMhG+hSzFA9SdWOLf58mAeZb7kbXW/335pdVVt5I7UCRiUv94RnIiwYB13AEF4HDliKRPGDAo8ZEhwYFmlH0Tlk/11pVat/n4yslDdZHoOeXZztBA6rhaTwYn7F3Ub9Pryv6ryApe+723cXSTKQeJ0zixWlAA2JhKsYgUEto9kx0PQ5+XdRh3yd+b7NfiWj4jRk+lVFDTTm3LDozi9KZPwjOqbr1/hZ/E4O7y6b3n0BUoqHLJ3N1vSSRgnzuTXLVxhnNHjAX5QzoP9Dcutj+3kr4z1Hj/02VowtJj0yq0acKGfdxR3027Hk4WBzJKsGftd7totHFU/KFrGj5Rkeh/PZmi5kDYb9EksoJ3fNAIof80OzTuyJxGtg0+dv3mfTz19jUuMerycaJFohWFBQ2TW7K5dUvGi0oNBLlhuuetJ41faayKEC1XJoG/Jb2qa4QZx5V7NwWTwXgzz8YQfbld5X/naw/g10Ub0ceYr6tl4l++ziAOdbfD6VFertABP6Q0wRF/EbkpzlL4Knb55cYQ6OO8+De6Cw1t5JwO2Og1W3c3vnrzyoHiFUe8fuLlByqN69VOPnAYiJBYuJnhv54HMBehk2ZvIfQDsczK7KH4kqrLnWXpTVD9FYh2hj5f3mYxtiwsuFENyGtDNRV2E8Gu8zw/LwBmqv9ESaHPcCu4C7E8HWtuD6PUeW333ptADk3sntlZwpz7qyCsTSB2x3oxSK5x+ck3sfTOi+fiEy9hT7SwoiNM536OWw9LbscfbrED2KjMo6qwyFDpNcMA9izNIvBrWuiT0lj41Ie0sDmRTngx9odz7Sy5v69cUF2u+qISZucJgGbdjy/b9mPHl6bttyaF6UXSG+TbKhQaeNpoakIagGMXJKPZI7TchdafY05xmok0KdExkUi6ZSTyMrQFWSiwK2zwoH+TVPf3yfhUmnaHVmTKB6oxiEqtvouI+DbZGAvs5iwvquaU9PxYXMEmpLPxcC0gi8gWhPIMohaBqOZhY9vMk3WDAt/sJ26MxBZcXVYN9qXcmC4mCSW8V1pyPYrGe08Lvru6ZtyhVKhgMtJVDuTHQ5KADLpdHyMKldihLB2eiW/FFugdqKTKLTyYbjqMV+mUCWqZGUe2qIf8U0BVRxZFQSZ0QGPk5IZ/u9Z3cTsUnEd3+zmYQCCPcxrZaPEz6pMEzNVFvWNiHO4dLfSgsNts7+irbz6L04R14pZkW5JU58uOZ8SzTxZr18vvz2M24taEiktS8/67BrmlJks0vS0Ewp+It1tZCGd0QYjm3uxIwvp3N9mDoPtvRkf15bMDd5lu+f+oSsr4ebFhBIYJJ2V62K3OsRcEqW7oump3tCF1841bUogWZ/YS26q+2aGlrW+nnYwbeil1MQec2DLoIJVHKEoB9zIu75XododFhAn8si6VDFqEsr3buSimKCPlZJnonjGHVeWn1X+wlOLg0QFjhiUn/9PJJZ9L59lGce+vN2/kpovith7LuW3ZSgcSG1X+CFHOKHH6/jMczMBWD1JTMulxttIoxBGAWd0H1m7TLNjsWKOiJ+WUu2BtKIPan3j/3nvMJhbj8dIOKEdJlQmapQvjUXqvf7bDGX+v4ZVoihtNo7elaX5JD5IUIhKQ3tV77ihGVo5jJPKi+WrQzdo0jOaT9sTfJkaMLsbD24+LW0rvMtmlf3aM99oyflDjZY77BkBEkB9nLQhieXl314KHjdK83jCo2OBUUGggksHRzmGnUlM07R5Lap7+nM9QcGbbI/n5L/BLBsfHd70FfHh02DgjNHrdretiMQES2efQENd2RyiDfvMZZa0p1rA2QhSsTzG0jaLagEcab8ARzL9vlmlzU9/bpfLr8FN0EJ+fes1jo0/kZQtAQqOpBGwq4gDK1Uq0cxapBys/8QVZW04vvXy+2FgcELhzALKJewOx4SRf0zU40bBsw88Sw/YFWkJecTIHY8DvDXZw13X70piNSpzcgiydZK+0CBuvH8X93KvmRdnOQUA4vu46lnxm5fa7dkZI8ab6M2pKd1wpjimv5/m0vkhsKsAo6d7GbVT61MXXHwbiPI6chJMw0y3aaKVRau0vj9tF/PUm24dsy7tPS1EK/V+vzWkd/82fMmawn+m7dXYhwCGU8rJ3ehanQETjy4S5xJKPPXr/oLfgpUBFGzFbhZa7zpdU+s5cYBGbkmvdcnP2XFA/Xwgmnr97khzU/KviLgSKBT+U3YEU+kgd2EvhufxdUKZ53KBXJh90Yhl3P2BYzMcdJRTF0Y9OkSRWJSXIk5ABTMFNgUIb8BtPDze0ghJyUrKi6Ecv4qvFpjXhoji0LE4e1IzCz6pSfSa5xaVdJdsB3mGhJIDE1EkipaTlWiFkZ0wczadX7PdRln4hSf6J1t+OSVwwbZENQM2mF18Ni9qghGscAbqXhp/aclGKm3g/4nHtdQ5XpfAfU9bKdPmyuSWHjMMJBdJzJDJaQMmGyEhGbQZ0s667jzB55WNNFAFMOFk0trEWgSOeFj7YKQ9uTSBjAa3dYJ1g48JdVvA05lhh1mZ6z6Z0rr108U+x8Aetl2uxYH0cCg8cDdSuIYy+M7VuHYWzSY9FHEoaYJcJFOF+J8BEWl6+LnLHTwbJKCSxqoBRdp6GX3U4bjSQUceT2wPcYO9SLBC+R8TBSKgXIN64D+msrgZ9YH+8YQeXEHmv4W2ib/BIhUj2OnFrkWv0YTWe4ZkpiS69KkUhZ2Obu8te5ywRUnPjx8YCIfuDXR6zsNHttU9bc0RbS4lnsKMYWHf2RQKjEham17/t8VJsehyT1gaPWEzRlnbCCMR93j3/TmmdrFRaMuJK+N8pelVsVLZ4nCZhSZ6MPoZW2tdQvH+4+GS+/sPdkHPkLneDXY8mt6VPsiswYCVi0FyYeMIhjgvBy5k+Na8UlELuUh3LfU6rhklREfcwWC1nTiJnlhzJEmuUPC8rgsCS/zVgrsUa7Rn2Ccld51f04puiHPyZOCFz7Zz5xVyEQF6dnchATWJHnOv4dBQlyypgkfsC39GDEyfhIwvPyK0LItVbTB+QgbXy69MUb0yM2N7qeAW/cCJ5+QIa1orXYJcwAM4Ek2QkWPJRhCS8hjwiNNCkQA0/rroFamARbUwmqYVO7R/AjW7eiFyiWOeG3CUYIRt2HKJ8Po72JCHmMn61WQD2v/NI4zPKnraX0BTwGilXXjjE/RdwAT7Ew1wsShwT8oyds5s5v+Ph/WbqOLTeVKPhLZMGSnHNmR8458/UPxm/lY3skjZruulU3VDOZ7HXpkr6MOsWvND+z6DwfZym6sw5EZGhYNTVeSrEggzGyE5cQRyNB7fBl8/beIf+GrZd83/llssbwx7bV16vJ/zRrVMl73nma8uyX1H3oAOMb5c+iiTryGH9fhcLjlOYAY9CLp42hKaqB4R5eDZ0kkP6gDzwC5FAZBBg0KANseqCU38t0oRp/BZleizuDNsG3nUsP1IS/hwbxtyuhVC0V1Croe3QV4G8lYp6xTSk7n29knh4Q4cX90VXZ834idyDJBKzhetfU7dM/OHtc6cHHlo0OTMAarWzuznB1d6lk18cL2GOHgK9XjXopOf4HsZZ5aMCPcwSYObEt2jiKMhdP7O463coz4ubMn0HNaR/1Ab6Ot2xfOmLpmVmwTsiin3gXhgXZjfe4bn+yVrZA0snulFkFDXZz/8UpxH4sL096PQtcKPOp4HaVOczUUi0srJrrkdFusT8dgOKuLDEFI1K0A/iblOuGcDINJprLDGc+NOqlilx9xvhd6lakpuYD9AKavyOiz7RXJR0z9YByfb93lhR+FwHVze3XUwI95y9JC8jvIauGvN1Z7f9Ii9Xce1CQJdR2bkxm0bNNLPUctycVWPldjdirsbrGYnNbhNlJ3Qj7xj4k9HGVUwaVjlwLrCzztOE5YI+YXMLyCcmuD/ePuLuQA7K6MplXZ2L5K9mH49uAvfAn7E0Tz63Cv+sb3ZOea4q/7I/mzkszqm6hG5srBVvFAY3PmCVkteUYoXWh+b+sWc4a+lJlHLEC8yY0UyuL4OaqNP1XTNtkBIl463BBRbIWi4zHjq21Gn//lCMaIegJiulKJ6JK3L95c66JDsj4YIrimWRPQiz80VVolFk8vDuXIkf+jUnq7+k8QSFB/3QOomSYcC50XtZsp6jwSBGGUPRiJgG/zTrE8eZtMO1Dia5bf+/MRsiuGmy45tXw903pZw3hhaMz+kEBGnyBw40a9N/S8cyHkeKwZiO41PoXU5zeAYFEYM6hFb+dDe/XqqDZLez0YAzHp+q+fhqed/AVtGihQU7tA+BNL85a2pUZ+4YxSPoG4s3lBW38Zdj3ImJbDwn+ZTea87xCELdsU4qompZHGng0scQg24ApIfRtKJP4ctKPHhJ6eLjmy5TI7y2uiy7Tntx5rNgSQ1t4FsmdFvY7qlRpW/pBnIKDkH75lUaasaWkEOOCP0IffNnMza+Fkb/Vh58VOMZGmtKApBfauUOScuQEKErUYv5jLzWvlQivfGW+iWSFHMUqr2niFp20FqH8phQEID28OtebIE+w1gToK5TZxTWI+RWspcf2AP4S9u8LEHS3kAuYMDP3ahWLRt5Y0kaeP0Zal2Lt2Y86XYuhrPB6qz21LMM2bRtzG0FSv9yVFpmktTkznptNXjK/8rERg/dCMmH0BSmJ1jHDSYK/PsQvsRAqXqLQclkNzYyS9Ner2sw3JVy4/VETDtnEv7yLb6Cri7sD96xfugiDvxRz3wZgids1f+dHNjoCThgCh/w28uAOrR1Mn1RQeZM+uczWegteIvCSl2IXng4EUu+pXSJ0rptic/ms2C9HHIUvIBH73WSbK2++q6Z6jkKKgTfs79PImjK/cYIOaL+4EtDKVkhAqd2imyTg4HevrG8k+mJi2NE8OP7cbcReZp8Ayb5snI9NmVg2rRgjBV74fy35avkqkQ90OYoW3Wx//MWA3h2feYwgGl8GkFpRuhr6SR2eTc1YVoK0hNt/mZdLiTXaqWWEaA171vvdvpWRqFWqIdqckQH+VGL+a1AivS5ss7SZQmk4obz5CVXjb6XpFY03YP66avTDjTO6d8LCBXkLsmt5FwM57af+F5RFZZq3LGThMXEb0VQ7mj5GB2hfvNygH8oSqc6/sZC+sm3p/h1V2imhRUg1ozxw0ngAzNFa+PfTAmfh/pJ6HGxsAEd5XnewmurNg+WhYPXYFWWHJqIShwj4i4p6XXP54i9sfvkrdhu16uYBsnNsm1ST+MJVN+VorrRQTPGkC9T8N05OQ9mtNx0Ufpmh/qURqPAx38BWNfaTF/MSF8Irl+2eiV8sXqrvjSxAqrvGYURBdeRjqyXkJDEvvyj+FtOrRJHQWghNhmbxy7fyXEkJ+v17vyIuw4e5kG3KyIvnfamlQA1lRkh+CJOCs/lnGuZrYYPZJy2o0FnzCXPBP/Ymkj+LuJmzp/YnxuIah+WJS/QBSmX/xMeMofjqoOVfjlW1Rvhc2g/Nho8xiQAimE7YSfFWLXWY/z4yMpYvIBKEusQqo3t3G40tQHxHKZIth1CuOfRYcGBhjr+I3Ap6Dv3azAY8zpiq01HzBfmHCDTADWlCkp3iXMVbf6m9fZwnvvL14yLpR3eXZ115K+dO5A6pQmkpWETt3c2rWaSqxeFUkB5E89tZe+SOPJhspaZ8A07oL75GIBlP7Pqy/N5m9vsZTD2DuCr0864h2pMnhRwSeLA02nSk7SQnB4IkvjqB2JYnJ1eZs6nqjSO/NvqmmtEEAYdVw1boCyA2DE/nSsdhrfyxmhhfPdGg+OR6yaCdDhN+xRlV4S9FMcaCUBNwz7ag+0TAyQACzvJH0YbYEPhOOQiJR09e94bCRvu9P4aBnL+KNPsn/XZjuorg/uqlU/tKLXbvTFD79Bk1uV93GpfuBfrifsBJMc/r+l8I/Liuh2TOFG9QJ+xfoj6tTgUnGHSVNMn4JnjCNtfeWAcTxFcld4ir7e0+7sUAeaKAH5zpcwDCrZR1hDdG+9O3fc2v9QHEKqvN1ebXyihozpQb90Io18/gDQO144wZvbh0jNnxUrOQrFqvgVht2fyUwx4JWSRtFiIT3kLdZvWegYnrrJWpPWnyR/60J91qpxu18Y2HCOuA0l4be6v33bIrGoFn1O04OP+RzuEh/br8cxFhFvJrbnaU+yiiafMYjBdU8fmphjTHv1aIFR5Tiqfhus9vhEcEOsA/M6RlIqICKKdxFrF8nNmmOvPh4shDncf0NMcCVal99zq6FLKBK/h5SFnmJTwvU3HQdda1KjBTp0Jd5UN2M4x5Xe5x6bpz5M+zIdmFC7kmARqU49qHj5vlBkBkeg/Q3xEeK2YzTQJCcxg+Tlz9Q0m3Ce50Uckka7iZp9NBLVa3YipFtiYnDqNspuF66n5D+lwI/uXOH9jTV0ZH8WFy1h9UucFKby+wNBZdzBhvNV/igsoV9MwAhSOnAd5elcA9JBOg8fFEH3FjK1tDKVmiugPU5XHWSWyQ9mxAe8uJRnjxzJ7eWf6KqKVWepTyiWLObiIQLRNoW8roenM5BYatiaMteSjYv6ZdjuCzYnoRhihgDzt8E2NPodSGifekyBIH7ix20N21Vu07TRzUFyn+tNAgLBVrDZjp6/vi9N9B0Bv/MVdXzeZZOnSGmVP1jzPe6X7QjRtXM3pH/QuPo5JK9gPaIpcn5Dl8bqlSyhkQ9vC7bPhwPIH68hEDWwPJwTl+uUB1UcWKl0h8MeWZfNSGEzQf2eAW1XG8B+j4Qgm2BQOAJVkPC8snECP018dUGn9nMFCQenZvZEq0T5CGBU5yAlkIT20Bh7AcSmSuYXZyV9TZrZAXd8R2UgIlBiT/FZy9Af6jIh3tRexivyJVswZIoUahxFtms/9Zf9FLd0nEISPgUk2ivmk/ZwG1cJ88pTK2fp+FRd5vRPX+ir4HnFURkOB5AxCUGeBuZmCj+9cYOwYekU7fPNH88Ci66b0NVkzN2Os+z/kK42VWZO1fjRlawH6qtDDXjMU0iGJN6zvnrvW3cgVUXdoqyEJskL/b+CnDhny5HhZ2a7Ixwo9pYaKmfLkqTXIPS1NMy7R+mmuEjhpsslF7xQvF/m9nltvHaneoCgPYuyCkoJFKIy6kSUILZmFL0S5reilnlN6HfX2LLcN0uivXMVg+Q3n1XbjK9T/joszgZftj/fz3xJUHxXpF+hAONKMCC+Cf44fNRv6r+X0puCLYg1/09fkOjelyylVzQK3iTPbGNO1E+iCPWs4t8eokP/wejuD61XCR7R2lx17u+rwFvGT8r93g9++cjQl8fZ5TlJDiXT6dnHwnK7zkHwlLaGsSaBFxa7FVd8NCPUltpwUHZwLY5L5MSsaKYb3DhmYEVT2Q289TBWFnr43hM605PXsJs/09m/xU8yhdBiCJlthiVVzhK72I1J7eGJ1u3SAscfwXu5VKJSlugdlP+Kr28d604cf8rV7p/JN/NPpbB+OQsClIhE2bno37XfmMJJepJ9X4S39Z90eDviwvu/wIH7i4BFdVu4DxB3maam5pOhgs3WswzVbHDFxDBsJJ710t0LFnC1JkvlbZ0hsg9CTPTaFS8WBFOAZgDauwXkZxLP1H2eTNMhHRfEgr0uEw9eziz1RmglbxVXJn1jSnjmU2L2c6HDkKBGCR2NYGh6ZWd0PJ9y4KYoxxAS1D8xAv8zjdr31hYCLNquW0vGiUHkuuL5WvvalRV/+3Xe9KP0Dwq1fwYv5gYLlcTl5Fa/kz6aMruZhZjAxtPqk848oA6/d83SeTf+VrpTTxzDfxVvbcVCxolpqgOaUXlP2kLzFFmT4RVAv4YRa3B/9mDjh9Ba6DDfAX23Ng60pYFWar0LCiiVVpKKQvY5G75IjxcHL7Xlt3yk7k69A/tlUqyPHxM9ecwLXw2TpRt30cWToZsKwS6t5sUahYYmfRw8EHmfvOMp2nrkzHc8X7F5ucSxdo1eUAez6mH+hz/jKVI91bJ9h+bZpG/XAARlKahevuspMXXhhxe0Sb71AnBpYTuIhWg74PknrJj5iMyCXDzLHfxNWH3MV9n1Jfnv6d9nelarRGt/yXQX9zaoTrpqWvZbb4OHmXCHQYjxt9swHN1Cq3YbpqLuleHQXbHOfo2AzEml8HMB6BHjXWGHmKik2/gpJTpDRANdENXVd1TQdmGY5DpARQAgYAXpW73Ss+sZxFUgboGVRHS5jRxmMZizXOmSpgszw9eBLqyQxGGwGVGqHZo37S0dc3S2vFoWeFv7SJJjjUmY7sJFLixLlM9HU8q0l9aAYSGklXjkhXQGx3GeHnqWGdVJce5I2YwzVWAjiKDat6jzTrd+fmzp1TNOKnHFpZe9j1YdOTQuZh9SjoufDOhXod0lduyCNBIsyNBuI0+xF4PXxEJ1U8MIfTXO+r0CMehnRfQLidqymeWFKt2+gT8cFfbezcWSchNjuBSX7raG5MP/RVeeBzYOhv7FL1PUfClc3VZJTewpR6mr/027vt5wZqBSNkd3sBvJKOY4I5D9y3aaJATKJ0Iz0vr8RRbkiPxkWZl8EmPO/Zp9QIj5Jx7jywCkHh1jmq+c9B/XGGQbKAfsMPB6EuZ0epfJ8M4pyF+uH/V4BMxldbERkBk9ji4buPy3VrSqm1TRUN8bt7fE6ugWz15e8+AuKk5B2NKCO3dpVkbcZijyiqvT432ET89YnkRkRBL3oGFww2aLcnEs5LBznYmT9/UwrPE/fV1WuNz0ZeYqXLNTTg8lFbo4zIqNGdZ71bxkrpgwWQJx+0gzeBQlbqFlJ6DIbBaYSGQDY5qUqtLoTj8gVfkGWWaEuBx2J1iWf0BcERtDpT3REW3UtoKFVXbU6OylzDff91/9HCLFBg5mZHnxR8LVav0ABfcSbI0ravfM9ZaiboJ+uZeHXZw8b/fkg0L9MOyhKqfk67M92bwi7ewSyGdimGcylUiknYmPrNqPtTsGC8cmB8OQAi+qzA1J1S4LNGu5L8qHdxh9XS3t7raZntwqNE3gcIGPokpMJqqNbBOcu+r5pjvAWWdGgbZtZ8+bji314MIl/o9+mpPppmrzFDP95XWEJO4Dv2LeJpn/6oxmYyzPzMkmz3q0r1vjac089sVXeT5cfN2ItFibg1FaJiX0K35WxgOtqI4Vjpql8twVjRHsbhsepM0orv9vTg/FWEG9cxW6oIaoGj2UsaEwhTUNYFH2B1zZcI4iZiGUx9N58MPuXeuWwWBn9YKZIOA/G5lDwI0LSurz6HCKqqGLwCoubmamdv1cTNZxp84qFl1Q7CzSvEu2FAHN+JSFhXqbQEcV2g5qhaItEm2mnFn5GcsOaQv6j7LZVSawTdreh0YJv5NQPrTh5dzAD/tI4RYKC1NEmTTcjSKVZeaU4Y/Mw3ZcsI9ihhn6IAtSfaeI5Al0+GghUS3UTKj86LK0G6OWHt6y9z5hNnMi6P+Cz6OWJsIGNHtAbLfAUtW/dLaDb3VegdcCfhTtSbkSqD5DcpyP86E9BV/uHKxxKaeVtpMoJTanUb7kx/cHnkrslmwz5lKRtoD6GfPBbdgMVwdNLTJJOLPoHCd1ljPX9cpJ2/YHrOU7WqtLfJhI18jdiKWhuCzzJsSsKXcwvQ+9Q17N4J2B36vlR9siWghbbFUqoob0OCeKwGp8ZZ8ymrrJ1lc+dbT0emW+9UqBVsVOqLViK5VEC3RuR5WhSsMOAerlq0n8FdKMwkHol/yYAgZUFAPy2CLhAbM1PzxDVWPmDlS3gZIRZtndnqrKniEiNXf1s1splLWHuq9fbCCHDvhkYupy5Z8+YnXsDjvKPDERzua7f7+MbLTe7Ew56sLuAk9EGObCjYPyARrLHjZIUBtGY/eINLzWIX7FOyULO9rHIXAyvJM1DUZ9dBDdItUIo9LIxsVlZIdFoQbx2LcOJYIXpTVF/WSThog8KEPT2L0HdA7jA0w66UHIAm4cDu5H4pepix56u7kWgxKmoXy0X43BlQeMa3n3vqT2wmUrH1WA20i6oNvq9/GzP0gcVkDfV6ODYkPFIIFkHMqKmTlnnQGz2IVLumiFOdmwDgYnmCT+KZoG5uyqYF3QNuZEWKwrCik8dIWOM9PbzaM0ifHn/+omUREpIoW9dfPqUdh/+lXqvIFRKKlqX93i9GF+xJ/cJkupEkboaydUqyZxOYcQkMP+XaJpyX47xk4d0Nnppb8p/1Xcw5HZTCneC8mPrn0kVzFUqnNEjWLEsxBTvpgX2pcMLSxYNoP4IfPmMpAJ18Zpk6sF9s02IdigCe2yOqczErjJ/NM9Mb8xB+yDiJpJgK+cMX2u1s/OitetHhwK3TPt+aAqCF2FmlbaYSFikMLPspeQe810OhWD+1cDt/P7/rIYUkEyrBV0XfGL4XadHS0iKYAexc20DK03xx45QyTeL+VHlxBgGc1GtNBAb6N1XjoH8hZRuy71AP0F4gyah1Lkg6e6A+WTHcCFpRYuOwfCXdvQk+c+VMYfk3bdA5UgNHetQK4pP4zu2SBmYOi5I1ChW0q8Oa8JDwUl7W/FkAfHEzoTF4lYVZjxFtXk2OozDp2K58CpoyIMTk1QcJ38fOfQ9Vc33T7yDGWuKO+Vi7BFh/FpH2Q4z4ImoHIIIU/aylH6kWSctX6HGCeX3qilDGIeXjmTW3FRsGhbL/KseLN6ynvlAS31Wcmj5yhPaTH+qu5CDWmi46OFzlDgTwJFXmQVNRTpVw8HtR5poQpWLPtl/7mqbjM3j3d3qTLMfuqzrIlQtKd1rQPyu6T8ASfXpABldhZcRFEe7Ver5wlZ/gGX4b6oizdjHjn+Wsu7cH69SI579cM9YAMqNeinlIXwdBFB3rZLt6tpRh/TEGwqJTzMb0jvvar+yYJ83bDp16B3LVCvCaWAjOtX6JH5/7vRrGGEG0QIbCJnwJUKZxNMDb0GjT2c/7jwpd2ZMx+IAvLc5UCeL9LyFfjS1cXCQCfiI2uf/MRxb55m+GVfBk1U3RFxRIAHzkLktobRHOYxQAaqBkIcqa2Vl+ltjlZn3W8VjFiBPLl3qlOi5kDAw42QUTUJO12JH4cikRIUt/BC/DZa10PvWf9PtO93E09seqaizdZy/pXNFdL/PW4wK0HY7YRNLUEO/BA7gsTrPJwb2gnYQeKbYwN1taY9gIBuevFYkwv5pbBJzv/reOakg1/ydzETtO+QY8Kgq0gVnVcBz11FXNXLlE82nl340uFKZEXvCS93CP3lD89YCBKknJh6usHJub5e2d6Qt4LcECeVhCzPGyjN2TO3VO7W/ajiLP9QigmIZPIPYM4U7bDsW3uJajrV/278KVKKk0iuZpbmuAGXLzdmigZd4FF5xjegnJqcdZ6vcNa42gRo+fESVVPvXjsIN0Ml05i9xf1QR+yPHUTM2nLQhiy1UeSIYDC4Uv+ZQW8fywFJ0JTCPZ9MdgHvTHw737siBFMR/k7/YBMDlzQ6ioRHy3of1dkUTRpJPRBPoGFtTzYw1WmQD8gdDPnaK7eRQ4ZO5mxYnegT9vG+JrHS4mGzwM45X87Ywj7hH8LjwqHPkLNrZbAq/IKKBy+vMLYbC8PfrHf/nImF+YTU+eDMbWhBM7d/AZ5BT0h3vwHkbGggEZoe9LeckzASmHcHjuMahJuslO1xG/H6OxKaWdDy4tvrbJPQi1YlDFuuNi3zHj/cbuDc56eJiJmYD1rBX2sCkEYnnjC6G+3MPh0A5hGuCzwItUUYepN0LzTxTgfYBpsXt/B8G4gMlfELGQIpxDOWqwLhz2yK0Pdh9qnQCeYQpXM9yhtYO7kJghE+17ZkZdiZM4EtPeLGK0BKySrUZDEFZPWAotUyPCiJJHkOmhsJl7HsLX7/cp8nhcEDcce17nX4iShSGQw0H7rL4ps/R9rBbKHfYYK0BvpW9WBsCO2sjCjJfGfTZ3ZgjfOHWccSxKMASEd4+f9VNpSfLJZtsYJ6nwSVUfeBtM4TDWxIEDUlg6x+zk+EO2Z69FdaNNLpfRdlSkNOkMDEG3sq6UglvxhCoK7vM3QlDiu/gUGWDmpKP57W1O0UThy4uJojDV1dCVCe2bdyeu+hxJtv9XdaOGBCgyHhGXK6C+xCRcjrYQUUVfjSHo3t0JU/3kdi51+HhVNhbsL3D00NfvMQ/+z1aiQJAql/Vn4vYqGmFMqCroSzEPZ7SU4JzsWapxw8N4rPXknxcEZVSnA77iOtGFgNixiBZfHr8IzdlOX9aPZNCP+PaLb/mcpWyOzvCwY+8IX70U8iFX0Z+/lEswoHktKNNoeghnCcmjTdX9OZMiwglvJOUPvOU+OlklKYNUvz52NDy715+OwikWzeMpX9GeGs15AJ8lHwqVnriR2kM+ROoEeh0GXx5wcuPtPqwn/Fhd77QTtkFCbI4n1Ercd/apAEOSu8ABz9jJWbJnc5SblAJSQCvCBLLyeIVegYQ6wkdXAQsyIuuHsmuSSc0LS79/1c9Wr/VqAmz0cz727M3reo6abVzhl+yE2UOaUIXT5l+rBPMKJRuKEaQdKF4DZBGC22iLidFcQUm0fuWU6mQo6YCecJXTPsZhOFgI4gMBtQ6ZfLUxrkheNkxP7LCaiIwQ8i+ikWY1K+n88md/lh0/Ur4eWyp/l0Nndsdf1VY/001G9ZVUPw/S7Ct+boUMqVFryAB9+hQWaIZuVcs16XMGEMGV/FCceWnbvggIeVaykocncxOqueIeLIgNKInMT2fcGM1+VzroOSvI1DlPzABavTsD6K9cst/n6fjIuGmMG1KcJD3USSGgP6dPXxalr2i926CPrPTUaCgEJMLhR4KlavSHkLnw8N13uL9kVPu7o0iroxWWTCTnF6m9/VTVUrPbgRT5ruB4KYDoVZAaNjVOgfhsuFq24yELW0RrW3NJpYwRARqjjyH0a9KyV1vozysvdiyNuBp4rcUXLYSALVWqPzZjKPCpLbEXmmGd0SWpTiwmpKkdthhvE7T6TM03dmYzzZ9k0ssETuSLQ4CTPuGLAyVSBJ5KafHk/vX7ToN7C0HrDzKQyIw91VDMWRAGvDzhKg4nPBIXGH9SQnU4PJhM+7X2DIWVz+CYoo4+WS+rByEGp8MSYN61+HBi/BoQUozoaPTbzpENfFE8FX5ny8QK7+FGnN0vHzFn9BWryCFdbE5+ysrlTsKj1FLrVI21F4iJQMBfzh7T+d4wV8ts/pyEXUABctDGClPI+RbgOhk5vCRF0zWKle8bbpHFTyB7iqtGI/uygD9mMBeRQRDj9+hP5uwvDo3TnnTyvS/dEGbPqGysu539/PWjJWbrYOo01B3ndlYKa8wZKVFoS+dT3NpoZqGPt14/TWu3Imk04ljVsR5y3WLHNIgrOFHLFM+z3tymD9bIU9Lnkk8JDqJ5wvVDRWnAFx8A7YaNneX2PIFkdGJ8cNaw318K1e76Jx7wg+KFPeWPQJzgUSqmutK+fWbcmMj1tcUDANy1gkgP/TtsT/tzKOFfXsozF0P+5jruX7Ys8tUbMQPfHV38EoF0NdBg6tSwg9A5iEwhAMBN9u6YP24ecd6DdpkA/ZIhG4PlyelfzUyP7jfeyy1FD4L1UwZ8hNCpLAvuGXiYqyyEivo6gHXFATNXUpyuzeyW+T6ywpu/cnNJ2h7ldoqQq3tvGXQyhqHodeRM4PzUxyeHE8aLmOkBQzj44bSyIW1M0tUUhnJZAROdtH8jCPFUJzuq73uVgC560onNOq+eSl2Nbr4WG5Kwur/mtvJiKAzPP7cC4q8DX50EgxCLUhZDyf/8TZjShFRI+Tz5OIWhZhzaqQEgAyO91Z+IGuNnsoD2vybQ20nJNf6vvhGyQcgBv+tLFaXs5jf5ufaPuWHDqGItSSClkc6GdEU9O8pemLVR57S43Ga9f1aEN2DgDkkf7XyZ7wAR0lWvTGRYu/Z8czDxpG5fJSoTa8KYDv1C9dBFdddF+SgZlUL++eZOt5kgnXv+Z/OXv5yKy6bki10DL9IbHN4SYh3J+ndrRs0m1ockdnTsX0sAkArqNdeyt35xuZIsidh//KMUL5oSXYno2/7Ln+8E5waFWPoNu1Ofcm+EWXum3vWZaihEdH05ZEUWVg7wp/nCk+2/5LR87LvX7UKgMzVGwfuew1yB3td28nueUuz0ilihmduQv8mB88auOow2Fl8NWTOvbb3ClPpr1eizKBjAK4O9P4uJYFBjZQRgXVyjKQxmOtli8ESyKc9y68L4S1zj5mq0J8Aig/9XtzsqBv564c4e0IxrsG3xiKxYJvwltf/u/IhdQrD09BESCOmDYvXSFaxRbHYs9UtaDk+eVX9VkBB3O/X6Lj0I/wSntEyN0ERQbjbsQ2HdM4cKFr648EUHegKVghOC7+KYPz/IKwJrm1bVTGkBLYTJ82pBjYSq+bCsgp6XOiNvjl2w2G/VjG7p2O/2Volle3ppFX6nVqHZxvyzMEmgXWZGhv4XsYx1jvDhsz6oDuW6Vo2mYPi66Zp/IH2XhWRd/039S2rULHXTPnKWKMok54cGnagNXJcU/BbS/LKvISWb55SGE74C0RU5n0hd3CcT9aj6s7C+2Tq9oPZR2a84qVEvQH3d10MuEEKTZPvgN71fi2cLY5f4MIyWMkHo2VjPW3welKjcJlwAeI4e3UEAAj+FOue5c+nKzBkSasnvJmDKmt1KHVgmp5sG+RN3/lcDM4E0yEqFj7zRnnjw/mh39SU5NH71czGPz/i2Wy+KLS04xBXGQ7KAEWY7P2aAQsSA3WwIvy+gfCoMiaYErT2CY416UG0Wq2+jSHBcspnOQI88I+WIvWtG7bL77OIw/kYy3IZGioAbciQNntZHRGesBucq92L+TIx7BZ3sTyMh/DNWW983NSrPC683Zcznm+7JKshqSvxvV15ol9TPCTLG/AZzEXZPtD6gOGW+/wcBFxzs7iZHhZ7ubAhFxgSQ3eB/w/ptSXRGKmQmkDxYsBTpETb8hmfsSpki0iMJVJEz8UupWBL7Z3cWQJc/3fpL4HR+/UZuQ7BRkmMc0Kzn6cbfxUUTjON+UkMxfVfOdPKnSw/5KkuNNO6sG2vu5c/YWYn6NFCKgZtI9PubtkseZGxYcWOYspt1nhlVlVOGhh1EXB1UjYmthiZD6++SuHh2VKCmX7bB2fP1eVyfPJ/YY5xKS/mKUTpDZxfJnwJeJ8iwoh7UH5AJZqe3UAYigIA08d0PBn/xZr2SdeLbopy2BYXY6tGWV0m/qMAc93kU1VDHN2xFXtQYqLN0xCkv0P0zjjO9ENMSZpN/zS66olYL0Osv253bmrB3IbDtjQBfAqY41vdHbIg2QTUJtZ9rE5ENdnNnV81AtuBITdoXT3LnmsFwm1Ajx2iHa71BaD7YrOcXD3yrlF99qwbsKJRnsRSP8VNpYvVwBMnypX/4gfv5qvmsDfgVfB+zBJIFkPmqV78oBmj2IXjGnMC6cc1MsvFXBLxbWZ48O5k38Ua3HdmT3ZL1pP/UDXLsWIX7Az1SfBjogUzvVA524yFOOXZpLES+xE1q8XKbfkhdz5FhEwGCj0CsnqqmQKDl7Lyate/LwAMKvkTBrpyoiJNEP/Q7SXd2bZvwhr/hNMzmrfuwjmzoX+b92Jx5ZZ6xX1u+uUPjSAXjnan0N6JIcSgvx+C05hxr6iV0Eybk+7rPrsQlWMZBPKPmmvk3hVHcJH5w8Pt3Cw/2uJxGEAEsZvt1XyOCs3Cnz7oEpdToHg0eK0O1sE9rCrvb9Qa0GdpMbvfVoVceeNg2zAzYG00LDklrPz6rdOjTj9ZhzkJHpTY847n/pVjQG/WcqfKdlFExpLJKLHLl3mYcmMUNCzgbGsNbGjL1+3v5vhv91xb2dwsxPCFfQqj/3d6zohKebrRBm9ur5L7FeXlTBhu5S7tQv5aeV1AvTZChL307hKt3r6gQqcYZZ+urY/eKUW6qLmjbe3+BfFMDvISkzAXw5p8rSbOoW9jcrLN9UfzlsTTpgj86Zo4b66dPMbetYqlCm5O2in5nNGbCtaZjBSrqzjzkReibuRfdon/cRDO898SE/fkCDXjBP3zwZ8iCXjSVe20W3D6srhgaq1sFqgbAp1datAa7yTqc4PzR/ai/nro114yqZlFkYECsM8pQNodXuBvmmS4+OKiprQqO0VcNMXif/oOS4XGQIYLHQ6LnzPizS8wPp39I1WDAFiw0czvZXQ8e1i3DKR5nzqosUJatG19d3rdhKA693+83cfvXPO9g622N/1olhgpHjmpHYz3F9G+GgQO/2QE77gfz8r37Vh0xQjw+FUwmkm14YtJ3PdKN/GJclUL5ERHNuxwFisj+en+uWF8kTDlYzSf7jctqDe4MrtP852V+GjvQF+iJLLMYWvzXDGsFRmiLy/3Jd2oyHTQt3fhzkhRGDfCWeUx5CJ/XKh9K5KjtaNLG7yeNlgPItDK+G5e/76EqB/F3xWwlCBfX76KnpPaKlJHtofef8+6ZHh0KfuGdhaK4qsrmwdWP9fx+cOC1DvPI+jEdPQv7KVh+OmzzQ7lp0U4ogKlzvuO0j38egjF0jNHsNC/vOiYI9fAjQGomBueBf0x9iXhgJBgaH0f6Jm/Rfv7uwPaxDGpaw3FlKvT58McGEpD67xM5MbtZoG2uE2y6A+szvZF2UgxshuqCEbnx2eMsUxt8PbVyKgS1N3DJ9VnLdl/VPob+oHSOAl4aY1wFY88xfniEYVMdbwjIzw89jfGiXswQQV/zpRpglOOBoc+afY2mZL+MeomV7DwnfvyGUHxoc58TXw14/dnTS8X0lUXy9eMVq+C/79TrrwKoMq33bOQjDPoT2dDipzdkLbBITQl5Pc5ewmoHFToAVVCSAOWY779OubiAbNNYXOeZGNeT7f3P+YjTf4tR7p1N2GPwbaE/LzOckQ16tJrbM206cl32wqlkZc7S5W58islSZX2odmc3NQK2MS93bQp9EGp9Us9HOOXRo+D5U3YmdHCWiuQNLflhrhIpDdCqh1B7aCTY7jtwTbYWamQjQMr4QJaAkjNBq7Fr6IxSF5+BlUT7bGFk0UUaDvCiJ+KOpdHWfUW+d+LVRL2CQR+rd0dra3LVQeGa5svM/C4lNK3qz2uqt9HpOo+eHnVQEIDtEHILvCd/zLDuQg86QUdELhqNtZp4H8XaFyqifoztY63swnXbDPo/Mr44b9mdfh3yniDmR6C8kJ6Mj6lhmvBJBjtyWS8cQ8sVcQUYYypcXYWFqrpx1mfh0L59FZtaN/ZPdshTh42eW6jYx07kS0nNOS6elPjjeSZegcSeVrWynamMGDmjfXcAy8Tiph9tpomVRtVGr43Dy+h6aHJAdT6iJlrjIjQgCGa793klVeKaWCFndi02/zV/0VOZ8mVrrh26usgbsaHx20Ol44LXZBPXS+r+3N4/4tbxQschiEHC1hWX4dYfl8jGbrcihvSVZzJhzqQIwmSmDo0udiybzjQZgJjTEOjSsc4pqKtSW47lu4fCPkCtZl2V/pfkc9ZYqwzjgX7RFiwgugZcPje1+VX/MFFFMOmEFHgr92EJc76gSstdwPxok/0XQVGv9zX1Rso/T/oIX3CHBZNhDfwENQyPfqkhm6VPW5ZRTAop6eg4831ublkcEvyB0JctIDkgbSjXHcYoYT+R1O+Iz2cNBZLZOa8BZH1YZxpBbse/Uf6k4YVsWC2w/pjSmxPkk2Jg9Ei+go9sILwR0xdVmOdLT311iPp0NJhydE6eZubucdSgVTJ0dpazcBPaXxBiTiWXhc+lSWyKXzlUEpUw4XPdekrxX4/LHMaicy/aAo+iaY21BV3Ui9hhPDYeedzbUiFxomgek3CZhIZy1SoVYcxgCYCTK3wRNaNUJ8k6vDh424y9ggU0hqPfQ1h8v+LUWT2PjxnbWKwQzJMUTPRBV37tWgh4J742syzsUIYHebY4uf73ePTIqL/WEby13MAYFgDcAT4WOO+EEYmDAoOCw7120cwZjQDQYL0ize8qpPeZ7+R0UKzcn6yof80wnCC5/vk8pF7DEOlLbXxLr8qcXbvoP147xSmHQct8nJApPg4Tyoe2dfNa2Lbf7hLLbI74FP5hgsYGBZoFmoaPSeCT+PIKHnwn7rFyYL8DcYHf3haRjeXQ8t1tgV2Z3C+zFtUD9D68CNi6FdiQTut1/D1DgckZBxxjCqSJE3LV0W/+csmWrlQ5Hyd758N5Zx2R3X29kg4XM3hx0UXjg7yUzgFlOUzh3/NHusCebG+PIyNaNjHrUUVpsq8vbDYe5jjT13obNenpqQSRCpwCaOfB6HF10HSZbP71XcxK5CX0NcRTBTZRFbOgn3pQmr+RW0+6z+8CEg6xba9Chr+ZZcG7f1mpN1pqMAbS60M7rWSOjlsaP904GNUncQ74y9mcg1DBwVSfe/AjpBrZrzdabfzgiC8k5H+5GsXOje62sa7EM96jxl0F/Cy/WrRykGkxGVX8kjYjzr28b4JcLbBCWKm+W/T+hmjRl9IaTbeqTeNrXxnhgs6m+YofuafgY6Exansg9EdKm1ln6R6JLPdMRSEeMe8gmSg8e2DmOAWNR+p6NSNOyb8woz625Kt4Tg6hWgmlFzAnu2wfIqhFiE6/tuqoFiyxWfHkuD2UjEpqeOeGBtnTZXD90f3msl2581Yie4H0y2TV7w4Gy+/8Zha+ittICtsJ/cJcN3nPog4qaxx2pX/d6KwUWWTmCupTT9NI9VIkU7EbZe8yflI8tZFvNXjkjhe1NS6ReOZiIpvXJZGoTXTrwB22SI8Nm11kH+3U7nElfllN+W4x21SGC20irLkfNGs6dR8AKw+VhB2AelTdvZxVCNNPP1XKORW+wOHA2tK+vBxL/Ap3PdPrl5a5rT4eNFhjXa5NjJdwQ1rU6YRoYxP4SyWeGIBediXjPMavAga1x7kBqob0kfRVm1gFKK/Enydj2WIJRF/WEYTR/nuhYnmlwIeMUOa1+ZGX+zOF6QEUho0AnTdgI+VSIXAQG5LEut8jsTyY9h2dD5MNSE+GRdO3sqrN0ZcgAP8UbNJNaSRala//WeEhTI8XqfF+E3xQJ+n+kSxmvp9Y5I3IeRe7ogDpA78xfwzTssIdas1ZYKmSxq6vIHmu+zgN3l3yezE5RgjdFPJtvSXTgVsgfv25Kj/mL8w9Wx4c8t+Vry9uxk8uNtMvXn3VEDrPLX0WoBw1r49D69SgQiLCXMwwQ6S08dBwH9zNdZ2uziz21bo5SlJZ+SuZAtdHslCDIvUysvpkp6oF69dKogfngZPUKC7yt4QZ2z0/2mv/v1tTw7VhfsoByY32fohbVwduwNky0WoIYBVKtWoCDZI7p/GH92ITNOcuqejqR7qA4EgPKMagvC2BoyOgImgvDqJ9zNDnMiUyTdXmy8zNNi3bL7utGM6dSqk1dWfH2AUpF/HV96nGLfQg0XXdjzZJ9xUIyLeDyRSPerK4nYvNSUEgrLoErAhNxjPzXYJH9dPZkN/KVyrwYMY6ScrzNd//QOwbIcr95F0+ReQyEZHrx+J6edBUTaxk4BVmBWQWa5yED/ENmfhPSHJRcZkMM5XhXwJqpm/B2pf9eKm4ayXFDwBwgQRjQQs6ZAZbF+JtObADnMh1iGCgOVK9Pchm2EHKBaxrSHv8GQS248cFoPNPssBDgQBxFlvR6V/wAHdOCE9JFAdfpSZap1cBJy9rZHpeTjqr4RW/0QTD8JMvbF2En1sioKi9DDi9uLfu2K8sbcSHwFjSUNJIExV/l6IaVR8431vCnn3OHbjGJvZNcYCTYWdPZoPtpBcqZ/qWXPn01+uR7GU1JuGgnUDBH0aW+6CcwJg9VUwigV/T009udTn6uAlZYl9f1kbtSKymQ6KgaHoDH7amDwQEIHGENpbkWSTvPUtrltnrm7CA2qcpqiuQhwAmB4qb0NxIY5onq7ts+FqEo26sle8DfjN57NCiPVhsTVhMciWpk1SEgBS1lSZaFWnEOY+rGYxJ6ytDq7tKch39RH1VhoL+zAAr0OS9Hr2wiYu6vDoAbLp7iXpVFbGBCcnDnStUZLT+qUVsKx8mjn5B/SXLHNh+SHfNjZ+4+2MfwkPJ1D99p6HVNPQbfHzNtURb0nnLW5K7SlGiyDrryrLPBYxKrMPbnni7IOL06P5IyDbyts1FBIEDoyxvyX4Wf6T3oob2UwmRxP1Nqlv15y/FEidJ4iYhsurbp2HwKhf3SzxvMni+ykth3wWF+RpOMByhl50wfy0ZMbl+RjCj4JiVrDVGVdqqtBbtaRd2OYWPNy8OlPZKqlsuSCGZpnZ5KVgnrnJWC/iYq6X1YaOP0mhWq4IIc05y2lJkYDVAtkvOj6p+CuaQYaQx+QliEnIHtsb83SIRwn0WYnbxnHx4fLxDmhKvLSesprVPZm/ZonoSwDk2xLJjZ9YvGKfRpo1kTz/H3B7AU4Db/qcn/7xgU4gNXHQEFwgZ27g3UNzamhohqpGFPOy3ysoLDxLV9r8OPOOYl24VELZq1Q+a18Zc+AdoxccA2i+ncYZt86qrFJ76BU7lprlj35Z9bPjQEappy6QCtMPVuRLB4iMxPlCLslwvv+0lsqoS+dNf/wz8YRe0FPDWy+AhKghoMiZK9S8GfoFQNRtaM00ZDGbBslx08xjlxoNZ+sPeXy3VwSiSNkAWciRsUFIiUBRkk3J+01ycrutST0wIGF7EQ51MyfeyJzdRBktk9TmtqxneqhxriM4114KMdjLuRjXWTnHbF5a6dI6yvQzKaeNWNtPpg8ZjTDdQ7+w5EJqr317dWkZf4KFstzdq80fuW66J/Eu+aZwhoWupjsKJLklwplHhqkTrscisGaGfrF5EQurqEn05gXxwWlTzVa37M4/8y+aclrDNPVEc/jaL7gb9ijoaL+o+VexjfAHWfQfDqv/Ily/c7Rf1tiT0qRbJDo1nf0IoN+ILoemClY8v995ts0DFfB0RvUbZmBtmNGKfkzKMovc4rOhL3BOtwvokklXxC1vnTqCckBgEnVr2yMRu7b7TCFkDPHVIpklcM9s41W9GAOjjX1Xvh8FwbkZxE5cNg7LbsVexqvqKjf5Kc338YRWrmxmYv4o2mUU1MFJgS7obTexYM92ixudIcwIVrB87OmUmTKpUPtpxM9JzXc4c0Kxew6vT6o2j7tGbT1dbUub+ZWAPEN2MVSziHUt1f2eG79PYOmlOMa5+2aTg5zwJ1dn+/l5jyzL0Z79Ltd9OCw1tOO/IZnwJTfhxL+VYH7LoQZJUmFgXk12g78y736rB3Bc/mqakdyv04s4g8YNARJh3S2UEduYno3dgNlYaaru4UHNYVXRzRXaAIcoK0e44/NVBKJLmVR/Z5tlzock4omhc8ogQbJKUjgWMdynM/WqWCE7jiTyIlcBXWWrLa2ZUvRn0ZyYsUlZtT8BgrtSkUz4QulGdMuk9DafuI9d1VaqPVixVhL7W43+XqLYCRhTBlZNAzNFcge4r6cK9Wg8k6fyIjGHcBrbyiwq/+VBqrkpMzeaMIVEVCfltGcEa/mXsmgMlK/AMO2fLt4D0d+YbHq/HCG2qyDmw0vgb+A3QdEwbVjV0BwQ0QMSNCoFJKs1U36k0Aqf9SlzH6NEzNy90ubpsOZ3V799mQTEDC8h4JBlrF+NoKZGDPrgM07HYMk2kaE3wfx2KX/AXCvBL16x7WAcdo7Rqu7Zb15JtOIymGnxZVK74Mc+HXH1T/f31kECYLxRp+KXYN3gHBn5VcNP53HXMvgJN0/+j6SoWXGW67dPcOR4Y4u7ODLegwZ/+p/p8d3Csu09CqrastVWal2xGPqmXTHvi/wmJuY6XWW/EFePWgR9wHgh1DyD7PKAyj2jwQf2IEfI1qVU/RobBeD/0X/2ZYM27CxBSdZ3m+fHt6MerWmiZxy5R/be/i9rvtgM6lDh34HslWidiBbFz/pqMZsEY3Lbch+e41Fu/w/iM1LCRKbV4vk4xqA1zklf+JdhKmEmzF9qMtfF+Que+98qFrZMdurn59FJx8CzBGX0rHuGZFvonWQsRohyE6k5Ja6IZm5jkOy8qwZQ/E9Zc+Ts4DR9TjOAe474ef4BK3iND3mRJDz8bBeMpX03WHPBt8ekGCv9LOYMoWiDgtX8rNTbUvbzp26fMfnRzTISRXDjZkFY/DeiHZsvXTA8f54fuGod9Er6Rn2TJFbCNjvmyZhLp2ZfaJOREWOMaZOml1lf4QZHvx4UcI/tsDgI2DZX7EqjeJ//NemdpyCugL9DOclDp8Gv/cJQFMlsvgwPAh2+iUKIH1RCbyFgB04RJHWZRwpi9pXHGpMzGuMNfQiN5PQbnqBrDLcl+IVhTAncp0w7vv7SD/5upsyj6vVUFA6rl1eP6oONjU+7dJGVEeMYAstWgXCOEy4qJqL9pvpn3ZeaWLn7JSdVWTLTcTz8tTZdQC8StX8No/ETVhy9LlV4dkIGrNNmzVR8r2S0LQebAfKnNePYqXHYe7AVeGdih3CZMD00CTWZG53ZSjU8b4l3CoTKgkOHr+ewY88HopzXBhdDhTepaeX/cjTR+3MvluAdsuhMGhE2V0puXSHn0f5pWIzjW3kmO51SxS5SP9ysxA5gRzFCQJbE+kCPqj6XAO5vyhQoaSc2WoztToSHKNrtfzMrfwNMvqbMFPSt4UlFmQ7l6qA5O5/dT++h5kClF0iTR05wLnC/PzuGhh9+l6gVDev2CgmlJA9Fg4CQIPX5oLkgXGTaiFzKXz8y/kI2lH7BaryZQjPpitxb5Ndgc/v405cAgsx8663RG5HZA6hHT8jqPfwXQ/jFKKL3yXLiZfWE81eM6VqsaLknzJ1yeSltucE9OV2mEC7JJ3ocz4Iy7ts3rH4KyKdMdVE8ViyO7/7rxGyjHU3c0RpabMQA1l2AtPPnqCepvCLZpP6ecA2O7pb874kxH2FD6ZVE6dB+TEW4I0TA0hO+xMXkxDUtWtTbn9YuDDXmtBbemv8IcoUQsuxeFGuGcLgtaCpa7xxFUN3qjlJGBkYVeX/RVxTCJN/LizCifVX5eTPZ2Qg6HSwXq8gYf0sFmHEf7dVLhVVfR5lkYaskY1k0jJDR9iXN73HW7BI/OxcwSQsuFF7npN0nbJM3o84yvFh/cwGrJBjFl7YqTb3lxkNze0kWQyEgjFmHLPQfaWlSiwFtvpaRFIVf6+kW8SMDeVi5BTbPE7Uk6Nmgui3vqLAcp1UNXIbpS0yMrt6/PEQJGI9nXSgV4Nl0RbWtOY0NxAHxSeqBklHLyj/Yi9PdY9v4Bhivwt1Z/3eIijqNcGE2d3JUFfbRDkm+Trc0RJ5nSxTjHSxZXpVUEKQBhGGfIQQcceYmcrPzcZGoK1OR8+LjbwMzYWX7wxO6CR7DKAe/ycFDwZPlUFJjAngHPdEfQHJCboXmv4L14cpanmkSK0dJglJrDehTpAhMr5x41sNybGcUrikCMv4xbJ0aWw7rD9BB8tRHmwcD4T5TGr5BMUT01nBDKHmfPBF1/qu+TYQBiBS+iEn/lRwOZpnHX0D3rlf2RLwd5/sZzzVGiBe6vZHUKDTUUHpajNqmGSIsfTzEFZXnQL3C4jyF20Q9JRzG28S+PT/3CJVWNTVGwjk9xSMCkUCk+iCLTxIfPc+sSoZn7whFcBX4WRN88H6kGO25P5/jbCoI+msNrFH4YW1LWs6CrQ6xizTEiHXUoF55hH7A38G4yaySKOpTgNUQEnYi+fvttldq106lBs0nyTcOhtfb6lCUsrlrHfxFMK4GhR9NvSY8Y7en9IBt9CYO5Ay2htELsnoLD8V19de7Oj/W/dYaCiXzQ59wV3EJ+Wos1M4Zw0woSu27cuWUeha2klbHS1YS5DTMJ9fxldbCJNxDoHHnxyfZH3Ljf+YdE+tqPXh78EgUKCoEIxJGqN5NH6YBLUaVqoXMvBBqMZ7R4myNq2S7r3ov6nfMGN/7Zttn3XUefjr6e1AGV8PYEceOycg4hNLaP/37cn8ffZHKBVlRW2dM2WmQyccp7cGsmjxV3eH2E2HY6Su0q25w3+92k8Fqar4DJXQFnPYAcgT0/dw+LRNrVIVH2pXZhfUhCx6RVyPbvgNjENDixRUtLDCv/CWe5UBKWGCyYaKZkVG7XVvnIPqWLErk5PX4pDFhaVbcv7VvmdGaOaLFEL023kIfom8TGLEpVCDelR4m4mBsDtTm/eY97u7VZQkxNlFCJAharsEeTh+Fp8XuWINaeqo61yK6OpgaaArQRrDfs+B5Q/GAsYFwZC9DhUepSO8jA7PN+ba49pnIv1YNu8XuTFXAfVbA8W4zTyZWDaBe+44Z/rzEYOTJq+By4gswMbYGBUN9ngzuiTmsQZte6Vw5FLH7lHynsIw878eZU9Txhh2sunZJtPvQd5jkQ+zP2OF8G6iops8Nq/Iu6blNjz9SHLrlCo2/dNE5/gtqruxyxT8OkL8BGswUrBVCL/FpJoDIgzAWIP7aD1JaQ8mE2/c2Dq80ktG6OIa3pmeM7aJXDl8EEW6Z1zzY00ZmYB5Zw1GWcrMrqrc/297qNCArvbKa3J0t5giEbeuLRk9M0lpvcoyEEiUTWKg+ymx4dMHhHd0nQjihYM0TaoeYsVzB2yZmq83J5WWdJEay6hZOs5QEFxpigW/hnwsBxMmqypO3KefApgzZP6p+Ag4TCHgQ0tehkUfl2zWZ733szZEpUHUsbmcjDPK+CQvxNlqWuSqU/rjJ12fUvJCH0f68C/laVPygrkb/a1elv8LsPOs1OnAIET9aZKvyU8JNuKTlTwfBD09P+U9X2SsP7ynUIzq8amesHpuFFwCghfSzEmzL7L7XW7tGIfuZrOnmPKyRFzSjk47tiUlL56LYvLVQvoumxrQzuLxjJUtYVzdhXQZtinh0CAjLKYMxdzhtPsT4M9EIia/M+9bBvhQDwMtJ1P0hvnodBznD3JW8eq78AZ6eP5w/iW3CcWJX4nc0hVuv+JNyYIgumMGAW+pmJX5X471jhNW8RDsztcXG8Y9tIVyiP8fVU3uXCfshAFJM1/rovpcpgnitNLNRHuvVTbHmukjjtOqiJuMjaR96yAAen3x1Hv6PgwE8AD1e3lZZzS36fsJsxTuXYNiGO6Na0H87YAR1XqeDj3y7NU8GhoG+gpcjgC1vsCksB6tB5+qWsWM7Sf3O5OxakbHKh0uBQi1O4R9uwua8jnVGgflwMExwfpTIyvmYcL0Xc8cGlT76Nxp35heh4B+kSL7mQZuaxIiGUT0i7UQInom7YVPN6fbT9tUdENLPAW0O6U6IpZAj1+9NobB5kovWBUn2/kC8hn9/9ywPir/ZpFuqKyJUf/tf515b8X9wQ0K0UATnDr/TokXO6o055f8NLwRd3BH2f4Oni11bCx3XhO1XyJXmFhVVaS1ljYId3i05zYi1wYMLIi38Zm7Ri/MoHOib1SVikJtS8Aa2ZGjNLwEEBVpw3GIw5IX+lOh/3TeGkhaxBt2sKzZq2eHC3BwKYheuhAROzRBVHE0qDMOIckpznw8iF1RBq9X+jPf7mBdE4tC4KEZ/rFa1Ubmsf6sViNfUaZVaNiU9Frmd5NMmX8LW/rpC+so84E4uP6ZMycjpzKzc3x1fbVVSokcMCgk5xcn+s4f13h5voP5YQlwLCMUsb48IPHpcQ9hhMdJFnKX5/fQPvC8oK+TfNVBOFJGe+Yhu0+6z07Cn81c4AEhUgQQ8tUfexeO3r3sUNC4d35+4dbGKiI3z/lG1ePBibgahll+Ni6KFEx++pdKo01cRdAAIGDCvcKDhQzwr3IzZJWdn7jtjW9CssinxwqOV/dP45TW+dB3wS+EshyLV+340paU6ivCBhxrn3t5nowu9OhE7SCJfeGveTQD/U9WCekdgHRv5GY6kzTmYJ67/E9P0XFO8lCmZTCBrt63sGU5xX5GuanWBKIIUgrF69vhXfM6OGQS1tprK+TercHB1oB7d+5G2QjUR/I7mq+1s+FEX+DSG6FpRgmRbSLoM91m7awM3Hp85kvBPTP98hoPsbw5PUaOe4CjI4AQo0PNScDnSwEhr7F9WYkQ2fhZmJkljMDr5xcPREgdBqXAEqW4T3t4qKvyquj9Udlhe6YM5ZiFndTdhp+6LIZhPxGso5/d+CcGE+/pnrMqUIUgp7DTedHl6W4Cwkvx/QeyEcsLhWMLnpw+BPdjbTQ7W/Bj5bdvN3SyIMr0GJwel3hv++MCrVlTK5KPhv9zRfwcFvqq5vw/sN5yhOdAoR4ZSL447YDzx/cKAPcRfsdOouWKXCNLnGIZQr0fOgBs8YmGL/tyBgfJCgorJvsOBzTJaeRkrbubT0xjHP8yUrFP0wmAvn5ScUWeeosWcer5DodtqzKZGmrC9eJWLqHD/H6jRdVUEYipTE8RBLTuvwAKKlyU3BM4ELEPxpgD96eeraJ3NIE9DxCLb9tHBDeS40ELmaP6Qmz+XQpkMdvhbkz/+n5svPnpZe4YjFgZR5IDN63iFOJfVKrVVvKHZs4rvUpTtZr9IyBWbSWyqv/21GQuzCOQub3aVBhfr8FzYODPxdbdui6uBUOXsJUnD1WCDUcMRQJYGxfMhvRlfjsNpv8AoaVC7WEaHXKyKVaf0+JjoNsonWamS7XEqqUA55dZfHwnWw1Ek3TZ3toO4MVG1HvgmprcOEOD3hiNIxG6x1/XzSyIvEjv98PC5mP7oVMF7sX/nb4+Wl2A+dswpWloMaeRORdBRG6jL4RE7dzpOjRmd85RW5NbXcOizZoR0FE0uquXcUs7K71na0YIU3SZ53tCMp2YkD93IqqypF6mitgaA+ofIlJ2qJkVhsWU5qFzQNz/uleVlA6pPWdLfhgLCxPAyl1ambtLymgEe7LIAQK451zP8E/wcJHGxRoeqZBj4gp9b467GmCOvET4Ghddw8hpVzRv1RLM8gm/TygWgIoyShGHFXym+GyhoZ4zCJwquWPqdnUJ0ywAv5cuCApE+I/tqgGM0s0ILSzHlAFlnXM3Ul5oj4GiJeyArRih19vGcpmnieoRGpNt4rSJjQFxxrdP6IBtU2c6EVdVZEpCOibTfjwbE6BDuJM/WxJqJvYvzG9Kceylxny23XO7uwfthufKEq4pMpkrc0gVnCMkymNcsGDwjR/bCZsHDRc7TG/tOgDRmE5jICIYAR3kBqr0G0xDWz8ytfkvsLvzKan4IG93psnHyog4x6KB9rMSzxpKohxtSSUU96kCCY+dG++zl8AdXE4Nc1Wi6FZGeEs3ANfhryqOQMhceIGgA0bsQQsYa8oNLncFZseTbu5wDmSIsfcNTV+PmrfJPUSs7nr1s9ul6CQATD3u3np1ceQpIS1y1v2gsev8eAspwApIEQ2RmZZ33Cl/7oHIsNZLyPM7W45PbSKfGnJpMoaAHU5JTyoc2Og6KifxWnWBS3o2ZEjI/VTdZz5Dtc8+pjpjig0QhpO+syzrBv2XtaHCnoOWWyj/jnvFsjdnKB/yQkZ2fTCTy6bvBOrlrie/VhNaPjUy8feuHH3xTQbodwL3dKcp/Y/f1vyxikfAfG+XD/agX1L/ij25miGyeDzzrG/WD6SUt/USrXmXmxi9EuGfoxH2HaTLqtKfhkMuKI192CQhTJfohA/703o2NgJMgn+zlbEzmLtv2q12sATg0mLUz1VzRPKEqvMGCfBPi46W/lczzWeCvJkpFB5HdcfrfBwuh5YoeljGlX8r3CXpWTPJzzVbxZMsyCArTQy3ewxeqMy1Hxi4t7xayhHZY1U0OR8n0JkdFf5O4C1EB/WfXnr2nGvy/hIzNGxH1MIsb+vggjZ3cuGV3rrx1f7l9VPUASZvOvnetPnUMthAXShvRKz74Y+bVQuL3g8yDEhC/kNS0kACvRprdOpTA+tGJdnBF0mVP8VSymRdN8yiP9fhg96UApv5Pk28qM1AfpmoeFz8SgfZQK83+1JIKemNxrz6tdJSWkCWUzLvtaIyDSHZS9/gzCp+X9LiZ/4RkcdeU0S9tHhw3ut571ucK/aEcTkkei/9qSvvNMObS3qN/g3l7bc2deyfkYJZ2C/Plbh+U5GfVhoQKRiOyEBaHDYEety+OoGF8gkFcQYJTRQN3W/rcG4mmGFNkI5PfQHJwuczIRsfkhJN8CxZrTNEhTTyre5J2qX1LSyAsMY2Xr6xzm7LXJwiIYjDTeaPyTNjmUnSnr2IVElcwHcJCxSlUjPO+UJl/Vy5nlLXGeNQYU8PPP5DeBeFgVgHvm/bMMzVVpRVnMl2QIm1lBxv054+0vAaNdroraFvy3XPybrF8PmazryzDFySXCIKU2yEDZGP+XZbXcqFbXH343nsoQ/fxUHeTa5eCZh4ZtdNVaw3qXVYf9lL8cVNXJmBp+stMXhUZOb8A92Qf/Zf6m/2hwHRLnYuxrWc/6b+55yjvOhpIUanA5fwLuoAFN41D6LiIGiQPnbl3MCcSA+OXwxfwVyX5bpHhxEAiw7bwWfiosNJjXPsjnGJBd24qNBZ15gb3+x198AqV1i+YNLppysxrTgbMmy83susnmwuFY5mnxpXtquYy5sdTaaer5Q0tfAVHG6Fpa6xG3uZ2aiy0HdDU3CyqfCZ2PZBn6iRF+ggwy6GurqlODMQCqcPPf5s9UI4qAe9/bS63H4jZYqCGFfvTL1raFdK7TyHPUBVc4IdvolKbH2/qlelEvBxsfM08Ip2ugwkQxIw8Va5VdXUE/0Gzz83uX/72mOuEfAwKq1jgLw7ky71Jl20UN3muRvQuuVCYSbRaefvarLeSPHH4aRV1eE4jPmL1VosAWd1WMScKDRI734mUK+2J8xwS5EMU8+y8SyV71U2Th0LIuz9DrV5lVSJS/N1XJ1kfRq9N+pZqWf0lh64/zqtDviDQgPz8qySCxyYUFy8yuJ3Q4zULeCUYPBK5Y8ojGa2YR3xbiSZK0ol5f+Cqvt1msywtMlieXMe2nEX9zqL5coF6xTbqn92pVtXOxCSaNIn7bdSiWDstj3zHeOrPc7Z+XOfw8vP/AYG+FwArr9xNLk9F7jut8zXoOZEssby0lqGLJzwQNdaF70TV7+Pb53Tz9+jr1h+c1kn8t8Sslhm2HKGAuoaoTGnDqK0oIIOp58fl2Go0u6opFGqxSlxqW9T/lBwyXqxvkqfu4DlmAL4M4DjM9eLm/rJTqCupHgHN3QewO10AwUu0cYxfg82/Z8wQg4PnP6OZlIdtVdT9xWxEKLPkggtW0fij8m15zPbnig9pH3gURA6Slfkow7jx4R6XPESqt2uyvf4VyjnwndZI2QQxh+IUcyjf61en6KzMU+yL+QVQFDpMzXJJf72RKBvUL0TaVW/HDUJRBGP5LswSJUgDh+slfUjQ2FZov7RCOXeJ6GLbCLXd9C3g7ygVFkOxO6A26Ng+F+umEatt0SC3u7hhp7SAkJwAaUCJOEWM3lpvDvfnQ2XwRPGrO01tdEFIg9klV7KOEu4ccIvUu9a+UK0ZIyFgDgMgLhVDXznFlNhXixr7VgRmd0Jl1+ikGnPz8baaP6L9hJKo/2YEVHQhsTmx8vPwYhcl8/f6wUqKEJ3WL03zRSmBq3S+Rpvtv1R1+fw3KVwuaub+Jl/QtQ76o0QL2n5UQFolIXf1diRRqK6VhxVFaRrUfLwCn7kzcWjKR90SQ8FKlEBp0jG0SY0fpQ2rs0oW/TWSFpMzvXcvMIVsryMcQHSW0x1LWNrm9c/msG3CIRF/cYL6Exl05aoQUygQrzKvKmvZPlP4lJZDqsCZT8su49xX9/PyH0K4SSSlxOr8l983MdJd4viC9xj/55kM40Ys8DzpT8hk7BqvorSAhX7pBh9cQO0dQeiOWVUlNZ+V1Zhoay205EnujdrYDC0pUOgZpx2JLGgAnlOw6r79rgH1DRnXZiFASIda9ampQDS+EFPBAlhd0ig+pWGtTNQZmYQgDzqReZ3ZXdOoHii6ls8ZRbD7diqA+ND4w7ROKyegMvATVqZz5XrGWTf14+IeMGua5OMuq/hEbOCewpww6HCQeugTNUqY+ndoPAhkBQ9DNTioRQyTp9tRm5DAWzGuFndLIFVix5fsGRKIsy8VqHe9LCxcxUjtKtk2IWEAOh0pr32iBMelumGV6caodCXzTT0q37Eqq4mpyRZny18Qxn2oPzOKVjZ/ijTibYSTYnH7Kr2sWcbv/Iq/P763v6/svTl8jh2unXhq776OouQwhP/mZTwJORcnQp/fEh6karzwHSq5tIJ0EJLMaLuezn9Yd+QkMkw33/M22PjAZhM0+C15z9PPpDjB5gPaodvqCkAchnrkG3McOheZLqNZgI/hNN6pjYdDz6niEnkZl9+TLEnpQblLr883SO/okshXf6zKfGVRRNIN9ednnLOX6bXZhOUEidD48d2UWB/rTYAKR0i+W6gUTP4lmcmLliRqPe+yRtOSg11WvrJvrD5OcwNxxu4Qxx5j+xd25K47OJ+ulFaUqtbBIqnqoY6s1gVhY/eXjTIrQOhYKBIMvVQWmGECfXWosuNbw/BmqlYNnNcpDuuQhpGlTNhyLXXDs1rnPKz/CTycMWWDDAJ5wCNMfXR8ldgFxBDL0Ei7zzzZqFTde2S7leC90l/vU6dGWMq5XH8V+IlO4bl6VXf95XoLFeDkt3C3jb6tEfTGKmH8CpQS6I9efGu11X5XbnfS11RXdhEtoLpD0H7ed+8RXmDj65eX49uPuku0Y/a8PVIu1mZ607v3MGmEUnSPtl9jVvuHP8FPBFkzvi3h9Hb2SpUuRH7R48tD0KyVlOTbhbyA7EgFhTok0/eRl9zbwLTIcTniGmVJ5QseLolv280z3DgYuoKUU/O32eH+N3Acm08z/Ja/oVXLUchINBpMzV+GbbGwc/sxMhuhWvgZJosQS3Mdrn0KJb/E2W7H2t5t8cmPuh5cN8lta9miD3H3UqD7sM14GTxco1JLwCZ7RG66Km5euQTy7wfs6Uv/Segv3tJe0sVO1x0HKxhvxAsYjUKwowb5zDqWHY2DdS8xmSrR+Rxfw5suA9uJLTD8Kg2ADLwJ7xCLNo2VSy/2WCjjcaDbklm9ghA9rjooXfrvsXpmHCMKsVFc9yZY2S23+Moq32EWas/RFDA5tNYtcQGnVDTPMe+4Kkyv2fD5shK/oK31bYFOVtf254BwqNNBFP0k3VUynzt9H+IB76LjSTlVPIEUnbhs03Fwaq3WPgmpvyKQ2ErOSuHnzhTiMG9ObVPM9YdLJd0/ripyESHLaRgwtvPzzelLDGTrJaP75LPbH5wGIVloTC1DResjwL90l2EPW02QVPgyX0/BamPZ3Js0SFCJEY65hSTVpk8EpN5TZ6Detm72TzS+Rib+FUHW6JEMTfaI+fV6g+0GqvfqbF2z1UCdboT3+OFoddKlalXZHsPr3gCKJ9Rtq85Yit86+ULGQvOSviQj91pGvwcRw3mns1TfI0oxxwPQOSK/tj1l88Qk30rjZ1wX3nBo2EE3mNBDZW5BOvDVwUP3tjkvAexUJorHU6zD5zXQdiMq8JG4ZCLlBFtki1wGUlHIvN4zYIlBH0+S+8P0brqcFZUYrewbjSpEfq+4/ozkSZjnED0Wxk1shAJWZ868j3T2ZUM458SR93dKVDMkQ/A3XJBLgj82goe0xee4qgg/Gdk7LS2pLG8kZM8iQteVSzyEqHa/w8W52J9Op91GOY3WKGOrJkmKxi55kQfcHL7aK4wHb7g7PIQv+mObNJ5pvYa3n2tXxEufYZTWGDFihQ8z3+DftLQzFVt4Lj+JXox/6MwBtnEdgN+EZq3n5UjVoS3O2YnWtP/LN/xUTz2PUxfJmx0MWvDzBGMMVVhsI0fKOWJcPJa4HJjYjeJip+bsbxp0/cmeOgoxy6vko58D6zak69JU7P1xr8oL8nQBm/MgDozXx6/dK7UUX911a/dJ+P/U078/nV3f1IrjKo3Qll3npufugMIJJBFeOnB3JCtt6vIscg9qf9QaiUQLc5c6RhQwE3h3TwhAzMXTtmid7cgcQV4+da9jfs3sNqGbBjFEtcDZJrrgDglUM6qKr/qZUWz5q93Wi0+2Ja+UDALsVC3hobVyLz2X06HGpJKjOjiEPImxMuDhI6qYQ2T6vVrz8h/JocjcGhYUr+vz1T+sJxkRc25cmvn4dBedHdCxb5wrROJtmbQeqAp7N9UNEcUXRANYTrW4YvMeZSwpGunC4wFzathZ8kaDsD/PVLnDF4I6VPRuImpKbBflwGRR1C/TDfY9L1dWwlOb5m7MCaj7Uuy+ZGqRDDpBuIDvl52PXZVmjR5qCF+yt3etZmPsiQP21w5tIj4hl8T1w6AWYXdHhPxThhO+PfLHH/Pnkywvt8b+tZIxIDIIDedaOxfkpLhEZB5BBBrBovNrPEpog21rHFEBh7Kddmudym83hFpIprNJ22nZOt7r17MawP0wXmJ5a+7mfsBG0oXk44GFlSlpnOpx4uevhOIjWPsJCaZU/G4NwjmSQgZrBXiqFAWpxZyRAhQMSZQaJk5Q+jkY8h+2AODTZsWyvL5Rjy25TT1diQ57YHj8y2eD6ThJqtSJoL3QTBeVJMSPMAAiN6+2gDl+xiwISNI/FWHd6574Bpo6CWDGiH1+mGSie315Iv41Y8e2dQimXH71F7eLUkplszk8njpbrycumfQO99mBBl3Q+smuL64/9q+uykbr2nF+4jpBwVmg20iTNTGL9+de2dmSrv3wF+MpSDmPL1kPz6f3UUcW/EJim8toKwB5AufFuAxOv0TW7Aa9TjmfMAz2BXL26HTK6kwGz9GH36UXqZxwITjxkBmZm1oHfmmDtY3htwxh/sgOtOck2uiIaPtvfUuDu0aULKfT7b/9yxR7RluMPgXzV8wfnGq4nTWmVzl9/FHeGafn1u48IWafcSlaU7SAZ/7WX/uPnxnc5CyP82xH5Nf/RWEdOlZkQwax4lDe46WVJmyLwYcvTVdiMwpmXJihtQ3ISdAXS8nf7i//5HCE+4Ile+/QC+hdiTp/NgYsLp2Cfg6Gg62sKl2Ub/6i1zpKQXFSFwMgbGhEWCFCTEfrihsWVIhYdwmw+I1GeJVE5n5li6/H3VJTyrQRv3UAkPUjK7bG1jMnxQy3QpInP407PZw/h5lBUin6p2WiwbduZwBGiy4s+I4WyH/3qx0GamJ/rij/aMJqzUgiTekgiyyuO2CtS1zxW7V0Az4MQ1vwHLNrUClml5PTJIPrTMp/Zc9r3ZI3KvadbYCkHxD8gsjYeBZMrDzC8GZZAOv7Tfq6FXOeU77iE/5QM195jlAUtUiQI/Lg/+SVH+4ucszvSpE22Xgb++XB6aW6S7EziiMlxKjfk1G0cPV6ybv/blgZlTNIX9kt1APPm5ejzwMjNb9vA1mL7vHbAzvlfaiCP/5uQPFkhjbMcBewdB09HCLNqh/Ee/w1tYbjjtQa1avDG8KO4K2xLda/7VAfJxnHF5p1EOBNowJKwltheqRVpBdn/DvFTQVQVdUcvPiY3fpkzKYvR0323wVSQHAKh72w43CK6zvwTAStB0fAhWo1enXV+rHbjPzcZqe2CoTpfyrU9fPw543MK53c7bjsEKfqnS2HxlazIRU6JRY/nkpTCMCP6ldMkQ9nVuOCHcyTOpxCYaX3HHUZs/wvMGnch7cZKUvEF2VgdwL6lk+PU5awEq17y/bs6TwjprmbS+PU1bLs6YUCTjWY8NZ6ZLrZefjaxxk+nxRGakG/21QsS7V8vpdZTMs0M5p7ubtVXen7JTUFt9keSOnE3CS22ipSxk8zb5D/9ku7+syr2hK41orel0ah8yoBjbsE8TPIx8EU80hvsL4cE2dE4DhFl9IVZJ3L2rCGJ50k292CXzHqeZ3t22Enq6b2bTd1xHEYWI+lE+KG9lKwAO6+fXzuW5e5dxKewpDyweFatvewgWNAYEPkgr1H8lSMVp5EjS9rkZonOIAQABSqmdO/LYxar/O6q+gLUfNrQ+Qvt4Qyfw0XL3QyJJy89BbK9SDfcfgbePu3QW4suH7KyBmf3n7h2eFspapihu8iKQwzefI2JWo1+95AANNR0AVJzYpmrRj4HciAw02U82QLBOOQGhJeQJGd8jMK9rAmES/Jli9ZsHGE+OMXXNNGeVGipx76oHeatMnCCkqk+jOBbZyyteuepBF+/R6D9sN1f5/b3+T64S0bmoDKeiF/euTx+tnUUSXH250aZTHIeZ4ZEau+eNDMNb944busKK6yOyl/OVYT4Hz+RtaVjbCKgMK9rJpc0veJZIBTWXNq8Y4KlbENWvJwTa3oqN7WBycJdNsyp4d0X93ERjxone6FVTaSnjfCYLTf4X8Aq0BtfduCVMDT71ZLJr7COe/mD5f4oYAL8pMzK5LspZ+eo1mPHyra9/y0trbphhJuxkDEC4KB4RnZq7H31cw+H0j8HmuxQaV0xeZno8PjGP9n8PzA0zBeY4OjSyfvBKqLd0hdCL8QpHRcNE1a6DIdqMbdkDYCOyjWAyOBT17hZRtFaHfLjIlTQomX6VVQWbWOPjJG8Mk6sK3DEcTDpDFC9nRg+e2CQQ2acwcJAI6PZuXqhwJigpz/C7a21IBxuoupvQkDAYJVopN7k10+Q7MmnKHJl4EI9h9mv5GcgJHNA+U/+bKqRMijpN4MAgaI1demSDWDj0LnPL4gLM1Q7wIFdpvSxyBllcDlIBiS/v568J5fw5uebR3IiF14kp58vuUsprvU0MpwN0YOQd6E4NS/HhNbFrPDIGyukxk2bQWqNuy6oZwpYG7XQGW0zCX7l2m6t9a+3h79qCpMNL7UzpIQrT7VCiibOZMk5HA9DbLf12o/eJUgsZ71eY6Y+C64J8fB1fsqq/60uxv6zGEBjWE10ZN5NSV7PlWZpPXYRyEeNuBN1nEm2vVy3dK8JXnLBy0mqkLwhO25Vlg1PlV+P+71vT/Wk4IUVQkp1zpeSeGR02a14yoqUx1pcouIIXDZb9XVoAO3H60AdgaDS2Sm7l07vY//X5jf720KVUJWjVps/SxK9XvRrApw75LGV0xVs5pYoHPD3OPMxsMNu5g1Tq1GugVYqWtiP5/MaWwiG7ScYxyJqq9xwPrX+xy3PnDNQu15fw5dsBqCLI/++iiDVl/GXLYUwJbP2xvytyHQ4PYriPZTF46KYHuwR7jn6QRGkRzSlmdW8dGR0K6BhuE6WL1jGym8tS2oUBxGHEpwMtW3zsvOmsAonqkdreOHajFeGnmVE8hrh+PCPbaABg24VFke1v3Z+//pXOyTYi+BhXFQ9vIZY7fG3kY0gxWv9Ehus3aVj+TZ1uk/2o3nIJbKpFrlL59EJOIFgl05Ow9uWTQfE/OOuA72kXjmMpsXwvApNgw6FXh1FjMSgtbQwk8xSrAZpcNfiJtsK1lXQLO5mIfYNfrJfv6bhfP3eaxnElANAi4+9dnTH0eVFqGENHph6jQOeX/onJZa8Gn+d6Wu1guCjlTsahoQa31JbUemM64B+cMEWqOwjIDeghsTfntXfVR24eXiVlGu2KSWwN7oawfKsWDPuFh7WuAhZJ8IRcDqocnTwwkCh0LwGeQrGew7+zs8K8jkXYdsi0yoMe6QJvj9ZO1Z8d6bhCDCMpmNONA7Q2QNSOEB9PZO8KdmDjpWygI7bifzLLUnWm7YP0i76/NER2gVg5zBN2vy4LsqcRoexEl56axVzdcmzUg+xiv9KSq74e7JKI4Ey1BnnEp/70Mtl5GqY+K2w5l8juAO42e4PyZOJkkn32nzUlsw5SoK6nzLr2mqgX8sqYWacQ/95r52pLj2gyuUC+44FlsNMEDThrnpwblPllspUdKUEsXRQKsdgdOSFZEz2SlrQlMOSm8cNyyfZOCGcWhGjMdz++tPLgaYd1otdY7IdKT4214Xx5wvB4CBiI1ZVW5XieRpIOeG+L8ljEjdz1xOi6/hsKUhXU2M/xYE6PTu/GP+F4E+uaV9hoDHf+0W4tDTB2m3sKZXJw25iKAcrQ/DuH25hNYF4MYUHrBDvOTzEVU8uFPTzEYlm6GCZ91ySN7msiE27vTgsLu1Ghz/ffAJTk7vo2vkp7pS7InlGc0gyV7Pycduqzyrk5Jk9uuIAm50xqZ5QoAVQQ8OIraboBqEZFNbypMF7ltzSpMoSJG5SlXVLTMcnTLxHSuoX0jqrHv9toYxMP7M6+/iE7r9QU7/0X+UibtcXDoVDf4v9PhLxDuH6X564J7CKECcI0Jr6KzUD2KfZGd8azINhvhYg8wMbz36t7vrTELtY4gXlXGlKgagMo8rN/eCvPT1Laa+d4PPeWSglow+PNr8wWKiAH8vo4voeGUQOT7KkrN0CwntUJMhHhsU1LK+fIJMK8LZ4DnQ5lC2y0L0MWTrBdoMPJhbE7wLfbk6oPbNXqpuV3VvRPnybtA5rwB4Cf5mkGGZ4yG1H8LMIquKiNvzY2rMO2I8vLj0/MU2Zy8U+a5DyDD1X4D+BnUZL0iMGiGqAuYoCI5Gsyr9+a+FEd6l7esnpzKV5VQqNlshtn9Zqhjy/e0yxC6nvtvhrcvnbxryKCWjNDM462rDXGJZ3Y1OG8WzCgajjZv9U7kX+WplSzFGs4ZizvOMwbb/iotHigx9JFD5AVoEWBBaTwGoxTJs6dCuI+aOPoWfPTSASVAGSstFM+OIjHq/tu87mFRAbpsnS2vAHY9trph9olKeg4nBAyjE+MHxvZVrBbf4m4SJiSr1M6xYkTKZDDN9/xS1Nui3nEiO8jpNI/BXHVC58qcmuiXIRW0xWZQgwr4EDOM75rHp12wfhfm+JBPvPhWE1RjW75af3ZnjUBRAYPFCUvOHMOKx7qUXTR4jdfn9Z6TixGCFNCADTDVYui9l8w9fHhi/ictxmBbodP0TDjK768tC/QDMrv+ItQeDjq6qHvtgBSfq/RZz6ywUrB0Xo38KFSX9M+YNchYmQoQ8uNYmtEORy8ivZQumBF1P8mq59Hb6XUScot8FFGzPSfv3s+F5/FmH9wLc8VutLuoA/dgrLs118edy/HFG16DtV1t0621qozVeLdBYCLJ4psJAH87L6sf3Wa/rUivPVTgK9di2LD20rf8wHJ9vpC0RQ2uJJ91iea2pRV1jlvJUrpk9tHD7lTyybZXmYZ5e/U+JVpwRD3xPW1IccNb98r2sXI4dL2fIZDCUpNh1dcgYkTDj6i10xvp00IH4xylRePLkTX+4UVaLhdzgoO1VqSY4VNCA+WbI4feVhN3TYXU7HyGLBzjeMpFTXLTm/OV4WtsPPeF4gme0XCdUgEXzIZbM4PlhW1r8caYFtlLqAh0B2AVRyCG6OCfG2j7a8xYuY6q+fVtbXTxsbXG+sJllNg9NfYHhigy3/YqRZeZQgznpbzXr97RW2WqoESU3UuchKupcljha3DtSD/fiLD5HGAao098EQnwo+Q5j1k7bDPQEXXU2mYazh50EhxF8XHzRWR5Q5Zuv8MZ/1U6IvmHAD0E2hh+sMkIjgTZsX+1X3+l90SU+9jFYo2TbPQ3nK+CJhi+C10CID92Sk2p6+uiUH2onfcEc9N6cmlv9S0V97kG4ZLxOUbcG8aEEc6DyPgpNkgDmNth5tOm7ODbFHdnl1iJSFoNKZlC1mYngLuEqLv6+JAwjC1z+V2EL5gO92nmYaDzBYkErJPFpJXwiCfacRWbQKjFP5un8PmPPW2oBm6COfA2XbrevXCBCgwIblU5Z6mOFjuO6uuL4VPI/rcpOE2WfkQDZRmlNbjtEHLOy570ZrcxlMcRk5Pf1+i8TDajy65mc37kxMDOZL26OHX18eXu7Wt0sDWSr+C3hOHld3hXrVq+qmEXk7/mnoAqGraX5/xAPfWXX5U6esCbMHsT6B0ouX1Akn4lDMntB/Q8dgo9f8u+BDKFx/39iWRxSL4+8rO80/2XkakHVmEF2sNuGcZoYe4ErCabkUli+7Jv81OPUil05gsCezlXcOw/no+VZAsOw3mNLXaLvCM4yBCPphBHOXBpll4zYmmanlffWDY/LfhnbxruWl4QEcOg5H2IBFIGsWyfi1WM49kKh9h15mhttQeahbcegWtPncyUev/XiWkn5x20zR+cWHdHHKMGnzD3x9FpW/HSvdji89p4kn/06w1WuvOONW/xqSYN94WVds9bji4S2cdkC9YVLsX6YPal5B5+duB0f0qAsx1WdTkLKjPr8Uq21TmVgLra8wXdNcagLoUbdvUrOwY8Tye6pa7FQvFHBGy/mi+ex9gMBdHN08xt1YWsw6QRCKQcBAPewG1UHT4cmE8P3N+vmbTEqsoi79USEKdYZadYMfAHpagm60VR3xTdD2w+iwbJmfT6WoisXh9UhZ2pcAXBgoSdxYXpzNV0pfUCSEkMMZTMu7N07E+hg5RJcxqy0DEyYPTHMxZ/GvK5OpSu0b5CjkIxnH3cJQXyxzek4qPtznY+HwrKUC85Rr1CI2JVi/s6aunEacpIFSrhB8K7avZe3GmQPatEXKx40c8/93h4CYyEU09G43sWJ3Tma1zekl68suQqhiuJczKg9fJth+vxItGww2+1j79f+tdrsY6SzaAC1qA2kJvQnnv/YMJz6QTLOQb+rnZKxLJyDQ++e3Pio+N4LU8CNL0SAVVJdDCaIB6fRqFQdIx4H81SOg3ySwNHhAePYTLAFYIiURrUA1BKW/DC8+2snOvasTrKCemQ97B4pepvJRTfbJRPWnq1a9O9RG9pWTzqO0+daGSn8bbghnrs4OmcvrzBbaq4RROjaX6PU+WK98+VQJ5wCYx31yEePEJXEDKrvB6ryPHk5MrfI3VMYQqNsBknop5MZwetTwDUlpNVItC/o9X3AsjQuF+x9u59eXJbz/py5z1NaVjCEja/TVfJoQGQFnLEG2PDR0PGPHEqK1f0Gfhmm/NPY3UZwfdRgxZIr827zH0FI6NeYz2pH5lQ3Iry0jXupL7lO94tw5fa0/aDYSxtoQcx3bqVXPYAco8xceSZm3ByzOv9vUZ43QIOdrp8Nwgj+PfiN3+hddFyxQLLg7FkbQ9K5BnxfQjB6NxEXaDEpPNcauFbYkMcsgbdOdAci1X166H2hWKyB/wPSHj8azYjUCgubh1/FhzfgEyJY1H3oLBjQHMIaZX9oD2zm6foMK5g1LeGBzCDqx+ukyAupL4cD8nBEtQEBW+HFNMC2Nq1/5xFXGRRcFq7Cut/aZQ2SpVM5XUsLoqxJ0Hwb+hjkf9sEeUxDTnEzjWmZk1c9bM8/Tl2LkqgW8ccImfhG1oBtsIEmOpg0tEOgFhaxkg++/yGe7MZ4Ya7ytpjLvvvxsrMj4SwRfznMaVRH0xdRBpCDeeX7B7YPVX5B6rrSLTRLMZl2CsSaWVSzgGOJruHpSgV7/AI6JOTmg8bwcRErncQEPmlVBFK0GETyBTMx+xO0pYPlmxEGTXQlopAIAKXyB39FwCMpkFjmeGUTpmn/8k8s//5ZencsjAXkPdD22C52E4ulOOThWETF91tOhDk55VnmRg/I7rcdX3G1wepARqJRPE1JfDmLghHGcT8jGdPAU5DU9dvcQPPn5G3Bj5UsIEpHvV2z1SXdmLFdfPNJ/Ritt6CkQS+CJeYrRX4PRQ41bUNozNnVMHoscxGQkSxqabUgjoFaOAeE2gPLHf7PMVxMF4Vtx+IRMk/80l/Ekx3N+SbnblgSstz6uvqxNBtM7TTVBV/NB2hGLDjO0O5dnePlFzb9ecfN6+BEjqPV8EbRs5b7CgUqE6/ZVEqjlVOO/z4tk6SLgTa27yBHLl1/oxX1FFG3zidftmqOdStYZ0Tla7bxP/A+fs7wo53i2KdcE+jIFgiFkG1sy2sEnycgdPUt1o52c8y+nA7GqKi6Cu5BWmovX9oVrzp7gvdIl9C9iq19HnGbkcf9tXYxUbNjl19jzkx8SAEtlv+b86QBtPjzHa3xy+8A2MaLEM0UUwOGQH1EJkHYQ2OiDW6Ylgr2XjOCf7/XZAe8JpJ6/Pvzm+kwm96TZ6rVUecObb3bSKwOOgsazbJT1f95KUWo1x23VQEYjwmxAU9YH/kbTayUAiXG+AYfy5ovbkakhXpenuUbAyRD3F6MuDRAszFPRtogxoRD1GdezCGoqq0D/1Ps98OQ97OiSobkkjd8CNb53axmyzds1P/0exmFpzrE8KuGD614QGMwC5JtPDsZ5CM33gp8Yii3CKLVqRvpZfLFGKkcQ5o7iC0emEIHTlT36Pq4EesCLHQojs4vt7FJ+EW/4CVz4k7jbGZp63CdbhkiB4PP1LCAKIqlqNlAvRfhsPxPFUo59gega1roLDGT06Ydv3kuFvY07U57IypZoFgPNheAJge1FcOqJLg41teqmm/Y1RRLQQFPYdvR8rIFLfgMBOmNStpbbwDmRq/ocgstBvwltiFJnhWmR2+Va2B8TlUbl2xieCmlrLXLOrjVIk9AqUaXuYRBXlZFILrrm+HDs0tDtx0HYJsqbD2pCv+SpcSTg8VPTxzQIlzKyCmv7d8rnnoDAqcVefxOUri7G0bVcmB8n39BJ2uNaLXRNdcdFT2lPRjrZNm1S8469qPP/ePqONceNpdmnuXuAAGGW8N577OA94e3T/6genbvSJ6mnh6zKioxICyxLrTAj/4RDLD4X4R+S7Z7EEMDRiJiMEZTGYCx+Ik+Fstx8sPSOfAcLmks4xPWbgv20wsM44K3K8Q4yaN62bvj6Mlsbc23Rxo+j+ekBhjK+klxnm1MkbUaszQ+lTZndmCptYK9XbUTSjVMfzvT/8vB0GASf9UhB6PDB9rTjk9x+1LYYQdywRAGZ3N2/1kvyDk85/PyeM1xfXEETPeiK62jBebA736E7qzWGSDIwbsC9AvWAr1tK3OtKj1SuzdGUQius1mnx9sGBI+D7YTe2iqahSzfMwgaJePmc7F4Xm/HJ3Cr9xUkactQqdz2JFVW6IH7PW5hVy2X4RTGri7pYBbMpUSgyJDhs0r+5JzRi0KAiPlOWI7A+bTIGSGO6u9BtDSiP4ql9ZaKr1BjdoPV9ddify9H6IKYTInkdBzpwXI99AXlpHqWV1hY9NPy/Dv5jyuElaUpTRZ1Yrm83KrzXN7Q5JLarxLtIzod1ZLqj6p24KoEhbArNTKaIc/GjTmbzfY18OWD8EmihZBYB2zzmE09xWvF5Po8WRTLy9tXV0+qb+C7b9910kiNZDAemqNYNuqjG9AJYqZ4k4ZIHguyU+pDAyvTaIz5K9Lp5FcbwUjrwL04GjokiL2S6V5nR1Xr9dJNS/52s1PW5dA9tEtHPZX//7EvPwuwzNsIMG+DaoSwt5VLElswdB07MzzXTBEjOMnIvypCFqqIXpdVGaot6gbijKII1q6ke0eZmbP3ghljlscl6WQjvxSQi2fYDv2ftWpqj6NlLpl3yX53vopWlyoAh9vJBfh3UK+4qU8gs/rE4JBFTfH4r6sSNKVrMMh5eJHBbJmgaX+mbMx6+a6/JOeGOf7PvLhHjxDnyu04uve/PhPSdEq+8oIqBxeW6rJql/g7KBBqRi3v423XY2/Z78yz0zMKvTjNj3XG2lFd+Z0tfsSiMKIbjpVnF3p5D+9tooZGYymMjVX15d1HemUUie/OX36VAsQn/QuB2fXOjSSIjCSovv6TUWs0UNApL1QXRFDv/KAV1byAczYJqZJx7LTy3Tjv3YPNFrkLTXVRLK0jN5H0P0r6hPX6jUL0BtVKeFSMqA/Wwyn2obJx/RmDgvnW2Hsf/DcYdfO+LijZhE0g6yIPZVGnMtWCzKB/fe9ACXH01bOUrmNEaXREsbs0Zhnh3DWTDbdKVlPTX6rh+UqlgyVEhTGV+meD5Us0RfXDVtq6QCO0/rE9a/3UHeOW8blZ8BYXS1rih9fPlTPXHs9FKL6SnoPBOWMUIWwAzoN0AiVLxOEdEukvlaqYa+slK2B4mg31U/dNdmitfPuZLSTgvkhlqpHHjMrKZ7P39Vb5kQS88U1Va+zts9htu9gVQ3YMo1t+X8JWNJe0ZEZzXfAsNnUGxxE8I8d7xrvQltCZGYssnmeoVwcZEUZb9X9YqQuucThGLds0mEsaTiIwuggEJ+qQxvmD9BqAA+5YmHphl26w/L50gTJKrmI+Okd3EtFA5Tl/vHiIeafFTPUjvdVXq0YEXcqXTUWfKDUCKcUXryzgYtmbGZxK/g5r8EEzfxpHmK9G3Xi3g5V9L6X2xbGF/jVRzJvNjar4J6xMcjz3sAGfJYv3ATWElQNFCbPEi3DHnRroHJkgaCMZynzSpPynAXdvA8K1h+1u6zUzxgdFokRxWE8oVhLParjU+QwtMck07RIIqw13KR5MN3Hj8vKYMsZ9LwQ5dm2xV6JevXJxbeYg/ROyTTA54qCBS3yKY0UVWwu1GwSQsf+SymAwwuxiqzZIzEPtmvwTa201WpMaH4kiHNQS7+yQMGvVl6T3inJDaYO3opySr8de22hf7QbPCY2TxW8iT8W9JM+Hrwkge8GmzXfhGRsxkwkBo56/U1NrgdMfc3/WxrCSo/+eH5OLvHJzWIUrg/MI7BgD6m9JpR0DfAhtYTraHQ/icBT04WTedmy8svEAqw8E/kfKNfg1vdzqUIS+ljFFBDEhSJRHD3dPp/IDwMnjW1FesUYX2u7kJPfiSbF2O+fJlfdQLauAzi+GHRF398/CkcbDdp9QcpviBCqpDkQCHRUAAWXI+aXHY3V8ooEmBC4URDBfLUXj5x5xy25rCE4SjWA+l8nKM2lX03PrLcnfD6TJbgWD6aT/ELzAQZOPl9HlGRupjwWnkT4qblB9gIsxpdaDq4Gmi00ajw1GpR4ufGVIwDQG/MHvphf4bJ+oUP56g/I04P8TjKvUhOpYU2pcYwuTh0fgKj36LzH7ep4Us5HGjBshclNTNedPQJWJOHuuwxNamwc5LbnP2y2b0TjiH+G0QwkaCH1kFZgViMW57KnqgxmB7Fo/+POuz2sQwdJCztTSCOn9VPNF4FcdvW/KvYhaoKp/oKvnQXm4jS3jc9ldRT82a6TgbQtkfLgdqXHVL9gaKBOpuqGFtgbYYVjG9T9r0fxNIYMpjlhLdQ/7qhcB4oWnwWiBivXsZH2ahtn37kZ/iXBvohITlO5hWEq2aQBb8HfmcjbEXruWahYX5j7cg+0dm0SqkBis+8ZNB2yZCOJgaDx4lB6YS9KkGac3Lkncl4jclAdOFaJNtGpYUPmIPYZYl2uBxSgOUzZ5zl0YJhkyJ02utOIB2deMSYD/SMx/6aXfoEG/dwyWAQE+PYTLO+sPhLB3WOxr+RgiNlIFgSPynzWHWGZBLus2z8jmBdb2589zaU+pHqz7Bz9RWRhioWbI3q5mAhGWKTdimsyHFkkQ+YBaS4K8+szQRkYMLk2mNL5dX/Lpd8ls/7DJO5tfW2HpGkw/Q+j8kkXCLdUJey4zMSHLF8plu6CYVE/UUJUz3jASZWuyxdzJYMlMruCRdxc+kAmQOwZ/v8V8R5w+BJQu2QRxxeo7pkOsWrl+1CdTk1aUf+fX+ELg+dW9YuKN+f1N2ehzravZVUX8ciwqtLmU+l7AWQZoY9B2fszd2XfCFRH6d57pr3Bvo75tfP8TDp2I/QK541w4JAiUhOMbf3tk+iSTw5jY99wO3y/PCqjQ0FRXsMGcfp+4Ql6xAcHBLI9QYVIMojVwEXvcnmjBsYFrLXWfphnhpPNG0+cqUq/kNvG1od7O+Mf2Bf6hTCA+CFNljf4+zaGtEai5pbAtNZMOUH9PpKUwXqJ1AGrBjgamffe9yrHW1vau/eiwr/WWgPN44dnL3BOOrTQdV5MaoFaphmc5/G/9uQoeAB5PygDbjS2ISj8duPtpPEwFxW8RRBUUJRltTt47l9xE3HDL4eTeMSm78iEZ7HbVdeVTFSTUyiDljfVxhVND8Os8yGaDlprlNUeV1DVz1OO5M2g45oXE7wTxoIhkMakQAYa8N0zKZyf7mrsYHIfzkktzsZ2KLeB+/Jb+RmBh5nxXbMDJR4skQny/PyA3zij8sb/Kudg7XE0HkavMmTMskwmE/kPpTvrpCJ3IU/8z4hK/kfAQeFu69dsv8oBdsDP+mFrwm4qVfW+lDDhlV+3erxy8rfNuip0ai6TCTV7+FM+2VmT/mRQJr0RIR/0xCm1UyirsgPLFh2t9qOq3Cu0As70eQ/Wx8z0paqEbi+kt8dHu8YoKJ9SA84BREYSgARxHQVGgLhYny4hR3kabIJ4MYW8rXXBkdzRb0px1QYL4qYuW4EGTPzP7uYp1Zq3/oRll6h+l+j1A46AYITMG+BjIvEGyJw2Wrez+g4sU+3EkdWthC63/75S1KzT5GS3cupIsLAss9F/U8yvDN44bUwgVX26geZEt4usYO8rrxaQYc+DIf7QZNDGJ/T97M/RGO5vWz0eCmKJbLvkDSHm0ZnFO1x6+PedbsIIwxk+5TkFE/7hfqkKNBhuoXnFmA2+RavX/d9fLmv7kyCqI95AYXo/yC2ITiRMiAdEjaJ8+rFPMCVQAmMkZTET8JGrxMqAEqDfjOTl3VcS3Vcbr3t1ia085SdEwYUmfq1y7/YmOUbOer8Otg7MILlrWBF7uS0vGcLeiSUpflT8YmqFKCkQKrO7SRnTdJfEGEFgBl49nJQafwxU4qD9aD0vEMTqvtvb8VlkJWboHmdrXie+mNJDvtseadSPrQyW3w6VLUg5K8Ik3Tyn8w+34RpsyENPdiqPXd4ZuRMQfPU+okNMla4Juf3jALuBm5m1Vz+Zq7BScjPS0/ej7KDT5/Ejv2XzanBbJFfrzETzH2Z59Z1w9LgZilJMmiy+S25dAo9VrXa+2duI0MmEX7Hodkm7/qkrwF1AGie655TptFRlWyKSxc8pMfEG4FoIcB2mQJk3wtXFzsr9cpfz4YVnwGCMeyp0nQdv+taKbfEtRdRiDvGFx2HQ7qESmu7mpKlrzR2/1F5+VwRyHxQtQSl0O1hXPNTBblDv0nG68yQXdM8tBY4CnbgcImGuSiKtI2SiDxJcctuWvTDbC5HX95pWyw+MLW9zHbftasmjr4vcpdVhsLxkozc46KD0X+i/tQPQAdSAphN/5vRlZUS+i41Ys9w+kni6wJ/5PeqnxgOPsNB7XfNbvB1Bhe8hD4pNu3ZtBSw7cZ6Mdeg27PjlWkT+0mzaH5DGnguQGn+ZRU9VMIrPW6avjzu2LP9K2R1yhkYpVALFj6fdLolpREFW3eDA7qUhwTsxJE3l4duhgEEGKUQcws1vtGNPLct0KTDMyN5+9/EWd8nO1v/sWKtGPU6JMgXgcn+dq00mdqlSQ/o2yJe9vYu7A8vcywCrxryF79FmxLAKp0LBsqvzglPaRpYRrDCXltN4wkmcHp8rJnm4DXeq8LYcHMjpqSXrpNZIbK8IH8WXkhitJsH73C+MVzslLJnvhIWr6iv/vyW0LGR4iLZIwdUTzF99QI2EuojV9J+96hPKR0aqDnnk838X27zjlTeQ28sVLCzuyD7gVesOZe27q/QVrf4ldzdm2BhnR/kMP7dPpshFQHVQvc8G/BHIFuWm1emWurjoD35uhpZv31Cw44Ef00Ovs0iBa9vhjzij7nzOGlbP9gMdAr3kbWVtJpp3G3BmLLK4K/NVIbxRH2v5Rmo/+Pu3G8nKgQC3u9oZdTy0HCW7mxOvTLs06jexobSWq0roZPTwlJv3HhB7NOzoYIgoqe/ZWIIngzxTF87913qiL+5Yh+JvpcHZecgLQHnc7M72/GZnmvaVbhYLtiH8zaTFR/F0FJVsmfPtymtVgYMtFNL9+gZe8f+2lUVe381yg9HE6gwHPqYK+jng2NM7T/hKWJ/Cb5+Cqv9Xdy2epfrpPOMgBR+zvXf2HZoH1I9GFU42h/2E3X1T/ydSuHYPJwIlLIhXx2BI3Uf9E9O/7T70gzWBVffTymzdj5MgO1/yQEMlNefHwLfyZ+qqTiqOH+IqPdI5MISfO3Bas/euLf7gCKzEv5WfHwK3T8iq4k0xG/V5JAc26662A7c96Zw+x/PcVMtmBZP8eqGrc5vfAP5DLQGB5s8qgVDyAvwM9YkBfgtTaUzaNB6zLRtV9jZdxb2QFrKwq7KTzjpN0SQp2ocTm3LpAvlvPWHBgNA3JQ862/0ANs9fNSqCmYXCDfCrSoWB70GdDb6HPFbg4nwrV136bs8T9rYRWFf3Ez+FoLnm6Xcm+flM6/LIztzPoqoco2kO6zNACdStP2YnofKfMDKpbU/rItN30aALlpENIbXItmKNb3iOf0t0sl3BEGkyWxOkzZWkbqx+Yqbt7ynwGTmX3WEtRuRNpyp5WeKkzAqfqdZmLRcPVvHq14D+qVklH5hdbcRwcBRDESQVS+mwJugyYgRf1iPf9ZZBcC/2We3N7HBumXsazMM43lm6y7i/XXmAzFonxeqMvpkySIi7N0Z8Pst7M+CwpiueKPtPrBmh7wSIEu5UHaBqUDD2rAejv+hxUoU4wNPTSemjhfP65x+wIT4/69OQeUMtFFiL0su7noxkpQdT2CliWhPVzGO9Xpv1KO59utRwV7ln4Ei74qDrzwV/it02hTBnUa8+y1nVnQVnzgoYtxu17XTC8fWV/o/V8WC20wglKy9x93JuTWcUDOL0Mw4n7isXbtF8FsamunO+yOifiksw4nC0qRW1NX8Aw7j5QPF9uzv/dvmznw2V2OnVH3tVO+7oMWWvWb0rmIpyRtbDL5W87gnRcONtJNFDOjVW/iy2rDSPn1Z7nQFEZTZqKJ7TBGn1eMy5tNea4EjNfSoAi6V6OkoHx+yYOe2NFoCbPszOU8klAzI9bQSVFMJH9NiIC0HTaHL6UNYZSIM2e8YhoYHC3MSBYHFQBKGf4bbppmsreGj9S28CW1I0NJPcEVJ8j4cK2/XoSk1/s3GgZtlqJtFhRFqyhg8+rdSqZnVe+nBLN9OKrmPo5C5DkjN3C2uV7Zi4kkxOy8NEEFpd4c3z9kIn4+sQeBOs1K5KEyMybMhacZGNfO8z2UqraBR4Yx/xBReOxsPLyYRGGbfbayeCgXOtWEmmupUOfR6dMcRE0XsUYTUFHt7SuyTCSKnt9o1uIoCTx9qbFkHZ78+r1v9uqnxqw5M+O2oeo3AXu/TAUiTPJL7fiZ2X8sJNNYwzES9b98XXXaoGDlp4YPEStTKC/+qnF5QT37t9yQ45CCVW546xW7c4REz0R6cOqYpQB5EO5d99dwk3v6tHhbtDkfOn9RCgy7PZn89jx76WZxhvmBLBZttxHL4sRLjz4vSQGPZxv6CNAVHmTVeVZeB9ESCVqyLkes0MLgTKJbI1gDqIxxHDMO0KtTReXgjQl+ZZa3PXBXplW8J2wXlVmIg0c6IzNs0TGy3y5zKS+RInWZSgvkhZCesANV7xroonQiypeDmvEVH92Vwql7/47GKHbXUYTQfAnHuVMt73Lmd1t/aX+2cty11fCKX9QZRnL0TNaCcFiB9UOIhhYa+alTohLPT/sVzOWi4oFdGS5EnqSburnPFiJF2zpZjTY6DPFKwJgSSGn0IalPuxKRRAjB9lfinG3qNU1VdJw0XiN6NdY97KAj/5dTAY+arUnb353aCGxmZ/lyuGFWov4p2rtaKvbnnyhSkDYRN3CzC4Ei0Wx5cwWosw6ZPFgA9VJVV8UP4GHRbK8ay7lmuzpU4ApUuMkN49FBexMHBrM9ifjqu22BIilm/0YqraF+rqoVSWvi1mPzO6JM1NE1FpEQe17QBQJc5y3YWeDE+D0ZmHVTcz9amXxl9lVyFVX9h2RFxKc+R2uf/mnZNfosiP5klQDLd0a8ZlL7UX0A5RMASxYI5deNMowlONcANUk64Z6OCjlSVD9BP1YaZayD/3iW9FEpHNt/+XSA2eI0Rwrw9XEj00xwd44OSwkU+FgwNOjTmVLkYB51SoKwD8wgwxEgFbDLIEdwMOCp2wcQwoIKcUuILGZtDKNjdiLQGgThUSmhe1cy5Sd5MQsvt49VLkFOsemF/tOduJ1l1PlpsXBh4AgFQ2no2U572Ev1x/xrkNLV6z5vENAovSGzSBpFHfHv+EFMSG6Oh8LynbVcefyI2PWJxA8z2w4v4s0yIVHsR9alhvZmKExukT1sBj9iCZXe6Z1SapEGkqXPmSCn+t3dPig9ywOEoq9kjNKc5HQez4KN1AUtA7/xxtJBoODjr1Jt5PSjWGeL6qNgwvONOewakpJO981qJ9k0CM6s2IoviAt8G6mhmJTIWepmql9KRGZSX+MZCwkGOnVczJt7So8FwEP8scZOzrd2K1w+fWBY9QhYId3XCTO0eSpc6CfRNWK+bFrVFTawXL5sL347HtoeBlEKpyNQC4pJmKam8yiBk4NZeEXYuhDCqzElNAajZZEPcQa3HmKri/mZMs/SMjSRWnH7Zb9MW66x0eyvRpeczWnx0yEmyXXugcJlynm65ngw75MFiKFo1C+BFxowjOJXXuKNaxQ/NVT9kSjxfZHUDcqBVVoiCglqOC6kUEcmIUb/7hGR+LOI3rI+Plt7naTxN4M9JV9pPURKyOzbbTBLZZMYHVkedKwxos8XivZej1PpX4UNIpaa3mdidUHN11EfFFi6w01JtGDwAhoBG2geIk3R4TIEtXsJc99M7DTBKSJfMeJD7husuUJZUiGB2wLKiFQfJvBrgwyCfM6ptvR0e/8MV9LArZ/gX14oau0ULpwMG71xGR9oR41oLwjVMb1USXWN/pt3yfTJoPqLYUUm9i01E7Lzp+z/HurLvt2JyUA9YMdpAfSZm0HF9uxXEZBJ0A2ZfVvljGWQBREyAqS9KvhPIfLfBXVh2ckGuqqMIblkY3cpZz1tjdsYfnRJ3RVUDM90aOArqUFqd/ssThPCRu9P+kzklOjysD3eQkldyO9e/HShfA5at6FxP6SNyJ5MrMG/eAIjrZ2y8B2Ybsy7jd3cQgCN1FA6P8NteVK9gYd5JgdtqQdUn03VFLGh5WS4dFOntjAKk+aliYNiw/NSE6BFyHTmTwd5YqeaRmRw6xPOSz7h19cSg/8sMeHPOzKEgHedtnRvggGoG51rItV+5UsrZFP20kn0yCG0zeJkuQa4S3m6J4z3Rp3bES5/sGcECf6TrZg9ibQub7F3pOdAvi5e7FFiPc3lz5uXHJMS9CcafLVEW/zDosHFkMWR+k4IZ0wqwFouX3x+VoQX5muskYMbepeVvD8Td1D+HfLqNIhaFg0RGBLbNPBJeUmDeiSZcbs0KYAYX2TI/uVb9nplhMe7gn7/jOm0AC3Li08/dHFEL+r0QbF0wj4vcBQrcqKjU+EzJyT+iW+AOdW8TV1awKNygl3fxi7LnQLYqH6OENKHTZCa1KyvVU9pKISwLM0iqtEUyVWjBAKfGdeS+CCUTk4Q6+B9sdBA9O79y+bxhhr3qD4lQsezXrxc8QRGd/z+Nuxsz9e5syOsQhVw88lX91lsSaOC9s5cUlTmruaTm8ApLxKYEpG9nFE0hRqotoWKA1rGxiMEZWKvwxw/BI77K5IljonOr//ZxVErPyjIPYrTTJZ7OKrgGiVtb/1TcvBPcxmkDU39OoKYiemIGy+jxM+qQlO/4F/FYPOU7eHj50thW9HW/hWcTbGWNFswgmJnnMZo8nUU34fQkvVqbhyMvKNUJJ0+E4gguQKTEPoPnQ9uqVzLzqCkTgcfJQCNFrOP0ih8euvbnm5fa8DO5tTqnQnd/HRulQzT+cmyqPV+h6T/i0k7jfs+gi+Sc1+QU3ydn/EVGEllo+rgqRFpLjwIwNIcmr+fvIeDzrrOc28fwE5O/3O9l729lGItnXoKBJNaEbXl+aVRo9cFxWOarlZsUZ3Ej6W6L/VW7O+5++cZWYf1oNIFyOT8Scx0Ri9v2LhjV27kH5h40PXinNZMYn8W83EDDkqkuiM5TW+sPxBNxXwMlbbKCHfEk4/Q/Rpg9wqBggVc/LGbYRuL7nFymGa9Fy0Tm/n7VWMJwVCkR3/bVCOAqzWrO2FaE5Nn4Nv6LFIkwRYqpwMOSFUy67QZPO5qYBGXmefr/UTWn6Gs2F99UfzpufSToPKmzIVNB6E4m7sInMDcY5E5eGm6XNaMDqqYHSfhaCDDzNYeS7xv4OrJErA2PuydK71YK3YcgNquUmdfMK6Eprj88zdjCg5WJHJkdrm4628v4BbnQi2VAXJ88PL9rmgCwuV7GPV/U87wWuov4OQKBKr/YU454Ry1MiBHR62Jde9hRdC/HPJ/oljJrpsSrWHOrVz/OjL1VFDFw25Ywe+akZYJnuE8myVcelKdoqDzMIx3MJ4Hbe3thVjSJ2UCMQkIdN1vs2ze5wlwcfR9BlEe2LRyTHa9L0yRNFOqHUKa3J8ECDHik2shkIonmtKBz34We1f8W9zhV511rnqG4iqYY324SM/Hx8tB3z/stjuD/mlaF1WjPmt5jvDWkqsEcgOx1F73eVTMlyDlQZPLHxE4YOFL98PVuaJnQ0xk/r7MN5v9g6XT1IBIAj1GvVQmu2riZRAS3sUgXmHHKJaO5wg6YZYyahpmyJilQnaXV2v7DBWurpzBnKFxit4p018OvKX/hkyRZpAyzP2A7ap3Ccn5YHxLNMdLQ/QqXljj1EOp9NGfSBGZBwpyejoW8LYK8UAPyUqsqlgVO8nLQ9uYh+DDf9/kXuhoMX4KKipfoKihXB8qHM52RHB9Wu/YCT2EXAG8eLPk8BLLZOtWRjfFi4WByesN1IW8fgG0K9fjBeeU4P378BJQxsvvssCf0l9elLcJndnEBwxu5bO/ad90nO48laOoxMNMCgvYMO3/ob+iW9bhIM2fj5KtWVIWLxFHnw7d9bMADDPvumn9D5M7sxYqsP35fpSOy+zux3auPcaAQv/RNga5X3fGkdbfxrPrRnDpNyG6OwaFRM8XTDmpzYkuhIe9Nd/sS5Ozo+XmJNGFRUmXrJIOpgMBRr5JyhXWXnwShphA/nYeQ3zbYqsa0iz5KleHpl8nDK4N3+LZuL4vFOtsyfvOGP9sN/sbnnGpIIdXZSynvsi25IpoSGnxmdW+DDdYtxUC2JXgy19nKhctgVzZZoRiXdzvdMzDHby8WYJXAYEISQyUkWVXYGfjIMx8soAJrtNiFT0LL2srF33shN2i8VH/81or+AnSEDnEav3zLQry+DZrM6xWWTaXELJtZo4SfS2FOGQN9gzK73XJvHfVZ9J2phnaeL8kaQ2kvTrUDpdliaEOafOfTThcetOXcCyM33U+KQVKj4s9UPiCYwgwH/h9otPYcoOyQd5fhzjWpxUnnamRXSOIgtbb53FUIc+5aYRyN/UvSC4YiISrohO4Opwl/BOSaD0EdfNl3P6lTG3KfG1+gbAXiMP0OSGw25fgwL1nyAjJuOxJPnr+qVog28hSxyBr/gxpbAhfAK45+kFrzq1a1j8LA2PFk+LJlk8kTNfyn6Z0Qfag6ynMm7BrhHIWpJq233PEXwnSV5T+F0Y9S9yIVS2ToPLqoEXan5eWb3otjRQ2ejlE9LK+1mTGhAuopaFe4YF//iYhHI16QGFyuhYECk3iYJbG6V8lAKU2PGdA/t6zP+EIWRoeQulmhUadFolAR4oQ9jpm3Edh3dvT5nMB6YY52j5cxF4fRRIEDczRFsSQiSNyxs0Kt9Xi09+NpK+BSBajgdWZSUtmS0YhvYBJFoZEF5rdlJ+2QyNzXvdvqlddrYr09KqehgtihkrYAJ3RAjVZUCn7o6nfAmvqBUPSqwUQT4FSP3Xj/fbRZvbPnWPg113v1i6pM7ZrlKrlgSZHRCkjxsUfanVA+XmmOnT4uwo0Dg9/oRRavEzXKWsa17g/3SQXVqX4CU3GXyhX+8uFS+eqOKrRBV9xr6l0FKeVTNEcWFJjtD5fJN8Oi+/gXPYU3JLTjRVyTtTA2gYYn+sQ01PnB5WWgvNjaxLBy8d8PyrBoPWiD49YYJJdusQVRtzQkN1Ykp0HgUG8oox9AZHipb8QPV0io/DTOPh3ObJGfPMaYULd5FoqcYlSiDoVediHoTF1d4VeNncPloso7HjgwUUUXvbm5UUmlosk4tR6QueHxwGM69/D/hdxFVlOedHietFiqulfmGklBelUenI7KgxFxCFWeVFbh9KjAHPkRUHP2iEaE9Ia6lcaFxjV62m+EWNiBK9xiH6EahlOwd9OSGhJgfBCWhgHoyj/VtBu8vg3iCgmWFuIVrfa40NtYrta1drKO7xGBDJIgILSqExu3g+9I7PEFU79af1lUPEFNybqT8HmIvUl7VHg+2L9Kp6NynvKXsSw6pDSZSWMfWTOtRt+EPMZDhM7xJBZbw2AGHkx8PcZx/LDUHHuPUDe/QzpG+XG559v0GMEr535DzXmPtIV3XFoDbK9zwZbGwbu/ZWmm3VN1vNd9No/f+DKSGJQrr13Fnv7N11u14fWDnOyLPOMHp8hVPU+WIz+rNwi+PAGfWiKe0Gm4KZW7ZNVLJKS+CTg9xd/7UnZLYBIzre3qIxyw0f+1fgeKX0OHvzS479EruyJIDpuKIDnmFvE0c3v/SL6oCGDeu++stdMBxQLgeUHZPs7l3cWEIUf+y7yimoMOw1bGa2vi7mr2/9//9twl43wCJfUJ82XxJLQHF1+SB77J8FJlBVS2/DNz7Eqq0CQRzXfdAkCcUVaJ/ylGq6IrCwfKzh9PTiyGeqqEpRK1U/p+xeZ4RJBlfwZIRnOHylNK77H6ZJ0Ci4XgkzqmKHC6H7rX798L+Uaj3c1ilPbiG0gdg9+7kvEwhb8cmopN2h+lcAdpTlHklXSW9jt3dn9ERqdnxux7bHv+0KjEgI1EuynzacxHOKLUZ5GfPQu0tQBD9KQ50k21ecRtUo4ecz4lwzg+M3HV1Bhs762D5QzHdavcuabwmpaT+OyR4MmrBDqgAaFEXBCWXgOBpOMKtmjtWUbFPjEWSnM3vzrxKr31ZyyoimxO0/UvMh3GDgmvA8REj3GFkuwvPgGkSomud/RNj6nNT72L16Zb4iekK1La9xEMGKnnE1rvNM00u+v2+bovJzX2yMowRj4JgOfwZptv8GSk0BcoCgUfw8zOSIfUkH3e0caJ+/kMbfrQKKwBT1v0GBAy5ReVLXeeOQ5cM3Dmk0zeT9P/t4HorQ/N174hwE52E/oth9F7aXNQuNTQtOAs6SjnSBnyJyLav7GJISSNSJ//Y8CAX57e3bg9kCsZylmEZGUKrORXZkcV7v7DCheFf4jWs23yczf6RIr+qoULUK1JFpQSs+tf+qQ0TPNc5b+wboqr1lNGi+a+jAN9kJQ8jfn32pd867gZj9VtkTOk52OQCSy8nXfUAC1J4hDd0ktJS8RbJ8o2h4pStJHW8A6mzm0PUGKmBPEVTdB3IItAAyHRZOiEaXS7Q8UgmxlIgwco/ZTUyfka9JqEgf+cEjZN94oZ4hFQaM4xou+DKWwMTFHBehiLl5Oen58i98RBAnHUDG2QAh7YvGi9t/7U/IUftiXmIHqhs7Mx2sXVuevAl82USCyyk4qH7IU1IS1r7+WtCY/EHcW79n9uGoiX/gYJq23Vd/53Co4iyVyC4bPuDOF/WNx5MIUPbhev0XOnxgwhavaj2mMWPesmWcQeX3SIHFJmo/4miPIh+6/fO9COc72EA1BG42Gu7c9uIKNDrKPYjBmrZLYLkSsdeeVXwpW22ZUQwxBP2ZNxEy8YwioWf0FTE4TzHeCk8nm7S/ZezNvPAQq9drPFksspWxC4p9VSna6/h7BeUU0oXzUFmN3pwxmMt9rJyb+wmvqgMr6oMWHHpLxUYrllRqdM+iqSrjs5Xzc0jxoLsDjXYKDRrO16Plbj9l9b6eZwfDz868Gl+MDk+DH85MH6nY68x5YGQBEJ2GFi8wlBkTqtvh9vCrCHbfGcP/8RVmK81b8FqYjf1wZ73xLdbe2XhK5fg19iEtnEf6yCSgiZ1v1t3sBEZEKA9o59EQEyi+3o6tGG+votFBrBJN2oLHoHrlDk21ptswOQaWn/pJiehbQl/3GendTHXiGnE9Q1iNasAtkglMcQnUCCBhSXRhArJQWGpmfGoGlaPsV7N6HYrHpC9PURluXILTxSIlotLQXCXWuFSKf9Ld+Lxk0fQj738Tb4pEWp0IFj9Qb+f6beHF3M0xNa3/9qMqE5ez9V2WJnO649vUIx8bj85MQGdCxBHdW2EQ8o/UO9E0dkNLJbTsLIocj5rE4vNYop2JRDltUw45mzBECNQW/HwwzaCJESsXJ8IDYO5VnNkfxbbSE5jhUSFqSzclcGf/XNxBiwTNeG9I2gE/tOkeGrNlC2zi15EAdnA3dZb7/7T8irVkI6Y5cg85FqIXNGUlCFoTSY5E6JSp8AXLaRqLccvbzUrk4mapSno1Kvk7Ct5zmJg2NSJIkqkLICNhKxqm4pPkMDxS5Fq4dRE1QCpTqu2j/C8N0u0EbBohlVoY4SjlFXhEkxh4oJKAa5qlBLqzEbfuyWFcVEoG4CddPWfs886rYBvCrPu5YUoJBR3cDWwEXHudSy/T61M9AgPtuT6m/TgoE8MtD0CBBpvnqsjNOtBxBI3egTPRDcvzMFUrhCzF7/auBBe84avwVWdEsdXZoqRvZXcU+f2p1lpUJv/KDxJKohd+P9MqIyB3YezWt1nod4cYtk4Vrc3IUuxhCf2HHG5y/HR3y2vAlwI18bdivvZHmtHBWzuGBOjVMfDfPpFZPeRw7hQiQXeA8p4qOAK7vdbOHt/hO0mBUMnb2DHE6tX1BNeKjU2s6fPd4MSqVmozSFF+RyUQ0uUaxUOe7ePP9p3PmtIa/N0occ3skv+Ajth8aFPCZRVykyi2Xle9g16ZFM6hfnOuQSTZ+p8yn2c4C2mQnEe1zS1YEwlyeZ8igYT0Vi9ZAEcJ9a6n7dHBD7pW/Isse89AbdaXozgrtvQhwqi2DXVD3c8Gvv7LjMFEzHINoN14RyndfVVuQaWTmB6frCCALflE/2kr5V5vyraa6ltU+9P2+KIVBvfJc+lYhYAlW5RFOo8qmOTt3+RvTJhpr6ySKzjX4rn9lH6D+PHSd5lV+0I60QWsj+lCVqNDO5oRayVFpEQi4g9JmbHhg6h/rK56rQYfrbEfmCIKjjHJhDuWd6T8oJKZdHLvCc/OEgJSzIXpyxQlyNq1j8H4SLUQqPq610vxxiqqaEVVjIJXEq02eqYjsemVm+QQcpbr7xXqUFgzlZVdK6A6g3mUkepaa2KAmwtSByx6tRmSiRk2YxDFGMHK65hYV/ryeCj/NgACJoQs+zDGUvf/VZe4vCWOQzB35itu7gQ29K9k5cRL/IiNOteTUt/7kx2+7msb3xrLqUPTHCJYuUqb8uBBANVp//5ehFjBV/Br0hFERU6X7x8lW/AWw1ZAN4sM59iGj/RRpEqCbPat62J5yxbgrrqKLuaKKF0l9sko5CBGQNnWUQZPEzW7V86srAmorF9rFN42FWgMFRSTFdiEoqJEsyn8T6K45TTgYlaCu17/0ed/0UY4AV53EkJlf9TMdjX1fkeCAvjT+6lBGoPxrAw6xl56ijh32050BPsgMAPBZ8mJroUH8zHVUJSr/3fh+lNN6F1G5oPZ6rRyJfLPjWwEj+hjbsPlRQPlHYZwD9lD871bicozcSPy5U4XQ4OaMym6Z4l/izj0a3zUt1A7+GiA2WYgujehLeYOkBgYdPNmkgq/7eV8aUIL4xHPd9b8STnK2+uV5nVsuTuc/ErQV+oR9qr856zxYfAoMm0d3Y7CAx349um0Nr3JFbL9Aaoyu/GD/keBXJ/mri2hxKN2GrmSQdZ+OnBnvawAs/afGlgdukoin42851rdaX/sc66YVPLQCFY0lcwtYQP51hkaMhFbkDJc+gYCA280r2MaplylPkTXyBG2cCYbXUsg+izWhDDqsmKdR2GeAjCt/cSb8tEeaAeYjNjqgwXT4gotpfrYQ/XopaknjGHhFTKUjSxnqSoeEZy1+iHEiKXww+FFMEMY/GLaxo/jgYNLti+rDHCP5+mLoxH73EQpBKunOvv+r9wRQd9BtqTn+wnxUF9+db91K+Qg96elZp93FQU5qh7Ts7LV/WdbJQ0rvvNfH0Npeyeh2wOtn8orQ7XeQnbOiYNuf4sIsBVLEtl6/Zwvh9dmPwvQFF1bUahsqgiSF+58IoaFQWs8bQ9IcdE8xQExZTf43GTPsY9wuwwGcBV7LjJm9R7CpOpAp5dmxxd8QEkGr8YwnXLxiKsyXN5hclmpUkZdT5q5NgUkA51dIJiH7nmNzqOOSlaVMe5bqNEVV1XHLucS34JGBfMr0xSSasGrXrPSZDid+a34coe39z0oVk1HOc2KSYXlWPbyOzzbLtM1a4lmGntseWTFHO/yacm1cJoHaLz82odmPqAPas6O/PGY+WvZl9Huo4oxUQbSu7X8iPkmO8fvjIw7kcFd9cKOh12heoMC7VBxtv7fa17iwN/h4YrCUxuKlo+8XQli1o62KBCvJabpgdT6ZLJKmL2Xuf3o7fhuIghvRnr7AJNkqDp8k14Hsc3NkuV4MS4wSPoGWYl0iDS+PgJJ6/90ytlgfOSk8X+bElaylTdkSIpcJBPW0s7JRrIukCf8cAMD7HEd9pVc2ug25niCe2U+qMWmtXYwIrbwsiHp/+i/uWE5CbgwnXk6TzCnyCGZDvmxqrvDpwzOcxAWiCil9Yvg/8ONNp3LxaTkswjHsq22FLvukmSlyMr5SSyS2MCEJg8Ze+lkk9T9AcJd169guy+V2Z+kNFxpBJDicivykfWWznky6Ek9YI+TFgCriIEGg1Rnl+mM63RX6fjsQOlEsZlPp6RMkQiWgTc4gf4nWm4MNkA+G54nX0Kg8c4AVeAL3sVWidfLSNRrlxb+14MzxCKrWl9vwPhprFJxFW6JaesxqDvLHbl41mY/qQNkXUq7VFwxtoT2tc31u7yHQ28udlbtfNrN5x2itt0t0VLfAf+OP+udVwkmiyEI1fjtBejTNHHJ6sblOEUZ/86uaudgqtO5LLgCkrx/HGdtNIB4ulmRbiXvuY9iJ8PqkGtBBRuzQzzffaoCMrctJVm2B5MNrF/H7NUTJkVaOt+pWVrNFfRD8su7BHtTuYV69aumhPpxcx0ZmtGPk5/LH9pyQji/CQQBrARXZAw1y8venVKRdun42bvK8/QXIm8UJnd+zXviGFSYracn0XURACjOa232FBH9SOc3nowrhLeohlsYG/f0ABOsImWUg3H8aBDvVtmNPJl1BVtZhC9e/S01GYOTHn+W5TSFInpcPOI16ulE/hvFw7od8PyEIEgvh1chYaCgc1vBA0rWqTh78viafV/MtuB/FdGP8bYJvCEzABtGNxkW10XpAP0lBSc4YTD4iwJJ0rtY5cC3ok4/cnbovB21hDWx1LTi1/dsCdrzACE53qG8VujmLFKmpHhr/VXTRtxBEUqJdbiec6oSd0hYEK2qh19wKfgNRESlPNHMBTLcK5p9f9cyXl7TVcTczrWKV6yf9r5TOkqrsb+icZI3ZUdU05dXSxFA3FaWeRVxl9KoTigm3+W9tIJIVFM9lpb2Vw+G2yqsOPNtalB40PXS67MxJwMiCliXMzDjJzFGeyxoN3VKXsBwC1x1cYKo8X90BzROwXb2sstGYaqTGb1rhxbENKfoyrDD+y0ix5JFeQ/ohkRSJkfyXDn+bgaauinUBvLaSe9hFUTF6PX3x9vq4thoI/SMo2sQOhRlCVITi0Kg6k6aYvtiBVH85680FCPWPnV5q18/09jLhpqJx/UBpu/5KFWwDljDWrkCCt54n+eXwT6N9epuZ9CP8S8D3MRw74cbe3BGPD11eQ6D/8OMF+9qBqimBRJHah9mKNXa3s4iUmSp1fhpiiZhctHP1qgyZKYwaleQd/x3UD23Qsp5iER9NRBpJBJ5aKFlT3Bhcx98oYZGwzOkC76VfAhlD2iuham6sYGa8koZB2ZSuDcYeC2IFyzdpQM7p4OpnTA05N+fBegKUBOUuH/+kGTLmhtJ6bqPvzrj8uUNZq0s7tGPO2hKRR4tCzcp9qtY28egk8gj7jdueQH+AXfKiIIcH6CoJhPNsH+j1G/SeJ1EryGsMbxEi1DN12VhKbq4P07VXdV0RCvyMWnqVQXGk3C6ve6x/Ciex0b1UsooVcXrASMW4kIww3OZtCYIuztGq1R26YvUmSpD9ISDDR/9RT2pduAig4qIyvABHUq0jOtqCmpJLfbRPs5/4CpmSf2uc6K9l1datTX9fI7YT6xLNzO7EUf29shbIxSB21+Fq2nyWH/Fro7kaNNlqZr4jRVpdQEO89GOA7ovUm4LY3FuQohIJWeo/onTkQFoc4wx9QdqCFzFJ23ZGb/SkFTNeUfgXK0PRqLq2093hbyhrOZjlNjEXQ6bScH8K/JpoWj0PKAnXrkOI0zWe1MZHX3tY6m/eROBxQ86bIspl4rkEFgXG6f2tLYVf4mva2+QG5+Ls25oWVtb2nkKFVu18MZa7g6Xiyi9nNSeIJKEj6Zp3bSeUrJERhPFncQh4lRN6Qs1QmWCkW6Tob0jZ4VsUDFw/GJD3V/ta/ZVVsrSQWG/D3K4iZf/cLWk2PGEndwcfZ8bF6SEIYLehrf4uras3iaAk0S1YCethJ6y49zqOyi0kAcSdIUOxjIK9LnqajddzYLRCz10NUCDqw95/df/6Fy3e7ufj2u7+QuflqNfoI2J4OeRkfgKSasWUvO3+wDxdG+HtoTYVgxmRKI2wpR6Noof8FcSvlgoGMqVo6EOMyajyc2wIe0ZCun76VAxXRmmsFU8EveFwW2v2T8Of73vMTN8io9qTpZbSv/DOmp97/ZmV1cUD33UGpXnVNpDnmbccr6AcgscSa4uAvgna7yEUk9AxWx65CtUlvcfDbdMz+lm/DpBK9gjMSL1m24yMKjVqXfjQszNQuu4nL8BpnE3WLs4ZcvUCdkl+Cw2vIUI+wqvRvxl7TjrZHzpR/a0a6CGptRncZmHDaX/LF4RZ9Wg7GJMn3RBG8vNllGe7tzxD865iV01H7vjW+i+UVeXr2ROpANUMr8Uywl8lMHpQzPiTol4cJSowB7bYmwO076MdzykUsrtxc5Y2MkB3tFJ2YyH8Z47yO/+WL5eTQeySr02bwRKi+L4mole1OEOapwml/dKDHL7Paf2ri8APlTmjJRtjPv+OH8ovZMjO279RMMPSdLW6U41qJ5/BYE4gqME2ukiVl288Rm3akXkxCigrgIGmDWAuQq+e009hxUTkj0Ohfosg/zkPoBuMmtMO4sIGkqThxlh1XxZVGNsGnaQDQkkd5Pv3TppUK1KtdtwmijqePrwt0ZYUVbsKj1QiFvrjiTHUhbqdnDYEx4JN0OyS1pGLlI/fTmdpLmzV91vLDVXAvdIt7W0PkC50Sp+itvl/TF3FkqValP0lXIa4c3Gb4e7O1zdkve7oQVZUZOQVztmy1lYh7vJcdKAIow36gQ0mKmZ35xudfc5kCNdLol57UiOjPswaC2N3tP2tGadInivOtHkM6gQOz7DdmbKT8drXGfqeEnUy+xrcxIi0zUzhWDfN0950fLu+sCFnVZsvfNryygtwoA+9naZYUUpdemV59tJxr81NCnctcrzV8BaIWCc7/8btRH5eCFU99AqjEw9D2GDGNgqzKB1YVSbE6j3K9PivhuhmH2Tkkcl4S2dp13dyTHJQVSWB2ULl3mYxY+d02DLGhrVSO7CEbtw+2UxU+9g9/0DXM1Ny8psMjFYRi7MspXk2/7xBehudNnL1aq4PQErDr9yqFkclnz05N0IAfMXYHjVjrHB9nLwklJIt/kIjjcxcsvl6lVIr3JosXzGPZHL36I7sLZKBJMAk/U+PmJ+gczx5fR6DMS/TcD/Y0cEDXvanoO1BeAcGmCWeYK2RIyMAf7j9PNIUlgHRx9Q741RjUHrhlBMcKC3DhdjiiA2VHaWeZirE30ZC8VXwheDE0io3BP3tbGRA+P5fRENNOgD/6zWCwwTjfl+1aAsseJacGRRB7v8lWw2sKS6mLKM5ok8gjb9wroG34Q4pDQdgqRL93PVy2FuvQiUhe1hm5/Wuwxu+JQv9yX/lUIdZ4CzcswZK0ieappdvCUz63HACFHb3mZGvTCr0kshbol4zwL9h0wc5t8VxiDe27uTMWFR34ikU3toigDg78gtbYkhEGENzRNCmpdxfQir8WsxcInKOUznwyG5HVFjAZkUg+cvZltXSYZpIunIXFaVcR/3CkLofP7fqXyIpLp9ZokaupwkuCTxda23K+zDzzkwu+KVF9qDAzjXAoGoCyJSRbyEp78Ql8623e4GAQCcPk2/mN32I33M0AZLHXGbKwL9Y1C73U6U60tISzCZdoztUpn25pKpVfid0sdhf5wcP1YuU7hUP1h93EnsOR37+Meh1gjP259H4RaD5KhxbR9rHqWoshYc7O/Xfd/0ulo7GBapOmsyPnMtu8QM0CjlGGdua+rKwsLZOs5O/H2aX/nhc3be3UIJ6nF+8uXpaPk2zErjkJzXU8pkAbL/3bXqfJCD45oy9L55H1CxWlyqtUS/ziizqiu6E8Pl9KU7OOvSkohqX5mVJo5RmDpbq4hGtpl4EbbaaQNKaXxiljHvF6VB8BdzZ6TKKRg03gb0fxe0/yu7lXv24/uOmxBDrEqKoyDn7hCE26O7r1lBIPzD1jpIavgfnRvcjKhd/fHv4eFrZnXlyTsQMAdN3HHOnP20Wju8eyCEMYYPmf0VSmUFaw09m068RMWzgdTtfANEyukm8qnydUgm63WwFaqXihrk/dr7iFjniFNIRNrBi+6zvUiOoxPKyAowzNBcUDdCk+Vrnokg74usiBZu/WeT13gEoWe56xA8Ui4AcNjQLxiIiIe93DCAPoSJuqeYzP/vgdEubtA5WPMo11VSdsJ9DvBIsiBsqA149GPTQhLPEB2f9W2PI04OC28CW6K3xVAiL/IG7acTCFvEak1LeXz9SGiRuTt+sD24JEwrNRyD1CXZrdF5XufhkzwEQUXKQ2HtRL0aRNV2SiuriTPNpx4IE0PYFOZnmKLHjL2LyV4m96o9gpU0+IPStiT7Zf7zoxFm+3RFqLVU4XG7hb+4nlhfmBelUuSvp3lDFSM4v0fQ0mi+GZ2O1bV1xGaa8y4v89eBxx0pUjFlffCb7KlqLi7+JKfHPQkVQwuhlno9iLk7lOjLnpowmJi9s5aPZDtU9rI9c4/SVOUJusvAhVwkguir6fj/1R7lf4vZZwsIFCyEhT5p27V91DEiL19Grn1GgIOq61XfJBip6a8kXXc73IRcZL4zDyKHq0b01QCSJEl9iYV4i/kbDW5HzXfwiTpkdm3o9LFBI6Cy1FvjnYtdcvvI28j04DVjtXqcBoqOUMdhAkcv95+OrgrUwwhpw8TmXmC8gbw2bv0EmfQQnhiUVfi2plIPkWiAsjOXbgt0uP9gvufW0WEgwVhMYgiuivVrjWD8p+L5b90FnZF7VOCcGpMyNGxcDOGP8kNRpnr3NzVzxmGd1VEY5n+cuDSxNvMC2C/0hm/eqOyz+watcZtR08ZSyCkv4et99lwp5rJTMCL5K8EI9CYOmeGO8v5AAwDHVhnYclHiV94VYGDNTZ9aNXg4kDIZyGFLyus5THLdkP8c+oBRW7WEJGUYRcsTKHi0ldADzVrg7MUYurE3f+5acGfE8m9ClwpNjDsPYD8tXh7CJ4cU6k9vIcpE20iOFtoYBj+m8sFvs0ET+fTcxAXdckQE9s/ZtwsYll0omoFabFbw8ozzdxlP2Wt6zLJEWYFpM8aqVf7319lVwSK4hEGF9Cr3Vf7ugGxGQ8pD6cG7/Kr3h7S8vtLqLq6+aC1+skMHH97u60l3V/WLJbVWxGVMI3lQWinPt4ksE4AbQZ2jnWGUthUPKZzVuFjiM3VMjdP6EMqOGG7CVcrG6X8x12yCquTXnPWVY1gK1iXYz/cUwcOWOkwAohz1wGgYTHLekq7EqUcPLEgFwSKWLlJIH9cC3OJ+bA20MO2qbK1b+W+r9wTg5m1YQntqtDmfOjnzqcerAWhh1wX4MwKLutVBePHIqH1Ll59yI2IZpwzc/Pzsm/nvSZMvdkC0rZrWSZ2faIItoBKbJRwzSkKRVWMexZ/l8xoOmmRixxy8KYLDVok6PWVrhCQk3jb/Uaw3L4z0xYeZm8X/ls1GAXvIUDqZnJMOo6M720I1yINyC1nD1LfA261WywPMS30O3RLhce324E8xNAx7kna0Qv/NLOUkhN0CkNueEWWHMoWtNfk36MzW+mKvr+fKhoHWR/pbD9qfxnF1Vv2EykjIa/kayv8SIfcql5jNczkgBDfTH9bjRapv6yh+kKI/7Voe7A8U4JxA9QkHi9HiKumOdw3g4XhcFE2jef/n5Dy/n/DtA/pR8ptxVz8EkvOflASunXpIq7BM0PzzRMTXbiq/TRJQ47TSkYATM3lSqtexIRYQ0mn1P6YWkOv+TWIojAE1KkNekb4pt2Q2IZB5bmNwTj61iw63ueqRkr5Nar7sWhXi7cvjdIZhYAcWxqdL5KoR/7j7xjTXhy3Ij8DN29Fj8GdrQXvr9D9ugXuq4+4sik9VQzVHeljSYa1quNdfudCJif2Ggji1T3WqUsjyqWfuftErp1VMHQnOjIkw/qUrxK3XrXWJu6D54zCLgEztvfM2M+dYFRvJusKggbABZ5qW9tBcEgK2DrmfNr10jqwbnWC0hOE66XyHaGPA+Pjass7WI6Zwy0JzkQVSNVSzui8ins2Ml1DKQwMOC6R8e5Qgulpb7lSTpRQUgQoIM0U9rYhDLb7Z3tziznQeXnzYxAvPePcYsX7tEbfx0lZ5ri5k9e/369IIAo1vAA2lPF8KfibX6ycMl0pxSMvCg58IWc3dOF1NMNe411wiTUTepOICrZqOlwZ5bw734GyAYtEJ46kOANUEc7ZXdHwKTUzrOO0OLqg/YRC6t/1iuIdm+6cIebRkH1IbTVSzuqmr2iP+GgDIk23Jd74j1uOKaE3AIUlRjD6ycZqKHyWhN5OIuvE5b8kVHmrX8eitKJde9YobYpDQJdjgF1urqp+qz3NudsuaZFAQ18cM+pvYYiFlKgAVE5vO5aJqprVvnGlrSOP/zuMB4JDnQy5DIauzNcxJhtVBqU9J3F/N7F/oB4w2JyJUIzBnmy2bQxUFPcJ3iMpPteVZwYzMHYblEdi+yZEkcm3WCpUIIeYgPe38svIuluayGA9++EPxnta21vD0F/ZLjZhSzFgdk289HVBLM+B9RJg6fz5brd53tK/Op9DO7Jvo1nkxvqcA43PQlx6UHpLuv0M8TQVZf5gsXxQ2K/IQGEDOfI3PqCBP0iBP8qEyDRUimrY41BvEDzKFt9UkIyxDL6iL9MJpB31qpq2Z3iEdFd78AcGSVLBcZ76GZk8WUc3Gu7KFlTltJL/VRqbTlLSB5uhkBdUcTomC53eW1DIKhbkXBnl8EsEEGn6IPRpck0ItVKGEJjxAC9Vw3lI9W+AMgmn2XJMAaX31Pbp9iT2PAb5NSwOWNzNky+Ls5c45Fqulk1n3qpQYSRIsO8TT29spZaxA6ExLzPSLaQV9k9G/33ep3qndRRSCbpZZNQk4bqP+b5S2tCUDXwM7+8iq/Paa/8R0yCP6k+LyHRBJZutVYO/M1TuN4FWTF7XMG0qxg7wMlK2YMtS/q89xvn5Ua/zU58F9ABmT418b6Gd3u2Q8f2+Ehq3ISASrZoMnQA+p9f+p1f2oDXwrZo3sSJBtc0ant2+VmjY+l9ukDuUJ2w/U+iq1yMAeN2RxEOgQUV68kcBLvqFt2wDGnWJUydb/vMeiR33nObHhlFhh6xHeGmpVg4OnUGpxz1/sCqjLtNwFQOjR1Jv4YCV1u/gVTDRptRt2y7aqf+MoQ3ggNLOKEf10aafxFnzio7RKqSO8AVTGw135OhXgcfcBIPtJ8+Fe8wx5kRp5pCqmt+qI37VZOsgkxbaMB0qIte+Zh/SF54jc4rxTVXrT2OWBQJuOTVrWLB0rrluhptahclPSlFsr3Jj803BeLpo3NDroqFLEESP5+IiKoFe3Ywu/mzjP9naMyYoywUSfdWnHtUEnEv6wvU/GyWmOuAuSsc6ItDXd6opEZw2V9CK/gdSzXeDjzZsL3sMZAyoXx9bWS6e/N619gE0hf2yUKezAjxty8L9W4p07Gg6JTbYWu0a9y545JTKV6w+vb96pN4fNn70sT+XzdW5ph87IU3YnOzj8pKXYGLR6iA4ULImi88sLzO5If/5wYeXydf0X6F+Pkj4m8B92VqngsXyZMdPoQH9pXjPZcwRSwUEsHvtCKI37jjb5h3VaODl2kH6SjT8QYUklHE6PIia8QhC4ajI2DdFBGkvkREY2OP7HBaKzmc4LEEoAkFJGf2TpIOoxA5NX4G/COnHhmwWKP5HxVpi3l25T5yMQTEgftQix6pTszfeEO64jqZCiI+6p53BpXMaC4ll79Obubw/Sw0x5pWoIGzVHlQHc+5hKZ9eZaGGI0TMAeEpf8cBOaaavydeh0rPNleadT5kGUHbt5Twazj6UUttistPlWVSbAnTnvV+hyeab41JjZZ52R6VD4ivCt7Ox0Bo/dVzb8exHtd5sfAWhAySiepoNhbhtwYteF5Pg0F//Io42i6gHLkNVxZsBVgZEbcNmnRb9md07qKe/H0lBLxWzkwo/y/opiWkdA9AK3WsAURays8K1CKz41JPvvpjLX04txpx3ImsmErpxANftIu177BYJOUJaF+JD50AD5wb+kD3l1jbfYRoeVLDvwBhp85EV/g+FB2K6o4PiTaRBqQerOQZa6rPAXoZUvfO6Rnr2qmDCgyzjPLg/09lIofCXtFks6yOqMfLifu09ytZtUhJGZd7ZiZgh74r3M+5e2caeIWq/6//U33ECprEkaYIcMs+Fc2vmvfFUGkGlGvexOtuBivfaU2ioY5YsTf34E2I0/KurF8L3TMg2RduCVTdaJr6iTbolMoeKXR+DeJkj5UN0ZfpNHBAh2r7fWX/WvZxsfLhD6r2eQH/ls9YQs31+cI2W4KcYcVJaLyquL09rF8dG3JZFF2/Sgy43gGCof0JSFkM9vYneGWimXhMQwDv+HCTUlspGr/VvkEH+RqQlX8NnzgEa7PRjDafte2Y9+1mg/UQRYU/2XvCma5qXizBNyGWZwc+dCuQaM2JB6aBeYU1IzCpFjE6Q9zI0Q2hfYbGy7owcH5wcCif6ho1dXBpgo2L6f+QlOdhL2+YrY20GZczZDZiAQEiZUaoUxtuInnqAlYi+GNcHQWMNYBlQqSgDjZVz136JUJipNTsT8B3FB9XA8GGHSvKAEAnn5cIQAEZwKrR1RjuGoWR/FymqhmN8dgsIgJWEwADVW6eP3w3cO6/5jS9ztPCwvcjQ3as7unA9Ftptw9glktRanQTu9h4LRoy+brK8eVfMjL9D2Ks5qGRfNj9ofd/FPXV/lvFuiei6UQHlcdXGnpXR3/WIE3FXlYwRi19Q9c2b05T4S85vUavLKL5asHe8Abclzn6xNR62acgqiy3Ugt0V/jeGXj+6VIb45PigPvg+KQfQ8unv0oTMiP3Wyz+9hRv744VU56mYsVN39UjKdluDW9Ru61Bao5GLmutjPuRnj4GV87ykSvgVsh1+YLb0acdbo0HFPAqggx6kupwvqL6DDL4RES/dG3V9gT0EMu/jF+9eiJqagqy0CrG/8GVJK8yCjF/rRQTV104LQQejQDuPkPsuD23H99/LSbs7grif0/dYYNI1wcJEnkkZZV5H8iyChZ8Xn4ZTwUToMoCNdFNw0/jBFtF48dypeUNwL+kigGVKjWxX0sB8bftzhpxGIip76sGXzGVKIJkNjmqvxp8+SHSm0QmWUgfb68vfyL2/NV/AqKLz16UUOLH8DcJUkZO7zFxhpuYL2E3JOb379/DI/2x8dontE87Hs2vVxtx3YezG3MaXF1xF+MADJPVnahZHBEF0kemwesR95957JZhY7jQEc/JKX6w77t3orDBKh+wUPnfKe/oW4k8DnZ2iEEeVANAUzPicxbd0ZIy9fnsDGrOF5XC/HeMxmFEEr89OhFU8bJ2r71dbF5lQtnrgILjuOrKeTvJfDmKtvsHFQe2BEoYqU99MY//BVyjwpFYUtSTGh0YtZUr+C9D9m/e0S4SMv+XCdxVyCF8vwc6EnleH1N4F/NXfpN/5UzD+wJ9BHwTwZ2xTa8JZe4OBD1taL1PDgDgoATrXTBDQ8PaO5cmMZx4A3mSDZmv9XqC3fX3x3NfLxB+yBgT/QJB3IQ29DiXgaHw0NHv2c3/nrpxxMvV0aQfZUHb57VQ1QYA/9zQTj/AgGNKrihSlOLCIvjO0Yev9gQENPVLyEl9+xZjU1pytAnh0WVE+UQA1TuJdhds0tnPUDcl3VS9ZvD7L9XZvWj8RJL/WJfwNiaJ6z3Kj3Wr7S/A+ivCK7WMfuCCfkKqa30uUsOIxWGOKtQQvnA6RN3RcCfSHWl2msrB/PsZ8NxsIoqdnpgAXTExK63LPsWqr+mGG5nb9UQT6BURWwcIfk1C1C0xSHl+4Q+qwM7P6lkEE8g9VVwc1HHUGC91YU39BXov+Go+DAEW7YvcwgcbJbGk2W5/UfxcgAbph0LV6mL6FknfMuVuXvIxwOuM9s4dB9o3iQKERKWUnfCH8QcGG8rzuZyYep99A8l2I/3LhFKBOL0j1WWQ0i6NcQ1TXRBMTmK7nh7aFmM05mziSA35ej5yQWn2Orwa1DtWZUTeV1rGoHODTywwAsbWhM8mNumt3aUuNJpaUmX6ixFv+lx6o9mQn1b/x9WBjckUsifpz5a0469olp45lXw3m5JstWcjVeXMzhisYGlTdpgNZUGZiujWwUQrvaweXty53xI7HKKPfIA5rtdIgMy2ue7xdwKcFIqOzLM2sViiWqGI+TaAV5055Xenw3o5cJmvvHxFxjXKHlRjA/oK8vHxmXX40dz5ZhtrtueXpFRq8F0zvVrLounT8G07DHHczRy7qUxuT4dh/8ctQ29VdI9LF5kWZYFKZepXCWLxpWP0bjikHH/MqQ5oCfx0eUrKKD6Xp23BGglIQCqNfqIS7SSehNqV1Y/OIbJhQxdQw+Fyz+DZfpUHOm/0bc6tn0OXOKuVrjBj5Sjka+pwWHgSVrA8wtMFWHfrQa/sW8Wps2RmsAFGbcRhAnb65y5aAB12mr4a3hQN2P4Cm5LsP0wDmD0/4o09JHYI8iCz+aX/Zefu+TwFg/lXOuM2PwSW/GjQppg/MESJupmCix38viB+gPH4xvoF+dR593Z89Q5z7cQIEcSH3FOz0zBNQm3WvfOeasEdr5PULQQXimj70AvWL1l3YC0cNH1oQDOfNFwlbMOuIHbEvAxRB7/sInuiX3wSw5ZXY8GAmzS1W7gt5IlynuMDgAftUkxQH/7VYQs39YMHgFCcl7agUwMv8QUvKtfKavGIwgONCk+c6KgUkjKBwC96EjlcNGu9bJ+HDKomENJZt6YHnOTjE5WQAK26l5a57V6ethCrcfOWgvOxQ0uRDO5VCAJoVH42XGwF/lT4bL+HBp/YKelk5jRK8ecnl9iF4u6JYkz0N01B1OOM0tU2quUix98FDlVEimtu/bQklm1UoQfDeilSFAm2YLaaYDJ8DNJLHUj9rpIa1ikfNHBT6aUN675lXSsRXEd/wtFQE84qn9kbyYp600ESrIEefQav2qEMBPXX9gfDxqBb4EeF1DkYonPdEuRXy/P+BELwpyfGahqP5vuiyv1ZdrBjq1PvWT4FFf6HLPPJt2cMPJb9TfikBxUwB6VqGWuy1dRNRtTrvKNDoWJfBSgp6TMNgzliN7zpz4KqNYdCXQpVwsG6RPPMjEB1eQJECwWyxRfN5vVeIvj3L3w51e4/PRHmxxVnIfXChBKg7spEmZ7FioN1NIz+1xrBdlOUQKODZwiOVUwwK6BhoovS7IUj5Km/iVIlZ/OVPMTZIND2kPx+6xmx3a8aR+2bBYmPrx4BtrvSMhKWBJqJl/iPwpskjOTsRXb2shpP8ospQ4S5ibt8bf3DFO5U5VogV8dca5QooNiOiVxX+i/Nly9vXqsM1R3HneaJ+pAJMLt29IKloGLJcG8c5AQAOfWQph+EuqeNxZp2F165dV27PjgPABeES0hduSg2shOE1SSUAkyHliVorC6etsUROub+TNb9srGDXtXxnDg4aFCQ77TdoTH9BWG5Fbuu4qjtp14c/3koW6lk+kOt8QBF4xLRgZ0XQzEY83P0JyyrB+iABtoJBJQnSe4EzOX6yHfiFsWoybx/pbnFL6nzkrCg2bBshSevOvmnlzezA6mY6zQvc51MvZW67ScqX+DfYO0griLx6BFudXbEtjImSRQC/3En0Tfb0ArLq/tJP9GwPFVQXZ58/vGxfEh09gpqjm/y3vJbtUj6v0pTvC+3QM+7u3K0fStX6w/LMOoH4kygM0n76cDAiz6er0DIPFl1toDZGFnld29RWz8bdgDm20jGn6VzrXF7bFFTQE86PZBlTNlFqK4IQMs5RGZS0tclWyKYwi+EvUtdTdM6KAjAsd7KfQQnZmHHrPnMwkwh30feB8f/v1S1if204eQiiVmf4344MJd9KtmDvsr51CCCJbKbMg0jWtmmHzPDCO+3ytrdcovX++h0ixk7RDk7f8gX3IdnvSup5d77cwYDpLfWUt1RiJLow+Zfuyj3sZ0PnY45t4bQIOnZE8Hru/YYPA6SebuIlhBVngyKLmEnVwKy22DW2AGJK58zX5yBUzsy5obGb8tal+St+KhyM04WtEBQpisV+g/Y0JnZS+GSmx9k4M2LsuC1Nuj0v6oubfy+SgqqwN45D+ouQyiOHfxRYzVeW3AG+YpMNP9bKRDE5ES4q4C5EeoPNCvvJfPJA31BEy72PxLRbe6xRXMD89v3EYaOKHhP4LwaIx35oUQgtn/05mcVfgZ4XyqN2MIdf4XtWK0mpt4HryeBS/HcqYAmmqR97U1xnYopieDFKocqNr3lSvBFsUUKW4B5H97Xlv5a3MjKT6bjkC5Z8eJNrt5jgDv669VApwKcQmcDYIXpLFgkYCVtmJQ9Q8D4/ODiwQN+kE/OudaYyXS1DNLsV8a5xQGkrHBNUtZ+jpZJv98IA4YsmRJvj7CVxPCYYFdkhnjpl5zmVjSelMnmb4rX5uOCVNfFLgtfqZSNDw8IIKzPG11RULpibGdMMYV2PPRsWjTVA//osHLQpYdIU5ZJm4u2WXGv3padoDEMs1NgeVAzktTB4zkl+HhDrkRBt4bEhMlJs6trJDBstfGFck+QcHeLiUxeMjVsIJ+CVgYej282AIqZaeX1qXfy/rsC+DAmLg0pycTTaUpbsMKjVWrbGhU+ZbsEFN50db5A7tfMW2Tj6zb0YBE3gxK85hAJJHxFlJD1Xez2z4/eS2/WA7gIrKuTVebLJPL4wdR9mWTfsnEN/kDjld2FggDh2x6bBYZ3v2uJell3ZulH5GK54eQvym2My2NCWQT+9/iX2ZhFgg9fcDPmGnWCZyrpBYHvhvgPQ1ODYrqa35a1xWbEi5Oo8NelzMjLXln79oLo4ElqQtOdgovh3t9JXU7dJulhAdlunz64+XYgL+9Qy2p+1X1A/eZDZp3zZTTodwUAiuHYfjE1bnbIjbv5LmpQzrsOf0upeZV4StPbBfGxq002d4vzbV0wZarB64/QtkNalgOkc0az4WK5JwugcDrqa2GFP8zedNco/s1uN50BcdZda5d/feYx9SWhNw2E8NiFNt6w/2b+CW+jrF5ZCzMv2AB9yaBKpY1N8KSzhdh1nd8X2IKQeS2K/b8qAKNBVa/aRaSLVHXdTAPvTkw2Ej71r68FcqejiUmmAaLlu8Lu7K6+4GaOSxEuhKQhkRXHv2/x1mIKf/ugAuPirX4la3S/oVRlAY+d10EXlDvjcWABHwN/STW7MLNynexmJ+slTEjW8Gw1cCCHnWdxFEOXDGaTLhfdkdPHH4xJo66upqkWphqZiVu3nsrl2ZCT20zhVgq30di4wyiwIjyPW0VCH0/nJ1LKf4qoUC95sY7DQ5ZQAVkSB3cHhms28sw9II0V4HlDuGdOppLaYZoQU30iXS6m87V3Fd3FAuYdTLNx+Qt/vAeyGqOyIxojzxnMI73O9LjMtXWmX7hzp+RpwlNYX3v/ShEJcV6HWxVnLIBK8AhZKGueJOjtxx9MPl2i9LuY/KpTN20QkZJrdFY96hgt/BesWnEzq4/3B3+Tlfy0kZnq/mLFQmc1LytIZe8m/yLZjxk3/41Kq+1u9lJA0ZgXFNfulh8RdFNAL45HdCtzom7kZk5P4NCOqelxdH3x9FG8inVJPN8f4VpAceSSzBojzRCg7dFQz+/XV0+i8qmT8Ur+q3XAY6HZf5dGDWTMEgJ0jLStWxbjvVybub6JFk0HRf/LfyXBZdLYARlmX6m3tRzlEAv7TyJ9IMvdQAdqb+4ZpnB7LJl9SUx9yNJCcSSYtqLqZ1OrcyVbzH9kUQJFp7pXvD/57uNwUQfv+8yn6wVLUU7+bDcE8myFcrDi/nYbIRsF445BJS84ZiILfKhHWo6KxGn9/EIOL3Ksq9x+oycnKsT1u+OjsFSXKK8XiLgXESMM4LrtOeZ0PuC8QXFS5n/zysIfwsHuYVo0Q7IXdSohOh1Gpvv9yeFFY3oGz6wLaOV3LvqATF+0PZ//ujM8RP1PyHicnwiEIo54WHXkMSVCaMkbg43B/lCtea9Ti6wD1OARFSF5nS7601XCVXKC80RmWBqOP+2mRFCzeM+Qmj5L2UKswWsLGcfyfYqa/FLBdLlRDQZ8v05LSdvoHZa/NwtPeaVoRSmJ1ZE0lM1/lzp7FXE7SVFWOkMUz2u0ZeNVGc6dlO9dhMOJuXtrSWKCUTjftgFqcQx/9OXUE/ivPrAFbQiRr95hOoWsPEmUmKs59Q5/8/AEKNPLXA8rCPNjgZ2yrvWZ8XoKW66KR0g3ZvB7WcHGmOpSeoxax+fSD7AZM2A9pEKO+I6mGkoIdpxp514EUHZaPI+Y1VJe2CzVpnfHLAJyiuKaF1LkcnwWCjOHuRNPHqSHiTpXwbGSno8iX5FsqXG83FhUDajZjtXmlQcXmSNg5jyFvfcChezqfQ7qQfO575EOLbwpOtrdd3//spMVFBzTrB5cV4X0TO+BtBodvw/mU+9aMcW4yRY7/XP2yAvxzKMfJo4mE7H6s1ivvpsx8d7Lp5JBuVLnZILlb/98NSBQimhtc6XzUj3x4/WHt1MqU+BqSuSG6ovXkX3wBY7z19bJI8/MIg5qLaFKdi9hz0hwTw8h5FZOBflwS7k+ByT+MPeBkIP9MY7itg6Uxn4OsfWW9P3zFtJw6bnu+T1QORurOV4u5j/doC1u27Lg15F/aly/0riSDq+3GF6ogyrSRaeXDA66yz/VYYJ1xRQuR5yF5Ikpq9Ak7A+iAiycRIf1/A1HZRa+SYkgCzwNd+HhTxnKGlUtOiBlwuVZAmvHSs9uxKIv7s2LagtnDTwp23fyMszj3fCSQLIvX45hXw2lOLe7kp4a5a2xJ3dUrx3U4jZNsIhYpsWK0NtpYa8cc5kMZdfxaCd3gHYLH6mP9fTI0GSCaDp7PsKXas5r9Z9S8khCuSJzfD/v3N289Xf6kIgO9Z4ko3F9N0PM/n8hrp2tLTjakNXLVkV1x/8CgUtAj7G/mXBnjfayD407eVv27GlnfxPOJ15duccQxAAax1oAeu4VbDFLpdNS8c9CiW3oSker3ofx2Y2WnQ3pYIItXJucn+BlL101fkTMKxgF3fYG4C2OjzL1+VJKWvy/lLiPMXqR8HTFon6mH1iZSDfWXRN+EoK72TuF73wkpIbqs6aG48Az/lBHxAKM5E1horrDT51263UODi2b7IcNhrxfAR1pc6vf8KKDS4Pf495uIFBXCnVDqXpO917nOry3cDbfb5JU63GK+WGbp/ST1dmcI309pK6P8VfVTTP1Y2T+aFYLNh1qElNpfp8iNHjziqApEtEJ5g2YJ9Ru6Pght8JURNbFRE//lPfQ+DQ/63eqs1R7xeg06qhHxtiXFTsaLdAdxT++sx1HAjjGK45n+4Bi0VAwM6f8GoK97FF+AkEdwqvLjhRLtmjco3IHavDYjiZaSoe4xB6Oa8/Bv46ngvOlhGODl3N5D+5Q1pdCCGhpA7dZFLYoPxx/myR2WUuCbsq1PYDCqImeBIzYgDm9od1ZQnz/WLtnV4qWC9bzsb36B7IMakJmkg/ZG2hhmbsdP+kpEtuPAWqusejcEEfY1YUyidaUix/kWVRn7jvgfL7GQBPopOSHvMpVr/tH/b2a1ey1O+d0Hrl0HZ4ixQ5rG1CpoM/bfHtB0mcAEeeVl/GCdZ651Nwu0c+HHsNjnq/Ie/NJ7jVcudGaXapXFl9/A/NboxlHjQSUfIDwq3y2AjMiaJX1jiy9CKjQu6r1S9T5g+mn+WHAWULAXV0GmJJv+3e6HsptmtFCniFfdfeCczYLgaFwnnq4KVpQXRKF6wHZlqqZ9PeVLNT3v04gYogWX2ItfTdUfyMBKxgL4CymyP4ls5x892jciXTHvg71xsLX4+IGqI7EVJvJKBVWEmgDZontSOxDOXlb+FhziN6+9WmiLMIYn0YZM+FrUOu68COjtg8YfHI51+0bOvjL0Cl7bJiiPU7SMrnip17gLyPM/10ERNWzMUXCDkENYv0UKZVuKLwQ4wIYJGdK/jDMMgPjZRje29hs5lvpRkkTbjFadKMmJdUdrjZXyb3envhcWqDX/T03JepQW3+zbX0fkTIROFbozk7lrwTKVpD7g0CF6XMe91t39JB/eUhlZALojaXSTgMb9eVe28D92NG6s8KyYL44kVyIQwmXj9WngycHM8R0ZgvpHuR6guvPZGr92NwcKQV0FcOHvydm60SJ+ks81cLgvuKEw5hRmP6kKUelymuUWX2Z+lviYt1hSev0HNr3wP6oNwRR1VAL5rp8ZSdGKtxZYK+EZzyPB1AXdaLtQXNisRPWMZ9KLnVHIdgOsucNmpOnRYs82WvarjSkNcQPhuWENU8yef7S00iQu+/EdT/mz9d+ml/Xu6z2jJuntR9NF8ORM6gfsFcy2lTMRmQ/kFJz0vNHLPFnZ4GvGb4RiSNhjdTMkby/52cwIAcOhlslSH+eIWFPWe9/JDnzSMM/idF5f8iGO+23mUbCwmkuij6fdfKPVB01VVLBulIKrcEsnLKyc+UpuE/aPSgxsQrl18jDJdRXIddDr8G4H0xRm+Wsp7Qb72kuAvBJQPB/k5qCaADmO67CcwM0DHyoamk3Q8tBlJBQYuv0rLTw/PF39SyC+IKuTo+Kf6FE1L1fiTYOWpy1OLY1RMQkgvhaZCkMJA1alXx2vLtPzxuPcMGpTloh1dbCpHwS94dsrhrPR7EfHJuUjdrrnLueqaQ7eFtQijw0/2+51UXmDrSxew3JX+4pwHxjJS4NzPRZQkIwJikBfIgCFlUhpohMuj53IA251+FGESMkaVlpVnamGGoG2iYEV1IUFqVHIdi/8ksluczw1yDdoiu0h1NQbpiZ+twbylFnpZQVF86D+Wi27YvVHEV4XTz18JciUm2nC3xlynPJv4t6NWqEhV2QEL9wUJlfIWfgiOT8WMQQmMql+rs5JlaDWvO67r/Z/9uzBa8y85lfmUEfdbRUjcJf9ui/M4atmcHfumYXxeJw+b5rYAvsmUtm0Hi6V/JVWw9AMs9mSPpZVMAF61ULEagfSFM9hmrLpjx60H7K3IsyUYJwL//CJ35jeQ0liFrvB2spMKSQSzQ24SpOi+WOAaHXjTSjhEHGJ2AWQxzAmuW+VjipnYAXNte7VdqKAAOhmn2+lfMuHw7C9yNR6uNaaBt6W/nbSPYQFrsakotHtEeUzRv+HhKn/+pUpaMJkP/+rROfE6x+vA2B+9TxFT7nUIGdiclhJae6usC3/QtL/TdHDULgrTcE4gCnZQR7gS8KsDC3rUMAK2F/PPBfT6V9pf4jATwshn5Qic0KKLUIfXd4H+nRu+eRF4XtfjX8fKVfkvOyYsPkqhj0oEZxf72DopMdwVFUHRwLOEjqfAlJaUsTPZgKkSm9JcGkJoWhRAUfvvg/MKinONdZUbDe3aNKNKnYEEz57HTyvlIVmrLM6Mb25JWNNO8oRosmhrF95r/QAnBfvJqYVDtmZ6LhAysbdUkfwNZNjB7tdW3hSqA48q3hD/ThO7GeaS/hOl3/Q3terZU5shL/tLd9/R+FcHPUQR27caC7l3ro8oqNMQYUI1W8ZaPtYfK0GYW0opm1CdTwC+yQdEP1iMfBH/IaQvRehs5DM53NaB58nnxStS5g2YDCez0Sjx8zdnkL7TOiZXhGs8AphspkPb4wsCZamq/zuhKko3YqvZ1ii+qTgLJ/LB4lU8ePXMi1orjhYuXeH/dqbwMH57aXN0x/paWb568NnJ5Qc4xl+CkPkAgkt5Fctfo9UWb6J8uwKa/sGaGE72VlQ+hMWT1mJygTfjqbXDGL2dOn3jwvXKpEw87Tl8X2v1hCdm0VgkjcIL9ab2ZT2ax2EJkabRU2d9Mb5Ynwa2wMkM18idjkJSZZ91UHn1BTAJjVI2WnquD8ZtCI8GdG+LUG6Ov3iK3cSh02JP9pPvyLos4S9i8H3vLw/ygWPsuy9NsIz55QYm9HJXbfhr83yiFOT0kTKzL6DvM+iiWopLBA07Tdg4++0kn52gOci3RoUH9Nb/nUo9OIOpX70N10lJWiQL1h70tEtiXJinPCgQsQbKjZNST12/nSY4R77wvpX5yUIvAL9nRH+6E4BIr9gApDXxvsQErDnC/FIJIv35y1nquVIDe25oA4Xtm9hYiLDVd32jWeZ9ZKi414uTVLNe/PSCGIsBLeoQP5r62X+u7ePkV/OgUg0W6Ks4wZzeb2CNAFTscZ8aqD8iiEI5PN+h3EB5TTRtkbYCBuDhCSVfJ6uPLwLHLNfv+Tai7F3cNGjrEuj4iOrf6k1zgYhIsdVbQ35LBPGT60U+W3QyLSWwk71vPURQBiETH8UlQ/4ei0JwRfzAkpyK9vkZo4W3Cbu8NpsqJz/w7I5IT8FW64Bd7capKRTCXlRJW2BZmUX7x048TrIBilTkzGx8LNS5tH14XoTtZ5ay05JOxwPty2TlpYJ6kdh5MfYqBRyt3X5Kb6oNpo5dHUHd0hl8Dz6UfPhic2m5IKUXgBCSm8QBYRPoGKAsusw6ftvjAavFe+8oWXJTkC59TTPYlCQSEs2CPZT2VfkiTWq5sDgLsoz9WP5cOLP2E5IgwlHvSTH8MG/WUYDmjZGhK9gL/Ud/FZuEGBDPGL8Chx3Q+G8NWMV8xXD56hHJ57D4Ohl5jJ+JXK+N+9X9eSbt19O522xSeh/7+h56r+i9R9xBUz+tVfPM6W/Q9qEWGbVv/PMzvEjWZav+uVN+K6NPTqJHX62iScRV4gjDmppr51c6UDLOEjivlyLAPThongqAqcDZbV1XC8HsxW/F6c6y2yXhuWJ3aS/2rWwfr0pgMvkBW92Zocu7Cz8esj/VkaS4kbBVUc/vUHq+T1Uw/oLzO+/Fv4FeWsHQ1hWVq5fsx/0z27NrbWCWg9KT4x+35rsr8MEm4uVEQI/cCLbz51RMzOQn59X1xrLp7Adm8mnSfSjzOned9/TKyvKfveWhl7X9jkjmo1d7yMLfqhzEPsA5yXuzhSa6+d0XB/2MLHb3a/s6oh88KzMFjvXtee2sfHld6v7Agm9i7O9nDXablVHsSsoxtmZH9ccL3rh/3Ot3U07pgzzA1xjGO5YIciodLs5PovW2ku2WrV0v8V9w3AEeuuuIA3WctWFI3K4PxbGRMIurcl/xJxTej4jH+eWrtxy7lRxlmkaJGGmZQD4u12prpqm38ZiX5fuW4GEYFYqBNFPlR0NYDubkfVWH9Mc1MkkPA/nDuzxV7in48tQo3eGjWD+8uljdHRnyJBrhRqIFaleyRk5xJPnLhbzW70WN5rShSeW44Gs/Iz+w7x39DGc8P8hPbFAa+2l2U6HrMqzr35DaIwKD4w8E5mzVSlgvt1PnhbZsrTPMQsFnq4H/dg5Z9g7ec6mog9Zx/RS3BFEfRWi4/u6O+Wk6Xy0Wzx/gl7goLCgPyJ6tELYlZkZGqC+WQxa9JqF4evB8Jcd6Erwo6tWHee7XMUZqiEU6c2ETKAQ8jYUPEwQTNwVdg62ekLUDD0w8FNKsDG3KA9niRSQGncuOyLclvosz43yBQlQSvU2AdOXBm3x9aUv3h82sv8HeE3iqCaGKRpdfF8Et6WvCmPBWO39BFSAFbb3/aNZwQFZFHt/tdoMP/JDDh3D2FujXmD49XHJ+Gm7Hl9f2v2gNYefhySQbqlgxANulrMI0XqE/uvwrc8QjQQnRyeKCfBYmQ1084Nd6JmlBhb1I/sQatl1ztm8FTp7qh7ulxhP3zQIpOjaPHqG3XkhWv8oyQXsUS/mHFzBEAltQYrEGAjzKSgVA0uk/rHyUNTL9jgDHNfrzBX/zIiEfQRCR7EjyS1csiziVDJUJZcwL85/dqlJgvpD6ZBrSChHpGTbX66wPShvlqw1mWp1H9e3ApsMfw5lqu75A/FupNCDUJEnoXm87kV/kCqVcIuyeB9BSd/nP3Hnyxd77gmpxYgPqsC+OWDnRGcyzVw/r/QmLbNyqvLcBuL5E2NNND20sKf+Lb9TTiA3+92jtHOyDc1YF38aAVb6wZi9+1cFdJZaT1OdzjeMOe7bgIlbH/aj2whhKRbxOJcDDvGKKolj4qV/Xah98Xa9fp9jPUSJ3U3pXTKhM2iwYUFm/E2uVwiNGulsB5rMzg9XLkomPPKzUTz9+pv/IK/3bkkci81qKhh8ug+jn/IKuS6ElrYRv4LD5+XuakLiwtWlWghYKfvCWOIULIRL4SxQiEWuyoF4BHIk/cKmRrJ3/1CDtVk8XQRTPUKoVJ16djjA1/mFRch1fEGuCqky+1mad69ehPRhQMeBiITYSl+3R4GEPWo/YXMSlSEn8RbgoRgSnmnl9sGseQi0FpMWWaNaLwryLdGxaHzQpgFjFMp9OA5xoJCVvGv+DqWSP5kGRq9wZfr5pABUEx8BEKL4TsbvzOmLtCs3jj6cbQ0swTAqtg2OBjl/It6UAI9u77aI8upoZ0TlvFwr3v/qvt2paoEIiVR2OIcTXLS08IaoN/qKyvajp6PG3CLtZ5vOCyO71Pka+T8sMTZrQtJQNxjG2L5wzS3a0ADz3g8J78DNR7ZoLb01f52Rtl/0d9n3LLyNH72tpl+V/ZxmAf7vQ5NfEbY/gzK1tuxuXAFABfXTiH+deLwhK7vX4uPJSNeWLv9je0XqGs7scJtB6SpfJ9gvDQf3+BR/TIsZWd4bRV0MHNylfRMVLabhqrVaL1NAkZvXXS+7SzzEaskK45JOSFNav6fXSyFCttKsE6iUHZRSRAOoSg4UF/AcQ/npsKmKNv0CG/W3docvgE+PYGDlyJCSVo/Ngdc0QpdQ8ZxXx7C3U5ohBHsVhmeN+GYDhL3Qj2TVx6g7f/6oiO0UJU/V8XhX6BKSvr/Kr+DtDAt2D90mKVxndlbkqrGRxYNHHJeD+MjENUBsZpeIWQXjqfUsR9GOCaeZoKnw0aa+DxSh7tdn+IkeZm9ZF0lSzlnM1N9Xxd/Y4qWBDsMl2rWgUjJNgBdovAvxKoGFqTbWPzQgbRUKmJ8R21TQa/nz9v+cRVFF5lxfo5uFfrrQLoVZysezrtS478Lvhdp9ET4w2Bfg+ca7d/p+F/ET6dw/wyIS2a+kXO1Mv4RS+4pso+Uzc4YeCc+EPOrBz6HQC8ZKidoyl6RErWHdFw1M9aznKj15SzBKM0ujPEh16PKxtELoUBUUSKR2lKF7W+DpCoN/Ax69aEqD9DZsAbuMDKzd4eB+gefglvtZ9SDbeei3W7khEvNfm1sBFcRXBjj3hGEw9G3TlHP6FWjSzDlo5F00qc/6HpatYklSLgr+EyxIKLdxlh1O429c/bs9bTMTMREd3NRzJzGPKszvMrMqBq+xXHFhIMOLHbxT4ItasSsUTnYyCT15DNFYqF4/knrQ1nCDh5x7vZE+zhmVMQdfkkQn1rbcxvxixOzkQZcdFeM7Np3I6BI4u/ZvKFUvSMqGaS/zu4SNfmZBszvfFUZBjMWOAg64LKAJQ7OFzUvaVzuMF6xsWxwBCuC8jqUxatSz37kAhBtijU7k6IZf68BrnpD3eRQ/rEAC6LHj1316Tu4UYd06v31y9KH67WCQH2XrCB+ZrpvY85vdHwITxu0p2fFG9ZwlOCpMHwbIuau+hv4U4YmFTpQt1rihQvbjFvH/5U6Xrk/Id6BNS1eskvcgkqXXBwAx3cqKfpShevLqAuo2uLMqte2WMvM/c8UwvjusDVHqsTbZ8h0g/zTF7DcKfynUJSehXZ06AeWqhSkAe+7smYB7oaEiKEllzkVjUrDB9rzWr+oH0Lh8vRWd/7PgD8uJFfjcrJlNlrK+PU8/NCpR4FH9Ow7+J5C7Wpm1PTAb2LCL3HtrG5fm6LqKLAm9sRYLAVQ58E2b9eg2uBM7uCXmmoSTSb8kLIaOXJoPK/Yr0zehxV8k4kLwKiwk75+1QL0Qn1veNRDz7+Pl2h7/Eti1Lc8x7EYpvYOB5cruLOIMy4xTuoftbKMmoXVDdsfbRtQQA16MZDP/+hm9mac/3iXdk4oRsA0f2hIbywPw/fRcQCcVUKL0py+FYoPYjv+kvJIbftdfiiVAYNF/n1KjU4QgrVjgdZGuOsGQTImlCYl7mO1uHNUd+Rtpb2uBQiT4fE0KsA9zfywbkNiA1bI6PZPSdv3jtib7Zer8supGS05CiN2TPv/+Lm0ZlQvD2uT2h4eM4W8DyOIGtU676eQ1/Zx3eNEn17T91PAyB+VLsrPtqgr/GIzDY1URBmQm8MH94HjMUSOJndc1Hz77vU33JD6K7RYePh8u3lu5ZwDNYWBylVm3F/us9spfmqG8p48+APX1+MqEd2j+ZsSErjvI8+QCLO1qo/NrEILVIHnRCwva7WdX69vWFMBCAOu0VTWHOH2lmx3CWI2eUi7nyWcaHeS1Aww/UwKWF89xRlUgyJBc7qXcGBYeCbFOPYry6IoUO9z6+ycvf0KCRIywyMLhW1qoDed3Xi/t7PXXys0Yo47Nm/wR+5zuBMLkLafij0wARoXBq5ujron20WtKpcJrsGuG2KOgO6/sCoC72X5I4FO3MOxSmG8dP/D/rc0hMbsVfWavgNOYzBlXpWYov5k7SLR1YWTTCkm9hT/WVVaJ9Wezf1LZSFVHHEogKo25UdJeJsY6L8mIfrQBGba3ix42ipDaxm/13yhf45Sioexk39jMQTApUhsgTZOaBFTt/1ohzar4fKWC7J7eT+fqCZg0DkCe0NXOBhioDfECOA8mrMP1iatly/gT2nLiKr23NfyunN5v8YalCl/QspDGpImkw9djeaHj3foilx5Yu2SB5BFWOBazieP2Bi1fjBX1QbKxuvWIGzaK/ybtnP3L7vJ3l22AEBtvK52eVZvj77Faq2dyF0VOFywXzUpk3Xtp4Vq2QZK3Qlz2tF/hWmk9OG6TYPQw71cw6zN9m40ENe27l3NTqztyZ05dD8uycii4vfPmYVsyVzLqi4K8jlm9LJQi/i7t9ebMS2IgXZ7rhpcKYVT98QsFie/ZDJk3QXXngaTevbQH9JMlXlL+v+arAqFxoB5xkbYlt3TvFTO5xflOpY2wzQXe/Ii9DDcUFJk8yVPgazoL0hWjKgFj97YbCBuGPplrgigQbnL/P8DNDVSA3ONsDrLj0RfBTBrypciBQ/cXaWROhfy0jF1yWzgyNtHRYclY23+m7Vi80X5GfCH2ZpgCkVedNEe1wJ9Ca6Kf6E4SSOrJB2rE+cM9+YfTmrBVkf/hwrwz2QdvjdAV++1q1FiiHHMHIEwg8L70ZEtSdqjbsyDQxyB8iRynBLJ6gR9gfWYC2R9r7sxI4AexL7S7QL9TIk6/QyPUigwwqh7l8OiiKHoi60bkoDMDjaVNsOvCD/wIDAFw4OiAtgKAVh+PfiQWzWewRbu9DM/QvdIIWmc+IJdSifjK/8K8ZLMVmp5aKiHv/usL7C50Ql4+s9uUqDK4L9ddO9YGb/A2P2bHaGfjBy3MJd+WD+3MChrSoZ1tcChLfU2vCafQPXnd/u/vPnwogrFZF1Ocw9hPbBxNwsc/Pg1zj5Lfjc2NAaXB70g3XKVCdfJNAGKOjYzZyWUp1p398Y6mOff1qHT8uP5bODTRhHCC5sgZ69FExbYIHHho53Zbeo2mWD/eO+qWSE3IzRvNj9egzwZVbkstf5Wb5G7An/Kks3F3r6SCNCYpW/5ZS3LjQXVdLFMgCS+5N/CURod+CgaPl51DUgq2uzm230INNAqS1eyFulc8z6QtVRvE3pf4cE4mQu+18bfDQTcaSGqb2D5toGVUpwZyAAA3A+fBVF2C2I7ZcJL/5QbyJwm9OW2e+P4xMebcRB3h82iiVp8j6p2QpIyv2PKRA/SfhSdk2FsBc7p8hyiD3xmfblFDgPgk78At91Ri5vYZ4HEnNBN3mz4Tfpp3XCS9Lt+MDsWokklc5an5nCuup94bmoGqEPg47WPeRM7ZWt8eXZO+SID5SBJ5m/ZiLMxVf+NfBMUNtgQ95RaqSwX5nY4+Dlc7it42QrY48YSR6Xp1Er+M3Hi/HvQ4iBnU/wW7wSlYc3scLYLhpMtYrk+vbgCKB7N9Jwy6/ar7r9kuez456JOi+yNmFI9MgbXJPMK4X5HbyRO9P3CHJ5nLFceE07SCI57Tr32nAhynfKNtYRpEvDbNMP+YBtKEfI/M3xYjbnXqlb3fuPjwwO5nMa4mKrO1nFQq2UbDUUavexAuef4F6tIP9sEIFykWBdMGpL9TrmxfADbdrT8fp+E0SemlgIkn4xMZfLWqlwzPwT3IRFv+Ha6BzyL3HfsUCRiKnn5VfTnXlPLn/YgpSrwuS67w35eC7LN8nI8QFo+5rRD69AJdhMw2xETAdYegGh88yPflDFqNXfjROHTK6oI/G0PYZJSYM3eHrXuWvM+SfVE/AVDRNxVRhoEHRV9PpU2d4qVl/iMFXaw690c51/gsZ/Ww821V62mydQp35m4H2UZAacatL3wIuPmu2Tf53Sl7OPbSmpEjv9/q7/+PLl6myvG+kE1KH/Dk/0trBdLSi+L8bM+N9F8EQ4/059BSTES8p+uAHlTw4XT3wRDMcMohksGZ/dmD9Vi9gjiNYOsRD2nVVmrQZtDn2GSFyiXy7HvJOEjEMimHt7g0iBzuaQNjPXHAQioXPugBk+U/ss/lq2XZIlD6L65D6aq009YnWL+c5WZyrnO1iluCed2IyhL5s2rP+UqO1V2hK/oZcs8Q0Kg4C2O372PpscbV0Ypp3fLnxsRP7T6z0/FigVaETe/PDfDo/zkM8dr6u9zp2BmvqDMeBPy1mH/VMP6efdfFuPZPU728rPL+H03URmV+DAEKVdXka6k96K/aLH4ifyODGLnrl7f2JASCG8IzNRcMPq07QtSGm8akvyTS3dtSgxENi3OM8YykZ/j40sKeCkZKxf8bgw23MedD5aBNFhf5NY4l4EP/N3BI/mUNqUtNcuXQaflgTNUyCoiFcYlftg6Z3Fo1/tperIMyzTPKFCkDal5nQsQjS3IgPPc2HNUMs876Xx12xJabGySErB/ODcGVdzYj+WE7cPr5Iqer31u4PipFIeWo7iPI4BJn1kM3yYzxfq5cxVZFK8qxyg9AgJDsK092xPMFlnLjz3bU63SaBZ+nF9HcFIU1Jqv4r0xD7Xj/OS1iupmKIYZ6AOmyvwpZB8tMQ5GvkR5hze+V4hl+5LRV8cXCCWkZq9B83WE5SHiN7qui/G1dUsAeZVKSOMdXIHjw4ACSprRKKseVf+XOBFXFznA/Dv0nJ6fSqnVLvlv0uibdFkr0uySx9xJ+SvIEyFfchQbQs/gQD+e0+IT2+Fh3KiNawiB+l9kALbC4rQRLzXbYFsezAGSmFyTz9lC7w9eAzLutW4jpfEVtVgKkA6NMKoa/pQga/mFbi9ln5dVqgivmntmjD8hgg8d0oQCZm2lC22AvMT5eGnF9hBy/M3FrD9PnK/lyD3y7xcZWWIz/9AZKOVf3vy+EwO8uC76hsjW3fn8ymjhJLmpS0lHv9FfBxMCvAFmYVqU2FfQz+81l9fRM/qEABFdD1DrVi1F8dbXcPIegzfI97npWkceESEAC7fFg2bNfPoCNafmcujLHFrtZukNKF4N2kJX42/xccf/Plpj4KcENCYvUiHFH2+1hMWBa8A89r5IYq/2ieHQ1UdWr5QrDcYRJk4ap3wWz5SRS+8zIv4FQnaED+dB5dqz9cz1LWMiFiyWR6w3FeWQHu6Dqt5WeUzmtzAr8LRYKaAFglNGmWPz/Ew5+V93RyKl69fyuKRUAXB/NgxsP6VsELIYwleDQ9rlz7ZxoHzCKPtAWpmB9TaizzZBOfzwSq76QIwAJez5P6fMf4UaWeEisrD07TsnYEZHxUqQVzUBsHaiIOb4MNUH/Q/WsDuAZpXzygrn4IyVaoR7dU2SZCOB9F39zUuSLQXQnwI02uysMQjudEbOcdPFOrKw5pHs1A/YAoKnxy8zLcT0pJXovV5cQFeYs7b0h8raikFOBamkmq24ZI4yqHuy079fyJa1gqSi/SpFNGASmnDKoMkC0469YioY9a2Yr5NYSnzAJ2wY8XAelrZ0OkyB2SEf9T7+SOcFietiSz0lPzr18YCNMWAJo5GXW1J3iVlZkS2iV032wPW5UtlkvHbefOERWE0p4lY/UEZcCYgCV/Hc0XFtNrXEEcuqPJSvL15/iatCDiY3B6Hq1/KkzpV2cObRyRZSlX+Y9cfMEjZ6heZJ0oEgS1o1jZgJ7Ra03tuffpjb/+wUKopbWLc4iZpkTBVBHG3JZKdbm9c4/L3PiOxl+BPvZjKHyd5ec9jiNnrwUqT8LHNpGHutLiwwBRMNOxt6YJeW5zP/WfnOmZzPDBjOhv+zl/rtyKfLcaI9jY56dQ7XW2yIYIzVDwcofJ5fuZ/CAv+Cuq4XUPMi0btuOyifI3uPCg3mR3BV3o4273TJlt13QP6c0X7MsDPRpg3I/9gCLZywkFgo2gXLinr1yZmMXXLMufTJgPCA10ZqH1VM6aFt/9fUBEvjZr6L2aebQ5iE9NLtAchAVTNinF0KmocLCD+8ppaUi5aQd269jX16ic44sbxCYY3C3vh0E+f6OAFB84OV4PblD/XH6C4D2YOO1Xz8sc08h6Z4Pek1FbShCGzoaA2u54/pvih7eBiWLo52+HDcu37r5RGk9WKon778GmE/kmuMj7pXZusu4EC/jrBLFuVGVlq/EO/3UGq5AmZN0dejLHBazy+4HuIoyoWuoA1sSOzN8KdbORVBzKj9M0C+wwsJmOLtzL97aYa/sz5zq4McAGCjAjtvwhg/u6NpyYJQ4+6pvbf3H1pxFXG/fXxorRaGcMvZtiUQY6GqaOFeDxlnpz8xUOYM2M9zfnRefzOKj1VjRUgFE+7u0ra6TJ53G/U/mp8OE+M14kHpaXOX4ISlfl99SH/44YBSeRZd/gr1Ox/JFXoiiXTpUpN2CMbmWrkqhsGgPadOKFvVkOMe/SR2dZGjC8iz1+jW+rdty88aucTUrU/kgsf0qrbmT0YMC2ZypxEtgr8UH4mh5RiwB2GOO0/gLZQqwX3SnTH+xpm+WhHTuReBQShx44tfCmZuWH0kp5BvNYMJal0Vj2p2zbiWwsMEJ+6uQzpYTYnNldR/pneUrtDBWOHc3DPAiF+iYTC+ZRBC5eTjp6gcaL9/YueLnYglYhzRxGmpvpVsaUSKZjip5DuAANN2XqZ0f4iwuDbU8NtVWdeIZU3E3mZiUQSl/rrUNOf/PNYXt/Ljq1/t5U8IzkGnOZPvLtGi9ThPO3/cS8leMUCLv6Ed90Ru6kKwUHaNjL2oAVyb1uYyNlr7wSAjR2muz/blzM1rB0c3y2zXvo8340b+65MfF9iz5Q9bxe7xdD1viKgxfnr9vn0aK7nd9x6UYoX0HBKSRu4d08UFYq8l1SS+6hJnvgoFp/nHgjddL/hKeqw9WZUs20okUTzTQrugDY3RRN0MRfqK08+DLUj7dluzuHjlMhmW9p/bTGIEi7br24gXyPYWjlLQNNskLpxV6hbwL7nZkW9+qUOBFiK3CVs/GZc7OmcVJRLO1xYE2xqnDUiPpKJi+WNBYwMJTGD+KzN7uiKfLXRLnXqwGUSTbNsU8dJqv5mSvrNeBtTva9jXeE3ucu86wQVMJPH5Z/YEcQPYv8v9h5kJ69JNmAt5z53clNpA34il/KWCa07cHIjHTzpJ3Z8eFqKH8R3nf58S/o0o9j6Exlxsd8H2t4PHn7dU2Y48epxngjG0Sbc+bGq2KwXFiAhU2OsQjzp9d2AX/QGPdvyz/06c7abGOkQLLe93Gpj+UX22/CNODqN0dQ/KSKBFuIl9m79qpnBFzZzawvCFjHxTLkykFU+brSOBMvEjmbry5oQxOsBoVo1HLF/BTvx9j8mzdgUZuOEOPH19uHvk6ySJN0v7bLa/OYDrm6/TURSmO+CMErXL58pjP7EaM/xg2JUZ+Y+13YzloabG+wfgUyfJqYn5rciayePOu0Pr9rOI6/3YZ/G1nSjVR7G8bkMPX+rm6DLJ321xqL9hrNVmdA/F5xpl58J+Gv6Ov2VNb1yotkwfNR/O5yrA411+CpQDfGmbVupFyVshtYtt8K8qHfIOBwS8vMFR6ZB3nH8I4OIwEcqwM6OSsDVakMn59AIJfI6nwuaiouasvnpllUA1cTlsDC4bJMHokrUbqebT2b1Pmqbped8OLE+BJtvPuvA2xI8ZOPgBLUStmzK+ViUppr823az9ynlHvhF0gZdiyXKCU6Rib7AtCXcl90HBxRdUf1lJT07+U2wJsPF1QXSpTM1DcycnR/4xnJ/bo0NlDb1KwjbNCXP71MP+VIr+PnOpWreyPTaQjcpvp67AjrOAN8wBHLjDLbG+vjcVpsX3nBHpDPespTqsL6BeH28vETys8oYoeU/J3GExG2EX1+pXwDh+BjTAm/VpOn8AA58LwNIB+wBYKmL0y6UXp/Kb0U04ctP1o7YlkZfyq6Vb1lwg8kKqQmGE8VKPdvXND6pygroMkazZIa7qgiUk66OdFhbySmEo/lsGGnuOtGWbe9W9rl9tdtUSM7sKfcZYMowDWmvIpksUiZNKqNkuDUiYSRsPs6T/0lOCimz5B9YydoIP0ZBIDfka1xBkjR0VIKdAOhPmUfxQLCxUWUttGuy2MNVgmDdxgPHlHh2Wdn5A9PPYmo75jsk1JRcxr43dU8x4+bEHEbzCbdqXLXGZEQOVqC0QQ6EWKROtTb7MZy8EfBdkFLzDmVxCx5VrWaVgmV5o5nmK1AeLZLIIng06bXc1TzlUZ6KwSPBr9ZH3Ay6qmdVg8XizzT4iiuQIJudZh3Abtm7EUXmoSWIcpIsOWUD1IWJtBnzF7xe1KLvtrrU6ATH9DwHtAE8qIvVMUlDtkBXFPFDg+gsDuxQBgiXwib8cvnkuMvhH7XnTMYkBlZEEiLiOqfbzATxAU5ONAfg9Iewg3NSNwz0JaLNgk6JCtrC9TwaZqCTMCthD5KEjZhScafUpOORaGZvLlqQ4Qy9zDdfuuUhIaZY7LBY6HEHUqdn22spN2UGDX3aTU0XZA2pKF6lL/B9wuzeamhcOp3s9DN/TE/Lx3yhI4dKBWvgtIoS/IGze5o1eJ/gCte8L4rDK4limEiXsAegGdE5445NQgulKDmge+C3Z0zeCZGipBWHtqFxPYj3C5tdDsY/3egj55EJRYaWCziNjfShrzAAEvOuDRDI/R4ElHzNf/m9AvcftHES6oSlhmKHeQ+qSYD+qhk6hIoTLH9tlKEManqmnQE4eXpztPXUEUf0vWr+03KI1AkDidiX4P9DfFF9idnA30xV/2EkLo2x1j8AVQucSuF5OrVUcq/pYl7m9qxTpL4hD70L0ON8WuQhN9mt1xf6Cn6GYHybtqgVCvciOhCKOkhOoquFoLu5+8MELVLQ/6XbUXY4d5VLPOzNiyjqLsZuPmOG+iw8BVn839Z/avnTtb5dPkNepkyCDCp/PwsZ0bSr95f2m9pSjYQR1jVdxiHV/MFYJswBvz8cA6WyP86MTIgvXc78UVKyM1vnXeV+P8uwymp+sgHodHBXQHOTwe2giq6dFPnHpMR/uVZgV+C5c/cjUFEEw0QQ+gDvoWaxdBm8XzfYYpcMMdrUNsK6kwvl5bXu+X06Reo6Xy3Uwif5AnwlvuAZYuo9hPXry/HqLtBkuzVONDkJ5pFdtz/yOpLeHvYAfuRCtMuf4sXvo7/JlUEh2r0Rlc4nUsjKKHO2ZvA2eVewmmP2R6Y/+ueV/GWMl//JeMiBC9ynBGLqkeakZlf/reviW6oog4PLt2T7W+DSeH8ll5ErEDP265+fe67Jz0+RxvIrbjT1hLJfWFT7x42Zmc00p0VDkqnJ/iTrrWfN2qD1e/30qshsXla+2k/LyPK0b9u0pHY56jzAzkKnOkbqDHBeHX5giaVLIGTgz+CiHkjH1PG3cVhQOrDCTdHZUMCsx4eLN5OxTYV8sS/GQjynwLQmPL49kVmLGxdrAf+o3Qds88q1MISu+rpl6PHn60jvlRf3clMF5VgfzXekijx1s5/xzZARCp38LG4PLhWO3t6N8BYpOXfsrwkulJVMNsAKuLONt1Is3In8yKpYhkfskClsjvs8u5bHyt4m148i9NLHAvX4JqKyfvWU8+7YMcSewMzlDqiWII3Ywk2Ez7s+kkqYoTtwpFG8f76mNpBvi0yVtNIOhuUgfX7CPL7uUHP+5+mcp90LO8lhjX1THyol9mpP3GqL0kVyUOlj/hDD4hO6QNht/TAr6EgL01FvpRlZi0OgJ4ieWhWk7XPMUA5HdowrN1rmt0VZbmUNzlcwUcf1aHX5pMUskgwGeJGiN5oHHMShWMB2tXnLW5WJonRhqn1SmO2bvo5HUSzeXXcdaTSyfn8+TaAVVdRnV3BGOJTIfAWYOQAYltWqfSLgvtZHlGEej0glpMXCBAAtEFS6vLux+zNnAFM3tHU77cEz9BzdwTaSNcuixor4pj1vb8dOB32zxbCxDb6QmKUedZYZTbKmyoZiLlvp52AKt+UREwvB9jDI9B/A+C4sTa3ZioUtEs/NKnR8dnEHsDo50CWFtbiFw1Oqw6TPzBd9M8QCtUVbjKASbkDX3k85AE3wWuZ637Tuuv705yKetzYYPNLeuA0Tv8mIGb4MNVa/P/CEraDQEyqsCRaPcRcB7U+6/F0yBSZkc1wLg+k+K0sl40qsxIRj9nacZFJMUPLBFdwooCVqoxzblqD0x5d+qd0cSikli2wSgZmASAT7ytLNBbMJm6r+PwLe/VruB1sIX6qDaBrgEWFny5gZ2O5xucbN9OyNXbfyeYb06DDyhHuexRlsYNdP28C3qCuJAZj8rl5kFOuGYf+yNxO8tStFQ8r9bj5gKbRjkvyObRQtRQIOTPDr7p5I7Re2OyFasr0WAMU4FGE8dicGzOrj95MTHw0nY97uyN8tMJXgjC9spQeX++u5dfZgAou+vG01F91+6eJamR3k12eLwoyIrCzIFLfR4h4xV2pGpakYGSeFT8IvhfyMcFdX9QFrIBlqII7QQiQTtupmzKxy4QgRhuYHPQdBdaSpG7OWaD8dqrm9C0YhWkI4/yRhrJh/Z7OLP7j8j77Wc8lRj8Hdu6MQvE+r7CC4UOEhUuwZFHQfkYuNZaNsshY3gLNBU+P5rS7eXLyHaIPQlewQqTF3mylcLw+xKIXk6q8IB/K9PFvCGPLZ7rV5GLTwGZk9uP8oclrMyO4fTSjESDGZwNdHTvqIcz2SwbPwn3A+5eAfGqOpfm3p50GEGJfmGN3TXM6VmJeVOxgIrlnqqaQU28S5XsSiI/8UmNvodmvZQ/BKYyqrpOg72GpOLUvNYHVMFXY0jof+tS3sJqJWD4FyotEUSy8HDTy4qu8ktuKbpi2NCU0kQ2MtOZhJ/dgVz5OedXI9cmIf9S4nXopaFcwNTKW3JYGEUJJRCtwIXcOokyTon6lZUZ3SiOTF1c6WusS3t/UfFHVhmY+De8t2+dCrpQmlbpNPHHLLCtD4g1xpl3H+TpVv5ckDJ5knlmhzLn1Bl42hbVPhqq3ttwU6gv2yQ7FZ9L+xKiPox3gMsL6QjuEafl6Z/fnJDAMlUggj8EEtqzf9ixnzCj7hu5+lTHW8cJ8osGHydJco+7FD+ywEj++Jx6dLQgCesSSp33OsZYu+L0U/Bev9ZAK5EaRiWGZNPNdPoQSqABLgpgRsODBf8JL2we7w8Y3MtgAcd/fSIAeqvq9QGffxsTbQM6fvvtxgaCk4hylH5GLp/bRwiz9lOB2lQP3iSHZXkbzuKoBa+Bv0/KOyyCxO5Fs+WMmf3BwPVyyc9uVFg+kRv0iDnVaqrENKrjQZPXA84V6TnEV/lzTnNCkVMV/87PDVRLW+EBWYaKkATaUk+onIu9OBfN65LRW06EOuBFP7ml8PowVgCAoc/hA31nQYYX2rUOvJKt9rtdqzKv65/ytdTIQgaF9fQAXQVislQZvTneataFMQr1tzW8XO6hRCfST/V6Vr5Uqdcn6a4kwRM+1kWAY8b4FXuzEz68BlVSt7R+xB+Amg09XoIv04l3MZWjHLsYfLE6ZRYMATLhaHyJRT9uMYEYcRpfmiGpCRxhgCtc2KPrD2dQvrh7QCPliRnFN+0uxd1513J+yr6x/5gUecJamlVF1QiZ+eZHgxahcLBc2/+2q+X4FgqwuFZuaJNrB6ELUIiKHOimxriqqz8QAm+4J2mqrB97C4CP7CB65lOBADDi69zxYMQot/1fshg9QZrs+US3a61iUJrvwsOHYzZf+0AH7HYNrjVusnP5upXN5dfo/gwSB7qPe4aQIv3Fxv3sUFnz9zQegxDmwasfqLOlj4dDFLLERsYYD5vKAF3wW5aSMfF1kph1qua3lXPKPRGJ381oEdN0keVAUvI57fbBk1I9QTtsCSGevkImUN2Hz+LOBRhoBlwJTg1ZsURqa4IwoE+ntwgmLP8WZ0fvHuoM5yucXmlntr8sg+aooQLa/pq2BdE60xVPXYbXFBm2+2PYH2uQgCoMBrgh3xNOauDA/izG4lP6Riju+kbLZU9/7XYEGFu+yLNympC0iAPRle5KpM7TagfI19rG2lajOR8VAJD7VX+o02QNc+CF2kd2b89l1nntpFu9aDmvwBhRYIuvrC5qm2F9cS/VfxnCW+kyNb6KhBPXxozKE2ciX1uFAxe8cX8VJIwQ9CSBB+a6eXFuqnmLz191HHXfkWGQCXYweuCjPCTqjfv0A7lJ/BQyOA4srq7kqmprMUnixbJURS2eH+JtjQbWngty4649m+51vEMZGlY/6VPkb5FWEvAWJhmVA2FFmd3xgxVqyvW0w1pE0CfnxhTFEvzdA0k/dnVJE5Ca7QnYcno4zjwx7bR+fekHbcj7DHlDok3Q8Czb8CE81+y/ORE2xucgJWjA65PQxAjaXC9Pnhef66Ir+8WA7h6yhB6u/eZ2T7jhyfBbqeCsXar77ZRxJkP83bJQl9RvLTiM/A/LXcgG5pV3ok/6Sl42Sz9z1+excn+uJCU/ZF1E7Tem5qNo8EPt4Q4uABT9qO9DhdDaHtEdPcyManZFl4WqCMspEH2oMXyvLexnIZsvktJulW526hCFsLeLXobdHCxkk/NGoxLf5cs1u4H62Ipa+ke4mIJaVOQdGMTZKfoRg4psygCmy7v9IclocgGDHwnX3SShS9vgh8d/G5s2wFWcZUXpFMO6ASxmFSBNxBxynzSih8OrfxJWfiuG2XZjCGSzvfF94IKzbBz/6sfjsE9TQmqrSN3bAV4Kq/bNP/E97DOD4M8os5EPUE22JJb2j4P/szN2B1CrNLnXIQAnCITzmT8PTFTxHEh1Ea+9lIZnoab+mKjEdCI7kvJlQGXHs4RSrYyUtEsKoqeo+Xq3lyVF3G1eRc3h0cCqjcCVJ8J3P3vEa1+UNFNC5QD2uMPoTPatljsovnHVR5vqC5XAaF8u/PML6sZEgzk1mCXA/Fip+VeBgtU3/yGyX9jrJGZqSrWYBgfj9EBwai+pqSmcq3fSYWDW4YV6JTq9RwofFoDTcOjbV3+iJYP6DIiUBwgTLDy9BihCkxzlST0W/4+xUPHLEj//W43kd3cbQUmUd0lV9Edt64l7UHMyd/MOWb8zyJpK0N/BGQon0okTI+OMJr4NCBPIc9EUniOJyXTJNptpljzCtmBxS0xaFb0pFLBAG6SPZpn8soRW66ltz4zS9gXUY2vMyKLiXP4crxsYHJvGL05yft1RWJ9SKD16iDMDJEQxyUDfDMpLXnJUD9szyj48m6p61LunnJAgbd+KPr1ow2whTvXtheGYwISEa6QuAczRccYOrxdeX4xxh2AEL4vrcPM7nf13yotW/xkvwHtBu8+viRGovkkGZWHymJT6KXnjplldRF97GgHDZS4Y+7Nkw5bZhv3VhVFRdD6bq/GU9pKp3trggS9rodwT9W4F+bEa/Eu0W5ldi3Sb/U5Twq3QfB7++l6HH2ePsvvxiT0bQMQcbUrwtaLVPbHoDwZvbtIz6uywzE8af6PWn00MTmTvxSjp9zI4D4cuAWEq5/RFWzZN7bOyqNkyX9ZQF+rZrESNyGMQptrjNJieA6vBPDxDy2rAIjKopkT7tAfRwhkTj8ESWm3+YxnrRRqboosh9azZSp3+rT9nRSw+UQCMKRdzw8E39DfofKEqPkiM0sRcMhgeaIHoNWVu/AR+AlTulsBMeTe/ITgohaUoU/m1yIl1aluq0emnLfhKlVlP735HEj5cG5oJxZ59QRxmeKtWhJP2mBKvity7GrBdpqC9nh9MW18GAKjsrTjt82svMLavGMAVZUPzGOYDO64VKktCzLnDHUBDgjysRlfhaonBpfkenvrYm1ek6+5vhgAe/mVKgsAG9HPXyavMTQyRQem+Szpm/era4b/vreGe+ouRtbHqJuMH2JSJdAp8ECwUbE5tDmxF1hx1zwv4EqozNM722yL60CiSmBwc6nNj/9ypEMd4RMu0QBgRgoGjKuGLbW7Ok/XiSEaL35J6KZcgczWLtabR68C36fgh3trvWh6+TLufboU/pa/icD4Sl8KWU6+tf07xSsTuL56idDg1Q+TQTO0eMdeYb4J/d4iPpgHEjsc02EBMF/4sSDaqe719CJZvGGF+v4U0I6AK6z1npkzrQRL8YxDYQWi4KQ/oQ6QKB8nzhoX62dtOJD7jj9v/uEbOi+7NnuTJ9lnQqoH5fFNgJkAj2phd3BxBkXoppLrF1oEpoCW+Vw20DkCiTXh010WBJcslcC8tnrfQ291y5JKrwPWwXmTJd3BpSiiMfUaUMOlWzBCmO+LvHPaVBTCW7IT9AAN0nYosb9LHZXNcxyGie7NGjsW8rrbR8z+jv2JT7cT8BZ/NV9rn/hjYRROGlJGhjo2ZeRrY/rxVw+W4qY692VVVJzb6mu5vizqD2vE5luYfVdEEYl3iYVt55ZqX4kDlwBwgKEMUvt0qONg8auluMwbd0guLGemn9/MPwHSjzn4M0hvGl1deHmyry3337JMdXhCsluy70Iaj8PpWVSxQK5XLdD0RAKQFGrhYgciwwUSzNV8IP2ho5zmc0E1mirKyrEI3n4Q06Ar0EiULQpbCU4XhGZBVZfSL/qLSgyM558gO8oFRfcEoCMfAwj0QO3mz7YsKyCtUX7cn8Je9kvp/DBHS5VQ0e9ZsHWovslSEOwQd8EhC25lA0E2kasIuG+8tbEmmlEtMImz2H0NeMMs2tp8Z5w03yt7/Vcv6Ovc67xMsSQ+9Owdl14CJ7QexuFRlU9RWmpipQzoQxyxhK8fH3KQIw7ahiXNu6uSq97uuMn9QAC/zR/tbLRRfHzusPaMVJaiACDggwM0RurHCe2VERS5Duwwu+rgj6RS7zxUIEMCTYAYGPlX+L66ooOxrrc+gu+yFBF9Vk2UhVNRumGDwGRYzXSD4AAQMTHdrDqPMfMu2kMsOY5pNkZx8aELse5klptsd7jU/AzZwHJzeafQC0HEFDP0Qh6XcW/v3Yjq6/F65PpGgVBmJ8lrnwRg79wBczRgXOwOSi8b8r2hVk/t7Sp7ND10g8S1oni9X0w06h1LMnrHhWdDYlCfXhp/UFfQ+7eEoC2MIMrytDLBw3ARTbn5GcEW0XvEdJOO7hQPQm0g3muxdi+XAm+fCbZBphKoaYvKg/9vK4dPS3CoCid9NkTgtdxgNNCSOzI1P1QPDjTr6s0V6gh25AnrWaCSVXGF41C4ROyA3aSpdKeFsnOFQDL3KDdbPZgAUlKAcjPXkC2URtz/T7Cf8W3Oy5FKDZHXd+YF4za6kgdYPwpH+wTgs6a/XaTNwHxubu8Bsd1fdu4g4fqRZkUem5/zZHAF2xoNCg62T90lIkPmjHm5v+BBMvHNOfL84uZlIi6mCusfoCtWPZkIRGHhtMrf3U72Lf4VGj+xAjBcZQMl7E94gcx/xJbdZZFxc+YxpZsNIAsoD1/5okpoTibVyILwTu71iciXh4duPpw7wQUKSdh9A0iFvUFPubqfxbKc/2UIEJieS6MUUp+o/4PEwwGjs6y4T+Wjn+7XTIyUIwXt5aqzi/+ORhRSTo4RJBKBDs94QZJ1NkDtYqaE009x4BZrZUpqM937BMf+L+uiO8qASCjlUNQ1beI+KPP7hZtiWzHE9dtPXq0MSuo+hrRSKdEGa7bV9unCKMqHwjefIKRKo8rvk+2URI2nM4Ym3lr+OSQjMjPz16IXE/jaElX4R/T+gRN87HiHQ+N6UK0cpuKDVsILdjKzCitOyDKdD8dp/b4RMB+bv4G+1IhoJUkuSbRCsmd90/PTADZXPb+mv9eLplGHxW4Z8ZWVORz5SHMer+G5ECVKouFelpu2IBviprDFnHSiflTKGMf8sRWpDMCOlT/Yo5EFLjzSBAKLixcb7wF/wZ43x7qczq7Pf5wu0+XxO4cOslWsmrn8Nbh66n4R8USFzFR+lvr0nspcFcCtZy9PEvgUKCDwzQwxNIcvShxNW6tTsTQgzIZS8KwtD0AZP1Qi6B8Brz18j33zDVPVn8bVeiuqdtMS24eSpQLTCS0Nfn0kxz/DBV8yRXOMqLk5VlVXuDGHQMnZQLrp/s7pluIm7U3e+cQ+KOFxuF59MkM99UVJDxotdauScl97CU/gQZ6cfhJO1/C3YU2xbU5ccAfMxjmee68UX6cj8J9IQA898KmY+pRVrjMBNLmC816tMp27/oNSZ15FGzFUHIbImfAS5oUBMCg1c3oVE+97fkyrNJk6wW07VsBYQObFw0X39ITIIaNA78VViqhwByQrFE/6/jD8BbIzEiKFwy8hD/y4fJzM7+QYBGMIaP9WniT7pRQlj4axbM7unvvOSB47C5kso9xZEJ5sGmsA3vSGyGwz+YNkfOSqEoL5O3fZRvY27B9hnMtzC8wS0Wtr6fl5RYXYsnvg82R4+8PnBxVVL7XJ/vA3NrurME3eu8EbQ/X5ozx07yqzHGn/Hy2Jo3hRVe9ZvGz2B84tXkFoQ6Hu2HHSPR755Tp0FX67ca6F0JXnW5FdY9phNLOP+aymXURQqyqbFUaliKavmFJiiTsT0X5t3vGHJ9KAGepKjyIEoBmYdx9ynWL9Ht+rRHdC/Rn5nKAKuHr7iPxTjvc/T9KjH2lU7E3Fv7BSgMyQLyYpgonxKy8EpbQX7R55x5/XfjekyxFh9e0l797aLYQARnmp37jbenup83f4f1eSNQbKeMfSqfRDV1Tj7VXmJY6kjznY37cDg/LyoiJIXDxMcSCq4bfXXcuesM/TeLW5T5Qb5AVKmG+5qj7lLu9RldGO8rcarpG3C5auQ70A+34SY5PD2qon91/yOae3o6T8/D221OkEl/PCgfOCvYqpDVuWifiZG1IC+QScXrlGIZR2yi/VWif/8fIf2I6R3dZA8zkj984yAfgNqlmataHaJFfG6zUvlEo7/VFZ0NDEzJ70bd9ra1I+u8pE4Tb6f5w67iFbaNMbBElxkt5gmf+dz/FCvl9ylqm+8oF/IzAdfg63FQYn2x5t9onHKuqbXL/E+jylPdslPYOHhAap/PE9svJlmcQQLvUWkYLaG9DpFwMH//RzDuwRHOrBef4ofTJccVaPayA7rwYIMbFkdEXeNvv+VXc2UkDyMbR7IQHtQFcpilHX/OPLPHLGWmc2uLIiqedJFR4ogHAzaAOn/9u4xDl7eonVzJTiZqeQE+A4yrgyfYs0tjLXo4wGRWEt+mI/Bo8ty4GlpD1FwIToTm+uMWjyo23/H88kzFI26PZ+YFkNr6FR6tHu3y7HeGj5qdANIoacW2Q3IUNlHHuCAKrMcaNd8kdQxRPzFmjj66scaSaYH8acalIdKi8OQhxP2xkDUnXYPToRReYIwOdQp7GShlDA0YQJNEbO//DkRNAOyx4d7SN3Os2aEHymQ3TX3SfWyizNCuzaHu/193Zb2HQ7optWaYMdwZXUKSZJRDAGXTEOMGrzBIT0S7+GwKUDAawK/HzA25Lz8M0mGib4cO4xLcOaCXtmgvTstHy2iGFBMLEHVn86Nx+98QCuIVZc8TxjbEGY8rEAFCxGjOfUy5XX1fpPJ9CYftfqcQTmN75/Um7q2q2Cm44T/rh3aDddvEAA+Vj3LWo9xf9pHetGU7RgPfceFSQgvt4tUihX2wFVJ6KrY2H3A5oRs1VBwmI63vhG9eHjVr5IlBzUdJrOJak9U3W0z6u+B5kzCZ6HiumOFeJrax7c/qNSclsbzvqALRF9/A/6EfZ2wTeaiL7wqBzjgWfSTwTDVv+j09Y0XDWRh0yO6pC0B2i20RyiaOFHzro7IJMS89/+snvjA/z67Nzo08sYfEbaTakKxJDwXepQzlOnVkZm0MaoYqz3bB3YvmmOtvZ+8vLOiD/dH6mUIkZoHk59HsmAd9IFlB9CQ2c/teIVv4ioJ1m2zpVUUSNx6TJBg5wBRvXAGvknsnyFHO49Py7WLbp/6lKfhYpCOs/v2Dzg3Qi3CEM+YxUGvl7edNldphxlnty9ML6cPib2vW12J/Rdp1D7dktX0F4vmgEDoTasCH1C1dFDlBVIqnNQ2IIiiYdmSZoxmVcaBhh8xn/bx/9udbtzFZ85hkI0cFZ2AoS4DLj4yxGJ2oZzYycbIoIKMW0DKb1m1+IZAs1zGB+w5ZhhLoQs+WlxJ94xqFcCStFFc9h6zYW72+eM0NbTK+IWYUpe6CW4X00SkTYQdK2gKyap2tt9Q39lq3qvv201a99I3559AEJn9yPwA31SCWORN3PLJi0rDzYpQzByMMf9LNUC/d13BOSXOVuQQHmSVluICMLNZwqXjTjMs+NbT0jjTKQ3nKZ+i/J8QdVvnCkOfCHubUjOGFMFOr/TXNNlb7HSiIPySTJ9WK2VW88pqNJNUvGnPQ+WmlY4HJ1AcdGt0d0ofKK+VnrxIRxDzqV2cMdO9jb6BnG2YGEEGEzoCqYHDxnwqG6lhHtB3dw/Pv45Z6PKP2tXvQwpKdzpTZnDoXlK7+BRGRNTy7gKq3+/L/SjuyR5lbb5MUC6CbbtngL7NgqZriQ9ySRpKZbR0RPBO6NgKQ10ZyF+ULbMjFuZfUSnb8Jvw+wkmcF//F4d/8gAJEZ5yGT39nTOl/o1dmG9jwLyJkJ85GDHKTIOB9XOAVSPgDynBSzrOcfzv8Wzu8cAqE/DsH16LmozmI2/pcZce9AUq6vEEaaiyo1W7yQzn4u1YoBy/nIn6r1H5Pj3LsI0wFcUVMV/sGpb2T8S/wBpwlPp92U/JirbTfZ1aW/oQHOuBS7G9LTvL4oMEqH/Jj0Iiwa1TjUaSLRv85Eu6jJPZQvWhVfwubgF0r/TpKn3a9tG1KERp8WTSNWJsdDA26rQV0ANoU1/mWZiUTG9s/v4IZ0LUvsAX25jsQ8QU78M/uhBqtUdglxWnV/G76n0+hgnyY+CcORVd+Wlxug5RmoXPUuibqTY5aZg++kICCvp5iWpAPiOOaCucv1Y0E38fumyNkwUpHbU81uLNaH+h9U6F8M4NHewTInMKvWlU2Ahu87wpYa5KtYkIGr2Ff3d/VrjYqSuP9hsszo68j4rwqprN8SzCvRCI6LKMgGFmis946+Uzy0nbq+HzIDsUoQZ8jv1aCANaXOHmfJ7hP8GWSj7fNEYi9I/Vm0IbhwtL8hL+qXRxBlJBmQJUfQ2k6ZlFcMQySmBpp5FnH8CTintIGsbqrbHQVexyI7fsF08C5Z7ON3evu56zAZQf2nyooAK1UkvDu1y00QlBoVBnpHIeReUL2Y37khfT5qiAoKPxicv0VW+3U6EiRN15pwzkqG1J7LqItzC478846U4rKgGKDBpY9leNxgeyajUEKro+DMk9U6oV++JulX2b2OAz6kmn7tuSzH0DXlyb6Kb6/yb6t+ThzTJuBrzI8ofpvlkiZZ+ljUrYZlq8FAzRxcBz4rio5WdH2JX4SBb3xU9wQze8Y2Rcmx5sIQ1x870V5mqu1kpEyR+HmXMsRzHgau/d6xhj8lDbR+rx4gI343Q7PWvjgP+TOqKE+E26TpOD4rjhTR6vxHE+xT/DUI9AXwW/cFN3u+nEtKPW3Y6vEYskSf/NkE29Nl+E3KfOT1WYkELv9j6Wr2pEbiaK/ZIZHM2Ob38zQZm5//bomK0WRMpMGV10452JWKlAJn7MLgby3qHhjTy3tUT+33pU+K4JgDt3XXqqB8AeRz06FVNtxyINu7O780VndXb/VopR1WfHNI2w/ZOXu+tKifdiGTnBuXeeNn7HMkcyYbBq99lxjrv3522FwDg76nEC42teI1N0+TC+mQ1d4LuCNtsAvoESotNHNzM541vTXdzBqTqiktVBwTSmBqF3WxgATRK/g4YIvL7F/Y4Ttzl+izmpuomGzBEYgnj0MKs1JwzcYROrOu7JLlUBvUM9Zue+35K6w/aIWO+qiU//fHogfgPcjE6iBjUjCIfYo+1H3sF2L6JC8rSBrvUuzfCGaDEdYuqAPm+xfF+Zr/HlCE7O3HF1AFJOLsH5B9lLGZ172ZrJn/U/Zf4vdcyE4aHlf4EGW5LCf/7GB2l11uS4uzp1MgfA2e3cTRiKkrRN8uv/iDK9Vvd32NG2tR+i+TisU/Nh+RE5eowTZW66/RdeahhzYsP7vkX9/jcrb/LiJXeKfKMRJknTxXG8PTz9JCoS/9DkQizBWFn+1b0qttEn7hpE+Qp3Sxne/wFxefK8wU1iobyTsrhMtvQg6/XykZgwAaPo3rgwf/uoiidN0J1B/hEqiVRr+i9l7hJ2Jyvu3B7zgnJNU/2K1fy24Y/fQWD+BW2FzWtxTR1iQHNQnvWCsUhYuNcr6hdHM9kVig4F8UhrD7wOpJfETuxgKDtPFEI9BpDxTuZR6At5IOVvN2R7hIJVH3fNrm4EyBV78N2ervoxeW1BMp/KuboVhXK/oCQzuR68qCU+BYkYdBJnskyEWUEj9hfDFc3rskYZJTexImR35jIWSZ4wILbTuN0XaTV8UOqGPQmdfz3ttzyJZfxMvjLDNtCpDnLW97Pm3llOnqpvzWWlI5XBc+YsmtWtxILndt/OeDtnnaOAMzCmAxbVvSHovttoqp3PGkNotJ2J/rA+LJ98mc8BYzHVnWLJjJ19OQrmA6v/t6xn0SNV9ybFGTVJpR5z2/L7QJVN2R1fAQNVk03/o+oU2szh6qVmiC1wA+i6Aqtxt4ggn+IRx9VFf6/K4F05eV+9l40/E27yeTFEZ2V+bBdsLBKgfAcbar/alsexV2Ebh42HvcXC9j7mDa8fX6yq1BF+3//TMqV8E66pcBJVrsqRHh8gyxolEYfilveh36beCi2Vr7+a/5CNJqo0bLWVIyV9/fFGJ8g82LeHynhSUqQRNIQUHvyvE8lqD78vaooAoFphYlR+QRFUDj1UgA0nGdYdrc6kgWbHITQo7zpeBru5kXl1Lv5IaAE5yLA8L7Z72G7Knh/eaRuQVPv2o+qeoYmtySWpakuNvvxfKPabvE77/xeH4hQQZ6hqsFZCF1FWE9nJekejEGnGhinhqQ8YRxYQsZopysW2EmhsNkgpdyilfw1ID6I2Zt493gvUa79WpXR7LxXFK7BuynmBUuUCHVnOUgiS0D07d9PSl6dUpeeuooIz24tNi3TTYqp7jMlCmemYoZtppDci+uUlnF5sUG6ZNF1uyaNCNdJEuoPAzCc/I52MDbpCwOzWeRX5NqdQKqyfl2LkWpE4iLScx27LGJu4BhXLfJqAFoCmO9XH1CTEGKzZ1aTU78bj5KhKFpS9Zw/lsWYN60F8Y5md3f81Hm4tTv5EaMviPdNnCmhqyd/DaHARwIJr+OeQe8vniu3zQpP9on7ZrkZl4WT3WreJSEjCztpRvCbDp+YiBm3bVpnlq/JZOSecENw476nzL+KrkvhIPoTs39vEShPL8g2U56HP9beuR1FFmL3fy670IU6P/GLKhG2jKn/WkdgHCo4PkrkszqrINjNdLD8Q71NWpEGJdR81XgqJiQa8rCitvdyhWaCE8q0M4iYIVu3E5xPCJXnPQdZMPoSl70bxGL5CJZexbzQhKer3QRT2YdbcvSLDq08/oynUl1h44JGritPlQF7/fvQ+qy9nnZ7i5IukHxSjDnh8oA++QfKDR7okzjpezGTfu4v8BKxCIgxA7rFsaJGnYem9ihLirc23rieWi8b2zCfRtsaiIX69Rw46siIiePUZvL+0V04cacMkfhVbFWUcem8bUqalosPwc2AGFGo9CajKqjTVSLcBgQaN449/O+2IbyoNiod+0LDwqwl9KhZu8JYoi2aebhsf7xOifb+MeZGb2cEBovPw1zNoCn6+alqqBoEN0NNiGXxjpJOQ5RFDBdnV3l6WV8oIDbZmmryIpv2+sQbyNmR18VTK5cet+o7WGquXJnOhJQ8Cz/BZMr0CbFm1NcT+nIT2zi0kfTRMFL8bvmbpC9izMe1v93dudhoOxtKiJwoTJB6LVNFu3JhtehmLQp+bUQluIUWUFogPAKBQSe7qHGqLZ7AwW2TYUAhqs2GxfYUNqfn3quU6rvzREhBtWX/2vMHgvL9Ksb5Sy3fVj6uw+g1bAEbWgLOHTx6shxtKWQde62idJoyP0EedQXel1Mhfeev2K3ka0AmhRe+Xa+TcjyIJN6E58hwiPZ1cRsBJcpCVtoNyUdyZk0mn7MZdiIV7XE8B2PU4K0kbERJ3CE2NFygG4EEUwXUT+Lo3jzM6S8ryqMaaI7E0gjrfagwURO0/BvBmwewpczdLEHyXsQ7T6q6kBbzL+VfP9fhUfJ4hGuZTmf6Y6tNSyMb4WYTFLRCBby6I/2VUp1AfpNvYchYwm+szSIR21+JRoupLVz/Cse9ApuAMXc/CH1Ts1vf3qMe6vbUo7pD6EQspU8no5TDU3mvat46iq9gfHxx1rNIBqScJjLuDO986Bgzs6L4oVc4Rleh5Sxq8/NxjMgq6dC23uhyNBpCOLlgJlwUenAYYdNvG3N4Um6d4Ac9hI71Tw6Nurh5cdfNuW8b3jOnz7oTgNa+Fh3s2ydoXpMGwcP145BUIM/YpzxZsJsKPKBuF0K7rO4tdRV/nEc3kp82cREl3NSWU9SxbfM3F0NpY17oVrwyFI1SVgVjLLfsKPX5cRPc2PuArQxl9UMzE9+N3yqcSRJx/E8SuGKPk26VWv++up4ot1BzJDQiAbgQrw7AIqE7Sl1TJkv9mgP+H+uVVnMY8rtaKqNrGFJ20mhbpyIWT887IHsbmDHIwvjFDQa195ZswP0Khk14ZL7QZRf78qXMBRzJAQ/3OCYWUlg9TBpEzLF6QoM5HlyzL2Hwf/29+GdgJsBG42v1yjxV+t2M6RsFYao6pfVeEzFmMc5yXdRU4SLdHiRqwYz+EvKx+wyb+Shi80UqXJAUKW+qtprc7cHiXiE0xg/K+6nJEtdSLFKMMh+I5Ahs0IRhg54hPku+Q4hlmb4vbB81ePi2u4tWGBfzBPHBUAbvXLh9nEdnONLcD+wTu8CDdFU1NG7z9DC8LcvfJSQF2PiE+nlWOiIvZKDPuXlEH1vEUP3l/DaTWexm20c25a9s5PEyE9TJ/03eVKULQikfed/McQny/sG7xr7l0mIV716pwscwcPbu2njLgXfVBcd5TU2JcAZJ1j2C8DpsOQvprX1YNYYfjiD65Q5OIxBmBWdQp2kdk4TX1JhyULiH3UhUlugaUf70cAIDWhtH6YeWaHvyu8kCtQl0wK9mxYSY35MDpsmDXv37diMVgEtrwnubyxzVn+9OGBpHQCTiv66z2nMG6qp1G3KFtOQ4xJVe67rZJ/Kz3j5yicTEk4FhIT5ITU7EloHNprkuGk9fc+6TwxgDiVwoPnBYsFguOr7YDEJUkDA0PTQjcX7iKcWIdOvMuTcWl9g7VaQED2B+hP8uRQEFZOB4yRTvVXcM0O4CdjEhYMUZRxq4QpHzcgaRR1B1G/OkTkjEfJ+pxLFdbKoPbAYujrbyL3fi2U9hJKcU5xD1vVZZFVhtw+YDeaqD/ffUyzqC5luwjPi3wsSR8NGrj9gfYnxuKt5oFWLB99+EUDuxGGn/pfDKTyRvVJfR9VF5Y3hXn0Baw5PMu7RND/zD7f+9NCTE3u8f4//Oy2pmUTk01A8AEK9eYWDxDpWFD3udw+kV/D4da51+bdRraJ6WnlkGKQHowg2Yr+sMtxin542I4LXswHrHpV+lm/yZJwN7GJlcnwnWfdrmvvnjkgO1UDcrQGo+M6KshaMHlWDrdBQOsa8dM/1EzQOofs0v3J6QVKPVpPQAJFG/fOHlhTzR6UggwNC45I42kykil0B5mKyGHg1R3hz3qVr9sB9caCORNTprFhDae6tYTu91Qgqlp0vQZ3RfAs3cUY6A1jz5dVyvKSQfeWbCeq1zrcPepPmeNjZnvxYf/2i49wsBN6GMEl8TmVBSuJmVh+zfGSLZTE42NCYpa1ZDXxtPyO9CFd3Bcg6cpawYjzQQx6NHRVuqUPV++82gyWuSztpA8KDUhsvE7syeHUDeULPxut5mnwKtxhFATRpOB3DqjHD8bUDy+y+k2/2PUYuPvLnq32qzJvA4xGrujKWop42/iaPWP9i/OIzNHFiSYYVjXPbtZUaU8qMoEuRFwiTbCGnkUNhIY8Q8FzMLkhP4MB9NsuY7hfDMIFQfHxezyow33Xtk9h8gKchiH7V+GXfj+fyYrxndW4gPkZ9/RF5Ov8vkAECnRWI8+hX2PK/Czk4I9Q3ixM2n6172JQz2mGTfCSURLkMX4Rk7lNreldMf2bUMU5Qhs8TPFF+FN2NyYxf0dmXLSdf3ykp3zxPa/aMYhBbs1w9Qhwq3E7wzeHOaHivNqNEwQj79EeBTqfOJ/BPGJ/fb3uAGLB+z5/fmqccGwVIeU9aJuLndvPKNvzxUkt8sngbMJfDXKYC0ugdscvgFE0EBBBOnv9IplTP3ZS3IJDfpC9Fkc/+D8h81TVaRTfxY5qpQCWRiqVzDm3XUSZJJWzavVBrTcDV/yG0/oLSbe71NuxQ0AKQr5lfx+IgirG00y30Z0SK5bnH5sf2C6SuwWVXfsFQ3bi0LwG6Thd5ktpG2AWDLMvFDR1k8VfTHcmHNwyL0fFhHE6BOw3NvJTqE7bXhfqQ5PH7SGZD6ZT5mymgFCdzfMmPlrMtpDjD/wgSpBf55IN3yzmQlefyNusWSZXYgIkk+WW7AWx49RD34BPZv5vQWMVd7ISDHfbEd/WJfboy43KgO+F8dHWH5mfTE641V+Lzt/WtZ+31i/VsUs7cHSoE7pPkoJ9Sj+52v7GxUYttmlYpjvwmpIWvonUQdkcLb/ehjLwRP063BJEJ9q17dTfK4PeV9AaXFbbzXQKUzO8PpA2N1c4xuAGt9gFwu/54mVUnh+jWmL1IS3SEvcLxdMkDpjnmQcRTE9ASFryfgjlahj7oa2zOmGItEUvgWyijEx9uyYBiilFkwgM/cal8Q1EMJLt3vKujGoQfXrvbyigvrRlqoRubIIXGQW7slmI2l9IYghmpJ6W4hs7e77A75eKm1qz2D5V8YXRhSfcZhZDWRptLMPdH24G6wVFe1EcykNZKlF28S753+tA+5NCp4rHKK6T/6a+0BiN0MDCHWVEovj811foZpYEjMUGvkMCfbRZBnFO95O6n6VN24HsVKbfs8ZTnC8plHq1WbrEoDbsVlVpWpjeKgQDs9wHUJbJ9Z3XR66RCD869ytFt0C1z/LTPtuzkTpnFimeP3scdtNviYs29wMItX0GJZOlWTGzbIuWwGUcQZPqNaMzd3xXxKejn/qpQWwp6nUALEssgn8+H0citF9l0m/8I1LI0mMEIcigO6oo2PHiI8dK8Ix/6C8FeCS6c8+JPGWGK7j5WikKfYJ1fnQJnw0W9vJBeEZTmVnciN9H9DyxpUjngZX6x32BW7n+Ty7Mn2j/TdutQVtCocjwkDQdkgXBbtpPT4AYXwDvdg3yRCrymqmvGMB5eeBabnmI4n55IWGndjXDOrNHHJGPh/Luc5J+Vremr6IkhhjtPckHL3y1Uo9hfrR0wkw7Z6g923Z1DcM8ZIAkiWONVYr2zL47SXcpO8YXfZ/3ptV+In+aKcNzr2R/VDUE0MAbfrl140j5NzkMKu4jQO9Qv8/kjGRvwbTAjEdViayAZRJBeohWGjTOegnwaD4nCU6hgzKW/mVzD/8Nq362DGyRAsbBMlU/oUmYoopfkt+zE9dR7Z2kp8IYT9mEoJU4+9jvoyVBGUtLW4Yn+z4KPYtyaCJBT00XgamwyXvVDJN5ZFYTqXI5ylMxMfL9sQsneQ9XQCbP/Oomn5qoHd4tUswppT8/29n4ybTR4fiYsgdrHas9aa1v6l9zN6Y7S5KWVB3YmQJm2l1x5Cp3FDdgWhzrhFhLsyW6pTxJbKvyt4LlXr1urWYy/LY/chKjwavRR3XzQJJstc/yU+skzwRBqO92CVgQ65qgtepqqp9WPyD0QVcJ3kP49GcYI70xEBVMgcuP1q/9A/hj934U2hre9XN+8ZDSrx+D551l9GyTqwJAM8LvR2+2UUoSoH1MfuaYPA8UQqsGUSrX/h28THIvmarJigQDocQJ0ULNHJDgLiyIJ30i/X1yJ1jXuojz9ElIirD2hds2JGbyVQLdd6XAl6LNnpDq9umcmgokeqcel9W3hiHIwo5u7l+NzHaQnZbWVmyNM7iwXHXfxw9Zdn6NI0hx1IifeY5UvkochsKUvDzjUPqoYaOr/GY8BV1frs6egWfruo1rJfHoAVpCuS2K6qcozcKBzgXO+XAIB8qWCQZCu5+Xx7vi+CkqbVqxI+t1LKCIih8Jk8DKsOkOgylzuvxWJkRpVwhFRqe9igsqCi/KerXPZXBJaLVnB7bN+jiM+eeb2V3Bf5S5F1sB+BYAsvdUYPkMh99O8pHCVPBZx9piQ+90Xq7PgSKZ57NCiKTgzfPyJ8U92Lo3AVxP+KfIOTx0dsQi4Y076pAbH62/UMWUI2taCFr3Ogy5GYovCW1tYLDnc0toWXvGx9l2bcH186/HPjMqfr904Zgz9k4v4hgpC8P2OdQdNwCwbCqXXC7LJHWbXmpQUnU1DR5953dIgvWlPLFJjDw9pUL7G3u72sEj0v+4QVmIenc1C3XYapiK0POisKuiFJJJGOIKcOCzmRYO3u/EKRlZeoLNwu/3UilIT9ClkYUv1oQ6peQMwCfVjAuyNSwXSyYG8zn6p/Hk45avpZePJGbUtDMiCK6K6UvMieMwv1S2uvlT4nyOvcaFe4F7CJlFVJZ97erFpXDyUcmpO8rejIkD9rclKvAEFroztYc1dj5Z3PebK51MdPYWh9V1sYmpvHIVG91JJURv0CEDi/SIQtfcTrNGPOKGa6DtVTxJzLY/SGPClx0/TPIJoYR8ARwtS2F5WgPLhdlRsq9dlZ4eZ9JrkRV1zp3YwIROJw+hPNZ69V+mDg7qF5QlCfjhtRRcABwqQyMAnH+TFCfNTq3IBd+R+Ncr1iVBODcpfYWpHPIsSAGDdkeRCo2/i2FtkmF6BiEx6XiNfbbX8CpqgF0KMrs7xRA+1m//Zup9ZXcQy1Fvt/Fjx+260NZDKnlhDW4ajskoaDyIo54vv8b8SIZJnF5gCMsoI8yKnsZvXEk5AmoXKqJi+G6ixh9tAZtW/Ov3dVyomV+u1ZjIfA9/zhexFAUJow8Zb0dHLQhxv0YYUIPZ+c5sLUdmB3BZszECgo6XSk/mo0HGNaDWk6LdutfT+0ylrkjZFQD3OJrTKjITJNEPLsZOJMhDyuhzMkg/p58juLMWcueTAzChBq0GFxzQBj+7fvKUBRuH6yVs7g2tkQUObUmGhEA1TwDSbE4/VUuZV07aLelm3l+yb1M7wJLm9YGx06a26dC2vTzHfr+q28UcitbYNfYEMLU2nQq8Kqu9uOAJC+N1r45vRcxJh0FfsKY8ynu/PrAgbN/bqgXf9GrlpjJjYAR+x9zbTiq8HsgaTQy+S0sTpEIrjSS8EpTSILDD0an2/aIkdKbBhPZMIPH8D1dxbMmh9uvPXuwiXYRzeRsQED+/SI+7sUX9DKy2DY3Nfb6JTDvm4u/Ma7AdY7OjdUu/XlZ7JG8wk95e3oEll0kvnKF4Eqf9crdFi1qjwjqEVVj5UEd9xtb3vUVbEQS0uq7ybmCSbyxSHPnBUSKKvL9J+L6MHzzqblAhwjyEfC2F3Utof6IRuEX8kiRMGvvLDI4B2JbbznZDHIPKrHAVFEZig+r8AU+u7QRAEF7utburUTErYZOuyn8BP9qmPeET03EWV+aR/ZIeeRt7Pj6yJkbrA96132+H6G6/Yf4BxpFibBKWyDuOQ/rFGU0S7ODN8yN3xTG/iy9UZ5847wa3B5iNrboXV4aFzZmB+hexipzrnu1h+u0WSKqzSM7BYvKKiWt1RdS8TgvdvcDWDDbuXIGTwdC1f/4CtAU+M7SFfCgbm578H5em90ZWdMuxbA2ALbszA3HzmjqTSpQGnYpsRlIQWZxKpULFWsyIJWcSxjTLIe+QvxISCcKVDw8jW1jpyQDCZuQaSZPVopPyq5OVTvFTAoV4OyTiN9/6hcIywGEJ+VTMZ82Q5sTK2HXvhkKIzMfeRSXgGSMM4F33AUT5XKr4N/Vqx6AAhB/pMzihL96KGyP1uc187lSyOr/uhG8k4OT3K+5M3CcW8KPslDvdxUTOAyVlRgLNJMyYQmjbQuOAZlENDsFmzEnJfnXB4EwX/GiC/vyqCz/I91fw/Rtvo++J5PYvI6nWUmCDv0WQ8/1Tn68asT2Yf0htln3xGKzAH4ro7JQX2Llo9qEGj2AqFprLUqTgaqZddeb+CjgQbCGxhya2F1gXi5dS/Q6/h79+Cykj5kXiXy+GLollatrx+UhyxWyXiAPD2v5gpWyXHoQWnXVvJpUqJA57ocVNdYznTr+x+5CEJv6oAp2Sv55Txk09/NcyF0S+6D3orr8tOMpIfcNPwmb35ReYSbHk9IsICKxwN1D7+TdYx8oKhDmK0n/h06v6FFsTNzgCefpIVNKw+LjINpvc4+Zmavw3x1Cp+6lEpJ8xPlXOBsBhmK/ncNsJT+D75aZXtLCoArogIaGYLGaIPiUC7CWQfPnjUMpy2lttYqffflzLIABQGdcciRXEQ8Vmcj5Lc60zmhwNT2XLTNws7XKeC6S2Fl2GDdFMbVxNTMYljoSEQtLM/FAK4R0zkCYj0bH/0ZQ10YV4Zu62z+YA4dUBjsbyppfvLlaGzd92JzrGpHfkwTHahSBT+AyZzi5O37doElXOqHJ7c5MQjbpNgFN36Wvlyid7q4fiF/8bZbFDOcWahc4zZjQOYmiecS8sPUXlMsn3qJBbh4ejIPjCCipU64EDAyiPxNKrlYCBPwtWgJjSiVqjvUcw+0ytKmnjvYX5Im1Fsmj3/thT9dXAgFcxPFKXQaD8kGAd5HdxSeXwIck3hKdTifxIell30ldmwshF/iqK6rJpAvGq9Q/d59AXSThQkrIgnNLC3CQPGqYJsXdhLSgllLS+ivh1bydI1L/jA2Sxpcenk5L9o3Q6BSIUCWtcibTef/F0UObClhSPl64/2QHxUTdboTRFsQbmb0XZKw1XQJdWvIqxyir26NUyDwRNzSGiNosTv15fVP8YSHYVKC0fZe5t7XWNn7kXDhcijzbOF3m23Olvj3o0Yrlt7ax2zav1i71gaNHW+dpJZg5xz8itWugfUmaGMGan+PoIpAQO2IGszxgRmJRcUiguCoL4X6HQHbUo6QF9WS0Qn1EKkJXgEFT/JcZIifq5nF2xc7viivVZVzOKMR4Ka8SKqoor1zGlqxs1aa3SYgPXDulEbckLkMSNyLAySlg8RpRhNRt3B0ub0Tb8K8C2BL+nltkDpxA1A3lAr5dRBqSMx39ROnuiSjEsRu0mCJCP6zmS3nTm0sGQ0dnzjahtF+WnLp7o0czt1IyEGL2BNVNzErUBT3a6bwZMSoURpHW/Svhm/y0gkP7mi0vSobUCS/dr3jPYpzItLJjDDhUSXUboA83axxXE5FPPAiDZTrZbXVKaHMFTVApCeQOA7jTrV2BUUa/N0kZKKkZFPqh8SBhl4XsWIlKWfVFUq1lbM7UQmoydO1XGkKLJNiIYzpkbhJZY0zSo7wS0gPuv6/1l2zSOjOXidMmIropL3W8KaiHZU4UT4raEJTu47gAAGAsTHN104pc06QjdZ3skuPlMn1hal9wMxRcaOzh9BOonRzt8+rXsDJ1IxLseBIx7mNFqI656+1IC4MhpiDe20tJDh6hauiE3ePV1OJHxKzdlQ6SBtFt3vbTfRNI6jK4MRrov6nvXVBEvOFuQBaonmb0oiswXWoxU3PQMTu/eINiBpHiaypseshBgyYq6al+NXeEJiWXX4PncFtZHyv8UDH0d4Iqt6pg9QHI+wHywPVxtKnVSFZN68FRZYyXTf61IpuffKlMsFLiULBPdDf6bdbwso0EjqoJQ4Mp6gTyaSjdWc14mPdaqr7KjWCoL4q/F9pNjmW3LH5ACYT3MjO4FJEVEv1tjutw81QUgS+dnAekqyH+xmHs9/iGdhxy86p//4wyEbT/5lSkA7zMky/tdmste/LMQSP7hw4s6vDVvtoMG2TyV8b17uVaBpKpyD/Sa8Sr6gh/+L3LXSHszS/6zY0mUidCPxcoqScyx+pggmJ6r9svdyc2QavnS0R/URDEnJu4t2jmjww0m6XrJxqUWkpumkM4jvxxsUj7fhdkWhfXa7laf8VBJScjOoKjsv13FExNSOaJXN/q3B8bTZxVbo5H00emCBhRaOlzJ3ZemjvjI/7XNr9Oev3rXb5ehvXqnKILaj2wMUphTw8qu+FXSuLRg31NcG2NrWz/+kiXyZYgyGe3w7BIaJ0lsqjX0ro/yjYHLvqfuuzj8tkosgGLlGc0ZLOhw6MNyxq21/LcMu3I4qvjbtF0ktGC0H8HOC29yR8liyIfK3QB3qPlAt4VDpEd5QUlGkshBZRo/6PY4gUjrfGIbXZbXo9+nTAjUKa3dkQ3JhoCIkMkj1uPd6/kyD+xUbBW4oAc8XT3HfKVfn5UoLpQVYcivDz3z4f3TmjGEH9XO+VQOoe6szVrW36a091ONwl9h8J3K3gfuF4q94Ti/6bNE3pbJP6gNnoCr//Yqf0HoKCJXgvwZgAM5LfZqOwtg128LMnHLfvjlA2lNHDBJ5qewL3LAm41Tyu+XMdSb+M5VRWBFAx0lsP/X1EEcNSiS6DULVgII7cN2o9wMAhgzFBqP7XoCMI+ySZ+OVuaruh52mrsDJH1pyt9G8En5uP+VFaOTb0y9KRliXh7HUVN29TV2vA5tynxhe45Gu6DnSNg6nwSJBsFHrivg5GI8rwPNz/Hm1M+3vRWEN+SKDdyX4tj5S1kpmR2PYWfp9IUfkSPnK0IuQef6fkuM6+W8LvI9tTT8fYWMoYm7F1qhChoG5HdAq03n3sz/uYuYV61ZwoznBDcGGrfFCdUP7Ai1+OvX3xfNfYSIN3rt0+1KJXoP/z1TFlV7HsV2YbstUpiOr7c3KN6Ho44Q/S9JXhoSVfJLw4W74YILbFWhrLNlyDPDIBBqtlL5tYnN0SqQ1WZwVKt/o1WPLKt9+s95VMRg/rUp1VrTRRORObJoromwIo34WVS48KFwJvrZi4x+PoLIvwJ+XKFNT6/DrjCjQnmERMgbX2CffB3WXx5hQKdoJMQzhvxTNNafOmwxJWMymkqp1Mx6BT8SslJnZhMUwXcUn+IsH0g2/37wxXyPaFW/Tp8hD1Kg9WhR3/nCX6j8+BembVndKqR9Xbk9UtIax10g/5szKoYf6TLnVd3RbCQx9PuQeJj9VblTgsWT/K/LBJM6dkEJAhDWe+32JYP7uK5VhtYzH36tRKNkH1VCsmmB0LA6ojfhJRPfb3mzNXqP4eipK5XxQlQyfxTRYwHZm4xf+z11OQWooLG1Ys/c0idTs8eAedDvzASjYVixp2iKl5bTVcjtgcP5g8TkgeRC+6OzAL62gv/oxBToCl+x0VqY9bnckSDiDG5Igzd+VwN02CQIgIPsWYKFZ6/Nb14x/BRYXFX6Y/5ygp2k+q8MvQb+DhQGgE0IB9MDQH50wCkkAP5gIVqAN7KYVv3wl5iERX/FKvBZW80diu9XIJTnfZGF4S1tkVHTuk5jmnyGUp+5qXW9eJ6wbBY4HlESgEIqXypVKIbBmkd87dxdFQgmZZa1pitmsd21AM6bJ6CXmmkTXI/XYkTmrH2+G0hYSfUS/FUaIIN3/81DuYp6YE+KP3r6jKZ5U34K92eXqkPdKoj6KyECZ6sbiZPqWXedoc9dyKnaDeDFpbzq5I4WQfUkPJfQU9FlgK+5irv6aZvhwnvC2iDcECFuickeDyzQCf//KBm4FLLk4xDpOHrjTjUO6Z4cwvAjv762FlHBlKDE4usH0WuhBQdHlXSKlBij4ujC/NqxIW96EeJ6a3UpunUyW5nkr5cywVt3CINTp5ypmVYFk0W3VV6wslu82pF66f6lvK9scnJgUg4cmUdHlKPH67KP0U00h0P/CNb7p0iKwtF++xIdSQjpJFzRFloHRZueEdRDJLQ1y+jNQRis5XFutvfX5QW+BzR+oL1ST5vnbpCrY/79/ED95xyk4WAdwWXk5QvmBImzQcsZsjcbmgUjtZ4sFMlRjuriFJk0HJTcblXUcumh2cWvr9zM9/Rx/GWm20MR3BVijEhRkB1fJ4VfEsq3admLFHdSIRC0sfkI7ugd2OL2sfOTkH1NSGHE2Ko63x+cViRji0axcLoPiDwuTLFK29cisyNG5okI9I9CxtIuONINb+rlGaP2ssUH6WtbcLz7+utPkKgBIIzlkbmZX2lWpBgzB8rSYqZSZrfOorl8zT3w/vXlDCFTPJmVs2t4kJP01Dz+wtv1m2gMszHomUTGvby+jfqN+BdHE2SoUX55PzDupPw4YlreP4J4s3jOaaE+Ofr/OvuXcsAXFPwrkX8ZqPtJk484gfG6oNsq7M4nJ01NKZ2NVQAG2A4Z5Od43Jk8zU1VcXwIMXgQ4mUkQxR9cSt+SE/dP1WLV+HleTnkgh0VCvcsinPxMNCnCpUdvdPV3zbNBDACl2sPxWCLMELiA8uAvQEs+I8Pd2RmUm2kB7xsReDxbkdkh9047FNabA8P1piSM2QoMbmI2hUolRbOdch0K+P0OMELAi/EnjvCJzERB0mlH4NPnd5iTP8z9Nx7MLTRpMEBQ2ALVls09IqbwY5mJnmMhRR+7SzVYG/n5tjXIlL9C1CAzZWDcfuOrhiQf4K64oLFCclRPgnFz+TZSH+7xsB/HOyMOQsJGjI/zUcusew7D387IqDetKZSfjlrESr43qycwMEImtjhKo3cqQ4+6A5fKdJ6Ddb5haqOLA6tPB1mjR2PBPLTnCxryN4LNKKLb5BAu7FHNQ3Hs++/ThMJuzRxT8tZ1tqPcQ3Z6A2V/TcgwDpqeL4zY5cuZPwk8Z/TtNEvZH+MldnV4/mTBqoSYMaZm7ndpJXCZxl1EoM+otiq1fRW/KDwfIxfAS+0GSXuhW3Um1G/NNJ4+hnJBhz0JBdZVDRanNHtL4q28PuZXnH3evn3EyQwyMXJO1ZOwBMBu8/CvqXs5YXfflC2vrN9o+dHJYr2MGAqgBN/yPqJpmY1wuro0GOhjvaXRxMXflbrHglQxkJMC5NaoHqGevRmfjLhubw5HSIQ9rEnQieke8i2ZRyjX/DnH+l2Ytl8BMNKgv6LE8Iew2IShGYfRHpHuFLA0KPH5XLAYvQBZKD9qn2BW8C1CfH9MsDXmUGid+97ihwDNMkz9+f6Gm554o39/hVDRvtekU8QMUkXZrc8Pi9FJcsXbdjut7TGEydem3S5uu+ndHYRiyDFWU6znPnBudiGfdMT6B9ehPoLLenG1KVK3HBcRgI5dnSoqG6qytmq9IOEeO3AaXFtBoFjoKv+Ro0WUqJnqSNURbMDbbFfzvNUO/mipxxUMTh5j/adCLRvon/CgTxHo1ENVVUVRof2+qrhwnZ80hz44g5B4IT20ya+CPZfoBprxR573yStqBGPxD+zK6O9oS4UvSiOi6fG+nOvAtsx62IXjE7Xf6mgOdLG4RQn6xYGQRHqpgpLwgC3WHkyMPh5tf5VYtuKiqDoX69beNs/C0QcQ3pHMJK4PfnbEMe67m5BPGZmbcvSDnvqSrGRYrPE+8yXqx7BFdqkCpvUYaSPDn+cHNL0Z6VeK44PUXJT5/OHjftBuJSk2YoMdpImXVFSYwFHiOgJQK3GmD8rpUVEud8l8GHcoTKa/+rnbj14Ytg7RXVGDMbGsGLFBwmSByv2Izi08jNEFcTw/sog6MBkrIVZBN8C9zkYdXHl/qWZ6ApU35bF8LX6cZgAKYHzPPqyL69aF2Rafsuq/ZZt/aVdw6mtsC85YMqmFx5LijybNPcq6S7FKopHzBPNx4MFJbE/6wrNIIrnzer3Stbf3fp9Go4gR/GamBbSC4XWtlKZukUpYucjndAHhCjRp0HUE5DVm/lYdW13MHlCu/vlQdWueXVwL4gC3WjNCf3WdbWOcfgpgHL6/T137vEXjSimJ6q961Q2bQb7aNaEW/A0bX75ulC88DPqePnlEmOdr3eRaM7/VbMvpFK7R9iOVAZHXhCYP2/HMlbaXhLGq/wF/ssiRrQvFC1NRTN2nxoBiDJGkYMu0ayj/U+ZfMXU2vuHreJPmFxlqCBGnu7IoUhd/aBuCSIarlOQQyusQjl+z8EEtcci/xomeRVxmsJJu6dAFQ84P7iAeWmvN/c8XxAHTJfEvyQPegmq63vli6KDr1pPH3VVrPdhO+OXekr0kn/Z+wNUIH4ydUTAOrJQhQPeCrKAMze8ewGdCTAq93ytTqNaDkdoHrEGDI7JJWFgBl5P900dxnqtFxEBglW/byy5g9pSBybfL95Il+C3P9oq+qvn4LzIZiWyZYDMQiBw/yG8DwLcu93XozPDHce6SsNG2Zalvo6Dp4brrJCaBLtMOX1fsLiY3hLLkraeMhCrTya8kNOicooWSmFOp4VANMTkGa0BMjfqs4mVawR+QBfabQWtH33fFw2rTcBE+0KBogn7oGTsszO2VZzg42FYrpaBGzkldnqp7adcX2KesotSMmFhDd89q690mph839cyUDOsIDRX7H4438C+bU6rSiDCj+U9fDpzgRH73Dai6xvCr4CFpoziltca65oep6kLd7aMi4J52mG6dYyxJR8XTiVWIju112F68rl0q2P2sWIj/kdHaiEXCRt6FL+d4h9MJuxhvJ9aYCZhcZwE5ZhF7YVo20+EaK/cZxiN90YI9TpAs2sGZ7SKBkO7TI0hKhVWnmarAEhj1VwqqIx/KY+h62tLHrccLfgoDsqKOgKdVgVfRgfJ1bv2EGwDqhbZVMIiVyT0J/hXdw6gd6dWD0epxO9vOnsWOqAijKvH3QZB5FhU55OfkEVBNrxg+GXav6pOyUmH5GlX/DUIV/SPzA8px2l/+DAPl3AyXp7FxpHlvZP58oKmVeNumgoUjsLgmg+IXCLjyex+0NbJEamOHHrZhRjMSdAcU85MCDOdP2hZW2YZwnZyZyxX2oP1SvifNNpS9beKGQPKB0fRzfOspwd/6CdvTIRCtuREpOyCmk17b0IoGwjNCrPtYIOPgJwuzosdXhXu+fGMWr9uckf8MC+Vo2a9MxDjqy8vk/Vh88OKKIfvuhY0Qf88YiQwR5OT+/1Y6g2MvtpETG66/CNJrF4vBqIZ4FhejhEvqHExxqcDgZq/xl8AoJIQX+772aN0U5PkV2/mLLXOMsxbmQUO7p9joIkqpJJKe8v1i45JDQHDij6yUyVfIk3ABf3NXi3rD+OctgxO4pUt6wHRmvVLHtdz//WuiD4o62Yb3l099W9VNZqoLerrRS6DzYT+egTZBI9/tAnF4yqA0OKpgsjcL/anGAI2Cnfu9yDcQtO9aqNM7xg9X0oKlx0vkFNPVVemC6TmRjuy4K81fgRjE+3JsUua/VIZ8E/fIbd8bva+qQ3LfKc2nvbXCoYQI4zcSLUzTmYfgEvokFBxuTlxto2M9IiReY6DqIQaLFKrQ6SDXpkL2mdetH518TAbfs/vpuZYLkbuq4IbaGwK1fpxQJQqFfMj8r/2T3DEfX4RmutQMogZU3jIwu02HOscSZ4+o3zAbyL4oD1cPz+hAZf1Qhvyq9X2Hg4XqL+FmbahvBjiaHfwuL9sm9x9l6+/RHryi9QU3n1WnR1LxocpCqZkjbkWDQ7vqLO1OnGbaV3Cu4fJmiMvNTEingg+1tnGz6dn5DisNWpJanbN42DDiweVLQI+YmL46tb0tyxmgiwE9DDjjxIAdBwzHqU+f6EUe3FYw6rJ7ysxvqJavGijn2b6NYtRPs0FCNHB4RyYC0wV1PYebQLLwko06IwFbrBMtZAQVubQzT0IpdyvzPsCsXvcDamxwups/BjgFnuZuEX/H68qZryUncdANoOJSaPJXg/V+ERxZWr5beFkKhCdhg3pqL74EHyTXKAwwb2gioeZFzWqAw8XFdY1yPrdCX7gbBwuSoSBmkG/Ex3qtBwQoRM61X+fJ+7b36RT1TfjVjtV+/VxjlSemcjPEEsrv4XnPpV91RFU8xvxa+0qymBEQBDJb+f7E4WtaDF3HfaZw2+eKfnUUpHrKh98Pt1OJwvbyT8FQIaIOXj1aJ1ySr3iCTYTATZNJskWte0MohavfrzuXGIy+pgo04/Vr1t9PVcYY6g7pFYJFbAKZ9n6OaIz+cyHQ/98tj3MN0unKaAtxXF+iUNrXfnoM98Y5/HCmslS20zspEueoN/yNxj+cYfqG9/4wv/Sy42zpNIE6+ww/OVBlYLon+M4wTRPFuQA/aX7ErVcJ21hqOmis0KqS+mFvcS/HaY46P9Wsre99hFkQNJEVM6+AVkPandBuXb9i53AJN2AOsDmTLqgAbLD0ZY39oUbwuEayg6dKniiafuM+BwZb5rAsv1LGGkwUo0NeRwxhuc1I4UP0nZsQAbIBflNxH5m1wG5ag+BNhX7BicXDaJfdZUzt/0Xi9GoKhY4cy2URvgfWoGwxsgPqMZd8fpH4w/GJlAYdMu+8KnYOkjmf5VOMgHF1nhtLRz/fXrs+OxZxsJesLx8V9RlYhEFbaxaROd/MRrru6+K0Pp3YGYXrRqxwOmKz+J3Bcg60elHO2+1S6hZJCN8pMWJcSckpntwOpSmtGB+kXTdEzWvGkM5I0ouL8By8nMF9QnUydboC5gy+QPqNfd8D3H3wzPxLzfjumApDx4KWui4pawxW96YdHnqz9AdsPglr6bHYtE+0bRamoNBvASC1v6MvLbtzixm+Qzbqo4qg0FnT/bbfr0Or1Ca3s6ENFA7p6Z2UhWNM6qefL+IgxVtIZlfp0UyDGd5jNe0scObR/KeF2+N+Od83f+CFI6Rn0Sg/EgpZZ7MdfXU5i6Ef82/YxRe+GyjHd7DX7AuZeGYEfZC9yQIu31452iR+1G2fdJ5OJ+eeEEm533lnQIQyRho4amsAYUlpG76JgyXvtMu7/jMLFXCQ9hsMAlnim/8avTjhfO64IEVx8FhjYAEg/kYIsTTLhAu0j8d7utsELuI/VMw1p2v2YlzzKJLkRZumNslh5iu2SDp+i2gne5ylw6ScHySwKTwlwA1WXsNHLCEWuzC4BCrmaI0MPl0UDJBCgonABM2ROvXkn70S49jP3Gx29q6kR+HvqeDg2kxsVvf12umabvMJKC++mw+93reNqEg/X5O30h2JYQZ8E5MgFmGKA/Dzp6Rw07jKNcp1QZH2ivTirHLPAvKdjW+p/yMDjJ2/Av6keAz+u2uAFDZ2jwNZX0v9Ww893s5Car+XmyEzJkV6bFEFwfq/00Uf+iDpGSGys088jbnJKIym/h/vRiDMbrIjh5plLLbL4qYvfSgfUAWNQ9EPiaCzKpvcvjbGEgSxUGqYmZKnwOTUk2/25dfwEfQi54s92asc3XuPQkV1n4YEf22mywCjMtr0rat3jMZev+WPlqd1ulkRuKmQqmtMRpsZqHoBoqcXCB5zgY19NdxGRcG8Gc/DYFbgXE/bCPVuW/vEq0kDFVhFwVPErGhFZOss3EpbfBJCyuy/zCD3H52eL3PD3PY6IPyuyGTuSZO/dcrFNwSlCzKOa+SuLb5kMn7UoANuF2GEpz92uPzR6LBlVtRFTI80VtnXtE9Z3UGqSxmM8MGsmBDoycZQgXZOH5n9dU/WuNUTz3ZNuKMqcp1xoWxD2wN2sfXA7gcD7UzTVA9u48NjTNhmsllFkmpvc4fkAdnD9pKN/JF3NQ1/PVQXjjANsrd8OVXdGurz8hU2oTFO557iAfCaRh5Zid9e014HzlpzZ0flk6imqdp2Yc1L+mqM54cDMWUH5c2IOTwCskYG9D96Or8x0BBxic6W3vyU6xfNM2QOt65dcdwIGt64fOcw0mQvRe5LGKxuIsP1tzBzbk3l/w9Ed+pJlFZxfhoBjf+TWQx2szLlXOujFaprIOrIkaPb4wDvqdW58zXc6MVH81p+Qfc2k/6vGCeDXrY4wtzSjI8CZ4WZLrmrodepzhtcXWyN4D2ZW7vzglT06aH8Bb35T6AHO/1B39X+CQkhnvtDqxZbHacR5EeWQw9bXqX/6+/A+wSSpPdwgKwP37TiqVeBG4JqsCpfBa4o58q3zK55u9PfgRugOm0zdy3c5r+3N6SGRB9U8B0nBeUVP6Lyabt+/l40HeLXlwq2PZ6k5tb7PHtxwdddoF/GX0/yueVW+CWMexrQu5+IU4SbjHI3en7C9YZfFNzq96DX0M432iFERALiKIQEtGX8zgvOQSoO4A/cm2KeVT+R9N1bMmpLcuveXOgsEO8954Z3nvP1z9onTvQkrqXqoqCnRkRaemQUcMdSjr+C3X+Rs/UyE8XFF/J9gq1+ylXQQwJ+J3uelDKudQXyBPbyAxVHPOo3wpCLpHuJPuIVMxHvoPY91+1R8ywRN0SrvOYD81HTEvHol+WZO0IDl9ZgxgaFFr/t3/h35g5YoWaHWP0YCBEPgM06vdlG7jXH2u7cYFTNFvyzztzEghnb3PacPcrcOq0QUzlRPxVc8JmC85l/qvnX7kPJi5e2MnJBcDquJPkc3OGCn1QntZPr6INnAhz23T+anEv83xP7RfPgrO/KZV6pVIdDSVlZqZRIfy+Qz5WKPNxuYxbGjsB4Zjh3WiZ6/GYuqTsg9VugHpYLrVuB+7JGMddj//lUaT85eH5EWwQTEhg1WovQzCUwIHYpoWxgyDcYPzYkyL/mEUELvvSVvywo98BEYE2/2BQ5tO+7XIKT8oKqHfZLmEwKFR5uCVaX+Sb3b8p5r+6PAu9SXl/mJyr0Gg4+sJpbPGiqrnS1Pmw/a+ENraT7LZ6sWHBc7lIRchqvxQwVywAwNnorMcfR+7uskPzWjfCwvp8iajl05w52XP/NGyT5T1bQuAvA1GOcFGaA8ydTP4q3w9XwZnimGIhAC777aepClvAjYtDBsGi9308C6/oEJd5ofqrrs3yF5DaX5Tfbd9LLzduSl+yCcX2QvdhwWm/yKx0bB9DIBXc6nVW69TJcH5i5xn74Le7Ri1xpDCuzE0t5Ss3cJcMTAW17ky2lIlyJYZf5RCOy8uSRwVnUn7BCO1hwYVHR58u4pBHKcU/7BsoDqzGa7GBlz/oumBcfykBEPG+QWNfuOxACTrvuZI9aumzKUGOiF9IB1ZGu3hARhgpJjMEYQzKhSBh5L1NAysKLVonOIFZ0z8Ks/juRAXmZz/E11TDhdrCxWX76kfofU4YusdbJ5pOBAk259umze8vZdIZN1mdPusyHV+1hNZjZDUZIUywOy7+JT6/0HBz0f8MC3q2sLlWYl609Sbk3vkyftJaDHSe6MPxGAhhtk80AkUMYV58JKooC+ayzCjXmPqo/wVynexXJL8bkofH1kmGC6ogMeyLhfKeAgDWR+a4/6B86uPeOL5pnRuATTZYpp/mlSXsu4lF657F/lv+erXaq/64cgqxBB5HNu6y9HsDiHy9uHgzIUBZIxBpDxh4VRmz06dL9wZtIjh4S3P7+2wKXlMdDjwzpg99Oe0yy1RVl45TPU/538xlSnEeZrrx6QP0batlLWHPi9r3J/K8GqPsMQGqqDsBNfNwm4HrQ2crC71XHxwkpNYWHndSuRWLq6QHeRK6RDwslmtJxYJTbOWxl6YmHnCYP5ULQvGv4FSQaiilNDLzeY+JGJd2XDH4fMbfSndIeNJHg3IJJLncyL8GTTrc9R/cof1zz6FF0uLcUPTmMWFjdq9V7X+xWR6fegK9mj01Gef8XDOz1NZf+zv2Mnl5FDaRt0WpY6U9DDc3xMqXT6IMSQnqfYLx90Hz9XteTInsRr0ez1Q2NJDmsN/VnI3sbTuovVxW67IRqVqF0/8MsYWGCc5lqsFlGOGlzqLyq6DEbAW1nL+XGNhQrf9lEFTnM2P6E1OTfYt8gwdq6rHybA7TuFHJrxLqQNz4PHA7+8cVvsi9EjN+rEHYdf+Ww9OS4MsywMSE9YUU5eUDMcGM3m1LWAwjoxb+hAgxgDCSugQWeWVqCAP9wsRjXBXl5QjJ++S1Degj6SCkDGt0z7a3qUgRdnxkHq75G/f3IvQpMhnRm1C+nidSlXyUtMTRzIropyoqyQPLyLrS/fPJwoX6BF3nuW13RAhp/0P/4gxgLXjvohtCoJer1q4Qu8p1zeYbj75JchuLAHrOlT58zWe/+fhwldCHvHD2KY+tzLzh3oCb30HmqNTnbRBUYSOpG6wotaQx5ygO7mJEGq2Xh3rsNensMPLaXYpuQ2arZPUN9knd70ban37trvS1D+ajAHSJKzfwVwnGBzGmz2D/fD37lL/knWwpd2Z7MgmD3Jc+OWm7HSQr9AIMrL6XMFLLgIh9GsH4fcRzRC03/7aBUwAF5xaIXPjfFz5pXU1i8S/t9TVVPF/GnPPmflTIyPgNM/jVKk9pexD7EX3O46aGh4S0RfS0sv9oMgWtQClC/YNs7JIX7inZP4YNuYNZXqXVK2FbJnsSPLDuIit2aq411nMdv1/Nqaa+OAuK8uAnei2CLNnoHPUYpxuxBgfqh39+VIuzZOHAkj+Yfa5/zr6XOoAQ3U+5l5RRHATqGyh4XDVsGEZofUXWDg/Mwk86KHauDR65oYjOU7BKFXjAaAg7LnINb3/7cDEUHqTTEoI0O1H4j3nFfwFjpP3n0Rwx5TBoCNOE+60jS/Fd45rIeB/a5wL637ZAjcRex1lpTWoEiReHovKZWxPnl01b+/03FlITZnu+601ezij4UfRpaBtOMV/A81jcth+PbYx9Tc8nt0jgEtLmGoyxR8Co9cMBZg2X5i+oW/2+zy1W7WdYbL/LhXzGk6dMUPSp4B/wOUuY8devNMgOEow7Dp6R4pd/F8B15r/UeKKwyprXVRQgEMcDjer6ciBtr9RdYtQ/+L7AdU3ySQW+7Rru+KKiV7vOjYTZc4YAXAj9dJbiT5bnQY0fqaMT6eA4V2T89NXveTzm+l9qVX32ITVDATgljKXG25Hx1dPFz9HJAoxkmQh3XKc0IDWIff7fHlr00VbWp0nr9PuGOnjabQZmGT1tQj95n8Th6KXSViqSAzfOHiJ8ZBPM7P2S4m9uEGerE9hgSNAely27hngv3CJstD8NOt1/E60mbq6Zy6Gb01JmBvNmGXphpZ3JDqyJ3EB46kWrLPBLJPSzz7dJS0SEnpp8mpBeMBYsCa+TXL8DvRHtxWWfy2gLaZJIzdX8MsANwCTXa4rRXFWCz6imUwPpzyTZGJTuuX7FolCpS29plef7msVZfUkKrH9SUoeI2vjdOz7EmDEAKHyotdo1iSc99F5JWWZwXtBCY6kgLc31rkxIADyIM4O/Td9DTiS7/5bctUm9+UFD/eq1FucaayU2DJqAOvGiipFYee9Z8bV6czY1NpQ/Rtl+I/v+MnSQgpWXVDN7OfdO3AqSL8pwvYcplPlXpp/nl2dfvZ9wZJARpccXz/og8aeuXFeFs80Rt6Hgg7FHAehpnb0HcVvnBlPlYR0EAnvjB/2EP+uqkRl2h/keFItGcCoxcosyUrkUvly7LUaOqv1K8aTpc+dm3kgmMJt97ebmQfE43nXkasOKa0f/SuQ+NwrvQqSE/374ljxQvg4J2g3FaUJf+ayI7Pvk5FENec2sNig5TjA6OIv4dhi2qS0osC0gSa2cKiJ7Y1QiN0oYR9VyOQCBPC3KNGC7V+veSwWUzKguK3U2Koz0G/Tqtly8IpmJLoUiGwEfwMTKodeziy+j3IXxLKBavFJl0QEwZucmgEj07Ifj+LbYf1FMukkOcSQ6EuSOHTMuCutVrFR5j7R7lRbqW3bb9/TMXUEQclSMc7YCMjFAhiRd9e9mQGwA7ZlBwmcmJxgJQDXKuyAWP59WlAvlnrp/s8pUfjLa7+pQtIDBAPJXLTFl+pePWhYsX1+2B7u7dC4Md5ei7nNc3HlbDkqY7nHXMH9u8+H4w2TZQ5NncGO0jKS5tvG6oLY7yrMcz7ueHk7+tjEMy8+y/loNhJ2RsNyZzwppGf90dn/J1L8RVwP3AoPjoj3pRWvwUUrqa+jhdv0OmwP32xO41eHsl/o8FntckkLM9QgKOQVc6cy9bNIfszUvE+p+uS8Hfc2SAhz7VcUUca2Pv+kvTugv5ss/2QsCLEkfJsDTxCALTJzaDxP5aywYFG6W2xmM+l3acxfaeiHQztqzLmWUw7i/Ni5pafWXiyAJ5XIvfSQnq/2EOPF0Yn3vdtvf8aWP4kY2FGf0XZItohRF5p5B9PXnrdYxz/vmF4XUqvQldJahdyNLvqITOEOu2aEHh7PF/3x9xqFgPgNw06wLKXH43dlcPX9wQOeuWnsIgBQmcJzP9k3UJnNi2gW29SQrf5V7xYDcHHNU3w/qnUIM/T0NYxC3V03XkZflZ5PwgSX05W/ORIX8bEYQsAg1oE5G3DWRNDrqrS79awqK4lq4bNEyhDTRIfbV2tH0R0PnfiG9Ivq+spXkoRC7M/lSOdPYPsp+ab62x7Hbz2Puq5dmXnkvl7+98YBNH+4HsbxFoCssWO4Czn8JmDjUe1Ll47d9hYCG/L5uZDhG8BRVledamBgJ/44HujTgF7exXxPkNaSdrBzOVgHLU/ymkY5fNQYCNCclVOqoEXcrz3vyhW+I5LpfoD9nJW98mfxzt1er3kn6ldilEV46/leVvwLcVGnVsZFu3sraWS1zpwmkmsmb96uZEAg4ALtkSDuG9pFywd3NI3ARWp01RgNbWvxhNSNlrEBpl7Yr5KLNU+JhheA8cqVRj5SQ/dhSOgZfz4pllDBmtF6Eot+QxvtNuNf6ttN1kPfn1hByEbO5SD+EZp7E3h0CaYCruVtH51sJxlWx29YJza7qc70sPs6DFkBdEyDnJ7dMf2NUVnfdHwkBS8PPK1RqL7uzNhpfeTFB/Bskrh/0CwvDULHsmH5AjZ5KInW8Rm4BJXI8NNlSaZ8d+EWHlnJjkH5oFOPJ6TQZkU0hSQDWZPfQQhxhHyZPbBqb7+ozbayIt3Ul3Uy/Su0Bd3yLFpkhYRH93DNqeqPVQvie0/c/fRs8qPZQkR+0FOJq+NWxfteH/TTHr7/tuXEfHO6UmZ+CXDwCuPi5PYqdUfCfdcvPCnsarYbR+r07sxN64+f5ULuKzd/oqgHESYwdMmfCzZWRXOVlE27Hag4EH1ZXSNBwuY7fyMcfRvzVerNnnVN5BjWHdBO6l1WrT5Hyy6D7f5frgBnSZjkpQnB8jJm8qsUEy9WMyfdHstinAb0qHEnwblITsDTpWxvhT6Xia1Vit2KnQt0J8937MDY6sBpNyWXI4ar1hyqjcvP6S1zyyqApyPVKgnoQF7365OZHg0l3ZQ1IkGHKiZxdm1qIpLvxnGewAiB2aI6kv1paowINZDut60csnfnFRD8F2hhfPQA+3Mssui/+WbwLpweHv+Trycz1ROIDfJhIDMVLRe41quakdOQxHo7Q/lz2S81jgrCWzYOoUKbbSbvIxlLrS/m8xR1B1AHfUvuSxk7KvRqcKF4G46My1ccwXk2ySBZ7AkYU6H8DmnojZw0hysiLHAXy9+Wrxxfag28PJf5ey6sT4tULFkY73TZ2HnXiUOLBUqmOajK5vWWGs1BF9lWCu7wZseDl8n9+y7pBysSqc+OBga7ZfV8qsOn+tg38FlLpKD2t/OVxAFRn2nGqxlqu9/GOfZ9TdPPaYa76kAv6IPO9nJojtK8qplmqLvSnabHV8jxDGsak4QsTe81T89DTjqGLcclzIH8j+OUnjqEqpi54mfAwJZRmp0Y82lCVTOrdSw7muvzXoGmgAFlNZ7OAiKnpqMi6TJIY99rnI77B+27xgaJX26MEXWz5QFfnF6tT4KlY/S3QBRgtkVyq2WT8LmaaLcWG/fV3KjH0JNqKjtccd5+OBZjpkaS/GW0fLlohb/fxrbSviWsbJ6Z8/NlXmAiadMsJy588izYaLXwxkeGcCntq3D/at2g4jUk4I+j2VFfkIguuWa4GWQABGChkAu4XSuT10cFl4Zk45Ju5SottMvR9IZ7ip1FSIA2GYtBi6z0ah50VzcW8/tKxGp0en5wKMykC54Cckd7+Us6ZKf9VucEOeelVMD6z0gUJZzkvW/uhNT324mi7d8zBcG+2oOZ8859h0F2rMTS6J4sXDQUwBwmxeEwMQMg6SzBC629THpqpc90IlaKMhrKvBjV3Ndd+AozD1fC8+PgAVM/bRcmS5J87iZJsT6GlDRcZq4vaXQVYUkhqWdh1/eu85KnGwlnA6qzfRY3YZeEb5eIJw9/AzMb6Q54AzJC29NowbK3AClqnZjviq7W+Tha4KtdUe0aUhLCTlarQ4WLagbKCqM/PmnIXQ8L7r54d0UAIqjhuC8phWUvpyQLxy8uPHMAI7GBL9Tl/FaONRFMMSAKUSjIRgKqzvAGKyFlkqOIGT2ftI94UGI+ARjLwNFpiIg2lUoeAj3k/J2VGdN+J5xKysmjcXCSOZsxQIS7Hhza57Cx2K+bWjdh4gx2k7gUpiLDvvJ0Z2WuckJQxxbJWJvuaISpkBts2C5prLMntawURTex+/FFM7zisp7nIo1djEZTNTgo/AUMcEzrYOPyLjb/xeW4nmxggSKnkbkAbT1BP+Q5GRX1vziqt2cnN0/8t3l23eo1K9xFNLuX5vxGzP/4K9aQ6D5SjmOuRGv5fn9ignTj66udmkAXTmLKHKYrlu8Upip+tx9CLfK+gD0eG9+ksBG0M7YERmkl4JGL4J8PE1xlM3TntjfooUwTpa6I+EYX0fwN9JkWE1GNTdHDzf5eea9DCId+MyKp5vpKdV69+tFkBTZrX/Ll/KiRTdN4GhygvRMzN8EOJHHfl8x/1xXlk0/wBWIVidoSS3hZuvRhrC/3Fknjlek6ZqvyRk0qlIRVlYHu2LoTEhN21QLFUdW3BIUDQfPwtDKEALl5j779di41MIssku/k0HDZtAQzxArFiIpCpwl3n+zVvdZwQAAAWoJli1PwF8wY+yeawyudLlm9c7J2+LP6qXDXATbFcA+FglEHhm5nCyemVhAlejgNDynwWUGmvrfVJmllDLXZUkGDFX26oxQoBtoYpEx2WFJdf2bGTTEDyimyyzwVRz4UWilhtO+kcyJ4uRiixDRxEP5rfV2OCfmSxf/VkfA7nJXsuyuHSQD0rAskHgj5LQ4h+i/zLeVJVuoJ5D5Zmjn/OUQvkRoW8toni9sDlNnAXYypzjWJVIlOf9fgbzMCUaFFn6YN8nrXgspVTREeCvqK69yYTwwW5nLIR0lnA+8Uu3ofKcG5+L/34FGerw1WaKT8Kc1yfnQQvP/xbXbtjAA+n3UczFADyFPuCxYHb+afwmw5WCG/4IrHdlx5IM3BYPw+GEmtjtbjFy3YwzSSn91CQXzM4R0z6o8wIOnlnIJslB1+StIgOkVhyKYPBOaiAyvJSM8OsrjXby68IUov66RomhBi5wQnFUDIHHed7KFHNQoqCTd6ghRUG7QLMcchvxTIVX/+ROuddM5Ni6pEuo+OSa+SRhhoNv0q9llyOlxnV+GL98gaWkYc02wE/I/BiIsK3dr6KOrfsmafzIgCU9/cm3PxMLT9h7ZtoCIYcpvVRYvka65gWdPpzFy4pqA7Sb0v4a+2Pp+eAfLvVcvO+PjvDpmkwN0wLJnjUlt2y3BSrwjbH97SvbuKmvxAn1YUcx4Uk8QqMrVU04iOvDtAo5TmLZt93rQPgBsqYwq9NRBMX6L7jyEhhXXCsUJrs4kWWjmnxkT5O5JGR+r7EkuW+LDHTQPeM9aklUWT93nZIK9FG9Z2Bj5t9/nWjcUexG80e4DQxRbEPILJhgNA4y1gqs/yP/Sr6wl7z+Z0U7T4tXcCEhTHJYtJYzX9cNDxEVCEfCaBoPYoD+pIt8ncZ4Aq84jMAcqCAvgCWzqE5C8p2VR/49bKDZdP95AURDTu5SYemqi5YQBzH+kov+VxDWOGwjItcj8onffkFvwRYMrYQCwT5KYD/55wtLP2WJpx09XWbfiHqWBtXieYCtI4e/IAk9Vu8VZEJP/cNn9YqQs7heBVSyD1Pt9hT1j/e7e9n2Esah/CBKzvUa+/pz4OSFgRpQgQH/TMX59IxcSEIkItfcvZ97UHVhO8fpyomWk4dM7/PrOzR96lE1zcOl1u033lr2ijX4VOxU6vPYfoir5ZCS+EEW/e3rY1H5hXh98lmGfUeZl7iZg2BikBX/kYb4fFO2MewIJQBdCoX1rGSwNg8elpSmotFcjWf0w/C1kI5KadA7FoYIuoX2HF7dbVgDw85H33ClX++MyCJSCGyH1whGUzsv6+qTB1q4uw/juOXXWjDNB926To99MfmivYwwAE7ohYZpliOD0wdTwllL0qp97b5GkaJm/obRQgCro7MX9s+N6zHRGDhPGTHFeht6av4UltD8NXCLwHcseNGW7mHjeUY3jIXvmbSpQEF/uud8/mlfsgeJiLmixSi/7WMfgJZUGfyDs0ZbnOuzuekhsMv6AL65UwuRk2FV4yPbqdA7aHcX2hJ9HyG8jmnCfli9BKGngAW/bk9zhh3Cg3LYg6WFg/mYeqrEl4KJOi3Sy+iHw0fXNfjHt/WeBrY4RAztIyEhQTxV0lTXIzHkKQ2mncIrZgiqJt5X+fuYgSA69V7w1B//a48o1DfU3e8zaijtMEF/BH/TA/4OdbOSoD/Qz3mM6bpVhNmIFA8s3L9t37zAaimxhENK79iCt0vNc2KyUdsi16+SHFHEvsZ/1kha77WERU/F9MhDpQCF7ZwK8ssRlyGyPc7A5gh7l6gwW49jhmRtDG/Fph9utpfgj5rGfyRmP23oWmQJdDVWoKqxr+VjHyu771EjpTjd6T5AjtJUa4hIYqUAX7XKOpCB1oFDuQwfMqrAfZkODmqYRkUI+AI+pHELx8lb1/q65s0Egv9+NUjckq3j8w9xunF/eINEJYFRJZMkrV6o8ICiL8xd8ZqMNFxkWq3WaQrS5lbuR7iL84PbCVwZg7VGSX4bypLH75IBruQRdT5ML+Y/mHej+mnF/2LNRijGfr4ybqew5zQMJ3WbXFBk+x1qCJHcIXZ+XHDrqMs9i94eoMjCVot4REvhiB2W2QNPvTIym95AMxURrdBjvJ9qXWRfwiafuEwZr+Ma1++Z4L9m+0O8s1hhsYPJl006suUqt2wMuDFc4T7inOdLCG0tDua/9Gl1vUGvH8Yvh7sNGT74AmQI6c/5oW75XK2f0/7GBxso5GYAXCxcwPgASqKEgvtsfQ7OWO2lHN4zaV8/ev2qRFAdRxLnj93RRHkNdWv+UMKI3aM/jMyuoqDMkhM1IXbgZm/ukspl2710hDnAlPgIBEV+2H5w2lHKOreXs9gfgeG/det8LH7wen5O0chtzfvXAfcDoG8b2jFS1LUG2i+Lcpb5KypPn8kE1/4R/WT25+puaY2j6nJhed+4ydxg8O7S3o2XWgr/VmE2nix40q5JIlKMFj5W26Mf+KRqz71vRlW8lh8JMdKgeQ6VrVo+g2E7H3lPGDxhWUWCoT6A6DGnPHWILgx5gAHyV3m5JDXkps2F+muAj6q/eJl71WSRc6bu4FVqLihbbuGg5ad4zdNYlQznM6rEk3aSPR0951+mEf0/isNuE2dhaCWni4qFdgRbSIPYNkv+nletKIX4ldbrXsnmQCUnTONORRhjvJ9uDhAfkmxnYDjylWGZ6LKrtDAdF1OlEETY2Rm+TfUmtpf2UILAcPVmKh9pSlRXiUO4mwq2FOCw9HC9vvLXBZOoyIfQ9NO6zufRtdVLPuIEm7kGWcwxzGCTe+YsMkusvvPHVkyhUasH7kJaBtCVgeMgfRPESfGAYJ/UvSrf2B2NAtC9SsLwT4/Fv4lQAbpDrgzlPGfbCsXkxqLMNtP5wAv54IQNdC14aCs9L6Y8rshiQy+l8inBqaScpPWtctGu1WtVaeCC0NYwdWD9NnOiaCxPdqRz3uyKa7DdGWV53tqr9jOJCAdlCfUnDb/79o8uiz7XdSlOobMdmOKKpioWKkM+2/FNMCt75+49si6C+PdH38S1jPfunHO/BTV3D4fgxCTgqVPqlGjptXSLl9x3ajrlqcRH+xXg0aNHVv/Ot2i0GPFxSQYSBF9HdyvqsHsjMgb8dUpyN4e4EuJjQAsOP5qw0/xfPmiDlr72PC9gOHFefHqAIsvCafg8pVPnkV0TZoEg1Z3RZRELQdIS3YEL8HZyBuRaNFRqcBQAqTKt2lJa2TlqXzlYwHsy9ZBJDGUCT7yDWk12mc3bUi5Z3OumN+q+iUYtvIid2gtW4PS3BaSBRu6h/LfKHLuJxTptx8qbpMyahcTVPKqFEvwCRaWEmra5QmnSqpVLo181UvEi8vWGBqYpr2GtMASi2K1Fc88BkcolnQRSNwTMJJU1cGwShW++wU0nqknTGtwiaatkAO/Qp1ffq+XWh6ccqEiQkdhaM0Ht9mZIVjwyay+NNI3Ee4HPWoZU5KtzZtHxwYUtDG7gPkXWNRD8Wd8XCW7hrKxlMBqbobm6Gi9Ti7VDTIHpW66iCYMPlv4AhxTj/7KhklMuqqU4jhJKVYBmjp5mZxetXSH6nF+zjzOQqcXJQag57v29GWCIu7hc9Jtlbup1vEM8dBEF7RkWP7LRY4RG6z/3B0Pwr9NNfC/MTUArJt1ymldopmtvsI+OVDO6Ke0QG4/gjiK83vNl4cgyPELHBQAsfwwDkeQAauJh5pSoVqgvyqez6F4YXiwCjl8EdQhHM8E78K1z8WfAt7bk24ktHS8IYIgc5jyTuzbHGsv4Q3qr8RgOmAmQHqA7QVVQ46y/GCBoS8FOCUK1bVFoAlkwSm9RdRKnWlD/iZgVXHOWJvzDRqiPAjQNkhAP+UZTZR7+DAHuQP7W/u+1wLAJNYY3lOlM5j8dbvRsQ9DHo2baTQDizi3qEUuWok1LDIyPQ9raFduyGKt/PJLeZ0X8G9KCCbS9jn/zWJrGSdaylTbjQ2X3VeDrjl55jxATRB2FB8FksBx0LpUU51szdiqddiWPkUAr1oCeFEu3Hg8FKottl17yccS5rzQTeepclhIhbAkKEsfHzQlLoEy4+mnlMscbWOdDQ+OxB70kbK/oVXxa6aya121EDoXYLli8cpAZaofCfyClGSBg3ZcmrTBmD7fUaWg3X9MoIIEG8SIjT+pyf4S2ZUD6GG31LzHxE5+rxM8Ge+R0Gazlaw6FmKJFFnykpUw10f/Va4kcZcCjeRn6S8uscj70Eclkj6YtNs8gI17QGXcpSMUmguSYQge5spbxQmB/dJk9dYncmH6M9HLZvaiRfpc0Y1lDma/svPze85XgxctmMoz7uAprmq8MICyFrPEfzzRdl62y1Ip/Uze61z66m4nByNCItEvNqjQOt61yJCqw+OZqskwsIR7JhBMU7jRBXde+teVqshw1Up884PNTnAOHPywp8Rkh7+o0zh8DQXI6KtMowD+1aA5dLxHW3kfuh7MtVimsxXFYpPS0QhktVmJxE5LXyF5tn/f5/zWAFDZV3bE9LFkS5X/SWyz3HHu5XiTxxWFCPEOQ9Obkyi/Q450yMNv9kKiKBIlefgJ6C1esEenbG6KmMbK4w+JOvUOg1jhapMatPPbKEINU5nKUekQ2wExJ1v4cef9foL4sUFONUMvY6wEaYoY/dwC6Z053Ojiy7QUFAxBLUrW2pHLqq++C8RWXkXrsZp6aU0Z3V6IbtZe5R5ettkvjCeRPW9h5Whqi8sr+AimzjjMcHQMOJ+/qkSSAcuU4kOlvwhkQ1dlyvdezHeAE6VIn5LdheMFeQY13RtEuCXlD4jUr0KQlQdvcE02UMegtIC45YHYxg0i2p0e3T21akNZmqG1fR/Gy9MWmgNEoaJ9OOZt5enNyOBX/5IavlduO97iUKfi0jFNP5hGTCqw5MYPURvYnbsv6Y62apJFMVJpaHCUViA1VwhWrH6lNH5KzekqM6PKU6VivmQcsxn8NDCFnfbWC+1upP1477N5ZYfR8Zhq67tBxfy25rRfpWjGOt8MAGrqno9cId9tPwKseoUF2qXpCo9bpJZ1030plaULIBinpV8jMns57IfNS+REzRukS1AW+E6gMR+9ss2P3BqkuVCmCCVgylgnToeDByo+IP/SzAD+VNoRrLCL4TTCwIuwL9ie8JfrAQS2aKrQYzLzovN30pk5Kpbs8bYiD2Yb9N3TG7P8Ye/J48koP7z3lzs/1rKw4YXA43t7NrM6lRfLFEJ9FWsuVNAYWYw8d1xcjQ0kPZZIE6rJxkw0ONqGjj/jaERItXivlnmSJtX41V0/WxWnrovz6krOtbek07zfvycXUbmmiqO8+BuDCuEy8iWphBvSOvkQQRLDBYd9cHHXMjiknAgCSiENBuoB3DVwGvKGjBzfAhOvOOLKLMzHNNyYwd+KQlnkeVwTmiBZebD5gdqWL3/j7UwGcru/Xe/GAmPTl5LlSus9Klek9U8HonJ2vgcxWhK4h88p8q7b9s9UoPbOSueMChcMwthFD4ZgMa/fZa7nnZunDne4oFrKNwuVEv5bx/wA+Enqnmjnzy1k44d/UeZUT2w8A1wU0aaRpZqdgL/rtgJSaLaXnfaE11dt4j+na63RLDazGF0woD+X/5CnpMs7RJehV52qiszc+xx4QzL6KtXQYfIz8uPFa8hTJBjqpvvoMj7DCU6fgjqtMU6OTAh44cpDGOKpsWWs+pTLqxzb0Gc091nQxkrxRjVAzha9hKr6W3t/QO22/zSfBBaPIPFf0xea7CEKISY/7ezhBDmsEL7+FgL3chkQFmOfjcUqHeOZEDQyWrbLJtyPBkX0h1IK3ZiDGqE8tlhxZIiGSvvqZJy+YITm44ASIZokezl+lL2ov33oDd16QWkKqUlsSmSFW1xMkU8u6e99VOqn5nUMxoiLYEmXB13z4lx9Bu1lCO6IcuhHojxy4GD3axDmrud+kRQY/KJiAwE77ebLnP8IumEJqQlsI/3rjAvynhsPpUd1eyZTin0J2/bavYBzfwVyvw2NfflvlFrHqx1gQVpEfDLri/wcIzqvkPwwotnXH6QQ25bNQy3AaRiTvfqea54phWZkOZR/P2KL0+37Fsd9XIsc1v/Oj/EbXFL7lN6rIA57cCIt9vtqh84xKxnuPdsjDQVK23Vsx3HkRfJbQpmRv090ZJai2GokJaC0yNWfo7il0vJWNmL7qgUkoW+szP+k1YG1+98EQ2dP23b/8jHm1a1Hd02H8ity4rNO/W9rnjqvjlpFzNlPCEf/FBWbQX3YOrNF9ojYcKteI1Z2gtMQYiB8ajZOr2ShQA6pFFgXcTjvh0/rnmH89b/yoCzRBpi5IwtVvnG2muJM5DELm6oMKGYPwZSvcSDV8IQt/REYB+oMZ3mEL7NLOE0XmusbXnIvUBRKsZX4ynvQ/906fdq+dpzjX47jXnqkcsWRUrnWtGOVBz4fzeFH8qAaZdo5T+vM/tuxggdcwPpirFSxDWSluGKYzHTQu964fNRJGN3mVEM7tQGtDCv5KBEJxBLq95FG5R4UU0gSCIS0knziXnR4hb7/qoIAYv4Xs6ZCpnsB1dS+cxJRhoUI9AHosFNteb/c0k4poUtry2i02/neuCEZzw3nYIQB3a/OlfY7N8PTXHpCC3zPu030PIJ/LoMKRMF8rPQrDPlC9zvdNzlW5qDSZqxMWusl6qx5lc+ELN0c/VC9MUbdE1Rx1Dxc5Aoi3frl9zf+AhC9WXXE8Iab/d89ZDQ8eF4wUDAKq35hRbUW35IiHujrryhdZxQo6hofA9RgTvXK/IFk3Z4u0eEap9bxEKBx/ul4ajlVnYZfdU9Vttu63wOU4es0sIL5F1/iJNummAWC9uUbLEh5XyWA61BAmk/GSlAszH/TmEsGj0DP57jPAtHqMZmi3O/qIre2NQDiCOvAx3OioksHJ8b5KJlUE6UQTi+50GXmRvvGrWu55kaSrZ9AEBJkBeVpbR/QpjpTMZAnzZeoFzbDMGItD1knNgKXxn8RDn6erhcZhs4owp4i8sI2PdHya/SoB/kZ6t7BFDH3aySHB3DFQjlB08w8Y59/OQeswO3T0hP+Lzu65OvcrhH9i0Ikjk2dUDu3cda/EdD0bNQFL0nQrVuLSVa3HLSWLkZZrc4eJSoH8xln8UUhUpBDXTWoRtJP3xvPykgaWcVdqoVwnaf6BXm5Bx+Eb74vVxO2DC7C8gSo+oWaUbXxGgnoZh/z6bZZhW927fMgX8Dk3sWKriM0/uBTHDu6imafZZKSpqWFgSM+zEEKyamjbhx4EyP6pmSDupG4TDM/ksfJF30kBp4YZT674mmW3+P9F0wFvwTgAAlNa3EZtbugjqvcSDH19Opt8AOy9CbRsd9q8yAgNTXUSIa38mF6DvFd4WPdX0gU+gIo9RwMJ6Y0n8Ej3zZTTj91MX9dDpPx8GEWSTVDWZztX9Rw5K8j39LDDzLCZsPy8xlVWiq06QZwK6QJmYwo65y8yy6IHbl3T3udQ52Rec9O87IGa6bdFys/F9Llim9ZUxdQfDuDhyNJX+jL4aStpizp+kXxFoHprqP3JSxFdWRBQ8I67vg/5neA0avAXi6DV4oPubYJkeT786gwFUgTEyHcu2DHNDUcIrwwmx/qXio2cXlFNcpkPzDME+P1v2ELRYaO1ZN/gWxU8aXIaqlTa9RCGzzMBQrN7bZnjeMuHjFJgxba0aA4RD7PVWahD42oMGYtenirFLwuUtZ5JhSlvvRA9NK8UmH/Lr+mQY6liHL+G349PNVPkNrAzC1utef4zoDTLRd7MDBEK5lG5OC14zdPh+CUp8p47OGDhjdJ208Y0ecVizGyi5M6urKOqaWEEi2pGdzmiDD9qgCbBDL8yH9Jy11xtxgnGeA9a9h/6wwKhAhbsOLB0U+0n43xO7JKPj9y+aSC0L6h7SXK8A+PoQhyNXTnOJiwXiFLad8EvzTH6VekwyK2QTSnOvDie4x/nGrzM72/gSBcP+E05CWe7XmOfRa6CuWlYj1YBtLoVnwuHCGl19X4whP2LBtBVJrCucCsNZr1XiiXGzka/gj5XGp281fkNxzOHIEQXOQPJoOn/r0HW9vjd1RMjCwtGptJtC/2omEB+58bNL7WhuAT/oBTGh69nFjZyuYwz2PVnKctXzQXsNxswoWOu58HCM5uc2USZegx71tc+zUBZ85ItKOg0KCJbt4TV44Gs5E4Z6ePfE8fnHzx7MwKyL7HVeq2f95dS163l961UN2/XN1ceKPeITuA4CIGEz5gOCeOrOj7rZ/aFvAUkJtoPoGQ/A5McRTkA2ILTfK/HIuG3C0Ay6DwEtYFZvI97oxhnfihU7oWNPxTZEuqzwXXm8WAd30bFvY9DyhOTR/ZPe+X2wbBWZ69oas6Iz4Jfqe4411MWJQBTCtflg7bIUYQJibBM12J0crTqFiFHwtIed7a4gPZbyJ+ZryUI+AVjUIIqwrpzdm41kD1+RF44KueY4C5n6OhFQMx19GwLM0dMhDuRq1t1QebviviUyg+3w0MDLFaQIuwbD4cBhnH6TZq8D6S+zx8xy52QUD33nWW3SVL6GvLIR0qz9GyEKhTvF7xAHzZCBj5890wK/SOBRHR51KuYvhmTVLKfgI8dVZk4AR/1d0voP7au1Ia3PcccdeLHTsBTx9WTLx0oN0/t+HscdX+7TQIisWKhto8U0IYFBAdvNK09nKyxVkzmzId41TXod49yxqtiDb5yurg0hmXEgDkxRuhP1sejcqiCqTDk2pNSWF42lmvNzvFgD7SIxc+tVD/3fG33YHabPceFyunOn1XI1PzXBwHeD21Ctpzs42GfrSwigCDo2x5dmWpfohcBBxW/vRFJVYPpC1yHVXW3QZvFODpuhDhmWCUt0iCgaCT84z+ifrQyF43sV4+Ei4vj9JIukGASP4bwLafPAUAm/9xhlfDv+IXSA2GaLuNPPGsMMWCjSItZdjnNKoAucAP6Axm9n285b9YpE2GsMlanOsrnxXeQI4sn1vABp3LUWeD/NvugHEULYYDX/d06l85/K7vtPm3erimJ1+uziH/RGc6K/R55cVC25EacpYCEmtYC8JLJ7NKYGjSUJQFQm53r1CN9d53i2s4psfhqurR61ZY7YZiN8af0512GLfjS7FUHcjiSkjV79war48By13wd4EamP/739xgbMNeOq6Xbm6GrswkMKc9Qdv2dGJZI7AWtTc7NfHnmsbpqHM5PPPW5OJuT+h5BUhqWBWuvKoX7UdedWqo6Y8k/W7dHn/jENjwg8wWEWuHz5hiwKK+84Sa9RedmzR0fKYvIKnUepl+7AJpxGq6Uwva/Pc/Iar5nqMNaDeTe/9LVJ3V2l+qvxo4qSi7ZsDHrH1D+NgEZBw/BL/QytPK0KUBW40qNVtLGK9h3iIMtWJ5LHMIJxDhWFaWD36T1evUdeWFQxVX9YIcVXDuNK4609cmibr/haPPZI3m9NwrTdKCdvieHpyeotubINPJ6G1YAHMO9lA/PlMl0rvOoBYV+1sj81WfxWPmimD9O3fO3tcUomRPBj3yqJCHRqnuMD2iQ680sZn8Lxxwpw+rmaaR2Ij/1INLtMwlxHHZ+mQ+k77vZcGrMD+qtS9HWpTrECMMu1/VU+IG8/SPsCA48X3yKVMuLmg/lHid5hYaPwqBPwp0VPDo9psJZa1UfzFJ3ft9WMkQDP8s4J33kUcilsHKhpDY0FYxL/AKQCXqOi+hVj4oxrRqIhwaZS9gNB+9gr5d4c70FVpFtH+AZC0fVz/i/YGxYzzgRCWv7btqIVu5qg6A7bpyJL46k8+4dXOnO9sM9G6spUrpEhyJPCCXkIDiK90CNety0StIquYQlCb9J2WuWSnbSyG236z9DS4ksAZr8rqsWNLELT0iMWXLd4Mlv+wIVqadJWmhG7mC7NlIylS3wrbw0sCA+UQmTN0YF51T1ZiktenBLR+mVsg9jjP53VnMxDKaRV6Pq3b+xmfr7xfIjgK11N05IHt43UYBPonT11mzmc4z7vwVTlHyVM9uNrXUVuIFdUQpIgtHwX36Whkj2saoIs8z2zyDvw2MV4Xrr8uPVnxQRu7YoSYDF33vNx5mavHBzzD4WDXqPt4qMVayPNKwTLVxONMD0xC4uubsLAt7zyYY+UF6fkjyUjWliUC578WKMYal1x+rrTQFL3jh9ZCZEmS02RtuOTRpN7Rzf4wmVE2Gc01iMOPJnRm+GehiKpaXdUKu8J6z4IHH/NZVg/a/I6u0vePuMUGbWWfS3lKRLTtEjWu8L/4XnKDY9Djh7/ED16VHtzwhIlT+xbw/KKBhXowtLaO72GT36gmab5sRB8H4GusD4EcnXp2iAQG/PMHFxlWcAwISm7X0UFFubnS3l5IxGTtD8tEh6XDMD1Xe+jjxj5OJB8cDaq2u/7T+V8iINg+A5yQOQdoRmierjyJuqnb1CbW9SMfnoOZVJcxNKoBsnTBfJI8eEEk2qyHFCEAABiVwm55KpdtZbXaoFOLjCeym3PsDsGKNkmjZsFMNCtzixBU/KdJyolwwkwLJ2PDHuSDIVcVUfc/e37zkQv2UFWeJPPGb89ae6IB14IPrj7WHpWbaP+V2gAToLTVfrzWrgUhNNlVIz3b/VYqMkNgT36wD7ssafsHDSsbJyaUnbybNyhuxiHTXuji6Dm+d8l4XTLT5WAQ38beCCT59AQZt+nSf0poSp9gy3cRI7VMtPSp2f6jBMns1A23LjXOW7RAzUrg1GizMKVEMxxV+OLtnIp87jk3cCqSqgNxQWBoA2aYaD00Dg0PSvU54xwACc5K+NF/9Zs1IzUwTkQOLhOlH8LUsZVU5ue9vsvCqMJR2X9bhWV1oh7p4L3/bWBfVBt2f4z2OmRFEnC9S4L58EQRQdlNmiAazG53BkPKifm6Lph4DVQ1XgdxxopajMMOI8nxakyzkY5DN16TnzOywaY1YigzdzoFprToJCJGKAY3qpHxCUoOsrs7sChJrDqcoZRVpKiRjWVyRgTg4DSK8U2FUjRUzUqQ6gIZpndlK868HGsQl1p4qJkQ1ccZwJJOLUKVUhNuWuRMkZqOwOvVqH8KRMzY+CHvVZ2oMTHYlIeQafhnwYmNOi/xEoW3JvmBeFAsLIzazOmamWzbuob2R1OSK3RIjQheWyYGCPCACvDNhesVqy7zPKXolBprFXXt3qmbVP2y7Gp56OfR4xnEAMoN3zkue3UxgFwN1Ia8OAtLApcUT62G4ruFNwctaPlP9c1i/nW+My5ACWv6NK5uT9aUU1m+vSUNjH1fBUd/Ct+Gvgx9q8bb40nemD59xfziNZpQMofXSZtbkmJnKKPyqGg5I/XrVaKLicXS6CAorBfvD2l/t4GhhjACq3DVcKX+NHYTlIkNPT6y4UBaKE79FyI+5yT2mT2jhqVHdkSo5VPvr71zZ6+cDyg786gspeoUcqsQOWq2+UBn3h7cldNdsU1BnyPc2Jn01CwITMwGSmFvJxM7QmUgWPJr1bIW2CZEYZjBhyoIYcmPR1aQpWFAWyfJtu+Lu3LnNWUzffpkcVcES5yFSKtZEYcobV8pia1VJBOTNDPgm3yKZrUt1/ZJirRQPzJ2qEnSSqsEIHYOexLAHFMYXj6xP0inbmC59bjo+pZ20+STm9bpzNdiq7CcH6ilhSNVhKtYP1RTsfUgxMetBcTCWdlL9sbyLf5HmcM13Bky3FbOs5wpT9zX2pmi4l5p+kTIB1IGLZOtFI6kQ0r7blED1CN+mJK4SexOfJv1heWpNatY07Ppy6YUXru3x+JdThiDasOjx/0R9xY7lWpTs1/TcDEMzM3tmZj7Gr3921n3dUqmkSlUe2F47VsRCXScvQAlR3raDKa6MQD3/yliquX2yRBvzL4p8xNM1uNuBl2JrVS4KXJYg0bVJI1FsGo/nbE22xBSI4chwryfzF+fOdp+PvWBSqEMsBcAXjw9NmVcExAS2Cqs5hDF+xuJDZF8g4pUnNvM9fGLUDoH7KhkWdCURqvz3e2cyD1NwLufUmwINlRr/4NLvxn9ICX5abuME6lldg+c22tJuRoAoibLl4bTmCkhj7o62CwAao4spq5gQXmHrH7eL+sNkHwwU0QO/jB2IOhBTCZFpuee2G2FF8A2fMTSloXE+29pEuB+E5Zrrysy22mm+w/gekVZurCANfif3Uro1gXJdvJtuySGi7pidhZTLX2oComO8SWnDA62AYMJXR4cSB8NAEBJt6wTq5Ud3kLBjT3yOAgt+3AltpaWzLxuXC8UfanZTiAtNkwmaYXO6Pp9yxQULDxu3zKyotXHdmYE8RcMrcjaBCHLjBcgmsW637s+CAPSMmH8KRWoZubcaawoyZ3wQsK7f3/DY3u1RBE7LwYi2Vn1LDUFMVEVxbJcZol4sZs2JHOZ5eb4ZRSlAl+owE8Q1Wttupfgj4H8ZSq8Y2KbXKxFDjdAEifMRw02qsqw+1h6Yvd6M6WZTKPU6/GBFlyv6txnt4yNftpSuulUpJCCFnFcJDogpII+lOCPvOY03yrJDRPyT/nbbh9jy2EFvXJPYieHfg2QyrD3vg/n3Yl7OnkTmK+XzlIRL+DyFMeda170mmI3dC7yILxg/C7sJm6iWsjSvebGgx97meQaXCYRRV3EXhiR6vGANJOYm57Zem8l/NZQM6kiGIEBjrximOBUWaK4GzqPShEhC/jdlA1J5NcQ9cHwi5mUQoAyvE6a9lv1XOrsaTxj8gI1nkQ1F/8p2ZAotkMrav+bCCp/r5qyggV0OsmS8BCu/8iNoSDXRYkr8b2kK/xRwqUutIJHGmM/3xLzIUnLy9BL0YDEuNqXoQPEZQfd34Mrz/Sy08bo+NazRPR8V7Tmr49842obTsBKpEkr/G4HzXWSUTEEpv4D2NOizN4b3WObqcGGSDW6EDScrDPdGlpTkPi1EGo3ALDB8heWXeeoxclWcuJjlw2w0xfPPiWn12Vx2D9Y6yBivw66J4LVPn/dlzYe4LhT6+bwYOTCken9xFDzV9OT3eVfRNQf1a2s/PRSGUM4yBMCjBGK0aGHaXNP7abmHeouGqtvv1k27N792ssliodY5q8qqDa7NHWMwpZVH1op5JmR96RbjWISPLPMt5iL72kyzmumd+KupkEu/80V92VSfDMF/lOAOho2sZbuj+7U5k38+9lPP22UTgyuDVjn5nIqQnu99oBYwneQ1d4DAT/2zZWlmxvEj1m6JUJMtdEcoA2iPcIIcBTR7pb9CsFcf++6C8tdI2hN2URsJSaOzcdf0Rv22PPBwRWBfG3m5x+Pf02/hb5VtwICyGU1BiUujV+JTVqF2mfCojXoxaK2S8yv2u50S1GNlOy1oGwB6E0V6hiUruTUy/OLddGmgZN/Ur/fD9ADqGPfQbgxvOH+Ve/bHuTlfo+Hku/cuz4XbUxU0Zy8ZmlotEVayR5iqOPbzUwjGYFLxDPJop/wYOR+/VDqlgNnDv/JmIkyvT2r9WRXFDK9Iv6/mZDicRQw8j6Dz9YQMgkBUGRHGyj2XM3GNknhUtjVRjY2tFctsHfEvl88OnRYetOA9sq/Ql2vbZxNM2lZY10S06Q799jq0m+K4k9lu9k2/q2y34GUogwbplWlQkKs79VCfRFbKYe1Vc4qIJuNaN09WAJdYZcQBVn62vEDxl0YR2ft/sSplv5/UA0IvewmV9Nb9uzSP+oVkCfL5ZM2t3YdJiVKl7JVjtTzLX9kRUWMFnvjy+crP7TU/2/ebUL0JnyClXWIWzVQlxnPyOK1nSrzDJz9oN/Ol599EMf4Qn+my1MdlxZT/Ae0jCWqy3sumPBcY7JDdlWLXxoAZrsg2olAjMZTf3vvexz5M7S089iPr+6x9zeNjTVg+LKpcoW1ueuN4kRv48rvFgn7BPJz3+CR3y6VwSyhr95VaUIk2uPMl9+U8evVvY4/yMA/+CJCsemLUzd2lnrKGXDsU8Jq1S9HawTbPmFW++5BloBGCOink4l3Xds8aXy5D3XDjUk8k6b6oVOnGhNXL/JnooULVEFPN7sgZtX8X/2WDDyjWYCRN9cFX4k/VR8p3jWlPj0171jsfRJYqCm2uNkKacrNbI8Lzl2pPBuQkQ4j/F2fLg+NvIfTVevfXAYHm1wu8ciWf0Qomhf1pL2kiIkv2KU0fh8tskFG72CQ7whG/ED7CFz1mvRfbi1Wwjskp9FvOfcuJXYN9ZRklx1M1zdNwDtLfFEbscBCHclu21AogggnW0k+CYF+FsGyUpWGTnZcFYmSP9GqBWAP8Td3auCk4e6p5TqllQtIIrDD07aqUwz248xcvv6YYaj8/NfDMuVJ41c3EY6u+QSwPkGFJxACMzlXz0GT2VV3WS1Llud350AUBrb+vFPHes7/VVwipM5cHFWkG+vLm89MZ4CpccPN6f7iElrnXxkFlwSQJ/WpZxQGJ1Y2KeJ/p9KXXw7ZeegG36LRZWaySnpgiSQpxOhH3VAYRliWfruqatBTSCeV9qD2AIX37ewB7/lxr2CKJSoE+WVzRsyOU8PyVwDU+kN9IdiQOmzhlUn3+lSlKfdwSJXUjujjik+g39hFSmfwZx/HIU/cXR30oVOWkxjDZDP4EB1xem5nDOSEbISR7vbDmwIPrwTasff/YTBxG9CIl5nSOGBGjmTve8AoAytnQorjq9SfsVcUahFd+UjV6m1+jQqe+OhjMdQ46JgUAk1cKkzgv3+kCWF6jrWpz2wVXPdsO26gjLsrHXHMLwmfovURzrfPV0/COHv0CBrYMFA/mjG7R99zL/iNWZD0V4mevdUt+c9LoqeXNX/gRhax8VRMXxbirXGvn4d8KmADnyNLutj6oRFpkFSSs2nSgb/u/tr2H/JwU+1l+vR3++r5t9RzVDtii6dq7TYuIqsocqm1sKWJIqS/GS9n9zIUfvR99tZ6cCYLklyh6eRz02vgSZZPKEdta0K35wktVE9HXVc2xSxFwF9tTz6XRyiPWYg7TPS6rFnI/qiy9ye+byDhmmscbRqsq8fEuahZa47n0PUv5ZCVr5Cysp2uxPegdC3oaafhsYriy4nyy7ANlQuOmlpwpaRnrx29pJONcjCYoAXQtZfOBv59rgM5q1tIsnZz4t/bY4cnxHpIfP632tQv+xJWab4ywB7zt+g7qK7PtIc4KcNLW/9EtBkj+YTAh/H7KD/9iltXfvPkfpGB0QFHGe+60g2mGVeLxPnrHljzn+ANjhPXJawNNE+C2m+GVi5b8bJ3B5XKbgzPaNOTwvGJWepXx9+L7g+Ddtk9bKLokhyrdOnz2hOKX5dgXHs/Gdx26GlGsDnZT15USZal0q3pvfLNNKQZVA/+qTqVxrSyjYBVMD7L64oIDZjvSdRpmuaMA981RpskgXCDClAy2evn8aguWr4cBmM0dGarIr48TGG8tRKNn+/gFPhnWTy/He7qoIxtvm8lBJnNuj7mOId5qaEglyWBJtuMGtWOmyr2vhJoXYaUsGHLbWVTexPhij+TwdCoUhx78voTpK+rfc4x83g7seYl5e0rYFOB6wwq0O+sIhk68XPIClso9xeJgtRjGF04saIqD8ms/3MRLc0mHOkZSQ1ovf/UlJHyRQMQ4OrRN+2RsQG5Xudel5TSSdgpJ5qNMlhXN3O16JTtYyAt8JT//E6FkqXqBXUS8dLXsPR46zLrhl/E7J6DqpBU6N5XBF27NDp6RKep8Th+PQVg9V4RhKpx61XuWiVRrsPOEAHvGwzSCDjnXeLbn6u0wxKdD3B5k69AATnJnJjKrckiR+KVIQCARHq08EVOSw+jxzOxcD7Y9qJ0/srgRqSCI2txUFVWdyfjjHDCIIJIUB/fU53mrSV22rE58vzRbYtseV+g0VHMSsf24PCAxVOs11X6omNrtSTykKx/lh96rm2aIUInFVgiu/Nx1pmdToDx80G7OFyKfRPU5+p39kKcM1tHk1Lq+my+ordh6qkmF7PQ2nOjQqE89Xg2z//gwZOUlOJQdXxdqsU9fKrRuwm9y4zc0bjzyr5EU3KTsjyKHxyj/IGrmGLWSv8umgCKMvk4yP5j9S4xS/maGvxsqVdAQxSeG8Mgzb4I/OveqTfP8qxs7cf5SJIdMLSZPOpUfcY3rdUlSDHJTTONxAK+Ixhbt7iS48rG45Mz2/nqr2wEfbqjhlwbdzbvNf5F8UTz1K492vXPTRN2xW0B819hZ36l8STpUXsoRGz7gQ/72z8Io8b3SgrhPt9TSQlBP+hVlxUF8U1REyhAWbZcoXhfZxSs9SxMcE7uwvQoX2qZriLtbWTqlZtdC5EQRG5hufhi7sOfXr+ssaHFaR1wtY/vUB0yu8L2phV7WD34v+qTYFfiza9m+N1Hg4cqOh/mu6ojyH+jPnVxoKZW/jwZF27Ot71UksN6FPvcARGdnVl38icSPK/TiJtp4tMtUvhGS2KAjTyxe+KNFGokx41nvU/k96EMf+BcP3+FX7BEJzX5VghwPT9sxTzN3vqKPyVzR9oOf6fMGtuHgNmzo7KIffOod2HshQoPqwLWpNLSfMVLVKf1ypgY92fH9nx8ERld2xz3Lxd8ANvvCNdc0JEGKOENuVnXxWyypkSAcxoH4rJX9Sbf24/dYk4ObjzSgeiL8zBcldB7N8TVLL1vdfe146ZK4lkzIX4qKyNSd8ezv+4PzCfYXkO2cVObwDNP5DeimvvhfSxjTB1GU6l8vBK3zKTxef1PhWvaA5QPrg7Z50RmzRf/ClkEG+K9GlQ9tbHa79GVPAPoIFluhhI5KXwLq+HLXeglNC8BCosjgx6nwLUuRgFZsJjpkPqODi3CaR2NVCkuzJ0B/E3P4QGYdtufyL3n9l98Tc/KbR/8l0D/F8Js6T80bXul9a6ksqyFEjDhsEsQ8KWYPE9TRkoZP1NCO6e5Z5vOtu3rQjiGYQJ48i7+SBLM7BnttxPfCuy9Y+8B+7xXu8LSYPuGJVL2x1A5arRPRrA2rFIyMrTR0WkQdmuE56xMEAmOpSevnCEggcXMl3L+NO9+GFx61SrXHpIW3e9T2C/NzAYwhsJmUzvOjWeQPwqsDIBH9UEFcEX+0GSbCtis2cK6VPR/ToFcbc0XXi3nGwO5HoqbMcK0++7fpBYHFCpChlq+nsa2b1zd6qgVDJfm3fCe6fYOcGrWy4q/EaIPZ8vxK+D9vr3Si8qX4SlOAW+iatoklghrRwibSqLQFsOQuln200B1rXzBhkXKjRGDrCqlu6NtM4Pk0kMVdAOYU22TxmXRaW/mOIRjOOLQgCJOrnQKgXQDHyQggTQ8XRI7lLvx1wy3TrfJNOLZtrq9WI2gGbbICqs6izkEl0ncrNzXwYPsKruqTDc8cyruVY/SjxSuS85wgt0O+RUk0xAGX67xi9qVq70xu67h+3875Qs3q+M4gu0xxNv5NUu+sx8N1iVXrvrkEQ5GNhPz5oCAxENVDHVkVUxWc0Qj7x0Xp8co4a/Gk1/7FveiyuymtjZ+KyWG1qadvBoWzKTdAorvaXEUJkyVPx9DMS2vg/bkAK1jBgI59ZiWETfekwUOqNdnXNVZiq4QinhgXt+B4CGJfE56dyemvWHmfoMM3wF/TgTvfzvPMfp+o5Y6Q0NL7lMS395XZxDf+nha8D2jG2AJjg8ROmsxTAIhtEeAe+muyS+ZWs6xf6n5NNfxUqE45euGAovoCHuoPdp4ZtCrNLo73sROa4k2LzPSU5uWkO1w28JwxOTp0S5lnqn720oLGGlquRr9qFxe1/sv/iVEDFnguISq9gP7KQuTBguV3k8ArU5ppxSEjgWKHmv52GH5SdyY/gPmmptBn9ro8IGAAichDU5l5HHifM1ZYkfC1M0+mGJH/P0LBwwlRwsFl4ofXBJrUT/2heCCk91gRfiFf7uefhxQnSfInJ37AN3SCjvtnI86GNfqh0oGZLO7v8uRffWvwRJCs2iZ3+o+lqM0wDSL118safUVPZujfiZyWuhR9+xWKJe1ez1xlQxb5Fat/HZbKdQRp950NMemsLZTXJ2UK0iBcCINUY/zG//Km9Vux3HSN/6ItRAH33jy2CX+hBGoefy3zAHYcml0/XhWRhcFMqisZqUP3j199XETCzqgs72Xt36c2UNQTpx4x1iFVwF3X/yoh5eSX3IQyXgHuzAmAzDQdSIp225yz8Jd4gGFPPMje2VADEi5H2PKSlKoDe63qcajs8qGBNiZ0XNpUa+vpq8kVSekGlq6iad3fVcyoGzPdnn4Bk/46N3PcJOerGIh1uxXONMsMsttDSitMpbPC3GiabZgjUy9troDu2pPCKaRu7EkiwTud383dD5TVA/cafk16BIVpWcYyldoWcDoDP37xH1RhnEFXZOhHSbM4wVOVzLxuISrCmAgP0o0aRTb2TXwlPivvezT2zXF+WXdcLn4cf2FRWmrO9gezAvyyROYYIfSkVSE3U5up6DQCmgigXLvPpsn4dr3w52eaFIWoq8YwiPL0/61iIQTs4yapISZu6GnYUtW0LH7FigQsfdGvzvWzcTOsowUiet2x3f2FPipOOpXx9FHhUnzAMIIZXz4fB+yHZhks7W+vjlxri/Imy2EqCyoGFE1NOoqazbZnPVaMmdu4kqLsRZ73/5VUvXJPiwg8gZTwbdcaWHEv7wuhBhkr3pjdvtt5uLGWW0yjyTV9syTpwYrxhdY0+VLoFSBd58TNj5N8E1PVC0HKKbaodWJI+aps+Fv2TOcGoyhxZVrn3z7CsuE6Wa1/0BODuYfsagXta+VHJWDCIUv81MHeT5IIS3j8tf7QiQjnNlkAej5n/NXOfMUnG/TjA5xt7S3cjMSAX2vXKf4pn51VdWZLp7sN3V9ZJQyyMNVoqierKQzKhu6G5PBaEpkZ+ct6lH/bySyrBtGZ8+SeF1enLsvfflLMOa9xEPI2UKd4TF7MV083crX2rEMRRZAgjRXC0I4a4wbu/mjqELE2PshoAzuWf9/GsLjw73oDvqI6T0UOBKN8fcLSqPO1bZkm8noW6g/FNoKIu1fpmy/ydVQCeaADPQyaxrHpzO/78iw7A5qID1lbWwhfpbPnNX0F3YpIBxjB1BHhYjdcIzSNLFTcc2Dly63EG3CQk54D2akIHlv2daSPgYCDYB7KKcipTd58yyXpUilo4FutSaM6OfZMN9h5CQwFLYYn1b2wzmK/I50hRtCkmJz+FlLqlRjMSgk2SmIct8Lcyi8zeDQC6YUeYXwFfUzaNaQ8TcJV/rpSsh3c7sJby3UG2IS3kIyvU90OHPl0TH7ApgX/kajjPl8OevBlgoTzm+s5TYxzGCPTXNV6eVDd74qWqB3Ft6egitwQOK+He2GII9pvKx7VaAT/dRq+f2ZI4cFMZncY/XQNn79E0gWo5LtojX5Oc/V7SeLY+rUbfmWWr8a5Dq0A3itdpVHss7M3+YKyGtd9EQGDhooMZC8Nw37AE303nMltxrtV1wFkQXMLHkayKEP9CLzXz1S5CcG+zxu6cG8ghTqGvszqSV1+CTm6KhdF+65+0boAWQodS4Iu1X0iiX/Vg3DLVe3Uzqm9H2oEycb9U0tFZ4EVj0fhmb0oKJn28exhmFAUOgn1nmzf3CAs1/mfBayLtoLbxpwvFsI/VEsZl1fImVthu3qsXj1fj2k31kgGr/AWKYcatIo0GtVYAgW+s6o/b//7GmgG2dKd01a8oxlpdN7WwzD0ohgNvXiKxxpD1/mXulZPi1/Z3zMD6YvvVRX9Ra3lF/q1zFdq/UsfCTTixJtCm/QFYSVIrepEvBRxQEIOnaWy26mOrJ/c+ISBkvXFb6wqYck1HDSDYxNRk3zaIGHhqqudTAPmsOIX7eQ/B2qaYVprEsYvYp9qX2sX/eVZdD2GUqpRBstRoZSMnFDOlfupL2YvF742y/X1CYjme0SxQbsmuhGHyPEYEj/+J01Z0jFz9zf3vwG5mX91fH3+rYf/DKapOm+xlfAmyhQiDqnrx3teUT00hS5g7z1YeKM4c1LpkmZb6afOFEsHy6w0zS/1+1GOe3sfZRaVyXyZM/U64tUQ0Ykvk4tMl8A3mWU9rdNpCboqbCbHGVUcIeB1BZ+6nUubT+Rv6flK6yCrNUv9DfjpF/ygst2g7NRh1KvUz/wjCEhG7qfg9GneY7mmJoJZJZY4yBecl2WoYwSOJuUy4k87w1p+WtC/8unypzJX1govGRbMoSDYINvNE+/BLza+tSewZVO1pz/Hn6+t5vLQQf/dvySysqjgqIFz8FWAG0nQrILcXxaWefZJKAw1b6B9XYYViHaKZjv+gCC/IJEhoIG7R3VFmuvER6p1UgczFjW6Qck86ngdKYQFfl2P5Ueztikbvx7F23ZPWVQ9Z/ZhOqpzLKBJPI93IZF2ZRGw5q92LSZyuWF+5/jUSB0gnC7kaXuWgq2lgme+twmvPOD2MTuYqJm4Xwcea6hxNxOSxxV1deGotiMYnCtNyUz03eTih2GKLrqFopUqghcalA9XFAmsDC6r2dM0bV8RoX+wgy48e+yAo0NPvhw+BkUbtPoGbeT8c/Vhi+99EHjDTlnT31iNkK9lsvibs3jh1Q2M7aDhY1Kwwet3NH0/HO1KiIRNT0J09QJol+tBeBXvNS+Rfj/9FelqdHy7OnmgVkV2Y11C7l9nBIvqnWKB9mz6kRyvxVD+L2xk3jauGkvYn7oUKYjkSXtoFFcl5tgn9vQUsqUCT2diZDFZL8a0RiXbSs5XlpDascAiIQjM4NZINUS+fMyTSq2iRlITi4hARA3XA7hQnPl9jmMoAX5P3tD4NJbZFEe5coDuIn2X5kdqsZWlj41mwh9dys/ROfv5s3iOQIpksX7Jqd8Ns8eGpVcAC47A3hxfCcFqIa1mquaQVWJEy7cGIIa4l8MEC1OOoIfa4sUgReWVl6/We/gLWpOjOIRXllyHIsxLx5j0UcC0S29THbXsq17I735lRXr82JCuI9SWoWlFzRr7zRAkcIqmXVk9Gxllwoxxk9rg+YA8tRP4ks8v+sVdzVWa1z4Q3d+mmtFV447h4kxW/oORj+JTURdVkNEOuqX7ihTne9xiptU8GysomR7LLX+gdTolp7naxrRWD15uqnGEbeqBPnpmod8AUQRfn5ApN1GzmrPoagJZHtP9K28A8DxIfVEwaBBmv0l4JbcABNhDG2ddnD0Quh65WDK6SjqBwqD44iLeulYLvAcX5d82hgP4CfcV81cqrAnkO0mo3wpRmIEMv8zJzkxKA1A46j/nmGg/IJMqAMJ/L8i3QHAZVZwSYjSXDujgwSgIYtrV7V/42GuhszDGEwq+qR88ca+St2fQVcMJoHFs0TETaSS9mZuHddK4/cD+JkJzRDSda1TkV99OPfewKSfYsrxZjs0W/FWGdejHxzESQ6ARaewm36qObOYy3SGznRtkfzbJP05yTS6HnXSP8yqtuctuNh9H2kiQFbHqehrjK/3XMX3OL8LyBcbXxbKaucfUKOor1lNa+5lZysg+nqL3c4yaXwEUqx/+cHWvA5ytVEDU45eYv8pW1SLwv+/pjw/EfRb319sXnVLcL9b4nuEg65MzLd/hoHdHpZDhWYe/uldQ+r5epgFA4C7lDnTunq+S8ZvPUQ+KPX2dQ3Tb4bToapeMMEF7A8UHH239cQ1Iot63Z9Rjf8VUI5Ydm5jSZ98zts9RGBSDNoUYNxTDKZQf5f7ys2Qaa1sCGKyriMffwHQNzpC9KcbOEkfWwI+lreaRCzkbyY4yCFpDe1VXkfxtPJKkRjAVi6c3/jqSQdcmY57aWbC+LrC21cOsQT+bdfkmURTf5/UrN1w5NtUJ0/CPM+TlDgud7kMS33bO78UQcfakjb6yYyWYSeHRGHKJ5Nd4/eOm4G7BLaf0Ay6cTBa4cQOYOGlJsBpSDmaQkWlAu/VsmBf6bvX0+C2GXVHuy4GK1A3Ak+N+qRP06/jYxfkJyd7KXsWKXVHS5epHBSyd/WyLDNKdUraVI6PjSgsgB+5Duc2OoMiaVSpanRoFt8DoiovY67yawP84yQHLOzJYzTpSSjCl1vltb6HL+Keol1z/cXK9BtmJiWI+lBF2FeV2whpfr2u0VnJzh78RWzRucd/n5L8TMj92/zxo/AzOYeZkUYwALd1fp5tN6p16dRTzEL92Qwhh5ceb4fa/auw7h7JdBI4FAKKx9ZoOtyziksn0E2+aOAESOZDd+fdPzNdfJaCLaV3pApR9+9GbnvSGiRrL3yZpUiAU8hRPIy2a0KbglzyfUKnSBllTewWK9KfKT25DxjggwZy6Ug8fJvtrCPyIhHcqoJmuEHlMSSGGPeZZy9gB7mfYqlVpX1Zu1pgxDxcAG7OWoldUcAuXOlaAxo/YYDcsw4uM4zRElz2HkA4xUjikowziZAFdYb53MbXefiyIQpAx6EgraizrPGUsE8cv34YXpm1Ft6g/wj9kbiOI6Rk1raeekaoAZKICbi8iz8PipwljM1GZhly8gf+tRwwxXpDv8zrzMQR4dbVTk+levj0xBWppVUa9OoZ2498XSnESvRTyPUI9ASH2VrBuARf4tcSEVsJXfc0iLksx/DudOO0I03Zy+NNo5nqZUfBTewI0Gdxv50hUfqi1xNR4ebE+HFTTwDqiqooo1HTFUIhB68nwyKciXWYZlkQf03ItxAlp/m0cbM7GxO0u5y7ARz6HZGCp8NTYSekqHn7h+3vCcavZzWKLmcixGmFs2SfaxB17fkBphrK3uOv3Ws3368fe5mCKkj3ZRlT43ly+IbMFN8ovkZXtNuLH2YAqMFgjVimcES9+75FuSPFdDjJGyW5fl29yQwYBUZVDq6cQdA5gpCSkvR6ok6d2qs5ufHSMErnB8G7xjn4JIJaOqUxI9zTQwRlxdKFM3OA9wfPVUU0vuX1vK5yHtIWzx0M11cdbP40uJdCkbSUdRCx+jmZl1QKWJ92sMxo3vK6tAJcKIYfiaM/LnNCleH7ffDeaEdS72paakdPfNxmVTymL91NXkRRB13CoPiOhokDqZTlz6R7VaRikVmEkpGnjVaw3cxJqg3UQ8CBV7yJqhnzYkiozjWWE9nWhKgJRYXEfPS+N3XjzyCcyF3DKcqgj1cSR+qt53YxAodjcEN28f7AKDNIv2jHg+7MrSdCnhlW559h1LtaFr+aYF35fFcEaT4alPEs7D4VXQ7frihN4KQOFPZJzbgwfu5QH7F4gKilF7U4N1nNtZp57FiAp2PSt6WV4EqV4Ahg+sGFg33Vy0ZWzk9bKQe+508V4N73JVEia0osTmy6Ymw8xdL+mkwxf2yHBZKYBEDKppTALPpZ+uGraQyIGoFpvIvn8JEPL9WhGQSrFZ7g8GO8rNU3E7OVP8OW73WZHLrxex7nXjPHNsMMISA3Ep8a7FYWWFB82SxFwRQjb59d9OAudJ1BTWM+0CjVFNP6J6jS4zcXANv5GHjHcJ8puYkgB1R7F8wKZ+m69vnaOvxWz5mjOcrfAy7lhODmpV/Pq10vG7RYIeX39rs5N7bE3vWYV90qZKJvjNxHf3dL4Pu5CGPYKO0S4xpU9XEdECQAAWSFcjj+ispP7eJwYalL6wqKV1I/kUCkbJ1QHplc+osEHNNVuYcD6l24+zBF5jPC2drryE1PFNpUIWSLXs334vQL+pDdDvCj2X0ubRhl5VLHoxegmaivz625/lPrbsZ3lsPtVKfjGeZrraMambeSY5GVNDVsRy8QNtyeufkO3Pk9V7GrXVdCQF9zLgQ6iaV8+y567Cs8tmEwfcAYwHP/FQMkZR7C0MPYjqOAv/+kvofE8wvybxYvN2pdRn5es+o1R1zjlj8g4xoyzSV/8PxZ2dksENkSXq0kDWvir+9mQqbb6Pp+3gC5majNN9ETgQe2/PoGzoktKlCckpYo+J1jtVzYHzzLFy5r8wM/jU4nP4MtF8G79S571bta+Db55nL5hHBui0WAmxlMc2SltoYWNwgBqpLtqOoMC7bsZQgZ4E+JvHTDj0UxoCWgiXKSVogmJJCjJ/+r5vMa6Ky4CWO31evnh9oAR8ikIJoWvnHL8t3GDoREoic/2Cij5grD3hka27McC9O3Y8hxOM9wsS6250U3HKZ5KZyv143GhTEa5xD7PCegvjiuyrnrpmrC2z/L7pJQnLw1bdCjOoe7jRsLlg0Kn6s4fQyj3yb7K7xBHCNiK8hDOGyAbEbV6jtLpSGO6qAZj4ZokxXJ2a/xg+EQzE8ZaEbYw39rZ9n6ZFSK/4IHKZt2vHp1NtdOkwiVTQg33Nt2wNPF9Upw0zTqQaXnlkJp7WQBwNAtgUe59fwsA+fafj8UermVf45LSz0hp7+YcrxSEUzkm8YJmr5ns3pU2g24JWIA/3SKJYAsc9jTlKB154bqHpyjW1kw/38RyvqTOTeULpgN0tZDAfuQgzzhHlq1opy3ZDsaKHVhMlbEx/jc9KAx9O6/AHle988UJL7L8jf58rY6Xpu2TRDrNUbUm6HCfKWsdRAWpck3+mIOlGrrmG5gg2G3y9WiLhKGlTmxs8uNFfhE/gjTsUWaZmnPaJQfP6SpDpKHoKhaR9un8DGFsfxF8ctDBbSQkSGmFcOwJQE9RXg/h0qbYPvbMKQqwH3jw1aWXXzntiezf+WnDPL5yw5fm3kMMWwjQWy30H456YSjaHtJL9nVdFaYUGFCLHcCRHLeyttSyEYaFLc74P5x7LozVEbeTKk0EekIGCJrBvqFS9JkirDXKot2U/GXDeZfqA+qCR8Z6uZPqztdTAVgozlqTrqc0oG5iGyf0ffa/ghfh0hoky5RWBoM0A/TQ7DZ/f0hEcC3wNzdao5JOinLvOBV1o2p8UTmn1f8zjs0W8q8HwFTvhiBv6iiLAo70hmluJ0EcidgwZkatv0WZ+BXfGcEUxDHuCJEZNrcBIiP9qmCVaMo2nVwCSkdJ++/tYU036lWuN9nSs7V3oht7ObPppieVUOvzPrXf9OuGx9yBU/EqkrHs9r3LJSmWpRW7yibTlTzfiM3ItEHfgI//Zce+5zF+we4iM6gQtdXTEyZZx3kTfDwX4jSuWAdw9RdnC6qjfF5/R28cI5Aw4q4Ntoepzj0UcXLhN4eeoDEs3R9zLqTuU2gLhmysfPUSZ0rf9cpH20uv44uA0dq/zugBzkK28lrvPqX0KyV6v0MNo31LwYImV5TvyBcwOxdzx79/ITqlQhzPwASwCruGYzLaHdW4oR5koX/IF4pXt40MA/3M966ODhrGzpJkGj11hsxMMkNRE1EEp99fC+9TuATmw+Kcrek8UPu1MPFCiJUr+me6/5u0St/y9SqaOnnpivC7pb/Rne36UCSj4rNkNxElwfphfjeDD/mu/RuW+VvbnKUYWguURJkuGyMIHnN876dpnfYT4i4228AtfnSFDmGPk/1F4lCbopy3S2ochD3J8+F2zNiiWNAHIfMEVuC6yKb/Qdz6h0R0jRbD+Dd37QGR3IgVtq+jHloMS6CGU9dppfnxPgOzsBSqBIWo+9Q+HZFPFyuz34Q0nr8YP6ZwKy9Xy3nl/rPD6cxIuzVQeHDSeEOY7ElJJnxL7cnYhhDiJEqQjM1BxRF2WZICHt5mVZOINUvTm3MdjqapUtVC7/HChdlepOA6zPIIiw6kVEDVIm1wdmguHjFecEApNc7IZajGK79Rzk/Mk7+B8krzpRXKR1dq1ucXxEadL7TGM3w5ruPJqXxlMnuY0Kd3qBwRofuoHDFIqkFpiXlauWom5WQGPKYjyFxjxThDcV8U/NM+kP/RAgZsf+h6V7ygzwbHVn+6dGBLPH6/mlMZrOxLDPc6nbDuACz/lfDjVrfk8Wj2Vxd2NZ/Pp1ZdP5A6oTt9qaIAaukB3NTYerL4+mz2E1qM9JT73/LLASaoySLoG9NZTxdaNFt9K34a7oksFIBs00uYOjLwAyWB6mK7jQehjVbcRjEW7b0MarnQkNt+kYh+/UKNshmkvme6Ooy9L1X2S0LxCS8fIbskxq9w8UqwsqSWqlmKl11ktYgW8fu204AFXt8Yk+8ljrsq2lX8UCdgX7EHx5O0StxM/suAQmP03ojht3dcYoIUd9qpFPlZ4COLXgXuSyqa1wHe1OtFZ7hpjSn1ir3eqPxeFdlELish83a4SGS/NJJDB42h9P0J2EHZC6zOpTtsNwiyLOMJZSTmu/MUEhW8VlwhDlkGBuQyvyOUC9hgo0U1vqheQvVCfFo1kNVN5i/kVhy/iJRf3iVMHJAPszZs9wpxlHIM818dxylF7fNI939lFeQK94JPtHm92GzOigKKG/ee3qJGMw6+EJcXfAhWCVM7LeuCYLP0t3j+Nzjyw8ySOCn/oip5MKhynikKw1mSMH7V6sZjVf01TuTW970QCLzq7LGOsyXbYM57aEOrxqXC0flK8Q7Fud8pFx4zjth/y+Y52gruQQRKsOUoUoN/UBWYghxN3NQdYYYHmLyJlxkIJ4A6ZM0yJwmQWfAVAg40bk/LsmzL6jRocVtZwZbPBKhLTCYC82qGFyZw5+ETiWbllBIUJnBZSiXGLM1r7C/79NtHe8GEHyuLtSpmr22v2azKiVuLGyO4PcyyhXblqTzYDHAW9U94qZZcZdtVcToR5+xIspHFp+2URu2iu+74kJoAaWxnrEwUj0cFsAJCcXHDvW7Peprsiy+l39ZNXqShes1rCqXpH50wv4p6mT5YfXAHNaLiUohZ4YCEResFPpdvqCt6FiGPE3cfou1kkXkuo573PYbyh4qX6k4/6JeGPnjuedBv0tBQTtMsPndtGWxDiHhYtn2r9+ICKKJAVEzqQR+KzMS/TphcuX4of1X2U0OT9jDpwuWVljaZqSDOQrZgM8GGgBCw/s5eQPsxmJU8sb4w5HNGmTD58MtqXprzyhGd5puTc64NSr+ZafSyTa9ZToum1yof+/OUgRtSnqpzw1SPtHUFYEUxhwYCTizHtDWFw/eLsaoYca37tzGWiB3DAOsMpKaetx1fpkhbZyXs5WaJ9w1YGyUk3y+xWErqv8DoFw/0crJmLquSbFNvkGN9/63USLDDe9rVeVz34BjKmHhipS+fuHL1SrpzZRBpYnRmpM6tpfU3/uKCTXuWrYD3k1HmjlU4qv3Jn5heO8afYqz8m9I0NVt10tRXQ42h+7Ua0b96Qd4ct95+Iv3UvxyXFtZODuB5Ul5jC2dwxq1bl4+ZRs0dkS4kBP24SqkFMvTr+jUZVHzOL/jQgw9PBq9L6++7hjyqjdFkIFj4gwl68W/sdvfcDOtGaC+EVMvOOwS05cRjguYz/WehoUtN0qiRNuM7u+vLOhxWKdZUPUJFpzktkmDjaSpU8hKNPUdO68Je5CUYnksI3whC3jK5p12Zc1LcSGEpJ5Jzp/JZqfdm3ntWc+C5NmHTIPAcPlkmir7dmeMeho7vBK62Rt/piytE4MXYbepkE+6GZYHFVFX8PKFopJ4TmaSIK7IlZ+yYp/iO8MKLV55HQZRZDJxvu1Hmk8OJlSUNdcheJ3Ztk56eF97Q1OL6/RdKMARHL45LGyfgFuAs/mFbrFaU2lynrfDv5yQtmzUMyvyeHAPIc6qJDcgIXCNx+2CFsXWr1GrVghDTQmiudtyfBeAhrdZ9bK7cRYqIV8V8kvCj/Df3/BT7NflRhp+PbWQ+T6r7S27+5xs0XPSJ30VfkDOH0Aw2eUoMASlXfgKmW3/F0DvcnZB2GlvbUZtyeXjQQXrS7KK1YFQej7o/fWGOFbxAEidBFEYbrRk0xdV5QZJegGWRsKXoF/2/sCSTaEKcRI30wYn2tQdou9n4TEzB8GeDdZrMv6b6mX2L2rTlz01n0EfdIWrLkR851Qp+Psn+9FmfoFRWo6stSBYKV/sArORTZ7yXRHowCeRWMVn035TbMaAhR6UuOGMdKPPtz3019LxScph87uJzKzyB7bKo8J0G9tSViH+K4+MO5seBcCTWCHsMg7KygMS8ZVaAItO2QGsX/8Kf7lLm2jZXD+nqTkOx3+ShDQg41pBhQZgB6DZ8RZDIWEX1sTTzJRKpFWhAuIS/AkVS+QjXwJ9ixr6KAqPCTIjOMvMZpFvPXhOc6WnE25Bl1oq+iFKlleGkXPvAj0D2PT5I44LzVRjwfs0xTslSnorkLC1i5suuVCjbvga/L989Q8VnF4liYMsvyX2L4ziAp03P11kcHrS6Y+KfP+0c88LKEA6LWv8y+UfP1FzgUloLVVdAtY9EBZx+50NDnoYsHkOiLoRYwrnL0xk7f+3p6ssq4OqfQ/2WlKdW9djBqT2elMhrXrmM86tZkbWA6UiIqgY5RgoKZ/IyFcvkrGy/YkCaOrDg1vNIGWAl+NuzhKS6K1wF1M9oboz5602Ga9ua16xsmmgAqOQMd3u9IhP8pXcHv5NmOSCNQIclWEMKrPJP9gm9O3uEzWDm9VpJ00bd+IPnfLVZi0TUb2JHOaSCE35CP+OVn9v9fp+pf4zzhBwXe8rH7xxq5CgL6CwNNCu/dXcKqSdPMPMCzIjVyRNmtLwNeukUkfzyYFGUqbJTQewUivDoXsjg8eV8KslazZf4mpxZ6TuPYtS63VkGZwxNcL9YF1iY+Wc9+K4ulHtmOjAAVG83gfBXbjN5qHE5P/pvWxVz/RiBHntXbBQAKbS8hu200ntqaS8pPTVONarNErOxPc9cC1EQ6F4alkBA4DuQx9uZM97r8/Wp0OZoCEqGrTxB8+p3Ej7AZFD6G74apXX4ybrCXXMAUDfvzZD3oUrK0Mgs/u18n3w8Dgx3/eJbVc0kE/mXwATnxJXVENgPNDAg39i6Y6lAKS019W+WBDZ+gScdKP92jk00YCb975d6N1iN3IV4zafwaSkS0dn2e1D5y6spXbai3DoA6KhR/lI007SMLNCxoxCm5DNA5CIK/N6ZFiucgWRNs7hJieSXTeMqtqXsB9+Fhcb6/pF2ch7aI/UEHAOr8/dcQtMVjigz4flLrzZd7eVetDJVJ7IsI/Ypel6m7RynXzqL4TGVa1d4wIr11Nhx0rD1uAz+lBZIwzqM2TgZLF3LXxVKVAHUS5S+7+mV/41x+r71H1YH4HbOltItMTMY045GSHY25DIJRGpaX1gHhgk4WFN4ej2hJNbyOi9XojsIMshit2DNcn1A+yptt7nClW6qdJykHA/6q8/J4ccv30Lfgh6eoEs/9Uw4e6rZwVHZFDxhXkdS7LZRXQ+S6Wzqu/DHlI2xlacnQf+CPYWN539LkXE/mErw66AWkR9Hnb65sfJdhmv91yrzP19P4PM7Ux3Nu4lX7hPE8gUESv6Ygj3Pj3MQljTwG2BhoLkTSpuBWubHYZ5Z8K5aPYz88BpxUsqGSPeePTgV/E4rXWBAga+PXLFdJW9WpLMgPZaRjVEDAgxWTRFYzhp5tGnr31YmdX/o1rSoHzlgV2h+DIabPwhtvt3YtDGkKiDjMrRsKX1wByy0zZAcBFTeP78IXvyo5WJA9tZBnHxTkjAEu4T4KxewYCfQycD2yzPstQz/KgrTmY3Anr0glk1ZiRn7a1t/NHjqE6MGjL8n1eWHmhu22PBIcTYr86FaVsTTY4NgQE57+zfm69O4tHOXaq1E/Qzl2vPKwD/5XNWRswq2xKyU82Iz8YKb/WfRmeXrpZ0XAQQaq/NoH18ESmIH3VYkWVbIhZEno67QXMPBjfeJ5RzRoEKG/3Tju13k+5GoP5L4xTnzzIytHVQe0bMnlLnbzZLKFY886PQJZYbTgAHxhjKdxoSxS3lwwjQeyC03IQOwKkkSubTEb4Lw7dvadHjsbuzd43SBazL484Nx8vBWNQVdj9RzZQkDVUCLL/gzmOZDVjeNMCf12V76VceoGdIGVkPdf3lvekDlfxmZV78ZRIW7F/AyzIbZXl0uN36a7aMHLl/hXBhF4uuk7FtX1HTlYVQLcI7+UVg1owRSNo5bRY7eOzts5TdWBqXRtP4pWB9qhc9TVoLUFnB5EMdLM0oOq4DqUa2KyyoHnWhBbPhcpwKD3fV2RG6V2TC8HNmY2LQvIHWqJUISSD4Yt/aaCJauv/xhmVfy0lceGouGFklvGyDGIuZEBgUv9dprKfVDwzlF/xX+8EdG9yZ8MXHDEgJFJbPYpQlmU5hN+lrKfgrImB1E7z/fXK7Q/Jes9Hl5XHF7kLPPF6usTSH/Yu2s9h4jeNdJfggI9FpMKIXfLbHnFF1wRKloRknrSkAKcznj/HCZdjU6H6xUOuiXKn5w9kfEH2bLGnZHNWUg9N8U0GBIiczGB56geFgkJfcbDsqnejFGIEoGN2EAZVXZxmtWmP1FfRjOJX8vjUn2i8CV53MvrnXzQ2HCITDKvas6HvHNIwCKXg9c8rU2QxueL8O/00qZ/T+armKxbm1Zfs2bi2EoZmbNxMy8v/5KznmjOHEsay+ormrc6NmWN3dgozGRa44RKR190IweNGd1IBzKR/7L4R/dXxWhwNN8Z5su+6f+WkXxG27GnsgoNsWOoAPOHs8DCm2L4XrnnK1Qalw3KCbZPic1lUuGL7qqBrtFq/WqjGy4S/pTg/SX9R+hEitxs3d4zMS1KTmmX9xXb0aozN/XYzFYd8XdAldHAK2MZp/MhX08A+RaMC3lcf3h7C5JFaJ+XDCoFH7ee8Iyi5W310RgGumTECcJc8LC35mXRnjnNiNr3I+8jACMxxFn162V9jvrhUz0/XI6Ftvv+FuLYfMqYDEPKSZP5YSkxQIW+80mmrN40KjB3QbNfwbs8mJtzAbU5XUe3qVU9N4nnKBkHh5ZpcHdiA4q5cXPnNgrW0ZAI3/UH/V4D7JsUvqQcSeiLe23IM/NYkZHR7hkiCWAXjbmRfF2jZ3GnafIVo0UuJEk6UVIac3yHBeXTS1PN6+JqAn3uvB4h/rKLIganrEN+lVWEtQXghtXzab2r2+AFcxza/0d5x2lkXVVV9HNGv7JhQH9pULBybcgbtPUIVfjDcC+VaaPY79BkDXUEBXf/NFQOhTPDy6P0ARG90jsePznegYIsvj1pF3/fj8hkBqpqkp6HDl5PH8NsrkPq8TSKtKxB+AMf7n2S07x3q8eZOVL5dNKbjitB6QIoKdVIcNTqKByfx40n5/mL0GR/8Gkgefdl23g/CSICWvpPo/NC2sOq9mIMBcgbaGGmrhPkX3Ab0IZZTeJg7AxLcMmOtPde4X0jTH38fkt1wzNhGLmIeEL4+w9sah8RUD9cu9r/ROj49jTkQUzXYSfrxslTUR7ffOf5Iz+ZjgRAZCk2aUO5aw8Nbl8zk6EPomylpUMKdgR+fuvKvIN1KGL3uBfrdsKK1YRMtdOEPHuIZU/CPa9sIlv2dRjm1BcfFBkd55/Hx+M6LPiacfPjoMtX9JdaPRYyVhZ008j78H8oESJmcYX8nkhI1vYA/vxcQR8boVbLpXLsJtF5Qm0dHuo/0Y6mlcu2P81lmG4tJlCYYEo17jIka/l5HcxF3D94F6m0g+yfnZCrBQo0igOlRQVBYl3loSRBdkNDZQsZFONrCOf2Wb7ubdt85LNNs4OLbNGOZ7RFTfC1Urz0t9L4+yl0uI3DvSV2n9FXiRBNdb+JCoSpVRlXibOEZoRjbsgbFFWlHr5fjp8Pu6C+8CYZiX9vV6kGlvTyneLSBYzhHarjsK/V/q/WOmiMA8/hhOaS6CrYcxWdttdeaMhjTSHRpAVLTAJj2FmDt1HivYQHdGrc8e6QgvZmPJQLuAaalZnx1YDRteEO1KSn79zC0FBxGFC/dp7Dlsa8lB+jF+/Yr7n76wU/81GsXk7JIZ6FpfcsX9o/orR/FvGWB3wAqZNk7EqIVac9s4VPxrqwpNvaXmSeoW4ry6ddY3VjTclSqdODtMArlzrUxT0luEyEMFQaCQw9HyE9WXb7abmpw1b1UtIwItgHnV9eu/b+y+Nq8504Yn2kL265TgV3jm0XeMbjYMGQWRbl+WkndsDya5x5tXgFUt+Vkk5TdZIzj9+HT1iNrQ4FjTG9lWDxjyEwWl9dli/qpGJdzYP55yU3DXG/G4Q7vbPEaAN7dyb/FVozvU9kZzB3AekpMJtYxYgpDMb6F6XYP7aCdKnrq/0o6MNJVwSfV4JEq8v28gAis07MWrQhBcbWKc3+myQ6S994bfszPl9USH6VJ3H8zfec0Ze8mS0WvWXMgW33795Icgpky4NK6HZVfP1/3p/iPNDf6C9hWueOWCoaGA35KslBR1BqxJn2ZfluWu3yZGYXnz5PuI7OOuXzpaSFG9oU85JDRDGfEG2cFkqkpc2WIOtHFuIzlTtCU0BQrfXo9YIMVQCFCroptpWnIFq/tKFs05kOrtktnpP2LLQTE29SC68vxJuESSb4PDUnxQKqL+5QQdSithBJIZ9zR/qKA/pHSXBrJVoTBZ/2at+a53wNTigGwoIaLoAEx2Oql9uBB2ktMCe7bvvGlotAiTm7tuUIZcAaXH7RVQHV/9t7vJ3+he6AIbs36gbZa9/EJeJOrwuw/E1MHvVGGjA/zwV5dK0adu9f0JkZlrRzFqkCBruYD7b1uM4nsIus96GnOBemVXrI9ZWzyWhR/5KtoK03hXSE4pObbFutT1Aep8rgb4Y7z573YhPVvZ+RRCDV242I4po6E5P2239JmEBodTmphzYz4t0i/Bft2kal33oV54dzpCd85qDz9G9zf6rg2UzH0ofFWWe9RuiKV1HosTwk2XRdEeCE3rg2umd/ApdxHCp6Vmy9+p5Q9zBdUXKN+xlGGPczHUqvasMuMJHqsQd2snaWRlZlddxRMjre+DvTWcAKJimkbtOowlCKL6N7FjXP6muP73A95jxY5hJmFTc/fU3EfrN5L8y3FPQV5eXivCts9f4cD4C61qolGLWuPdNpaHvpbGaXpEpNEVatBqau8/C3pyUmrqJw5c+cRzL/Wvx2YHRNdw/VMkRAd6rP7OkpN84IZ7pIqgQz6C6WAfSJ9W7sG5a0QhUWCvDnEXDqi9qzJUN6fOP4UKbKW+aNnhqh5kLcvaJS53tqoz9odiB0nTboPq3FnKGG/h9bpf9X6H+uQYTY/LgfQiPOsGy/yy99L0Hf6Okzd9syim/0pHflz3gy3pJEHGGmBQjwK/jlC9l2btNgPXk7le/620GB6OYfykdSH6AvYyucoHRIimKaiXj9IWFElS2xiu/Mp7H7bMlRNNGH7KogU1kcWy7/WX2O0UYRvWnbNRgL002yw35a79qlzurI/W9FRYmUB2VgZM8Rc3a7bqWRB8j+GnSyL2MiOE6SkdyPvobd7PGZPdCXIwp3EJB7IvB/qW3LGOlZ1rN0cAxW8Eo9TeZnueG9CzbJlx7RzIkm0FcefQeMg8rKaJ/3XWrshdBM+Vh+Lbp+Xs9P+8jATYZplVstBmY6zqE7hY/f4DB3t4TWvvVIDC8/DiBcfY6wG+XI9JXsq/zn7kuB88CZfTYlIZNBzKKuR+pp0G9IPOhYzK4x8mYcfV0Noh1Vv8VSsAh2zzoz16uAo/bdHlfJwVc7+oGf5JZUzrKzZFMz5JSrUlXAPfg7YaMzN3FBwaJMhGeC9CzZRkvOTxRRrTwKx5IqKK0dWjcfbYCQgMEnbW7Ijty0Qci1qSBe94slnJosqk+k8P4ce5dVXTUbOD5fGq6gYzevywDHuHXv2abkWAiDrVhvEOnNxnAOPxr5vIwAFkX2UsPAJxXD9Wpii1g0lF8VjM5LzVkyYJ6p1kmDGcCXf8398uU3MUeftCzOFmJXH//8tnWJoZzWF7sLLxMe5HEjm0EWpFS+BoP6XSHzL5ZsXaiftfvhLHoBLN0RHcBIOmr8yU33iDnuTjMg9Q1q8dUJf8185FUUtrIEGQ81xifV2h1IFdW39rTlJ/xJ92OLniFh+5mAhF51M0H/V+MDgHTTB5boF8GRUmTbX02ciZSt5BQPvLRMT34Am6mMhoqy/TIozSlxy2HE5NIBJPOmqgIhua/iQ+0XjhVfJ4gqqrLr0OLDz9xwzWfX35MKMdehGZ+QTk6jwdYcShIKZrGCfthTtdZHdGU1jNnhZN95Jkfx0qaEsGzMLY/UAHRLiiPqyMSc2i/Yygb1Tp94i7gFb4Tfhenq8qNLpMmArOa8pCnZVhPcypDKFchd1awV/7nuRdFK2JJ2ff2uKK1FScpjzsGsuvG4qozaqTGD6aMoVkCmWbVEXz5N5EbY6sIR2bYgk7OxW96PpsOb7iahdh9iI1qiFixC8xplTVnvo+0Jwpu0yPYYFgpbndqlvtVd+FkqiJGYt9k+3dLtYJ9UQhAE8qUABSlvIwegXCDFC7/vdua3DvQTofWOMq2JH/t16uRe8gv3oaIC/P1A+EJWWNLGG3a1UPluZr++UqNHKq0pnpXAszA2qppduXb+5d07HMhiHmmiuZxNCfB6AyRbahIWgo1GfuZrrVDAyvh6BdfMGzcWOC+9fAGKWljpc8cznV1BXzIiVt/UEhf5R+gMIghTzBbtSk1eIx+7k+mH1VWsGZcTzVBVpNRqVH43YtY2GiR/+oK/jwkHPc9VEmGEdzoYUJ7N2CJSCnmygvTHaJGUmWaGbSPPaJuS2d6AQVp68ZRZQmafWQfnhpAFrUNtccQftRSTfJxxIUBLZeizzAitGhL7qcmB8YmLyeiHH8beSJfnPgljMvuLXQtzIiUC+86tH/N05xsFzowUcEqViRxweopmAWUBP9CEa/M4Rahz4Omq/GkCsFKK95fiZUk+Dn5Cl3UPlsrSHwfeWj9UW8K/bZqyeGUrAGs6lnxu5gnL7mSZm1ufAF7uG7Su1fJpwFD5o4nUGwX8/l2BMIliRQ67KHq7+2gZsKdJOFQKRk+p8Mxbop7VWylEphJwzQIOONByet+/utM/mohX3gFqUQCSAYDv5QBcu1HtKgHxLt5Uu7BSvEIgfi9HHPFHNQXESvf72ZnOR6HncE2TYHo5a3IVAZXfbPLqVRmT6CfbvqBYgxliKwKo0Zq1KHiqw7j/mQDSfMnXK5ERzdUaiWi8d0HMFjsD7AC/f04PHDghlh2Hmi3Ec9U01JNMpBCCZbMTLcxDh0w+y6ZnwX6l2na4fy6Yp/phLsW4ih1xJ9X8ZsjKulm7ZGJv8C7OU4cJGhXkeyH9bdCo4g9j9HC3HQoDq6+VFG909Ft3CbWre/OzKKLdoQ76CqglSxc/Y1Xyamd0j5HHkqim1JxgQD4pYVqi1I3jCTTdv1QR2ACeiN8+1lnrNo6X1jBiZCbPdLZFBlKC39JU4GeS8eblvRAvglj/6CfxxuPg792/OY4xzNrYjH1WuzV9UoJgO4aeLXPRYG8Jv0VCgGTmbJwfmHiBfieM11ETRGX+CLz4pvprtq2Pb+iELdQmzdKwu44QVgwo61sOR6BOeuj/eIMPQNP6jnTgWoq1BEMwz74V3RX9HAgBOn9YojKoC9FKMAWtcosntOk5FS+Ua8vI706i+ax1IAHz540w2+O8+KGRWznG7m7EpmrJLF5MmcxTSVzyJaiV9YssSZMu94P1w+6h/mr7TTPDBTzsLPMg+X9VXei72BbRUbnVlRzrRFKhJIyE7E9ec2hNLMuzS7+hCbwY/C7SkkKTfxyEpwe5lAm0g862UPDJHzFwSQYVz+go05bvDVkUpnfhGmYtrmmLxToX8FpbC/57BxZpsjxxOtBGTz/P6Oz4rNkjfT98SwAjW43gXxwTnEoYBvHIdfoIm+ZSaET7cFSPwwcjyudzZHAI53D8yh8D9z5Z8jEld2mY9JZ7zTGsmk5ONbXZG7enTw9hVfqIs8mxDUE+bUN+rlFIQkKMynszKoZICP5pFmK3bTQS1RKM0g5Yf9UWOh2Fzy+B/8yBxzLDecLPv78n8MFfFxQ5oyCApn0zvzaYVUefvHsv1TlzroHmhQ+qCBWkdBPvbqytFnMD2vivLpRzhNwb8tdnDyKpWPt32KEGvMBdG2WJ67/1cB9cG3mBxM2ZSfSM6p9ru11wViRBmv4pUIWrSKN2PEBn1Tiprsx30wL5uyQwt5KYuWPk2T7X0B4oBijuvPGAUjygd+Po4hSeKUItuxlwV/G1Dv0ZR3JSV5RLbWjtpBRvtbj78futhEJR/6lMd4lQBzz9QpE1IaRL71BeleIz93GjqYtnRhQKnWCH25qkksI1UYXtftJkmvBT18d7gs85126IlHIl447T7SxVaoAGWJFF9Buisge75DsHDo2cvUzWh5T/kg7ZXDJxdkbn+GNMxhCJERB/QYSbBiaUswCL3FF2KEnSNC6iOKDFoy03VJlGUSxgOadf0tAuyU9+5uxYilo8q0gotKPHagsPSozEcq9zYrK+TQ6RBphH39uF788oV+ou3Z1pbZ+RxJNvyzDHWMaxTqznGDyhC+lTEBGjF4Ses1D1rn6RAm3nZlPFjQYVH9Dji3lgdpXj/IbobJDZL3yvAAky1HAUHjqPlXDTaIC3O750S26Dz5pzJ8jydU3tL9HePx3FJAWM8VmTw7Z8sHE3LsW6TkGHwQxeByB2VcHcDgXxIptBVfikTlwtIOofTVtye7xypMsXyF4wdJPc1st97xCXso+hL+gJriiBEBh78n/CoH/fGQld+C9bCfyzMt3mZdHLtyq+216NbPovp6/+1AaJGBKljjjpufZdIhF7ou3K6qVx5DKNopYv1y0OEL113ZWs8UoF//FVi3bCdu+Tdxo4bqzjdaZ9yCwDGQClrwyv38E4hQEzZ5ZVpTiAvvGkdUdU6/Qxorc6SFfKfBoquBBBupJ0ApZ0Fqv4/mQ6yPM/57ZJdIZxncK0igDO0OEsbCNDx4NzPdUZ4+btQwZ/0jlbAIeHLpLHrDIqt3QTqsE4++3lSAde3VSgp4iFA0YQrXf/bO/7TizV34WMjEVekny5UzyccsRkWhTEbAu4Ihua2MtSIdohZtBGCi7vYDnc0zM60QPYkJlLx7YfRKVvGTHKvLewETE771StJtUgvVH/mSvYC3cHi4jg//Go7wCz252n5oDNY1ZVnZwTjGcF+MuH5IilugPBgT9M7gvULpYJJPmH0c1Ej9/tRUA+tqGAM/P0byTY+RX9i/+fpQTAXgAR0dJy5wYZ/Vc+lodw3xsJAcAQ3NefKEI5CpqNbFTv0Eb7jX8S18z3gVRfFlXwJNpgZ9liCkLdhiJKjbpO/V1wCFslwuVpDOIJG7wi6fPCHmJycv6afnPHa2pEIuWhsv7YXxFhqAZwax51Z//Tx9ZgPvL4IeijC/LMOfCZEsovKFR/IJoF1eNtIMzrZP23XEhK5xkF+LW3q2dA8DzEB3dco3MJe05VoQ8pQ3Vjd4ImJH6cYxiVuKtMyG/zv2RoV6NIdi6eqi2hIfrCZAlV2FA3cK6CL4kNTdSJzfxTv8Awuo49dSHO8bed//pO4mjSM7COpWJem3Bk+mzmLAdDRGAUP6x4CRvrI6mCp4s4ntK2heWtDEcX/HY/wbLZoaXtuMHLr8HaDx/loGELKXVpq2bTDbjCJmTX9RBqnGdQ1l5l+JGPNTvKOaGORZ/4xeviY2Mq+dvoe05Qv3oXkQVjM2wEYfJljL2GdeU0UgvDX2YWZH6HfplNovdb8bjdcZwnWSo80Plv45+IevUrePaliayNcS6pQFwXv8LycCeMi3TmvDFdDHEX9vtmjBdRQXlhXrLM9IjiSKA6bwLrXkIAj2cpdDwGbOOoeZ1VhDg1bVNC0PFuKbnhVxYUlbhyL1KF8E11hCbK0OqnYWb9YBEGSMcHyuOQEpTVioiiF3ee1QAHb8HVtrrjtdcNnZ/qsNSa2zXg1Bwup2PM6/rDilpqEqSmVNOTC0dMzZkjIUiMTJDT567B82dITz5osxbn8fmyNKYBsal71t9uSSCy0ai9p6XLx8A/+u2svRKTZ4l9Qo5TZ4M9qS5Lnj+HO20LFd2ZguKDfnonYnaY8XjuZIzgCpkWqWYGOaiPdZTotLxkLAfyd1iQHUrcyeu0gn1g8DpFcnPWVnQVYJqoO5YMtvHVu+BvnU2hIKmdL5p42xdp/vLfQyw4bcmPbdKcPVqSOaJrdFwA0qf8Naecxcu4YzScnmvWJjr5EX1h5KXQ8Hl6yFXuFo465AGbCDuZH0B5u3W3B6C+D12aLT9Qb2bmRHzbBgzUtq5rqnPdfVZHglvuLvP/sUHvmhYcp4tQRTDaxGmPNc6Ystu9CJpM08PtK7llaG5OUbhpRWY8F+warT+VvVEN0EDzi7u0S9C1lrta4Vp4qi/NDSOucnsLIrewOvKFmxZCZ4LUEj0+fJvaFg1TcDnbYuje9niWJYg8oBaQCvl6/j7NXDTL1sn9NU5pJ3BMx+YvCuZWi+AWjTdyY6YXw3wMm2WQrHV0x1Q9515KWvma8vGw3sFfUmvkSGuzRXyds/iENbaV3OZfx11UCWYl5cqUfDvedilQVzkMEc5ehJDwN676AnusKIQZnebIYpqO8KAG3y5iJbNddDggqRDmsU2dHSnA7juBlVW0hGEU55YLjvluQJ2HpZIIbfVNDEGY+ghxJNk0kkmKsyo9rl9Q2wvjM2I6rkLRLXKpIkwiKCnpBb4dzA5UBUATw4p6lZZZ3K7j9ResIvC+isPpkuyqULMvggr3YCIwDODOtNqbobqIX5OWrH1j811mOfVsCJRq8Uckepf2lYm7h0OKvYIIgNhXLJD9dzx6UbpaV4Oi4J9rUhcbstNYl32wbJcz1q7ktuOuuH5AVsHkVNOms7EMzvWndkygh+dn/gV7XPpSw9ICB0kfXelyLPbCofKqAlZaHs5x8xN21ozss5Gk/KcIcPe3CsXs/Db4mAoildtPqRO1TrwUkUFmgFuuQDun5uQb5/105r1ik2KcwFbi2jtMX23p2q1x692V6bZiB9fVmYDFxhLYIzrJyLz8O9SxMY4gKqK9BMsadBvCnJLYyI1752wc2jyeJnwBeq7FaD128gb+Q3UUTWYbcQv9zWzXORilaWSvvOJRXZmg0I789DnKe7FdljwkW3XFZCCBQF6YRVJ0yk37Q5EuhEbBqTpQRVIAab0sD/JsqUkDTjcl7pjNhdfRpgXn8P9Hsjtiy5JtEW9gtDuEocBLo8H0+MbZMD7Pypi6qu6U67FoNNz0Q3JZ+69BvU2vKf0+BmhyGDx94xRMkOH7TTkTOgPZl97v3gi7SsKxoV8tLM220bEDuGyHfZdnxYJfXKbiVVgJC9NfQCbWBkqDm/Mg6l/U2pwFbGLsbkCfHS77nOtpU1sYqX6OwxzjbKcEn+IsAqt8ASODGUqMyVgFhSVEik+GUuB2nxpvdxLcEzsFTQmWyHE0NI4I9LnxuBBPBX+9J4SXzB0esqR+Lw0h3yNE09Rnh+X4aMHgO7wGEtGKZRYUjpDLMaG4s7JxG2FzXHlxiATLmiUtRU5mQ8Xo6UsLsHtNJAxn5UMC1esBLo7A7pllHoVPpPbCHtTbQuXShnVqNoSZRKNAEiBVIC7foCRTdGfX4w5BOsnnQk34Eqki797eQzWgD3j9xcLrpLB2/z2snpvr3FFeDlvpQM8B0t5lqIgpn8TK3wnOu/LJQhpebD+0yvzDMaFldDvZmJOIqeccoVeyvNkTTG7WKUm+MRlAWA+X2P+tiw6lTCk8KW+JZvRxkY0tqQYXU8MMEXlDo5YwEg09BnyITsPuN2xTqgwgppJ1nSFEolff/6oMq2JwDXn2UKh7dyTSfigXbSzoKZK9AtQlEOY7ki9rqXmYbmzqA5IvGbcbsC0v2eVD7FoCIdWSw2fklCMtrGOPh+nltxr8U08+Uxd7X939uv6WqeKohLgbrzQVPKeAP4QPI9xBcapp6und7Fo8GB6mZLYABUTQOHZLyDCwpkN+0KMghV3yMUr/XivkNXt8BV2UMMB3j7lgx45GX9t02GU2rPksXbitzKWGzDxsbvc1MQobnrbD3RtIBf+2jL5YC4uDar9Q5cWbEYl8uKRuX74tt4wDly+eH1Xh7JiA/8KNfmWkLfC/qEZT0vU6JgmykebTgQKfRFuFl8ymQH4VxRsXJXzBTJq8GbT9oH23uwrdfqGliXiIrkVbq9TGV0VC/qZmDvcpb3282no5GnrKykpIZt6Asqxz1vmB8H+MkU+uZxmsfZ4qK0XsQpmICCoGRKAFRptOqGX1TAaeCUw90XGRNrNxkLoxanjDMDNqYSK1L+SLXgFPwMTCHpPzoSJ1KaWiWp3M+SIZGoGQgn1NcRRlPpkDNgtiD/vs+OS4pNAjPXdA/wIYOE+S3GfYxW7kW+2OabFoOH3mPQwzG+I6vMVveqwHHnhgeAp32xMxxzpfiQCv5kY4ceIHhoijS2i1riROwx4foDr9gL+V8li3q8pk2kM47NL+h2hAsadbfWdLyyCOp7fwuYFs5swep9XEqupRks/S1G8F2fZqJd8mnw+4F/x5Vk6yxpyup0idrCvT3Fe8HmeVNmme6ivwAp4zPeRbwnKL47CwuZKBj0mizqUUVFCsIiCdOu6TBb5ec5gBQx/V3yr+4JtgKwPp4lIcITJ1KWBa7h/HTbWL84y79skShKjSkeowU4ASPf44MKE9lKH7SKKM3p/AbsEvAdfVnB2bs9fP1qGogJYqt9p4TXDMTurArB8FwQhQLoxgrj6xONbyBGOHpk/f6LBYpSFzW0o5vx5KKI2cwedtXm5QCnqUhF++zc+KIqvM/M1JvgoFt77QJky2pf4G9veBnYZ2LW16len1x+nbJoElvfzCO2nCUeDMChWB49SZRrY8WdOLNLTWPYlDjfaMIRBBNlgVdKujEqd3xuiGJ5bEbYJytmrfcuqatMkFNOEqdTvRDuM1qbstTzL0nNjeNPwjeHSnyf5iz5AAqEqhL9pjKJPXCR3YYnv6fwfA80ohBYtZa1Qnc6gyuludIlcyYl4+o61xgs+ij4lo2s40zLrCx9QGvsrV+/++Z/fQORQUfEZ0vuKes56s2hRkRKbJOlta64L7Mjw5aqtvswU/NKPKRvwdjyGlCQwgrY7CbX9NLJw08+uMuTIO4RHFEJ9HbIEy1x9LfpVt4UpsxFv8CZZGLBqs+j8Tbpv7gQrtQi1+U20LsTWpaTEOV6lUuJJeIVkFe8+P1OCNHoXswpnDBkN6L63vUQN9QR7FV9agn7BFZgYpQ/FSre6XmXXzhNZq166szWXu9G9Uknak9nQLZflIJ9bvNLOtnE66RZh3KPPpI5flqv+W/FyDtjXwmaqQVuv2AlhKjLu5jJcutl9Xk20z+vwTUSjY/JzyjW9wAC8Q4b0qhyu5Sf9ztIjEU23UBwGYX9b5as9MxfyJQ96UhAiLQ3kSX5NU0Zf6RGfchos1htXKjPsV9bCqxmg11anFpIZVRR+tTlCfWvjgJ5GYw15S5JRHsQameG5SfHuY5TqtWm8KHz+aLjGujkzu+69cgoykXol3KY3rNt1KpoaW5jPtHWJ5KMdMIDicm0pXAb12o4X/SZNYi4oMSHPU3mUZoaz5TRxV1/MuCejWI+yqK29sBahd1WFVcsWXWpgRJ5tsWZEbYmSA92uCL+ermAalFr1EhdyO8uPWjxIEKESZOsykunPX2eWVgRsMWVBUqUS6Mqpn+d7O0T59HLZXomrn8NWNO+L7O6/fsDVl+1SiukK9mSoshtRemmGaK7aYbFm26wuiKNFTKcyvxo/+ogZTduNTiGvFg7Gu/0b61pQGRB7Ek+nXcjzLkuHVx9yGr9zUUP5bKD96E81nFZ8AoyfGZHlR92qdNVXdSZaiQfCvCJi1tdb7cnblxwpfDH3Im2R8OdZD1R4l738jB8EPqeF0WiKAKPIImyCjH83CLQG8nCjC3bU/Krah3M+rJ4/ufYagzNzDSmfCOG9iRy9Q+JkqfdHjSzQGWW2lIfH8Q22QusugId5hO1n37It3wakpnbCbH1fNsYxjusxBi1HR9rxL/OsQ3blNbj+QPKEXzHvgTTlBJk4V8TRNuLYb3lHbO+Cq1DaDyc/5uyqU7uB99KPv2grotyrVjqpCsZHfu6FI1BDhzqU9YLCdXuMjsrXkFX40jq+hS9bBMl5myiZnWCEn/Zjocr3qfO5M9FZe5P6Je6rupoeJZiespOO+80sjLn/XMVpyc6/X5bRZB60vchERoA8CWkOZpMM6LG9l2P4uuRRpEj3e89qpsNMr10J5gTQSH8oDMAD2CF+5Hc7Pp94arp2HNx2IImU30BbOwEqxQCcov108yZC2kCfzAxvR9ni1JsMeklp/Mvd5RsjC+GX4TbewwzHX/pkeehhJoi4Dext0YWtXlGsVCVG9RNRV5p7Dcj1PIVpnEYWMBOqGtd/zWukXjFxCSJrDK6/Z4ZCbSyrBJZ9ARgqlcUJDMJY5dXX7yeXNef9ijb/UmfnBRQC0DRAsIBeW+Yu3BZ608fXKLttn6OuzvriwrD6UAwwiHVBy8ZwX1VxCDdtBxHSrDj6Q8QJM/yL9a2INEXQ4X4eLjeVrP4gi/qbd5O9JOULYm7jGFUWucBZFKmGbq/DYYrMbEuvXlrGOg65PP8V8fVu6UegzQk/zzL/r1ty6uKvmtrDzAym+Pv29CCLr4O85v6+nBoHTgE9mDgj1Ao41b/jryI8+5cnMGVSv6N5/Y0KAQmYh1G3t1KO4IICqS0X+Mp9itJTOOCYOI4NmpQqvkoPSaPWBUzO6NK31RB7laYCnU2ZWpNZ8YYKyWJvmBTSR3qZG85U8Zrd2QGQbeQcCSR40snW4lcpCFlxQbGPMfZ8kYZ7NrXB/dFqFTvea/0wP3X/4IE8AV+t0/xzXXqLdC09s0SOhIBfpt9ZBqkmxMbFzCAv9Ml+aoBDUfYcLxZ2U6afOwJ+E1JbRVnUBzQYPx6buM3TWhLbaDdv1R74YclfYxYuPvypssA6SsSkhqZOy//Z/+wrrLxv6lXbXHVHN6ccsaKYwWX0JGtNTmms5I9A46FkPyj0P/9UPv3QL5hHh3fschcYLs6DcFzsx8gjKsxr/AcxLKyQp4BMv7bjh25E99Xh0I4Ro6T7mS03qpoAZSTspe78TZWcsjDIrwrc/av9fGKsnmkCBaBVp8bsw1xwPaLkKqVpsrjndK34ivVrd5u+X2I6+dEba1KeToMPlKye6FW1nn9wSLe8qjdQkLzM1gDyovLpBrEY0QqEUR3/zTrmH9hDTA7MrLjCswoREilq9PcnUssicSmIVOksylICQPrCCXE311ajfk6gkT+PZVYATAlW1apvOb8HLqAd0k3T+TPIWFdGmKr6fSt8PFcfyQVbDxIbf79NqkZ5OaSn0hulmQ5DZFlTExu5KQCLhgh2BQ8Ah9N5+m2bY3i2ezHqJtnBIseK+92RTPgQN7sys1RmGCwEjv3a9i1O6leI8VdKY1i3z3gB7v0VURHiS75cScr+ZFrEqhnU3iKj+C016Cc1IAQE92OVtaqQhTbIx3vJa6I4cV/eUGSt0U7N0pdjklGEUb+GQuKmftiLxVdmBKtoiq0TfdGXr4YxyKJCqVx4ZUvU5xVOQiKLxhXPVx9I+pKhejV7gdPobJ7H+ZLKqyvJJ4YtU8uuePdHzx0zZiYPM3ASOK1ApVWgu+99fEG38bayt+jqZuj17r5ck3JFGA//hQCxKEDOb+0MeJJnoWZC+aW11CjN/rXIZoB8pF9zQ6+9+8Dx8/1tO/J8vmvUEGYBa1SpMPkv+ugza/e+tKktvYx/8JDuv568ywegJXMdYezCWNarHobXcM+b+GqrSitj+9+vyysZyRUC0yZfINue07hLYHAAI/cPekD9kg52rAL8zPkICqC8Y64LtU2KsW6h39vEF51YiP3ehXqQD1x/kl6ZXRSM+M0jJOwbUeXYvSGOxBluxjR41Z86muAoscC/Zq8Bivg8DZGfuLzWtIDtF0zP3vahfvqmxSZ/7KToBY1U0opZ/fVubjSIWBmdO3UGfqor5pfh1VaQLCmG70O+B+qrmGWzm8CXfC0dm0lzSEmsV8IKwLPVVcG0jJgo3uC+nyR7PWfI30BCIW0tIdYwRU9yKCX1I/V+ohQsVw1XR+3FDh1IwddJBcphF0DzDCWBCNTDr4LIQLBsdfeJ+ry1KoSOLBwytd3lKQRKf/NtvuFHtKnw21W/ppuhyWH0djRqllo6Zr8sT3J1/m54YZ0X8GXYiTl6Bgafvvt9UcZOJUkK334yb0NnAGol2a0MURt27jCaffpOCoY+YX1dt+abmbm7EJqXQTqLv0BFtbNkzVSirvn5kladZRGo6fTRrpjXplrlDIu2279mzu/5YGILfT8RpiGhl2jMWLWa36mSC+KGNaek2izsM4HRuP60HhtlOOXk5CbU5R0QWDX+y0YT6y9pjQECdloiGvWoNNmZ8kcIX9kw7TaYIc7JAGpTE+OHXD07y8BZLP8pzInQEHdv5eNBpR1cXgFgbhLFjqLIo10rY6mdcmyf1v/4vbnY5YobulcgSIG35IR5l1LT2yjF8ikJJtrC2o6qysOuNW7Iku5bk7r8gM90WQ9xVtq3Z3BcZr89khrBaH0+YPR9kY0mSS8k8Zp+yrkmK7tPwrataL7L9H6FmcLjOIhIPZgbAuY49yhCMPRXnJh1ibYceI652ih3LVTQduUWoNS5JQFFZwf+KTgrztzgoWeY/hw3MyOZDMX9bv7+Gz4ZiFHUxAjplKpIXbI0Npe0wYI0y9JjiIc0GSMv/yvHpsmRhmE8Hu7i99dMMjDbxUmWh34axjfHlX7CrSqu/lFOWD+TwTYkuk55GojhlWcDfYPSuLlqDCXm46nn3NVwl6JeVm+pZHM4ddhx/L6orZZ1Ao5Hk9GzLidOAuUpmCDt21YH9buzGsraVIPKJH9acmlz0EfQPvNdKUPbaMBrH+kyClvvRe534x/A9vwdMZmc26ruNuGOSx1u1EqMCIm1mpL3Wn+uSZuKYy8M0Zv5ktcS4qT/mvfw16mTuEbbHgiWAWla+tQ4psUXnv+tCe1pmFefVRXzbeWXlT2cPUbwmOb/2Eu+SFtluCBtKi7EI4/J274Rjg8G2gOvjeGECOozS63yRzzL4Mxi130fSNJ+HdM/OWPTl4f+XmtSaLC2YHJSMS/OcrI4GFlwuZoVL8Q1zJPway6zTzjhc0NPBBDxsntbCK5KuIUOQVVx5BBzvAlIJpvUSjcSWHQOMNaq1fxd6xnC7bsyef3cs1YucgcHgdVpMVoQ10oy4FSLyqIT84Xf+IAfrDX8zWiFupVB+gGmk5LYttcR4BFPX+FyeHl+I1hON4lGd1v4qyFxAXCyO9LJYYa2lRvVuixxBshjjYVIPy9LWu/0j6CZ2ExpxcKX8IfKKEzr4+/5oGrmjKyzBqLUn9Jv7z8+Y33+jM0iacEwkEZl7CfqkffzLgU9DDgf5vuLxQrfFrrnGfAZIZ3oWb+bII3CEDN1+8ulh5jf5W1pgsFzfYBchNrUZjUGUqy9dBd5pfZE5vp5YNdVrI36b7wpMgSiqRd5l+R4/kUe3oeq9Zklw+J4MVzndZM82t7sppYL0hIA20ntEyM/oQMQfnGq40zyd+7GfNIgUT7Rtl+55gmFSb0xVHuB/ud40IqtjvqcnCZaWTxplUIJ+RdR+DIVsiT6mAUgxBRCrpp4fmSUtSUoMO4ZzVJWdx7JtBsWFQVO/aFPYEjkp0NfWym7m5RZpVjCQvl39IasCbp0gb5mTSWojiSuiJME9KWhhTps91mR8tF0Aq/YG8eEM6FX3kfX3BSuHep6VruEMfyX0VLEynxEyL4WX3SDlRBOw4Bt0bZGbZ6UOrYbhAL6JVPxjjmF+Ve8rjLPCuMb1kbWVUdsmCr9NyrYY7Xfl2TaRhV5X9JJGVMhCXp2WSeVFYpz4FGSy2p4QpSH6OVrGar3g+c7peL99opbV/A8sZXRH2Mhnwhb/xHcPe3RjQzZGhv6OSQhvP9l32kigLE8GLOSIV0LTID6TQecHyLZQvPXBOarIW5U8d4yTRUJWxuzn2wKK92GfhhvX8YwVMDtBMcqR0Ydr16msVDc+d33v8jwh1F/k25Vj3Fa2xBADliq2rE+kURvswUN/O9Rwb8AbczVzFr0bSqyo0ahNusar94GF6M9IrDc/I4DKuxHIVFTLXxg4RAxr2uBsMtX11sHE03NojTA/QEm28s2XttvXsDAAIzaBKN5O5bZB20cJzfE1IvWvALYljHhk5akiW/gBo/F6n42iftU5KFiaGYIuBCfB2UfwNNmbEu3sQTBdNoEgS2Bs4p9SHyyK2zmMkulDdrHjDP9TbyJIMFgM5MxqGU/rQkMFl+sSQtOJouQY1lRE+iYMQTtkorIv2bEqyIWJv5E3F948JXWUW9I89BR/cxjcc50xdwTgaicn5FMLEb4QpzaUf/kKxOXSXZttQJd8F0WCNK/B5qMRe2F2BGdE4q6lbxiuF3/MmzVQMQ/vrCGEAE4qQSBZ87xEDYqcH5FZknNCvox4BPUDpr7vaxC/xLcaY/ZRkPK++qnK9MhaERB9V/UKVn+pnZN8CuKYoI5E3FAf+aIxjGAq4LyyGklMdZYe1gJafjf7NdJOiz95ACth7xYSPtO2XcdyUcrB7PwhcnUGB2gkW6tGAccEavor1F0I+6nfhgH3Nrdu+DG34QUviV2HaJFY9mYCsXUQsMo0cn1bHz55uK7HN0bURGRtnGaveyH1YiW4dV5VU7p16eVY0lljPTlgYzohFADIZlATo1xGf6XIkss6BGMoeSVo9yTE/43l4UvTy6pDelr7kavr6relAZHo604yANi/sQeOGZUL9ZsWBArp/kObsldMjpDtrHUl3TcRpi2Xu9tfJgBcref5l+FP37Sif4FlOqyQy26GqzmSDuqGo4JIqOuvMPuGmtQn++YXRDDVXJQlXr385bSU4QdFme0Gng3fOJd9eU1FG5/jAyKhps2pYPQT/M+WRxGscU1OccTS76skOYVYVHWoGkPYvdsuuhrJPffahf0yX+6Ubn1QMKXFibMEryRTpb16UWnNK8/+5VpBffb/6LkXy83zOxmaiUZq7NqybFe+oGkOMMwCa5SxntRB3qJdiLsCVc1Y2hE9F+r/407CuK2oc7jqq2tLtkv/+BzRc+3jSl3UHtu7/upT1mZGIva/qgM+xxfdxKdoWz1hcFFP161Xu4QzvxU1GALqs73bCYCYMtZ0FY3nz+5rPzmUROfdd0/77GqIChWks9P4XaUEGOtl6mC1FSQMKOaOaiU/jVidNkQuK/+PQ9RYfNlZEUaukI/wY52MP3UEZi8Wg13AC9LSlBZrD4MPojL0vG3Q9oXYNg1Y9AXivoLGvoV2jbf7JOnJrt59CbVGkAykVlFVcuJAe32fq86wgmBatNegzOKWI8xx9H6Qv+KQXvNz/Nt6xdVLpqMKtmVmvSi+rIaFtbsAK6IjlBJ8lB7XtL9sh4Pmr2vtzicb+ItZSs/FFtIZvDVnWdfl/LnUiOzV2zU7UzkHwLV0r9+Hl2a/TQ4H4p9AguDd6zdDoG61as6+7wCFCLmUGxlq2zN4goF4yoOTjm105YpGejkldiCk1Z57ReN+tCHODSt+GJesWY5lNXSL5jytredI+XiFDMrkKSSPc3ejdWIzeIHVYr13OBF4lKwlj8rXv2eJrHhQ0yTDfCseEbTJaDlDECqVPsi4fz9VGiZdJ2JE4Sh12mBGNxt4KU4zit8ujqYenpCJTfXQP115Ku2BntAlgAuDiX5eRZbQiiR0CtdAUBKjGV6KbYlttAKIFS/GN8vLmcTkWNqwZuJY4i6SUaqnigK0RxXNMTtSM8KJ1XYXCjgWqQvDaN2E8by+ey3Gpq8T+7vWBOnETii/rXjnvTWbbgX8O0gDSNIDorqN8iLxkfEwqweLH4TOzTka//m8+icwKSFCWaZFuBvvpszPqhPfDt0KxAQqVtmd40v0puf5IBcgns5hlsAEwDv/bJjmYq+Ov0z/3FcwHc+s1wFUCyNQilNulZ+pZEQuqh+0SIaT0eh1Ig03F7M2/WEkMJqkflBG7j5NH9xhrkWx/Y7idpS9owKbgsNjYcx2keDH2CdkQQw7FFMzQDynqIPp7xljKKK+Gmf/qVqL9Fjwa6uo/2MscDRVNIUzLcSX9+JG0n+ulTCMPSECgLlEC5/t0yfrs/xE0NIfza8xViOshxh+eWhosI1yDA4W3OZf42qBa0HOM6Nk59sO8rldbHN0MndxkEXQ8VZ6SbxYfrX/6WRBglja+GpIfkm2/NMJcc+0UpKvL5BmhdSFzi2zfhGdOZG7QOmskxukX7lf4aWc2f1SFzIJidPC8p9KGMiAIElJg+Kf570wzFuzfu//yYM00Kjo/GHB1TAACHNxfcZhEzkFzhXuPRh72bZCZFtUdFP9f79yBBB2QEOqaht5MqvqUOPzN2YSGS8tBNd7/hJrjj1BUokXUNs8ZaSDMRIjaHyxAYqrnRSOyq1bf1WkFyvysnRmOtl0CZGdTihi25Up88Pbdk7h1BoYe7J8j4rzPe8NGvSiQKykN0BMXYDcmkMT9w4wicvYebZx1/YaqltGSUWJwokKY7+q0iVSCBk/xA+xa/mzztYbsIWtuFo1ZUwpgAUQ7yJ/406oDHsQit4hRKzhFaFVBUspOrzhFPA53Xwy3l6adh7Vxv2b1CupmINZ+RuDTvNioBdkDH4DSrYLtRfRSV9ISXloAy2nK49EVWOX9S2oNkrc2zOuwJjjUeSbhc8AcSOMwGy1iJ5j1pOrDI47uiQCS02Zowx/Q7kLlufHgHujr34r/cYLAQEHYveTE7IcnmuatGYHsVi/AvB9tXhpG/bQa0s2IniB6rGAPruH02TM6VMRAqNbA9kQxM2suvFrpNuljqx8YmpVPRegoeJLP1bQ89rMi/oG0m/nmZaxvaalec60JBCKvQwKUd6tejX1e9VPYrmT7U0VjbhqdQjYSR0utd9Cd9l8fxXSW9s4JiRc2VIDWHciw6qs+tzq3LXi7hf1HW9PIHKXDljKPyOEY+kzXYNamzUXL6ONEUlSpHVhWXbPzNaCv9j6TqW5FZy4NfsnU3bPNJ773lreu/91y9r9CKkCB1G001WAciESSR3XvzTtE9WxAe5+nSDM+QzTz5K1t1z3+ogX2IoOc3JSOcEfQpDfF37NYJsqDnDlJ+Vl/SSECLeDpHdC5jVt2DDFt5v/YULjn62h1GtnB/88LfBu8pvnOHB6lWrWceUOtFfC9ow2mbnUrO9mBeZOI7NYECoksZ54gV2gZYM3WOAyCbZZ3l5YKIaTE98PvzKnYzBWcN3EBMIK7CNlwhH0Ic50ZRSynpWyd3XA1PqZXx6hKfIiYnQK8FCXWNzExGeEIt0O1jIOJOswg5rPzx02i432SA2i4evR/s2OyFpYv3+gvl1tP7hfsj930bdwCq5coSKpZxNYCTISHD3D4NtsUZd4xJEyWFr1JDLofsMJR6MLC3Im+uZcfQIZrC2u8KyFHIO2HfZE+6bia0VVVJf8dhMABZGqCCfdSDiX79noSrYVDIHVsh90n8fEfvwEiP41kMWRUiBWz4guohrnlhaECN2yzDx5MoYr8FvCItFIZqArvs8REQM2hBPf+MlTTHnme3EtR3EGH+L7nFhzmCt1n5Onfh9xM1fH6v72nKGfcF3Ehr6ArmBFxDyFQn6mFNymSi79kJOjmlcLlXV8vE/EZT0t/o4+OpCxX3XnLH1qWIb6ZSef0o3wINmQ88kLDXHI5G+UGdiRHYl9RgOlEvQC2JHQkLsboDW0/XTDiO4pW1btwmAJCgLHEVNGshxE15uRyJ9EVFiJtYCoeDGuEqPIPVvXzvB2taE7wL5l4AOtgEDFCGDucettOE1+kCCH+7Q6NI9BQEV2Mx22Y8zOAwAWIXlGOehTAcJ6v0k74WiPfpE19OgNmXdxUttXY+574BfPsRyOj6f8yddnmkXK848wSVFiYENFeLxV9rqNm/BPr7n8KtTRiUdF2Ke99lmrZI01wjFW2woP9QJys107jq3EOXyvPXKdXGvnybpPC/6qHMh0Fl4UDH5Bjrtb5AC3AKIclvZj60P42hwcOfYWKNvwDsesqk+rhtIQMuF953voSML6cw/zCUx1ERp3kjb6zqpvz7ZB16xlOPAjTGOl8RC7PUlBYV3zN7RVpWuimfYowUT2fkL5VJdb/4ICtG/ZifXIMdLOuEimFpGkidA1rJUrw1sSgleZwMqm8o8/ZCIonN4uskjArP0Rv8sH1gUvONpv0XE/PRBNP4k2vKecAM9L+z1qxS/+jXLN9yXZt+1JgR6Blo+gku+CjX7ZoMP63gQoYjMex8HU7yquTtUHg6LIUk6zJj0clXI8neoBJ79qfNsaL7gq4Ak5f4Ai7ulBs9cK8rrYlHBT1znF8d03xZIQiwr5jAVKfZRxjy1Q/RRNk71wd9yIj/SItuHUMToQW7DnWT08q8HfTievyC0/m6hmTX2AXhJ60Xm8Jyi36kt1dmEupDmZ3x+suy+QJm/ISYwxPIUtfbOutcXgIMQ146+fAFOwD2LIX35UuBdsg3lJGY1cam0l7I+Y4lSKTLw7HBIkxkKOsGkerIwmkV4KIbi2Ig/sjl/fnniOdy88xT71c5fOa68rIT5JUsT36oyoWaI+CuO6YOtP7ZxwnovNaKZasZC7BOlJhIxQ91X5FsXuf4ZkxMm+KPiZPNl4p7fJe/b0A88ygog5UJfsqC7Ieeit/KG8Gq2w5eRUYMiJcO9+D0A6HzNDvogoLbpk5Un+04Fv7hG/lvVCKnhwMaCNvdLSwhYzEADTyU3OfDezzxOdU2ylafHeIQTB/VztGyMZoGh79eUqBp7obA+Llf6Qn+6E1r1p1csI9KkPd5RyQBHFlsJ2FDk7a+HC3+QJl+06tT4sjE28zc1a8CLyFZs7Plc/Yk+Gvsnpn5LZMnpm6+k9OFpOMk8cMJoq0iXMftEh6gB5CfvI9Uuigi23nVyqNvSZ+3BOLqAzocsZfA88BxMZMcInCwtMK1lmPyQEgp97EwSyLjdKpjAfI8oXUu/tX2uqikmQTMFnpNsK/GToa/4myhwTu4rnXl5GJeVfdeUS7mlX7OXTcyLoi4QlJTEBnJRxaAgT7HtotugGPZ6eMPXa69FSKpFo0HMTpEfL7FiBChq4quU9vBp/soXgTh2Le8j0rNvhvgNrPBDYdkeXatKfQlPP3GUqTrKw2wqy5xYMNzmcrgV1gn8NfUttfQsIMjpE3t4rl1kZvauFZAmQhWI2hhYWzmol6eys7dQBPWt3oLudLpPiL9eKV0kw4K689Ff5n2TN4wPfDhdh3ErKwWkcECSJrV27o7fQ/qwm0D1L6MWnK1X/ySJYtDsghuPj8jS52uY2YB/neHLPhZXTX0qE+ef7GzLkXsbDvzl7kZocfY+CHZkHQWcVl5gerxxVpUWFDa7SxAFMgUAYHLoqPjOLQd1OvfTTL6gssWM2Hh+P1JyLdvyeOyokP3wZgcOSxzQl/y9hLBkCUS2Id9CfiNCUnykX8zaELHt/MkZiBb7MsUewj9Y/qlVi7nIoIxCgtNKHOUF/jpT0zDYLM5CXfqKiIqIG38JL72AcBeMX56+ET3W+0aT9lo/OPHIkBAInHmm/0rk4oqBaLJMXlXpO45/ZHsP3Qn/dkfFuuupMv8aaBuCwlgcXxxj8ORtcD9cv+cyyDo6KuH0C5CO5nPzb/8OYfQIsd2NVNFPCtKeVHjyPq3J8+JRLRn1uX4fMfW3/jJvGc/s7mBecjVpM9X27mM2O9deBUapQN4MDsihm778RlEGZJ+cNJgw9AbvMx3i6IstBAlKAqvITjZwfWBobxmHa0iv737Vqf3RwuP3nsl9/nU59DvKAJej4ccGwb8+VFGcBdF+yc5aQsLHcqetpJ6eBPkmwQoTGa3OOvgyi5PehSmrktjKZZ1AYh3wUFd60cB+d67uJvyE4tsRfoxYy13EwMfyBiXf+Xif6Mgl5CCEksrPmk5fHwWSNevO/CCX7Rrip9FdA1im9UCln94aXQCpqk0DfSP0G6h4ulpha8B+ypT4twt9TU0hMh++cA4GUMtQxRC2s4MYXutBXBkljs/sPVH7ekIKTyixak+KdT70XfcvkmZHBzI3o7LR78m2kQrEK+huVspRlpwMXsWglEYFL2Y9b1gmYGOkIF/8ihb86Aa0/2QI0YCuoOK6mbsjc2TZ/tYBW3HqG0PTmDZsrUVX5kJ+HKghEij6e0ZcL/hoE+eu+FNzXsJFxpp94hyqqjESSaSn+Vsls8aLNBZMQwg7ZrOoTRKKUre7bhq9d+ca6Nk50KF19OQYhORZkFpalcGlpwZMgJ9VWCHdnWkAKr4PKbJfRy2tFyP6qXnmYULCmI14Fjt6N0vckV7BRRwD2LhJmhdwgt/9Y/wDH9//lB0JcbxFmkiO/aH4Y+C4jyEZCy+ucrepZLGfA/RCRLPcObx7UKGlccvM7i/xiUYQg4lGdPcYXMymIgbsxIi40j6ShRkzt7pvXJ8YGK3tKFDTUXk5G7WArHIcMlKA/AD05UWjL6Abt5LgvDBmo1rrhZczHoTlItPsopzeGQWv3W52ZX8ZQdNyayilkCHIQfC0Mm9eQOF/svdh/QXEgFOu4tdTpt+UQBN695aUr07xRGPAka/tQnPxT3Ua3EFiId47BZ28KZbTeFsoRRF/ig/a+FPrv+X130woW56KUMMB9zXxUY5F0djgXOvCkN9me/t2IvC5Zf+qTPRfl/ca1/0mAlu0oRRm+mPMIBs1dMoUHj0XKyLHHXCgsoqRXePrgRlbyFTxjdYo9cSNVvV3TnTnmGG4IGxrWfNNPL+xoCVj50PLYXo5y+8Z3rA0FBts/Sh3eWp0RUft1ZayhiPfkL/ubCKNWk2HgZA8gFn9Tx9/foUJYDjNfjn+06XtJ/d4d30+pOGdmewnJ5gt9Tr9G+CmbH0hdEE4HAJzFHFk7D1pr38Me+r+sg4C8LapShDnn7z1JwFvmq6sZpqYl7jJ+6B2sudu4ufcjsLB8qcT/lZoX6DYdpV+9YOk+EQN2gbX36lE36Je1nx/9MxskNY3QP66DBM1xAZMiFgoHUv++yIe2abMyDqbU5WBhX6PQGj44IG+2O5CqYb+u+uvGU8VAjB3MR9E4wIzHHsskJuZhEdEkOIbxDl9qwXE2HhNfK3ip1Te/bfdvvzJF0cmlJRKphXHRQJ/uMiDSkGmttWruilfuoz/vZfy5Yxw2xKuGrcIeBPibZHDLN3Ac2dLLEz1idNR+Fv84Z4ncV+nFtTAaPKAofhoS11KTclPKTDgiu+ziVMaujfHNIv+aOp8xeAAFZ9f/W9nnfxtEwgSKDONaDgGyoyw4H9vEibM5YbIQOjBvnNR/Sltk/9bW4JAQigsft2TlcHl5Ypb1mNPxMkutc3zgvhGrnaMbPrOJ4DtcdmBrtR+bxpLX4vSjJq/i/U4KvOPePHoKUwVKLuaIJZExhJ+Rs4QwUHQRdWo6S6Gi9CSJuhmPviZF/OYFyPpVHV2QPc0hJPqqqh2K0ejuCZNoEv0T1PDEUrQO9PLHeWAEwSRHlH5C/8SpFA7YdazgM0Z1uXy9tgz7IdI2knDQAUOQImHQFd/yREQ9yxi0gE6J6WhMS0vf30VDzsywdDUj5dZv5dv2sJ7SwSmTgZ+PaKROJxmyNRuctaX5Xcw8bfPsuCS4FYjqdQQVSMwgdAVMesoFjEsQsfx9LCcTQIJeRr9pLAzucnokGigEXH7UoPY7bgqknY91jy5embhe+bWaHE0HhxI5KwBWxJEcDkD8u0bETaMyBv4Lc9M8a+JLo0WXOS9T0x+t8w7XTeNqqea4nKGogxfYa2UpgMKktIcbSTrXc2uWTT89WQLVWg1ZEp0RLfYfOL7NCzUZkm1ApYmLk7uSh+/xrPyAS2xx/NdR07+XULbhxFul7BVXZn/+XCC4UiBsvnzb2QSIVFEVBKz1bA/CAnYmlByqpPwNveNDICpeGH+GqHvuwwZ6IPaR7df1OikLVkVyiulzzFGdaDbF+QO8hYunET8MYiFkaOAYW6f+tyWMU1C+zP8Q/cw4NKo6TemHTD8GHIc8QK2Wx1zgQQg0H/AJsDRHnbZ6s83wbJPgZ3gQnyQpN4nX8z5bmKseaIsfrNMyy0qLD+qmdtiWHhOUrYhvFAhckcCYynaLxzQZZErDH58KeIDJevJXTswS7RjpS72O2/5GVdpO44LoUpqiG59z1rikfksG+/1MJ4F84Ju5JHV5TPrBQkjVUaZm+i49rNz35m85bOZrvwFwcbkH+jGFB5cdrX2kEJqKDowa5gIauqJvqGSbM2f7NpaJn3jraclVD9rDV2xvP7FHBkkYegvmfnxG9Jq6avnjgzFXKasY/SMPOXFEF4GLw+e23V+ITiqh9/VvdB5ng/zZFScs4rahXjKBd/ia3Z8R33oVFSCv023KJBDS0CZ7+S6EZQv7DxKU+PJiVzsxIxz7tTDTajxPuVfluxAJRm8sI0yhNrqyb/EGGZFoP/n9YLlGsKEuL4ffN3c/FPDzBG4mdp4CUzGYo1s7mpMZtsSa1haWNd4TX1+WhwILPc9Bh+0n381+ZJwZrJOzgyS5STtAifdsK8hyvj+EOyLUvTr2QtQjl5csOMKVmkrQSO4NOBQ9VFX5M6YR+NSVORKTpyN/sCEMBF14gyR+Pr78udBbfO9m8oxAwRkTYJf8bdzl7qrL1VFm00hQl4cxr37CfE9JR/5SZL1pFFu1QhzSAUGTzN7rav929nVSPzvA4KlmEE6ozHF4/FOUx3Fd/69QP6Bw91EbNHumhgX5WdKd5AoX1uO9275da+1nFmrWWdBuJnDIhJs+hV0+YuKL05C1Df0RZJmU5eiwIyB9XMCQp5c+7ieDuPcWvs++8nOlnAe3dQFo3khkoWr3V8U6JvTqRUQ+c5YNQqYj85qVDHK9Vw4yq1Y8OPS4yea/n7uf3/d9jZn277v8UUBIUcI7gZlL3adZZlu/ep0Me6XWvwchh/O0mNNcp/j4ck8UHLq2fZvNCGZPirBQTco3fPFQack0uJhDDZFjfjsjp8yWiUZ+pCfh3omubQqWCS8N5Q8r5MIN9n79JGk7opU3N9UHVGAEmEKgMrWAccuX4G8hrFu0kb7JZLPSGkpqmeSMIQ7PVo2SluOtVMvzX4+3IoFf9mPQsuP4UHc97U064EQ9RZguaF3yFMxcPoUgGoJZjZ3Dw5Zdy65HzCDZ75uG2TMo7gswlZrDNGxKs7fKpaRREp6wPMOLmkcTzx9KEc7W/0ZYhXf6NbizzHYB38CABUPooh4KWbHA3JZZOWwTnwh7+o4ZjSCldEMP/VtkE9l/zw4NDNMnfE2fLyb0WeBZ4OfMTiETb9G8d2LAKw9Hnqdn+rrrMECED4Yxyhi6KPmBL6lifoa4k+Gw5uUbIWvpH2Lj6lSgRJG2DS6FZS07Z06xw6iScznX7/i7Fw1H3xIiZcSSQWsmAzg+ngYdDnrIaT0C7I+1+H8Bi1UN1OyGpCeMGUyUnlRfeF21oRFNJrCeyFOYZm+aNhpnuJKtyiiyj60IEPr4ulFDCd6EmfnkOBluHz9U9RNGcPktNjhxxIso27X6Td7R/Y/wJo7c6l0inSuQyRJrHCh/ncWm2QQnkqt5xXLV1KhnXqAst8+rIgmeuVP/5v6jjrGAsT1OSuMCehdZBSUIktvMlI3WIKDOc+9MJmubl2E4/IX5it3a80olNn+7a1s0XrmtiMSJkprNJXrvyWePCAFM8//acavQM2HH1oO4F46olTfLBsBqpRYJXCCjqJuebm9FnnmZ5k/C9pp5eDkSoSvKvRw4iYjIu35bmDoI0NlH1woR6ZH1wUTaBwCPS/yrzi2FUq6aC7rvl0/zTOZjhxsle8zASz9Vbxn9eXL6Wxy2qVv3lrAM+deTCENa6mleSMx3p5ETEQRODg1f8xZNH9m3Lhr42sIl2+CmF0M2ma8COrcVV3/JRVHt/UDc63Werof3sSJph1vhyqyNpNnzRfWcaxVobWyf8O1doniptsAv94wnNC3YLUyOBGKJIQPcsCUfeS9u7mTyJSrI1pC2GK2jWAKMy/8Mf+p3N29PhUqYSC6u+EuHXCLyEhp9CJYZg4YE5gbNrU8vR8EmKL9qmVGT4/tKaPTQDuYnnpQJC1E6ZEdDU44JAtiMTNiy1iJX8JwnvhihZSfwrUHaBv0V9IOW7tPKpJ/GwB2KfY4pZJJkAZ2Sr87qzxHIIuNKjtKeYqSX/IzaDj0Ph8csRaUKWGB6jh5fcV+5pe04neEWdqUor2pRBokGbt4cblfkh03Lamvbw6RIYaITs4bFDGmD8uhAWWBOudxHB+Stg7nYDfjSKcRewPXtb1XlqlXiFRrwkiyfA8+gs1pwk7J3wPE31+wL6+nIZbAx1x/TdH812W2Rp0vzi+CkZLw+wc88d8sK58WeBofVjFIeQn9oqDztolZlIu2siycjG6Cf0nQJCU91bFfWNbeSiGv8b320xz5ISSzD+f2IYrl6nUyVSnIoE4pC4UrCpzvf1gdZLeAo27CzHK4pvKI+fI6uyWRQI3rfz+Ts9vIutN3/ZDFnXwN4j0pQJtWpBjDB7gKtrZesEKLhkuycxkXoqvCy3ZfrzUYj5LhL8+yz5/oWb5uKVX/DEbMCBBz7rkJB54ZczGg2j36nNhTdi7bIRCjFSQtJMcaeR0tu2eJ6yCswEpozM75mlDs10neFzjt3MbW1geovSGjM/qKG1O+e34HTiRiROjbKYPqgqr2D8Fe8garEq2GExVb+mlP3VOzv6FCS1XW/z2tin43OHj94h29QP29uojTy2YwfqdcZeoNhOaJYVOYi6z3s4+PX70ukmfQeCTIsgTx2eX7F0gJUfI3fU1C4cd6SGEABsbayBeotPL0y8VojYTao0nVjhHSHSxk5NX0oflT/ee5uB8HudDBT6pQ26xrSp53pcUl+bP0IxLKT9k2BTgWmcaNsrgR1Otp22c/OAmAB6Lj77uKBspyPnTjCzTWquqwNyPVGenGZa2hqocg1tBZ1BbyoxzKSVRI7R8Dlb7XOMIlw4+qf02UuEqQ6hOl4sydZ3MbCvnp+Nfth0rBol56j6jodnB1qSeJ/2O6UODab3l4HOlm+2BB34720ubs5NQXxKmXth4hA/f+xQGywFLHYd06TtS1aSdJMJSY5sYtz8y6P7K0MPc6TyyREyNPL1/aBG/PlgU30kDdI4vJNe/NYD6Bw0lcP+A2Y49c2E06CO/JMWfYDImB8pZE40r+qatF5CVLPaxmTZ4NYSWEkDRD+mkmQ2MJLaOZ/hMbkgtwXrqeh64NgVU/hGIOWkc/5VNeZh29NPpHk6fi0d+pF/ezD88Xz75U9uxQ1poXtV9fv86LSGEN5Dy3Ytjhr5fENZoIg1lJCiGnZwZkUC51Y7OSEJ+j2DCGX0hTN5Dsp5gblocdxlZyqFywO+ssw1mMkQBspB5eQe9GXH/A+ARsC9HJra6aZVNVNCX+RonCkgwmMltMpz/ELHFUAcoP53l0XPETdbFWQbc8NYzh4N81PcKFOgyS+enVeGMrs1kI5OugIFV5bnQgAMQ1YjZfbRLTwvUgqXUzcuAC4O8t7CUKyxuf4e7KGjcfpxkjtWjG+RoiW68g91nsSU/s4d/cTLmTg7BqeplEaeQ95s0aqCiItyBBGJGvYTG6BshrAkVuHvI6F5vJ5HfKEq3IW75rEG7n3uancqskQKvfimpsd9NGwto+jlOyC0sF+d3itjCs2GKGm5sRVQgNNjttuabWcYSfJAPgoIjzXw8yaHoiK8dw5+aNcYufMvlGAq5xwC0Zj39FLaiVLgrXtaPrb258BuAZ2b3shiGDuS0UJFulDaGS7cDp6jdQeSMabAQe4pnADL/hbxNsvnnS8hUsfsqen7y5Y1nLYRCHy9rKHlASoetNYXgUnXAM2cSEfKnD/8B0TJTrYmrOesNCa9rpiKQ1jKjfS2+k3LDnBc1ZZmypGpaT2UvLTEEZ2TB1ehrL4GwGBLXCH/BKd5MyBm9YELCCqbcyi0M9Ihtg1Bk+fo1Oqlx/0sVs/WX7coDFpuL5QCgPsZT8QsEreJ0otjSnKI5wyo8bGihMDJfR7+Xr04J9Y/M6aITtJIlSEZfdGOGlWwYMZc/0GHmAAAdefPNh6Z2R4MigZpNsqr1xV2vZ7hNUVNTh/O4qFo4fMbLqO4w/iGSKJDx1yQehC9z9KJleIb9trE0R2jO8JHZ8V1jGRIHEOa00PMVetPHowTNgCMDzo2SahvyY1cvJe5qqtRSnt5MnMPdvY2hg7fEyWQhE6oUe/CPz/fL63FDTepAZ9VZv/9MXicoGgrjGIjcCTaXWgHwKtXm0/6sL0RZJJgHrHAOn8JGgQUI6Lh7W4hl8yGgoYU7tlBjbXNzoWQj4nCaAXwogdyBvwmOpoDIJj7yoMjXku1LKXocEI+U/830oOvxl70sUfunookVQnVQFoYp7MjkHpeal5DpI/5eMRGKm6TbO+wHaoX/55smqOvj1TiusaGppzLMQZrtWpV07MS/JfhboXXkkASeyv6h/vmFsobXVKtOOBAkTW9o8vrAXco8JkOY8k3/H/ZlB+4HVW2ZaNHi//Go6KJVEk+lYr/SANcQflZSz1a8jJOyM0dwis4tt89gxC2u0XBxXHG8u+IUDrm6qr7tgAcK/kLf9idXheTvpOPY3zUmXyGf6BSMfRckqecwnkO8kJyFkNYbhdx2UendzfvwKYCsJBoRU+FvX/NIEv+oL4nH4A6H3w6Js85r8ERxuRdQC9UFEFDvRzmSU4ppa14En+ebyTjxp9ey+cwT9NdaQOyb2uhz8kl9tiAcKunU8escX5QSQLl7JUMbYzxEkdup1F1/xWSngxQ5flqDz/BNVpBEvza3dYD4EL1zElH8uIAIaGVAMR+3ex/Z/VZQCbvJASiFuN4BXOm1nugR5iME2f2umkClAInhymWH5wMqi1+Wvfhwy3TsTLSAc9Y5/WVQhQY+gIR8kkeTXfgzxgfgNTZP3y8rdBN605xf4NsOjY2nl/Ju7v96zZV7tcAW1k2SI4pxTfGao3CTfFC4cKwVK3jiIquD97qWe7Rv8y2Ycuc7DhBIY8ZYZguMWWldyGPfaVCRnKQhOGra6ipqJ/0v643uj/ytq02zpJTsZ73BWmEnkONGHdy6DLxuOCWujDHimWo0i69ihHKITio/qNQoFCbsVQFZzUt64xVIS89h/19Hn9fd/TpLgp2g5GrR9VTuo22eOg0xQbr6BV3Nb26tllUUd6XB9jIqpr62b+XxqpOmdpn2n3P2zZFTiFXEVfo0HDiz4Le0+xjT3sbqZJ1WJy8evkp4Zva7s9f38OnTGD5k5XgYWf8vcBIWgqicPJMHFghyPrSouj/vdFVQ1AZ2wr3Fbpueum+Rv6DLASHiRPfrx/uV0Npjo/wrrtHsWhM1nIfbbDzdXCJI08+kvJTHB2F5C15XNAtBd7gYBRwQb3WpaQNvGlGrmsn/c4Bkt9XowNJL0zq1GKqzSQG97iNrokJPZ/UpD4DaOQHWo/dlCkwANK61w6Ys6mQychbrrsBzyiWXOAEkGgI5xlyO/t42A/0lMocrC+/qYxGOFJ4P4+F6I+QydvHqCH2Yb7TU7gsx3dI5W+nE1ZHGsxYZPO+cCzoctG1TBTnamGnQOa82WT/TK8g8oDXqBzRnC8Mt810v/NtTBfysI6BRivhA1LyLRM2gL92QFff82Tmtih8Fj3b7o8hfoY8pBUuWTKlINNZR8lEKvTMGc0mjBWlu8bq2ueN4uY73PbFVViGT7W3q4VTcYlqOT+1pq6WuEh6o4jvyDp2XIngyJLsv1ZAXlKYmjxded2XWJvYDiIq5RswaIj15rlMTXYU1uJ0+WkEQgqSUHjyTfWaS2nNFKFi6ttGdoIbJBjaHDP/NHZwUXrZ3c36MY5V6K7v1KUFdof1qScUnfIUWOlKYJkAOKqH+eLjL4nGuVLTm6oNeHCqvhAr2s1C1+ljjFvummdjlqzDanx4DBMNt3hpjihbYDIz8hOZogjzgHcRu3jiNBYqmB31vT+iFdGbz0nX/yqXcv8KwSTbgqQqUAwzCXwBR7RhlVUBlJ1DKShSM5HV2qwqXl7VBCS9zWGnGCyRrt/AHDCwCnPDlKNVOc7mh0DLeGVpKz6SYHia7bzzFt/p0k9LIbTNoouP9K1AmzA2f0fzUu4S4hb+R/i1CxeHgMnwHqH8BylhNNP7bn8P7PsBW6jGPZGu7oxRFh+YalJ/xLdCrbB8wPHVDDgmyZyh3BIpFbUZ2HCL1uf5XqdlK0azXBamFal1urhuwf/IUZEhX0NOJqf4Uivqz+5peX7uaZb+te3RFwnc76HB4OCf0XxdBMJlkgsPH665IIJguGJJrBJ+K8jL7w339JxQMnRWgWslxPsVfjInUmHqxfcn0GM/1MGGYkh0vWy+zeL72/648t0wTNSFvi6QzzYX8lso7xThSd3w0+qG97FhdcFpUsT7daVVlxZWfkbLkWT1yHrCXsY1b+Ma+4IBsLk7oP2Gtpyi/Y3l+q2h34UxpPdceHicOx263bchzVR1YvC7wQ78NaVAQXWgES4hG4g8MSfM0OKSlTEXU1o2M/pg5Q8+MV+T9nofjRntX42MKz7obKYwma+57AjWuw+ZDLZwD30CoDivhUqsgCAGc2pwZ9Ud05cpqnasWNZqprqtvrSa0IV03KpdIOKt9GuSgV8rOu/HNrqq9nQ3JSrHARKvPTL0o+MEU4bZwwU32EE/qNSgNaOmHdBKXDShsekEH73fr3hqkejX2QYPolEezpj4W3PY12D2a25r1UaZaOTPdMiGVpV5GtwdpNl+jHFmNtRJIjOH7vwc+Kqr76w2BI0s3flFmyDc+bX/H9RDPG3zkFolaJrvnKfoPltBVkwUeHvEacTnmOz9oTdkoqPhlo3GA8Y3H055gTPeGgd4bB907gU0gv/BDAnNPSRG5AWiHND1i0wQf35vJSRDMk3ej5zZau0wj0F0lAViQU64R//d+6ORyqsKTA4jSlhA0olhpPggWUauR6OhaoT82+4Ztyhm9LUN1tGGq9i5A3gogRG/icp7lEJpLPNa+Gj4uipdjHNCY438ZhqbprlIM6d2nVKatym6ax50kD+2OgqXs6ksgkWeAzSZgV/mcEddD8K68YnDDWJX+3qyrKl2SQDMaNjuCBQVILhHHMG8SWfFna0Vwgc6VTPtpQTPtZVBn2TBkQVIAqZI20v28I7HLlBoJP3xnLDI3GLIImv9B3OEO/k7q70mffW+n+y+ub4SkkZS79LTVnk+9B/ZusBuvHk62Axvh5g1YLcXMx/0x5+hKROCq/lcR0Zkvwxl1hDMx2XI8a8ewZaiQkc7BJkI5NzMO58MqCmIVoxqNEHqZpVRKeWosu86y0sdKUp5m8cKVNEywvpijkK2ps+EHvHBlXZS1gHjqRClrSokioqRKZtwMAsNUEW7XwroSYpD7Kn5gPE57u4V/W1exJZQIa5HwOwiJ9438zxCD9SNpmjfal23NvAAUFo/EzVRyr48Cv96R5rwv03Q+KiobEJ/PIb/ggRBoijxiYBxIex4eiSX/w2SO7eRvCafhFaF5btm0Dix8Ne86STtyU72vhdV7ly+vr5PNL9E97c1dPKfQPlv8wOVTcfXTsEbvCZtgTfJFsdVhxojdPZIuXvAFJAZJ/AftGqIucSg7pvuRAM+05l/Ab9hnO+v2i0mBvQ08Y8eG0Mo1r49D1kCUBp6rEj24PE/SxRxaSnYGiPqmrkdKhRTznzXyhiVD3OLNLltwifdhK09cV6OApNFPfvetx6y0XqvjXPPLn2eFydVEUpvIvvdoIgGIk7i0edL0B9V7h7cyCDwxGkkyovwabGIkV/+HHzBufmnZ3cUdLLQ0WSmQj3FewfJknQyqTnhDknjEEeZQIPIx/+Q5Oo7WRH50zL2+TsvowwqRaLf46Quj0/2rWf62P9SAMCleVYvp8nKfQ7DV21Ci2yMvjg2AUOFPKqDnzR1oJk8jybH+EAekFvIY1olQcRXCqoLjgMrbDbz1Vm4fhXhjIxzrdLAnZUzFTy7DYrjRSR6b8xiHa4a4YLFrqS8znGzT+8MnugR67tGZ3lCA5cn9BiDSda4lXUON3SU3khAsLmE34eUq70iEJjOjbSMWrzPe4e3hl9p6QiRnTgzWvXOyLlVDPsp8HfdYPsaswMuVNc93X1VdxtTKSzE6YrZmvHRAb6MYCUZ5nC9DctpE5kWSfuPvXeVdkOL208ocvjofkXfS7b1mYmuxXvCo2EjLEWJHdfbwvzI0Wd/LjLytT4fQewaRG3yiFmPjZDLXNgtS6Oh9vFNsiSylLEIh2IXdPCJneHrNtIy8P7ccOz+/VnWTFilIvo9kL3xPT1SYRSOS0uFDjXr1AWs9T5de7oqMuN9MvjGYkwu+Dj6A2VQj8eug9LdYnR5h2fJKyJ+W2GG3r6TFVfVc47XPj2uXFgA3/7ax1fhN36U1aooz4VXtJASAkXmGqEqhqqkArPY0xrahIp/Rjzlk1P2DyZeoY8afXV7w646hx9LDhXFh9SxxjFb7Xrwn9nOghHHw/OPm9CHXuDLNobwHxEH87S/cnnKFS/Yi6EEsnbrb58Sf5d4NdQKRoUf9pX3sN/Q2RemwdpoGmrOEqU/L366X6/upV6Gqu+b96HQ0q/Gfw8V7+8ifImv6HJ/ZMJwZSajlG6N0xxEqc+ctuDXRHJW71pwpA8d/UNH0UZwUv/t2u/kKEuZ/EYTSe8hE/kGUx7Oc2WroJDCBHMePmBvCp9XSMBgnyflYPyg8nf5MdSbs57hvkREkOY7yvNbThVIxvT5hUT++qa6gIQ5U+j2Yh5RX1rKTSc4pG4rhcjd1NHEJu8UkU5I2H/ncAwfHjhTPZMwngGrvG+ztT+0qNhxQ5BtEmg5wrhP+4ttqTViaZb46QPeSKqeHNdblbLG0bGXS6N/ogJEQae4yB4Bd9KPJJh4JTlCOpGgdhMs0jTw0+Wma//DXkn/OrG9ap0wBwS7RH6pXyr3mFb4OzEhQPLnrsVyBgJv6kGtAXPgrN6qpBS33Go6d7ycNWtKSMJ83gm/hT3IpvclJqkcHc3qp6mq21sJ5fHme0JIIbjenz84WVeWqqcdZzZYp+3ThFqErdYjyAr8CSddwQNUNo/BtN8+mavt3UF+BFMX2mA2iD5gDl+NJlq9bsS2vPUR5zRsOLT0vi93ARGVpoukqBhKjrT34xOgH9ifLykyNbz3q1swwUl9QFJ5N2Ys964lNqEewxnHlpKggsksQYtntXasdLZ7SkU8ONkDIM/usSqyjMFlj2R7x0uKwzdqErhyUhXApfVlTwQg8ljvJaDKiilZdsPDw+bu29j8rBYSmAJnSoQkwZQTflQ3j28ibzsUDemT/TMCaWzxGyvg/Lf3qZIOcwtdJ3GDEFd3IyZKRcHZwD0ffLDDfvg85QhglBh5BnFpETN0sPw9kfCM6N71Iir+MSP6e1J3e1qkuKpCZf5WQbyAF0vcGfAehpN8S/6Wo5Ys2b405PuAJWrYKd0Oz864L4vIov8wSJlsAXYsFBzyB6KLf5AI0iHqRg6Prbv3GXUv8tZaPHnrHCyZs5r8RXL3+vCTDGWaa9zHTSB17Fu5yueqYZ6kdOerCwknm5r4n8/oHUtlTlPlJt0MJRD6P+++mOPhHf9bkG4GZh3A5ZzOX836O9bLVqImvJIjljL2of4IqhWES78PPLedhf1YL5wDj1ebryBzPqbwti4f71ADsRHXSE2nZlemJTIH/irvFVpdiEmSWoOO3+YnJ20FroGpJGPLi/7+EPQqvZrIOzlITCwEMt41PsJvVNqc18cbhpKdVvuFHemoW59fEzmBgY+oLZ4ioXxBAnszhamv5ESr1a0aSLnQEuZ+JUAF6YB3z2d4S4XieioqUPMH5m3aNEK9gTL8iJZVhSf/LjrxZRmjukM7zmqXZcRR5fckDrdkWIpoVSEzSa0g6ci3pKMWjw/Vn6wFrNAnu8nJmhbjgNB5NcA7J11HHRhfjivF78lUEqIFy008SXkPPP33bbw4S7A0Y62F7Lys17VmBBYz5/vdTcrc/iuHzBTe21b0TI8NIxglualR514DRhfPk6s6YBa/uq6TQNN9V4ep9a4+oyLYNqRBb6UyZmINfzKxJrOZ+G0ziyMLDW8mpCer13/bp+B0iPJUGrNrSXEKDLhhanBX0KUuGglOYvT1O95Ps1dwKvHK32YuPcyBexQCLw7nmQS8Q3g8+W5+j+riDwpK8x5nclOlB0ap5YPNv4zWZh/DltwEiBQRJdFdqjXFBQxTNojqcSaL8jvD0C+33oz+tEIr5f6TdwSlNrYRrzVKZby08UpZ/xm5+VJdbI0oFne4G+mAFXWSaizo3zotz1fPit/AVXnT5Cs7poXDZfXq+9MHrmLii2XAxjstsnxVB1y28KDCwlVDgho4Th4NS9pCdrgor9CRutRdS0KXptwE5F/BRZFqqG56rUdqtxiRGNWorxLhdL4n527NHssXgi++MibYoP+/neX8+fflmOpvDeIfjmwECFgD6XCWJNytnFUtYHm+Jm/KVIP8T8w+SP+oExuCUXi0IEYQmd/EgD1bE2jmr6p50F7xJEghOAPpCocmc5bx2r9mHRDWGn9LfdwjIpo8/UTZX0l/tsEi9rbYpGp/RZOwTaCiT5BQnb7N4uQlu2a42Eg7Cgf7ttsjWtFIq7aCERd362JoGEeXRvMAOZFGpT8/LsJpM5NFQey0G0ujBiY0mLisyFVBFbxBeW+YWvSh4iUtaExO7Ikd7GjOnFR8tDlY8grCmVCx5Vcnu4XoIHjM/369WSJrxSfF4PEYv98dVMUqv2mm9Wu9ycbfKCijmyjvbHY0wWkQhC/0tfJVFBdFioDwO6WLt0U5EJsCnwks5e8H4eDgAmfdBixqIMQT43OaykRgWL1zJ2tBLKuEsOBCsqH1GtwRVWuVUBp5hujz0/ByD6SFGWHx+jHPmh2NX3RHFxkZd+ZCkLIWhUmG5uv2aTDVHwcnudM5zBtWXBr5b0pTygk+qKLw7sPoEhz3OipkG0/cVBansXP9k9h8ejPoTTUW8UomUIZdmv1/ICTQF1p+AARS21GrILePQ3kFkQXHBHgpWOucHFbKXo2FRcCuj00xEI7iSOpLm4sbQEZtd19aOzgKU0q7QbSzOZ1oBPXnCiccm0pvzRI+h95JUqMK/HjyAtxiNBdPB9aJRqgVNj35OvgFpz/x7uJTntMzpLENMt83R2UyhvDBJ4Gb2lmffpqw5jSCOV63UMuQwGa3xO9hMKps6s6Ys01zZBRCfDYQ0iszkLtizCCTVYy9ToYhEZWG5BxwFeTZBY8htMxjbLyhd7CL4Vk/+qiAAZJ38NjQDEyP5Bl7AeYSlps/Sm0lt39ZzwN2Ii7rzk2PzFGUqPr6jGboifWNj9t4Y5s0C0XRr/r2gI3u3z3i5IAzsSLSnlw6aPq/OODNv8k/1c8f2xylsLVLqzayyJjKTMQ2X6fuMFTZI9B2JsdBbxqPBCppglzeTJ+Rf6bMqw3RPABUnN/mWrQos61U+8IduqO5LgmUgGY5Yn/FYv5K9MqanOpXQjxo5v2kGj/Kdm5GzsS/1+c+g36OGnSElb+X+LWwdbicnuT8xfBDh3H+fDQ7m+hbneKGiKXVgWEbjK8jf3A5xQSooE+Cpf3CEC/cXt0bBga7ZN+NzLbq3wdC1TJOhze/mpzbVZP1frVn4udvQELys+PVD6uF6PjObLTggccfqkBnMaUsK2MM/7khYh21XguBzq+6fm/6JfEqM4I9vDbBqL23pJfQwiyZOtDjtdsk1QTN3xSonajTIMMlIkh/ENcOdurI24//bAUNzDH5/FenxEtdL1DsFJQtzYeOymjh/omPGg6lENFmnK+GwdM/vtrZtLR+G7Oyq0gsMGr8Cr5kEfPy1zrPRwYl11kH/ggPi0piTIilPNwMW/btFjHNmbKaZ/P8bzvb0KVlSUMME+m9j6xGvPWk9c7IPgO42ErZGylXVQKWKtZ/ZeuIT40frmF8qZpKXo0rQ+HJl2XghZFNXnPE5gv1nwopwy5lZxY9JIR/9dcj5GliNWAlGL2faAqNqhTu5v98eCVEKzET8qezAW5uRY+fFuAKdDje6v8V7aAXhIhZLRVHdPJjCyW3GQOEUmmkvah1V1GGM1iucCYugIhZFM2xEqLxAr10/k2PybRAdwjtT4rJEVV4pA/hjn1kT+Yhkkhq9HUJmFybrsSznNV8fUQaLKvS6RZYLxjXpCBeYgdmAmSBucOkulHjtb9jPm27exeoOVX58Wf/4q3zn7NPbMb7MAafn1gLg+cQ/2YkVZs2y6FkVIodqQrAv61POztgXzy7ix5186VdpG2WFV6kn98+LbJ93sFPrgzDbj88pYz6dqJgjaJ/xY9sdVfud5lL/qZSyRjy2e18rh8MScoa+sb7+MTxM6PpWkj7bnB1veEcceLzH46dTcciYwGtkIneibihknwGGxRCFwC+TrQgVed6GTWfYlKyvJ4+98WSK368uvZxEslUnCd+wyC2yd/fJ1R9Ss9TpkSmXd4F6rMRZetiCK5V4w6RCfWY3Cg45OWOAMQ00IIr5PPDd4PNm+/hZPFXOxcgNGyTXkBM16eZ91KyWEkg+w2QHIKn5A1FYQ7oRgSp/OjAGD4IR2NStJ5i4NOglSW2jR/DVRH6BiGhLe6E5ehf30phOI9JfFwXpT7swLlkyC+k9XbGflBqzydCUsdahLGFh97ZZYww222mDxuFoXuNTzOp41CjtM9vehPAUWbDmWCTkcH2r4wiy8OfH9BQXKtEfA1/2TKtFimjzIAor5Slq/OpVqkAlDKuMOzZ3VAc1HMMN0MURuhh6fop7tNzU8KEX3ut9pnh7JJWZT8gVy77seMSu6N3/pB3yIzAdUCeAkgEtEgbK4jD/YIqm4bkgE7N1VUtfXZrrGMwnXwzXnqgOqxvRyoMhM2v3I7ezM0H0+zmes8a4XwYyRkl22heSg72ForjTMzIje5LZiuB5bb2OOPp9fjvyJ49Bb6XH6tgmqHHOyR3AIhgMhVjb703UbY52NafBdb4aAWE/lHDQEIAa8dX05kmWZOnFyzdJdjuhPUwyw3NZYozITztY1D2VK586ZSrp4D0gdldB52lI4naxjy7/ll2nl7baYhAcTrC23frhymqePy1i5B8+FEm6u8f7NI1Pxj6iXESL64tlB8cVfmvZQukLl2tf7abLP4htrKbQkInG5e0VyFvpHHZ4gi91WhwzH9vAGUnnelWh/gDzVO7mgRb+LvnF4pa9lhFGY+Pe47JmYf2snll2+9/fa/cyf8gU6H/xnCpYcTNzlbRa+NH/XdTQiK6o0vs2Mp98n6tP8DI3EPG1dAtUClD7BTTakk9xoMG1Ta7Vc/smzlnDQDfEXk8eMZzfqdRsg3Iv1vXWIDx6w5RNTG1PURFptZz5mSMzB8PlaIn1yjdCPLQhgUN0kq0mVYV19P4v3FPCWldrnN4zqyxyX8Y0Kaa6qnNId7e5OzGEzpw2UW2+q5cBxHtPfoX+oKkK/FKj1dX+HcyIP0tPv7QUvm/bFNT4voucvlw5krPtZq2Ug23g9Blu/VtI9fq95RjR4Ojeh5TdMOdWQOZ0MFSwL7MlIVvS3uz/UHFTNhRtVYCwxnJk9R6u/SeEPN15EwDPeJ61bS2yI/LjV1v+3qgL8+T9R17Urp7JEf4kcHskwZIb8Bgw55/D1l94+0pVsy7K3JjRdVWutSihfR5sVjD5c7ruLX/jfgKDwWwuVl84hVXudiu0atvhS1mx7Fmd8fBJuNFvpZi8x6JMq3ksUreCmajX/WXALjMhl+d8shgL3GY2/AX/7FWgorSjRDGQlmWLZuyI0w49yMLRIfK6eIEr7TgLiDbZemybzspRuEd1rwUWO2ccl/fwNROAUI/V8ooij8VT2TzarkN9V7ED/Nc9qmK52L+pHyb0ABXsIxxoE193ZbRe9MPbCjb6nSd8GbRjy39bt41igQPt8/S7/K0Ir1zkiQSctxa9TaZfVODc/5mWBwev2YSdrqpLO+wUTQ9PhHaAaIwLWBIzxwv91nl/78nibwUTmWeJ9Z6bS+lFnMoBXtAn542WSbCgvagpj6fqq+zd02xNVpD0S/7b9AKLDQxNiFKGQivI8GoLhBWKVWm63yi8lDHiBO03hG93PRd+7TbMkPhAks/E8/toCTNsshEghWVM9/U/TFm1Z3n9Kwe6eTd2HI7ptn9NewrYZtnOCaXJ9JvfUv5+l6EoJmKOAKFfNPksEoe2aw1n71+LXd4mh3xG6NAf4WWPQVp0QZv6nSxe6+e9TAOnbT4RlPI8NnkZQX+LERH2MwBTzkzmYsGE5hglTMPNACjT8Aizg+6t/bPACDJq69idcfDNfyWTFy0oTv6EU2vVSkkGPX90D070MWhWOOiyakfwr+FHdF1FYJW4nFNBtTOsxjUsq/gx5UWVdB8PZRTX42Kjt5pVcFIt8GMvnkPM+0HXOWH5pGYUYG1qMlSgTc3F7m3p0wfaZmkMOArJE6M62TliAaonuLKmqZ7IqaTOzr+iSF88hDauvhn7OLGi61On65wfGY3Pb3yL4TyeSjmdHxaW80fvYJGnaUGXlfgcyNFJpmdjuwRYnsrID3dn+FdLfemsTSQLIHPfgMZJmvueb4CNk8iyVvSgzm1GJzeWkIg86vtOvBxgo0KxIwv0VT+X+MFG6OEAkCp7qLKfyW09wS5W93ZRmW7Z/JHUbeLIHjWx/Tb+4ksP4kP/tOUFJTCcmVBWfYA9FHRQw8Pj9g/a4QVdB/sqfYVSiI8oM6xpopOB/LIYQlLbVLFYpk+SNNvwpfhNwhrlxeWChssL+mI8nsFZ6DtSjP9IRUl20mu9NdrqLO+cA29lSTkuAEmzRTS7QQx0RdP9iH4esIUN2bw9i1+z10D9Pa7y/4u3GXJQ2t/SsCaJt2vquFTO6KaDim0qdf348lfq2bvpNryTponDO+cH9fq3swVJ2pcyrrBCj4024lIkPEuZwpWUK8FlfbhdDtbNnib4hS7FklntEaqu7wVjOUB/mZIav/fpxqKT45ZE+/j/SqhWGST6kUYjINGlE/TIcNIClHV0+V0fORQPTsqDGML2XVaoH8rN0/PGbcEbLZTM3FvpliWdSVcjCsiAuivQ9Y7EzRk3CsNBrVGj1Ph3uS5a5HV1Honpc04f4w5RLU/j294yKsmEtpnGkshI4g1cNr5llB8b+beaLyhT525j3vjSjfdY5oU0IJ4qM5ExewhKGySK0E/5GjoAHoa3f86X3nhsJxTKTO3ik0So3Lxf/LD6Fj0gE+owQgJQGLpUvpm8McGmtuLs2JJWs3BU6cL5J1KD66X2b07bOT+rDMEWsUfHxvFFVgb3mZnqgOKm/8ZVlT0Y7Me1yP+v7JLkogHEMo375AtFCL5ERBiF5OaanJpb3p64/B1LaXEcJn8F9ySSa0kTzV3agKhqj/U1pOIn3aPgHPWwYgCrruUn1Jvs31Euv0+He8PArzxRO1z47ZHS4SCGFjOeOkh9QbJePCbSzDXnodA9vGWKPkxIFPWNBCc54px6R6BTLYLldE4pOn9phEjDrlu9jpB2UPdOHsrx08H4WWTdAny7ChV0T8aJEFEZMkFSMVIdzWV/xf1i+iXiqc4PurxT3Mids+X2Z46EprQv4b+rAVGEFBNvkLyrMzxIWKJ4DK9eb5kIBhmAv/W/e5qA3SOROKvqk3p1PS2xTGochMYLozvpyb9O1tWpffP0Ca0CVmVcUCZ5OQZkJYsZ3bJNNhdW5LxWVxt/9AdIHh6HK/Ikrv4uP9DbHPVmNmW/98XXsOVYvCYljyJODnKO8CspLlG0pvhHea/lrOueqsh8X+PEnROrf36ztSR/0DU8LfMGIfOrs+2cFJRESyNT5TviNm2Ppg6DWbrZhqnMuFJgZ+UOCSK2qLk7qAlMSlEMk/uZn47kWG8Lf9GZv8n7M2X18u5uPDnJ8C39tcF4P8UE3LY3q+0XH8+3UItgUTF/2A/x2p9JFyfQDFkWWrs72AIwC49unpUTD8V+YBOAbhQTDuIBQ4Q/yS9l+vvhX4MIfX6EpXLz4TB5C+Ca+px1KVn8bynIPjfjxoYIh5BtKEJRu5vlqujGjumJ7ZV3Ou0kiAPG2GR+UDaa5xkTjmvwee2y4sXgF6Ww+78wUZB551r3hs8+hJdgGADkvuL4M0Nxspu5womUw89iqqeChUR7v/NH7EOHZsLpXMZJBCbQhWtn53iNH+H5/Su4Itvy05EbvOSinZkueoemkXH8vhe70+VKH6YaBhO9ve1mCkJ8gKUvARV1GrCYp38frsdZ4njgrmumiFsS3CDbsMpOVOe375ay8IBleGEuGm4PvRQdprxkwP8gCJLhKdkFE1mtXAIHZUiCVx7En1+l67uZHODgLn4EKHftHED/cE/AxU6o7vnl+sCFt49OvtnqMieHfT0Rx8JMd2oGGw9AkriRkZNBwX8v9696nMPL5KChMM/s/NZCxk8tlEvszwT+I/XlsqjE6E8+HqfjsKjZxjN2XoHIOm7v+hppKrjLQ9bfJyvQC5gRTXF64h+bASqbtZRVNqO1PR1ksmiDz7OIYdQBAQGp0soPYzifzY1DFZ5YkLl6npk7QKsvN3364pDXrupsoxnzmVlmxrC6VyaKzccFT9jWid9/LJNnb74tCxZP9uTqRp4rC52E81fgYM1y/bcaRDJbTjhveMu8q4E5JduLsvZdyVmSl9tJt3+a2DYr4sO7n8n3KJum6xypiIutrFn9SsRXCNCidty80Ethxzi2pD6r96fEGry/FpVEUZmOGRkmoY2+RjWsbi70qsUWyQ7JE8p6exqXPczLTi6xkoO09z+tMNTHK9kXfk5dXZmGIKR/M4yD1kAKUUEM8yriy2Af9tqukm19w9GFjIHimY/mMICryzNrwN7eQ9Znt/0Ve3j5dG1U0tbUN0N8qM8sHG9Dn1vsBFr+nQv1i8m8kUlbsjAwApOjHSMcQs+t7seTpDpz+TYRKHiYxuT2zhUgxSALK5atu76+gvr6PVkoTs16c/YICxsG9+/Wm+IJA8lL+dQE49st9psn3/ub5FH+bO3A1MFZSyf6mmZTWCshGliFuvbOi8LLMlybGaNzkvzzPw5SioJZHhMRUbMOLekz7eL6/hA2nYtskOVjOdc/X/RL8+PJHggubeLvsNFopotDrCYc6m8yRRtbPfaSiKXwf+p3F37QqflA6YVnyfi8p15gxME47MsU1M6TIZcmZEawxWYNv7tbYpjZhuunjj1ks+WFIY2A9Xzh2sgXJJjHy8sMw7C9H7O5qSfQZ0iZXRtkA5lXpGzuSLUToU1Jjnfyljcgu7Kp0K6mabdZboW6sdQZzzngBhWaKUo9JziS7xt7s6VEkJzOqMnOFW3jgof+c5QW80NpufSPpo2jen0ED4FDX1NHkDSEz+IukOCwmpPr4ocY9HMcjWe3H6NIae2ZHPg7/4Ipm+Th2Eg+GZndV1KpAPUM3OUbcSZtzt0erk6wJgq0iSk8FclLhONZRl/gl20ubRNoLT0PjR/XGGc7QS1+fTyxcX7OF4GVGutKx3Xr5begJOmEhvEAmtaaBFzWRwGw4Y/+k/OnqP0poGHdCk2kODKjBuYBr1NdJ/n8DffyFPVpzC3Q6qigyZPMRXu5g6l+hKszFK7ZJJgzPnb7R8t5gCE8g9R+jvx7ehijvW/uncTCI2MJjpF6bXBxd9/W+8ISPGCG+ZMZN4x/vyLC8fFx1+oJbn6y2cqJOX/nnNCcjjFZF0VpLMr6sRVqF3J6ZTNkHxREIB5VFKD5T57ioTCJ895f/NXXLF60+pMPwKigW7xEuH1305qjxsF5/g1ghOscWF/Ylu5iyrjEFPTPMC6leBwk/1QeiN9USGdIxfR0uA6k8h8+IrPC+elKdxGZm9zZvLtRlyb3ZMCdD1hJvysuMm8h+/PWv2RLAADGydhfx+3SsVQ+uc6jKtfZuortgA2F4kNevtLViFK714srtK+f7UMVdJnw+CmJ14LZ21SbNZrsPS8TzX06zQj95nVrGcX8VoocP9JwIHNvFs8WosFkKVzffmhj7V+GRAchJCWsszkZrHJGtfKvpU15YGdp8VYVWapOmNhKtSPa+ACsziNpkURCToVjp9jfU/ThAYdJNbdO0AKHEHl9fSF1/k0ZapmOG9PqRtuct2Y5bdg3coDcvzsmVOW9IX3qzDs7dXADGv7KFCPJOgLhTwFS0TKIdhpbeaEC6CQ80Ub8feE0MtwhB7fmLsXL4K1FwqVgvJ5+z1qBKH2yvhbq5QaaSptW90+9Cw5k5HS9pq/WEoGmKp7Tf8q8p3r3XOViRH+LU0dR+472O1AYzuv3+GEhmL12F7ohr6PulUrbJcDpWT+qCjGleqeTOUAVXFeA7jUpSftRgnj2HUx89zmJmOG/QfjsjlMUzXxVuk+2U5v04G8Xk86pWFHByL4sR4UvGQ36YJz2OkD9NDAhU6vKwCQa3zcy7yJeUVc32Tk5GnPyvuqcJP1jUHhTHcujZRGJgbBpRPQP3g5/pKoKKpPafo2GNWCEBbON9KjitM0wGzplFeLI6SiS+Q8toW3qWHHC2LSTXXM+XSe7yLm8EzKElaMyqDoI/dwpMg2jaS70+q8nQFX+za93ErwEL/eXlw9K1Y/cFuSAFTHT0tC72PfgX+obI4ugWCaJTZzYNMZTgc0yrbIky/2zClos5d9Ya6cFhgEeSdSXezG7NfQ9ZsVU0fb/EkCLU40PHWZVnzFD031JHXK7dVfHX0xU340PxoyiXnmBbsuCa3suJcWd/8ik74kwRoNNgCaCKaKwqSIa0bCGVPi+20MNnUYILaZ+dND9kvtxEC5ESDeYGs8L4L2gLU8/QiDHyPpniPsyyw1F8oOfzej97yInaVv/LfOJvpEq+5osg9V3OYBDf9Uql9AFBM6OfXnr3/ktLcwVXbGDZ8VLIt3qQC8CQH24CFx+oXJ5E/na7aaYH0BPeDGUyb75gYJ3Igu7a5/r8clQ+mQ9Qjqt4+XaPL/A542E5BIbAiO1P/JXZsX6YW386GPnNjw/eu9E8vr6YIp6oa1OhFSgsg3du2ovifw2pon1tfbtzGGTEk10U7NaB6Ezq9UkCEXXXuDfMib6iOrt/EbGOFAtZLlRMqOgyN9XFROiV5LEYJg0NfFyde1b+LZMEovg2n5xP270hfRBbO9MtXmRsU2bfi5ejE1Gv3ntN9D9R+BRDFrc0NnGFsSHpWUA2ZlvcYOFJki6cX8dr6/j6euLubSnibF1qRkXatY28JSdj5Y7J66osYUhqnW/+WodpWQ2ZLV3WeTeb8cJ2gdjMjkTUg3qDhjDGXv/qASyb+jz81rE6awoL/vU7G+cOHSySqLfwHX9J8oausEx03inrm118lNzT3eum6Pt9D7V/gs6AB5TgCZGb2aHZ5aYWyF8wafdWgDe1JFKF2kYAqh3bpmmgHrU5mhRrOfyJdGIPaRduTgz9eeOty6mXqjo5KclJXVLkxqzV1WDlKmhar0ofrkA3Iy62iPGIyzOf4uUXhisMLPNhA7VKLMnVmgEqlg7fg/BYZU4xztcGRehhwTcHG+YcGoKPxepDOpSuKu0Wl3TGHM+PNhWeeew6GLrqu4JBboScI3MiPl+y0fNTNbFiFxV6CbM/bRuYwRFubjxSJvIZsellOOA9sNcnrupx2mf9YWvjL8dSIWQOEIjhYVRrOJpfOt1i/Cuj4G7cq4W8dbadJMSOzi1Ox6OnSBqFOxiVOI0NLWF8pCQFUuM+slwcIoBclP8nCGXV35a26etK+RbiGOeiFbP5NJ4/tS3PU5kcWVXvw91/JIjhW26WT5SMN4U6NDRh2nH6hWjSFVAzIamg++8VAqYr/i3XNSiDcPp2eHAXizLbngUmbuSm3+SgFHeUfA93iF5MYA2/XcZF5NDgmCBbRWzcyIWgWSOYJ2dejMrCRhQ7FfEF1SMkdifyBw4zHRShoXh79O/RtF9h5D+T8cK20q+lzfM5JRy04iAp1ysDyrczNtHqzO3ULho1jjIa6TwjRLnKtp06ZRK9HuKhBHvPx9kD7ZhuHuv1OPW4IY7aJwFAgYZSR0INhGq43GN6kb+OF/gJSfbzyZ4wm4H6oYybtnhzqzA36nLOWXA4Ps1xzVFSji2Z3jbI8xPQqmZXdsiFBvJJu6I2TJf/EQ5h7LjlLBt6T6T6pabZiArBx8s6adh+kum5NiwonWMxicxSoZR0Dcdk2rDMmFHC4KIKRsLY+bgJlbBFa1N59+2INxrnx4uJDjt4gztvkpAUih4yW0MD45ZSDwrKfK9AuBKGFV6U3/hJavnxL+55MqhAj+BZheMpnmHD07PEWolKfO4UYkEU3khV+C0KA9Edw/uqjMKldTamaRXClJc+vYi1WjaR9LPfT6LN0Vg99hH1K0gYaF6l+kbJ5xwJ0IGZVl/ms+gzOY0CvCpFL7kQJ9/6NTSPtckCv0mot5UuJg+NxOhEGpzGOVFK0rHM8yDFC3c7BjOD3vL8n//CLeBc7Zhljhho/8esUpwsPxilB3KdILyBJSBeS3DnnNmzjkmVBR1XanXrikJ109jnMX/dGn8um/i0nkQHVfFtfHZ+3d0jisB6UjzGaTOYaqLYTXyJD6lFSHsjqKJsTpODjDurCL+Djv75Z7WmwjniC7pbEXZ2dCg0FOspl0G4a0IjtRMX3WBWvCv+RkkCcaoS/U4HZUI0xa0RnqGCvPH5MyE+z3TCjM0NzBowZ6lWheST/rMr4b8N9vvAA+wuI4uHq3F1fzh16n1QfbOKBLL8TtErP1/u1jZw936vz3CqsVZrIoHPqeNhT9nmivvU2dHzfOXnyu7NfeNtrbSbavsh5rBNqFCFeNlWSQ1efJL55Lw3ZmOCDdIli17yeS0Pt2YbQaP9gATdxUxk46WGcOKKc/scWwNk30dMrV241qPyVw//2M+9C07+72uY5fAT697uuTWmxjShOBgvjE52V6RK23jERKVS4LuWjbw/xwZZ0hWV8oiEqsY256UlR1qGXAKKky2G803RuiPKkRJODilHh8uwF6sojqUnTZnYhEQYxXBwcbDHoh9GWKXjEz85lvU5H/kVml0/cIsOBgDbSD01ZI52eFaaWjOd2xLbz0sQegfwF8VavafHDRKIzup6HmEKVjrNaPb+yNjRq3Y6oCFQ7JsPRLB2knRPKj41WFAKYb9WCenAfHgECC28KE7Yr695sNFh3jJwLtY2zfQkfl7/5wYjX+QNk6W6rUl19/seN8n+5VFb+r0SLkjWikLuvhxLeinpIyKYa1pqqURarg0MfPvv+fUWtcvczL0gy0z5/ekJt51VC236Q8By/D/49u+hlI4b902MkojwuXblToyhWGbD0KjY+aV+Qwk0rQXak9opw0k8bN81I/+H/whQW9a8eO2isJ+EvlgZSwY6VggaxZJFab71TlXVV272L3PgdN8qWZENfRY/DCcEfF0ZUnoAc2JHI5f1SjYGhrc0xLZ6j1q2cnNvmOC9mIQvUZwZ/jmgfSR8Ent615TWMVOi/Tm9Uy/Slghqcw2az5ohZo/DNN31Y934en2ET1VTwvA3Idz23duGgMuyQ1FN1qDdsgiGBKUKsWGHWffUcZsI1JMKMfuq06sVMIEAsHN52Ta0MildUdR3/lEXw95o/bdD9LyzNvuxDE3ZYjw1N2YgEeuGPvzvkCddyInx+/g2pi8Ms9u7xCwahSziQWJYC7Sokg8DTCjRTG2KEF7yw+M6eKMhe8w7Sxjt3dZL7rUM3bGHF0M2//Z+iR+cMfkrWAh2MhaY/B0+SVDUuXslVz/ENrem+WJRALtCf/vafpgt6s+mnPOXUXtjNfAO/y39VmDZEWp8ORG6IIAkLRq9NOH5e/MZC74pnSORPF6MzIpA3abYSjf0QC/mIZygE4Lfn7UAaE1CDxPVNVhjI2KkLhvaulYKV3LoyHFSHX/CusLpjGqMzKMolyBOsWB92hD4pNIpOoIoqNFfp2ida7m6+rrqvPCInoezkfzDfyQQmCjg4+6n0Z/1MdFlPYcnyYYYbZBfHwPBHYD8g7LG0ypvVnsyOLPuGwauVPYqModXfpb2/F4egjI6XdeJVm/G80PcUv3CyxegrC9t4z+s6gQK9ppPfVOoBMRL8bvgB5NqX5yXXZMulNBO28YdnASsWGbV2ex78JexeIGHOAyLAhtZtzSfuUL00C8TUZhxa4v8AJYMLK0Y8lP3DtQM1gvfXWOrVM3iqlunerpiZGlDuJYvxs8LLoF+zdcSeuT50E+Wy/OB/519mt3TPqdAyMUwi5RK55KUyweUguVkEHdY5OgXn7diYgPC2hLawr/VGGzhrHukecAopCbrDVkG0/9ZsFEMpaBWdFRwjgqxLO4zxWklw4KaZg5X11ag+V9ufaGH9r1hrOkckiJN/pxT8wsROLFdlrAx72mqvcwLw2vxstz66+EU35YoexsfnJnDeMlAY8YxU19WL3N9eOP3tZ6bscZeqGHwCZu7TyqbrdVpGS3aUPv2mJAjoA6zFwbPxiqGsJoPSPG+GOVYHvr4uZI0KwqhN18XxSVRkxPk+WZ2qu71iMkTNYjbb5JqOQDCDFvl3opxTG5U42+uhcmXKtO86/h6PtVnEn5P1k/CYhup14kOOFSMUPXB4BWPwo1DcxK7qD17h0zV4C6zn1l1UkWbwI+zI4jGO7F5wGRX2JPh+yEadUeabie+5Cb2qgwHiI8VemaekS5b3IwhmjibT2d6frsSv/nU+ZFkNsi986vTLSVNRiXCYinUQXXck2H5ZX2PZAscJDZmnQRr0YDI9jr5BgYW0mBmv0GymJ3k+kaIpwEQCvegZ97AfZknmUp5dMGD5iAI+Z6YL0aNSqaKcNKnGLrL7ogYY+w5q+vZ5I3yfcPRbtnM18tCGeTjS8uk7I2EM10zMveV/ii2MFmHoz5zzdYReIJ51GavfaX8t2TSU3Q74Ou+liwy+XBmv6LSgo+vII1nftuWW1/ekx7q57/Z9hSUbKR26/kqLr5AJ+oykdrvH/aaRxRzeVORgK/K5aWfk2pQSx4zR3Ziy8KHjb+uiofIvldjWHZnC/zv8zDfMLhRoVND6bMVA7DpUL/N62nN4HRsLn4SIG6TO1lFNqRKJcaDWKdgqpRbTcZ6bndgT8G+9+RLdd+p52fF8QIPhAGWav+FxVARFqNAQvarDv5M5cwMzHfE9iX5NxFnH0iSgl9WUwiq6xQJc8V25fWyvmPHbilLXuVWXsgPESZX28lOqvnMhyC1VvjZKTz7PqkvbxyQG3QZv739uUPfZF7HZY6Vw7HQwKfDlZjgrI/nmo4iDyy/gHBYSYl7fL1Np/iesvvWe8kEGm3bnIZkFT7rGlenVYh9dXrhd8hdGTUTzwodWiJdcz2uQDUvSruybzj/FJTcQvFXCPXjc8mFGJaO79nOx5NXSP01x4DjMNVqNs8gcXu7KTdN8Lbxs88FfhxVbi9fa2oqNKQbpiSyQG7Br/fUBefwBEGSTTTk5/bySWQBSLI2ysDPim6Zkmw2pU/zl1sNnyuaSLV1aFa4ejY8Lwexg8Vl5XAx9uq1R1Dm3bJL70MwN1gyff6oWQ5I48B1KZzqtv7zllc15sq3gfVvd6/AJXYRHfOiI/HggR5SZsqeqY1NhupXKvMoS5Um8wfJAxLw1/UjU9B8C/VcbbpcQGeUEh9YMJUWO/4NAftbSgPSI0ApNs6CaIliNTjM4sa9d1FEjPx1pYZvpeE73+IIPSL4x2eXpb+W+ZY92+OTv5XnaqoEqyq2jztpPXXmZfK3U7QSc0Hs4vGDgN1HLJbIPM/s9HWqZZ+iUoKV6h49GvZQ5aT2lbG/j9NXzTnK2wSguA4WdMYYfYYCkAUhqO9I9ZRYilTgs5KPf123vYl9GQVW/hnh8entvQ6f7zrk/geCHU3CCkBIBh+Nst31VmVwwAFJ90xoRXmRwbfbhDrS+mhOLlTzNGkOgSCCS6N12y9jho6gTr7ztoakWL3XDRp8+2w84fMzEcmaARDvZdHulZob0cz3YStoo4sVmhxQwpjWfC4u6tbn2nDm84spX8z/GSBPkVj4K1QfU/C58RA4FcYqPGE1a1Nhld2J3zZ8bgwfRaYOVfw75+zpa4IV4gSEGH38sTDRddo9dmlmNKH9C23tXCXJsQjy+RjurPwiJrhM+7lhC0Wpl4FDIom/zxcP3pcyHajvi99xfVWXUoGSDVyYT0kvOs0eyGq5w3Ywdfy2Hk0Xv779pub5xHeWNCG6BXEJV67NQSDd+3Kc/Ulvn/BXh/cNYWZBMTvto8200HZDPsksa1zCWeX67JLBA9YVnQEi6LFFZjsLy8cZadXzMYOxdZT19dPvgfjCtzvHMxYDa87IEKVoUDyDhSskQlndRYvYHjdXHtzpGcoZW9V28poRl6oj3FK3GMkN/e4gXEgwq2D8G0rHZCLuBH6YrgIEPONmW9L+V1O9zcgAMT7EjhE3V1L6spixKtcj4X7m8UU2Pap3Wg8gMuRrWLtgNYyrn3Q1i7VlB6poDkOvXK9ECnpGt/+itpfIJbBucef6Wf1fcl/G4FLxzk5UemZ0a4/KbPus6OIem4Ui+ncmYQIujLYfpoPiBIIJ7AH7sFbrhko9n6kN05P/lQLQdETvM4CtiaHXwIIv6/jrmgHwjvguKlO4t3y9MjnXaTQhWO4ze29C/3KzYo6qZKTT2PmW4FWstP2LNErPfhehAh6HK+kiW+7qbzUTyuyRXamBeTeRdKeGx38H64wPU7zN5aZxEDTcNRTU12fkDsgGeLA3/I0CXNA8TA3whfYFQHMap+1pMov1iY56D+TcfuNF5+1qBZ27eB7aOUKQjRjGJQsfJQ/MxBc6RuqxakgxL1JfCiK6yaBEKcoPUMBbMjYnnXs1VgFThInezEBEsm/EIsSpivTztsx6Ic3xM+4uJC3bsW82KGLgg3aJr9Bf9Leg9lu6F1T4qWCwcwv0v1+zSphKfgrTUDMLFiyK78MzK7d85Z83nCs2oTYyE1A0h5Bc9CfcyfbIS7JvX5FbpkPV/mURnhdvaZ/p2FYl4oe6bhA0NeQwVg9GLwb0r0J5awjNcTJaDYzMaaSkqM5Zw0zL0ktF1RgYj2RO0WvfVhOkW93QPSCdAdm9QXJBgaki7uL+N2tWoM3jNium9Av+NZZNNA9YGj3TEfrxpYdq9VdWXACMxopeKn4LbZV+BuvZbvHTPf5aWn0Vldf0X7+h/IlBXcaD52u+FMnQtDi8JnIynBXDovgeZVeLX0434g2KcYX6C5UPoldl9NMsLxP910mD688UrQikdua1fa7OXQdNXs+C+1Ou1CnNGWP1Yg0QL7v2iTHxTwlMhJEUnWM8ahZz0Q+4hmlNhTBMYKFtdrYS/w3aEe/DTN15jH9HQBacHerXgxMU0LSbUASIp6nU8ga9wCxgmoeGnMQPQmNZwzA9r769GjN1Oy3eyPWOce57ak14v02KUklVAI3fuP1bI/Q6eaR9NLYuHSE3t+KNw8W3jkpu9E1w9PeZt9o6rVHv2zbC97PKsbGyFBTHECvPQN3rudPc5tAhP8sx9LZSV9Y/Xc8VeHP7BGNq6RsR6Yi3qIzsMZ+v4u2OOQx/m8OANnO/JPW7tc4i+eXarPBUi/WM7S5k/cicjOv0+rbjIOQZqVea3n8EAFNtYyK7rIt5Cy8U++MJtC8Ov3au5UnovERhJyl87XrSTQBxxESelWQoEZOcaVmqeiof6yqJxgh4pm54oTLYf8YK7w19vbkaCYYKUDo0VCrHvdgYo4dLfgovKMP2r8MGOJbimCNENwadoP8bKmLiViUHrfA68SaCHf20ROUZpCApdDa2nfV799PXtxwIru/yZcp9DkBE9jJdkpJmHA/FSvCAnV5PCq70sWyuzfyEjtwdJfLFyzeDz8UG9rj/ebCswDpIWM2Hzz9lGuOtGUbQRUdpeZzXrBv1Sj7L2X+7bGtBeQkD0GmA0nRCTDpSduXaF+Bzj5BIuwNbaUO9goWbmeMcNzHLCSPl/qqImnZJCGxbgu+1jsg2Hu/n+hsH79gongml7t2QTNiRDlkhjHUM7dys2RGkCNEdEuJkYaK1m8CaMGEfFer32fnDDL/g1JbTbIZ4U35c6x+zUN3MHGLInCxix3rOSZfhtdz5H4k29M+9C59qOZDSv3KS/kUryYHSNDAWJdkTN1kDVW6oMz3yxyEJOhQv22MF21Y1tYp+qHnwItUUAzlj9guTfW6qlT2Ng+/G2EcKLybqYiIkKmbLoels9PX3M5M2EWCxwRcQkkPK4XGyGLlGNXxoPDKGLewSO+9AyYKPi0JqOz1XruUA3SSVMQUVFt6eO6wk1ge7NY7gyfI/IQDMB2abYEjt8Eeh4+wdyfDhWW//3Dk5ldF3ThHT3jOVO5Jc58LZ12O/C+u9AB6Sfs429UCmiCUmR/ikRbzM3zmYlUnh8GxoXwyHFfxKqbU3Qdw4mXN1vTf5+0HMBTL4U7I4nFBZCaaPyRVh5gvGknKRdbn3fYtgLjphAAst9SETPSvFATwRxCz0r6IoW18QRV4njs9Uvr+uscbLjDhbdfe6ptkl8qlQhvX12v2Mz0vAhxFFD/wDEb/q8mBjBIAMYw0Y53hbkdNNZsD+XXFBUUabygkh49hrvpozI6S7MiIUgbYmqujcUFtlbN3ll1r8VGxUWQYnlvbnaABM7+MgWXrV9M91aVT3yEkOmwSdslE3Lvf+/kaOqTdsOGUY/Y6RbKOqYZzKWUx4yobNXHSyMKpEtvMdPysNrO33E8uWycq5JpjIAMvLGssqmB4APxVxN1nk9sO89HJIvywcC7En1Rq2PxQvpm3r7UOdh+YRyl2meb8fVXApF/ZKSzwsRPnsjH6VmXvkyiHNq67JxzYTSavtrFB1t9ZLj2bnqJXtH7Dt3OWdYRHAtLd5modEnH6XbvGTl2YQb+gbCaLL+o/xhO611eHrBf3aLpUVyi+2HbJLy5U/kU5HqvE2SKtDgAj80CBVApgg2/4iWHXEtulyRrw+GH0/EC3jrOR9L8z/9Nlv80X44D8dTM9aZnXzSX9eds68RL3aT2pzuzdIybgzeXd1yAeY7Cpyiri2QcR2iuhdNrtXvOxMXLTLStSF75OJIsgQii9R1yWWKp8ik92/PampgStt3waU5GzuSPEPjU6Nuo3q8Q1oE05Jc9PCpZhFjaxO0H81OyxTG8hn6ZTdBaoMdwrsnpc+2eNK10h29J06wRpwdIkrMndsQgTVIAOKttZLZO3ciaJRrKIFS/zws+DtoZp4q/hgnyC7RXsksp/qjakOhDXsbIYF4r9on5iCypV29WoM88TKAE47zraqoFwzLmG0q4kglqnwutJgkqLCv37mfXpPIrC4F+RrL9Hg+JQ/B4TBruZl8NrLbemyJUUMqddPCnSTG12iIW4Pmoy6vUt/vSWWZPoAVX79HtsROLXMPpslo7p5PCBFDXBBSpHnmg9WQ98FyD1MCjH/RgpH+snsCcmeu/Un694eHA4pRLp8Xo/1lxaIT6xXPgROMUYGaadxGiaRHAaijQCaYJuNS8LhSZvLnzMYK/8eC5m/ly2/tpC/ZRBSZ/U+63HmHZHHzL8UgCt678VQPipDhgU/ru7LQHztBaKYQHMfIZzJ4OW4kbTy74WZKkmQ0yqZv0G6luRiHejfxZZfvktuM5wTRp5X0cBgGB9T9+vzx9XgZyKHOKaDnIzHEW/LtToRUbiRvU/NQiAVqOpSCdjx4MZYZAezwJkluhqbfOFph94I/TtAhdiF/y1uHbwlJlk0v/JwGjkm6YtBqfPB6TRYEP5mDjgPJBojpUNMXPEn9FADw8TIaOjf0Xb/lt2SVo1uyBcDF5qilr8RHT+e0xtX61Cne+miGSzPJzDrS7Mh56fR99oo9c8Q7NAOTGwu2j8AM8emmz85j4QLqLARTaYaA2pDR1pUGA8tiJ9JE4N34gNv0QR46zOQUEhZOwD7xWmrR2ta+uo50DnyFY0dCemDi/S4M/c+SJsJ66QwQ/OYfefCVerYlMGW8I0UeKVlC5Ye8bL6PQxEBeJh2JTanNTkL5HA5Z1WC9/WKLaA5KclWBIb59SjjUUC4nkBkfiQvO4DfIkz4jdXigNP4BjaLW8FgSWb+mYdJP1SS5r5x0j/0ryypDgj8eFYhFcDFdzd8/2cII3nfDdBDNdINUPyR/9NUpQ5avUFFHG5X6ZL+WkUBEBQTYcqG8yu8ogKg3/+BvHMmxy13BKntI/5NVmKJrNgiM+mk+hekabbMHTIU2ysH31Z1cBNyBHnDVeNZ9fat13U+/peNDMW/icf5Y9/LT9ZdjewPVRGRpkfJiwfeeDz8G3TtzzKDYh8Vv7laRrwIavkUwc3fSJjQbqA2v8mckxU4L128zJmNlkAbSdhvtw62NN1zciQFoMrvnz59zKxdMzC4Roz582beRVIGe0lJk6InAvI8o2rRL6nsvotR/KNf8aAGXHr34RmrTZO/9jyGI4WXdES3aBHcwSDNmXk57cOtxG34O3awvncmEIoGW0B9IWD6GcOMwdjG29jkUHCfgoMmV8LDquZOiLxTph+ZItys/xiQEFDaTbMVEYn8s1WKHv/oObEc69V2zp1BoeyGlw2KDm8gW1sdIZ2mPgdI6ezBajkaSm2tU/0suBNiRVpoNJHBcpbdt3g7nj5X3MR4YDRpQSee3fe34Vci0sHpHkR/SG//Xd+1fkNYoCAhB74s6y8zyouk+YpfN8NvMIU8xtmqtMMKobWqsvEiCyeNPxLbEQvo7B/NbSgi6LFOM0hDGFGyCRI3ZQau6nuNdL9dZWrOOZ2dYuu6IfbBewREYrZgQATq/Vk7Ly56zLy5qAY2XeM4V5MUAwpRJ32+OtjCRm/Yv0siYb/rc2Ems5jBNlYdHh17TZlC44ATpSqZpVw8Mr91vrEQazTfZ/tRW73z6rjgMDjyMM8q8TLE/z0iF1r/4Y8JkGZOD9aFW9mlWqxlUYYH9JNthiKCFamumDcqaiVbWx4V57D59wNNuLRo4ed+7c19EVM9wZqpHCgb/QeHOHqPFWPZ8buEcLGoMk+nBXdTNPRdF+644fOlJrWiM7yE5MvjupdG4K2Tw9IfHa0GVy4u2ytkin9HJ7lf5bA8iPgFy8s3lMX6Tln4OYxfylpq9jwVzq+l2Qnu7HCyfg39SZ9gQUtPdCdZqleBkfotnaUKCUNIjjYR8KKcZtLG/wQ4GmBMqGVcSCyh9NPc6HU8CQJN8H9A0Gv76OWKwN99nz128KHbLEdqTdM18ifSGUiqTW3Cv5bcOCmGqInqjoGlMoWLulQDxKTYr5wSjWXcHRBfiRWcAK0cuIZYHkUs0Pi3yDdVaK5xXP6YZ05ymw2yql5/EjHCqNHebGE4fL510SBq16PEss5vNOpQHoEWP12FaDmfwNBb9CaVBZNX4CcS+8bNmStUS1jjMoJnm/6a6LC8R71txp0jgqiDiv+TAENn0BzWO24l9dQyvsH+uzEq77KWJiKpnQdqTPyCcqa346XCDSz+WmrjpWVqa1CdSTGQDCllBp+2ZG0SZgh5PQqURh2Y/JUKmG8iR9NlM3K4yv8rKrxYYgF8IZ7aO/cNMKFtS2dFc9Y5BO+WGe2E8pepxlTXv7S3y3WzddaDJvhxy2cL98r9vhLivTE7NKxlA0z1LA+Swn4KkhvTwVwm7CvoMPH9CsgsWuGSeOxuKnphnkMTb3HFgdBIlNAv5tNLLM8JOp9Cyv7gR0k0A+gxRTkESz4DegGAEnBVIF/dQ7PDK+MqtGwjuaBguPNPf82AdCDhYZACXG/hzz8Szl1kc0LVyg3gRXYL5WAtaTfIVpJiDHEo/uJuK6MLm17iTG8lHadbOuizoeqficUIbax46RumvsrluaBBouMWIxmCFeBHR92WefFULYoy7+daIxBjAwoxnzBHOLjvfeD4GstDRR8uoiCZAuPjVOCv9RjnLH2SsoAajCT4xDc7xMxf5uAQys/wu0f7/xd6LGB78MEmqAvT2bgL29HuCtY70NxIroQZl/p2mVotWK7oveTw87n5KZgSfsuziVQuFNxNSwYHaHTH4Mm9/N9ia9w41rIyuiFEaobPB64cKShv0FJl8WihA/EHU7Gs0a3qEZiuaWlYgKFkgvJJ2iHS53kp272ObeGbcxn3deiS6SyWHXp5bhdPW03qUetC+BMkE5KVcqPMg6fAEiUvSj89QLoQPZdSFp73MAWp7kG5XymK0BkgddXe8+m+2nfyKjTuimbZGL+GhnFZk75qtvrIwXslMYzkh1qsycMgiFxj5kUpgX8t4+/3FLnflGfq4QKcuY6D1oipRY10LUJBIpBLay+ya6hXSCTSXnOv4cmMJS2rCbG7syP0szjGZv+IKRM6+i+xQCM0TfOfWc6tStV1Co8ZeqYMSo+D/s+JpRqhtrph7Ae/OGPy1NYM7PIlaSJO47EZSQRukd3vgPt37VCjV+BBs9now64XJ+BjgQWC7gFjmecDECKZmMrbnSZQT0tA1bzerbxT7EXRtnmVuJe+ZPouTKPB4ciO5bYcH0nJRV+zk1d5+6alrVKpMBlrWSoUoezv2UjaB0FZCXl+R294Bt/ZZQSnU71x/egmZHGF//cSd27Cg0sTvv1lAkc9An9TWn5WX+b8hL/JQs6XbEPQVra69xldyohIDY7X8sP2ysgTEaVWdj1ezppSfBS70lr+2UYf3dNwI4XGwND4K74i469ISUpUifRtenRDam9V85IrMeGNVijZr83zaak5juXOb+TcZ4RVO4CfOO/hKyOPDzeIlsI/kng3hSKiIvCRJ4/xhEXS4Ai5A9UybPCy8ejE0jKM7FyWHrkznrnaBMPkYtRty7alhJPBT2IFxcSncPNIhAwWSacZcEMuQR7GAHkEsWXNMNLXyv1/PwmtsNWbb6+23zl8ucBWIYfL6jEI5dBMcU7oW+Am6tUV71W8tc6lHiO/tKNUEXpcAVdLqEPwzJqjYUDOCqLtE1rcq6125Ty41Ma9gTTLQASKlylQefdJiJLQbGnp2+nY7FIku1PBs/BNsB6WgH9xlN/jcTB4YfklYThJLsZ8qpCIPVvIpllzzmh2XxFoMY1RXjou6Hki78ouGY+Niv7t6tzNELy3myFd9ZPxKZjC3cJKp4bb2UiRlWjTJh+NeT70BP7SwS9U3qBLbBs66HXJtH5g+g+zeY3CEeJK5EwTQKzlud4dayVdltby5gUa+px1yZLeuu3PFDmYKV6Y9v5Av/DmJs+fGaFUcV9jvL90qRS85W16Tp1Rrtrb7DUyNDB+n40+y4sy9jSAIaa15cPL3//7UWxuXWEklf13C/+ApqmThx3tMQS48j2Eh6oC1vBX5H5XfwIlbvbTzSDHt5HdVu0roVh3bVw2Cqi3x/B+wqF952VQJsV24Yi9meRW+8da2TLrrVgFXKacBkJvxjGMkVc5GmE8KqwH3cUVVb7m5OCP/agRckZEyz20pVYgqG7L2I83YYU/8sJIe4mTgvaNhttLhXdhQXmOePjphKtUjPch8UYuQdtyA3NvFZxe0p2/8y/Gto71fWR+DXTWD0o3P/1Ofd9XjZnIhUfRNZXVn9O5jMmqVKJuuIxxsNhTSEk4xze+lWH0IfLe5qOt0Pl04TJT3114dZYoIpnI4Z1eVLSfScaVJHfMnXxYVWdgxodht9cNLuv2al+GtTPfd9G0xFB2ntd3hKNJkmUtBE9MlLN/tkrl+5/Ew3fcBL0pn/3voCg0cL4T4X8VVUhhp2U4xvrhCqxo5OOKhJ0+7FPnuU2pH4axw+M5dpeuhic3LhLzAR13zAvKjhXkQ1Lsvu0s+Hn7zdc/S5BEf9qA7LQuebkWuaJQUA55O2PGfGa5wgac1JfFvk4GLiE/Tzoyx8K/yf8NWwdGA1wEIvKRfDXwgP8DAcdfbUNHwfSKz7FbDyg7PzYTbe1uPO9e85viOlcqc2cfL/xT+9dkAsaimmwWrMIU3xL2iNhPXuxl0X2fxBB43RML9Je6OEHdL+Lr3HdJzQ0+SOFlO4C/aZBinDrLpxN53oCJxUEPqlyn5V5fGFn+EMSYH8WDeaibSPAZR94lHzbWSal4yKPwxpP72rJ6fJ1gZAhOAyNWcPDollxuwBfvTCwbwQoR1+2fO3fj+IiBBilIirlABLUQ5Pd5Gg1K+bvT3sjE0aTgVh5h4QWZf70pZI6R1Qj2svwj7N8QWU4BZA4gTSMu7QY6f61GrK15zCVdcvKpJp+yw6fcOigPtDi53PkszBhI6hX1yo+aF/2oYmxotKMPX/ZsQYqgyEhxSRUvUyoJculZj5VFGX3If76qP8xdV27rhtB8mv2nTk8MpNizuGNFHMQc/z65ZzrBRYwDPsassRhT3dVdUrbOMVw2my/jPx1BZHFzSzGq/KNftEX1rU8igFCf+/TA25cT1gFh5KMWeloShdD9ofYioBAqR2rdz9Lk/x9hwSXwAInk9e6vlE3LbSRMHPF/d5s2mXBD7CDeJy40fWEX35nw8sP06XBWrM9Mo5FyQc6yUrcmOYbFVAXwNjfnt0tUQELYrixDmcwfRkvFqDdsaXtRm/sIu52ZJk7smtFiiLOtysAyCHx+s119f6A4R7ED8pQc2XHXRFLEfsCH1O7nM+YAAAc2PihOdGvObctBbhShsnAHIVCie+xneQL/xSffQdmzotrQDfxquhqKiVrMcmi/AIBILABlP4lGzbpI3dlNPdX5ztpa4RZm/sCxxGQ2Ldilco9bO4YdVDHyp72Li8uwD4xO9qtUwll0v2inCIzygcw4jufJK4DXOGd+3wRiDRcpn16lp/fHRcKtZUy0/h7Scyy5A5NJNWW0NVIgE1MLJHP2cCG4vkT+dlo0aW8KSRwW2jVuLlYjyt5qkKMPhnxI7+w5n7YKnqBNQlXj52um1HLOwhV5EIC6vZ1OM4BhOgQ6lsgGCzsRDLK6y9S4/qvXSPJSS8iFXeIr5BrVWv/eweFjbjuL79eN3JmegAFPCtSc6gnE5Gb8gCs87V6Z2zeb+MCBRfhDXyF/AirNNmAFlij2J7TxHI99ROEh7lGEJyXz8R6zsc6CA56LW0YUEa7iX0WpNV7ce9TVKVIEljeouil/h5diD5HuVpQUKmMg0Dksj5JETp/kzoFL5mAbDFof9sb/b8CCIL+G4g++YtXPfRJDR0tRjPZf76Ons0xj2rlH9VdKXkqpTVZNCyxg+An+uQbdvh8egi8L63wdmFKXylNdEr7/Msjrxz/Ac0g0ZYXzs3mpM+hp0pWqDb9wjtNz197jlOsXtDi9YiluPWKl7iec8RBEObadia/4+ZyCwCj78+9/76/v9qSSsS/58IVVtP7WqPUqrvVD6HUgroGncO42/6CPFY+gHR39nxxNGFA8B+BmguXmbVL5B5ARtpEOdUkB9YqwdfdC9kUjjwFKbIGGGtsHmmD8lNxypRoCB8HJb7Fxkr2eTDK/pr5mo4dw3iO6FnbqdJeRSeCo4vTiQozxEqIfxcP9jcuEh679hdTX+FGJJ4Ubxu1ZHC7Yw9Muhf1ZRqxTPYiLLgAXgw/vNsBcittRF7+ywzxFj1acwdokreaPytNCef6SjxUHGyeqlrnG0Lzc/2Hk6Ba0lGOABEuJWZJs62vMLjPcEUx7MhMaQ/vy2THSxMXT74sT+Bg12KtGsS0EqW6tf03APjOnjtBtTTbaSTqs5jPgokvxfgaet3yL+yLCXX9KOJgllXH/K7XcSeIellnanEgP3raKuSekBqIm5FMJwVSPVQIkqDFJF0e78BDOvh3+CS7d3iXk9LD6eCBvY2XR2yn/xW+ZYnLRjq23KAKRzUVu3liqWSES3HTnsgMboEZZjaajIRds1qLvqnHexcOF9BAOF4ecbxl+Styh0/IKTY3kxStygpDh3oxplOGqqOySWMe1s6QREBaMOe6w3ZaQBQLLDnT/ypmv4B2G87WId8JM37FWgp2k7uhX2fWSHw+8BqsJUdBeccKaTe7sLOcUl9n8Ja52zdizxyJjgyQeITKlxdUn3CSikg6n3klONU6KO2FRS8HABdnn45PUpv1LXdKgW6C/CUTEx0M7oTAK71O6aql8Y1Dvgg7Fe7XaT5wRBML/qV8Eoep1pEEh6yFmd9G2yTWqfCkv5cpzzjSPkPjnDxSgqDC6j7eMsnXB00y1gYRf9Oq54+h8PlXf4bgl2jRsUEZTGjjXi6lz1JlvvAw4ZSuKTCVzGE5L9SMmv1VfZ0NNGuTIPzogH1e3+h2Y420bRTYNM/i+ZTAZGPWjp3BDsvyyHO/JmgTF6CKBiZANQwvsMOgx7GWuIGiZ1CZJR8tP31GfBu9gDOdP5rgHGFiSZJeVt9LLTikhmVE4J2JRNyTZ7JnWGfT51oBt0ISzH0ROQb8OkRKb4j3Pe+2ye8QVH4RMIjEgntYUiDKS9NiT5X0hLWqXeFL/KMOrkl8tQzbhIL37pgb1wezsbsQogRzs1OtETD+I7S29E05Gajd3jk7P7UyNxV2vpQlXm7QovMUeGeypishya9NnrkJVSOpCJUdsPzfKsdlCxWHdphVZG2qHo6Y58Y1qIKRxMdU2s+vzN2Zg/nMj//xaQ8vHJqP3F6Jjs4/D7Ca1HnxJ7Q2ve5JiOKyHKsSO0Br8jNRDqc6FYOxhOKxptE1xi01gaL96vdF6CLLg0roo3oyfuZnLhV0IMA26r6EuXR6oaRJjdrsYym3DpTriG0ndajsdi/TJyZy+Or11VdkrZYkih7i0YgfyHwH5dhNQFlOHy/4Sq5SfcZSpyY23HnlB/gXqbt/cq9NdQvsriYKWeUUqhVtmmXhb/qGvvhA41kBeWbgpGGNhKhS+BjGIfAKWuxtAso8sxFa8VAVTVOi0K/H1Zn5s2Nymt+H1L82D4pbRtW0arP0sd3eB7mfzBWNP7DuKxEyNUl9n/2hHW0HffKvDHS3ky9rJIZiUyfPeAL1VOzfoNfDQjXqMuUHvfUZQz0KjKPi3LOK7DCAYhnPccP/m7+gvT/x+FOX0ltK+XoUYWRCKE6PRUqSR/eg58BoQJGukMG6i49UIoYmRO0/7QeYgTVHxstf83uwZuo4SYhITP3waEhndypZHzUkJ+jb2QLTBoIN4ZVa+ravdptt21pDBFhMYb49bq2dsScQmbiNj30SZ7fQRHv89T8BlPrqV06QyWNfRPLX03k8ly7PyjPiUL+qISvYusrGSiRCSVNtRIpVAp1wf+HISSi4Tj9+FgnssWw+8Li6PZrtjoGmUeDlObLB579pRADu57Xj0z0r1XPdbN/F5PqxU8zhI2uFTVvGy8ranBpm5OcR+3IV6i8Iol70ac19IfbYCILB4m2M5bLjpymGrde1mbL3MzuoguqYrxwhxcy823u5/iBN3DpaDMHcuXrnavBuCFmU78hW9E9MPVXCb8nYgHmB3y+BxUj3PpspP8/IZlicyd6gno41Rhu6zRVzbSTrh1Mi7pbJGuhk6S9BMvqw9FFqHV5Jvtvwp0FlOF2wWplID3CweZlRNPWbCpKBrwW2DMYkRkeSJ+hUwSkOH2+Wcgc21jMTPIklK+0esAI1b/2XgQYx9P6ph0J7eR/zucj4zM4nHbm5dEEc2U4ORAK1M72dJtqRYIPZ4hviHPgzOsXJ1Gzy+9DmywAW8i8He3jbQNz4S/95pGCP4jfbLmsLG11a2qa+MUSoSBpgf+LwpeklZbEn3FzrYD/K56Nts3fB8DATL6qX5ejNINe7YlxTFIMkyhfxFqWmHe7ybdHhIe5vIqv4w4KVW/KX0NznKglZKOjoAiibNSlnu6IytgpgHbT4LM4Co4b542fL8Oh4Fjy6rS4pBwdFQ3J5X5+Xd1UEFHZr6BXtxvs0lXvZk1Ykli7zDL6h7/xKkK6iIxzahHVuXmdi6NI8HEQiZBCH66HX520uf4svN+Oo/K4xLalIrwxDS/wWiPTMvSVgL8c2v75+dN7UjvsQj2fKBPTTNVFm5qvM4pb1HTn3k910IYC6DfC6XTjfFwoZGyk1lJXbta+xZ9I2kUm91OTr+sYneeN79/rSh4cs+XsX5hGKw6dhC3BFv+s+1qdRytJNVkHYvf/pYFAA0jdDSiquoXmGMcfm0wJ8yocaRqWB5XaybN/pYc+ae0i4yiGalc9M9yv2aXkgqJQPdNbKI3U7SRBeXJhfZZhs0wr2ahI5x4LUCHtCGQNpUNotdqMUA1cp7qYhlAS2dPaMoieS5X8Nhv/bkRbgANbSXijeCO1z0i/WzSrG2RxOp07eCFP3X+AUP9mHu+7qRfoAPx04sOgE2DeIuZSLqr1VSG2kdVL1QQpfdwWk1lOehg0JEpwPnvMHr3++lm3zPCAshloc80SGRhvGtymhLWXCGDmesnwEsJcHlud9YNysO4Bk05oeiHFR7yF/0LDPz6woyF2ZJzOURGfNcZaLL2XJPLZhlCbukLao5zUSLCFAIWR0yGbM5Tw3JsmCOM3DjSBoGLuS8C4IQ+P+IDc1iPHWpo3yhrNrp1nXjeCrnX0jt5HHCPhKkWr2iCp4RmXjQxcHjpUj8Zf2pF5MBPFTh6pYrPmTIrapZpCbxcEZo4nxYvbjlXMgcb6TdE3Hfo0JX29BkTupivc8XDeAEylB+ZnUH/F136YF2UnxxEd3q9DXVhszkYEupcBWyv8uUsKHT7yKsxKkSmXDmtJarGsqjlWGTRW6xDzPzbrMl2ASC8likQKSEeW5iI2sIOSe91hOFn4gwjfJTi3zPNocl4Xmmz6SlXL0nc1kp1UNM3XI3/jJodTGHlmigXYJ6zz7ngUCqSmRZWKXxSbd1UG4yLVekRpUvPJNBCbBvQisNURLt8Mcq+YFpG7risuhq5j+5FI+wCTaxWqV69q6N90pTH40WJYnYgpfXIsltHxXj6jQaILUZXC4iCnvyJ5ycUFF5Nv7m8NK4Dv4PbIiKFoa1ALBXuArvzhTOi2tlGTiKHWe5lJEHBRV98pB9eMa+xneclGxCGRMn0Aa+p93WMeirGmnpGMP8KX2F1nEMpInrM3THJE4I23keJFjilHP9VMpGkjywpVYJ+HLHdIHM/uN1gPikq3UTS5ZPePbbjjbRu/1pZD2Nm+bJX3UFz9csVLnS0uyPr0sXkvgXQMKbhqIs2XnzAVz4xFCbVfK+ivijmAngxD26cog0QR1gRz+4hSfo5SXMLPeRHFy4dkL+xGZ2sFQuF/+pnD4EiyeGEIoQTOOMl0Y/Pec3BxhJwwxmjG7C0O+0ETDzxML7wpAItUTfqLHIBuZisk82Yhy76F9f2OkF00R47mGXJA+A+A4X5mZTFMf9pe/UaLFfBiSYIODew4wuOgmcwx25yqZaGdbDHKO1Rs7JQME7ULWjuuwc52jHkKPmoMkgliCUqUl9T2FMW1azS8fQTsir3JZQc5YKfMt3NMmgNV8utv207nVhZAjxrdjtTSuiDn+KmFr+cNy6dKvxsxP6o8GyAx8ZR6AvtIqJe/T4doMuyRrSeUyChkj0Q57q+WKOmYYpFFdh2KjN+ROmhUbOn7YO/bISD1vk5DygEu8jUXoE6AbQpcfCp1N2ebs+fjheUN9Qe93vRgDG9HUBq6BxwAkYRzkOB1wKYkMESMqzTRq+Zw+rWS0KQ+hGJSTSNms/JU/8IviLsjaJYbfOasdsWrDbqU5eVMB/z8mNpJM2cLZFVNWuwiTP+9MnxftMnWmKK0hiv/n/6YbyOV/2WaRKT8s+Gl/EyZ/Dk+yjIf2J9P+jaEaGUZ7/rY8+4PDgZa+jBt7Ffv1vpUlcjjdYtOFgcS/rtWSMf/cZapLdJnsSWjqEdq1KecFK6P8rLJD6Vq+l2gE9oiKjUAojqCdpSMFepoVEVCu/BAMRpdCixu/eiMUWgW2tD84dMNzR1Box/GRiKLVFL7/PNt/8kW1aazqbbBhpIWkfkT1b/r+AHYhcCPiDKmZ6poRW+CBJbbv8Sbt1oNx96Wa+4ZwCW+k/Wa2bUPwhv6aisS6Srw9OLYAyp2QhxjxBbX+2zUUPWuzmR85kMxEFsueSP5LDFcDGn348/rrT39j+i/1XkBzKK+1JmFBXUHUL2GK5yiLw7aLCaBqt1g527CTe/rXrnbLBdd8TCobJf9qY/ER3AZA8A/NnWGZssKNZ4brQEMNVf+2JB4AMnDmUjuA/b5EvTEgS0B0Ol4USZukXeBmC17Sa0wJJEil8z2PWCBtsSiT9/a1TF2Myso/M15K5UkUMXfEFqG8wXyoN9/m7a/OzCIxf/iXNBFYHdghy0ABobs8jNfOia7W8OV76ltaXtleM4pIg0m2zGHJvjt8BJ5VTlLdJUIB5U8/i9xml3B3igOlzPJObgQ+oNKqBWOy+D1/8dSwk8XkJJZS1iKtUBozGMnseJ7NT3OTjW67E65wJdZufbl/bGP2rpFAjV/epYbufSV0qLbRLl9qoqQCOmMJboEOoDmva2W2yyXXH4AalGP6xK3xYqwa4gAsnb8OymjVHn3wvrQfVy2qeuNnkGvBIwWDk3B0EmwyBDfX2ugrAQU7MuN4OUT1gxvt7qEnSeC/xYenwvy1naSjcHvRfs7UgkOtdDFe6NeqNAtVCsuqepVjCkuzK13mvt5cPPLx8rqsO8PnETV71fiUWTgl4V4TFR9f9/rV04bw9wiO4xO757vSLKtsEp22b1b1iW0m368lFM9j+cadKOwgQVzDmO1s1qccBmUF8rHB/gT/Nls/w0oWj/VPMrrMiJnyRIFD8G1OiOMzKVm78B+796VVef10YcdqaQcNHXHpWEkdwHcVw+FUGbNf62u3IjP9Uy+PsdrUFIQLfTuYwJIkGGMkkPQRl9HP9NCxvqbsrBkFffwIF34+QX29/OCvP0WsQF9qiNS/RPn9ijaTQ0Z70Ur1kecXXLjJeq1X6+LU+cVVTYEGVJ7c2nUT658ruwWvKz0P0qGsHl7LjfWsn3FWo+71Dzqgm9MdSgKG+S2fSaltgHHRyL1Q2vicCmeOtZA13YfCLY++qn5XhGlVOemWA4EHbdWsrBxBrLzXH3iYU9465TFrsbfxsDoPY86kVIHLUbn1++tiSBcnSsdgFztmcC4nfc9k2/43lOLEpb9dpIEAAcEjnOu/aongkj/k0oFyFY6rXnRGyEUSQdZ3A+LwKP++71WuWOH7WOnHK6+vHCwBzKwySSLt7rIIOVj1EZlyNgqKMvjILxREOIeiDARd+bvEg1qEBXZ+v8OtAnsTw/7oNhr5dUnUjK8b0huRWXq97RaFHU3PaYVehqtbfiN8JFKle+RoSe/oQ1KYb9TeF3kaTvkXVY4KCADaVmOEF0Xje3IGV+t998DYQvWXtIgOO+kNy/vf9JNRl94uc6ON1o64Ts4qYLExqy/uPgiwo0EsRoEFUSztTvKocmarJU7hDn87kPDc+qWDKPNtWN918HUBS6E2kirKsu2BZ6w0SrU2Sf41bJ14Aus/jd1/cK3KUUDgoCTZXeb6t1SMzfXyrIg7/XO69A/93sONe5R2O9+CP/YNhmav0+MC4mirlkv00XYpqJZGUi+3ELIOQ0GGlIoP+5JYy1xrpJ4b4Rie5aOc7sn9kWBvAiucB0w+WtLNxDTstVawkRq890TBxU2w5Sv2z/4kOtEioboPV2txYM6N7is0aB+pDNfFaHpJKOf8kl5FtYvc0Kzs2xhrDlnIKdC3Vlf0ApUM1xIz3PDDTsXxYIL/HqO0a3l5Yd6kgzpQ4d87SzrtqIIY0c6BK92+tp+X5eCn7m0FnZ3VtcU2FkIMspAp0qX7i8vwDqkKjNuVQ7xhqcpjtzO67yz/rbZ8v9iBWT8SAbTC9gqoEfKIhvuPgEfcpCEfKlP2mT3fc04iP5u1NZ/GH1VDE51gAl0uJNiMDo4sOp4MeGpadLiHzYgfnBrpIC/qiTATSoJoCeXvjVSj2ne1pbCbvlQZ0eASP9KRmo3qgzqdIkIHEZvZvKCE0IaOA12f99ON7bK5FyCRjuFhD4Qed52LLpHyIXUNO7SCpCuV/o2jWhLaf9vIoS6odOd9u3OFEgvHM7cSm1v8qW01Zqpo3fX1ZXorLPwGa9lQRkVIdcaoAnwYB3zAnoePSP5N5USWlxukoYk2meIVK9uNWkMSseln2kgi/5pzI/OQCvJ9+jN6nDURry4R+ekZMWLtM57l3W5XtxuUNYG19+LvLPRHUww5VijcpanOK99f6eiGEPhWYMMU6Ol/9NUGzvvc1tu3xlitlGCxqe/Ch39pAvnT5H4J5SmtPVd1G8/6U0ND+Aqt+NjHKc80Thwb/Xxa5DXoOrGp+5/fb9ZBpwKJDjosx+ePP6eM1+F0FhpwkiJDeDjrcMZJyTCB24TlgwZI7nAqLdAfj6ok4JLL3GobAji6WQryYscpnE5wMDZIbxSP/24x6NyCZ26k8Cl4aXAvx4TRxl1BWY+aO/v9z6THzMRh0wyiivWcr405bH2PS3pUWHpi9L5QOuy/hNhzBAlsszMDg+vO7n3V72kdPtw66t9iSJZ7MEV7Q4+D5OQwPRNcPRg3NRJn8a8vRitVR41wFAnC/E1Z3+ChWOvn1LIPks8I37yxYIISqzlvtFn/KkfyWVFHYoQsHocFwYCbUi+FWgWB4Eq0LDfU1rUMKVu+MwWZwustk1B4z/yWZyZP7Zz5hWOiinEK19OQttUfSNRkFuaLH0heZW/MbL7dA7ahiL7GPigudY4JNT302bOf/ndD3/AcZ7PiWD1fGavGypFMbyjUVKnS26eNY1ZoAULkfFCVMtO1gnI0S8BQoJTvwXLOGJfsy9VuzONQ1M3lyukZCaWwBM6mG/5ePS8bjGf7sQlmUjmw7P3blvKJzwY7IkGAc6GDX7R/Hru2RlXbNvOCkazty0CKaJt7gsir4I1VkqKRMEn29HS9h5KTDWNaX5TT1ts4Ifr8SWjRgMhc/FHZ36x+jGq/b+Av+EBo+jShdjZM3VNHPvf5HjTakwMCPBRsuJH9ItZZL7BKytTCUdMooEsfatHXPWNp+FAbzlnOaTPh0nrax+E6i7Ec/TGsRWoB6J4010xf4NV1NjF5a/61ITdbSW+rh0b5TkOzzzMS1S9lBDn1jaNi4Zc7fPMJxsYEU91K24hXQa68k1Q4GvSGnRYf1MnvMJ0wttyrtkD0M2FykN3wvrDku+3AvItj1sne/mv0ECQRHrZmKyYgNMBYGjRx+BNjbqxd7yKatrJScfVARQ2wsq00BpXFH/sD26FP4kQ5CwJyuB98uEy1JtIXPNdn9fo89RxYJ7Rpu+SrQu+5K2/Y12psb8GUDOWXwH+6yWM+IUnrJsiC8Mto6cIu8JPZ2tQVCbqQ5C2czUDATPL6/n4SIQL/UmxGwPCO9EKeuZAzDUXuICqXue0wYjIgtWY+hmarubGe+WDbsIObxDq/rjCIxr/1BJPsr8obJpC6orsn6QLrF8wcj119Ln0ayPA2K9ogNPPLJ30d09CS/Hgbrd1Z3PVGum70414xfFcNkh4lzBJl4rJy1FY35GukMfnnHvotVUp6FbfqADlqKU87ELu1S2VoXVDjzofvSrBWcMJkYgQC7pqDVLVSRfCB6JmjI0qH1nDwwmuP5gtCsGuZmhCEXeuTs0qqKhdVcy1KOs5YuocZN7ysFK6gyw3yw4QpxC4bK34BjUgURH+sCLf/FoL17cK6SRBZSR6i5P5bcAf348b49Sh2vgV8LunW+xvFeBCu1wX3tQsFeoeDpO+luAvi6CVEfyKTz5/aAonQVT2Miwuol+2168l1jjFd5wl5zG+h748yTT8tRv6/TUzAJiyde4SLdG+O94AnUe/7PCr+84PJ/eN1imwlNsmpcd1OCBaY1J2JB/2sKQ+d0GRTmsQkW5T1v/tH+3pOy76g7stx+anAUUfac6j35IWpXR57wV4GcVEDY2XNLg28hJ+bLvohs7vix48xn2Bohh4prJCOYAfTfU5xKWg9AS7HjgJBgxdhNSPFPunuWglekAucG05VALEZIsktWqtY+39zG3dQNLPXAnyx02SjgdjG7xWNGFyWmZyYbaP8K1GpiSJMoNyzPEeVPEbvHMlYGtF14zzWk6b7StKoxMqxjMX7som5D+IXEHuwA7p1YEFSnPdVAeVi7rml8voc/cC6Yi5bJLFqI7ywxOfg+SyYZi6Dun9deRwKtAl/aU6MEDpWwbyI1OBexvP7cESFuHfnwN/V0qQfEBp2MaJFgZ6KI9J0hHmpx+VLT3DG6ef9rgTJf7U7Ks/1e3rJK24TCbmFNfl7rdaFi2Ux4TeZqLbQCGjPjH7Y+BP6nufwNXWQLynluRi937E4Es6lA5fDbO9l4kAf9LG6Eslhrgk/Kqhjqj7rnZLmp5rInGg+YU1aZGnuCAdfvIg1FKlPxpQqAO09Zvqpmb9N1Lm4MqAt0yBqLjN/EQleWYKwTMUO6sTI8wpdfZF9/r2zoCTpFbpzu+OYdgKBVqMuMkOBdIM+8EZZP32GDad193qqYT05KpCkWP5GdOq8+Yur3fAzx9dXLcWQy+JsUeROpxt4OaFlBUfisEWF8fN1djT+jFsfwY17qIZ/15SLYk/3kT93TsSu/q+CRxwgqJEF4VMkh3YPQsIbKmi/aVa50/SFE5t6zCX2Y39lVv8i39yCzZls+3SXK039EWPvRznaRXgfv87u8WxSTcxBff8sx3TNjmWrmMGwdAlIE1+CGibzu03bR+umh5mnry9sft9SDzzgIY9ItB9SBe+9EDSQl4ChnKBju9gTrEXJlN/nXlvp30oaEf4hk6D+juymj2xCuDwjJ1b4q9qIMsF+fgaTR8b8LT5rYFlvaBvKbNtU2X12DTTWiexXNi+oWWDFx9LkBHHSuwumhC5OtLuS5zAmzmsYcsKDSoNvBOMtq2FYZl+ai76exwZ9ZCBZ9dGfaSUmpuoMwu1vActgUiaHs6JtG7NvrN41UJroLTC96i8wYVV2auA1WgWiNGM7VkZpTOlOgYiZNoRE9gQGuWa/28t+WnLLt5kOcj6FQswN9SfV69Wnjy09rTtHNMv+5GgqNURDcHFPFGPK8JhQybFWVQp7vYfXjwSwzoQXZ49CcRxmN3cfnnRoSWgwDj8l8iJmPjh5HyZB4ULyTYafFxqzONipc0uoA3++eMT+25P+0qUnUUe9r0u5zYz4Tiv2cbhxGPgc7RWa5ZvZEOyS5To4siVXvOB8PRQPutDSFiu2830QFvkJr9QkRVsFZs3nUZNA8QkgUkFVb4XgIaEoWtHDpndvZSLGgf5QLiXDLHfNvL0GKtduocQ/ci9hZ5Jt/A/WZRkRpZwcSVC7yQ79b2RO0+4S3J766qHzRGAkuv5Q+3Sg5Qyn/mwUSihYinUSso60J6KLvPPLlrqdT1cN3XFWObqg3qi3QFNcKfp7DihNlbQ48GYV6lpUCVZ0OVIk1yXqqNuwNmAlz1xe2Y5mO26SgxPRAMu+CH5myTmR7aHzJ/ioBphLs8F/8YchBcKKI2lR1qKMQDkvQvAlPAH8+nWv1WlYsAiE4hTivag8OzdpHvBiEP+7v9mznFIhP5fSVl2E8hN0Fama+UKTbubyN9dOHBYYs7YOpJUK8uV7d15YX3ttiD6W+e+O+ZArQ703Y3nxa5KPtVpc3DwApLpIoghYJ6yqaKHaUw8dFKQMHHrAc9dD1v/tnq5JMMNGTJXYJap5zCA5YF/7QabxdfGwdcIyI/giofhN1xSnTZfs91nmeCnLKRHgG2Hw2e9xVgYBjQNMItfNoyNHh42pMAVkTzohSUeAcuZdqi0b70N/+9B3Bw5lf7Zwn/MSMqiDVOwWQnh4bb8HpUxhcZq/daWmEvsfNHk28oUpMEzhbKiun9X7vfGNl7FrEWmG5sO5fCpm9rHc8ti2tzFatC7rGlCClkSWN9LYGQXyDLc/MezlhHWGI3mUITRy/Vvzyg7G+RXzR+zM6gTExgKizcOiWYdSBKc31tDzI7lbr++Deq0uZC8QhKE/KYFXiNyU4r/8JhAsU6WzYJ9Tg2MxsBcAe/74ZMFa89GLASSEWvlzVKAP5gxwwsvW3bD5Y+lO52jA9snfapwaKvZZoiMpBPXAZYqzg3xyvPjVci0U18EKo1gOpKr0VUqbUvPRaZ8kVN+CO1Pcxo9BIEZVMei3EqifNbHj35xk344Y0YZf2pFyIDEkxgh1sD8Pg9M9qi13fA5aSC8gQB4dGxavJWk4SeHjy1vLKl2v8nDwvbo4b+AG2Fkw8Dc9ljfFiKchzgSXGzc9ZZCfmIr2zte7/FeVOucO45X+GcA+z7CZeOED8mViJqz5OV9lR9RIvf5PX2CPYRmoR+Z/sZkq21HOlBLSnybkbrMnaFBZAMWrNDKFsKU446AsNn7U3f+wt6jJcf9jXOl3Vrr4Az4JJWECzkJLYRFdys0I/iYafS4x0TQSMtdYrR6aAQnp3fDcPYwewvXK385fMMlzaEa7aSDvEzPQBzHkgwemEpskSCOTF4IHS0nxe0+M8gtr+68Niq9gLU9cKmBs3FX+xhwVh5VVkG1R8edQXQX9MFHkCpqM6/rSzIXtlswcIVxdToHmbJkV/SXK1TNftYA6qglSiu7wwm8D1yobjp4EpkCwUi2xfCzrvlEmGtDLfQYK67gRJnZFCwS6u2OlsRO+uInRvuwRTUp57X9L4RyFNDnmOFGpdQ424qFVu4Ql4CRUU6u62ui/ap9Q9Ci8XT+X41oN3JjHnh4RQAJ79fnm6w+Nsnp5PHXPy4pcCYYm3ekofT9nVcB9D9dCIeFTyn9iPSu6vC4QDjg/8w4JlkyV5j58rqWowiv+wzN9ipP9JZYvjgKer1LCzjE/3YR2VE9CVMhsgljHAHIf3t44J/54PBysUnse4gPOnrudckqdSgsEdZ3rJpOOYP71/0ats9kysDW+ot/2wGbc6s9Ci66dxM7uTKKSO5lG0XzyouoMLNUTwy9tC8a4KHsbcBObkdH4kgyg/o+ON6auwr8QXFt5iynRC41tbuYGpgMWrNJAMxSsgl/F6Gcb0k+/X68g5aIE+4b3NR8XgUKi4OzuAtQBJpvzzuphfgO2xr2IyE6u6/HYhNJts+WCHH1t+BdUa5xq5gtOzniiiCJ/sAAm0pxHfw99Zf7no3nbbtgAZbGERQ7BpU4f4ORfVnpTeXmcuxObFcwQrflEEgaNk76ylM8YUG7IoUBd/C+HNkY3wrCv++QKWXdd1Ym4ZRYKVNO9P7nBx8MLl5WXSUhnK27lD3/+dPJshV6GG/VFn40R6X/u21fBD3n5rHaQ5lRBNGSBIJH3Rn3xhuB8cgeho8qgA1YOsoyfrNPgi6O20QpQxp4Lf5Edoie48ZEOpuITR+A5+3trG7OraZ53BErB/cCwZTZqQ+huOCxeQ0tFpBckLwz0TACAj2rj/GzcWCcUOurXgxImsBUgj54hxWsrOQE4+LeFIIBvotR4Di61ab1ynauoXPJdKLQt5gIlGWn280/quCm3gpoCy6Uaghl5zRAAS63eDMayD2wJATLZ7GB6hewutcshKaWPAisvc5iZv42NxA4I3lpDAs+ZWY2PoMupT5IQSmIYyMFSHMe6Tx151Zp8dYsi6ePGh0BNDsccmH2xtdeH4iFmKcOBMvPCtdpEJb8MTO3QrmNF18id9XuiiaIIx6efsfkdMwGyGkNnPHaGUgAygo6QoSLLETJyqo4fZljkelRs3xQgY33vf2U432PlNwZSywPCACbZUa+/iPYahp/9bxb2zENlFoA3ZfQeIZ7GKJq/9kAOCZuzrTAQjNUbcHFHXJe/iQF0ZCx3Zt9RLlwlnxvai9RD/WAN0B2dI/FO02Hx/TX0qE1rurV0EeB0zUQf74W4LDe4GOyp9CtuDc53PMOpzoaaSra9z8CCIy8AdbSzSyOkc2LFV43/zZ+vT6XBa8WV6PDnotxP+JoNmsMiXncE1oDLqG6Q3Rq1fNmXuFs+DyoRqlIQWD9BKtNlgrFFavcrOouKmkbAz2ToycnwHm8yVOjcIKK9lielkJURJj6iRQtbGmEkNsnxC1aUZvsbL7x0rL/8XMyRNItb/yXiMH5v4U/8/XpTTBATfaP3+ALQ1dgYJfkroUAYf6S3KjHbhHoKD/rrIDg+H6C6UFcDECbxxvlKpxchm9NeWoI57JBT8iCEkQs3/vFM9bFz/HX+w6fYP7IjuxrHUOxCmnUBE6Dy4LHaeXmMiCKWMPs38/YZgjdsxXM2qvJnyNJVER8ZKmieKnHFaFJZvI0LlAVYz8uawqi8P8ConBaGa+mnFhNLgr1z7FwTJQLMxYpWuPdCsTpdAUaf723IJKW2ESaaW8A1Dmte8ohOSCY58MlWGlFuRVDCVc+JzKY7w+3fHtg1LFbQ4OAV8Ocx8iEt+DmKLuDE8tga2PChvZ1dXNe4WR0buhITN65Fk7iIlHUUw7dDAnIDceNaG2OtBJQMnY5NFWR+oSwohqgLgFlfZP9I27wWypbVJn12G3k6SyNHVTiudxHcOftxwxOOVhBaydd78gUW2DjzRIVcYTWWEX+zJXCOn4lgekAZM+89bjUghz+fCPRCPPbUr0I6QXDMyu3suLFnxhE4pZjN5vkFfIHctDxrO5DEt9X+nWei/5uGSvlL8yJyX3hW4SLTzd9t4usIuQJqhFr60iwYaxsltWvj5x3e8x0JXXJBr36yM58VUuQuZsXDF3vJ26sxENuAuSRntDE96DRCtvUwGTf8Xis2XB6cwLu+hLEc+OejQ3blO/nuKMGm92ntj6kCVvxx/X3MuiV/j5j3PDNJiCh0l+AMiAyvM+4xsfDCIv33mEwc2dyX3fRfqX0HUawxPmae+5qsmB1n5Wv7SKOwlRrof0Dq/avXdIjF9bwSIm44E8SlbGLvJhkhcuol8/9lWT+RtYPmR/aHdSnsLxZOA+UHj8qFfGiEcBgc+GDpxY7V7EZpfsFyidKYrjHrB3/x8DTjPVLHRVmc6ItXz2tPjshGcwih2uLexA6Ttb9FMOxkcXjMGmJjZcdt05u0//zij1/tY3wYoEWSjQmGkNTKPoDNCr7VBcEz0S2ImzF0h77pPbpkamTZUp/Z/zIo9reNNxYHMVCceFvN1wRCAXY+GzM5eKPAkbnkIFxhGyjNsw9jTY/A1lSCzHe0AHWhsjdXUWmNhInp4OC+Ohet17bX1xRQck5/rE/xIar8vaaPhuW5zP6NEsNHkOYDk9xR3pT424CH2Z50/4yVowKX2BrwHBj64van8AWVU8T30SBpAc4j+NQBEDin5t45AkbwAt3JahXaUJxR1e49npI9WkIRI6xze1s0VMsOxgiSS9I+2FIDJ0LjZPWXyESLqHzdPlbQdAlev4iPzppL6un2gi0QJ4Q22A80q7I8SOrtL+IEFV07uWNNl2x2QPlyqexzCqaxizksZ5VHA2LMkkUJ1YScfsj6NSHKKuGszXdSqn3jei/GX6FE2m1Bq+eCNKhGwLzWS0Ve0biUmFoL2al1/Jc91IO/BGr2tKGBkwQI+mAeCytsfgU76tyhc8y+SNpNjyFC28b8uXZeYUKJf/9A2lHLtFuWor9+zeOnGlGfDjDJvREOPApacGjeJx+5dcKNAZVqud4wuejlyNnsaRgTVW1s9k0mvA97jksHJJOVv/Qn/wK3xgmJPPHeFFi9YLdRfHCxbMPrUREvQb9nQxQBjwjhJ5Q4I+IB/4At7lTQYXGr6G9LMwAoGhAH0B94M5XUK4aQB9SMzNfu9O6gOz+Dn+OiahWwZBQKwuSkhyf2UZk/MC54DfGv1OxccDMbzqKVibizOvDomSBnJzar7q4XnRL2fSJjcKed5i+jYNNsoBmS9Zlllcqb67F2Bc9YOybQUr7W9aHekL8GAUsJL049T9gYmadYtuM1ml4Meb94CTkV8fUYIYQhaX81PxGJNGsx1NCoxKNBsWW3Rv4pr0VrMLc3kY4r6idXUxhKeLOSuIuzIL7bgx7DGM4gYJ3gJmVj5gvX5zqcjyO38IvDUx315oB5Wd8PiIVOqxmMFHy8Ax7yXFB/+shzO7rhErHq7UUHMo8iDRInxnB/N0kTb9gh3a8DKxX9Bl8IqSF1X1R4ulQK739Cyg2uhlGZ8Xv0oOgJ5UpUZdAHoUx9GGohud0U4WEVlbX7Q1u5g/mW9WIQnXWQfn+ixxh+VGxqHP0F66xT3FojfuU+/p2sMRE/2K6K0UUZsBuSLsvn9EiOahyXi0MBwzieZpbJD6D6jc/1PAZ7oxeN1GjDOs9lUVUOV7/m8Vfo9rU6st2edPv5y+xST/rb+rgxANjWN+BXXOJ4+k1Lck5FnY9ODZyb9jXG/q0Et2wqP34kldYvRLrOW3GwcPvuP+fsrarIpk2alecj+nDwoQ25ZM9h7LU7uE4DDAgXS7A4uDKgNrHCj0x5kZaaBY2UHt/3QkzXYvOpq9aYysDjH7Gpj79p+A/GGV+3GFPppcsPbMQoxMwa/o3Si8ew7wSmxrPZ9hF2Bnj7xkg6iHDAJ03xtzPMHGctUzTEs35eqjBGrFljIejynH2q4I9q+XnzvPibl0+FqGe1h8W5uDNwnKRiwUlacxKwlh96uwzBDOE5z4DQKsB4hFM+AXrCuQ9QIPFI3sinVJk1CJ3i8fD3c5Q2fwVemGSpjYdPSrBiCn8t5PFNha7kXVux7sTYOiYXLL+bH/Iy9mWnYNHdwUO9378iKff1IYfzedg3qVsTR6d2maZ+sfj++hNFvRu108mXZ6pr5/Arcw2QqIEs7O99JmAvM9SqTINaP28RcVq8M2d+XPnrNFyYqTX8pWvhw3pbctl1E9nOS+GiObQSqrhy51P0gRhAzOekDP60N6d3LqrzrJ/24zBUVxu/g9C0mWrf3WM3NVDzpg4ezVGA412OZRyoF73ITf+Ku2p53aZGDBqudL5wv9K1yqTYdI/7n5rywI9RwNCqeAGX8W6PewRtPqexew2dUfbpVHgy1GNYRg0GOo25JJUwMWWN62WMc4zLvm50Ae7NxDZNxlytahUXDbksDv4e3yGA5vb+tfleQOB5/Nopzdg4iPeX0TSKUow1++Ih//k9weCCsa1E2b4uog7sTGaTN6j8aB7V93ZqkYblE8RziZ3snpEeqW58EqVUxUfpv7b0NyUd6eVxEuouTmJEuNScS14orMUCoQuzbHG1pPzYSUUWe1Hc1drcaccLKIVkygAeTBghoOPbr9tX/gkvBHJTH2Tf/GmRFwWqMqdnCNnB4i1qmUdpb33lQrqoaiklGFm7Em3lw06OZrbj1bAIl9lAtqikelYwtLESGTIktyHu8iCXE09hGN60kx55Lf3YE1l9oyWLJW6r02LhwAhZzsUNSWPceG6vv7iHR/ZWvnYjD96gE43wDNGtAzUc4Y1YbmT/1ZODwbbi5jap0dh1/mDl5yfdbaev5zLY2Vhi87ixUTuPRVqpr3UY36HRw3FpAbx4Ng/4LDti7QS95cvr0HKU53E69fthOTzVX4ouGpV6jgSlajMJUQej8Ce1qXIlHCnzmRAd3KOgV2zM+yiT4tYXQJWqKtuCc/7NMlEiisZVUy6+H56zPTUdZ6SDKjhyxuEn/JQMJVtadxvPgn7kAtZ+iLF+gIl9lfE3HXgGf9RY00iljPM1X/fIiBRP/23GzjTB5B7P8gVuL93Pnb+R/9a7te9VwcVC6CwhwkebSLDBEBK+5uTK2Br/d1wvd8cGwBfXemlas79ejPwGKNth51nugBLL/pxMrosT65aimo32Bc7owO5cth1WkMBtsUQrOpl9slrAHQzX6AqCk6SOTS8HOUPgiOPwzuVfz3T29DItXnlK/1xhlmd90qIp3DyXMcWFBOxrYHPxIa1q2nnmVGv14reDh5rC70hs1T4xRwtpnH+MuFVCmgHYOIG/MtW56gqsN9nTB1EuUJvJ3r9dwMesVeaG15gvDPC3O3qs8FFKIv+ZzxSj1RmcNPuFyRL9pOSuKrOtwI58555s6PopqQ/Ccp032S3bORDpPADbfiMNU4ISpI3ng4+iGXmwdWK+9XZa48FOYxxMtm+RxTBZlV8kp6m6UobV6naNiCZ7IMsn2mfehyBzXPGi+TtqxrNhJ2q/ISgVJYJRCuzWPgNYSuL3lXbN2TuFhERvrGaR3IfVs5g7AcgotDgEbgXzD2XxZhZtP6EuHSiloc8GajIX9Rly+NxF5ZSaJP0eAUS8nzm6j3vOpuUs5CqxXS7zQYOXjWkoj97RUFygi46ZsubPJTo9hg9Umi/nW23LMgImRz0bfDRWUxWveQm0o/Dep1dhz8ZclTJIf2D4dLDva1eJed6zCbpGi79K4jrtLwBG0gtVdhOtEvnzC7DXdwdDPzEw7x8fKfEbcMrOVTn6Cc/JUYe7/637A78IsfWnbJ0X1aHXuySXjGQp0CvDkEagA6lhqn4N0b34IJBfTIWkrdUQv9dzeum4gm0xIjheKVaHQNRKtnfqhJQzxSqsEmp7/R7XmZOLxZd/ZtrcXncI5uxOduB634/+ow38wtk0GFTSV8/bnCHmVEJsKCt0XEbu0o0IsRZC5SKR5twN0LJoK7/UEc888clu6Ku7F2H/ziYen0zMwHh60YFtsfqNhERftMMB7dBTPj7Fc/GQnh8NOBYyBLqBgoxLw185qNtKZ9/IPHNh3LXaakzlcGyPSK58ICuwH37o783G3zvc8Av7Ivp1QahZJZbBQL7HYme0NxhtM5gpEwffMwXp77tyxitMFLWLw8/QzDXGaMEbhmb1g0IXT+8scyjs3FP4DILunxJ7wxLH2J+ocZsiDfMF3aC/1pEFZ2MgRfnDD4aIvGcnAnBGSqtyp7L0ZY8bgldM+eAv7BbqmBFYx/9KuYnmLW99vpNpcDiQS1vcVydyyjFX+1ooAX9fdkzEnqD9UV4ID1iR8/yeEEB2l0nyBWm9jFwK0TmxN1Q5f1LO5ySMyGpRN/oQkUvvuOWCq+u+jC5wVf+v0qBTezKUzqpTCO1/mbqKZdeRKPlLYliKmcnSTmSRxayvH9V9PROz6oiOd225dCpP5sG6Q/unX8mNrRxJMEt7UPtaaluDD02MMC2lcojLcaArbp6ldI+4/asQU86bN3o2oDOxfa+5SM/ZXzgcTIez7JH8fD8LRWHerGUmn6m0R2xazpM69mKztixkCzQ1DMvMSZM7QvtcFw4VcSwELv71/KOjHeRDw8aURpT0cBgQCZcDBNf8ElXxc31MW3Tz6+CLH5L7jbXpWWzOUBU6qbKcJtpNiqJDZqpzSr3Ua1HfHzAck82sUYfAKVTFS8l1bHdJKi6p8VVU+NOdYhY5D1O785U/kvmb5SIl9nZwC7iA+JRJBJeIuhYQU+s1fq22LSIU3ltSCkrJ19W+1ABBOHmUU+BMxh7CaJYNSeAfWQuTt7rYg1U3Ez5JQwLfdB86qwjiToPJArNUZCkI1TC9r/a1I/hviPx4PmA3UnNpESO66j4In69eTZhfY+Vcn6O4sT9Pq/mCFiwaDuwlMUv2IdiDjQ98jEc0wyImD8GmCL3bzFdiRVgSvNSt2G8lIXHS3W9qXhzSBSD8Yol+YqWF/KMaCEVgjrK8+Igp0IF8PjcAYUrRjiDHFczSRdv2O1nxbTfKW4tphwMBkZkmapKa9YIxixGVzweLPoEa2pAQVEmSgCJkeSyG+s9bnO5j4Av0Mg+5RdyclbiK3MldYb9/lXipcw3cHZmf14WwRTymMazmtWHKOp2Fts+6TH5JOEJ2QkniM99vje20CV5KzwbFaRgpr7uYSASBNj4WYtYVYU8fkCPMe3lp1iUNdj6VNd8VbBCiHb7+ar1Wsfo452THBXv3JQe1InfCzAqDSINEBZB0fFbbkcz3KQ9jVwKFjhsqIXdR4aX87dPZhTAVROZnTuNNPK8A35mxFD3lAKUBYu379O/vhBPGgR/OtUfh5nssI3RZJZMlmH/RfMW/wx0ESWEXCL6M6dbKQdoQQK4ZhOLn2f7h/N9UzH+jWbyjzr48z6Pd93uAjsxYyTCj+LcMmxUJBSulWWNNOCINwFM6r/t1IFesQOymrCNR9t/F3AMisX8XibUkaX6be1m8ahFjCqyTDlwXut5/Yo3ke7+DJ86x2vA1+hj3fm+eq/gbLvJD1Q2XG91dEQ0Vb0VE9GOlqklNvW5+faZUyWuJKjONOeWtDr+/tJAF4i2qMuCqKXW81NYgEwmoYIOCqQRjoH9Qaj+i3TnM6/BXVF5jveUg1S8nnFRjXU8RQlZWHVDEKv0LRl2Bx6RVEb20fbaWnzEmNDuOVjtkUCvTdF9lmbrgpgy9BNOUt0QQE2aTh7/OW62ha7gw0r/UXZv/8KiqsCAVwt/MdY2zf4gJ6pbgpH7B3vEozzFXfub3U28iS0XGzQTcmhotIxxlt4FDXhoZ3DTxL4LGBkZlaPjncdzzU583PkIoXLe/2zjZwxVKFkIXtgKFFSPPZwWKbF1zq5Zq/OpHiD7/IjJis4z2a/yiLP82ZFc/HxxWtyiM4A72S1HTr8+nUkb+AKnQyakdrd6ddkOO4BziNkmX+pbDAC3Uz/RyBEBUug9CkBCWbbelEF+WM5Podaq9JMJ8IuKLkKXrHOT+FWeQAmIPzKzdXrEfFL9FNcEbFe3AB+h+sBU91HmN8oU5dBjKW2ApoDWs0ma4k/0v+muRIcUMiRabQRwgd5r7eZxTyN9xuR8h8rsmU4PWZC/dNniV9BRNujkjmeBt6vzbq5cE5B0KC4yhx90+K9/YpKFyzE6TAPH34VtJW4EkITQFXrtcYEoGZ+YWJFxMJXm6BTz6D+1fHrQJisUhI4iVtvewruwxJynW1bDDH5Pf+1iM38jRSottegxneyHIyt0qRfH3BOV3t9FlC7hYy4xGKarlNHhlxYBOJ9I6HxrZdfxeUfOGffz7cAYv8fNgbMCqCCX1FWnwX3RbRZzVxUxcwmNmTCtF63pjYe5LmheamDoGJZP/N4crsb/bBs+vCCEZGBPkKMa1V/c2qDe7HrAsZ6ZQbltWZN4/g+C5n6vV0oKZ1sSk+8/6+pDr9T6wxqE2Dbo2VUmemOynOT/3fHWg0qo7tIPD6E4O+Wap/EXLLHBI2tKDRO4bhYb7Ff+iHIolQ0ULRpW3uvN7Oiyv3SagE6piqT3pd+tMz3wpYHYleplj/WPnlm2gjlrJQcyc1cspqaR8CEDVpPunbZMRFySrG4sTb+gCIYhCh4OkUG73VL3RKWAAnfL3v7IloJ6YPRd/OTIGrjlNnWqISn6BIVBftzZz6SsPK7dUgQYnx5R1ClksYT8rTNLz2THakPTUPko3MCwSpmS3Zx1R6zBJ9Cs087/dJotBxHUsjM1vebEyEiE+BF1d3ro59Qsfjq2PNUxTuQOSwwvfoOlNzyRdAIJB3RJ5nMcvu7sFyw1lkEndu7gn5fsjCc4vlUBPQLMuFNm8WUqdeiMSeULsBaJU4rr/BfdXP9/jmIN7/9AlZHbGGnK5ixcUI06r2m76uQb4j7XZP5C3I+AdbFo3R/2CCTRWSwn8kP7gwVhGFiG2hJdI9ixmbNbTiQpOMofOz00WQnLo3kJaBDpOnJA6PbYnsRtVBXP9rTCo0aHMftzrd//42UcqNIM6W9xMsXzqogLFbRkS3z/5YHJemnIC+ooClV48wYRW+IVPKMUehWP4YftrWEk3R7I/7TTDir3pdNq3HwxqM/7PHVRqzgCapS8zlIHRUOKGAm9QptSluJ3oPSqb3cWWZb5YhB78UlEnIjCd7xtuJi7TTFwOgsU6rM6SmOuKhisk73J1VvUf+JzJ1sWIeaUhyTDgoOXErUaQwrmaoRzrs5qVxenFqjVnWq11AaFpYHbRIXNRWl8/dy9QmAg2SPd+VGCIU1R8498wKR1DXL+SVbW7X9d50kSFvHwTFOomvgDjP8dmPFOiBfKbi/PEjUZ8oNX2S8JvoDKYblwB2HUsEjSDNk6+kmqh/b1aEduCHu8hHlTnsXJ9C39zJ6uc6A6mVzXKw+dA/+p/2TGenfXKA7HJTnumtBxap1dkfx8t6Eop3Ihrp7S5VcBWZPsUJRFw9N9uYPSLyLyVw+etXIlCDxcJ//3/OrUgJSBR3jVuRfsZDxE7uF2klZKRqOAubte6x/tW/tIEIHIzjL5eYSn1Nz3vS5RFNguIX0G7DhoBW265PpX7CanVvVQb5eKp4iVv8xmB52NFOSH6b7Ofb9hfGsFR7uBl/qr/Ob3HkI9TJrpg4gGsi8KMlVfw+ZstnZGSykIDSHqwyCpjYNUf2y3N7kEz4S9cRmGu6Zf8ZThgjp1Idew3GF1kzJQ+a0JQvmU6Wazhm/oXP6mKyQ3Mqfl+baUoGZ87b5MFgvAJJt/qkOskeh3uXy/u6UgMCaqsDVDyiPWT8wJs5u1K7jUjGIbaJtEHBlsXNGJf0OSgfySazQj0oRCsALD2IFq6FB1NJUK7NUZ47hpKRFJ3dOoIngXcGCbKl/fVn+b7/lKVZHPryRk/wW3jfbTag1kGn/52DAVS7Ml/yw602jRiRP5hJaHPrzKWpt/pi3HGQusG0dlveSVx/QP+C2LbNuqVUSmlgWiZvAO3vvijc7stg+1IahNsBg25/OLyNMia8mvm7a8oYTMGCmzAMyeY2tn75+nua5df3XKfv13gJPUrcWYIKPalXd8vuskl2WxkUfybgDZb3EXbwQcuYkhS6wRaGuYcmc9ctmpcW3HkQwLLhOTxqPhp5kn4/PIkL5lYW0xr8EZxPJZZVlxJqLtEykn5V06hfr64LJml9Z29XoVf+Sq1FkryO8VIgibWJp9QUwPxqjW4WjQMKoZ/T4Re0eSfnYHT2xB87STtM1Vc3HkgpxbAQ7P4N1xEcNE+m/B1/soRLvJZXNXgTkiVPnITdL56ia+nJDsiXTiHNc4nQw2pBJnF+TcauLtvcQ2+SaqvwznLT5FA0kY2ksU1HjUm/+D85225DaPkJ44N0qdi8/NlgwyhvGIU16ShilflQzTBfjYA+8Z2FDVJSw3mj/0yD6CAJymFNIQZJUIPGBuA30V/2JfhHizd/e8DtU4XalUdryAUE7GdA5eVwiuOg3tlggyA5DlJPTYaFxn2mDvQC6U3Vn7b/4JLDEyBNxg8a4WYsQnvbIVczvRZHhotou/LtdVbHvzJ/JZBSLMiRs1e4HWsEIqD7pnmScfo2LA3zecZqPtYBvdkGtufMYvpJP2us6V73c79FRu9kn5OHZfLjBcN5GyH/GBzY/EYAGb7i6L3fFN+1zlqnet4TsQmYebHrne8gotKMdPfV1Sre1a8ryr5ONBgoQVsGgQKrp8+gKUY+fnw6E+895EtvNZRRhW+x1mrwE2JI9lvshZLn8yDyx86ntkZailbsAtyi/lvBtX+CSiVo+3rG4QQMXy/+LNbX+dlEYqZfbJrNShGazSIhVReT5w5nHdoFBmy6I002dBWWLJHxjjzkMn/KkPT7X/JjogkJ3W07BXmg8KOIGs51XasUv/cgze5kMwOVxB27/m838kxzacJFOmUs0p5GswKm6ByxrG0f8H4cyHOjtYYvz7iSNPlr9Klsqfnn7lFK3D9/MJ8MFgn3akaF4Z0ZtnH5ldIQf8MU33F1FdG1egJvsPzUk9lrKZ6DCpfpYpdM3el+5afyVMXTOFe9cxO46l54wh8VvGK00Eb1cETbwPaDK1LnEqh+OmmZvQBJdgNUn5l0b01t017OeYbogwgr7vh/2ifvum3TnP8U8FuAP8NQK/PRNeYb/pTVxtjmy3K4DGQzy+RE0xWEwENeb8I7Lr4q5h9f3wf8WxxP62p+p3POaeQ1S/ZpnaI+UonAFseaAbv7gp5bs0y7pbqyj7HXP8Confo+CNYHbP4ulf5yVoCsIiMywFDtBvp18UdOCjcAfUuqK5jgMoEqJ6Si9TGMxN19OaFq13GU1w11hi5mfeLQboCHK5S11BSqViqd4/vZmcVesOdjvI+EtyopMoKSdPCOseBjuicCs8XMIIhxoBAiN3egEHAr7oLUWsLaJAU5IMkpqvpVcM0TeIFkgCZLs0ICG8zfnVT1mcI4NZBYT/izgrcQgNd5PZUEfK61XEjEGK0gIbcRjpzRVDFkBN57ORYxenvTREDycUM+dJjdrvDaXHCqB4/0CKhO6tog9p6wJeI8bRbx6h/XvQ9fOxVWcK3gLUBf7l/fa4641bcE2A7oA+RHq60YYzIrBUVyUqY0YQXE0m9FLoOuO7m95/Vt9UPjS1+Ku8vbaQscFkiw63VViVMRmpNyJwDAwcptrZnzniU8XoFOEQZbNXmYYK3v93qqmTHYvcSmr11QWrNHl6lS5y+2bMRXVhD1zCtc1/CVRjnZROvX0JzRPXStrD2enRjUxbXdlnKF9EtpvZLrdzaWFOLoDufGzwtRfMlzgntWdpZQ96E4P9VGIqFc0zMB6aIYQHgYW4Q0cjdnrdWTfTwSjBVHvDMJx3/niocgog5g+tvGfgXaT4DqjxO0cSrZg3yvWxTkjvMaS5OZem9iYkLorYvQzgWVD4+Rzdgyp3rP9u34axnnfc7rI5vmUlQxRjumFwu4TllDAoAyi+H7Uo06YlaQBzmuELzWy+gBryf5PWSlEvmnfJ+GtMkIE7miYwL8VP6W33VsZhsrKqCZZLp/CJY4rB1OBLt/K36+o3ibwX6At2ksNs7peZk3Xo6nBvtvbOUOcjWmEDmR9Ndrt5ivS8Hlvf/VptLyyEbwr5zD93F9OqQv0Ap+8JqpLIhMInls+aHX11kifWh3k/gGUiW72zHVYcwfiHJ8neyrTFacA1nzMpb7RmHECJj1XL7tynOX0frskrBR8TL1+vef7FOXo7fh7qJEjp0d8hBDguMihFx7Yv5ntH6+BaK0jZz5Lj9WuolN8tL62MI4SZgzfqm4PZQ7s0nnijbgTm8xXy9rPVrU2oNdyLzb6Csw3LYId55T3NuQSGTGBsZSObjWPHVBCO2pSfPXsHKss0hMeURme+VRmUbSk0zJSM7dFy4YtfXrQWd1V0qoAOZ6u7Rn5dYKUOcX5OaBuJRjx9IE2jVBz/UbKWyBEWpHABe0xna6lpcOi2aIcf21W9J70XCzfpLKgOk9UesY1bETKkPQrcBfUK19HUENv0DnHQn+3XRZ2xXB2p6CQhx+RMyh2mf3VXCOgTr+MIVRyogiu8FJCDaHCaH/VFfFkcJmwvuYUv/avls4kquB/RrsQcg5d+dHfzdczHWS+PmN/n5194vQxNMB5IRH6nxptJe5vzTB1K+h0U7W7BfzonUD3ypoRRdoV16Ld44lMVr64z0QRr4PxByNHHTznGwBp5dXql6mVqWCp9wA13MIk2OttzPyxc9ik/sxa++G41r/Pk4okluVUA0gEVYR2HKFn5rpoQ5fXxYPYhVD8lXRxqOz7PaL+y5mPcXNh6ZXberPRdP7bOMWqO0P9Nw9tPFUfJ9kubzI7iZH/J+E3U1fqn6zLXdGRPy/Dc8Xf9L+9IXcZwiByRSS0RmQyQwCBWSSJad46CbtujJIVJ0KInJfGMhjWGbWs/qTuu2d0H4rjC52maCvy+/ru5ACXoGkVw7p+vaZ3VyRsZFEV0NdBZ581fS42BOu0qB4uLDRy/HM2y6qNfs/fhB/Ky6/Jf8WzbEet9OMEWzHxuIbwVmt3FZZ3SRubGYgUbTIv1hy/I7+/BuQtuMTtF81A9LyBn1EsY2wY3pidgr/Tym5UdMBPuOwlnbg1HpIUwM9PkucE1kGhT9Xnv/BlV39xWSwP2uQ8MV6Zy0bR6PSpVWotHyDCoeq5aEL2VV2GvIMPAF8hBIWwb4mEP2ztQBPuDVwz13PoZfFK5fTl3lvc1bGlN0a5RAdHhHZt65+SAZ/FzVbOUpAAGGXzuWsocgW4WXH0nDIGWg//YrECauBdBfRBGj5IuSj+f2zm5kCB2QCvrK2WUacOjnKl/jxm0i0II6dRaDDatEdk/aYcQzIfT6+eO2tY7BTaSkzY52HOZyKe8oPB5LbMr+zaizn4Ug9vgnCO+PXLbrb/9Xl1OPrtj4+V17gGOl4aOAJKiOZjZw4VnQYRwY0dzjeRemxNrJ8nzL2IMGDbEngBsrSGp+0Qo5S9EtqpvgHvkCfkpq/iIQY8Tr87zM2P0NzzwQluNxFahIMr/KqmFWKr+/iKl8PZWSjgNNnjHWbudYhtEyq0ux2yXpTXm0ntijUn4EQ7PeAK/Ymky7qyABtYWpS+IP/nByAHKgLN21N55v0J8CR4qwJpLF/LDkFwXnIHMizesUQw+qCduc2jdbvElO+nOGT/cqqOZvQscDitupmkX6v26YvJZapZYbAqWJ2FAdAc/LKYdvnHUBE3lGByxWY/kNuXje48N/hUOs0HCUaHgs2qAKPIK7ecjyicVSXCm7TVMWWczT96ni0bIr5aO7NsgBsHO1D4Y5rkLhOGBBamfOcwR6y4hi6jWF/4tJhCuWca0bPV2v7s8/8h/PlG2rBp6T1vJDiFmHiQqz1S9N64hDOWHuqOMVfGr47glTbOdfTf2bP8WOxb5GRt8q9/OfZjMQIyoEVwhjiEUMEF7XC/lLZIYGMG8OYQn1c3ab6j77jMQ4IMeYK4soJd97/6ZWMeOcS5JTBc+I1JP013m9LBNIkR53cGWOwWYgS4fn+5fktmSP9O5YahCeu8UY49PkIwigEsDqO7klLuUInFzKSHqnsQ+Dxdz9Ywqc0zXW1RCziObWF6bgQN3OdzRXUry+2zTvKHo9KebT/htAMfgG8Mtune9+Kt5CzKnWyrMtVLsgFGSaw4O/CmL4RfZQ5xYfI+owM3PiiE3oEOmWckRqtnNOWLVPLTr3Urn9T9v29fjXdi/JgFunJEDMjwxaDDyttQwcRaFx7KmPOWHE1ErqbhlfEceYryFsak0yM2YgO0rVgTaMyyFt8Dbpo0F3j6LUCtZrmJmHDislYePcXGvF7CpEG+4mLiUNCG5+wkIXAj+cSEg57hBTSy2veigNP5P/BVX4Yj1XkySJRv+k565X6QKNmEXuTPjshzipL1jiKFOZajWWkR3IvEs8NIm+dBTwA9AYa/rFjYZdwaYhCkoJ3v8GY8dNnGzXglKLGqUSLxQP2+AOsv+7cJPkxK4iNKOp2jXRH2nI0F9fP9tqiJJaIcx+7ZXoFX/zjMB9k6AViqGZoCMSESaz00ir+sovthdqaT3HlW15y8wSa74f36dg0F0TH9/vlygN4FyPleSn8Ta2FmBDDNjo148y3yHhOYNelx4NlVTF973PtaEM/iC936S5VvV4SGQC5FO9987M6hR5BTn8hTOZf32R4nCEPy6hkKLUnL7vZQSK6fR9l7KMPzF8JzS5bOUWgVvR4cS2yAcHUib2hvavVAdlpJFT3ZfB+huvciXYhdvG7gpnzBKGX4SoF08ez0pVVQnifXCTi0cO0bVND3iD/4sz2d38kf4+1xJZM/fBkEgoPN/zXN3RCQVxHQyZy4LC5Yc6mmqq+cuhE6BGaVdmEMb8wDgz/5hdqLQKcr+MHx182yVx1BxFylv6StAslNSkb1QvvKPf1R7T0HCZa6ZM/XcjlKcp6QQT5OAcu3u7try3lQY9wa0iI2cdaPK5SHefQGS+VWfR37uvPZVTkW/HsW4C6RwKLQgGxQ15vstr/2FeKrNy3OubqduDjx5EMPv+yUvUB/NT2DU6fJTblaLY4F0uyU2NYzC/LI1O1zekrGhPKj9eRDFMm4Prz1QZLlj4+b6xwJAY4YQvKzU+g5aM3fBiChS4UAEr/OJoFAvUp+Uk7y3syF7VTzyUrQ+9Q4sD2dss3ccrcuiQ/puc/x2SsQjC+TON1szoZXQFMqZI7DMyvWDQppqxigB9MeDXD3g9mNH3Qwep3VnuIj9T9qQ3S6j92z2OCSBcavALpXd6o016DuIL9stXytfHpI74Cn3ns6x4li+3q8NHdZuy2rAK8Ck/meLTipiykS9B5b1YJ0El463DM8S/ioLp++HRDZuKkUXxKfCCfsvlv0a1nj547soJ0B4N4uBxaXU9W9+AB/i5RLQ5qTSOfSfS7e+rNVa3rt1/5Q7fX1MtA/JbIA+ksNrWqY4FaxjG1ANEQtKRe0/fLbNG7curSpLSGVz6RdKE18RN/5viNicuYfWcGTDrBJZ5XHQuD/SF8rUuUv4McWOx7oJCK3EomGs0tBiHwIHNeIotElU5DiQ3K43S1/S9s+evGu5bgFAM0XGaS+x2MGdAttZ5Nf8WoZ5dUQy+u6uvyaoGw4Sf78MRlVVaWmBtlnAzUOGPfH1m378MVGPbD7eCwEAnuY140YcD/eL61fwswx6B+oOqzmBb6gYaWzw3R+DPUfPkY/5XaTHSxII4HPvX4wlDm9OJ4CJvmc9iifQ3dXdtqOqqQ0c90fzYCdQfleQ6UHmCUKMnjw2e1hoNG2Jn3mdpOucaItLHwPelwVSTNAmAeO9bSw57yIlNN61etvXRMldqpeACsxK5XVzDbm6eSnA4n/cEBtUJJeIxpLRJvgaDNUVd4AS0YAWJNtY9H9TpLzIdNz2AOpbRkoDoZXaExnS+j9d4R7g7/wYLWrwSlJxMiYk43jQZjJgNsHaATw+RZPZ5XCJND/6Ocncu6b+1brZ8G1fYPepPEaOIPLDHXClll4+2e4VZBp2BlYzSmlr/CCr52vqD080y5O5Pb3f6zOqvh1aeBKJNQIbpBjW2o5atbi3EPgysOAeYWMXPn5e6oALw6QMFSmPoPIftcSdnQ4IFEUNxdjq1nPjhqFnaeajYBP4aAveo8AEwq4RuoRmPgA9bGFPR++aODYv9mw/y+/ldgy8VNZGOWDBTWBRRecToCo0usodgj1AFGLHIvg4F4SqRjaknDCQ5KuGQf3V3FwdCChv2K/bCIyXK2Fm9EDzo5eTT9JfI5YNX2Y6BVv+4PpARcCpkCZlzh/++B/kd2b2jY74+AjDiSJRFNn/gPmPq2JRC49FZNn/td2Y0gDDbkx82e8Y/Bqg+m7H94bsiy3wt710MfqFO2PJhHUwSWnsDDPSTH3IK+3XBqtiiB0wx1+GD3MTQ0uLWsLX//cpFrag/nQ7oD6xnlxwG1y22cMDtyPS+/qqLkya6Xjp3wRuFnxg4xHHHz/TxGMmUrhqguqPE6fiTMY2H6ftQBG2DhMDtwWv4LssWcy+xR8EEUjoLx88sN9B+gUJAsVjx32VUXwpNvNRfIlby3EOrB6vTHWr3kKdL3QMJYKVnjdxziZNONzrNZZb5qOHYXi8vlytiGVG8gMT0ycaPH3N7PyvocCWBZ/2+SgyhZ+wKBRRySzApO4Yo8reoizF5IrgKoyc9wOywm7Trl1EDztcyZ9j1AR9gn0sv/Scjd5zNGbnK922X88O8PSGYF/0IJQyjXq0hfDVGqaXQ1Mx4vUYnv17iHKf6JraXuKRnQm69KbpRGiE055qmcXGs+7K+e8BOtv2uY3S5RSt3Y6SI6QyS0TLpzbj5usMBsjHc40JCEVpAeWW+mMYsR4nWCUTOsTjYsi+WBKVUooXhf10C6TZGDWK8KPHAeOyhImJ841ic/nYEnGBvcGn3GrI1598Syh0RxkFEjzPtbwdOF670mA3O7W7D4InQfJWBo0r1O55+fMf8G7fKtiH32GDVo9bEHdS6Ytu/TFrmGIcLWzTgQPdw3yAFtaO6mTjseJCBbsbWp4UpEwR2Csl4HaaW1U0V7PaSKNRvCqEfjwmgucc2lT273LsIY+21ztKaHcmbWwvke9FxxBeqlJUDxK7M/D4Is+Bh9qsCg0ouQNKXsDbel4amA0WgrNjbRg653Ikb07nyDDrt375IPFBAgRhpVwuP4wWWQNU9j5ws5Ol8DDFZwW6xRLAwLHyZZ8H/hjp9HW32VnQScpspcdZhFJ5wHrrYcR5HCJS89c/aiUPLB6UJIGfMiUUjVrsPUllG8oA1gjhjLfzpvOK3ilDE2gE4jivfV/YXFIZeOKfzoee4lx4FRqQUADLL6ZdzY8ZKeGn5mZWUbS9aHHQCe7/l/jlpVlGvL6gz1f7QHgxvYSjWGaKzDro9/XJ4SQCRCWm3kDbEcXRhUNszmVM+YstgWaVIOsznmPiZefom55hPAqwObwDFLQ3g01nCl43PYca3GLb/Kqzwn6kFK/6GdpDd8cD7v06EmxbW8oWY/grs8Aaj5bDKteN64A8ae137VgDi0OuVWRFUf2jU/hObm18GMtclyKyGebT8l5lbmSswAXd+sZe8fc1oYS4y/gZ8ZCoZkBYxuAncmB9PDp0NnCoK1EKbeZZ/iDt3WfhDyKHdDtcB5VY0U/5XA9zXfqJjWn0wq1XNT/mTh99DuELcIV6HB+zHvV79ngfN01/MDXji8T3J4qc7eFJRuXeVYw7q+V7QVQFolAMMkTSHea4NNlqxYj0Wpnw9ivo1TmfmhBtxwSiaHfm27q/0NIz/JNsQtVUJrl7BthsqfaoxJ9WLIMi/YUAmKutDqNLAmt3GKFaC6DKyj8s06C51ALFEld9aS2CV6/tInKDVOeCRQiQrK3BWDPVHYNj0ZjwmGu3MnV+qOSGd1d4+b/HtHFcKzCDOOdt/t1lhFVVKE0PIOjVfdGd05izuwBlHjHTRpf3T0Mt70vq3fUhYMPgWcXKxzWAI9T5/pWSgWZnEXQo8v/rp0moybW9aEErYVqT9FzgJXgNQIaRN6BshRnlULVsQ6FpkcSM6CB3ZvfI27FYYKqqjvzLt/bWLy10MYgaLPvLVUyNfW0Y4wLl31fTBpw7+efKJLDXX8IC0N+lNrp11ptmCNz/XUCZI0EODkEjeYMQ81mvLsKg13XuqXUfVvQBC7CriL9hh4dz88aC8K+mXuMxkmzJNEvK33EMuz/6Vufd/6yOev+ZsKZwo2BWMvzDRDgbh0YyaUs7UnZc5hGfqRuHDgL+y4QU/IYoTI+712i6cy+6RJdu5Edrl6h7kcb0SZxAh4MrZxC/nzKze+ZUaXWz3i7LZCfIvTnz4lm+StSGNfIFJHF5+TWMCUmB5Ra+fcTsD1SRW2LS+UBSdl+PBGjCzAL8rldwD3sOItSBj+aydj8iahMaPlyZSrF3M/pLAhCiJ5kEythbKrnqV1r2A4BsJBOtPxIVbjezFZMV5jPC/uVDy1g1MazaxGfJq7QQ2r0aMFUaOwAKpzcbZCxt1FbYi6FQXxcKs96eP0q7axSH2ucjp1ZVadDUdpu+rwejpUzU0S3EPw0Hhjb+CwjNo6sc33yUeku5AWY7GUa3Bh+B7dbbENdaA7wxKEve6zh29qRXJCJ9QkfJXMd+XkMGR63zZvylMaVxBn/VxjEG+NjHnQInSniwrtzHi9uEx+PfV8nunbT+jy5Ed2VbIIMiVrNDxqcc3Vo5ooVe+6qjz3H/1y6WD/i2O1LeSUVCXJHfjvTnw9wNvpT9F8aF/Pg6tGKiLimvJhz48TaRqYibB8RJf721DLBO4gu6eZ8VhfYzBj6B/FrV9Fh7TxV2X26kF4Yzunp/ipAYGmgGMwkx+5t5X/U2zNq9C1mf397AjvWBd42/Mjc5XuCsh2HIb7Jm2g/qlsj0NuwWZypchRe73ULWiED2wFpPex+JnfES5vY2/Dg1RV7YC+ZrdJJRqmypx94J2ZfqCsZbH1d1f0CPGYsg5lMGE65oLZURRQY5i7WCrujjsgAcbergeDl/jAl9jAaVa/Yb7Ij/+BrhjfisjOJFHCVqjIUk4d+W2tUZDt0wFQlz3Jrrceu5TpVQDRc1fjA0y2Mun3BnKUOWBFUjf6+dFYS9+z/2vGJc2/Ri7kML9hX6Im1wESEKxTcOEBn8YcWEuRWhqs03zKg2woKs7jUsg9oJ2A/FBablgS6A4HrbGCkv6NdLFdzr0EEWc1+wLXAoUhvyiihpf5A6PgHqoVLZnJQy4+omV2b4n3WiMahsCB2uZx+kMLB3ntLs+jtMJVfPRf41sYpvUUS+Gdh1+v1yH+9EfbPXM/kkmcUt6frwQ2WpVtcc0tf7VGUTXMQJ7oiQUfKLqJ0zxmWIdzfDpFsh0EYxPsG8Zr0e8zVGg8uVAolY0y5yO696sCdqca1qkAj6R4DZgSSeWd4finDh1GB/5B+Ec69N0BNYixaaRyMi8//guMxwDhhMFJO8Yx7Ui51KS1/rmcTGAAvuR4/2ibtwq6M0WIQdTWMk4YlkbKPMA5PiXsWf9iCz0jhbpzwRKWMwjOa/0e+UQhnhRBf9/W4jCmSrTQ8ccJzQJwVCIRPRN4ky/Nk7u9tXSPfVZ9rRytl0oFQ3t0vhjXCC+n4TchiPubxDBMk0R1pHsYcGj62eo+YAEbDkt2EDTUwnfUUb/jJiVMBl7Wj9gdSySy8wW2wdgh6kEK2tCwZTF7dfYDBoidWMZ3kvndfvnrNrXdT0sktjZ1Z3dyyTUFs7gVYRJ89nILYE/btoL3opjgLYg+4O+3l//nQ2L/wJbyLEMtqRZ019dHghSbv09aAJCldPrrWeQ/I50LEdtCDFfT2/r/DbIo4F0caMOoYPVWnbpSuIs/h1XXBXxCbV/FHiGh2V3f5+mV9vvuGgfIQ59zGzNV337B/pxPtm/GpfENSWIrkpmq8GJDE2cKu34XmVPYKGcTNouNMSlsdjhZUYfS/41tZn9szr372ErPePQQUEB7/KyQkYEgPMM/I3AEgmxsIc2QK0SncEGcF9xgzUDbgg5XomgUpJ1qxNRDhDRCMBD6zgl/4oU7JBm87xewfhrL//KUGD+ff7rl1wpnL06TJwpSqkNKlyEqP/246l1baedpdQO8ZIwlNWoa6R0awCGngw2vuBTEEjdqvcoX5untZiAwA3Uxrq6+xpfKMPLo1rDPvCLeLzgY0h/tcCJhYwswXVT+Wn0Lm+7e8dkBY8FaSn39nPHJmSnNT5BWMLjX7llZysJjbrmj4CW9IgA32+Yrwym7LbSr2ZxwFvt2/9WLHmfelES85hfGWn5AXy3QhsjjEND6FQ+ZL6ySQb4ziK2dncYZxcqKTFfQXz/AtrlqTz1ctuH653lBz+HHPYUeoWxxH14UFundWDS/TNQMbrAEGAlOVHCtDPW19xUt/V11yo2vEn9XC8nTt2FLhgHJIZApg3M2OY0ku/vX6oL5cp1oOz2SxkkBalk8foBxi23OfiRxlAUa2a3aQAZqit/4CJ0LBZBc/Lz57oy7iN+P571UV+mgVt+X1cFtn+MWzIBO1FXpSYaRvy5Ou8gHMM7D4kx1hgENU+ooi6ajmE/i/67KZG3kKNfjHNRk85vO5UUbtoW0QJNiKpp8mhcJ5BMGzWNGqtkdndua0m9xjSBpxn5OE2Uw6fzF0ux2UVimRwMuXSXFjVaWG1bdeFilu4Ig0XI6VPbFr+siv99pOqDHro4YNk3aWctf98lZhClpH8cCXgYT813mDyTm0jzenLdWNXL3pxoZnN/zUlwp3H+rZI3QKT2+/6bWoA4JbAJXHBhPL80qs0/1U8E1ZUJICu/Pgc97IPKELH1eq9Ndx2Cr+F7MPgRU6TWX6kMCrQ5MJhBkXuK7Bod/tKPAKfs0+FfSH49LMJwoowueAtjL8thv5j3ZeCkN01EJq/IZ7fXgnZtnkXkhHk2LjW+AhTn+D3TKtYqJ+fji6wrDJoMkgDlSqzk0uZ47oki2wHflEpwf7wxaKdR97jCpRCrv+4MKEfymxXnrL//mB66AFHl6gKWAOTLx8YF6NeSPkN7sxE/voPc5bhcX2Kvf2kvC1L93zGIg4HLJz6iOX/gM100ItxZMZtqS49bsdlgGc0ZEkcuSmP5swKWsIqgYUly65K9V5AuAZveABXl2kCNqQXBfkbye0XO9+RuqYAUMQjN0E1//w0o9sQc98KpcNGPHpeotfy36xgu+5gF/o4FzutTtHuT1Dl8Y/SHRxjBxQNqWW+8DxB4DTbmIAh2iBtcMKOmCw66CI2f7U8k9VfeHqH48XVum3UiRBGVMIcnbLHR2tmRTEh2qz7b8VUW3m9UxO+28y72/HsM8a9YF7lZ47Tpv+wxGSku3FQAzh+cZtwm9Al61fCQwKhp6bhGGAlaL33Sh1eEguWeUA6JnaHSo3vvExVIj/OV67x8d/kIxqdRL+FKuTsN/hLb9fcLsPg7CqzcgkyILLLYOh8nC+z4dbIEsbsXIpQgHnnOI5IAUth9awRiCWzPPndBAq9s1ABhpWS/ib98imKFcQKpc037hYZMCB5fxXS8qvBic28dcBJuAuAQ4CBkRFSztDol4Rrefsp4c0mh2/t10YS+IPTL9OsxS2QeJ4aAYIkdmWrsrtGf8Jnm+W+qnUha2OsjgIz0jaUibLxyafYQx0NU15F3v0b4UR8FjD0Uz1cf8HXnA98mQ/yxfeYDuhwe/qVMyCj986O8zvIX+8uMmmcKZ5V5XGB6VHas+/fpU9cAsVkWwbsJ1W/4ltvz1hgb+yvZKYyclgUMpsCQqL+x8CRp9hkkszY2JD7lW8HfRHgkFkQnn5Lc/a0nRR0/tMfLFDSks2N8w/orJfvpkyX51FRrKU3pN7zVHxtG+2fVSa71xqTaZq1h1eoun+Q3xAqj+CX+tQC1J7apBtOdqb4y2yhh90yo6/f3KxAULizw5E6nEl/5WfcuGF/5gZabHMMwTdT+iCs94uxzfWgn/jdlrDV9HwbtuoB9S10IFjqxEBstJib1LwMcmCMP/Zx5zTJwWEc9Jfxv7J8XIhLttDZDgJ04ooJ4hm3HCzg8SHfmGqN1lQXyWMGtTJo/VVy+7FtkgPRhhJO+HMt/MQieiEi7CeH+6J14jjlMGLFpOeOaHFOcYhNum7dNgPk0Y8Fc2dcSxHz4Vszi7Dj0GUSodXXavdUAhqr4k6XyFt37R583GhPu9LeZkaOBHh4MpEDfMwFq4szSPKWLx+iIcv/yC/9xggMd/RR7VSMU+4JpWDIDAjy7D5TY3s/s5Wnny3LC0CD1fdTR+MhQGvvopk3qcJeocRjwddHINKLtqevyEnQDob7u66vE+Q++z+pXB1LTwiHk83L7q0WP134CJk2FuMljSY3UVraMz06AuahS/5k55yLtY86XbaMTE5ShjMGpMRQOwkV9Re5FqycCnlKU7YGfJ/MO0bZsXVHVLUGgM/r1feKZavJtjqIqhVXe1At+SDzXX4n6MyAz73FZwKc4CZJFOljCe7W85qRK3eQ9h6gJ/Kt/WT5ReAeGuQW7L6WaMptEb9N08xjryfFmE0EANkRe+i6LQjDa9P1Neg+uo9knXav+NhZ23aNwWb87U7227Y4ZLi3udLZLxG7DsmkznNVr7do0Lphl6nqjpG3E3xce8+ZGx6vEUN9wVMGdI5UnepFpvb10fAUSaUm9/LnOC5azBrE4Wszs2FHqmJg0DzBxC/HRJrRJsKEiX4RP2mELvCQhk0kVxkp53fv075Hi4kze08FixKOavPwQHF3sVRvvd+qL6RzEfsDnKyIDJmt+lvYTQOIMC0CRTCpl1xUcGDOyhChEbLn6PkfPi3KyA3p04+l7IKzm+Ed3ki/jJJKtRg5wU5MioRNGGkFzBKzpMPrfoi5wGfkfOmgMJs9KqnmwABq0fQJ0FbDvb1QH89wM2/LEMcYaD/n0ARMjhp/GrXEjHJnzfa5SL/pZaGW0y70pTn+pxpnjSjEg369RX/UInRb8cPhHZHn4pUC9sfrthRX5YD5CNWWolDTGZ2pnOPOsLGkTjwPDdNmfUAJcdgbtBj3bTC6SjebVVfJwzjcLxTCErktWWTUKg319/atgmK/SjkXJjl0Q4TRZ5JTAVXTRdoLseyTFDQ2oXpk2xqECEk3NJfnNX98LzC6Ofi/bExyS/pv6b/V3r7igzEeMt+iq7fUU8Qd6fbpNbRlNaBwpukf1O4xpaqcuHwv7IU7FvygQ4gZx1XCirp/kyWPoZXOquv3RUg09U5AdfWGA346e12UZZOKdWQy1JipFvdR9mFd9qk1GuCbhi/6t4VOfJ47tQieHH/vTiehbLEkxTJ7S4yPdOYPTUw2LeXhoyZ0yX6TnSKPCVjHfmBnOLdqqq9XHQC+dWOi/9CHPjT99q/3YeBy1InoRZ6OEcI8LIT9PYN4yQkYt9YNB9CVBdTgfRHS/IhNl81q/VVbXcdxw9/bgpdNounsNBi1OOc+m/ervTQEQnMnxrz/9jrV2kzVFFTW0WNVNnGhnqZFmX7RoNe25tkyqSs7P0hg+Hu45cRUCk3/ag8TEFe4hO8igNO7u3tEg1mbcR5nj2zVeNgv8CueAApeBJZTtMnrsHh3B2I22mqyU6+Fy4lk9c+fBSjRNEzWfg+uu/XLu+eRTjVoEjWuwboy3OHvjl1coM1rQk5cfPki0PEJfp4row3EzUbg6vdkqLa20rhwTWI1tH/6vTMporp82CFNnBl5kri/Bjuw6sji5ofvtYSoXlqsv6VPqp/0lUuqGGoUwoC5YPEaxa0QqsCE51fb++LwvmBirAsVsk6x/sjUwgVh6AG1+YNJOhLGCPZt2OtX5Q5D0anGau2p9feYkO2ahxeBVYI4/LcU4nG3K0NSdgg6ZKh+0vl3OUvBNPC9OkNeRaQ6dAzGhy8nCql4tH/aPdCNRTCQNRDgfOm8rK/KXNixeYXq+btN0eYjh+ZSxKqjxoIshrOKvZUweWEtMiZoK6f7Fp9QE9/bFkxHX6ziKzkKrb3L7ZHHeayEcXxWcb6RCRtxRZLsNC82vF3MMTN+Jvv6pgYEH3SFwc+R5T/JUpDiT/f798uFXkf1gKv8iNetMQ8Tg6+p4w8KY+VzZb9Bcxb8wgyj+5SYdHmmOqHU8/zqIg6bJIBHNpWHTgG9kUCYn1ET0WySlUSj1W9sE4/OuUA0jRvphw4vPWmi3dJsqEqSL+YGnr75nFPs3bnuep9mIetqrLZDY5on04951HpLWvYw4MYeAGKtjshLa4A8o+1BlEQpxwE2IBKrWEApkhLdL8TwFchCC+eQQaX2I58+ZSwz+fxX8aJqZohLV1lpJ7UOonr3OErJ6yFjfywS9mm6tH91iQBrNAUV1vFeacvmE8vm3bWDmr4uor+iXO4ZEeDjQl5nImzRgSH8RWHRteO7l8x0lKOyzYlWXWI+RIAN/1bxhHeO9C8zBYPSiSNanJnEap3XBn1jorwVUhM4YEbDpnD7B0YF4GDvWYrK0aC3wSoM7ibC9rKzzUGPw3IjV8o/sLkPuCwV6x42tGFd3Pe2O4cT5y2B9KjD+FjYXa34YbettK3/AZ/rQFxa4cA70MjlhSidNEaDsrP9CKXqpCF2NjgKtMy8xBLKtwemG3s+XjABM5HJ4j2LqNfo5z/vLAvckct52PhRUVog7fmZlcHDIcY+ExQrRxSs7Is4oYCNmenl13UOniBptHXNYxsfE9amBSHhaz6c+zf5DyAPQoqJQNMC8DotHSgYGk1GRJfAt1Idg8wTb/YoAsvifUJQrGbI6EoPQ4aMB/8zBmfA75EJP5XxzkG0iecx34DsM2aOQT6yaf936HZBiuE5GH8miIpFDxD7aJFS/2NJuPjXXTOMj8EJaDSurLndtNbWeIzGoobQl9/eAyWCS4KnpntWwjUPzhtTiY74/isrRdg3oZmGMus06FmNpYzPNk3SjkZ9GqBDcB310ipOllQF1B/cX/iBZ6EAoc5Tfjpi5KXJ2kWn57qTJyGMXIRnKrPYr7KUMEHTp2dO0YowqjbR6YeFHXlnZeqW13HDom6TAtrRPP586xtfbm42ViasbfeBSb8aKjo5FXg9fdHU088mzJg8YugHj8ZFvAWyjAWUNr6tBJA/IComEcNqQ3p8Orlq+kqb1tTM6/3FSRe8oZO2xro8cX1CphHgvo0/pHClbwaGFp3VfFP0fmq5rZ1KkWT7NucebSzw03jZwhzeN9/D0h/pmf2m12pFmuxsqKzMiTeQ0JmOjYbsFmc9aELhg2v5w4i1FfF3LtQm/fv97lHg6tNJ+DDxE+FNmLhvAu/mFSjmoHxUiwUwLLfF78ZGPy7qekwczSPSJo8C4gsMyc403ApbIfB+jZA6S4Fc0h0aYvX4CLXojWC5SICeR1Fsfvacmwdvkb0RylHGNLKadwvzpBbhScgyVzvs47xt0GBiTZjlc5cLfIFXiDNCoJcHl8ktgsrwOJsp5CTE2cPs4IHepsenryed6ecED8fEOZBkvAlGQOSV6qYFW/mwqHtACufBEzytxffAec8fR4cW7g5GHH0QFSYYflVhtK13H+QJ2g/gjyjBC/Evuh94BadKlF2L9QJ9eYNSgalberRpV9tbK7qw8UpVirErIARhifK+kYJFujVL2fBZ4AYmLDf9LvmDJWX3DAInxBrqU6uLvUWuKch0/RgDzmpkkH1zEzVCltL7XRt0ODXVu6pmO7UZZWPzKUKODLZeTqUB88HPed20lGsYnJoaD/ZkhepnAgo5Q0cI+cmrvnZ4kS95cPBupRNfvare04h/AmFR8ntRWjQr5savJ/8VXRuryM8N6brfha6wcV/dNpVyKR6R85btivQAie+C/EuHocrYVtPwV0shj0Wv2f707YFqgc+ddbyTos8zIbr5QN7Dp+GuMt+0L+ehb7lQ8pQ0SrSm0+peAavN3DjI4FLzfe5CxFOaTKFhKSRvmIScJDAbkiWQH4VohUrlFPpDM2t+EadTwxGVN/MKyrT/G87XoDoPEgNF16yRHuvWA3p5oR3vytw0EGoVWfbQE35gfBaPYS9wHjUv3RPM9KzKKlVEbKenmrI/aGjPbbroPQZsJfFflLkuo9JSiwYN9kLcM1D4eNynuvY/48j1/5Qwbi4RCMKpM81i1DDhUwmabIfbxh6YvTxZ9iHXlvHjJAuT3wTmrOCPM3QHCn5bZ29Q3ht1HixgdaGCjPAMSU809eKhl82Bcnd1EGGLWhG2J8kP0s/EdEKiOB5iNDR6M4WJm87H+WiIbtI4S08IGzTYpMKEa7O0lPHgf7ACWX4RBiyft8Pe3SO7CNVGCEOrh+N1wyMMCo8COEZmQ71S5XUUxHyGjTh25gdWpmfy47ici1cEjZ/NGmFbJYs3Lf+ZTRk2fyy11E3R4ACen5YALAs3Ef3LunlpVYnuO6NSjYcCnLAISLPrNNolW2d8GHYajMRPlOhPJEXfMvJrnOQ8dEej5Iu6VZ8UqeBljNmtfn9z05v4q2NHaP3DtXk5GYjlfy4Q9wuACU1n51UZQMMcDisr8wG+MN3DnAyWX6AdeZb5hPhVUAdaTuEFWSDJIpwocwKd8xNXN67vtH6dpHx2+6+nX+vC4FNovBudfaVHwSYqQL5CNV4P8fsTDGL0+bIhjK4zo1hFdpV+QL9iN93xq38SXHVNiLxSbruN+wjJjHFELtxd/oOo9CvG1u9B8atneEvmFnVsgV1Q4IO3w9FAjsLmQofkHi2nWrXVH/AYy+5Prca+k3T9B+vqrV1yV3G7NM/Umgd8owA5nOIaWzWFMLZ3km2f7ckfHJbvUKN/A8TzGIPn8glH1Wo6EyK1nD9nPAG22rfsrYSXs/VVjl7+koGTYoiOBLSl3TQevsbmaUXDZpOMRwUi+YrY7buUB7kqOsPhbNpaFsv7DVNy58SejY5aU2m1vlS86139IrqyPisiu7Zr9Oq1pk6+PVb5IQUTo19drddrdGO1v0aEgd+t8GDLHQAw6un7sfVj8CIoxFes06UeCjPE3JShGiA7QJQjApAP6wOBFwVQYDj4hhFRqdrGnzTXKlzSIRmO4cZEZrKGVeT/eWz5VlfCc8A/9tQxcDriraIlSUEv7xX6fIy2mOjm/M8jceynBeQjoBMsiEa7W1kMWOB4DdqT8TBcVDuJlNa5ajFXVtbanK9/yRjbbeQkcPBwTg4GFDxQufD8lNfvdlaJZA6BHA/L4YRC4VXXmlodJcn3uE3epkrvQPPUoj9oiGFNW1Mv+U5vt9zBd5Q4S4mo06dpXCDoGCqO8FrpsFzMbh+jRmAO+ya5n/mOFTw9LoLZU3ng2jM7UaD+UWuwv2z8nBpekoRfsl4sgh/3efYlVBq82y8LPSrRu0SrPZluNjDxeKNirKq4KFCm5iun8S2pn0H0ZY8UT//A3xBHRSCd1RQ/HIfwIihB+X6LvyaCqhhZFreCM9OQKPiWBOMHSFYqAL1bdqCrTl8G4B1kFUq7cGLx8MA5pHVRdhw8uK9/svUeP8FdmcsUWXlWUnccMYdmqqw6piJupgFjDcLuLQy9TxNL53Ig/odDe0qFmYnWKUwezptmXcyuvlYg+HQ8t+17W/60NfMHMlwUkHRIdBvoQuZrh+IzxwwNjgVbjXqx9V3w11cr/grIy17dd+1MGXvgSiHqB5il3xjKRLcIFRimxOG6B9ozeAV7xSiX3yCRVKlo42m/ODFtUv8MBu92yTOIUVPLEiCoRkB6fY+76foNNUKsaXWjE2qHW7QxW3clOvO1Ok5Lo0wcXqrUfgcqb/8Sy6AIcT9H0hVQTdnPu6vS3qrSgmQWhjyYEQefyv/EL/8xfqB3PScp4T+gF010iSnp/iaSkFSE6j1DasR26MK27Wr/gAhJDxlTRcF7iy5GllX0MRBn7LrpAD0tFb5Jah7ZPjCuM/g4Rz/o5dUSL8mLEC/DHiw0Tctx5XmyX2U3RgjDiE7pi1wT7ZGn2TbVWy+1doqtTFDRqTFE+zA2/oUz0+W/BSs1a7ur+5jBSvi/0dUTn0aslcZ39OZNZxkcx4BFII6Rclo6/2AAplPT6sSKz1/BD/HangPJ1+NwLuyonSnA9SIc85WefyJgl6LFrhD4097XxbY5zrEhziIaUA37TQdOdZEr+X6FMz62p+CwZqJj9whLTrAnJKO0mGNkC/RBY8/OXmu059jM1DOwrCVdD7V/XZT9/cvelYQTYD3DwYB6jNCR/DqQfcN31XAu1mOwj2g9yrKRGT36wS0WXGWaBLsIH0iIrtif3ltgsKjnrWiK/tyKQ9QMiUcCKvZenALHdlGpeXOIE/Qus6N7Wuf2MJNqXNdXZv0KvcMunIhfnTzv9e/I/2kQIKLZY+QnpCPZ4whe8oP2sUwC7PN1m6JAR69yEffwN6oiQumUO7GSOCppbhpU8kAHolrD4/uFXOIFTTpL04uBt5of+VVnZbkoHj4fHevfKe5RnzHjCGOpDh6nBQOleNI9teTxbHSbH+rGEaEu4dAhyG5mo6vLkfrtzSx/nQ2nalyXWoq/yr5XaeKR/Fsh8wWLBPogwmvWpy93A6HPyq0FPjhgD1RWMqdUgtYVHgrermIzZ2b5ff+LZDyT1/M/nr+u1+9pnf4U5tr/+xZu9iy+xoXsC8rplvj4l7rR4iL8UmcPQnR4MSrh68WiW2RUbisDE9iJken8DZe58r8SQ62dCJv3aPcLKovTf5Cv7I88OmviYUUFDwld2MGrhHdKa7pOFH8sql4R3Ban/U5gHVxIcbNdFzGx0jGETcj6gPBxFtT1L9rwrnAxBhYWPc0w6II+1rrrvfodomryXwdvvaUHRap+bIzf8VTw1GSDOxRSXUxsKy0KZ+RnCZgAYXqjWZf+TgYckGz/bZYjhPMR3UPdW9tYkGVhxBT/emYxW7SUgqFrDVed31LHpHag8RlompblZS9qVFztKMCp6yi3rWkq6cVd42WUMGUjHOMLQ4Am4TLYduBngJRK8SsVTDCvFJ/j0ow7P2iy3WZzuW+dSPDUpDhoSPjPx8Ot6ipAPKFwJNiodb6QaC+Smre+Hc2EjbpmYH5EZcBMmIuEmPHofFdmULawQqiKqOVfzDB3VM2AC60cTeZIVhdx6/+wBCsd2y5Q+Zn4hck4/MaX+LVyd6g8XHaPxcIPsasC9hHl4nt9P8JlIHaFBRmVLVwkdqjy8ln2hSwIVmFw2nukYx3+3H9mCMmurbAo+mo1W9d/SeVuQaTdEIr51+H9Vjjk/vVINPS2i8v1+LwFMu5l+Q5PHOkZvfMXqZW7UONhAH0aMy1pjDjplRhrs5z57Ra0Ftd6pyniqfBj45W/xXSAQP8I/VIHFvMq31FEnjKohnJ+Mld6opNxT4HPo4HdAGmr3IRMKTN01TN24gMMqdfKkGEDuMr+7HiTH26n4uPFkFruLhhtc1ZaSzEtksIcoZZ3ZCPYzZnznDA2KZ4G2wLaS5NVpuctL59PdBm/siPzpwPngA+tzY65leWBIFVzbvP7Wn6qnm/c1piRstK8acqcd5gE/D7/Nsslo6vnghMEkw8UMT+srBbGsaNVe2muJlCoOEKiLSDVvCymtfX+LOwADsqopJf+09Urb3ffeX9Lh8yTgx5B728R/k+9lUWH38fSa+hlhOBYW0G6kiM4vcgNlkuzbya4VS0Zr7heQQnEZ/PkbnEOejqUPBkH+738iV1+yHsQuaZFzgazq+DcMpSGtQvXplRmcvUa6dBTeAAI4v5HR/sY02/dFx18lmdbrJsmM/30a678scakuInlhNU+N0arcubl+sf1ZuXWz/U7DruvlYU9DMLhbf8kSUeGEWgzrAvFl6pYel7Qn0AjiNQJXgKzTPgOWcyE05essuLCzKpNyPCaEdlLo6ja9soOfAba/i6Oq34QSDiOXuMVtWfmOzBKjgUZRwp6i5f3zM3XFV5Pu+BYMrGzgcxfa/nMNKag45mGP+8hvKr58I6Vmk8TLJPu5w8TCLApXugocBbHP4JBmmfIwqPOswYf+YFC+NKOu4T9imetPeQzKZoaQNQ6fk12RrPVAM1pCJgNkYDZlDOhNhvuxk7yat/fxEWebCox/VS7RHm832nCrqPQ8VubQ4BLTmbA2iAa3mv3BnMcSEtnob7P3zDjPFn56pSTknjS13RfFhOWgIzBWPpXq+zxmaR8abbUtgmd+VpLqWus8Js2c45rV+o28PC8kLLnM+L8unkf8wNenWCTL5yaDDpinmrYP7FvnF3aChnwPx7TV6sJT/3216l0SR8IHPUQMOv8CEkCvDxwzSv4s7FEPxRdv2hQH9d51alJP7S2cB1oqrRVb+SLDHcmPZViak29tjnhvVJOPd6WkCfBMBf6Fdpj+uxo7qgVDcJjccDmCPunR0p3nT7qrP5D5fTwMZjKqggsEKJ2KFghJpliaSpswsjxRQyHz0lBXBbmSzFSgG3Bs9YkPaNo9CWURsb+Hx8/pgpkpR+ZUks1lgIYDYuRFfxawi56AzZAVDKS+LXPQeywj8giGTfvbcLNWbXjoy0n1NdzVad1RewEh2Cy0PLnBj9+ki3jB8xrMnTfnab6ZM6WfxvM+VlBe3chKDMkJYmX8khD2AVIvY10UHqVVOV76Tc9SIzpOO/fTMb0CbdYQ+eW3qpkP60MWj5abZUSQ/XKtYU3/Wv+KLCVpeKnJnF/UeR4V+vt+Fqx0S8l2lp54M2n21bTsEP+tz/HhEFNCChiyDRbD/CA7iCxJ3FxKBBUyQpQ+1GxDFc+uBRER09d75otIuV1pJcT2J5qi3PQ48/WBy/EpiCidbYAcIcu3Nd3iJRfN4TMZPuUGarLnfjQbbyNdbcS59vtZOZR3hS+MYZ0i9yGkX8f4GDh9XE2zr6CwYrkQ1yzq5xs9v4dwvTC33GJa/gaiP9+UikIcJ+mbTBH+ipjUJQyiBpzzM/zIZYrBG6Vp/+qDNt3rWUpKimP66lPHmbYSnsSHlG2dTeASSR23pqr8C3RtYHXQEkztyYCuZtKB7Y68tCwpNWH9splDVCyXyQn2iSsGSHKoLPwSYdQLEJgwfBD9iNxTvj1DNBLIFHKHt12gDYRp/zrKjCYCqNzHOhoDveFiH++y5B0MpCW5WUVAMKUKG+O0/nJHzeeHlVbcgx6XOSF9XhSsM2M+oQQl1v0YOwY+269SUChe3Sk7XZK3JhJ8mSe5UJcxQrwELU5c9/Qb0KSY2K1yV68LUUzrea3w9KBhrGqLPs5FmaslG+yf5AcEcVPqCoK09SqsrrY2/+ioVgyF4jSgLJNUKt+psV7syzmosoMPMV0ojUUsMHKTL9jqy0pr7hk5/Mln8xfPursLw1dslrLfPw7YQXDIf9vd4JSmZdYOO5CnD6RWVeG6qsojfGogOnJWiiYoXKB2oTj+yvz6KkYFvGdCm7kUMPqwRJCSMu61/cVM5biHYndKuA5s+tsbqO7MDfcirFpw5ClxdZ7CS59adEEVyEaHgHrDj0scgamE44WiD7d2FYghGSh+tBF4l9zk/syVoB/c9YdPCOEm+d+crfdFlh6DOUUZQqDsGn47+ARbx8V9RxO3NLvaN5/IktzSOhn/1Jdgdb9ttL4kMFT/VkVj1fDpY/tuN+sHviyqX+MxlpQ8FB6BhT+x3TTx18cr7upmHbwCQIIPprIwEQWmLtTcvQeiG/7leKe+eUtJeoOnPckP77N/y03byCT1ukcpsAAbwACunkZWUXuWjVDslLkP/J0dtcfB38YsPiBQmsPtfY88rFrQK5lik3G58adkUMfeulD1X3iaCDP1BjBEkxOkhfbl7ff/LhJAOvNqewK2KnMWfyO3e19o3jcFlhXIRINBK6bRa1U6VBTvMqROY3DYkuEK9N5by1l+5f7rhMu2n0UBzwwCWRy2qQKYNBQ14+MqqevoO8iD2YEa/1oAlPRETdg3KgIUesC8gVz9CRe6rRTyTiTqJQfZOfJUAsgO/LEFB/xNh8RAWxROGjQtMM2nUWzImUEa7G/Bmzgk58y7TCDTwRwcWpCbML35DudQFrCQMD0IRWjopc8/zUQjlP5xoZHaw/VpZ/6cnZFIZs1nvB+xg76O4i8x8u8UQP7j91OkGeC5bE6iUp1wzomESJJ9z+SFT9gn5v6C5fH6Hge/2nqDg2Rm7CyUYXsQtYGm9TyTXvABPEZMaEyiVLvmHd4KOf6OaKMTgZhLwbjenhCVJIj8kDe2NBiuuQtDmBznJ0ojvMxTpmR+9J62CwGfoIh8S2zMRFMqvwnLesikRsYTMRdvKHykR+fq+JXfZMCU3eIX3nfDrj8qjqJatZKde6LC3b9YE64w5WKID5BgFKHgTyQK4F0SLw3pbw1iZEZdHQku7jGYeL3nAm6BLhpeqiaUAx2l60Kbxv9tvZOXW3AELnATUBGTrn4bs3X7BfYH/1T0766ylH+5fMbb5GH1I/h4J/l2HkoSeFjAn9kH67uZUyMYc8M/fK8U/N+C9tcrcJingkroAM71dDmDzQ/5FsePaUgZ2qju+oZlwWeUrZCutVhWXWePWuqtP799IN5nfCTrGFsgrsUOd01g05yKrrvO6i5z6Gb/zimp0O7GUuO7p/E+emM52QXHSfrXkfKxmIZ7PF5SpMJ/Wlr8J+88+dsnV3cVG3TeFj+98RD0+rIkmj3av0TbJ93kBEBxmkpgIAA+AC5baxBnotHZ7cVtN1i7cNJYIzy1WFPYlKiA6VnDq8sFZg85BUe3lkK1SNtZN4ZR/QK9ENwDSoarOYZEtsqlkBO7GQyyVhxUQ4CLL/W1jZXaj/uaJ51XOWHIbiJ8PW2VJZqtYG6qYRxUjfANUSXe0/LGv39Krr4IwA+MafqLc1VsoBH0xMlW6Ro33aPmcDY1Am/Ih86ZsfKoNHJECUsmcaJtofQGCUJEwcwSLTJK4n9Amnl5iFNzM90s7elEXnR15RD8bUyBnrTdqTLCQVAeuRRo+1BisnAaF6A58bqdp2c92yN4VzDlYxbD55M0ct9SVzmp96pWPnF39filHNi5I+yrb/PrbVmVk1Qz9bnf11fjIAJMWCjEWqKJGLSVzvwRz/kDWCHfOFIjcc0aAu0P1kz/3mwugKM0rsUu8x6CA9GfCtH9m6NJP86RbIBJINMoPSGRh86qNCT9DM+Cr20gW/c5FswZlsZ4DcnP4Mw/bVkI/5oSx96Sr2ZGHgR0Quzewf8iX4qh60IXtNS6HqbV2iTXp3LrqTFAZQKqjw8uosSfMBzTKBF3g0TIEZyruK645+NmK3v0b1bm5RdjTsTlMniPeUOA9w8OUhSUuTynl4Gn98uchFWdoSrfmMEWxdoNg2LAIl4v5Zx5f9dmX8i1EeWC2+iIMVRnFiY3R8VfTv84MFWm1/Q9daiw7NedV7OmY5ZVJjQZj/qfE/Uht/zBEKxw548lz0rsw7KK+Syu4DqbEanYCg0nX8vV0gb1Z3rrjpX2yKONECyGvvWaXTZMZzpfmJ+5bmKNfj29zGpBySzoD8bpKgwhmE5tbdKmqqjZlj8cd34xNogMpwnC3P7G1ro0P8dytQ6GP7qlOYGuMTSU5NGTMo4UYR24yw6v/OZ+6BPcrCzXnKo+dfc/eZsQTGAEGhv8HrWtIVm35cAtUdWYDjmew2diTSpGzFCeB3OR/TojsQwSMe6pruE4rzOk6J1FSXZ12D1UVvqfT4jMGJPl8uFIhpQi5TO7ZkEisPIVuIU5ThVS1rj8E7bm/UW7q1/cl/7XF+5aiWZq+xz1pnw/2/m3DWFm6FI6ArEzS85ys34CU/iA6+K/PN/JQDY/T4WZRCLDQi20v0Tl2JkNXc72ES489Vm+ak8GbrVgFfimEXJOxE7+U1UvN4gCDpgj+bq6Valdc9DogJBYl8fwh6PuRkb1oa1/BKH4Ggia4PlIy0UzHek7f5WcFi69l1kP5VJ+04soTPLkdxpBRye/Vto4P8nEi7bT2Za8/JN+FyfQbl7LDrq5NR6qu5fwcpEyZfArfahVb+5eeeZvxxhIV63u0nI5j6e6zymzNseOIDjSC4RYkMcwzW/+221raeCsbD/weTVJLT2QyN+zzGu1KtaKu92MO0VgHJ63AfQ3nxQJAgjBDRzrQoQQM2xKQr9aHcTkF+0SeDbBZAGHYxd1LU1jIkeDBU2bfkiPl89jK7fbIC4bktV3X3a+I/dQhXg+ugmEs++oSjo/m63xKnkyRMDTCrjh9tMOom+Rbrbm4lM5IUpS/ODZbbyEm5mHod2vS2zzLao/eSpfLgJUekVAMDJOrPHWpYqxGWlF8/lkvQNvNM9EvIlMwUcsoXETl8bufV6iD0b1AE4Ba6wSg3rePnqmjkjlBTW0w3w5l9RBG2JB4HNRUczZ6ouH9eDNUF7jV9gG99qfTlG81gITRzCeZAsox0lJB1OJnVeSV5kuWeHdOicSu1wEp70cV/1P2V2Xc04J010Y2vZv24QaZdrsDgJnOZHbaxBfFDHcG8dDoZ/7x4zM75sjE2WyvVWtDT2rtsuHfoOykEGbbNA/I+haoFSSGfTso5r2XQ/ktVUqNJ5i2bV2XGcLkgDshHRNbH9qU18a+UW0rSNDka5bDAb/JTnaaw8BWx0SI/JwrcaKrZxzkLmTtR1q+fuljdIDaiHiQMNm5/x7oh4gKIuaztZNuSsf4M0e2ojfYPwfpJKtyCxDz12nAU7cll1xzjOHCUcwnsU8lixUBMsVL0hZ0oeJTbpr+vVTIMl7bqFYsBBRVAn+D2dp5KZeKoRi1WYMD2SWjN5eS9FxzlMYw4XX5IG0O/jJE2MFv+9XAEej77+FOjhoipwmcr0LPC03pFMrJflmPLsQ/LiDA2FF8djGbus+98UWQi9UJhtuARWJeVC+2qx8k2lJfjXSDmdfePMmdQjZ+ags1qbmrnJrRspUMVApH3iOWhJJ64B9WxzrCTo0vlyMK6iUMEJxSH/HivcXBHCR8eKV+Tdl1Ly5SUYPmghbLFHLACYSuWXZo+pzMPOxXlYCmubZYxEoqx1pbP9tM9cEuiXEqwtwe+qTFrWqWul5S5Y9PWEcGkwFjZ46y0zQR9F9fC8ZC6VtJ26xPd4IeC/rP+aXRQGlg4MzL7MOH7MFGm/QajoXrfXrbIcabfKO9NK3IYNMvzDCdGPSGfp4B5PKf2lC5DA3u/EoWSDNa60xUYvBqsK/0tL0YNL7imQHzmVuID4mE2ZJflKzr7oA/GwsSTkYrKTcZK96lO8LC4ulK8ut504DQYsS++QyNHfeR+Fn2ZFWV7Km5wc7bDVsHGRLeR/fkADSkRXOyy1B4QW+e2wWeBDN2kKW83v74t0juP90cvlQjbG+xze1Y69fqOAw/D7NuDrtVzP+ZmDPFErhG8VIdFUMHi1yjK/8SKpnB3fdCP2kN1Ua34M9Na6o/7ITAG8Q4mYT1VG2O8RjbcmIOWP5v45ap2KspDwQ/tvBcCh+05wrzwtT/N7hyqe7mchBsYZncDC3fpqt0u01HFSPAuwghF7O+npvm0lIcDfk2jaIEb5eP1JQvk5mKXWLv5CkrrQqx49QKBTGB3/bDcV0Wk9r8R45QhEaqcSvEY+thxYt931CiheIRfEktu7Y9dtPSjxlVuQAPtd7yfGR044KjOiDe9f3Pl8E1gWODxuS2Cg5zwbLV5nHPP56+WvzrtqXz59+fjyiHArc5O/7syAh4/cAWZsl7VKZvQS5Q64UrcZst6GOyr0rgd0ZyxPtfipSDcrZI7lBZpzOdepGt5m5T1qHe7lj4yvadtM9QeMG0LkQi0CmcqOKCLMUWzGzKO98EZnmDhufTjmoHIkunTXyuTObaPPQ77Ix5Um1dK6e4Ph9CQa3k/8cFXOdiPENupRl3aDl0H5MQxgAjbCQkGvXpoS2PLlelEj1Lhv94ImCxI39vMAd643fQfgmWhjjoiCaL8/sXyI7yFD+hd57uzvxa7zJVMoPpCbBqtQ+TlqbUT9NdK+bZz1UxaaN0phdEBSBE+o0eH0pTbmStudmhkktCOpl9zsWwzulZj1UyQQ/TzO5QwwPdGVYDiC3WHlPICxrdkNJ48BlmKaPc4mwNsbiZqmxGqxyAkezOmBmIqaXb1NguXvHbu/Moo1icCUbIbEvLxibE5gbG+WuKmcaLx7MjVm6/lMIxGCWSbeaabDBripWoG37X0DwYgOgdbHOzuWTik55+x2/GfoMKczvJJ1dydKtn+e4Y3mWMb2gp0mVTbQQH+DP5EUL6IyjVnFH5ReZVK1Qy17A8KXYkysx2t48YnZy0/TamXvg684OSI0le/01TTas83pG8cyLt1RWKpF0WM5p+b3AxTw7aVYIpXxRLviGGY+rs85r7Ec5Sq3eN/+C6jgf9dxIRbuc579aEFEQW9ZaoKbQFke8fWmHfxofN5T139M2oNsmr5I2kxs6P+Ykfv3YEn1yvQvK9Vq8rdgvE/v0H1TMhxrpFAvmPdfvMoHFinkiYthAtG+g0zKfYo7XjL32t2apSAQ8F/jhDcKwjQWy1I4XzNCGiGY2BHP2YguGa8C064sCgkyTBHG9hPZT/dWkD8kR+l2CWIH+DTtlZ/EjQ+0nJSCF5IDqdaYFLhlnrdv+9E2Tly8tqLqJMd5U18ujf1U02ELzjKIvzGRes+8YXTKjFgfqRB8EvwDzfKM9FRB+9tQg+FBJSV9HdPw5j8LrnzKX4pRFU0SiOcvWElPVCAu9mIGFXZ6ch/dR1ZOELmxYDN+LIQp1sqsRd93VEc+G//arxICLwgahEZjPGJWA9oo3z/V9rpoKMZC27/N7VGGInn17XSm3IvbsHfooaoJnQWR8r0Ug8A5Q+836LONt5B7yM5dY5T1vFEzVFky7kw2+ugdMgBE18dOlu2kpWmgf8qGxUy1WDj57Uo0j17HEoMGfGgPQVYpOTZzu5a/G1Y1OnOCN0GE+I8egSKtGu0SoJlXmLL/smUkYJ0CC0cD/soy8szRmRCmXETGxlE2I7xYTpE0XxsmgPyH/Q5ki3bjWjQuLwAVyY5N74CkNzIKvRpL0bzvLWhLGj4hf7igJiw/z9vlXQhsWGLM6qtDllTxxnpc/ruyscMw0J2EgGx/WcnNafEOUUGMtx/SRPs1nkJKv87tjbh8K8ftD7twLgNoS3QFpgInOzafOiPbA9QVacom2oYIWBfQRM6fhHK+yupbc6n99gG+YKwgw4SgmHQ6/UMu/ofirieyAaa+10b0hC9Xn0zP0JYKcjdbCnOB8iXj7RCyKZwmPfs+27rqWlkhsRK7EdbTgmd3ojSiC0nYQaXDJVXWtm0NQLSgDJTT437pDvEj1FMxdETDoIBYt68eFOkMPz4ZGNAy6pUVdujpZqlLnwsoBP9KR2r/mdz1sYLsggYCxpVc0RJuBQyuv55M5MUzqJ63pdVqo2PMRwij/y9rtG+Nfe+0z313sQBUq/v11lAnpSXeDbq+snIPfVXfr4Em9JlAVOVJVZmkWbAa/6Ctc0imwcpRZsl3lbpu69B4mzA+Gb7GU+TqjiuXBj/CvEysksiL5CslvrcH5D1VlnnjOOCDSl2olrtwY66WzUDKHLfW1TarxudXMd0vQ6jiJvn9iX7ghlP9lPIEztEnSoFCO2At4r7fjW2/O2KyVUHNB4n+ByX6/RCNXj5Vu6B9pkxk/zHNTTPzNtxuVyMy6ol84Vdx68/Avg6msymyr5yVU/MzKf+mEZ1pe/+S/70DeyfxQJomGpe5lMO7nW1oTVAZDpZEt9Lc3yUx+aVeJFGS3u2B/E6vBqcS65nCNq6bLap3deq7LfJZLrLp+8i39AFvNrv7MGCIp2d70l8+BS/IFw7or0rwQNi/qfmTY5wozjm9JcEI2fcTzlI1kO8tt4yeew1Tdlozme3xSYMeZicZ7YglU4MH6wxzF4+iRv2x31KAT2FJBuqh1e8JwQHlIxU+R103juFtY1OlLZ96LLf6JZR3ahmpnJtHLhP+eqwrhNoLQdON+94zyP8JoR8KfUhYO/K/EtTtq/T6B0/87JPO8vXAkrfxuRw36EH4pb0R06W6Z5QXzSML57EM2ohNnXO40ersoUkKKgttnpYPGZOr6jZTHHMWqnRUnqBxYRWPvARO4OR1/uQskLzCsGD7R9sFQthbvPjFgKWblOnJ/Hwq3PJr0iJRbIPtjUJB1i/UB9PBEo758Xvha8kwlBTwvC8yniZUoOvepnzamQHNWdOxbrBId09QYTRdHlK86m0IPzXK4/jLh79oEU/U4Lk5sY8dLd1SJymX53Phy0VAuN2RBF5AsMMIPjkTvlQqqIwOUepCj1eBHwsTAqkC9IT0Uuf2nRujuWKA4YgJB6Kepgv4WaCqr8uRkaZybVaJSAFDQGymEEa8xS/GLjYc/37iCl96xqWSEGQoMT5Ivpbkj44W91V2t6hr1+FXQRhv1dfuhWUEu3bB+7Lz3xoZ6QJXt+FEggvcPjvQ+zUCZWuffp1CvWAnm10LATZXmwdaT3+nPDcBI9oMmWGR7pszoZYhETdxh8R1nCOiVzPcQDc9dcxe5VrGr2Z8Mljz6CQJ/q6uVWiYwjQNmIjabB9cT1N5n/hte3CE3REGP8y4t9nSaBQ93LruCK9ih7qIcMaWt7aOpfs8O+tXq46oaItczKp9KxLcV565dOCg6px92ud6s83U/GXo7BBOGYSGMnnSxpfTnKtSBvjfBkD1ayYGfCm7hnEuDD/ON1LXyUIQjjWAjTAt0CM2XuiFgRTkLUsm/xAfFRfJhWKkxhLj/Vh9zi56ZqXGWwvdnGQ2t6bgEslFvg77luZYPML3FzvGpJhGi7ydTztZAYS+NuiF+isJn+svw8zalyR7Rg50sSC/ZiSu/gRbJhBijdP5LnMcnmv86NYLrCFyG8sqTKCL+OxFzMx1+95NsjgAVDdHpIH7xzeUhYq7+pruvSEuCtJY8Zs+xAa6cXcdXUKjcwsLO63t+w+BuTrapE6WI5BnUutwXxjjcRNzrS80Ldw2+9kT777nMtdM/45QdEv1bBrWH6wcpYziMA7Fif36dh67BlXtRUeaFT6auylPBs1Pbj2N8hQzR+OqnGTslyIdlhuW6RJGCBH1/n+r1W5aQo8kJYwSoZ4qt9hg3Yf0tQnr/Ufkri8/8p3J6o/6pNv/f31w+gCFZfpZ3QsLUn6LXifnGUFNHjQmxVR3nVZNrkC3CdDogp8KPOFK2UA70aAXRt8F02blUJNiYCCqCBapsb4DkzQDUZkqI/ZahXY1Mqg8hP693dNtNTJ3bGztAmUctmoAfyZ2kITPwgbE8OsrjpvG3bVEzwn7c3gjiqPiqD9lk1KIAXeqtET+SATNsuumPUZBkcDzrbrIshFSKQ+0u05UyIlr+No9rQq2suHu5+DnqiBdtw2xgmUPWl0IzoOwPJBhzRo9zBq7O+esNqIiyqeuvt23bt+F3+1gjW0igzvtWdaZcC6AG24YTzCS/n2p1EFYgMajWszjLOMhlFJlFNthYWB7ILod3cj4qZd+22wTR4jjRl4LMVv59GP1e7pyX4Hqvwbvt/thuw7icUxqx4/pT921mh5y9z+ELzKrKTTGQkAgSEdGIJGQ924XnAxgCEb94IZ5i/I1rdrFkDhG8Aam8QE1b4c+BqPP9f/FerdgtHBVKGo43VN8x3XC18dcIpLVXgvmc77aOCBU1bilYNgb3jeEemS84vv9tRzPzQboFvVfYkMdXD4axAf1TmztesP/z5kad4r5WOJaYBUewRxFLYd5/ipWYP3dzxks2WE/P7W6v+nXZhP1BXsDwLpnrRl4LCBKI+ftmXF6C/o9usmzAGHe4RG2sG6GFE8B03vAB3rnDqNuHxaD4Qb/Fj3l8WGSJkuHo4JekYkXDnxe0aVTbufrTsUVdjy2OFjq+uXTOX0NOgIXxoqpwcQewE4BBw+YSzUtFXuaJjvTc0epNVaphvsFKAmXOzUntl5uoow8oI+eYP+3nOSOVmvjSV6ILKqji90mPwpkcYyjDz30sgqm+COlv4Y8Ck3h+P5otcVIyVifhgZwWGwXqpu7l3QI25GX1zpxp5PWeG9ObsM8sKfFjrSAkB0hr0sWP0jGT7pcl7Y5j5AEi5c1/u6lYLnzMrB9DUVl5JBB8+r3If9pjLJbvUFEYJjyDNHAJ2kC0RWew6w1Fo6P9bQ0w0p0lZNnequJgpFxPzoMll26rNf0ZOJ0eTNSyX0ZHvDGKE6bV+UrW8tcYo6ZpXzrc9f1AmSl3dnbTTyPsY/knHLyfd6EIYl3PTZAJaiN4M3HNk3VoiyP2ohdjLl3KIJmICk7b3RPGjbj+kt1a2cGyHjZLZe6ZYH/f/OdRNbqcre/SFdZPoRR9IRREG2W9b0+F+w5VD28Zarn9XB6svZSbHwTBsg9i3KJgUfzyr5gTmv3p0jAWFaX0Ha9e/dYeuX5fXhEdP2vG0AgUnJ4C9H+5Pg0LOlXweVQwc2QkQfhcpIJkz1+3893vfUW6fjG2n799S4Am5MU5grDhppV+YHrD4rxgpIFAv0fTgblbdqNBfPwwoQFyfmK5Ctd77xxrVBJs9pbdtrsErX/IRxFX4mIt3zn5dY1e3gWgTWdwrx2Ni3pzHDF94AdJalr7CJ8KRMa+f18FtSuCizE0NeY/XujEvGzfj5tfmhZ0WPOpT8HAk/MlJs/EUFZ6PJYJDYf3eJTPfq4yXFw4lI6HjuEL/ZIt3FA8W8UThRnJhcl6696j+aMmYHh/8wU7GW/Qsvka9/J3NmnCBpgafaRpEjcvhPzckHWc9lnUK1NwrCAYa+yyLoYUE0Ef+nYqQuh9lu4Npd72QFweXmY6URGbc+wv39HIrGUEF4jSzAvIhYWI8o9B4lB+ItU7tTHWYBBsLqydPdPQQN250iE9YKexoBQ2alFob0vqRS7SNc9jrwGQAU4rdXjWDlH1XtSjbYgKtomLN9prJmxBpvqXVCDlh4Qn8QNWXjW5Y3PKAG8SywAHAncvoFUx0obu3r/3TSg93T1afMaRPA5h4gh1bExT9bjD97UeIUdYNWnrQ/UE9kVYoC3n+2KxSuOL7oMYmQr7piLXsSWi+IuAjqTwoFTlca3x1qpaeDrH8//y0RoWiKTOzrPcmOOCGfo3evqQOS3fyD3QZ83GIzc237VF/b5ehR1XeRaK57KftReT/UkRJ387CD/POhLefrhzoKvBbDcyLWGCipiS829ZsZgvRGXLqOhwas0GCK/H5OIgWsSGRCiiu3wsMDR6aLgV9pVM2kpInoWHYhayKLsLn+WoS1v1O+z3NGl880QSVfjX6YIgDyN2qreX+NTr/SKVL5S3Y3bw07/vpV5mwhveoZvhi43yiHrYGt4Viwe6QW73t6XSgJ29E4GjsSqmtv7UMJnozmaPFM3tXou15c5eTccXMXVUttRaYHvi/cRdzDCfEYesyZv2a6JblDs/J+XXSihwKSnebyRsfc2Wi08f3ZZFY4gcD5tcoCDLwESz5kdDrkBjtOzMav96909GR6eQu86loBo/ILLMvby9x0tzHVVOpeSAnF0VcTYm6QhiSYt/8RtKtfH+VUniJyocsiwbQpalbOiPpx8jgNws6hIRcLVRjfc+pKo342KhgnHDVwpxxD68aqTyZbOqEh1oEjAU0GSTgAbvz3+adMTPGxoez1cOKlDgmwYAtvC1QVjCzpIQfWMar0aFWEfBSfBtk5qDgEbQOMxKE5Y7uUaOz3O4u5loJ01kyvLRTBdP4y96+fy2Oq59aTNPQ9YvicAKu+ccnFdeFI816msERSuWe0kOGQo1Bh+8vkkWgSwOlhRRlNm+udUWqhmDQX1kYx4Le2+6pEk4RST5tUoZg1o+91IjVlpMvpvsixCEahw6rzEb1BXcee6rpe0ClW579vSBeECjhMuE3ir3RUW+uKSuelp++S6el2rletMEod4OL/CzgQJZMfATepPSXysTXH/3+7tsUEOLkaWk+rdEOAWQBZP65Qe9j94cnMn1VbQAp3mlg30LzIV92Rd8ZS+7I+zSZl7X+WAWy3YNXGsTv+FYMgCf7nwW3P12tf8FcxcQiBjtt3F/u7JBuoD6uG7ld9qPJ9ReAFXces8jFJ3+QLFm5MxQZO0L9wS2YKrUzdqVhHgZdbOkXxNi9ogbq7ifY5kOSQTKlWgsCd0NtfFx/CsPehrq6GcTjvRBZYza3axL/SLEBBL60qSmUZxGPuzwwmbtwl1C+o0DrEQ9aX+aYIsN1vr9Myh2GmIc9OBiMo+EG8hp5g79o4c5jCjaGLqPv5VR9+HMh7Dub9xXwIFmdccd6D0YbUz5btPROIUTYUyBkjO3IViyOYScUFZfw26rqLeJoDKU/OU70EdoAWR6NjkRiV5GYRgPJ2JoyjBSOCo8pgko+ga7oM6SMPUrQ/MNs5QE6DVbil/p/mQfNENR7pThltRi5Cr+9WLGq9Ta60NmhyropS1XdshM4/m90tei7AEHTXqijX+1r+tBwp+Q8/NyCucktBz1Awyzn76LUm0uaVwCnCwGEz3rMb7vjB4RijT9T3+Z3xorxLPhd2HuoBcozrZFYjB39ExgNsCnwwNE477WxjhHUqAbTelTqR6bc7XOgu6hYquTLBQRIkeeHNb5kfoRkGb6gfGSBh0AijKmnhKU7d+32MdnakwqIhW0xIv4gT7OrEk5OakFb8olDuKzReljHDR/Of5WxwKLYVYjK6zqfv9X4EY09/cVS1gQ0/urKxnEnPUiL8ob40HxaIj/czUA4PoHX5MkRfhPP1GFOTV5ZzlSxnNEqgVPKv7Ckkoppxp2vjr6axVYziC0InuUKOGHuejQN2xAlw0uoNUyPNthIyuYTGWbRYOhBB9FAdWTA+y8XiFSdtAEWTdVkLcVcX2Rl3feNmQRQhkDfqul7WArSGlNelIV5A82jFl71u7uf/pe8u7CIsYlbCvLiek2mY9x2koxgQYc5sP0xvlFf1++93eYnI3l3zyTuKP5p+aD1+5LkPjTSoYZEan/dLhyfzggzhTPQcCoDatOnWQOyUd51vr+uqr7I7qmRXXClNivWrCp/nnp2VrWmUOKnSOmUIPrn0a/NdbKpOfskWkRP+HLpeRxZ77CGR6QkfiwvnyKpdk7vKj3X2WU8i1mi6rqZWQGv1hF2Sn6bou06Bf3YEHmUgZwbeuB0QFfBxdCImC4Pvj0YykG93q+ITMhkmv3vbL+PLJr7PN3d9QXPVeXUkjMKF2+ss0qHK9Om3JSbdrBZPUh9W37aEsDumZm0JRRn1rkHEIOkbnMQHpKFAdI6pGPPWhjmmhqemEn+4bOZ5uf1coekH77o2Ahs5dJ/1lQ8Cd0eO9m7Y5q5yzDz04NB0Q9vTH/WtDZeSkLJPKSeDVLdsByUtsZv/cLNLJK8CuOgqFrVL5evOiJfys/Y5RJb9Rc5YBN0Ue+su/huGijy6EbEnUJEKBrk7IN8tJj1w8C02d8l3HOC01C9+WEg4kL5FTEDTfeu5LGO7zD0lKyPT/RDYDi2fNzxBLA4Js99cF5jSZUSnakoFQysun37UMBTG8SlIlGLyyYXx/lJ4T+PYtFlE/aQsumN93APYEKyY4dqIBN7NcJfF+M+jcau7II5X8sLlQB6T9h+bYOpPQdW1jen1r2RbCalFjMSdAaUbPOU1XXA7vcHbdCVLx5p+gOKcme2Wq1rfARlV3md0Nst43oqkZpVamWqAjwomWbI7ZLHV+5ENAdTQTv9z2F9RRmXWrNmBOTxi7Gl+FReGxURtL6iy5jg1vm5kgINb7sMhx0ndcwwvs9CIbJMfLZ8pQzIqQRxuHlB9OPi8QMRfjHwFmXYAMHytXjkTZpB7w0x2aQP5HtIal554kI5oiDVDExYuRjIeo7w7EyM3RAAsd9TI/zoBN/1C++q3hZSwL/ZdUa3FfZU1hwae2mTAecVIuU4Qzgyd8LZ+vGJ9clvrN/FTmTvzhR3jdK/j9L17XjOBIDf0k5PCrnbCW/KWcrx68/9ezhsDhgsTOyW2SximSTrBSg2wHZp+xiBHfjswx/b9kVvYuCBpQ9I+D1KxM6h6I91opoSpvpi6r3N4cpssp7BCH/cXMwU/BSvAw6qPDeP6baXgaN2R0t0akRkUhBm8YHeWjP/AnLTYQCHQCHEK2aFByNhvOwMjAIBtVT0DkCfHhOMML80MSx/SlAUa8/WFnsP/O3Vx1FyYdbooWxUWP3SaZl+8nPRQGE/3TL0ojbL8O4fRKe7LTM+/k8zyPNyj6qaqFUs95dPGhFuQMreAU5oT4imOEGLKKQUANEB74v/yZ3L0vuPhjlqkp1czWjuWZZA+qP9jvDjs/XIpYdcQM+YZhMN2wel3/fRP3R6VoKYcpNIOOl/j4wLM2dyOendyO4vVxYaHMvo3twX3RF85elr4pUmzRmXGPWPCE60HIgye1XXLSnL08jWZ8yKcHNjn0ULSiJWE/xftIu8Y7zqRVQ24i2Twdx8u5DokN5TJkUyLcvFVazhJfy66IZBFsZ+fJSY76W33DUPGv6VcfAvXf3RPkrizoqTFTNSaHxHJMWdXZz1et8OtB8SqyjS2GVbS+IGISascsoxauTLmF01AhMpmZSn+NkFXhZl+xfM3YYo7zqDjv4DHRiZ270JXrPOi6CHPfsb4c1Tu1BVLlI8qV9zDPvRTg97sUxnoEUuONx7dxQkidFhi55bNRQ804RHOAeDXScglcG7ttgLINIQ13ZfaWos+823l8F/P7d1JSyvdy0ItmcRtyCgQCTQ//qqLujxo/b0o0w586L7cS0Mi5Kn14obgkQYxlAZ1aItLvt86D5mNZvGdIIY45BpsgSQlPnOWs7nUubbEmosDnn6n4nyFkimCzXiFnFuTD7pJ0qf7RCuQ8/BdwWuS2Ds8BlDTZxRPq2La4bkXhD9O2SfWT6+z4Dml6w9ACmAeYZj7MhJdKLqKGMD9m5Qr1CazTRunSV77aWA9nqlOkW3kf8ggIVjQ4n20kbCCmwZXd4cZn2GZUn7FEpJ/R5uVr7Guo5BBh5Gu2spqAL7H1w9xM8nf2bQIANUlFVppK6fWHxxkWqmKkbzxHNyqzqlkAl4WQ3KE0nOARyINxLg/zCnvMoMKFJky0xNYT2b4cnLR6gwKs00F6p2SL2IkjjoZigkzvWjNfpWLMG7uj8XdlzH5GPoEsdQG4nO+ZyYwWzG/1sFSsqo8g5Z+6lIFyZ8DkctHuNQofuc+fNGjLN875mUXG/VLKk287UyBGidC6OofrZ1zckocPSgKIS8PdvMTcYlSPhMlbuyFoaAs+JUJvRmnaaGvVm4JR7dLh08tHv26H0pf+DWMSaVgtzEwUfulfWvRLs/m7KS7ukniy72zVoV5Koomqeo9e/El1G5hOF2m8XabOh6tX5DhHLFGfBlq15gBsN14TcDEzNh5yN2LcC1hEQdbv+TkzjNFgfr4/mLp4Zg62dnGCs9u8JRXaUlgRqbPL4W/jopPzzbbL+b2s0j5yOXbA4ZaqEpiQpFtPr8pc2jXulC6KAssERqFdOZCoSNkqqQbLPwmvEWK8bg1I6rfBar8ZL2Af8JQbWA1pAH9Aci8sWeONOt8jtrjdxV67L1/r8LXV7/2xEQtVYbFj/lFPOtTtJ/jg6d77MoX5oCT7PZiZY5GPszUi1aML+WgI7GXlJuThVnNUqPhjN0gFnQ0ph8h+dHqvEVSZjmswIpj+h6VZdXyt02dJ1sgs2LSiHi8WWZ1brMbMrmf9VKuix94DXebQ4BpbDnrQmqyApLN5nABrb2JnjTImo4AB5VAyaZ0lpQuNwznSSxnZO1OjO7KGjQNRKsMKLIxpPt3/f6+UsvDBjJRS/HKiNIsas/A/tcpVZZDfb2XCnROIwiT4c6/O5gjB2zrd0S4ryMV2e09ZiXbhzY5dkK9aP+EsfvIPRVIEZhQHnaCJ3JrLWAw26GHfpALuXAHzTjAF+MrikGBwDNWhV4H8LY/86E/Tn/sIvbq81xxh7Pw2vLCN7ww8CN8Zmv/xwfie6GUpInwnF5VUNzpr4nLxbQ5zyvuSVTFaoQFJgg6P0/cQ/SuMmSjkHojNDQZJrxw3tj2ODjlsczOJIoKrzp6mrZ/ZDCuvH7kS29KR+DMTr9SAu9rkjMH6h+zcShdkAt4vXk5Vw67OSyNePgsaaosL2MEiDcJaRsMHCGjIRPArghnwAFdv2LBqnCHxFHoBITJRgxBx5dNotbHnhtcz7N7Q18+bsBYBwpY5D8QLTEt1yJcWbyJku4nSCLMGnGKcq3YijHE9Q7tmAxM0aZcJ6ZFEtCrKuUEIZHJR/f0CDc7Uj582tuNhuP+U3MMfwsBRKZ/9l4nw/Rz/bkl8ThSE3KbcTwRISewQ1lcIf126lmvDOzse+cRDs09gk3SyDlKQtnUljxftsTVlEHlH96uNeIzdoIvPL9G7YDUo/dvJn2lARvlLyAJ1wnZNZvFNNBDJeWLMovDJWwyJPo1xPpP4Acq+AaVlngds8CvQl2akQCTNgFTW7rDNJeetg8W2YG7+69cbnmOi+tkC3kNaGfs5JAqQnBMpz324OgOidWpbjFahw1WXpZ+gr/K1h5UY2awBJzK3xM1bmNBgoEjDHQ7bXeDc6BGqdFaZf2WWsg+xHAtS/H0R7EsH/0SWrNt9qsD1F585dXxLW0dpVcLq1d8EbLwP08v86Tu5sHNIQzcgdl+PvHM7Wp1+mhRthlc+pYqy763SxQqpDnhVUCSaJV+UHTdi+pCpBzZOirLV9QoEdCvp9A+JHQ6AzTIeC8SFXjLS+vrJWO70rZBXXwIdT+Hkql8KNP5+/xVnMhjNxdBcOfYH5468Rsaxw81MGsSPWXmAMw68b5EGh55z/4P+2R/nEAJiP0Fxrhesc6n54bPvSAWvzSk96zLzI26gd87jnR2LaSv9+81YHc8hb/MRmt98Y6TSicXgm0PHRKH6U7y9bB7m7TuPOAxitB+Gz7wc/RlrBw2Yx/oztxVL72P08J6fyXB4h0PhFpvRFYfmBk2e3YEB53MVArBNIxgkyj89kpAOy8P3LJdxEbzi+wI4vb9eUe3ATF4+lakL8RCFrZAYpl+RfrnlTEJCbbS/aN6VdSZb7JVTeBA892WiSc5MVZQ8/S8DSca5xLlaqc4tfKK2tRUnj3BdfHm9HwgGRyETOc01zXw3coq4Y7iyR5bX6Xe/lRnMHmFcOY4si2sZEVbihi4cBlIgomBycXIIzf3yTfTbJ775MpdaFI7iucODi+EC+/asSweJ6uqyKZUu8C7+CvG8KB2TiZCGmEzv3Qhn7BjzU17BvhB+nnbEiFjbNlzmAhss8s3lozuxJBf3X2X4dkUOeWgUwAetfStfaA/iaqfXtJ0boEYci8oMaGGqKvwaDpFk1pqFeO3V4+FFif4RIcEYcgCwaQDRmqXTwokG+otaB3Zu/GhvDEnRyXisNrWZOZvoJ3XTE/8muRydcFsW/76HtYMYVouvK8/lbUTk3Y+xPgAi0ni8mvheGB3q83IzA6YCH+xjMao0Y4kdY4md+BTJ2ZkGkKyAkBgnnc3Vm7Wagdl8vsJqf3CmS2yKoSUb5wfqTL1hQz6xc83Qv1auo7wuGLzK2oMK+GaNLcFDmebVz7PBlRxgMGzX/gEQq3b2MnhmXJQSDp1iCo6Vw0prKdROzYZhddZVTvGINX4MT7utKR1QtrpuEgx/XrQjvi/BCEpP9rNtDAxVMn4z6S8Su6tKwkWNUr9+QHszH+1mk2Fkn6eWLd54Hlr/KvPj91CG3CvAp0V3dWgJWP5uwqD/dFwxp2TgIFzIDujK/j5hZlewPtZ7fLYXFWGf5FCm6EmR0zQi8Z2gg8/cpOURbX5UYNp2kstP36Zbd6THVpB+4LdruBS/KLsFjecD7JMcVe9uQ+2cmej4qOTNY4+yJqvsazwwFXpUhbFptGSNnavzyjpLs7IwA6V/o1JkD/uECKkXxagEkX+9RzHmZZTcDGBCx6T1FjhoeMDD+NQZwwe1v+Z4zUbCSfF29OUiMmgMUm7W/8QvDr0VKzkE37eIhsRphH+zFJLRxIQABjN5of3+XwDMIPuKbsGFO9SXEpYCpJA2p5S9vcLX4PbTbRysl2F3A1OM16rKA5zD5433IuTYdsED5TplTowD/7LFMzBHavUpPb/oyXUWZXyFzN+xNtjmfZqsCcJwwuvHiGIEmn6O/Hime3ZW4rHmCpl00vuFmQDk7yLDlIm/K5qBg5r5jMLdVpNXhtOsi96Trb1QI9/A4entgvrIZ0fad80TfIEzhEGZ9jNHA7y/OpyKs4LbaRRP2lXeteN/W7usXuSsiTGyQTBit9XP03nbAAKQXZJDMHfTyAGNIxEemDp9cB8fieyu6lE0MDT316KpdItsXxE2bahc5GS6D57Qeb5g0rNOmf2h+KdgdRhFKzoHo+pjGlqiClySNQB9YMD07/9esIT6dT9eaS+U43/ZTIsFojvGKGfEQykL7WGeuHt8xudxmuhKWOm+XeckwgsoZu1XOuqcVCdLHKGiaok8x8wQ8+SzT8WmIgvO30qNtxD93jfqtogkuEHU/PffzJw2LJ3/WJ6OsP1qBv3ZgLvn++f1uymuwvB44wEiwV5hdWvM46oiLM1kejBGhY5OTfwwKyPVHe3Ifpr5QHyNpuybkga5QTR/PHj0jK0KzPlSelv/MZ3hEXNi8vyU3s+e5jjOkd7H8kXXT8u4W6EJL/lJ0ch5XSCsH/FqDN+5ScNJ4IdeJ7Vf7JqO5YAr0zG2Z9UroQZBwXbh8/n4P2qMhEsMiRppB7/CJZZsrlp+aeBzs9DiWiH2DZP3dCeBoCUA2ani+HT8Z/NwA23TUB/ug/PWySReeHMi8BMwRKRwUIoHaeB3BnrdPue1/AeGOmofbfij7HeGx4ejnplIWiklVK5ZACGiaJikUibKowdHXS4LPRNzEXpMoSVsGXto3OZt95fMnToT2nuxy7o8pVcmN+nIeOcdyWl2PLdRhQUps7Udww+t84vWBeQcZfv7KDjecrmF617oEoRho57mkF4Ck+USiGkW7mw1aoOcAbcbKgd1kYeRFxfauA7Tgsy0tbc52mjjLMmA+SParujRbhYbKvCSO5gH7IVKtTcaj/CUvJJcoVfzzYljIXMfEBo2RIWmjnS99umnhE1FsrqHJFHp5Q6cKn6Nfyns0SHjmXIAeUBEeB1mxr+obRb9K6aszKXhESDnVEEsms3nmmFyQNg2dRjP+NkKrwNJGmb+wDLAHZnR0UAlekjYxCqyeHKSS82KAspy2rzr9ptIDUkn238XdH1UtMVCvgTTPAqnyOC/4UYt2L6dkT63uVjXvfd0R5Gp1BZNRkYrjbCIp7Ct8ZqUYGdv+fRYa3Oy85TFsvP28y7NgkJcViT5Pyc91QL+g+QVZ06dodTlTdqcHwVWfJsvdCl3OIjzjRfyE0t+UAXF1AG62Hp7f2DcpBn3sSvhTYr9PEe0873twqIVDHrFQzme/HXHVK5MlbzXxU7ejnUDTC98BaymXiip2VjSFeNe5JwdQ6klD/7fA0ysX9Bz9dlOUP7dSpZf0gnNLqUFcb2PjuVfD5DdsRv76t3VpCXx64jMR+Rk+b92fgIRtaAgc5uILG3NmpGisFcH424HYV9B86Q0en4Io80Te6Zk+frZxBTyyLsko604GNZ7CvZp0Oj8BdIWWspkKLIMJJQ5UWuTf3j7aAE3BhEjLrtDc/HAa4G+11sYrHdKLv1lS+83nSIUydvalf6I6pkSN8QEBKZzoXZpzq1vp824PLfXgZTmLrQn8b0NtHpzVqXjYB7Y+M2gMI/MhhQhTvJBUU0mhOHMOH4SDjUJ++qmbITkBUjLbntly8cVO+ZH3iK8LMt9nLfBMurQtFEStVADnSE6UGK4D40pfGU/+GhDl6+7sqqdVhxkksIWAXWAYKsTaQWCXEceObiB1vit5VMNTqvpq8Q4tzu7quLkLkPwfOfCai1ChLk9isOD5G/z8X7jXzuirbvaB4x351XoRsUwsUOqwDpPknrdZb0+/h7mG4MZnd2IJQNnptspqHe1w2Y6DoFIe8S9jrKwTInDylhBurBEXS2jL1Lx7+x4rdGhqQ3y1H7Iy1muM/eGaPyFeizH+QNb0TLt3oE9/Ht8evLXjCy2EejnKxIUaP0FUy9ev2lMME2+owczXf+MGxLsTeiJ7RNDjYqMrmrn20kPkv6T8/TDQpP24cSG9dSFT7SW+V2Kn/b+fpfiTkshs8i3l8+3KeLmZ27BysIkbq4Tp9WDV8Y2CtoA7dF3Gc31845Z3wHzMhE3u/q3IAbLqhVcV/pNV6Boa8kUoaGwR/Jr8Mdq89NVSNJCHAb00/WMsGl/BWzwrClmZWQIcdnHoqchh6W9cKfid1PfXPooHOVUcIcd6D8sfyQeiYxqQ/hVeQX5zLr0F0gL2hbPaL5Nzj1K8wCxwOb/IqHGc2WB1KGEt3sU8ilJ0qIj6L9jPnuT/ziD6xJRdxjyiwLTL0aw7z832ZYBY5BuS72ZR6Tuj7qKZokga/RRcJeXWJUdg8PzHU1wEI3NC9ZfjHODj4iDRAdfIoY9t8/Z7vn/tXxD1Pexu0vdrDKeDqiCBS0t3BUAS84OhplNzgdxaxgy7voqEuke6Xty4sQtLp4Lej0qspjNFjbjNzAuD/3aFOGHwNzJL90y+6t94FZ96SRLl+iOXeQrp4iHNw3kc9LjYqMUvPG3H2QQgeTqJGhYMFubF7TiiA++DMdN9VeSv4PlCf1vONhkcz7F4TYy9v7NckK/qU6QAFcZP759QeCg/mgT3xdEVPYR8N8Oz9b50HWGKj5E2RM4s+dRZMKzQeKYEWwWadfRkpS+In+K+wrI7Kht52jBh7HWlFMQBpb7AJKBJP51v2LyOptBCNZT8EpTMMU9bi3ib1MjysIrhybTbLNwkm0rFGEIUHNN3zw//Ks99ZwY+En07cKJeNnGB0JOwrEb55aj2gUEs99GZlHMqO1TLfv1kaLxzFNkEPR9oK/QqN8lqdf7X1w5MlI50tO6oVyw8ymJD/8wmWdt2OsL6j16zHPPKJPvpKC1QoBS6Fr5wa2dKD08qepzBpUGFzWIJJ5rwrFNu5XP/GosgWVXWzAVd4hypRb7tkQhSWqjkuHIdKTcl77meXB7xYbNfPlxIhho8Aywmew8bJfeiI83KdNs6JkaiB41aoNIpUItKsmcLpmvTH2Yqf8Tx21DeOQ7mBFonP6rSv2F1Yr8GtYY/Uu4sUt0E/nz+ejScuEXZx3mfD2jBnFSMzFBBx23J4g7OL9Gnv6u+ynHCtUi7cjFvrQo5LRYKHKrOn8zRjdIejuLFIrWBt9kqn+ljQ3SxLWJtFaezqIjy/seDtd1y+suz1xt1YoREVnYbROtxjXu5BFNdo59U58dRNRLT+BA1gBGU64qZS1LjpxXXMWnEvXo+CduP9Ap51kNrw8II+p3PtiybvTftwytESKXcMv+NAz2iGEqLdxll4nF2sr6O8HpLfFJX8PmDoLKlP8K/21ZsWc/+PWmwgAkplJ2k+dlTV1MtvGwrM2aHhOTLXPgb7bh+QdhFB2VYBUJxj+s1hxrdSAl5/E5XW5D1JsxNzLvLENwXce0lwaHRrjfY+21YmgdwEA4/RftNDif1r952ZhCoDTN2DuUlgJho1GmpIw+VguxGNHFKOsIGOjwYqtzR4PU//IFIMqXgnNLZb/0XjQ8swWVwmUNTSOFDbC/s6sok3XcwIxLXKaHmezUJjTRzz74twuwj6P56z9LfkmJ2+0tpuM+8ONZHFGzki0SQ256PJU/MFzUhhlMvn3zi2ybpHzSnWzeJFXJ5vbzoP2n45UV0hx89mE+xvcmAcXCKjbZmsjOxtD9ogtALvSQ72eFGtJ5lmv8eYmymojHqYYKIKZsQaM6ZcPfG1sikJJJfwsiDtLG/nXEpQ/1fa000tmFFib9EqM6CWrcXr0MVpXjz44cJmLsijPgu5jZllRvu/KRO4gSgvNIwjzFO6R37zLSiwspq6KPj6pDUGsW4sDQYUjQ52YCKrPUqAoqSN53XGFblOz9U3X6z9zu9rE0nOK6VBvF6kRG67Cj52JRfvwcXD7+JNB2F4VsJgxzpqcfH2o6FYzfMKn7FWesN4nF9bSI/54hSGue2pihVD9/QVR+nCCZzXHB8YrgWEkANadlpVTbBStq6Afiow8vIVDH5QcXPtdkJmB/MApCo5eSuJKTUx0x3yeT3Uavo+dsRJ+whVMX8hejjYW5WUWx2ARpQBU5T+F6UTf/XRZ+IAKzWQ2/GuxafAj+4f01Fayz+qpijvSqyfYkp+EwU604sYZUc9gbLtYpMEgg/T8C+D3t/60dWwgPbuX6UAlRHy9X+IIB/KCgTrtnnC/1iNnRQ7hvVGPgcZEif7ctLnmybtvHpGM52VUlmb+6j6kHVLrPjLUsupe35i+cRpH7AtnpWGZ+pnGGX/YA39WRFefqh2YS2qtCq2sckWyVI/aP0uMoPLoJpCCX/pvzlG8Qefu8xK7Hzl7GLpXvoflAsvRqPljRPehyOcWw84FFl+VA/GiWorzTAtP1TsUkphd/nk7LELBIKqE2gjv5Fuo+DNv5a0C/kjIyVdzqFzTx/wWLx3UgdKMaQk4guni+8CQ+Tv8DuuY5q+iduZaOdTSIU4QDIYG+1T6sIrdNHF/rxj+tpwL5ecTm2P9KQLYl9/hwg5NhF+NQOnsFY2ag5X82Tnb7xQ78xRnfZSkdCinWuPBZc5cTFx6woYCzyGzaTYQyvrWjkjk3AlVObj9UdpdXg+xiP0xqvGcc2QRF+uvJrypPm/EWnRx8VCjPuOGnNL+M5sUmylAOpP7oVKvrhaIwXCq8BS79F04Z7O5C7hO9JslZ3JxxWyf2MkMLun++IzEYhIHJbcLr4ZXSK22070YfkE6vwG6dvO3enBviAPEtjnSrSK3y8bvhWy4Qgr5twlcIpG6GxGnzoC4CGFf7DQ14t1MzHt/7gz1dK14pEutykEpwt31jtehJ4FfQoWnmjkaZXyo/vvnGHIwgjb3AKz8fgQ8dubCb8iFT9ppvt7FJzcqjjWUhhluX1EscNV4hGl5Mu3KA/kqbwJIyN3N06iSZjNqPhD6YactwPrn8MfN6C+yoLajC0DW+vO/eCLq5U/CGnnFIzrs9SYMSA5X0DEX6q3I0BGlMMKz6DuMeqLTPlqHCYng8c435xpGELMgsA6Q+0kP/8bZ9GbfQhikZ5xk5nUQv9qIoufwGCrm9I7JcH5FzyDwxur5gwYdTma3Wc1P5iptwdOOjTADHX1v+qCkCDQKzHH0GwH1Ic851ZGojUqoHEe6W7QsEsvr3WKby3nKHFCyyVxjNGYafar4Nb/Ja8Gt37QfCY6gbDPCGfrhXARYvsjjEeSAD0QeEvmkL1h56SWz7v/o2Mnw61k6+hd7SBJAv6vzgAhSRWhf1c/cfiPXS309M1ibaMazRTBQKuPw48YAU644YO49sk7q9GB6x+Q9Y9ARLLUfSbvwdFCueXLVFY0YFDt4y2+0hYta/BgwqbaGTd/ZUI7NJYedmVQLEZ179/Bco3liCBDF3gzbjLdS5UYKXsGCmCNM1dbSw+9974Bkqg5sCZ963ybYpTEFzMbSTu/ttGcuAAsnWehRvE5wFDOyCLso9P8EB1PotuGvfhrUAJnoNROwnvGtKswzOYCjqon3ygWWIQv0ni/+ya215B+ft3JKVyJNs3Sn7pro8zQvpPEjcYne+0b9SFbUN9t3TQItjWt7+7fKZd8QPdzY5OaFRWmuyZSvwNN5bHWT86Xe5JR+2cgDT/zI0L2yCfFTRsC1p3aBMTsXPZ/3KNmJu+cQsQjxWaBogjG5NCzLJylEbSxXPIMBahWQTJpFpckZRx0ZF62Xg3jGugZOZe2ZlVBgvbnwp50TM92s8mRTFCWDmKQjKc2SZxZ9+s5F7ljFqyrRJx+ez/ltADVZyInzTLMZ7A9s9Wk/30Ovo0gxw6u/iulqKFYidjTTuY3fZNwPKuLK3Yl7XRepU+LQ+sgLAbqDaNu0rUWSPWkZzmpxwerhnPK7UJA7qwVKsbI7AIOLH5ayDqpAuFahTgbwirjOiGM7k8RDaoqEL5ZVZFcf74xMLGqb9+PqtsEaOrdAItK3l9EZfT6q371x3KVevf+uE10/BH8ddzUP5miPGPLruX6lufI/VPXhS+VhBs1gGTQ4U/4tpNs+kK0Yqt6KnLu54Qa/or7NJOXFBAInkJMtiUQ/Kw3uOt4rWwxyOuDv5WYs0IB3vL708hFK8O/H8Q8EUU7iKwuFYVxRK8lL70kILJLLv+m4G665K/6T5DsfxF9ucY7ouE+ZtyFibHvfEkO3GbBNGEAjd2xQNptE88+HdiIkRtatrfcM7iU/OaUctt4OTYUSElo+4nXd/hfghwQezNxDvz38rbXhz5r0kkUt6+VFpuj8c4upe0VhRrxlPCs5kjh/4dRi1WsFR5lSj5+cTMAX/+uUQ92n91T+l36/19ww6m2cmOCCbh0dPxrVRxmI0teEI4vEcHEwjrlXDTgQt0vbxeEJxD2J8cMzLMVdwti9dcnYUb3DfPHjp2O+Ht/hF5CfTXu1BIcMuFglodbtSEJibfuPBSecWaJHJOH9m4H62zQ8zMP37it6qfnwzTCqHFbxEWhmLrrklIDFViK3kqCZ+tUoQKKRNUIhaMccTCRXNjYFvSp5+U8s9EGaoQ1Fi2gD7SsP3hSkPVlsd7csD9gphBsY2Y7755ecdJkYwj5eR2478LZCjsR+w1HDQPJDB+CDVhYaZ51OxJwlLDyKqoS3nI76juXCSX2k/BYYTYGRu83Dy6LXALhqZYltW4ZvMv9wQKmoBHVHyB/Hy2f+m209Gvq0DQ9/2/F4xq1CpxGjd9iwfGqc1mol1WFiEZ4wFHAHGqYb9VcKT48zfD/lqoa0IpIbwucRAuttb/plfY8BHo6bkJf3gq/b/kK3/WsshyAFMr6fEhZ0AWwxiJ1WIGD5MsyFZd8Zk77t33wr5Y2iwPclqx9+HsJ1Ws4WX/TfjZfikfDGjB1d9JY8tj5GTnCrzp9nzWtEPcMFlwQypoQEYJMBSfiKx7XLavmW9RNL/kcZqkv5LyMeeC3TMARCkQynZhtHcYaQToJuTE2JsiEMsXBI29RhPiEslqjQAJqFb48pKoK/pimQ9gzVOdiv7naLEGRDKrWea/ajdwsiiAqXXSSgWxP2Qg+Puzy6OFlLZXBUZVKXrykN3pBZJQ2Nzi7He0zWjZ0jsUTizeIKMw7vaQ77960ok895Sm9WRXm0qVOXCvjB4Kes5HqpVkqMptoMjcuceemrYSrH9hc+9HGRYZ+cVfEt0CH0uHKQ/AM+sdceHa8jYcP89eGZsaD4fDuZr80vh+pL/F/ZJ/mQdn3SuJq+T75eiXIAnAlJ6QfD9VucKvJSta4bfdSpgSL5uICjry5tETM7GRL0/opyICAOULAX4Ec6t8SCmdiT3g6CG0rd/vE6kFnoVt3Q+0qj8Ol+8vkRx3o8dnfKhokG/epRaTUPn5xChRE8YLLxVWlU7Up6rKS/68o8U5TW/MkK+YtJ7KGlplegz3Uyu+lNobVJgXeTyaiU6Blidh4+66+xNJ4yMw+qfkjhepef3mEqf3fH2LZahm8bDmBpNrqoXy/dj2TOtjd4OIetAoNusXh05e/dJJoNM3Xj4vm4TUmorpdL0tma+owiSgzP/LShSgyrOtLstONMUyf40w7DF0UTN0nzMcllEcI+vY67HJelj1WeYL3dBJ/2Uvk4/0LQSlXTEz3JZKmNcjpYTP+HEKDyPD3uVBrV5JWbkxkLnGqy+beX2GfLn+DVnTK0SfvwvkWB8Z5rKsFjxa1JWoeFhJ8vfCZEm3XJZsO+PXzYZyP53CwkAnUZzTkZTn3qAFkp0TsfubmLkQoux8MVQtyJNshn76GxxyPzyN18jfdIHo8LGFvi2hpS11hjyLXPguRJM6e8oHPjVyCz7L3AjoPXVmGJgq3dbrWc4Qr2uXvj+/ApuXA3/AvJ9mc+qD2HD11ljMANmbn3dkh9d1U6CXE8zaTKTksMpKLYe51l3aWNb+8iCak/TUznFB5l2m9EMDc+EwSDd+Md66UKPgHTorhlthAxUYjTMS6ly3eKThw3WYWsEdne75r9x+CGRBFjmHwlBNanlWkmhnyeIS+WjYs88hYBbnbuLOyX+NUmk9wPYgskvPVIF3tL/reCIYAHJCzR3aImW6zAG5AhZA+YfUWXnhSJvbTn8rXSu4KhrTkX4LE1wbCrlI9ttpBGhxNNjSYo9Z0DPh6v2u6MwLWkFtNazbYB6TApa3XY1zfPvPM9Aw+fK7ZGqK1N30ohd+7Yc/fY52SIajWNTuO+OCKar0okHRKaj7bixRDucd3athN8Hzhtnq/JtMCD1oc379xJJoeKSOkG/RaTOS/AryNClOxjEOsvstxbeOt8Xn3Bku1ug3Z3AusBhv8FLFdQfRy0dS/tDXdwHaMt/hy+NUToHYBDRPD5EGxZczabQRTiKl+PrhTjXB5+X9VqI1iCJPPVyZgurf0q4wsypgPV6GyHFgApN2TtICvEeVe52lInANksxjjm1GBqRiAwfUyHtT+HR7duW24+QSt8sWzz684MHe9MPoehtRwfe8ufLtZopmpLrNUQ0vOi/j7WW5mUe5oUJItQ9Bc9Ifgvdi/Z9kb6k3zo/FCAlBWH4Yw1KJQcdCdpk5rrF003er/mTHhXQp0o8pxRnQxkuGHtPioZpA79b8UW92GPYZnxpt1W/spzzZVh4hxpuML9eAFmySf6YHS93gCymd9K+jFLNkmMCg/CW0U2q5d1BjglAvt8bpAD2ej/4sLbmT+S3Kc1v/DVv7kn87McjFa74ZZ8Gt2efC7us1vi8azUExMfP9z7yyjI2cfUT7SgtEapuTYo4vYa7hOf3lp78mYhuJTiUf4x9BCI1WOzqSFiOS6UAbQe3zsN040hNiE8ExAn9YuixmxM5PZLF0F9F386SvcyTNThH348e2wP1r0QQ0dVhgGPZnD7K/3GXweS82rGbkCg6REO3N0xvK5fY8VXfxv4X4tUnz9nIPSonReGJCJysxM2BzZZmiWjHlUuz4AhNWMD+t/2bc2iqAhGJH45dSKbHGOHm39/qMeKIAUmzJHjlm9YB20u4IV02z3PKxqpFu0C8TQ8rdwIMVrBTS7kw1zrFnvwEogWLre145l6pQulOR8TeSAvy6Z5378AVzpCey7ZSAhi90SrLFLHc6O0br6ZUrrh+YQBod6R718BZL6tGix4VXT7of7g/NjwdM8UF6iaSjIM8dil2+kgXlpBoZTWPGGqHpnW20MKWyCmr4q4HDlYEMYqt7Xj6VE3R/Rf437Xk2SWhFXK7PpEvmV0TdzlLaZ3pv1sUKvZzD5RdOlITJcYEGuxJDRglFTdvXdQmYLkOt+0BxNkKfEk1P2SbxHczESelXqKO15niHoRZPO+f2QKQZBOICJ0tMTtyyKQM+sOwluPGVlG0Dh4tZkUZib3XlTALewc996daJNe/52hpkRYHncvhP6BNGcg3j5wma2GqdzJhJqyjc0oEaK47ZKEqzc2a1rTsruXFte7cruWN77k6ZocVQzqoJFpx9coc/jZV/fWkQfjtTHNHVUGyFZCfZwgRpFeP4d9cxXWNXb4jSts5qiSW/CqT9BTj6qMlETrbAG7RbOl5GavYYuPQYgav2x2Xg7FrV8Q8lEfr6bCZjAuY7dBvhXD2FkUde0/YIjR2njT1wUaGai/7XkH6DrNxFhGOucv6jzeQeD2PcgRqAGKXHt0Wob6p+1VjPmGT/hl+DVh4VJE6ZlGVmHKeYWtIMkJVhpioV+Gy3wrm+uNrRuDWI1bKW46KhoveT0i8tkuF4XRdt51vjbzXDRbhpzblcPF+MJXQI8OpL6etlvQxse20Sw5X8nssP/ZCktAl6sTvbXx4HvF8LZWWaxWHaDnqoiMpfGd01CF00B/Kf6PYDO7dYsBX1b0ZLkym/5rygQC7SdomP0flrNmgp1xYSd28Ag7aa62NXXm09PGyyvve+bxAwknjqdDv61dmQEkxq+a2bPOgpNOy1N72SJDqWtHv+8EUwEh/GBlMV2RQsNhKLN5SIhkVNHfz9S1EASBw9rJ5QZ/gJxc14Siu24/6jEed2Khd+Odl2xJDeSIip4V0EUXSmBHFkcIwEZwoT5JOfiHCpuupFzUvf3fTv8mC9GtbwA56gjl3a2Ow5/e0djHt9TFsvND2856q133NaoqyQyZB0+7H4l6aTWW744aFMYW+weBTbnbbK/duW226g3fW3Dud0u9issl8Wc4eR1TSTIsu3aYNxN5c1iTeDyYhjof/SxwgGodW0grze8CJUoUkkUkdz/9o98pLog85/H5mYPNM5E1FC4YJXaGWaZx/OQQEuL+TjUWT6rGa9+SVlIqnLHeY1PgwtJMUO+379tUPec9hx+8YkwdSkrnoRlj+thP+rdEZWnnwsYQLVCDNmm2LWiOFODn2pSa6jYiP5KIX9M7C8DAk+1zRiPKKUUuBYdvKFD4nRC6HPw8RcbLI6UeWz/N0igd3ryibfV7l/ssiEo2iZJ/+salxtYmsMsplH0cuCervSMYA5Qn7iTXkdKEQ8IjDZVr+IklyyJcxfWinLG8aJufETuFViHZ6DyWos5AqSG0+Tm1PHT6UoawfWds5fDMG9cnckJx3uOdtxj1xKiSrlRi1kvhErw+PKHZS52xY25AXMTortO8nZ8K6jUx+gqoVn/xXjeVCe6M6N4oofP9Innt366ouEzFr0s1xypmX5OfjnVyet4KJHcnwwAcWJvITq1CrccJuoWHPZSOcABXpqp5MtQm9/dPtlsWWyibD/24Glfhfp48b8TzyAAu5AbIPeAF+XfYWaiAf9jS2RPp5TnS0GQIfr1V/YQ/mPUSepS7/iYKyrF8OAwuH+B8okKdE+HnkNOcgKRWy6QuIKfhLVQzh84t8rJ3+DLp20TrAnBxpKrsBG3hP9ACwADMb+TJUKHV8eePZjQBtXTJqAMhJSydtXj/nh0I+yPlD096JOmtmkTb0mexDhajTQocaiOJkvBRQahcBuHb7rvsPo300bg1oBrmT95nsJkqkOWe/aUfuNqd8rg25boqaKS/jsd1kzUb4sc5y3hj7GIygs5Ntcw9Pmx/1Tb3cHhmsxOn8SbCTWUS8/NILZZdluNoSl3oIvN6F+9JuIGSYlYr4dn3mP5DINlMZi2lH6apTfqXxFZr1KOVtIoydi2XMBjrxAA1kyNzY9fs5Xhl5GlV+vAHFDhpjljB3ej5iYv176BezUtVELKk2PYqefW24HZgTZow/gGDL8DWDci6BPm7YXBgEARb7lQQl6w5+UxfPkBDOddZSy+r7jaopf0C2qoTs+TVUTw4dGrf2EwGRa8VxZWXQMPPsRMCURUDfHRWzOBhV2aV5/7Z9e28GHZveyRL/qXwPxDTy93GPjtlKGcZfhmbqbAzMM2cHwvtYn7X2uLgzojyio4Fax3oBbAyyxoQ9Root//92Mrb9wpM2BHqb/uozEzg0wtTRsKVcz8Os6x9kticSqcffiauzoiN3+qhAv23TWXhh6n4n/uqpSe3CGfNEGLjAS0Sa6Rs5c06nN99nQoRAGMBDXwgXW8Tm2GH+g2H9+Nzoinjc8QAMNQhUbFXZpWoljxXUjN5WSzet6JCA1DA0MKP5me99A43daT21osK9RMdgoMsv7SkTmDb/FIy90TwzMXx80SFFx0ZH4yMt7URNPBRmBeLAKmimJ5PC4XZVXKHsu7AUfMDsTzGlhZRwFTxoPExbsA8ZbWhYVopHd1URXwbZtQc3dsDXOk2kPGVmymW3wbDqi7ZDT5yEqfDLroUqrJAscB5kYaMUitYH7v2lm62fOCmVIbeQvlh+ffZMTVZDQTa9ykZzFoen3+GrHQBd23meLGq3yCSN2Lzp0iIIOHM1Xe1cIhmRJkqAjV+qeSRhR0L2lQDBciRCShAj2XZ7L+EQTK9zL2EtL+YBXF7oZXmZhcru2NAzkfQ2GQCTZI1Uw94m+r4b9BNBKR0zhxWihfI/gh+gefWz6hua/WOWtl3XTZFoBEa5Ei6WNUgYvf+P6QOqrPbftg3+YzOAND748hMw3U7q0eZ6bIGgCmWdrWv3EUqNN5V+9ZFj6xTxiY3Vg3xC6Wq4vJG+LDqfp6AfM1Myv8SmqyNcQXf9WjgfxoIa1iQIHavGNp+MUnSO/5L4s0+6IPmL8h2OHCLXS9W+BFVMHBF2sjDj/JoVNhhIwbXJQXpKrvYqDQ1iKH0tIAqCfGfqz7rpgR0xbxTd7f9e084AuvClQYf3aqhyudFuCjLdxgG0Pov1Ef9P4RMp+IybwpZ13X5HbjpDK/2Y5cGU2olVfhQwE/5sn0x52y41MY3FeYODWDKdaxVRVoU7MnCN6Jw5D2JNmlaNt4U8y3oSd8YT9pn+0tYAqMng43/HMRxwNAy3/Ui7IQP1tbQiM8nVfeInWH0QUyXEG7vjGj7pn29jRi+OnB/MzTR06RH3+ieDNBFlhRWMNLwW3Gs68g4c1VpQjv7NlhT9OVj7uwy5JwN+LJ/npHdPleIBMp1YHCZFy9Pwkj40WvsZnbv1FlafYb9h9Y/XqbaG6au6oOBWm6n9dQbFXu2ccMQCQFDU80yJq4oqfsOKiiTs6DvRnuTrlUMKjMsoh+d4hM/LfcDBAyBroSXG6RD8HOoozi7mkkf25a/R6a1To3tqnijkKt819v4oRSrVGvaI0sIxI6U1wsWGT+oXjSQSQxM1AeT1rdxm7o0/iZe5leLZ8+S6fI8kIha9cok3ch7yFSaczBPonf7m09RQa0kosAawguG2l0Y6LbiH8r8iacmfHnxdRPKtQLwSpl8CyQJpgn8n6q2yDGYYrQH/wrwMBf53QCBowU2hJwvX+2tXVpA5iwnWXSNVFXN9s/1I4SSNGqKDog7afxSHWQhkbpFammzShyXg5Ual/+sLZg+eznEyj2fr7wj+qnD+P+n2PjNz1ITQ3Dxpik670ODTtpCLyKKE+cONtpfLsJjX7ySS3eGcIWyKduVxgAwpy3HA0sjKRNfm+EXWoZSZHlf1v3rObjHFAKT4XRksfP5NfJli1sGDa2uf+S9QP8c2Exg8UhJkLFs7WwXRTGMKjdZge4NbLsH9/M3HsDy+GMTXt/qjloWhMz5WSisZDs3iIXxV1E9wZpTuE2Sv/BdX9mwb9oHvKnp/PVbbmUPE/wpSexKBFWSkrvq8/PE2GmD1e8WMM+Y/uESiLtwQuZ5lFVKIdNZjV/MkIyPrVA6MyLHd1Msw+O5zRyCxBHme/8+yIMWzLrSUfX14/pW1MFoH44jEPoGFJN/SffYorWJTA6tK812COIkshw3j9fhD48sA/kR2S3Jb/4Adi21AcjZANhX3bmVFAnVrziZnBTapi0bjNRJ1d1UEQ14xrAEfpgbXdEmVjdVuQRoGRxd8wQ8eEQojZmL+u2Ya9qWCTnNkqv7uEhxGxhi4gjfXHMCzlAaMTUsR2QclKeBE7fRbi+e0H/CrUYX6iZ9DLPbAVbPUzg3AfpAqI6+4DOYIC9g05syTxC47hqhpp5Pbo+1eF5YyIuNPjjkaiMY2DJ8/YlgI8dI1AnuX+xBbAbITjvT+waWWUpiTZmyFt/Bz3s4A61gXM7CQH0brY40shhvs6wle7O9dVa3XMWmfyeVICo76UlXOa+oa0SCSelJUl5cVxpnYCXhBZ+nzPi01AEN8wNCJOxGkRQdFpQIvFmEODzge8HDER8yV7avHLc3bUhfinzCZKzMX7ie7MuvatxhO1s9uvAauI2Sb7M2OWsMyuJP2LdyLiF9Lp4kZiwKiNRKkzksUlTURNOtH1+srhE7+s0JqS1PXAoS/dCc7jwkEJjweM6Hofhb4cDxJhOmuR3mD2Xww5oSXvmKAZw4mvFcVRjjyaPcJjn4W7cv/OeH50NfUQ5Ij2Ebmss+7G2kCKmqgA1cbR/+H1zqPWinL1vCy3DVPdeIQg7LXEL2g6fekJScZ2TRtq5Fr+Qjdon+HoDRlsYmN8gLXHuuTHr/Yym6kwhVSx69c8Xw2TA1ArMjqr9PTB87o1+Jj4iuS+bgys7IgKhrqpw006E1wCH4wmpjQvcSfDbKkXnGmHV9qy95PEtUHZm+fATfjygO+z4BMZF1VJSZ6TRXx1x3AGBwEe/SMXsOiTxwYTVTv/3AY7SpRJFeLjfJOJUgQxt3NjF4014PrZ7hSNMibKIhcP7sRKTxSirZeIk9s1nn/MJSKtSDFK0yJI7c/TgW4VOtqU1joJGvpqgKq1e6cgQSqS4vVy9U1+DSBQDKb9IB6Wa800sr2lEWR5GFaHZgEzD7JgOfrHvKW5xot9evoXI1Sr8mNWwMnCU1HaZThkRh7Jzdn7r4mkiKLiPDKJBvCRjvARGfMPCsWR2B8D1lh/2rcbNNiB5qmqW3ZNftHiOcUdJTeQZtEcX2dZmyqENEMPhOzSBFo70URzNP5g/gc7+GMXJ9UmhqZbclG8nI3CqzJAzG7zKmVdb6R98s6T2QW6C00W0esaBVdmHHXb+NYATFqK0sQwb7sADPY/oq5jSVJtB/4S3izx3nt2eF94+/UPem7EW8xiorspCo6kTCklHZtQ8Z68DNWY99tHmOHqzFFEJ3bWxNBZfk9/fRAth7oVHKrI3n2+LwxvrWirA/0AE0Xno/KICVY1xReFn1559F9ngD/Ez17WqcgFyQUU+0Ajs8dFoX06QaqdS171WS+S9v5K2TiGp6M6BOylVi1n2nUOAecbd6QRBHVuCt6Hq1ZQXyjxL8xgiJBpyw3l8cJz+HPEKVVn1E7ll1l9/Rdv5F0ze4kL+EOMT9UspobkbhA5ZmkVxrkgimBg98A2dSaw64CLLNcnTrJG/PNrz29BHS/loS2hqq5ZgUlnT12H7YVvIt4AHh1qQgz0fO8JcjCXhSayZZ+mXY8QIjrU3iVsHstl8vrSTnCN6+WnR8U3AoOfzQx+4ZDsGII5EyWQl3Dt2uNEE/08CDWxBYjw7ezLwy4YZ/71tUx11U5yexAPRslPUCP8tbHzKf8aPPDF69Fc9IzJQV5aG0KTyjCOp69XypiAvjJpCWNFcOpdDpsXQHbNaCNCz4DBSNnI6G7Q1Nl6+VCb0Q/cRdGjfIyfN9V0A3+Bks1ogKAKti7uszAkMvaGMJyifggyzGP5pyihvAiSYoBhKUn3LaIuTDfmg42SMFutdcV7MYow0k5/UWZDDbLbWjEBy0n2N+WbKd3Vxvztlzpp1orkHqsPTBWd92IINCHjLlnFSt1slkjtLNQvQPMZ6YAG1DU+Gvme8kD4kMbRfla19MbiSNNwY9bGOBtJRHsWEMLEjkRIVGt+TmH+tykmEut6qVQjp9X+tpwKhArDrdlN0oM8psJxIr8I5mw8ERqjMH76thPJamtrxyq3S6g56XlaCcOUZk3oUo8yxfrMorPJO3QPWWwrPcWEmCY2E+trtt7FGgXXS55kX8aJqC+XSPflvz1NOKqZTDqSmsHnaKlZmUdNGHVU4taSLHjm/bjRv/HCAHSuPsu7x2Ksew45m67uvsqq2wEKnpEAs7gF+fJdV8mq7GCl9znWumzbsWYlWM2sZ7IYPa+AuUyxNK1LUWRV3J1/RJ0KG4n+9fBjNSpko3vsTgpMKTnHOhGN5aTwurhk4lmyisz2XNvD+Aqx6lApZ2XEccLNDbLnQYOu45whoLJ5HZZvw5c7PDpgte9qvo680dZyUG0mFT05gk4WUt3B6ZNAnenWI51uh5CCN/8WLkRrohkfiA8ycwwBurB/dkgz7hRQmmpPWyLhwF+PTytYuKV4snmbUFajm0tidn5TblmtowjONfbpMymkYss8k1ZYk9lgRb6DJ5E3SgKuyQ+gY11uzOQH7mBO3wdwwE5cyIn92pBP1rVeKeZx31/6rNMzHcwwTVPSKPO4vMgABMf3j4JhnTCxGkIldxnsP0VnVEXFpj5WGPvPapSMuArFXMOav2si/+v/yJ2sbyzAXmsqzLjb3nz2vtlT+8lGIWw5Epn775t5T69wbj5ZYp74N3uD3soRiLRmY3vadM+88kRaB0fB1G2LLWAhx6tYyqdhsQY9DfyR1tnUzsU3/KbawGsYUndnoBe2vowpGfi5HyjBnAR9USlIUf9NKgpOtAPLm9ByeYYsxrG+jzVXMNgIa4JKypPy95RUKdNgD6vFLyxAElHhQICOUvWzQ2UA/rj++mIg6vcgKycwaNZVKnwzyGy9F9cgWZB/ENCKsR75/Ag2vUVlHO2lxhJLWaMKrllTTqqInCaYSMYFljXesS0jKDt38WdjnnvqjLx6LSKR3xYQutzgkcaUeQ0q72/tWP7di9NxzU+ip3I0wypfxHRXRTarRs4ZZMoZeoWOLU6kPhWszZSC3MD8gqgIoVp5Zzh6Eng41BMitNnvIYpJQgWoFxOWWvYBxi+AYlLaUMpdpUEllQrAPveUhD3GthxZDmYDC3B+A10QmjYp59SH6ZPlC/VlajwN1Z2RLXaIlAV6cmoGm1YegmMGM3YgvvkFkFa6yPpOe1oGDacwLivMQ//VeX8tzLcXMqGhiok9fKgthOe5qRNHuj8FDT/QrIFzLOBqKhOLl458EGZOsgCclGVFvrObMlvs8bEct61wgwYBrPYUjnt6WtTH0XiRU+uMHlcgMzNYfc85rC8HQlOiitsHhpJs1B6PpkRf2H1chzt7NEluhfDyq0L9tSxmaFtX2O3rjv2VY90owi5ioxquoPPcBRJ8m8e6+sbq087cQTtyjfGde6/3MNojgRYOvz/Wm/p84A/dj2qBITEEkURPzlruxIMMBn1daT0mgg+WoeEO4NcVo8VRaocElc2Et4caDpBEzt3dFbIeCjBfEvGJXPrYn29a3ZdcCYcXo+wCmYiC6V5Pwm9oEWvnFwEoz553URFWxTWDMzOwBXLznWmF1bs/rVx0CEDisemZrRxFyJ3L6d8cO+rLBdKZrramso2Ipu4M6MprUp2/Ddm5tYs2PGmQLCd0hzZJ5m4aD+gSnvob2tI10wrsS4crUQhwiS4PzKeE0ipCDoyCCrF554+cWrB9ssmkvbizqsyvSlWWKCDCV3KusH5/Del0kvqJRDtOjP3JX1wdvCv7Rn/U7P2leZv3UVGEMUIEhTHrSGeizZme6gCV791ADgSqG379LlFU/C3lrH/sAPRl5bKrAMtMzig/NaI2IRfrqHx0tJLZh5XfEAwJsD2pMkPY9K/NXRdchomLgBSegK9F/xkU9dA4RmtF1tCvlGCMRkRkDHGZRJyC1zqZIIInxGGrAPSiqo2m6c5g1UbFfGSsUHtG5WiGZbinhcmGdIBOKK7cjFWiXMcwDmFobcuc/n6mNp+lDTVvFMAsP+upc/xNEsuaOvWbkE578jsl2M1wG4EirlKjGdY8QBx7CCTTx65uAbyHIRQlTqEywSsXPxVEMRSBAM0WvRhx+1AClx7JuhONewpauFiVaqmDlx7P7jwlZONNLSjoNyqvAMkyijSmyzBzOifBtuxn3SW6E7Qkoi93ihlqnsVRSZqyCgVP1n6txJvPGj4gvMClvJCehu3sjBTFe6PfSVMFyvwb85V2ETiS6ulVvk0We6qq7R1d4nhr+O4NGUo9cRg6wOvM7QSlbC1DZZ4fKOnWf/yZn65aC2EvbCgeweJreLegp4U4Yw1lMS+irnih8aADs+3Rk+m8DrEPV59E9rogMg1n9FyRK1N7zwlYG/85KJwagahhTTii+kugEIaqONy7DWyYkZLrs7oWItGzzhrPkTesX83dVKT6QBo30yHHsnknASL4UcX3S/jur/pb8nQnSL6m0+j8/k70nyicPKDrb3fKTAhigGvVC0DHv758lcaEyINfUJbpDXFpJk5/7hdF9QImOjGQ02xQ4bQHo32npTgwbgTRMfHhRKmRsUhvGkgegL9efu+wU/4ZPjGt3FQzWF5Z8QIFItm+WWgh7h4TgfxqgHar8fW+lSgYCQ5Qh63RZpY0jil2aF7f+NfZMHtumJkixgKe8BqIeatX/3o8l334ITOmy4DtoqUctFX36kh+kXLx+w5WIcgiRGgW9KhdQNNVmkZMO6Nux7EcaanMaKwd8a2mnMY2yZeXKcryBSrQyp3f/9SJQiVYC9fAQlfu/kpPphdLSQRrI0+Nn1+UB5Ciz0g1PVRzo9jrzheW2K9pr9X3tg9Ygy/yUKo2dGW6cBZ3s5TXgbx/Oc63DOs4OPbRdMYaVXaTB8qt7fl0BnfzFUM2RZ3oTcJITFo7unDR0MHhiPBx5MhmSYni32zWAsBg/XFI1eDhuIf00Himhijca7CHtUl+tH8KV5SML0Z4acE4y+eFMZHm6NaIxeSglqfWyOKsK/Wa4ZUxDQYmTXSD/83HrvaBryzQ+Zp1A4Ckzs7EwTgLTdw0IQtPxDhYYmTlW82YW+0REXXOvLrjr1at88wKIjZodCcuVNDKPY3bDYiotJY9z0G+OK+7OK1EJgyifrfiO5X1SGhK5SGbboCnskFuO3zvJgIvF9nNl8Zcg7aENdw3Z4pnfdOM+4vjPO9aUsB/T+/fgu9mEIvjSxVamV4NRr7C5YFvwyOsEJjvMLd471uBMSIbfNDS6KgbI6kcJZ6AonXg8jcsy38DlX5AsJLTBHeNRpovIrHPXS9ii9zGJcnlC7LCMWMFhyTjg2ECReTvfXGtTqAdkmNYgJrzfwkyf7NgfdrMgW/Z2gNVlt4MnPVUslVUigbPY//YDnhpCsyCyBeTXFw8nsU60kyktohiX4Yf5aNPDfD+svdqTpek7FUmLoJZF37CMSV0oHy86BPROIF6UfEcLDV1aF86UUqBM3WQaqIehx5plp62P/YfVWckz4kXpDVvHYpGfEIxKJWiGgzz1krk2os25rLsO9aVjpl41TsaY1GM8WaOrL0ur/knaaEz9Ss/mIrj41o6qOLv/TdMc9P+Sd7l2wNonxrjT0/65dQaqzrl/WWPoRMc7B8/2wLghy8JH5cijfzpgzWtMc+As4T5Erfb+3F8jhfhTGErDlQzN7Cwo49GZcaeW8xxxxPAIKKVM9doA3kh+pCtlpIkNICtZmns8ufCyCUdENtlOTfhB6RjsY41XMFNvyI3nB6/AxcEyvgmzlZM9h7ayfe0UcYkc549ZRLyWQY+evZ+KBT9VrG4EvzFmH9ZXTp+Tc7x2pA4ygD4FlC8/oFXFp9fdBXEsFOW8gJZEzSpgPTFfprJWkM3IZg15tY1KJwV2klSGPvZfM9SLFGOP3H1E5q+EKWA2D6lrReb0Lxld5f+2sNxjbdOr16OIA8CadDIuvOQWd5JpC/yANVkoMNAMwwwCwW9oI0oHesrPnbokUWv12gKNmeTF99rmHIpz/gqbpavzszLx2mnhSy4aZ+/JTu4Iq7Idx9KNEiel5nob/8CibGZgVZpJQeTQIP8rbUyWphcrCANtpS1zG9amZ4uMTcq+2+BwwoVerjglZQ9FqFXW5Qsi5224uNKT6wtjXb5S89OAJiZblUufk0NzcmxQkgPqXeIGtE9e1vGm1mB43oaxSNi9REIjGqYt7YIuBl3UmKqVPDQDaRQ39xZGmf8y8N0V+uNYU8rGh+mbIvBKTNm7AB2/CWsNnVr8/K7fhCcZMZmVZGOTU0eOkyYEfDvex/C4ZKNnq1YcT7HOYtLp3vubok646/Eh/KSChkePhFxHEVSDkwGubla3PgCHTnjJTH5waS9zAWk6td5mqi6QYjCIn992woAkFKFsrCsN/6fVLRz9oUPrhTSf98V3rcDJvF1NS8Fa4hxmZRw/Eos1R7TQfKIL158QZJW9tssk/pJ+zjXin1heLlyGVwAfJcEiMXCGesNoZn0ldw043aX8PdXXJ6O3WIxjKXMup97WYT4H83UwrXIWKyIYuI5MBuBYDAwtrn8pQZnYAzqWnZbpLbbc/maGfnTRMkBTreHb9BsyKlTuNUeD3tKhPTJDrCtooa+ASa1LCHgCBEv0Li/wYCBwqnXxj+RWIByJz+HTMvwLjH3L2MiCrNj6aCl85xjbFnFXwmQpv4csLhaE+w/0wg8DnWZkOPUGaF59Yb9afeZqBghdFA+lFN3X4NiD0c0i8eSMmHseEFbZfybP1mG7LLhB/LIhtaaD4jMcpDX7F57gt1KgpZ9gpzS1TfT4I+gbxhjO7PEt2VxWF2egoXflg6nQtAFc4CkTruBy9Xdo28ah0FVbRmNzdsKr6/rmRt81dab0bdWpNYjF35Smh+zlwueJxbJcx1JU5bwrM73mc92op8FJpmyW4hBYZ60/M1SDr2OkrR/0cU4XLRmFkA9OWoMm8kI2Mb68/q3cL8vlPasIiB0W6Uw8xvNy4O4XSLf5fFP4MvD5wTMGz/uflkuGXOe2becpEIQ/rJ2YwzpVUhi6sYjDcgDbwJDBtlH3rKidtDnLnGtgQQiDzNmeHwORJOhADGv40f+q1cQYDWeusWkJlsNGnfYUiHUq3H8bQ0tMuM1eneDicpAnl8C6yt7WuBY7y/k0sEEG1eAPicLqysvMqlDUF/+ueK7WCP2mK3hX/lo5d7bSmtbepFchc4C1ailctxgt/rjFAE4U0xBqOsfHpiv7MdbWXRmBw5BCNTGNy6AB4QVJdBhS96sse4Fa0jarBy7+X3n5n1+xl3a1ybf6OazEEA1gNfza7Y7O5U7K4tKdnNuHaDKrDZICO2x7mduqdZVXeFsrdyv+dgiZ57SwvA3ieE8uuVvzLuAwKrWSsNgOrRvZg4QFuh2+0IVrw021ERyznVAn2VYhEepMsucG0RRFkvnQ/lXOR/K3lZSiYkq9sv/sTD9JwL46vscaNOYxl80mtJyZl0nVJrMieQtpwSryIqtC+dQtEt5lavZZtgCD7MJoywTot9Oxrq8IdeQdePYWcV54KvFA4CEKoBW1JyKYgahsxvR/jd6hsesXKjIeQwUmrV3EB892jvC8Xqm8oZY9GVC1Hj+2aH5UQFhHD3EwHehHlMY2/5WXGWLz3JMWjtbDHnxWKcupVmPHNiSjrUnIavxBGaqy7c0xtdsUi/m/kzxd8C4em7GTPTpCnwNRx9S3+Ypf6qzc5WWPZzuEqe832KHMUMDOT7XQlPjxfJDtt//Jyrg7XYW+R+9b6IgNXYYffgtapSD3FVHqnvfetHf2pYXz16D5ZyBjAN/07TaWF9oDYy6yjX2jcVd+fH+Nuqw4acOwteXw3A6l3610jTjqi5PO4A5X9J0NPGico5XZxsSRGeSAI6KV+ZXaqJQe3CTIkoT3WcdM99VSP8uMKceg1suH7UQXsDJdpNAdplZAbJQQOr35ZCYemB55zy49ZOfl0fvOwT8AJ2ab/z1BpqmNi9UaRxkLsG/UwpEJbU4zMgAwN4HZ5c24qjxT/ZTB+TCb4iJ/hLxR9MhX1OLkIsg9dzwPw0IA3gBwBKPA16nuK8ukUn4d/sYIduSbHZt4vaWCV12ZnMG6LQdpi1XGnFf9V0zmxEBZnEDk4IwGQ/j1IE53T721Y3qk4aMgfWFuJjyhb8TPyBxQmfDjJrLXMWFI11wTrH6zCGW+nVXl2VKRX3yxmNJA3gV6JifC+KmQvVXf5KSkrfp6neGNfPGaENDwsVtH4keH9sBMa1qXz8UPqq5k4zFoGVXInP3cbspPvWmkBmmWfpSG8TSjJe72A2MWRAy5V/YMfqoc7Q3mX0gAZwU/4W8Mx7JjTU3YhO4+wdoMqxYbOrJm29CtBmm1pedaOvOp5/K/Ymj//jwWqRwrgbDyIQJjK+u0nv60Rfs0LCNiOuBZFTgNCfCleYAfzOKdzv9ZLjMdcDIrjj26b94U6yeBRBXkRfdFRjnM60+LX06o50E8GIPxxrWCEMb7GjBz+an8Z7Qf356SQtnjCALUIhDfh04hRRH9d9EgRyqcOBMiHprBcTyud+WaIAFsW3SiBSPkKjK955EM66y1l5bUutfwVi9lc01+5sBA7Xx4UDg4HKnnNyUkkY/mWbtEfDljtyEEhlj3R2WTBDGsy3WLpTW+Us5NxcY/SjEKoQkpG0L0waoG66TtToAiji+a3q+CJ1mX2EcoW1FnF78aWAv8vtivQVvhXBanvllSo2wnO0ZnIyQI5WiuPVRfwl/wNK6FJNJhGm2I78gsFXuZIcgKehuxHNQwcOhsIVr4qr7xxwVre/P2f5x5VoMP/evFZFd/Mr561H1tsHVGAq05fn44NXrQtpw31UUuWJ99nyItcSeVrvH5vSzf2LOKuZTe54x035WU7gmGwAa8kARijE0v1QRX9IVkGUGTkyp+VMb/ikUq2PHnuiHCgNxqWKWmlNlq6XdUwgZVbNWb0OQjNx0Yn7RppnCX8k4Ilzi5aBwBn7Zi8JwSrz7IoSr957LuCR4HUkwf7mKb5wObyZIvQk+SqEGV0fPMb9P6BmyXIhEXmBOQDYnJSE2JdtAWuEQOzD9S2s9bPwKioBLfvzODUI4k4QWAUmJlTR5LPobw1ILpZGGclvtqtRCluY7P5yqisxUBjAM3V23JPcrToj3oHGqWnUd7Cu7N56RPrDSddUqJmYnw4rISjA2i6EhmmHlDzXsAcZr3zMbTmUSSAizR+1LMXN1yBEI/Y2l6olDGV1DAWZVnWpaVEufARMTWPTCtl5fuV/uLJLrWcBrRx427alwKUQ7Jaew3tjxBajpz685zRi94UerF4Tde/E5FdY6Iq05hx+cTRpyY77vzEECHSGjZ7aP4SL3hQEj+EXz19nK5DUWsvuf+jw7TKX+8uV5U/DpIpXfMr2/DngmnpuXHUlfsrxcH5HCYRx8BGGU4i9HXjUvYHD2+OwimMFYm/qYvzt1+NeP+OHZfTWKFUiHad1UJ+jocVJcY90jxtDlAQjkzqb8B7wYV9xOPDrJZZBXl6wxGNXD14L5dk8W2EJGRlE+n0qGK0v3QLthfytGwYuN1I/zEuwLW74Jwkqr/Z41z8UufBwTru43tGcvJEBvt0OPT2NIk2frURVGH44CLQiDu2mMpQeMy6QKi/oRP1k6CvrtthTe0w6QHY1QmL8HhQXMnlbeZXc7NjuciQf8bxehseuz3huBpaipwS7JjerNecycFkOYwRPKNfucAdgWntA9qB/Lf1MzS3z/NoyqGSrKOVyEw1SfxM5JnVA18JhDyxULaf/9cgWwonN+cgFa2rBCrJJ+ebw80RDKPd/YYq7vic13uP/cAOZFiMX5SvQ+b9qBQ2t0+Np7QTwV3DJhcyqCTHzzrW4qFS9OMPUnIh4Li7XhcZvN2jVaTD+5hchHNXIKI+CAtz3oy64kk/ILaOJ0nIqSv4IGvTE/BvGWxrvcyKMPFqKdyu5nMq30zMJd9U9A5lCmPsoJniL70bJu9G134RGnaKWN8Js9wAEGrnJLM9vzhHY6R1vAItjFGiTdmWjFp1mqO81SPmj35bEkGzvlQBkJv7FttPeA5R6c9LfO1gEelEOeswZsSLBdu/dBgWZMiEKy+zstGNruvBwxucjGm+TalaR7DqnvGvFYIQJ/BUSitBbd/JsB5oquF33FZ3lHil9tzMMw3V6lgBGFYnDcdDOHs3xjd6TIRt85+FCRGgXbeN8cCHE+2+oUdgvW3S6gcoOiLvRtid+92a6ZzKAQrqbd8E2sSzX/IqBZ0vpO/2kRkj2Nj/wjVOrnATnw84D8VPOZWYT1SMVgS7bc7H10oHoB8gUsWTjMvqca+sslsjmcWa7RHfwXivVz3ltindGPZ0Cun0jKRraoENfVMd8gGy19MI1gogaJZDFU6LGgounMOFrN5ffxlyT7vWxv51pAZuQ69/3whym1y0J+7yc2moc0ZTx7PZOtDOaPi6AJpbzvlgx9NlhZnPrp4zXestQMcrDwbYP4xDqNKiGaFIyokBflFGoh+4qfYNF0R//IZF6w59++HUb6ff07kd1LlsXInSaB1Sf+WFIt5iVikakZUk0HApKmv8hK8ln+Be0nugnPOLHDmgynvHKPhjE/gBsAKBYo7egMa04U4aVqIzFJLw4z2VqG8VROqCvv25Bgha7MBZDDCOAQiTc6q59jPCuYxk4gqAm6jk+I/DR46l8+zM0uPDzruoekdq8sUPYF8U/BVNpbSKWOJhYNaAyd28Cdt1x4Yu7sjwKDAJ6nKEWK+Q1nupuXFKUMALU8uRCS2aQKzFdjbqSW1q4lC67J8flE8kkslL5eDTnrlZZb+z8qo4McnNIp2AlO+Q37iPPJWXLxyACT0tJPsYob8sT+YXBQYG0utkI9ZG/hDW/VH456aWx+fLtSCb3VPfYFzE0lutL4Y9v6B3vggLaE+qVbKqJc/+aIcDdG926Lp2CAgp9wmn95kg4IVMUBkz+QRZCP+PPldssanJpTbJPtr47E1JD/zXXkXTAvQ/AXfVfLtlgg/GwCfRfkaNRaclW6531GWb9xr1wciDN26i0tPRv5YR8YLCdRLtQYlZxBnmBchxRLB8fI0/ntBFzFhtWLIKVNOxNdA0bKszv6q6KYD9crUEQ2UdQVELCpViZGBSIut4bLmosYPG3/BjUmmZJXH16ROa/QRDPmTyJ3OLdnXxh5Q8LzuyQFss8oF4H+Ge1uMqisw2Jdwlsrb8WasWqtYSoOmQ6G4Fnv9VxtaQNVBhgThqSfL883VD1liWwctkJbHpRNZzx1nnQ2BryqEmFeWB4wGoQqsKdrpuWqdYOef62brcpl1fjzsLDGPVBMUjhxPAYOwPsbQ8yrG7nD8f03ibFh2YfUjC/0j/5L0Sm+UOy4CT21vyA4gn0w78UQIB9Nb+OAsWyVOt3xb0EQoM8/7mvhbc6ev9iCT+RTqpzkW0DzwzfPqj1Bm6mvKYrqLdmKwDBskA3IU/PySKURBTrxhEYKKnrypanplkxVxzpRuHNf2OrTOFJ/ZSk8F7bkH/gvXPQDJ9jm8u8BcytjT770wvaaKDYBFHoRo/1zuV9WG8LmlxhXeNl1kj7LKB8p8BEqFkQayUMW7pFCOYWcLYSb/DKUYYR3ykbrIR43bJTidBsNaNYgBJM7LNpRJwnh5EXsP7bIB/MNpJyFgH+bct0NuvLBY7Jwf4+m+EMUTmRLTFPZ5gFb3V8YBG34/Ncu2V/jezPnSh0o3wA9nuz+Om1ReiBhtaF6yeGJO83K5/Mq6GsNg80N+JLCDP8ZAq5QplzU/Mf/tYH+Wxk2VdPuhpRl3UpxtsVLBYYSqMnqHupojbna8/UrtYJPLEPrOoD/2ghJXPlKNNl5arIsj24L1ob966a08PeimzLpX/9DKYroy10foCJgTVRkxLuB4avv45Zu4CUQqPzf4jitFC9cN7OvIJQoK+Qqv/PReMprKttQKzR8rnMIGxKpNME+3arMxWrmXa8ZU2bYFwzyDnMp8SLse99yAY5EsIVDS/Gl+0FD/Fv49lcHwl93Sd75TomoTojllDVx/bPY3l4zd7wMqt/Ptq6AWY0NZrgZu+GglTamuXfCxIHpJzuPHS528W9oEl3GezrgeYU6i9Mfn6TXOVI4ve4FBN2gDzjl8DuvEJuV/o1hJ61ywfcUHbYrCmrMGDMz9sZM21YqeE52VEAF1z2NXIl29YfcaTFz0+DvW9MBrz9ZEWiESMaQX7xS8BfgGyWFegTyeqrlS8MsYtp1Alswy1YKouP9fhomUK1L8zY+p2NDIbIDZnHqxbNkAbabO6DlVxhknGT2GAXD3hciinpCVXprULxNI8V/Ww4uZZMUobgg+QZzi7WhER6hM23EUELlPOoZMeP2nkZqgWJXc0KH6GUaEVtCqfqvCPav9wWXme8EMmCS5RrmALiVNH5MkDjpMM2d4N0tbdwyWIGHvFRFrt4Anh+mOf4tDppTLtdYLk4i0F7Y4+QFMioVqRKzjB1auvhOjob4zoiVJGhYawwDHKxjyiPAgb4XrTUmW3lBOOj0fl6Rwdlg6zcozWhHR41svw05/aIbcuJsihA+Z9GPPfASlt9riVExDRnf216kyRqd//Sck3nwTizBhCeFaQjnG+5Ic9yfPGe+f1INeAcbwmsWAkj8bKFxUo+niXL5QdYrAlOWCRGAkbwvVztUus1KA7YvtSIbUNcLsmeDniYtt3hDLP4F+/ir6hGdpS1Y3/2rPx1/TY+eRMnOuihfOxHtoXXmwd9iT75TvEEHpOWSF6VOQZysKp21kl/fjUun+PWKGn7vArX+hgt7KDQo58JyucsOJ1H8Dej0WayW13G6xWSQH8ykdFGDRW/O5pz5if3sgVTCuEDwVY1bKs+qGWliVUkcNH8i2+GBjIQhs/XZ3VCqlOHqoc2oN/rbQytK6k3duhmszg9cZfrPl0IVNRL9fEyIGW2AtZHkBMPwV4JcP8m47kcvfgkwycBq8ztW0fbzgTxQ0b4pOtYIy42eY19TVn/LgF0y0gFNyGJDuIiF8btmOWG2boixbuJFBRryKb++cPCFsIe37cbF8nxEXp9gD6Oyt/whCAz7ufUVwDOK66Msk+CZ/PMiSYW9R03MuZxPUFSHUyc5j5HD8rNKquI8aHST13q0DZQY+MR8sPe6eaDXkvVCgTcqfLBf+BTk3q40xiaxhe2Bfvhp9Otpo/gSPgWWcqtKWP9kLGlPyyoDOSuUqbpd6YaSauAXcRl/amGem/tgHlaPjObhKV1GAbGE+Sq7reuNLNR4NVGfnHh+gE8eKGZuBrp3/O7L3agFslP20siOE4IM1+60yWgNNZJ/OqZj9PivrH2RZbh/NdOSOiWMc74rnRYa5Ks04OmyrsRDOqvH5x89f3Fhs1N9DOIvkD9/I1z+pWM0W9UCA5F5cqDy76K515chPhNkxtblpYZhRNM+JjiODiGY1BHfqlKeeDbgp5jz3ESJKGv3LkUqPrvcagnOUs2D+eTIo5N5rAlAKVan+/SPUesjXNWZVeQjsM1R0fxasJOKHxuyM3jeCCAHVoF+A8j5YnMtmUxwKWGjKJIblvrTY1P8EniW6h3Dd6chTEAa6oh/tbbsDR6mI8fJSdqBTTNeikSCGb6Uz3KcYR4z/b4f1QKQLbDre+1tHoS37lQB1wEq7xoxfTUftulyy2NPEj4srPO+UsmyYEAfTjxnNaZm5RTl51E1HOUMxPrrpbUfAIMkwfMZidEU+aPzoejETcNOamH1s/FkV95e6wx0GeleX029JG24UR6mhZ8rjwpqeinB+FahMWeqvDajJmdj+6C7CBkCXpy0KYTS/s2ObMblS5V2tkBFV0SolJYrPVPOsj1r5+6xSVbdsR1cvxdL87IbOMUzX7L608Bbf6MGBtCaD0gg5nmgZr7xUi9Ttu+/Ldo0r3HrvrJYk28qgKiiWmV3DqX1D7zbu74NnECdg63PR9AUHO3RnzU0qvCtoF4XCZpKECtIsxgemuRgX51Zutl73BoMlPaIT4R8BXXBphzvRkoi5rTF776apG/EF/rf1Q0Dts4YUUv8faYx+CVPLevHnlQjmxDi/4fpbtNlPnHyR3+JOtTTVINipZylEFB0vl0+rQufd501b/aU1BtfcTZMTY06tjwAYpn4HC65Zt1VCRvnmi6LsdGHkj8PDuK6qGsFBfNb3NSua1+EcDBkYOOvm7Nwaopdk0CchWelz5/3uodo2GuFOoWA48RE+g9pNMubd6RvpkSBxuU9VbxOkS7bnhMp8CmFMtZDoZDGSTNvfmPyY3QHBBPwH2bWGuN5TArApnEJgN2eKmfaE3Nc/6Z8xDDfTV+qAdZ3ec7J+ws8mNEb6KKkbAXmPD0ralz9ejDKHreGUfwrBRBdOw2Y1BrdXRDS2eec1pQc5vsVcUimAnjhn/WJE9hT1Oja0igXjazGoweWp9gfeTP6zBtgr46l7gQypuDAjQ827J0uAtzXgiJzqxqIwUXhMsHSWET/DT+4YOvOFn5lkVHfVefSvfNb884jEJpkiaEl0i8fl9LU6ABqsmv/a9mIohcDrj1xiA/ff6v4EsGuA1fxPR1Z2xU3lgrsOJtd8THaYjP/1mhVqyMZphrmagmRR5hPff76+3mmoujgFuBLBwvZ78tXXgtTNj6pD5+AmA8wKr0FSJ2vCvzJxUtRefWfHgYAx3oe8x87F8rP8THp8pjy+F2eiNBuuARzqTMwE2jx+NWtY8PPzT6ngqY7/gZaPxXp7csKZOe9wn8to8IhGYB8DJoEUd7qoN/pSULVx7hNORpYduIQsSqAvHUBfKTXhzNbmDuR7H5I1gMGi0z5q9IKRPKBO3h6vXGpscMNVNs6RBNoJoiGJohOy/qKRdsvMrp5kYOFIBAOjiGrLWTtE0aUX9jgJ6u0dCyCP4dpiy65YJLm7BLEBjmw1BBxxRlhlsvL1KISdzaLG2SYVn/jGIYcv17HC/xddGf/7Wxrkv7u3KtTWk01utrxmb/0B30mQVbaNUnhx6eUd/whySgQTpU9eXHjhRcTH8B+HC1IqdCs6GfbepmK83IziCse6whwTjB/0gbVti1POstDtPPChFNskAjPpEyg6wpumS9v5ynsmBAX7m77RgX99t4V3JRxaPYyuEYHkzqxrORfqC76Dtqx0gX8+dM9EkmEG8kw4pJbNcKTITs7M6z/t6kJVaoO2jr555/50MI6TxFmewncZ7M74Xjs4XxdCo/SZyOw/kPSx7EhQl8XxpAN0wozqZB/0sXonnibGddIIbQvi2JMXZyjVHNIaRwUlGBPEEzPyPvQ2Ud3JwqiLLWCzV6Na8uai7neI3RV56cKuvoOIAyN3gtw0ZF3fbb9yNsKqSCRRgncJvL7k1FTgPOrCWsVfyOWdyHwF8KqXL4T4arHVS63r72Xr0faVJTkZ/BIaXiOwAhTuMMpChDZxkjSc8K55rysu3oMmkMJEzbkMzBbtuVxvSzGesRBMlhatvE4h+2HGqHRfaoX0Jl9b/LTENDJcAdHGgUMGgKGhAAHWSUTBt7TIqwTx/hbAKZLyTpzgfrAtH3Ek+KpL3LvEEewd2PTxveHyaPtLzgI+grbJkZMWGYBMKVPA6bHx4GeaW9S/mSW95XASzNiuSl91PnoeJD7yoXd9GUGfmwmLPVzEqYaURhvMr83Ums3liiAsePJLvojO27Vs2ecSiBLPBVcxct+Tk9jGzWtt3meCRCbpL8wsTGACWWpeJ0MSM+HEeJc+8WlUJB/LsFh0ob49lLsErOfy+OBoQQWriYFUQD8gkxcTkxAA2VWGMRjLO9FJcihGm20f6G9prM/OdDzbMUsUBjc61R5J5d+4vUkX3q5805qoOmnhDPrkj0h5qarGDJTjqRfhEnqnt45Ivve45EJjEJO4v2GYIgZphw04IQ1SeNbIU8fah8LrNTW+yPs0mKRhWXY33odnn1Z6HveEaDil3VrppfRyGfdZYTRVF9OJHvKn9NHEM4GzK9ptInRQ8QUpUY0P8OyfH4Pf+gLr2vLGE3vJf0IcGkKFtIfhpmwyN3sAWlFF7RMniAiF7YvNOK/pc76OU/uCyX4B8W3mnM4Fh+AsX3JNym43D634lb1lHkjCOvR0mN/g3u+bPluReLv+UpkTPwDK9N/MQi2e9Yk5l8PxJkfNeJwKEnkvHYlfsBhKxJ6bV+brjCLVPTXIU8BZc2cHyC2uxKQs1Sues4+naD7EQjVnxo0AnD5UOGOzWLpPWO4jYoYZ0l+4483E/CaUycW1FHeyPO31JuGVakLu/c8p7xu6Z6ZHKFGUkaoDnlxp4shf8lA2h/6E2ON42hv9NvzR/+CCB2kMrTa14RzOcAr6fU+g7JU1x9y5r58LYCP9AP6eu5CAxBRfOtNbuD3i3wpsx5PEDREkSq1qy2hxq6s3nUW/kVKXF511Ahwp7y5csO3bUDbgGYZOKKIojK4t2ll5ulXKKMzjy3D6mO6ZDQAiolZRVQBhc45wTP9UG89oxu8RSpvY8aBfwdwasVUeebfEHyQ6gKj59VvuT29rr+FlxMA1957G3rIl9ihsHCLaQuMtLiYGM3LldeUUr3heyLHjQJIVZbkg8phdQgbcqyAALJfWZLuul7lgTvVaix40d8LsZyooTPG4THwp9a4dTzNxvWXoENpcrF+H/rYLy7stKuTEVTm7wQr/TTdpPt1MaCN3wgadu9qw/VkmRKSQpVZzoEGFC2fWkVvIaj6oqVVfCJhvn++AF52qJx4uoebhl6hlfsF2ANBs7bSfwfu+g3BkRspNc0XAx6LogX6DvrX8xeoOZWvf8TznwVjZvvABxD1GiRlmiYkUSOI0yPeB9U6MR6wGFEQi93c3fiS7MvxwF4MheFXZglHjcKNZJ0IxyIWzF4248nD4alL93Dzw8WBDi3gSz7tosyA+So+G71R6afJ266L3PsF4N+HB6/kC9U7ma0l+bxbF9nVNrneX7x8sZArVNtXumRG9uVcUpM8S2z2QKaXBM/I0Jhb4uv9fniOKyOn0CpMatY3ydmYMDw9RODwqniynrEJgNDBV032kTnY0+1e0cLFWE5/0WlcDvSE7JPLP7Jt2GbDo6ZBO/jvMXgvWuNTWd+v3/x4GaCP9RfMxVhZkPX7UpXo7plLu1m8ZRLFpflVFyDFsYhpvupZvHwTwNT3h3eUQWzoLLPSBILf4PTPJ5VhjCKU5uRxeSZvIiMSGRhW3A3f77TpG4jDFs5rp1lumtKTyPBXjuIWeORoz4kl4DJWOCXAkijFLyPFBDaFkosp2YGF3ZNvTyfjvozns1d/RP/s9ZJoC3UeoRxzfJ4TbIwEJHkOLTL1Eti1bosdTjp4AEu09urIkJm3XTSPMS1+9hvAY/ST6LUGt1H1DQ8jcN+S7odw2sMWMYmb4gQ9qWCStYQkAHDkw5NYfCAgGg/UUiNR3eRA/ekd48CQ35fqW4v/IQNyN42t/hGA1TR15xVuD8BaGE1xvc+0Us98C0tTCGlNRGAycwMs+SF8KiSvbHmjaUaLWI9VyPhpExJCJPbcpAsqZXWBeZaRN73gI3PaZsLOvWoMX5jvgWHyvdzLdLrpSW7SXYV+3U/dvioNQmHxHfUTqb2RquJtPBApy/wke/SUR2QG1Qsl6kYs+84T/O0net/+86+u/n1QrpO/yZSb3puzNN+l6kyboQNtIQtNPaFH0PpbO3PEzZ/HrwRS5HHSAcH3HAjxFM/Mz9RmjCNbfjWe9EmkIjra1PjVaVYph1SqJyFX8efW/P71Wc6ZOixD2zktvSYSzNLf+Ih2TwdjSjyYsxnQ9hWgmbsVYPBQAYN5amZuxAxyCjU5qPi/uPuUb9T1CFX+znV1q9eeExF9L9QoP6UXVT1buMzWUnXVVWkW8jAtwjIepVIdLbzaTXGAtb6eLF1F+vQC4YHkn4QuNTfgQilWxUzNIV6zQ3Eoh4zLFqk4iDFOKBnsWAiwQW5uaY/dLaVcuF9rVlKch2GW7PpB3rrd/IIivTTrf/vlbTj5l7SPyNLwv8XS+mArYBEUXsN8G0ArkNNf74sW+EItz02EAXvcykaiiPKFWbhHcT6vvpwA62oUeX8bBaDESn2J9n3R09/zXmEmaB6IHucYY3wq0pfqveiMrYBLudcUnUVBaCbf1weG/jeThCdbBqGB5NsnQT9Os0ybMgfYNMfFe85D0Gni6bDm7Ysvs26PuIEJrfesUTBOgbfY/S/+6xxPVAc0zMC+PtuQpwGhbGoLAbqnbb/33TR9Nsn6WZXa40ZvhuJTE7AZsUZpAHHWzqOL6fVYKIFxQWR21QLJvWHzFq7yseB85dW/gWff7RqRl/24FC63h/ob5nHgWC+U2MtkeyQap864GoejHsFXIaVZ9PlCmYKC7JooISvACOtWSttZFzQN/p3+kJ/AyZbf23KHCnL1zHa/eIUYPPiiwi/Pv2+fXiRnVcpPCpmCLj3hnXn3fDC/ftgLRit/7qn8YMOQuoAkyDtkYx2gq85zl0wFcvk5K4pfg2fNKbvkQUPEzoILNnh8ZQg1+vyyoDmLHimYk1suLGFAlE2p0NOsXVIbDJONG93d/Uu184SZv/BQCvAcqk2W7pux0ABJ0M6WtFmPzwHm478zT5YiREr08mXSv5QzrsGL+yfZqOxU+jmkzVx06Vnn8N7jHxzuUIMMbMX4tDlPdDwYHwGSj0ECUzeNe7vxnLxGrxGxqHtRwNcGKSpVMv50FiJsxosEIEIyY2vu5Xb2eb4CsF6DfKJoyAddD+TdAHJ/URGMfJVOSewN9W9s3CdqdGZst6GKy88vcVcjJ6N4KMX9PBlR/KqwHzsNF9BqexFT+AM7peQB76X3enqVxl7xwSC9RPb9Zu1wDN72zQrll9KUQHyMkheKuJ6YdHDr87pwzSDdBVpLA/kHqhli30O1P1fxb/4t/zK5eHDlAzqwZvSbqhJb8qIZrKL1rhvHSA9b+rgOzv07IHG76WaMUkU5SyOnu+DsbnBGMGVs7RsNiMCpUkAaRAWhJnfAwTdh0lEbW4c+kOvwcoebLCaDiHkb5du/ygd+Da87m3sD2yeRCXsO5yHrRY6GHcnoEICWhdqhL68wbtfjhYbKPspfkmZkB30M3udY+00/y/25gWYpbe8R2/279/8azmsZ/0nuWtuwwU/9n9/8crQ24izloLq6Z322fRyErdWFWq+2XNVfQWGpoeQ3BbukbT86Isp/buN4Q6iKfs/QpJ8j3GCm2vAl7VQ6HbwBPch/mi26OGAYJ8o4jwE2lhqjJI8ije0vwRQlPFXJ6Ya/rquAgU+jUVcRJMIAJnX4cQB/HZtFeWZFM1bj0msl9tOg17PkkT3DFRIRsXZKSsMX9zr2ZrmlfqrIMufjz8vTu/b8PUhrup+XYF4jq5Fh4r4w4yXM9DKYvFsH92rUJHdrilAkAbTmpCZIVZvQQTz+m0MhA2gfaoBQflndH/9M5Zd0q5Dibz/ed89+thT8i0mQbdAa8gJPPflJyewlQz/J4dGsW6Lj1rQR4zSjDGeWc6a8XEo/fndrc+S9eWmL7yKDPfLG+giJCl2rCYNEJKSR//iV6Fxf8cMN59wKfsKvUgFs2YO9KIeB7JdpELvgy5nchywBqLgRiLYH0PdZfKxaP0lFZXpYx8gCLc3fFoxEx5Qw/ZUXb8Vo4OGfjMDaRSm2h1T//XvB0s5VQWUq+rBBqGpPtWeIqqrfD8f/85soZopPHn/ZsWfVhnIPQJpKVc+SeevL0Bg1Uor/4+kqtiRHluUviVKwFDMrRTsxpxi//imq577F9KmTPV0p8DA3czQl5SE/DH4b9sYHMyhpLeG/lT//4vE89+/bPMD3y88vxEzf/dukHRLrXaVu77FxOH+8s9IhbsCScYZwBXOQz6nKLyyFZlrLPyuJyW2262FDz5X1m/NUG9/M3aV3J6J0J531qkabX5QSQ3aCM8mfypnHiuDXwjytJVJLsyF3tYdGlQVh3wfOgCKO7ZlCbZEjK+9VKqm2SvhSYmYCHTPmzqhSExPcoI4uO84IREUI15iVitQoHLXj9ypM80c4EJ2KGRmQ2ylVmG3YdhfgGEU+qWccUhtjjPAQyTr+1V8k8swWojdeQvN55jjHODqA+G+BTNAdCRgppfCMyuEPRP5Cv5UfgzzrWS5kPTFdkEMkeni5kIYjcxP6fLlbJPIhoQ/iQM3T5h8tHqLwopILnKy8cbdcipEghZGY1IgVPVB4sqx9/N6xQGMt7yIEyTmDITibTj6z0CDlsobaSGbeQGEshWvnSx76Zv/x5QWb7o5EXiLUWPHb/SZfq27PlOfbymdkStb65KBE+QfJNR8NldnMIw4bg8Z6LJL7TIljllPBzh+Ow2C/jSdQzotKvOqSz/cjrPZXX7VYRePM4GoTes99w3HD6/+6Cqdruymc4YIzc6nPerQgzfidR7BKB3l6GIQqPKg2rAsdscKd5SlV4RECpOHVmSL9Ri8FW2SDXVe7mrZD2TMoC5XfQxmL+cqnIN3H4EYM15BNukhHzAxlLijaoViuKFtd/drE9jPLKqoKIeE1AbvfmH7jl1NrK0lPM+mXTuT2oXKGreWIT6HNbIU9qIXyq1LxGoJUCr5/D/5ZXhaI4kwLLx2m8SDYF7IKg4XIv3OapIC4pcY8whgWo4O67STibxN7/q0ZNi1uTobnCb8DpKGOiU+O+tPPhaXgsjze9/eSTiwRtgzDirVCxfJVu3+NR311K6UW/+0+I873yLvkaEhlkyJu3DZsOGHuy8Y8s6yxFFSg2xHPrDRRow06gfdqTISZe6KIIWTeesEoySCbHck0RqqA9+rPxGGNoComYSeTlm9pLyRYNU/pOIbIkh01uYKtjhY139dzCkkfr0FHQwJUi73UEOTOO8EdkO9VO5Cu9l5091v+Wv9YQCaiLcbGmgrfKxdZE4tfEUV5R7Mpcpy7/Bz8CMs0RXjMQJIEoYXxeJ0tNJhXZWOq79MnUkXl1mrM2BSKbJhNZAFg0iwd/Vn1uuWhJPgT9GrK0w55LdhWtkcWnGWrHwpduVE2NXiB1dSpN2RwAHnBxlajQLX2UFCO+xJEFq1bgKXDRwkB2AH8/VsXOhUv8RXGT/E6A0DuC0u6zn+uJc7NxwiW6YnCl856BBnwXj/ck/OxWiz/6tKOagC+88NPuXg//Uwb5AP8VvfLhClB2zzHmY+LPmf1LfE2WnySMJ8CCiJhFfM9YjihZ35nHmu7Scn8NPt0k6ma30Dhe4qlZq0VJO+Uuqhmo7pggWOMcB2GQOMBX0mZYQlBpXQgnWHzPjvc3U3HHbfuF44fVURdMZVkK7Bnpg7mT1CWQHBKCFlsdj/9TUvlSpLdB1yQt9pLuqkZ/GQYlKrNhVRCT7zhFYgeQBFWYMLu2Af8sM2QAmjJq2hTm6e9EvdfdI7sgvLHkLDblPFlcVD2sP04VuLlgDOfqdXQ+taEthnhuJiK43hbHAqfJEqxSzp9v59uo1DV3/mmEIN9jwIRzK9NxIXkI6GrE6AVFD7sjVj5GMEQxqc0YUMlJFHoMD/a9c3Ae/0Hiy5BAnGrX5HA+Sb+/vSfxMnuM0AP8ZrW9ez9l6zMPQHEjGPXDOgcTJehdcAhgqgjzTdTaj/NGJ2G5OBEGPJjv9i6wNqkWYNkILv/nOFvIC+u7t9nk5xnG9jT7kAU2VoJK0LKXwx6g4ANLYnGTgRjf8hj/cxRZvVPj3l8dt7eoEbLxudcbD0WZfMfM93m4wA400x8J4RJvIfeJDgnpEyFbX0KCZx9GRXVZ6hFuN4vKhUwI8sXjSf/fRvpFNn47YeXN/GcL25Q7Syb97oOv5PHL0frwbeHKsS5r8zhgLWHQypyp0Ml3QfxQbDI4/v5220Nz7y0N5Jf92tH7M9RUesEdyTlO+fbV1yUiA/iHsaqYamiKwsFmfbav7oSxYBabiqlho14H6WBIHKuu0n9p+9tdOVNnzHb0X32r7c4ebhQO93XuVU8ICb+y8Ix5xFydA4S4xWu2l+xPgoI/tfyyjT4WgBTuDa18x5JchZ7dnjwD7NIMFTIYa2h6DrEtZm1cJVDxedwaOGngizu0sfMHiMcJBFKE0c+DaUPtICSH9XlO2rcjxH6+aw41Rfziz8ZQ6Oc872Vaww/i5TeZEiPL1eNJOaXlOSh/ek8ACKeZear13xMvYkYGP1w0HtPaD0JF0pQcgdOzwcithP6Lngy/Bi7/fYTiL55zfGyzrCH7cBa1ZCgwKv/ocOEqDv3uzotFUOavM5ErIBXENY71aZQFbvyEH8+bZv5oDmjBd6joH2Gj/kqKbq6h0Gkq27ZEIx1SmAX3pTMfZXpQKmIgwZ2ZjMx6+H+eWuMDjtgyI37GcL66S3JYhynYM2G3dK1ZjOx/u38keE0WrF8KjcvGWCy2PHxfe6N0i57P/KNuz7+YmA9AV79q77k1wjBwef3lI4hgTQq/wNtk5G5zXV9Z/qiVFLf6tKakXhUQo7oOGmTAOrOkmxy75Nz4uZvzynYVQeVokOwi0Sx57F1H5AuoeUvZkmv4eK2W/U81dWI8qIViZb3B3pE/CufpNNxDq8jvTSrLZ4/4yhNI/rCn+TVuLHrzVJkrP7qWMayI4pPUg+oqTwrOfl5WN0wQAiJHN3LGFbxCgwH4m2hEFMMV+uAJh4ZOBkCyzpltfhVbpDop5k3PP+R7DntGV24uNwiAF1l8oYMvKU/F/fP/KC11fC188W2rgh/sMR1/L1P+6p5+sva/qCcm0msaUa+Ei3LPT2SasKQmt/iB6Nv/Vi334J4/jxG29da9ilYwPmomLaPp974Hm/TbsnPO3wQK0g3NF7omzNbeUCcY4Bg48XMO7pHLJK16daKsUKO3zKQaqgNvsTdvLjbipRZ8fmR1gzoQpFjWh2VAMJ0Pu3XtL5r91/y6aU0L8MfQ7aOd5yJyp8n8R+NzzT+4nq2C4OtuI+jBynkXUgE1lnbl2TDDUUgiLJ0rzBMXiMQbz4wXtq47smnk/IBN+B9SjzPbSKCjqhTb4rzb1Fa3JRzcJlkMVTjqMkmqGSB0zWG7tioqxXu7WUmmF+UlaJO+rR6KLtXU0nYQ4dDviI266p7/avDgUR2Pe3GiV+FcZ4fWKLrNMcgcKgl+ueVcTaNytJo3jymN7v5OUNz86PAnuwqyK8HVZcoZC6yrr9/urOTez5xLheGBpFBuEoUAZU1nIhFiCaAAE7BgHSnz+4CJS6/Eh0X/hqTn/YqlLCBTxANOEH+lRh0ToU1bwv29yjxS0+ZEIyLAJw338+/L4PIwxs+vEnGdZ/nNiRnRoICyfPBiof0UgekkyR8wpN7mdn7McnpqoW/XQmGS+dxwIFKwRoFwlz8b8vvQ1ps5PEMPZGhF1IzRkHli5ehZyi8+CW+sNvUTWWG6JdKud7TB/FKGZRXTvhicjSDJkmW5h4fC3t/UiMo5jj6fNXalvLXzYOyO7UFHpdAp74zXxnI+1BBoiw/mlZibEQ/NlYAb2VkckMEqosgkeavl7qWM0FFGrLZD64DnA9WCJ9fDzyhpFJ2wtoeqNt9cpVOS6+HXO2K659zn88T71Ga68qr45m074sK/kIQ9ZNpyj7o05GSvne5rWxEPhwbHfcU4vQM9/x0CwmI0VLDX72lOXjY6nMKWoIgBRSpPieZw93QkbxSst5Fa6MIdU4pUcBsBBZ57ez3OT1KOnlDSKCKDY5SK1GUwmZQ5EJo+39DfGAkE9r/lH6hudDRh/3nvSuwy4cBrSaq3BOjHJf+LvdTvch/s5R1695nOJxLB7UL89lR52k4CCbxuWbMoOMSTMlBRRk7ZYqWiJhnvQqUF66nRnqkOh1LwchdD6E+4S9esh5ylx7+gc5Wpm6IffhWxvAB5Z1DWioU4h0sjcPW2xD8NYvub+V1aXTKVYbcpkrUuZqL5V2iIVqKbfx4bJS4GsnzfXd4mMuIfH4mGPgfB325mpzKUyXhMto/+t8dahitfPn2mxCSsA/+3PL2yC8+RjEsqpGxNZEiPyxj/hky4XnabLG4k7xaYKzoz9FHLImvp0lAVgcuf4g6cq8rxdSq/uzBN5h72qioLwdikYX6iGExthjxo7SwRq7yKAbK00Pt5f312YpuX77ORMNb7Qvfi9KY2Sru4WAJ80uT/KvFTxmkXaSh03+/DJTQCLZZnw7RCjA5cjvqnRy9XEpATp3hK9Mn/T1mUFrW9yTCp4bRUTG5rQ3C4J5WsNc26B3g7OBG8rxeeG4xtoG7/FoOLcGsSFp4Pn9jumC6eQZ1OlQG0gNfOSDiuWjk8vr0QqqGVZbJxcvv1VNmRIngLhD/PDHQdur0oINEQJ4+qGIXGB9NtZ/ipZvsNjps961m2B7kmz2dgykgq5N44mjhgSg/rPnNoqwvSJBxSrWWVhpJiVv/CsrirwdjqoEAElYklvwt/JPDIYobgZT9RcgBVf9OEoLUC/7MyT4bfxUOlqUUqOJmdnwtzBfLdAL6BXPQhJPVflzOYG3vYahOKomX9SZKk9u+MOSq/+mTnxfhlRDNr8UuWui50LeFRTpprxoPtolHjA1RpBjKX4H8ARmuofnk2shbvu8j+S/tfxPBEQW8nZHHQJneGuylB/6/SzWo2N5Wjhb5PXMTx1jX7vrejsu3wkaAuC2FUKXv63v3sRN/wucZmrkNKvm/LS2rAh5Ih4Vo3jm233YRyNNbQ918mXhQfxzN3ej4XJe5eYjykwvp5exOXOMpm8VyiCJEiFNCIDoyqZ4T/wF77piG97V6bn52X+xVbctxEbqnSTASG6+oAG1tSbViJL3K+0Gvdo8/PQmBLkMqhX4vU0OmEAR/Gcj+XLnoYmrCf+bOhyk7Nn/UAFU0YDa/5gjXWawJ7D0BV3g4sAHbmPP6W0CD6EolozWFgtKtcsGa69R76sD8PRu4v18GfbsQmYUprlFQtCTl9UfTcVr/ngWtdwApftJx3sDDhPPDUnFBXyyYdqATovUtYo/G41ZPwGAOwa3oICLFjqKWWAGHy860eHlgNbHC4Uw9wsDT1dXqV8kuobc+J2iNBcaXTKDTByJWCnaP5VSVGknXxQ/BvrJajIDDTDDwjh0QAIl0X+y2F9dEmFmf3Dd8u8/XDZ20i9+exS24SbDXE/QFHjIz5tuEripg5JqaGPPaERq1spiZcL+bvuJkNcxHJvZlAztbO5eZkSoxDxADbENx+HqI/Xs12Adf+EoHwvDc8Rxqb5PLSw6lzM3ElI2+E6uWk7g3oeskN36jR9mZbkyRyA24aBSzNA9DXY0M1VhSmxfDUvHEQDxHCOEK/Frt97HXgPgWXNky/WqTKagVUyG695Xc9/v0i0FSoSKHD4+7W7Dr7RulxPEJf7a3tIcH8qPOyAIPyEuxgNU1ot6GJO0avruQRk7c8vUxogbAxLifv7RCrWZLJkJbKTbve16ToMwsH80uMz5g/mGgfaxj41Dg83F5FdEJe371gN88pMDtIEb2c745FHDVYbH3N7kpXpMinSsFK6y/QOiEyo5qyt+IlWxzrX6M/3aveZ/tW49/I9y/u7R+GwnmXpVbrA7aknQfSOlfPSPwOP500u2aVn5m7RknFApuuWKrnVoL++b0ihfGHn63k/WDwWwWVrDoNzFqfQ7/l9XUh0FGjmEXU0dsXq9ARTH+q5WabE+/oWAoCCH5ynB8qCCAf2MIjwV2Z7+q65nywxBVj+3XbKt0QDIWFzbpcYindslnXJUgsRGuFf8PfzTztyT6eoJBfv3U97sFMgyMvfXfBpRKluEPU717gqS9YC2MTEdBKB4gH0ky0gwkt1KEDqHzdeX9MBNKoXBoo1XGS6FBiL9grOT74WgntUQO2A3xexnts233r+74iHIcUA3BnZuA9kKeBk0/uVAPbW6YGFdGGstgYNQPJojTXrRf5t+ZYdux87DjP/KSlrd9xe56wcdv/ogUrZ2vXat/w7AzIh4ENDAUkdufz0mhwQX24yBher98Wlqk/MpB+p30Z0Rt6MAYKlSGyafZPrBftXoV0yyg6nL+8hkSI0TtoKqieAk8Yoniz+b3r+pQ1g9v1SNu8BJtJZK4N5odOWV1yfS9F0Qt0GPaq3/PmqfuZbokCYukE28E6atOvXDUUz7tguK8brfU2w39gSgZZrMQu7o8F/K3LrTyWViUZXHGNwsFolTdnl3uiMyK0nsdAhmH7OyTttqUVfOckZDnkvE35WoGwyrGqXfzo+mv9CPhTHxRVBkyH1zFmdNXUT2A7OqBiLuaNL8M5ufJD3br9N0aTo7dqAyyHJQM9icCXOZ8Nuh5GIZ1iqI9vcY5sYlf4addD+TUKtuHvsZlgIjAV2r13en2DkrkUqswPpGJ7nNefND/1cLPH4XeeFrGsby9DEv3n2QexV41j9YjNKdme9Lff0HlABl+dxc39h+Tv2ScWwJ1GHmHwb/Q+dyDqvyOG9kEAWJ4ZKP2Z3Vo1TkN8TJzWEuQZcbf/xj7GWojUINJzN2/jZ6yTfraqOZ7Txi/KfsAF5Y70ToFK8N9fa9sbm1OuDx8eY0lep8O0oaf0ePZHmYmdDQxXlzu6Zo0ahQ2rvEvsIUou+Pmlt1YgGDEcDmRcPGzgP32rRgaKBszmSsly1PIUFh8CsKxPyhlnyjBkErgmEdrkqNoe5mxNJ4LVgeJcZptOagCsIIVkN1GcchhUFUMXDRu70WYFhyghY16rYigXKxugU/RaMec27AYEPU3h2Ip/ni+1X8+LrMKIW7MEMOVQHtVjcG52a4Mz4rtlndmOv7Bve7So8SoeI39LEN7GKAoCmKX/F/1xMHYLAabnhAMOD6DzpImSrNBQSOdXaOo+q1NDcdOJZEwW65SO3+PxnX3v4289MrObpVVe6gI9I9mFa7ait3jOGjin8/yWYUv698vr+i9is+9FE/Wmmd31BV126FNRKNSdqoWvlEJm17MUbBvRU7ZQY9iWaFC/8wf7zt9eziekDN5eUTgFeSUmca1xVNkbKyhe0ulMaBiVHB93Pg6Nhvp6gvRjKhdPZSE9Zq57U/cDZ7PpfpnXPfJhIsfTbWrAhEpyw37KZyazFfbzLMKux/BkhNhQ34b35ph6HgVNpmVFqIdXH0w8YqbRB1eF37E2/lz0VrOgHvVHste0RQJ6ZcncVsW/61RwA1b323+OPNgC7Vuy7gcSnb+Utbu1oM4b6X/UutrG1pAK34mEN2oQwXPSecyy7l+Dc+WLtj4lWNenE025g57IZam/C3Kcz5/geIiXMa/8KEOaXmieauYQaDyhVkC6eUmUcGoZCF2uQ3jhVx8D1qvW3gMGPqmq6smTKmLcBHK/jqRgZioz7V/egg6NJvkiyBxYPz4hhsBAStrpk1d2dSVR52h/ageYeVoZxwzkiVmi1doE0wVBV8jX2SEsB/UnQZW78QKnT36TBDWFT8HU3dZo/ZTi0mb7Er+0rNrGM7e/re9hYen3/1h4p8IqbNEc2z0T+oKLRzFc8O2KB+HmI8Xv1cRh6NqxlXfNqnA+o1+WhN0JvGnc0mn0QP2LvSWF9nlqBhCSSRDZVFODurHrF2d3mUhDmCDNevr6xtOvTv3e8xQ5dL12XT6qQAbJp5HEf1khQghQclDHvoWr0QhimRpgIVPFtz+a79FOg9Ha/LjCctyLHyT5fuzX91JDM6seOE9LcV5R3lqQn01YvYieHEZW6jkVSrnhB9zLH6Tz4TzfU49M5DDNZf+wN9S68kx/arX+zz6dv+YfS2hnHR3v06/UNvgi5fL5vxmpPYEWTogNDlZ8WQQnJy0/FDN/5Pa76MzB5WiQLRIa1dIaazufZgGQqj4sXzhKKnSnnvpI7aQWxF42dobz2cNqcwEKizUR1rInk92Fslh34fmz1hClEaQaIkOipz4iDWPtU2C9KKUsnIHjUQW8kWh0vv42SS3LSyblAOzZNh09j1E1ywosaCL0oimplQkeL1lVtdW4AaifOqfLJcI3mZ7Zy45J/5XdB9IrxblTl6tfTj4rJat01aSCtY9GwxryJj2vkeQzqwjKmidSLNm2ImkwTLoEdF17vj4/SdXlfW7XovDlmCd1i6/pOar7oFlEjg/XGHvvj4hsGeLNsbhwAu9+brIp9B9vvu1xJ0jGXloEyzaqe3YKcn8ZOQ30RtBQmpEe3c/mlwK6lIcibRf5temFrTARjAuNfq5JcLoZCKKEfF11NTUBuPX0/T7BdPLGyk4xVuJyir4Q0vUX1ZfdT8tSqYO4n+Cy40qofZlKFXzw66h6F5erW+0U0dLTmPePKo5vA5jTqNWrzhVR0GdkfCrtm06ROzqXENts1/yAoHDDxQAdKJxt7ZBhNnbEQcx/jbbZg+Yw8h8OwV6Bgaf1/du/VuN+Zf9gNDjYoyXMHmejXjMWFDch7IcJA/Ze+GzZ9ZfxhoQfDulZnAroWpoIHU2vJ/MNNC4sKaLmhle8B25kMmj4nC6weXdoud/h1//83aBVM1/4avzQCdmtgFIg3lYX+dvj3q8gNgku9YjotwgcCpFJFE4KFG2mvfEoZZsD9+CYX/CfkHZyyT/PzD2bYdQuo05AK5LAKANiumQ8mvNjAXDjXly8tYwhCaFrQtxpkTRV2rhKrTZp3Tc+u2A2j+xLcgUTaromqJd2bgUgzGQAQjVZvJVtrCcmpYrWA4a8UcdteZeRzu+L6bms8NjEtmTOdF1W9pnpixgdIXRrJZfbsokuLRd6y6veEYY/3mF+1RcjvrOn4B6L8CnBhTDaRRLpVxAQTYBnT7Y93uo964GWAKQ05hOqa/5UwQaC4vAeQfQCZ+xgRPOwmHVaJjxifecQiasCqliHR/hAmH/8NXb1K7CRSSMks+lExt2x62/gVcQfnv9edjBYgU6hojN5bT88iZ9SCAxPe1Cf4BclbrH2AmKT/TOezIiUunIGnD1E30suQ2no5Ac++n31AwrWoysQL8Em7D567XEQ1WT2H/U7Ou+PyA3e2G3unT3+2GE/aLOCHx2YcFIPn6ZaG2O1eRQ1rO9cPaUEtvXF2heoXP4ELJhKl5sBGvhInRN+fTeA6UYrxTtOshHbF/acl5ItK0iVgZwbOuODjEst1chy+SMD7ooQOW5aYU/PznrHARkuw/Izgs1KxMfHR7Iqx7KqhbjT7ajzvqo0w+HkyfucnOwHNKH7UIN+tuEV8Kce56lRCWldw0eiEzFF9Z50EGAhm9ypa+CAtGwUnLDYjnABDnmffDQ60M923w++uC4yL+ZlgZF4QMFyXwc12TpFoQYYJm7l1v1cPWZS06LbV1a29e3uBBJ6kiGeNH54S6HdScymOoTbMdmgjGwTdIWw8jZvlqHA2hlvD8r2fC21i4OtRdppkHVy1Yy+8YQsL5Jz99m+NA9OAiDKSpunUT22fWR+jH6Rd/4b8ZEB3VL1kC2PFJ/OYJySxUJ6UTPHDvD4yqZHgwXxlKFS8lV+UCkwYqofo03h2qebaWizSOJnR9fqf844chEQzPQdJvgnHRl/qikjTEahf9CP0wZBGMkbAvv2s4xwhdBqjZM04pFhq1iyD4pBvaS/PTUqW7/srg+9CCW83pvjpv1z3qW/i2LFniyQgExSdANaawzICkvjXhENB/yVDjO4VdfCAN4+45aDM+05PmuQWSR8KhG0/apEbBJ6CtKBTl734h1lXCfwVr+t4GV+VskddiGYQjk69qhr4lZYxsJdJHCq5gih2zfpv29JbcKv8e36hh/dcWrkD020prPopY1XeAnM8v2mpvFljTnBZCh+kCvv8ukQtZ42wAsEkCepdMJa39dkZFNtgjl4moj7RoGmR+7CJnTao6TVtwz1s6+rECo97rz+fBqwJV1US3S9EcuLe6oLIgoS4I86ZIwhhdcQejKXTMOb41bvDhnbBDFZfew/F5/ETsHtUwIhBs1Z2olg1ggEPqCOoyVS9dhzRTE2vLhb06v/jdIHwuDrGWrlSwbMYVQYvmZ4diDgCsnFHUzeOdUIbYYVGX3XUHnA7iEykfI/NWeIHnwH64v10+o1+3rIVCQUX3DnwN3G19sPIbny2lhjxvUUF8EjsZ9c/FjpLkektkYxcHEFkSck+iKInAGU1tgOskJJiIJd7Vin9Xg6SUaeS2Z0AihDn+uzuiGuk47mmfOEsmdjbL5+chn8sat9o7SizmpVhDK4byg1+g6QBX268E8a3X+KVqoKkt76nJH/CpJcJha0OMvFFW1UcXh80DICpvEyzaxi0n/+/y+oqcPnAieSiIafKvj7DRdgYu5Y3e9ZqfOHeYFx7GK9yeat3xG5c/22fGbnBfcfBIwgOxvEwVIGx8UQlmB7+IHZOwKdleKoEVLfwkYEsOZRFVmIKy/eMOEAb4i1quOuoIMtNUD+Xmaan40LII67bw18iUZjewpDoxwDvcBm0pv1kJe3wVezF6mbfH6Mw42GBti6bBN3J5FL8qk/d9GK6G+mLXm0aNQ7kEiJKISd7panvsx37B4ayY2PPkxlZTMXcFITg0eVB9/OeUA1O+brfzboUsvpZAuX6asZhmhwQiRoRb6qLmiglosy2h4A5CDwwVOkTHadtyCTj8ElobAFZNJfr9qijITTz9srJ7IL57DvxAJeM3beg4hWggtrsSYvUPhBi8Eh6sCt2c+j3+60a/nTGOsNzZq0QSlpTtl7GHvwIsy3fhnPd692uVKp5+vzDoychzICFIgIruF3uHau1Y7Me+MtNUWoDlIWK2D5r5X9/Jx+oaU8bKr0IOh7YeMSEFT423TiKOIgXpFBGUfiDDua3n9LdNIHaoVwxqjcnrFFHHeLFgLxvbj2yrB8GzLH40zLB27/lrcJV2KVsHBaYIksMHBSuF50xZfu7/Z8BmR+LSIKISmtYqHcqjSSCr3X//JrF4AcgFSOM1ZnbpOKLzhHbCwg0ky13D3em/1JY+yw7q7tJPw9NvI/StXawibjH1tEezR6TQoc/TcVBq+tIppVPs4ulTDcLWVK2CoMbQomp2rR3XP42viiXZsMpMQ9vcn2BNvz/ex1LJjT7Dnha7CdgnDKURCc8ztNvtScC2nd584dNsrgj6fryHjldyZLJIdA2Eu9K+zhV5GepGysGHJIErAMPrndYiE5Wk9N80yELMgOghsnZQMiCJRkdss1yI3bnzp7HMd1k9WcueDsoyV21whT/aXbhrypp2J49iV/WtEIQY8ySlQ1qGMfoLWrX3t/CfiUQBety9C9g5TviOFMIWVyU6Mn6ZJrZg99X136/cTz+RspdHJJNKPVW/L0Emi+ob7ZEoiyJi3Hnaz9QgzHO9+3zyBgBdvtcQokYMB/b4BRnxkH7j1j7ehlrHDxR3CCNYLju1/ijJD/8bk8DI0SK1D8juBEcAuCAKTDQWkOhhKnBWj8KS0k2m5df9W8UBDaZ7BXAMAoz4XHSn4elXfpO3AXysW+XsqMjOl9r4jsjQN5PO3WeMD1+5YMb+UiTPBNQrDz+6Bc+WmDP1M1L7Oc/NSole2QKUfxCs9knwcB69KCDiY0Pkbc4DkZv5XVW8w/E6SZozbhSxBYs4de6WZInPKjZMMJ5u/325FX8rYmOOvsuaLwD9Lu1sX5AFkpPqYXhkiW7eA8qWwgw6NT0jINJ82tIqygNMvZ6goj27SJg6RHmGeUTURMVcjzyWcfbkcvFKgw/vvKOEJ+SC78zctK8a5GqHZfq1/RT0kSMHRfA7JOmbaz1xrMfDUC4tVmeQ6Djn4bjRgRXDqwql+xeWhc5c4vHVmZ4iy0JkzFsS9fkugj6Mcof2n003GkYCHQSuespHDIxh2Or0Ce1VHxzttJLrLED/6zr3/YsNC3VvabiJeip/hsC5gZiLWwUIdNNpkvHE6MJZwSpS7583j+R9ARXRj7MBT+7XbtFkwDy1+y2xTjWX4t3vmI6m8HJh4vk+6BfmoURrHLnG4QKT2jMyGMoxQWzpe6ENH/6OnahC+PqWkoTlTH/pva0YUacSLrHp2dkAW3qQl/H5PLYnEeyxeX7bLxPwxsQ4wts2pmxpuwLYmz9L3JQD2JDe51CnfnrYP82lwpspRBsVopgNGTWa7+zfT7biW8+fK/pJQOfKJMpObILJklCj0DASPS4qcRuOwFmLsk1ZRc/JClinhr91dCyI7L0gtjqDxLjzp44DAR4OzG3GA7IoXqwvJKA8cZhBx+MtNHvNZdV68KlbWdlGOhmOrSETxQjbAEbvq16PfmJcv2yT8Iv2tX+BO6HWvrtrsz10k9/dJWUh7IprQKpjxY0JsVfWXZ6XWAWHFxekXOnYoN2PZQP8m4jYQsd8b+ViHBZ1LhNXFJPEtETzj/Gp6FFGKbgkt6ZO52YU1ogMxTJ6z0uyW/GkeojZISzq+4EujwJUcZrcKVDB81d/038h5HzinVGxj/Hpl9gKrVHMdfkodo9lqhlWPpZSX9Pw1SqnNiRNy0leiKabWOteIVZV4Ft9JWf8GaH/tOJ3JctcR2AnQWsfJZfUZnyZDD5yKKbSj39di2VI7luOhb4q8I1z2n7ANIQfEUuTwgMn7goK2b3CzGcriFEA+LQs/3x6EQ9lsRTBpqe1T21mHvOEsYjZvdn39LDrFUSZVzyF62ZzcGizduDdrQyWKMKe5Q+sRaViwiBMCRq532TkHNxQXa/7ZrPB+muvOJ4dVxn46J7699ac+SnhLe9vjlIVewr36WlInCw/xIfK5gLRULV6WXLiv3du8q47emEc2x6NVh6b5qgvCYXFgm/c6FHqVsOGfAJcgTla/KEfG0qK5/S8QBlbtBcTuP3s8FKHnghTKF8zZYXarfH7iAYffMTRvbv5LpyKEX0qjNSM0bnCmvMrsl/ry2vHDF+/Yw/GcPHFNaxnTAP9fPsP3JgRLetA80hB6HzGqiL0NCGZNxNwkArY78Sz0HcBPO2N6O+Ep1bnCOzo9VE4+sadbh3cgMVCgOW9yLzHCWIdV6yODIjmf7UqqR4nCsrxCupyUtGfFvFemzIYb2QlPb3L9koGRBqFGgcocBYiwRP9qGnY26d+oARRc42c5v3+DQaJZkBVRt3l+hw4/GfTpUvdzUUchXhheySzb6Wl9x2xXFTnnhOJ1/u4euCcvdiQiMPgIc2Xsi6Fyi+ly7ReWZ+cQcBWphWaAM2obZEYH5JdFdVryrUb7o4gctgpijKcNX0uRVEC/DM3bnA0EaHQ7DzSlEFlBclQossdHCDUDO3K9BSEwLId8Pvns3vS9T1xLG903QUnvg23OjGo7io6DolwUhjejXZHW9nuuTaN/X5vnBLf+ajF2/Y731Q0OIRrVe3eL2rh9GpGJLtOjF9Gu/DO3Kc7GgP52VCv93csG1Xo0j2Azc+cMnvLEhDBEJ602i59q31NkO7bORW7JfAXiC6EeeyHYFE7MTIDL2PXhQ/cewc9Pk1t6dQtbeT1T7OLkIA2FPzJdUeFPDKu1q22nlFPjmnjwsO1wXfii9/z0cIIKSk3mdcbXWhV+MWrzC850ZqreyDWNmv5TY/vp9WS8QaEvg5QB9xX/UoWqyxf1neqd1iUSJr8+CIzhm6ffr1/olKD44GpD8ToDaUmQA1TP03bcFunm3r9nyJDxRBntDA0vhNNslKHsJ4xxVL+Hiz6zIa7OsDrCXddv31yW8de8KDsiGlHVol1G5u+HHRGfJM5m4VFjIa4UX/DfAKMNVOp8C75FH1BMdb9SnWZ/WuCRLpyATxx+oGw7Qw2N2J7JPTbf5VusIP+LCkieYRJeadTvN7UnlLwW6vL0GpWRZgLKlhK5+VuJIHba7/u7peYlIxefWQIKkpeT9bXPE7UXlyi1AS+B8L4F1CAk4hpCC5ixCeBwHTuqo0EzI9dHaf9o4JEeFx8LNKTSRTIYFpv6iu+x+lwTrD6ykur+laLzHDgsSCchfAp/cUjBJcWRP8cgPPfe6YOcvGiIEMMHQwkiMp2jqTv2r9sZ6KQF4pP+k2tKRA35L2Jpr3MJuSB+bLW160VNydWExFNBhPo7uAWH8+VbgAaCRG4Y1WHp+5ckr/fAOGYP5QJMGelnkxGTinRO7BVX8djSQrQil7P7TqANaOOAPEgsYg0s+bST2Kh/RbDibHf0K5ClkS5G7w/nCO06/MU9b6V2aSdBMp2mOEqv0EDcrCjEmz91lsZloQZ9HoFriySs/nxu0G436t4DfV5PtE7mp2GdJy+jcxShYlaRbVH3NdPY2xn4jWNe/2V42cvrnjlSxY4HPupvn97htOhvJjbR6rOGp0e77gWh+SiYWXMxbIiN8OjcI4IGfUFtGGI44xNLogWRlCJI27rDecA2yvtvT2UrTMi0NKo/m76bf7IXKXg2bJkR3zXqYyyppU9xo583/foXc/L3XvRLb3dSG5dTGj0R4mtyuVAQGJuMrMguIMdya6NK/xZyGyQ1FT6iHLYIX8suqDBBD7WqSRMSSgEM4hOMuid0wqhNkbdTvmZ69fd0NnsUc+7N0n+hZ9VxKnrkaeFfGAI6nXLdVBAeEisosIqxdxvZk3jKurr32yMzfKkm1yEBVr7KLP3hI2S313fknqR1sd84hFEYZ9VIWQUyxp/XLn3HN0p7Eh5guWUYqE/hOxWYvKgVbUG4g7vn3FcJHucl8M9ePzX8Nbg5oQ5y5hKE2tRfoBSnGLDuCZ48ewhoSBmJ9tF5COKu8YaJ1wIiOnslBroROx70aIjPLlrOG/LZ76EoNUdU7qFdAv4BU4BKmhF1oquXhEODOeP3ztdnxRKfNPUkhfqmJ5YL4wSQAgatCkyDFPpfieTtGEuLcK9CCQdPWCCjf4YZ1NgxDWjNAyvqv25Qz8On/raBzv9VkEIw9ESkUQU7BQSO7qa7PfyV/rB1VWwawdia4X2HZ1PYSUyw9vO3r+Ev4A9dYP4x0/aVg4fK/crCV8gM26sJoD3UcFCXr2OujYPw7quTNqlH+c9tpV+cS1/YaPs72OuR3PMTdZzxtM14LKNtRHtzHrzoixBXXLmm+7wgzNVqcIAdjcAQqETMkzDytvtUCKoxQJx0AIT4RaEJgfsgOHOxUUd0gzrvtzxglSCD/47NQ6o+IZHcLu5b/WVi3w7j1Cs2BpmT0whiGw6vub6eCJw4fDPIjLcooxlXC+jYURgElxleXstjDS/KbPtlU7PyQ6JlDX+1uFXoLzYjTOawz8NkuzaqnXqs4vNoW9Z+aYIzz/Upk98aUDC2OMrf85lFbjWN5v7b8uzD4ennNeYOxDGe90tGgVfLTdDppkBgDg4T9J/pW42LaJwBwT48tqyOysR0m6mhel3+cCMVP0/LPK9LMuzCOfJw7sOKnIEOc+/p8X8VX8z255uX4X4FVBqKtD/9ppkENdFM1WydmLP04N0XjOAFd2GYOtm4+DHrE4OfFZ9R4ykt7sFXoyrW+o4VsWFfylOCfobxq9Pkk4gUMM86qPzb4Lu/HokkQ15hZFBlelrSMcSm/DL+R2ONLQpo2lgN62BDD1RrAwv7YtR6c/EKfk1uzSFPFMdf39T7d5cixs0nwb40kG2auvBUvL0yTlPYMZX6+mdbl70HrOq79fFzE1E3pj2YPMG0MdcXHyEGEbeuK9PPH/caef265JFYbUPQhBPPOiWgxWSskGj0ZKh87HGxBcqj0X+jvwUbKvS6DGcuLirRTjYI41GkXWBKJIhZqh35cEUs0uCG+142ODKCu53Xe0hAFhWsqBd+/u1V+2tRT4Rnxg4nvuHQHHMkqBnc0gxzNuW94jGhak48oLXErsVuAFDVHPlMGx3kPxilrAFAJVclCISioGW++eW1UU0h76YCTvXzPL50l+08rBxrosFXyBkb0NQ49jOXv1q1LobXyxKwyEfIh+22BQzCFMyhHQmX4+X96cxyHmu/5jLmipj+UQWTx7Hx/txw9/VMdLplax6bElsstaEeqkPWAwkcwFcUjqEN8npyLUYpCuwWm2E+7v2iDOzj24K6UDWw0aWnIxM3D45oCYgm1Id/ZnzTjOxgHU3+m2yxTF44C4HRQ6PhnGFw6vs6Jyf318xyM65az5+tVVEzj6RRPsvvUGojd2Kv9uS28cvnJ3hvKEV+x8FyYAjohIV+tT1BIeBA4OGmIJ9ObBMvZZ+FwUqY0yndctmtK4AoxnUs95CM1NTeS1qmd0DXWuDIs1jpw2bcDNvzFGO1RE7VKMa276lJWxl0ajL85nMlSHIJ1HKgks0fTHnKXiifHpN7zLawqI4qdVQ2fHOXv1J9GUNfeegqOZdp0URLwSCUJRKVph1oC4BVOO35/DJlc3Ud6f+Clm6f5FvY42PzrMFVK7JI1V+3wHR4xmtg40yp8zd+ZjKeGh3ea70FwlqhibCf4JYe1TGru5C6VfhrnRbn6GH9YVTiG7PKLleyLWvfQtk/JmuPseBlwEcHhAjWlWRGpP43VeJ1sPkA66dFLv5IFXl3t0ZmB9ezirs2pGgJsqT0Yi1nWijh355BbFAaFkcq77N+0fRifPXSYzNSTNuw0VvLqJce0JfFfeVf7Cau79vyhY1ZRjQuRa3lJG0uzrR+rF4mGM9MlRaetIITBblZ08bwOE1YKD+K28f6ezGp3Sh9+6S7ov3wfzj4DTfcM1eqDfaEkHl9i4xPMdU3sr0m7stTaNF282c7uVIOr+KnRezmWCLppRa/tTK0e+HKR1ANfsxqM83J9WRg9Kn4+d0f8CUjT5U+S8PLofH1k6t5OGx2g/lVswua3y02b7+CDxw6b24Mtf9yajPqX5T+cL1smR5jxnxRNobF1UjCMlZS7/ZVeWYXVKaJcu2gCNbAqEf6Cv1IYCR7MKPYM6ADLy1kJ9wuohg8N2giOSeWfGSVpTfpRuHhJXMI1z2o0hruPn6xPxnNLt4ouj9aEQXE5CJxDE7P0CVdbztAce6b/TPqycWDCTUMtx9Buta/smEJNT3NMfnjg8JMuhMf9BTIsJsIHqtAkAgZjC5Dl6s4h8zFDsz3BDFDVuM25HrD9qgrTgc0smd2TktfdvITzsB4RQS+ffZDG7XuRzARG10P5zzVMcF/uYefvJ7G8hdgLHQf188rlISyk7akvFSSoP4FaQUjl/ckS080Cucp/Y0K9Vk/8PM8CDYVFz3b+NqUg3dIBNla8LdE3eCIrk/lhNnea9xWamOlfjQrqY2YFEHaaQMYMuk76o3P4YnaeBmtTtHWGM+T7x40+X2gDWnYeHB2GW+Exsm0v5k5EDfiqhgsMP/YP5dnESZURfsu7M+e/iRoU4ncAkU25L8dKnP/R3DwFclQauA8ngADaQCavP+DzpNNOvj0EJmrFF73sR+eD5qRMrb+W+x66M44bw2b/Uofhforc3l95srxZxG5jqqlwKoDorhcw5qN3058axOfhAS6EPdSW/E4JxGQaMCBx9pRJ2CqlPhSQfZIA4NlUN2StOw0nec2L2XVRbHi/iZcg4AJGRUMf1RUoiEbkq8Byd8dS0hTUituxKivr6nOdTU+NGHMWcEOMGvZrjAnw6yT+1cwWxzciPFVkWnz+3Mp+rueW4ubjRZZKIcXN4erWFPkknv/y4MpczaRNZUJo8rnxitjPL0t+vX4mzEYHhN+AeIFgNb+nfdQdiTfDLT969q8+iTCr9FaPNsH4qEWeJxp8/EvE63PPLNEg+wRohu8xJI3ZG0/xSHiV3uBCudlBUS6/OWK252ay8KNVz2iwqfeX3waXmo+6KdFNiECV+C57x6jsgdGEJyXQ7D+OJLmb+T2otdMSeCMJc6rl6IQ0isZIugT0nWSlaDpELAOSxNLkHkbHTj/xTvZWMl2GcA7+H0tgeiMju1EQe/pjrPHLlifwo0/6N8JWsuWleMIn23y0yqTELatTyNH76tb/lPmDyQrQbBmztDIoS3jI/KAMlA7sLBM3ZArrF/pH+e98PXBSPfwEa0nS9xX2JVodWB91nGxqCXb8BpcE+ggrs1vxmC/nGwSomRjvSokfAL7G6iEbKLqmXtTtd+Tej2KWcuklCdpB5IvsKQxiDJVWNrA2WaimkXgN1reMP2VKMoYGwtMJxByafkbvkSZCwwOii/DMsxwhmnxE38OD0plja5s9ocBx112Pvv6W0F9MvDtjx8YkDjLt+mNddQAWQG0zPfQn5omlUpaEoICzzWZnNZolwzdaQPvlsiJ1U3EHfaMqIING1iyMmd1O46UG7/HJw2jT0DImh/1Uyw/JYVH9KQFlCCoohYcvZmc7Cgl9dd/kfMFHalGd4jtUWCjmZq4lQ8KapiQ693jByJGLUa8KFLpGKQc7+chelnsNHN/W5hnWUAa8eYUm7Qgca+zoP5pkP7XcZIkwzS75D5rnBef9cTzddahDYH0nn2ai2ou5lif9TkV9P03CpJ2BdqSo4/pvc4QoQMzH1s8AeSIjNQP/+Mu/l+mFWR4JE5aUBGZ+frMGpyOtPTzaLxN29RBcLa1Dks/UDtOq2y7W8O0wQxe8RtDbNBNE0oJ90nYd/36fzxdxZasWpT8mp7jMsQhcZcZ7omTwNc3p+7rHlxZqyqr4EjsiK1Qowa7wcLpwLphathiEiY+ogG9Q9a960OhPF4ys8zi+WlfLeFU3lnATLDsm4OhAf5dBxNyVCf9QTfs1GZpI4vCQ2wRRLCYur5OjuKpXarKmlBOOtCczNHdjgvRDMrS44J3GBOp/lX4U0HSVG1A/lJ8BMZYrLrzQXlDkTzWd1zIeIzKULOkP67xVPILki09j1XIHAKWBElwIMmrHTu5+wCJxdJzAuzlav3Ng2YZ5RVfNE2jFf4yLYyYFE8pwAX7IlcDqkWzIf4DEyozj2Q1vp81sGnBAG15WL4XiFaG3IPKAA6bRVTYDt/AA/Hnmo77+QVXgLk/LM8i6EbKDF5oA/z+C4NXpQdUS6Ll4ncXopI7iZFh+5XqMot/tiPnHlq77k/1Es5bMXBd7ueD9G/l8324pkC8vuWrSpFKGSH9B9jZSBXnvnogD3j/1N+ijvneu3ibQ6Aeh/q1gCE8JvzpxnFRXDWYjTzFHT+sf6Gq+X/Bq2tsIzyfQE8VtueQhEsZ9oSPZ3CRkepA1VxCLctpDZ4VtYQbpGs4KnGuBkPwUW5OaoYEIiGik8ekuJLz9x0JXWuX4m9g0QlNMkCg36+CZ/NoBLBBs1uZY9XigShmK/xZdz1SDrD3z5gwLKwg3QScQ1Ln2yQ8bFJkRlT8/Rj+khRK1MX9bWe53gEbPj44albuAjr5z7VHavjgW0LKZfwWl8YY1jNSK+SYSD8pdLPXhhoqeXj1vQgIIacMZvRuhsuFbS/3vIZwrD9Z/NmKZNe+xekTDt+ZIMM0089FsTVfpyLc3/a5VahyMDTVJmNeFJWLzHhWGEjd0uz6iF91E/OsFdnSyfqwoxmJyZUNfKaVmiDsuGsuVm/RbcJ3nIyTTVaSHYgNE6PXQXkeUBVpL8qv1QdSZT0xm1l/3W9szsVsy301YoyI1tt5LypGFc+YZcJf/p+PmICNDAYqCPxR50TBvpSrONCYt1TtU2iHZwguPaajrgtKbnZCCMHrA8Xzy9lb1BOWNS9T+QCI1oG/7j+43qrQoIlSqPtY7Kr8c4mbZ9ZnKXMfe/Q+2G+vBtUdNS24fTGO0mM8syXWXYvZY+v+qP/mpqK+8oykyPg1xQrT92BcgC3y7sjS/rijKvC/HO7zSpDo0lsKZ/utwWf+HioiqMtS6Pok45QZoTDdq1MzzEHA1o5dHFbTrHGK+EUhX727itLK+kpj+L+9fOnMaByyC2FBPyUYtV/AxVgs71OQxuBF4rEesiFHyFzxOdoeskxror1wr4r/IT80gIFRKw62Kec7CyB8Zbja5b55UVUlf/21OO+DOBz0diVwZ9nLLHzSs7R6tI8WmAiFhGwHsIVo/ecb+bPiVs22/aO9ujIWSlFAOebaXi36/SPv5V9sXo9OQwhrn4jjUDQk8VTaj+qoyo1M7neElROz6AOlRJ/dN/k0kT6tO6ik+Ao588hLvpBGImQITzQt6cYhvFZ493ioVfG5hA3sw1jg5rB6NwxzNDyFrO/r4zwT16aNcVDXeAnfBD1H+bcvrUJuZhBMSwo7ZtelULrIrw4oIDkVQNXyZXdzz6/Jq11Tvsm54+fVbtHswONcm5NvsFRh7vJXfhgRYrP4kBdlETPfXDds0jgwX/DvFlMvYeLtzw7itvLselszcDzLwInTHQczy3M5BaxXX11sPvXLybQ+jLVde5TCyhR6Tl1I/iyErootWUPEkbVtTkpyMLIAeW2boNuzRXHtk0gKei0cYdbwdTlrisml39nQY58PXDBJXqtZ+GGgy7ip6p4Om7vyk5cvRLH82pnryp8sSAitEXTWd2wlXOQX0tzPBfjxnBZhRjCvsf7RRzBvkPF+VnkI2LJV16UgBoWPLbuXlAdmKBt/zqkkovPXFGowamcKdnJN5+F8dxf6RtqOyDdoS8XKzrtunYhPyNqyO0T6k1fGt6yQc27ZCCU0Op0NNuQOObN8+FdzRbf0VOfP/A2hYMQeolJeozfp1LKACX8FTB00rDP+tJWJ+bEpjTJJFFcdxpYqbGGMHzdaYzJvPS4ca2OeA+911qNKrDnsKQgktU0/pPgrOF49Au393BaRa55tIMXGWQChK6TSjJt2QPNeb8ZFiY/p0dKMBRjK8kTOfz5kUDuoAA91iq7DLze6Kc4OrZ//HQzX+Z1uF8jac3fVcZREuzLoC2g7wvw6KO7wn8r/hXyTWUJ6FPgkjaf+TpVZrUxDlF1V/ZFHf5AC4LQ2Ab0DK66TlqUzoivJHQqe2ZIPVke6XvZh8PNgKrbLZpsiQrsM+AeJdKFVoEiiGeSkpC0EHnHMJJpMRdYmDTu097Y94BGxj7QmVxITFy4tzRlpTLNY5AORjGE4qY+wU39h1IZfAzPGE1aZ7wyHTIfP6re+kr/AW5lBHZZ8P3X/IQ8YKStZ23HyEGUQr0wxN3lyWvAWzBSbS3BX+1Ym6HdOv0lNIfGWd/uzDHGMvLg814yVzkd+a1nTlEg/cI0uVdvaZD6rpsrAoAk/adTdK8niQB+2JrQ1I7UWPyaQJ0CP8M8Pn4B6T77j/8UUm65im77hj64aWVWeOWn8UljNLdcyJJ/Q8sD+s4uUar6t+6XEwTQOZAaOGyVQsgJYfUapLUlzy+qmkcMyUsdiAqpAEuyOA5xCzn6dgOgOzV0tdFs4KMM9zcbHTp7ubIHSaYQnJRfXR99+bH/3eYyeKEJI+BKZsHwZvpr1JesAIhBS7b3RpUmOKn/0kMXQQUk7/U1nEzyHsgnMEkNdQpQvgyNpfPrS4RrgOnmEK5xoUpx9LOWHyzpoRSba+egoFHtcOdHxHyePBhgvvr9JIx39STb7tndGmo/rc00C5MgAyU64krrzKkeoAlQ9pqMOO0xqdhRIiv/pSOD6+9FJdmKyoo2xEF9UkE9IYW2xwaNHpNXuk/XGHf0SqyKQwdQJOvLov6zEEquHG9mZz8GoLKcekj38SC950jbc/JiRv3/2a6/P6rIfyZWJNKzIEtQGTtZ3TalnRGXoqG6TLFR32s2O+lHN8E3g4CDHf9cEfO+VOD8qv2vgjS6aanXtzj6Sv9obXUfR91lHx5FSzFZyWXyiT/fzd5Lv15tsykjc1h1wXtJ9SJpYAZ/HAlUwakUCo6e+TQADEvoLMEn65SPS6+mimevvmUkjeQhEc2jwe9WFxr83eHT+pbFQDuemzoH45YGsoD+F70IjYLybVx9V6sQNTeuyinZIBX+3KaRjG39NP7xG21oCF8Uh0mBPibUNsGW2znVS6FcAdSgsqFXfZvexnESnZevnDArZk+B3VcpvIGGA9Q8TyT5H7FsAnL+pAv9lYTLBpJ4UB3+xYGtpyhg1/rJcyhGIBKT1sPa+JzrPHFIwJ9drLNIAf6X+zSF5ZXRn/cENzE25+H2PvC8mZdhje8y0BGmvWtThS5EQW3C1l9SeKR7J54oJ1RTHL2Gd1MOF+VeME5+FTr3vJmCEUj2v+U98z+d+KhGaUCkfWP91HCAbDRUVbyI2bv37efKfrvCItbm65AlT3LNMzWFxEjYK9fnyi/NB167cG/8D6Qw4T0J+ispsWBs7pkEvMcQsTfKrb3mxcPwc9YM9CQInDgnxb5ihd4BFOvuLBnivuVAQf1aSqeabHrG5LJE/x69KZBRx+HBi+1hn0XSNI1aDThfG3KP7+0Fq+fMZct+gbk5FcF7KwGOnP+D26izbPqAERA0znN6FDg1C7CgChBwvPi2++o0hr/J3Y2PfyoMURChW4g1i3ES1G22uSaBTCsfOsyCzGhmcDgnBBfv57lNIWerC18h+60u707LyaH+JgFqz0KUz3DDZl5KXcTGnbPahOJ1HRaIab7ZpCGIJ3vgJQO+CsaSI2K3Qv24UrCBw+mDp8m/VS/0e0BCOrqk6O2P9GxYPIo38SEyrulnDem297WtZnTwLb/3uU6CEKSpz6AlUiTZMFKKwiN0n4KCoUIXzxIwbdqCl0nKL2CmxE6z++Liobc+Ht4/hsAeLG4PQB3ie5b9GhUGT6LudJsc90jm4YQ54n6dEYs8Vb1GWyQ0rE9s+F8WoOgccIf61UbryohXKZO8QND6VgD5XWPXDrcuWWbF/IPeHPciWLQoYSwIgxD8gsI2i5ISpvKSiMLD6blO56+N6NRkn13mpCKoRrXg9yQrsBhpUYrmGqj5dF5rFDryNvlx9jdwNXV3m9VH12dXIfppYi8vOz4FiaJtsemP75b3QhhGuxqXue33s45oTR82RhK3n2sfGrxl8shDshmyHdwNaA27k0yUUXdT1Kdi2ff2i5WH4KS5/WCn0Rw74EoZzU7qBuvrFphd4jzYvHUjhr33jdfiJ06dKZHwGRwjpTYJ2Z7ftKb4VV1kqC4EWzzON1PY3DFdOkGiJau/FJFlMCAQRHgCObI0VgHZY7APITL05Vmgba928+lEPGDqhzC1/oa2vpi8+VljB1MrgGXQI5+0vxodaST8VZ+iI9CHd9sQUz0zlkcNnZz2UVvn8Mzltf6oys2nczRDICz/DjeffhPnJjB7fdyD7AN1Z+Lnf+96F+jqTElfRFeOEnxrLA5YBkB5vIaoxxffU2oTebWq32Kpbn1hVtpluXrqRU79FkQSRj7Ttxsr2+oJq5UU8anhXn5kCwD5fIjoFI6iH7/v5dKCUSJAE+VT9DViyl1t/l4JDru/PNmjSdNxufd9Iedn8i1pMq8R/AUXkbu3DwUUQ3bgoi6pPqXOacfqaxwmK8uW8QrgORy1+B9/CEpC3OXKPz4E1yrkf6QQqkWQbKmm5LirEURFJnxScubNRN7YbsU9kO992mCEuCToSLov8HrmMNvFPD29S/V3k993y+Zsk38b70AqhPe8WhO/xLbRPB4ahw5v7wNTU5/Qpkw98/gIZsdIBlY0S0yULSCED7pRIma0g0lYKE9YQw2ByBQHyYic4jyETWISQoMv+hs7ZXU6cnjf64KSEUzGvqEcmiPmXBK7rnMp/bNtzovF71LmRzDfm1/dhVCvOU0e+m2o75QEf2Lf5+4Ylcz3tNl1ECr3ClfkuqNuC+zpUSx/yFYofq2Ca8gXj79Ls/7h7WmCcpEt2n1ppcfMWMWzfMBoH+ytT7YfAvfus8VLPjGQag1lMFz9pwGwSmbENoaKUCE3juWCwnDcJMTwI1ouXptaoifdvJB80UMWMBWIQQtk/LgKYvtzGI9pCix99PT0VLVrYtPdO1YmbQqPHnXL306gqv7cuaNqgYBvJbaaaqRKyqvbng8fPXjk16QS3HQS2tsuGCRsNjmoSKmKgdv0YIFKIdxOWXlKNLgqj5xeo48m/kg2l4cJwkL8nUsvUMSa99+VniMloxUZFEcq2fH1SQtoJ7jYDaWz42lD6zOYaCmTs6T+/7VOqFL+znL8dZMT7VJ/loISghhHy4yBCcEULHZIEsq+kA+W6CfHXVwB4jhFh57UfQ/cujEokPoIagEiUQxVnHXUTjRUyD/W4BWU7iTREfn5qNmfYLAIFC2D1LIuWn+unuR2DQXAQuEP40X98V0pb8HtFjYnilMUekWl3jfDf/TrUCdz1ba+iV5MTVm/dNYy9H9rdQFtWPD9R8SzAefg9g8yXc4MZn3FLjk44Q7YhNtb+y208ijyPUOTODZRm422pgG2BqMMeXyoH7DgvXZqc3zS7LOoewHsR2w/a1wcyNY8P0+4VKS8x/rFG7Ku5B+saWby0+ZWAYgd+7wS8dGpicQFIoSaNEqawop0BjiVn8hhiw732NsxYRzkQEKTImqtDo9cy3WWBQAE98ejH0IaLKq2P9pcwA1JFtjZ4+qHcMxoM1DQET5+av/k11xXI1KGr6IT7XPiZC7N1LhzHjpmftczU8oMspC4qroxOc0wCs4iSLusQx1eP3P7LJ16GTYr/6iL539qWEIEHqlFpkUkVRmVKl5pyUij6s43seu+IrA09rm+6N4iJRi4GiQUKiWuyIaYnQGJMLM1kGhH1AT+RTCX85qjJNqfGY31uIPr36gnfS/5rJtl36gDv9SUwbvq5rVJGw5MSM0AJyJvDVj2rSyF1In7Z5vduD44ZGNVCXC6sTrA0FhELM18D+Yuhpp/Y7lBhV0h9nve5pg9TaLVEGv7p/LM5Pp270AWEtQv93bbwiTEFnYVv8yKTOc/u7MZz3PEnPfMKyJuR5e3qIzOZcOkn7nth5AoDOZ1gOnHfcC0zKF0X7k3dez+5CcmDOi20OrY0/8qdV2MANKrhk6ln9pLbTZv6+3f5wa9fHhM9sePzWi5XtBvs+bPae+odfy3CrhvChis/MIRh7hdNyD5CCOC86MsZbc2FebIdIRJzpFhVN5FE//m8IwVxQOqtNJ6ntEJ5en2gRHcPjnMgobx1pb1f/txiw25Y6T0vWe7QDlMnPlTqY4ygw/iRjzbbZDtub6jUbKmwkk90/ZUhfZmjjE5G/5A3/ZEV4B/07ZZXxNMvQbtx9rsEkZgUEVHdlOw2dM3arvkVIfQ0QR5iSdmZfsWmOcUe6O3KoiX7qp091NVeydVfvOBHt0CjnVnMasHS0N2xxafK1hNiQhC/nLk8Fzrk3jIjKpepRxM6xKtW0eSHz5houzTPo6IQdSDmUYq+NjLQ5MwsrLZlvj//tr6GrC07cB05Gf7XsDISP2B7tIHpan8hT9V2q+8DTax9fPTkKNGUK73ZmcTgTo2yR2vTED8lw6heuh1Sd9RKlJqP4Xcp//5i0hPltmE0totoNduBn6dl+uwCxGEMb4MzjDbpHkDyPPF+UqSSdulrOZBvGJWsRFZNFG6Rh9Z5SJAuW/8MzOf0AJnOcxkzQ0pzouS6cRVUgXBDGPu/VzNR2HsMQHcGSPN7+mKXV2T9GSu80ok0l77ga67SfCciREsqgOSI1BNZRLBKCvLC8Oybqa2ILMLX/k1K5ds1RurEE/crPB/Y5KAmVJBzro15S6xeiq0hw/KOvYtukM6wtASSP5nX+NrkhcCUJTNegjzLt+vLnz6GWnF/j1M5UzWnH1rSKdu32kZwftLZXBLFzphwEwguHD9lwhYsVsfl9wTkU8CPzVtfDuswsfGa9duZpqVNgeI6kYysMDSDIS0mZCY9lZfe3BcAo+9FA0RPKIr2XnWvPO//Puw/BO3iQ0XY2DM77/63vu921zcJTNcBXVzHIvHwIeGpYL++Okb5CWXW6FkyZCAZBzNsHdGr2gQ6EXATyAHbzX2A2hUp92EhWiFa1RhUXzdHi7zn/2PJcSZf8tdMLT9HjrYwy99TmFqZJOAteodHX9F/xcgrbEzkOlUtzetkgvaPSmjQoQWicorIR0GQ/q9Tvdz5uZblBPcwKo2EnSAYeSFRpagI37sUzbPCx20iyB/ZDovS/L62AKmm2mCFMKQqsi5ZOUCWErwcq/vaSh1JsEmm6OQNT02yhoSz48VdeCByK+OIKabIFK4jlTCrmaMTy2D4Pu6fO6l423qFOsz0hDHXSHXzVKgOdqXJd6A3P+mkjxsS92dpJJm9vF0QBXuTugYFdtG2NC1l44QqMHpHaSuseCwvCRxFfQ4pI80MXokQmD2PoccnRnQJJKyJm7DqoHhP+9PZVeaQ0M0jiwJQ04x4BdFBfIq9d9W9Fa3Sg/I3DV3X8eD66AW490HgTeKMJb/+QtOxcLNlkaloj4Jj43G68hdiLSHEOD6OnHC+3L33I6lOUibLzzTPqcol0F86kXjhW/BseKlNCPO4Rxn+enlS+COqIC+/kvAvs8TdWUA1MBgqVh8pwuY+Y8FR9vZ+vmHXgMhjn326AnGU3FRIF+VO7QnCXqxGYsQisQuD1Kl+kuoYnQ7rFsKE6N1Dr5biy3TD0qmtp7iCh2DZubJLU77sVrFKhs9LooPQaCsrMZ+yGDN4Uq1qx6Dk3NQvpCbsKPcHefD9bQUvJafvX3UiF0V/4/Ywvc/z8Kj9A86tyttrCEC76+3VIsbz/MN0I++QXgRDY8XiQE9tx+zi/dpgqbnM/yX53B//ut4bGBVARDDTqgAO8NeJFiHSE7SWYBUcRgp99D247WA0anKkpPnnubRoI4ufsfjlfpZRqOd/rVJsbnQxoWxJLTDadsAMfcteRSh7yC3c1Y48IhWjFVlimbiByo49fZV/w2QSsdSEwaDi6mCqxGnz5PMQ1Z/LCRm8+Zkx5fy0CWGLjV/sbIfhU4N1vv1rpyyY1XWOPgKVpS6IGDM/2HJRIaonW6J8w9WvNm4hSZMYUuGX7sAwM0q+WgJbUszigcAW2fFR7ldYEslceS7gjTE90TrdM8uaOEqkO20OquJEyMCSmZNuRpqk6YlAZoX1EFd8XtW3CQZXufPD/aYoW+E9Uazm8oh7D1HsM12cYlAV4tPhyb5gIvM2Mi5qzYI9e+TAiBoemYMkgBM/NasuuMrDA5zmziSoUJAylhmI5clgfF8LtYXAHIw8jPqADjYwO6aKKaeMGN4Ac2ugXbh9eAybIQ0W9V4+UibTZ7HyVCIQxknVi4bnRAUse428vJtpeuDdc415u9PgYhKU/nHLx4m2OxbC/NGWpLgZm+yaX9nGykugpJcZMr+UYVuQ7Dc1PjF5G8Jr4/hV+e6yytkQfsi04ZW1XxICmR5/xQUE6vdEnJscNVyDjr+A4ae8mhey7UU2FjGlQymBKG+/3BefVemoMSiOX/4X+9r9CdQm/xR6qx3X3xBTqzoOyM4vl39ZpJp2RhPRgqHpTKtC9Kg5gkFbrtVFT3BeMnrnxYr9zEOtlEQsyrPaBHbm/oyX5t87g9g4lYFM5RnNhrXBhk/kM8l+kGlOwrNkvx+SIjUJRUFKJrp2f/mV9iId/TNOVfWt+4RuZNtZjl62GtxEUAt6rKnCMREkJh1mO0E8QQwLbQbRBoDS8XRVLKrw2myIGfYIhosLAYbxVaeLEqZ7wTgxML8Cp3n8gaVqVON/KEq9a3upmpwY0RU7YhbTpIljs9xqEzMkETx8OVrUHNg8jIUTgWuySvhNygIQVYaN4Ec1mLBYGRhPLcYF7mR66D7leX25qQcV5t7Ipjpy7CqggNSLaQSLbtAsZklIXXX9qAZv5WjyFLIwHLDppPzefIKtHXbGXv1vqcAvfPWUFfXsxr6YV46j2KkUqjGwzyPh7f6z8tSGkJG3X01WZNstfT2yD16aChiHf7xsb4bjw7lCP9CgkedECNgNnP6vPHmpjI/89OaDGw8x1OaB/UBNdvPSTYw0yZy/yjNMoyFBjpRnoOKbGK7dV6bcismGrtOiV5+F1pnQorpFJVyzqjc1t87ADn3ggvYzX/UOWb/ZGewWqxwgEggU2frZM1znv6OpSaDXiEjCBOWNTzwyiwuSxxIk9i+fChcgn59Wvr8+VK9EMwaPgIBQQGumKvxx59RIY2SDUcIuwdawVqqdZhQ+y79XzMNsdxPybv1lqWPGXq7D7ZuPwX8w1QKu0Uy00Qo+hnlwQ6nj8CKdfnKhX/nfhNAEXDgP0Lz8aW/9J1xJwEOIY+2ir5rs5aev0ddy6Phm3ed833CKQWv6/i8rktIecVCJGJasZ6ch/eTN1N+SWBy16T16tsYr3CcLX+V789FiFXfemOE5Zi0SfBlwi5PePJ11VZdeTy3t+EwGMZDZynPzobVE0DcDyK3OyzKKBNz8d49oIg6esyN20clymJBGQWSCz2I/1Gl6m3so4Qf7iwx+J+dbz/FhTe4UyYUAFpo9fbiwQDdUtqhHmKoRsvua+youfnrl1C7pRLzaYYjlmmiHWKzh7cJraSsDT63y7VH91c0tTj06EsmvLnhqrzPsliExqGrBemYLumS+TcpC2ff9yH7ciKTxhWDMDt0n7Xz5+PxK3czogIvyYqIf+pmDYBQv9kKB61sd/NcOlGpwUrK2fZsUxKC+HjuvV6cKf5M5Dteh4t0ko/Mn5F30bTO6wzPzSLujZDBmKrM62Iv5B+/rXrms7Lpf8VeA4UQ8CGThqfnS8MV9zppfLC2xfJGP8BbnQkJmg+LdLXBqCh9gpii8n/wfkGJMP9xvXnS2FwOSDspHCHjS5P/dM5ZKVpwNu2k+QnXhZcyYaAoCrfhYYDbU5N0fapp/CQLPKTrDFCX/cJJJPjZdYqCvICsFia1wpaY/lgWGlrCkPEpyr9DG+JkA80iKCd915LfF0nO4zdgePDch7dVB0qd9iKY3fHCSw7mtV7/wbMLJexZMLkM1trZrX7DJrKq5pEczO5tSsifcjt9DZZg3ePCkNmye68XOpVhxmaEi4MrA2JgE+XaMKmGKV/WH2nA/n9v9iWe3KGiH96AQZiD4UvQgaZfc9bIM0I4Zn953q7CocWT+uq0shYYR3/L+26jBTEKMMhD8yyz5u3287upSJmxEeE4F+aCYFIFExJZoV/tDOLT1sRejEGCEmfsoR0dhqj8nC4GkQ/ZxDnw0GD4SioIqKnlU3AhECFocizwOGam9rJdO940uDfPTHzdIGS36uzZTazC6YJhLVFJHdPJWhL3stL7V1m4vTj3OgH+GBGRJvNqj6txNMTXFyLUtF5ivGdTZTnCfaeXQMazL7bW8ecdi8aB9j8JY2RX+8GzzynGIIRyWxUzji11uFdRcgApWabpi4fCPsjQrNwW7fz2FZUQVA5qxe0FNoObvy9voFT13R1Mx8I2JuibvOqG3B8zNDo799FsKwEF+dLiidoGALCmVr/1zYMLcWLnFiBVBlHlUd+sXCvB5QV2TgQzhQ+7IxKli5d6BW0PRwEARR0zAXKLJC0mOiWdCqbOhO0fmEjKqXzfjk5gOLB8HI3RydSYn/0FUhFlH3ITzvjeQFNrVo5lCB0COOynx5/KzF7GWH8fngSlhw0vdqwk3bTIVeSZCqYK2HCj/pgdJs2xyfz/6hm7Ao2Wsw6mBRhYf73v8fwxfXBLWlRRpUWawJ2tmay/2BUGRkyZc13XW3HVbvuesVv9amFftNIbM9UsOdotv6K9t2CcOHGCN3i93Ay3yA9UoEVJWPKpmyJeRqFVmC8/w3bEQDzSjUf2UG5bEJbkroVAyPfAgMgR+PEBhhn72hF8+bkqktNtYyUmqy9MoXPz1h8oPGxrXTtwjQLSPjYbg9o7P+b0ttLHlRruVc0P+622WkPOV+0PKhbCd2/DFydYcoMols95H111qjWtjRDPeKdu/ThMI97sYAuuRvqZKK5q6bCZgF4nTm8Gu7HShzM33BLj08ZyyZkKWPmK3YETSfs/MRUVaBEqaX+kuaZMHTuPanjmn5b2M1+dBJ81knGbqBojDfR5RlZI1px3pKvZKQ77ZuX+NRQQgnH9IQ00+kaAeFqXhJEbYz3ENX3I0yPb+xlZRW39J/ELYZ4ACE+qYF3TBpbocRvpNUlyFG2WXU4rCXVFSaZTB7frwhWf/RIHHRzSPCCX1oEsmqJK9GaIuDF0vnORKi8xbBSbXLT/K5Ew4Q9YpW0o+SxhplPWdUDLXX5L0jJE72Fgl7zdZEOVP11IkaC/kyyszLz7zCCLkIJ0q19kXUOFGdBYT4kj7FStWSn4sFVJD9Yy7KcZyFCQ1rD1NxldzZLadFTRf7mmlU8JBFbZvElsfAj8ZH8CUVVyi0rWj+EonTbXlnNEUM2PYQ7v19sv8ND3DUmb+r1f+s02ltT1UD5mM16GEKDmVsR3NKT/6V6vkA4XJDfcMr+0gqtR7EPzOBhhEgQHmL5wFbOmxLNvSTpMScFUdd9z4U+ScdCyzzZRfwowLP9YCf4tCCqaVzmoYiC3M4xBIIuhdmfUFU0iDz0eCG8Omfmep3OGv2lsuNJgzfLDi488HlluT/+ISdS5T9uVq49O6x/xoE1ceftoJ/pGWH+z2Yie62/Xmfit9HP0HBjePDtoIA7k5E0IGZYEtyRVvRxtG2WkeMNGgcVjGY6y2+O/2/0IOBXA3fkNALa/oPTZ5hFPoNwIxufGpIqXXB+CD0T8Llm0HqLo1zPicEb2hMgkvrcFRetAtyYC8fv/Dp5+ztMI3o+GvwndigyVkNCDUL/1UECB0XrKTY72KRaDLIO93wD03QOWxBCZZVBYxdYI/6pQtQUsg78nLbcqVzqiGHCY5y2QcGZBkzPJ2OTfkCbkm/jdE2oZJGv39pUb1g9dc367k4e5vOIz71ICTf6lQWlvEehkS9IuPyfPHqELF8mTPx2i+oZWB9I4eB+Jncuoy1k7S+QuyN2jS+GYmx4IzNQl4TUwq7vWD+jyFr2MdC6uPArZ+/lJryHvwfANzLBRoCsSaHtb6j/suVWt5UCX6fhcKOmd+DwasLTzCD63jc7yrH1/lf7S8NC7sC1n/sr/ddO3yGdZgenUW00MlHG5lswWJJenUAZn0SDe16T3k97Vm6suQbHQldk/q+hEkQSHrsNYFhn9e3v2JMVIomGaW/kZlfvezKXs5IcrinC7kFSZcun+ZUFfUxDUckE9/ThMesN8ELpjaJFd4oSs/4k4LDOEbkeyKjS0cej1Z9SFIlPU3ePqB4TnTdOSCZ65g+urlgLHu4r/I/V/iLreWhpkIzW/4uxdVtKK8CXnZB7k6QTkGuAjpX10lxnO8ykP0ZFwEvrYSPRzODx/RCIMi82HaL60v2fyOV/FAXf9cv7bl7Z98Z23KO4Q7KHTUM46gi62n23fI2rhJ1zgBBswO3w9BFK2l/3V9omisuBTiOJoqd8qfYo0qQalX2OTbwOAY5bvfVQtAx5yovcDOWsCwdBW4Z2wH2ANzJT/i+7dgyLNrA35EXmgG2cNVytPj/UuVNJImgyOpdRBeCBjG4sp2JmpYSQ8jVlm8RaUG5GiI18TBZZUdtdLdFbyPZOtVJoXf+NE1ke5jXS2UkotdAZS96EeE31lS7dJqRzcMbHoXh3SOpqmHI2+ZqiijCXfJuH62zcT5OncYQxKENqQ2MoQ+ATHA6pmUkRiA1flrM8a8T9K3ZC+aSpnIs+TNqYLcjbgvZjwjC3mYGEkjHhgSqhFWYqyXqzOvuZiRS/jdJ61aKIZLl/6RQjz3t57q/3UIXELNXOfrocX9jgeHZ4BjlMPz/sNddFeA5NG/FBV2QvK/sRVhT6g6zsJGtHtEQ/b2T/o3/zzsztKtBLGfr3P2sC3GGteSvItc55f44LivwNGBUpu1o4/Yc38OxvAqAPu7yRH/BL+lZyuZjnKPuGh4FxxGy+bXIn/Txc0UUhwyW7LAepTlOYoFzxqhEmbLj59wZFj1WG+E186a6U/54liu/82eL6r/TreFenouGQ2Yfiom1vEtvvqDt/DFrGK8AkeHUI1aupblz5c44bWC0eBW1hl6pWUCY2nNn9XsIfmQKqeclDKm/6oSC+gBj4TyVPHPon09Obx5W4QoCiyeB3pM/o2wOc0HHzvxayL3zaCLsXNT83vRc7xD5FNzZR9xEw/b+IVIzTzB0FHKXUM4/J5+o79Mj5fB7tmC5KaoBpak/ARHl52WVD9z9/LBichMEFeU5bzUkEkwjiTrZYX10qCpOwPNv8mVyxDjxZn82U+fMfISAS5cmCp0J6AMEZYM0aYvmbeudPyAawOhVHZJMRezUBGyns/5wfLaugmX0gUu7cfxrfQ+U1tm2xwxd+2+6XSUTWklpkpLg6iDfjAOBAsN9oB7kKj/m78idFw811RqcfGdv5srIThBAYcF0mPF108r05BJm0kgGkxNjLQmdi1UJbmuNzJvxcDkHGbFPRHiNRRLdLC8QWVH7fd6zR/924hydai7MfDUUdXdOdWFUEMvaf6BXe7mqHbRkCPUK4bHQ1ws08O5xoocWHG2V1br6uz/hKTu87xTC1yYGOX6ecejpVolGaBvAGUMfnjd/YVvg6DCB0MITDbqX1Gvl7uO9pyRromkteZHAlAHKS94/GGuLgOkiyUMy+Ei8ktef8dTTF6ye8LkfV4HGq0vBOmnRpTQbrUyA+/fh145q/46UystDcmnl8UwmjaRuYmmeARo+RfjkRF0kO1c8q/P7d+8DtqwFNVrf6ZXxcgAeWdGusm1tPCGb/inhsfqfca/Twu8h5ch1mey1uIqi+UlYwsdUuUBYg/NX8+whR3EZAhoABDGaWSSeZDjhFShQnvS3qXiY67NgZLEtOB+tiEaIutHN2cLIf2NW8OPZ4nvS7UH/Y7ktO6jtaGal5T0eSG0ou5ApvuE8dIYidqRf8M8Jf4ny8+jAu9KvyzEufbAL13NCTKusaEXJ/9v/UL1h5nfWWh423ExrWgsr8PYlFUZtGptOPE/W0yptvc3FcveDpguF9G9NNvi4UmZhoI8X6AXYD7s3PLb4D+seHAX+oVcys693OI1cFktdzcdpcvuL7WNAgySQlIvAF3nWwcQs8m/F6NnxUA9I24UUPj9d4FlRCK7c8eL/npPe3o05Qdp5iH0xCzFj4xGOvZus0ajfkgU8q95cLeY9FbdbTj/PkNB/sI9p6dNZ3eag4w01w9ItzzpzdJ/tUJj8XJ8+r23gE73vVAPjJX67fJh65x/RaxG8Qx+9MrLazdwNPyxImGuXJcxAvK310d0J4gRHS6vFe4S6ZQgGMw55kXSjF6CdNd2yrgx8ymyIijUEv+KV9CYz2Qx9mfhbZneUWXDLZxCBHTROMVQbuD+GYN2kHln/rnN7rKqqd01KHYUHfWnYE/bffiP1ExSu/oR1U256TEgrcY6teNvMhlPl7cYHpM4bdSaRIzcIUOSLY77N+TI+iLVXjXMfSkPpTIc80JRpT8ViE7huKvXDLaWP77p4XRTzvO6Eys8tCZVWAOQ22S0AeSHivTNU3M3NllmbF1y/NR89Brbw/PbOhhttng2t/lyWj5b/+YvjMQK9pvNZagWpobk/mJrI3HUIrbkRbK+z6gTG+Tbn9jIvbQv8mmMPAJZyvvL4yxFCiCCn21tDtZnLdaZSQhDMzGkG/HDmgTpY6Ul7WhrjZnPqF7fRpSzAbAx0EESrA4MxhKKPFUvf21TchH0KWmyRIwC2boY37GYY7ie/KacQbFECLAg1XWxAANLHxMuwq09BVhfxVKrn/mvNsu9gKQw8kS/Q2cd/ZZO4uFL8Fd7tOP0OVoOygtkqLMjC1CFSin7Clu3lx+prQCPjnYpLQd7YfRigRbiyLin/LwCVPUGqLcOdJYpAL1aky9ciF0Eayf4TdWMI5rvM4RExaMxMJ8se0BnuOhwA1NC1dB27znV4f8Gg/ewx5T9mQ+q7zpDXTXtr6WYk3Ni76swGhx2hGeQoCf6LdWaht9Nbkg9ERFBdMk9oRLTHQ3RiVXmrynrwkHOgGXhvhKD+Ke0mi0DLRBYW8DN71TIMW5bbWzvd5t/Qm5FspQfMHXr5j0L1UcksX+RHZEms/IHqZ5NXcwC6a6m9aspKvsrSNFcbb57K0EDRmd+YFmqo0hpXP/CwF+hi8XphPsu01p6w3GuWjy9JmW6jICvxHvLbM2XRsCNfpsdRVM7ZsNVkjMSjI6oDvde4xbzN3alAEnqKJ8g9I5AaH3BdDxFTs+rn56VBJnaXt2iSxDTrMRqda0Q0r3Gehxqkp1eAdv0kR6wiZ8DRXYEh/n60cGQEWSJCKA+fdkuBJpDByT13RYSJGOr6Yj9K7QHtJiP7a3pqfnO0Y9653NCG0T0ariASziRiI1uXOmKSSJOxe7KE+hi/0Ub9a7HET1zA7PRb+d5ogGubnlYo8II9s+dqwVq3G4H56UwvuaKGj0g96ffR59/xTdNdEkcdwQDBSvvZuTStJRZV0L9oB2/9fiZ7kzh4+JFPK64Al9PH6Iu/YCzi6rqvtzLtBZY0nTmqNdwHdX9W/4wumGzpG8K5mQPC3XnaBcdx6cB3GQzfFP6Xzc2GcjhWOTF7zq4y65xR3D7JMuszgkiN/hWftqs5Jo9EOyVMRZsU+sZ1wKyGxVjPuH81+KvlVLbDdpIbNZ5vsNJwp56jlQFme0xnbtG2uJJM/u+X/kZ+00dJZh3Mn9GFosQ81UbaG4lx6vitZEgsKiSvfFjfSEMJe9FN4VmnVamBoGmalwfiJRalf5Dek/oPpvIFRb1Vx1jyR4Jj1Bk0ChjHcuQ7QhHqGeCUmRZyk71EsJ+7dcL27bHZUhstQebQ9Dy/GyIZcnqUAA3TPWdOGXfMEyHQcKmCNTXcOPVt6oOB126xU9kWotsnke854imxAj+JpXybt9YlSs8yWvxrd3xN+0vmqxcHE0e5qvOtQO2X66Eeldp0g4xvZbnAJR6nTvFkKs2mQ+T+cbMSjjMKRfCY0uNuOpCLfyNTd8klpJ81OPxLQC461m/Zz0I854WRI2PIzwUe5Z+QzgqoPNajfS7SgxI6c0JaVsEKqdxMMSe/dofT+Ulg9P28x+BLGWhXOVa6/NBsuTTTZwOonKtEsI6yeJIF1nYCxekM/h770uunE+b7vgIDMZkW93RGrhlJliadEGEsNGL8VH6JR3ifo3HRRr5JYJpeWR8AahZvB+UPDZaujf5kzJBtNKW4c5iPvjyKunTr8NyJiuB/GWg0nhqW/Ya4TG3Nbquk3AnAxmQL/WjjI7dfhHzCB12pVOp2BwT70Sr8FLr/wKX2cXPspd0LjdcoicfGLLBqMANyU/G3lGycVP6R8Q3yfiLQ4a/lPf6SEkRnpwJ7/hIUQicSOf2rCnT1EsWCkGVzNqIOxhoDWeFD/4XzKkk2YiIwplMc0ujfQFeLBbVPtcDC7+gdzpY8le4Y3fr1TarPjxJs/Sy8yTfXrvZlmnE6eTt86QO03iF7k9BG7Rs6FGHDf/uFpf6KyI4EDXMbL9ce+Cn3wkyvGnLg2Fzww/0r+UCvTxaSLbAOcdu8s8tcbqGSGdb2jN4xXtEKMaz7mvyWgmZJfN1EUMNz3EmpCDirzkHuECbb+3gJyhy4aktZhX2ph+f0gNBX0JEMP6CEueD0TP3tWSqbpVj/CGfyoi3mT4JMsDdIKbnCzZ+VhSQkTHmkr7dF2Rw2OG3Wor25FgV+Raw2tw89f5eSV/q4MFTkfDTjEPBD9zmY/pYF3kKScOj/tRDtqzV0YU5hQnAcX4rTOylsfU2F8E5I9On1LhHyMaeI6Udg8VSUFDPVYNeWIDZVxqIYcuwhUKEdP2zcikRuEJFnM5B/UJ17AEVmbml8Jw+wvWU2ZJ7qBnUxjBOoNNj4zBvy5Lufd2PoDgtjYILiVUcnjWDm/2cuD1HaPY3SihSJCfZZ3huPjHzxngWoBWOV2cpziJwwijxw7LABOwbii8yZ5/WkmFao9pzz4RBywxSNNKGr8kDuktLrqoTBMf1IXlPnf/ntg4/mfFxfzVVAF9j1gA19Veba1nFMbS5LTjOiHi3j4P7ZokNds6F+ZijF53lShuYe+VMblUl8Olr8isdqZB7NUJbXe11UAjjZPt/Ku6wCvkx7Vdc3bkDqvOUH0dCUgkrLBMj46YVZ3J64myL3y55aXZY+M1IZ9VRH2hxVto6yoWKqpdiasMP+41O5YkbC5T4z+K8zJfyBgrNpFvZi2JoF9qEpLAkixqEb/cxScgioCT7O33/OiW7ctzDnHbCMPvqcvfVrnJbWtw0IWm8yVfX+aOlQj+lNYIkhNc8xR6QdeJyKim4R9wWw5kuYVBRt+P/+QwTmFT/nf3Xqse4BrgUnH5I3z9Gc+m6B7uDnwJ/eiZ5CQM1ab8Sg2sp6tBeT/6KV3ltAhO7mb/M+jASiWTpV5Ueysx+ZdToPFNgJwr4zuL4gM3F/vvDVl0vc5lNLMNDi9D402W2CyMqooUbJTJQAwr2gGl8gWdJ9nT9cPcnJRSZ265rrNBvH9GRzrfTzUJoNEe1m2EUs6iiZpOqUqrWGYYG8/7s8S+hnGxy+BVawr++WAhk8geZSua1O7gKsDZ8zMDNgGOHregBISxAxZB4ZTHhFOPan8UuQ+hvYPIc3Iz4ZqHDlzLFxXO3FskKWbZJGiHhNNSGfAKO2OjPKVzbdbtq9HOR+fb5vcrjZlJuUkuRKXEhKNOAKpeElmf3Uw4BzHAnsXuGy2jb5nmeaWkUulHMym8ds+uUwGk/rxdmFuQbsPjwf65ecTuwhyf1ZyN5FEDZShoZ3j1oMSY0ioCSanGjTijvSTpY4eFckx35GwB6rjF61vf4yttFn6mb1Blfu5FTjZuCf8824aW/lpVYD2p5m1oD6QVy96Xd1J8bU959tCgk+PSK10r988tZUaQ/RP8QnUDfA3rjRZPvQIE7Cu2mEsXMAA8aVhp720dNDxsAW6dKjo28uDtkszmtX8Yyoyw1S+3QWi8IogyFvuKoOiMJuCQLtzHVs+uLta4QN+w01YgTJ5+6hdlqWj0LjY7Kx++XTBtWcApk1MJgCvS1NwV2Sri2YGZxxsg0TskNW4nHQJ1L3QxINjoTH2YLNewRYwJJsL8zpU0kLrdvd/IHQhXaEj4Pjeqr5hiXaTwWvxM2ZXUajFA+xTKnhHjkuqOSuqSSUp6qDNdZwPhGxQw7IguYh2m/mD0pMmFetHoQ6qui21SEEtMGH+4VB5vQNUsTO5IX64qpNq/9HV+dfA/Embq4s0bPeHKFWZ2BPF4fgxZTRLVRfPyGy++b7Nyp9tkn01aG1aQWU5qKhEBbbLwsvvVdDGDfxPOXV4zGDL9DXtuu/6jQtJocwrnOFIpxs+5zn239WM4GsszC//J0FUt2a0Hya2YvhqWYmbUTM1/h14/UfjNeOMId7e6rozpZmYUEkCGca17Y+YC/DlNC96dPBitdLHdLidi7EKAK1xcvMavLbdhJtKOAkQuRvUjypb+Q8wmxWE/qTF0zmQF0dEuZE/F5mwPJVDuz/2bE/vDBGG/R8n3i0FTEkmqpioifyGJPSM0uWGEUc3ZzgUP4zvMukH+Jl/l8fahyxnWN5GXMKrP5M2DhFRQmpiZ7oOb2N0Cmibye0z0yti5qFJfo5z4zqBuGZgAim6SUdX13FqDNWdk9r+pkwaVH+FDbjxHD9ArbDwY/yudmHMtRrGazbEAvGBKcOqWWz1Co1k9O2OIwWRTwAMkTTEcgcVX3nmMRntpfKXtKzuqOD4gYgvaGvorgdJdklIUes1CRPQcudgp2Vr9rjVXm8FrpIf71vc+YkdSNeLfPAa3IqxtDPmu1K/lunWkcx1fnw+/fSKA2q7wIagodY8Vjd0Sbey8CXqcwNDbybIovJ1RXI/Bwdi/1Bhzr2w83SDZ3ZFC4025atuPSsJ+ATGg4k9CgUqX7aLRNpD5VJXm2yH19IoruvrwLLAU3i3BVcnaV9mwZbIcD+8CRxcyIYNRyy/uQUT6NrYvSu7oIoUbjqPylCj/wwpCn8BrPhKwTCICyAyj6LP5Uu1wl5Bw5l0bfX8AjwGHq5Di1SWFzyTvNUdiv9DcZTSUGG5l3dozu72xM832iLj+DHehLgdIvzVUnECPD4VGlQl6U8WsvKcYGAfV8wV33FNjREumpttcem4MLLF7vyatmZJ0/0YZ/fSzFQTPdXOTHJJ7uQ/9qKQgvfm09J5JdBns6ISzd3NuS9kE4Ydjoo4XpF1uwkjiKJZOi6wMDcZHxTM5yVM/DgcOi/3i6YF7OsAKKFyNWKFm70rfThZSQSdqZaINuDoMjfzPar1xqV9P20B6t7PObsuAvXRkrvxfd/3bLFQcT4wzNSMipGviPAPOsV7z36f7SZvdn/7zFCOQoPy5x5X6uptaSiSVA0naFBH+450LL3Tm5Vk4y/Nkx1TbV1NBV7PS6vNUa3U2vjDw32Xd/lHxRDqwf5u/O3FfwIYPFBRad0QxhpRAzhZXNLf4Of7ydqTv22dRl+C2IpIQzfgz+xFMcLXX1RzbstdVgjXZtIOsNGfQ5dGWeHygAyq8lhnnrOGrM/DE3Y1DQH4PO0C0B2s9EqK/K5uOGdAkFKrI3OHhy1HFMRAlTXy21wpXtAYfbgIQsf0DZCrSgSpYi/LXo1ciEsmrc7d56z4f9WePY25YOpp6+nUcv/002kaHU+cJzPwHYpjIXSvb7wew+pi88lSOj27oyxcdUGeyZfutzaN/BKm7cBY5wjSXB1umBR3CFCS91vvdBw+UDRkiz6hdDfYAggGQ1fB9IWzmddWB+Tu1Mcv5W9UJFh6B9cTQ8ybBfuJoWfJ18EI2tg5UYijXdDlx49rTDGH0Vb3lKSGkn+sPaMZ8n+C6rot98FnURUhzpZcepBFwUC98TAdKOAyjCqTTX2Qp2vpRxeV+FXlDenQliOuckcE808g+Y9dL8uqE3Aq4U+vnIMZ+sybxjAhhEWRIdMmas/PHbRFGG1mxXyX9kIPP4bPrCs8eRorRNKLVrapkwoLvO+arbuoZwRd9NZiCrwKr/Nn+f20MMu/rTNU5jKSXWS2eaWQsEmu7l3S1OjPK4KOvy1eML0qsxFXP046OyBYaqTMdD1TOLwsVYHCBQwbNuhEVCAftAL+n6xoKDuFqF2RaVwBdc1tyPjlu/+Hvsj5vwpB/4JiNyNfK37d2Enxnhmk3jf5H/fpzrgVK9ucrjJa0woUiYbpoAgRd0h1CQ6prls6HQJTguDr866TGk4GO9oTtvhax709dfQgfz5Gez77LovESAhmYX4ckvd6U45mj74LQ+O6MkXdfBHvkWdY4wgpUmd2DbrmFVDmB98KmX8pA1GKWqNT7bMmiW+CTZCevuz1ouJZhexfVaT7WzDPpzf4j2c/A8mSMM9Ys025vf36JQuusn4b3wI/t+cHWZ7xebAD32HHBUpHmbO5/pdWP6LbH3urz3a4EOZY5j/CX4TBEDrV5jH02FXmLAjmEzaO6zfYWg4nuFX9X/m1rMfxLrDqJbMV3nZLMW01/ffPkCSvgp9C1EhDc+yLCUufI+PikNWvB1/QDsQNALEomzxSHTJnptxrAiAglW6ATrr2xb7NeGNbB4MwwJL6kaWta03ODDz9OhjNFlQcbxcZ2YLCDIqhIGMZ1Mk6iXyVNBdDRdq2w6a5wvT+evqon0xnsZjgcHeoOSOIv68f3bOGkV+0GP6TAlPd3azKKH4TA6vsH3fOE53FTctRc6fCuFVSRQ+P23XxtweOyntFP7t9dIdg67SxR0SYMdqponyB7b5qHTtzUlzGuB39jiDESkoUVlX2eNVuCb+MJ8KQTKVTEf9blR79ujYONpaHqsRdvqD7i9ts9YygXNvYpTbt5A6sU1kbXC8KH/DBpq5x1kjV5CJa4mBjV4OdYrp/i2UaCRCL04BDnLcF6z1V+5iRZE3fvdXHHR4/Vujr+3Xmcz9/Apjv3b3HIETAx/e4ppCyc4vrljAMU7I3391Ktd3d6xZu58AWFYliHbHj1XC/IlsT7REMx7lRgvFJq9J3Ov17USu44KN0A28D6LWaZEjBVNJY0S1RKikblq77D5yzCnQ+clF9ZDf9O7WJBQlPJzf+ZZNEjzygj4x8xxr1UDVP7MwYhIEav7Tsb237rzTlBzpkK6Ntcgu2tx9HwEIPDgCR363s9Sf42ijtryJaIbONaV6ls69l4ZNfb7qZ+enZ1SoY0ikb+S4kqNPap/r4gitMPB5So7EEX2m2ulon3d1QoDtT0VBvtD+P4jcwhbMvI3/O0E4BXfUz7YNoarGxKzHii70vC+qgSDONRha04Tq3H9IfSYvif9OSbhwG7jYRnt6x/ih+HC69gGcHJMfhq8WnuSgkaMskrM0/EXrQ2JcuSPV0firFPCRgZ9DLiMM3A/cKDHzLFl/O2LnfhmcQWIqUr004/iXtcKsrzyyGc+16yjAAnYKC4riCc7LzsK5iZaJN8SZwCx6i9k1MJ/exEedP8SUGmH5u7nHPxa23i08LwMlKn2aFEVAwaXvyK1aC8cy/XNO7dwXS1o4G+fDvxBeL/ScWz35T+hcH3kn0nixXNXBflib5AO4BxfjrAc9auKq9PmCvmfZ4oeQdzU7AG6tr4+XqkcusrgHvDzE7+J6NRtCG/OfV97/lvIxK/1zYqkr3G4NMwJoOO5GPKwfepENWnzCd/JcG10q1cQwi3gccEQo0tIpNHMWSFA1WRNkzi19YG6WLHtXiHc/Zehj/AVLPH2wSgYI+OBqjJj0LmaazmqZU5A/4LNpqxHAX/BC4DHHxdddEmHfUOwXPiH7VzACVimFUMhzsuaPCu4cCOLApXXz8XrmB0TyeNKgo2yQ4U4u61IJbwt6hP3yCWqp88qm776VCozZA7P0gIRPow+GwpeFhhsbbXz2TgSaOR6L0hH/bJxsWehgIWyPABLxsq0jkJDhzDpzIlDlbDEhF/E42dLidVBUxZAKq3VBLzwhq72/HegT9jy0cD6649lKevVg3vlcvyHXJuBkRjK0ppIc1dORoB6ki8MnOIaYdEmdKlZ+VECVfUyjNb8qy+SyhLNs6vKt0OHdcPPV/JdYGK3zUixWQI8JKoDcSvLa4xaxoqre2l2I18QigXDPKEA/YrxxxWpWUhPKtK+T8HzSXCFepsAAJQBJ0TTduy8jFemKx2OBCleA6zyYYAMWSYXYgt6sg/XO7tnoQz+2xFI1gyraRRpPNoQlfDfSqQvGEt/0Jv+AEnUGJiX/ZIXJ4X3S4MhA83UIkekMq2XGxn7/gd/fCLT04XoPpqB7ll8Sxeq5fInqQQ7+UYCyrX/raQ7cvv54jPj8flA9i4FawRzV+I+ooov/ZOBSszFG5mge1Y64rIAibGMMZQs9nRm5AirXb1C49E1KbCnFWKwmwVwJlDR8Ve4OSpW/M9J+SQjdYfkTndfXj/igI+5gwAf3SApIPOc01V8fsZPhMX9vQ+slIDOIe0+98XHRlh7FVIfi5rNJw+RxRBiobR6LzF4SjTlU0YBDtZEa1DDbepTqVys4jAnsuOPdxOh/ptVgMDUuiqU2CsEJLXAr3MdrtYb6fLAqKstfRzfp9tM1ntVmcVbvy89qt/xh6ai8VK+BaCtzxkNzkxGZBlCaSk+ChYDTXOyEYxFFp9LSqTEoQ+sFEK2mVWj1S2Euk/NGtecxxGqD9mQroxlldKSxImkvLVznLwIPFrma1o8SC1/v5hOWGz4ggCgKyAW6KvfKGpaFoJLGvsh2vIxvznau8cKppDCgNMbTXiHvyR/qgio1IUnv11DJJEvyfCkNYAVOKLLZ/RxcoE7Q3qO8u50I9Yy2ZPgxdPyHZ+0Q14RFOsHY5tFfjeabwqU7zu/YnCAFIxbc1+qX72STS2DMOZastznwXzF3ldpcG7uNavP18Ux1FfjomSBKCZoia/b4kdrMNflZal190XXJ8BZ+nwHXon/2T3BCdmYEARJXjhnc4fmDj/VnmunVfLJfLUTuPu3Mj5LF56Hd/nMVUc33EId6wAae265iWdC0FC+Ln+4JDAtdzVPX7/k1/nNv/CJv98y8HLwtz+o5Tl5v+sj1n6uL6EcxDo1MV4KojDU6v5tQhOHlzJ/j5WH84aOwI4Ahe1/ag22KYqH3tfQWZOOdDLUoKrDJNJyK0hipW3z8QaGJw16hT955VPRgDlWbN2ZJ2o/g6ypS3/hIKKvZkzva2wGkRE9U0bgU58ZtLooCafNVkbuNHf+JqSWRYTdPAN7BhmdBAjB9A0jd6zlRJP8DYXf9s6tklkz3SM+ccfMER12H90x2mN8AQcu25702r8SYO50J34nigb+9IjWPRrjd892j3UKYsbTA2bzlWsDhGicfrRLPi8zJi3aePA3UgI3xyfLgqtDTZmqdrX/L4Vxez8vfxpssfQuqD6vzw+Fl5jr+DKZJHGw7G/whYUjIGqs0zdw8/2WBRWiX9wRe/IKmdnJfzDuRWyBjwQhsoqV1GanF9UZYvLHFKBjTZDIjGaCGUSEUNQq0uQM+WhbBBydirFl3i3yQ78O6NX6iIB8v8MONK0Bds46Ap1aiG4UEa6vJpeqxY0ltkkjh5fQ/G2TxQo26qXB71s6XhrsmOP6xBbyiMH6RQjfN+46C9SsErtxmdPY+C3Inur9JurX8lIWRDdLyv/S5/PKnNRuKOBmyqWm9R7mNxmSldHEQOa4S9Y4Zcb6V01TyNcuPif1dTZBHCvVrjG1HZc9dTr0kxziRvhpYlL9ipuGYImMOjb0LyLpLdjHkyubvQgI1/v5Us6cOvmMMhlZaPsmzt5LkIA/ZvkadOlAcjwXRn7gy3hMajJ3qVpAA7dWCZvrwrl/jgK0vu8dsAO5FFipP9T/nubLgavvMwkYD3WAiLBydVmwERItc285LawFsssuoJi2DOHfN2MRAPqKIHFTx8WzKqjgyMn8fRGIBLA/4Y4UDLxQCqtZduZpeCJr8r27AHpi//PfWK0XH34j2aJeQVTO4XWRPIyyQrzS7zfZ8AboHLB75dfT0RSl8BTq32hwR7KddJPiUiRK6sbokJopMlTRu5Y6BgxpjkXZ9Sx85/WJCSY03HpfiG3apQkWL6l85fH8S++hbWmAnkBdoJ9TmmpNKzIjrWGxBbNkeS+aIVly6TWE4kA6G/Qy/dMd0IsQCkd3MC8/fWGu/81Tdfe/0Tdr/rNIkppwhn8pZV0W28pBkvsq7qNox4OU4OSukWaBaxPRcZ4kP4/FHu8rPu25F+6BZvQw3vTM/y+vCin2F4Qdya8i4sE3+dU2v56bepvQUMqJjY2Fkiu+XQ+Qv2IgQzfNMa1g/RuGIaY1YjbGGOX1RF8nyuAP3cl0I15EOoyUQ5gNqPgzjP9I8xdp9v6Mp+v14l99vF4GkP2cX2hMg/MXKKvLiUiQbyvCCNEKW7AIeimhcB0dWQMoJlXSFpGmEcFlAF7OBxf6OVaH47R+GqlV0ihjDQWog5LEelavfLLYjaUbbvm/3RumQKekO3K+lFhgHE1uzlTjzsqkISmOZakO5JQHaEWYsdw98vA0D0iUTPdRJnouq3IKawQwpL534nlFDwcnOuV9s0NpdNLEYywPbj66V5CcJEZEptrymPqS/e9y2g9neq++9pAoh9PeUL4c0kKXE3G951FTowE9aQYHjfDbzb8R9Xjw1BclspCrjw+pKIpFdNLIJv4TJU7rcjmryW0oP52U5ddYYcRFufSE0txvWJUfHnNBM33+kYF72T5JEKeDTmSH8nX3X8l1ph8BW7gL2bcWgDeXhDxlIie0b9+NU2xutb3uUxZnpvPTAVDNaQqkZv+iNIhpsJ0KJroAOs+FF2sE/aZ2VgqAqjjtIvGWiKqwnYk+xE6hrNo/zPkA/0PXH55Wl83EuRH/nCU4TKBD3SKlnE8ZG2MGQ1z7Ye3IteWoJq2LUlbwzdf8Vpir5gcKCZxpuro4oyz6XyjOH9koxToBzEz5DtihmVR+obDrW91Cj9wXEtNCHAWfzaDWPRFW27CGoC8M+r8iCrpK0fn1/QYlPfC5IV9FV//3OyeJxGm4HiVw2ZWHLxzEQ5rErbGfj2f0AFU+ZpihEnFqWu92Z6Zqv80scxJflDcsD9KFRNGxZHC1q8QOTBUkseJcXWqlxd+xu08BTVC6RCmaVrUYP4cD80g0rPkDo2Q7nfLMjjm0fXcVundrvGo3ha4MMY5DQcMv7H0guLmC8edoFeEBJaKwQMOtBsCrKRkS9FMfMKuh9ArwJZO0oX4myJRLPRxN8mLMoNbQBPk7ootvO3mDidNjehViYNBq9r+EawiRf9PCyqgJnjO9SKUuasNi6KYih7vWYACywGQLn5ma4WUeRIqYC10gf4dtF8I6vZq7R6cwlZ/AL2f2PheFJghbyjhRoORKF9DwIbhSwAte0gzatArGWFPNmBbH5YfoG+/0imKph947RyvQXx2Z2RI48w/iu7iKWJIDI69Z5s0ShSf5CrfTbfIM1Hhp/f/8tV58RiCLQuF7sfu5vAM/8I3njTqpub8CjvGgNeBhW7nrFnT/ayvPZ3PGf9BXHqR6ZT1ZGqX9rfh2c/e3IvRLOnIFuQfORC4T/kkNkERA8Sz4r47ce8CiXqVuFXO83j1nPuqIkX42iAHZgkkpdZvKrWumM8/zRrb6KGEnj7izSOdAmsImkeT9PKi/QEjxpLvDhCgFnCL7vZNnr9hLigSeDlVXR/cb0MmRkXxDMu2J53MGiKhDRy/k4ozgOP+mrs6C18E6wKveZWoMgCpwAvovZGDn3PrEP2fAXzQbrtJcA3OPk48szZR3lGWr6vCuf8dAVkzVfN95VIZNe9ttC/Jl1B5NFX5eLGeGsKV6lxAodZ1/xJaJNqYlvbKjmJdYg70uzE7y02ENh6IeFoGOk+geMLJPXo9eqYltnfk2dyecOxN/QlgcNftV4nDKtZuO3mRClEe87hOFQFLq/83zVevYcqz1c489b3uNN6b/LbOiF62VzJdIclS7Rfb2Rc/NnJenV5xaXtp90EQtzu7anasNbufnoiE107apzFP8DdM44X1wQ9tjdCB3qFp4BZ2WAw7NETqPdZtYb59v8X4fPbeQlfJ70upn/yUkDwEUk0Idtv6CUsf9tc/McuqOryqd7+NB/cNGVJerqDNBkBUZKjXtDAoJD0Fx7bE+mpdWJXUJLXJoRwL5MirVR81H0aNB6HkuYPjbQcCSarZH8/zL0VtdEPMPIL+4xZGQu13mdIL8GJCQQraNpsciNhz8oSTUeraDFarVbp82Y17dOSF6Za85Q2NZf1TYILJFHwRAAbNWhdhW6P2KMSAoLGIw1q2oOqbS0AJ+94wxEsiWYBTCrqgULht9Qavo9H/7krbKPYwXSREqA+r+fW6KcKAFgf97OU50nDPSAdtlI0vQ8ozlOPaokhjpo/2c1qNLlqJ06xltmFQa7FaHNJhA5z36Vc7TcLqXk8Y8ffOMxU90OzDay1z0cEfkDzacKnn/gABlZiZzXsLb2+E38ZO+nlSNI03srK3BoDyYk6yjFk2/Gt7ZokKyX4MaeK5lUZD2C4iaMF7+StRvyd+erSeTcAKW2GDk11OuAZ/8KYMzVxP2Ze5bhbzIg0IkG8LNxlHVwKYQEwN/iQe6aTS5sOqJ1KyW1ZPxBF4MiF8dRoXGVNk613tWz1OpRRtXan3Rtsf4qZVXpouSNHvPv0KPZYEU/BuMa92PryuTLdvHAWuZswIWxSdMC8yC8PtcBpC4Z02J+3JlBixySPsgklagvx8FPjGoBZpz7muNYLLUAxyZCOxDEuNss7UAUtQtqq+VEsaXsUgXqj81MtyirLhEYBbft4iQ65DB1OdC7XVxYcsCprArcb0hY8NX+Sw10jiXhK3Urel3tOb7HIhXVpMYY6ykuxsKzawiIX+/4IsS/8XMc/5pvyys1tpnoLDMZtQV3Ymo3nIkRMLWMIY9lAV6flm049JVSf+1Bp5WuVAWaTMpV5pwL/jg337F2Z5wy2pq1EQ3fC4vn/jKyUsQBI+rV4CbO7kCCu5SEt//HHMfClIhwIdjfDdGTIcxIKlrg+/gcIs5QM2e94WVJqGgzmhDTW6Pg2JtYImjI4/Q4Rz1eaeL+/6s96uOs4BN/9q7R0HpLgTMXrnH5e3M+vxDpF57CmT93qf8KJXSBj9SpmzY/p6+2iBeCpHRRJhBUfHYRdCpDqHr3a31oOz5ZT+XoFqelhmz/pdRcOOHNodxZ0Kn/og8L/8tA2D5RHj8ihHUIhRKCclwQ12Cf1ivLGi4Egsbi69SpLk9XOnt2Y2SKjZ2YLiXCxYA7eEAGfADYbJW148Yvi2SVEyeUI0cB8DNy7W/mgWlwxU+2Cwv0dUv5GSscSArMxEY7wkCfjEtsAr63El93y0UzNRqQDXNCnezQmYyuSLW86M0DSIzgNtQWlHclXWkQJSgqSJltPw+gCKaKRhYi/SZCvmewxetYGlczeDILEtR22ioP4GEPeUOn/5pA3id4PAhkV7/Ugcd01r60twvs0w88cubICVdY0+Xscvc/Y3SdgRTfUL3w6fD+Le89W9/K/6a8vIb+Gn/0D78Qpq5ASvHbP/1pCSdNp7VZz3xxvC+K3b03PGvXnrBcrVMOv/6QHkI/y0aaE+3YsZkSX+UCkrkoMfL3Uhqwo1LDzP0DbrZKcoExqIbba1ap4DlQrjW5mei0J3E82VkLkBCBZiBSCcqivq31q/iZBHatp912nRPsvMgDSSmoTHh9CyrUPzwdb/Mu4Q08KsKx/OyVT0cZTcgtuoUXwpt7R7jQ5sd81fmJ7MXRhQdiJiQ9hzX2x6oiTxOYRuYRIxceyH+Nzlzo891We4OmFG1wZQwPQSjrbVtFWvE7bm1OGv/9ciq66aGBBGFytvtnaC8byviLHnRFI090Bop+SBsiJC9cABkTNIZgQzs+rfHAuAxXUlPnDgQk8g5VsMxFOUoy+9RI02ImNQEHw2LH/D18vH1N1B8aUwmVmwU8J4G2VN6S2hKpYm54UcYRK1VF2oaf5y+jsHCRqTrcNCOz9PIeLwXjNRiqnQ2mauzS4R5/dtqF4s2umB3sFBctja8/euQKh45tI1nxd9aK7QCbMq4B/ybxMhILN+kvw2IVEcRjxhkneNak8/giFbFjE4uzFNjxUnUZRGca85vKEuxsdXUd/gvSVOudG0afcAjPOlsk3kKl5PN9i8tmqmaA6UGtI8WMnqNW3kdBZUN/RH14Cx4+Ed1OCIxQPJ0NWktzGH/FAbajRCABDIT5BilaWlvpyU1htTo7L9hxroARGZ19zbwe7/GObKteUuqBMG8JK8u+kmVrCGFvclX6HfAClUbV5Xb0IAmPLHKLPkCWTXeLc+iaKJoDosa/vw87x9DD84QDF6X2EbD8BLKnV0bJrMhsmYps703F36RYH7FfnUaXHi5r2KWxC2cmJQ/58hw1Yhnceap64s5cVPlGJ+Lh++YfqYiDeVd6CIrj+hPL8Qd43QAabpMfo1RH80ERJXuwU/icCuY+Tf0naqKyfHnSloMmvVC8StK+WZa8Gj2C866dSj10YJ2cTF50dvXp/9CWwr41/Gjfc8sC2hS98sUplTJzT+GaUL7K79rAd8jeVywqjxgisaGvR9ndM/dUCd0SjNvyt20Qqix1zlQPO17fyrGLB0Q2fpo/vSE7JOqpAcK9X2aUEijGwmLB18gcBZ48Y+7/HByo3dDhPEPr8Jt7aZqqCrh6RhW3I0PuD70N0M6EhPArm7voqtguhYUxFlIW0+Lhgn9ZUbKg2rol2on6F82sPGLTibvDE6h1p+h+jSBj20e9asvotOyoPEVjDPwrd+gj1SZxcy+GMyZHm1icXZzCBMw7i7hTaOEBRl9n7xMtZnhrGWNtFdCkR9kwgOPbjSOpwHxheeWfce7QPgpwrQo2KbSI8t2rBKxOdtd5Joe9JIwk+doIZxeIGZcZuDmN/tXN7iFkuyFKn0DeTVxZogl1uuiuPMD1ZwoB1sqlLbevsRLzjp3sxV4oQC0dTlSCSzQaz9DCrc4jSbyJnm5H1RNsFWe2tBS3ATmzrFWXvHfgh4abKiOrXKlZqPzvJrlxa5h29E814Whjd77kizQxFR/TTmMg/3aMl8Tz9yE6YskXvrU8qYP9F4libUa0KcD1gbOEmjsdP795H2HCPyTi8BhFyabfCLGfa15Z7+qMGBHbA6oK/t4mfsXw6LTLzYBnwj6XdueSi4sqMDIwKgO0HudvnBGeBlQiCBXwyVEB6mfy52rtk2pn8rl2ffzT5GRvj2jT02TDfOS8y8nyCMgWDJCl3tP20cH/Kr5Zlpp4dGf9h4Kt0U0WI4M/eZCaMjm/qAp5ghlQ/4mvtPcXTAEsNrDtFVE4CigwArU3zqKzB+ULEIPVtrhMPU9ylGh9EgYYwYRmEiGfl8ToOmxTXQva0bOPvgqeqvli1F/r88InNSEWmpba6BRGvAzJGlZZxrY4JrmBZc6G1R5YsgU4hjn64JQeH8K9UUbaa3Rv9gbRcS49YIF5n2cCKSO5FSFFd//9riMN9GpZc7lYgD4awDpLQPXHF6Av6bavyiOeynXJp4KHQ6bqj/MuakV8d7DGY2P6s7RRHGS26KGYxZmWlxtRkEAzUwpsOIDXeoxCU94BQZqd4upatrsVgzQz0zBYkLtddjmRa236qIKcZ0/ytEap725dvR1gjA9N9AWxYx2IlgOwhwpqLM3xj3Y6nw5FyZQGaawHcbCfd743SW37nMVUyjuDN0ir4n2ZekiquFU9/t5YWnj+SYceRa/nkUbSIVW54Qge6TAwgkPUI24fVcGQkXe1UuAtb08RIphuhL84TWxO9YB3lQOKdWkfGEZhkL/mhM9XLWV0xWB5i+yiGXTT7lXkdzFdsm1oKZK/Iym/QX2XEVniwTPvX+GoBnI/ZVqyRVCFvhaubDWiSx9mQiRTXTbz3jKBJY/pLuPKnO7KUAaJwcWg5snT6lmsynY2EKqbxErfTZS1xrfvchWxJQRrlrNpZ8/gwEFEAkfgc0rAZAgUPKmwmgDZd3Ls5PbvvmWOnJSR9ZTJ+nFQ0HwRLWKFE3DCztHFH59ZctMHsydD/ueDHyno+r5FyEEImnp/rZ4dN+uRN6ym6q6b/KV/Qjpz1dKSYtWw1JazhWElcDLlOUGWZD3giPGxB0QtjZEVSMXIzApuhRVHy3g3Xlc+LjfSeR3B6rz/NE3Og97goq+6aJ0dhoUJvqSkpZVFKOgSup+3Qg/iYS7e07ElkSv7XDH1xw/Qt4XP/eKVYg8hlFjhku2DT9PIE9bJJd2K2XBEoGhPsLFAA0wTwtqnOydNpw4en9jk/GvQJXvNl8wA3yqW5ZercRpIyQLL23k2/FF8ttFRBncEEcoGg3q4jMmCQS8SOk3PjSh2B3CPdHdQhhIw40T6qGEjnz8qgtW33w8gZTYy0bO4Q93m8JBaWLP/5NbsmlFWsDXLgHmqFEsntFOmJw8pCSE6wDytrG3qcBsHhfDEsl/1OCuEXLUxHOG6p93twlhysuj9B01EZrnZ2PdmuvQ+ckivV7nezDI1FRfizzw8QCAEkEvgwxV8OYFMr4gkaQO+B4M+yXMnKyE+9hGvdBPw41m+/3XWQbfr0wbmq2lJnV0mSAw7UzmFVxWdNF+MU42ExZ5b2KXuj5It2PTxlCupwhx1PZE71cOxrDWIX8z9Kgxmrqlfilpe9h6HbaIp4tJNKshFX8++2vUib4QCG0FfLrjmJ8igzRKBicI5xbGRjHq4P3lWERAs6zHVlYSz+fvPar36oRqGjA8HVWc8etRSlq1/RW56Je3PMJvw6Du4y2FseQwoCbt6bPSsGkQ/JaUbAmqkJaJ+ttM9Pnw+i8SIwvnMWRmzj3JdiT6c2LOfTOQ4s8yAcQf2vU7lBe6rM4FG84YG1HnsOn18EgzSWy9PEy5NKcvXx9m3fD+ov2gX0t8wd7L/lB5za3rD/8iBMSOTiUFpkK/xaFwcN8PV8zvRLpZtfbtftrGFdurIrW+WtuoGdnKI2RT9HtMF9rEjcXrPfuqVSgk2V78Ug4r7DlVe773/FcBTsMWznVtmcUCXayY6xQ6wWGaS2LZbzKWvWtGRf1tdpiz6EbGAM+wZLG1NZB9BdL8uPzs0x9hlARTycB17PM6PnFmXlEzVU7BD5owmxL0X6GMtZIjViULhhnUX/+e6L4CeQWK/SvQCr85kz4kbi4XLewLr/ff/PCPO/72eafeKxih2YFs2m/LJS70qYc/86WB0PWL+Y6UiZOPHzbYZTW3eBf5hSWOwQBA8mqDMbJOxsDmwXcYu45eKeRVG3rxGEkdOIE90Lfuc58fWXhFJoWgvCvRsloZmRkXJsXGAjA/iToziuCzCm0jiaVfm4cW7oJ3DWJsUZtAuNMs04tmHWq/z0eWrB2UuicYnykmhWN1BvuX5OzVgNGZIf1rsZf9LWWh97ANzEhefRTWYyPNG2wvcL1a3Brvyn7yI77MtYedSiqWcE7FB5uSshmkLxN42STm6SNYfYVD9kBaztx8jFPdXJpmWWq99PJLZQaYZ64BZfAr/OOqYAmBWIGbMYFWHMcq8r0FTGOzdcZH0GRzH/MyOK0cMVcWOxkp6Nf3nJeuFpZ7JZTe9PEt/XQTUzjFBOyx0Pe/3aI0VEX62cePPaFEY3rWgual6gSRKkUjau9Ps/a8eL2WQAlXoN/kKIxAU0WH+h3GKyY+Vo/93LL1OR7yP7jh9fX7u8W3v/jDjS/p53u6tKnX5XvSvYv/aS/jswOPyqyBH9jQrHG2xgOoitlYMnQa3mlK/gt9ZJBEle+fsWix5vc5HiXecdsZ0TbzCZou058p/P5qvA1otFeI4Xl3Yp1PcDM/OAxncD/7XGwn6HtkBkpkZwhu9PsHrFnXV0tTBrdRT/CpEeGUQEO1BeZ1g4XDs4LNO4k/WPUJzpZ3j34oDxZR83/9SbEuoX1rwQw/vFJZswPaYJfvzfKVOyUh/VtF+3UMxYdEO86VCGS8aOJ7rAvlfY8tJ7JGRfp1cCSsLul/aY6DyYYftPBcJoYLYf2U7HnfqQTc8sYvHMakvu0RGpR+9Znw9oIikSziKae1P3OwWls0mXB/OyLGuzGy0FQzZ4RezZRZ01dKMIpYyCQazbpWdkXf6i0lGGUtGlIm2UI8rIJ4aTW5bxFCeWY0/dpQmB39YmeApVf+l1unESf9Qpu2Qp+CB6ety/mTXG8FuwTxgFiOvEz06J0yxpmcdTa/wO7NmAb8b1Q5UZRlnPACcKxSUyUBHNQvT6VGB0nlrwCGTy+A4xbXl21JAZYYR4jC6wfF5MLd85Sz6UyPvxUZNZ+/tVPFHnqaz5QwaVqJSL9KPYTg2V85230lkM8hTVg9XzUrr48IIOmrvXrrq8lWl8pURrJeFs1dTAZ3P4Zg5fCWNNlmTmQxnEa9QG6ZgTtfc903Fd77Wjh4R5g3qO9lmUpjOk5fxBd8I7j25TUh/gxY5yRQhF+EnmAq3cryheRjimK3ons/OzUyS3sRJCvcQw8mu2HCauk1WReojvNXC2D3QzXA8L/pu1Gov/wJ7tu/OrXaTg2yLf+6Uj/4pVNwDsIDX760It1mcenBuK0DxeoBvza9guRoJknk52AKXuE0E5v4IyTFrwQVMtf91ArOjWw5lWFl282nB4QxK1uked+HdiyNgvLsV+J0EaXVrWIM/3I5AJMBtH05UPW8MAVbNr6WE7oWmVUTVRv+2xzCltBfQa+LIpIwnKwEMBXSVUvBNWOHQ6wq8W221d7incbT4QYubHkzFWyHQkVa7ucQrLIkzYjxDaTA/clhovKv8KBAamoOJY+sWscQKMpz4y9YSSvLwxqJ5RZ/H9co55VtCTV75YL7Ic0aRaRszN/Iah6rZ+x5qScvFU7S/CX+YzEdtpyZYoyD2VY89qCYnurK8mtiuI9QzQChAbw4f/FdY/3dDRNDi6NmQAcUf9mTFlP9pY6Xk1vbv5U3P+MTtudyTSloLoMva9NQV7kZdAACpw1SNB1q/aCsQu3/j7i/P7z21fs2hrrO9f92AWuVJW+980DSMNjtXIfeqXGhzdVzRmOW6tQYlcLojZmOg3z4obORCcLAE8wMovM5AcU10lpZatPa2dr03Ponf1muuzRRxCywwPsioza4BwMlSxFfJ7XIPVmwGAme2m5XEQtVozfeSyhoDWhiKLdyqFdXLnV2YGpK8sQSz0nGjg3Nw/3L57SIDJMcqgycdinQLB/i3PAkzNsso7RonAzOF+P36pmilRg/BGCrOt6OsMvC7Kh7OZHrLuIo2iBToiYIWvd6PbH5sQxqgTzsY+3jjWWZrlcBzJAilizhz/bN0gl8ZxNgB776OmmuPjEX2NjT4PnrcMgWCBxzx/wl2ssIWEAifNjKsq8cmZYiyVHBqfnZHmkaozVE0JENB2tVvhGuikXKzxdsF0pFPnXRv4vuVsqaUKuLqOeBFcfkdaYf6M/qk0FfCEgHqR5mKTGRKGGoGg+xdVb+hNqmqZSDUDjDMCNFqDoUqNWPsFyWjGgR2hgd4Ng2YKYoe5lsSG5RAlD53+jqH2YHgX9q5oyvUEOAxY34qd5z2ivCgcr96KdaU7tMOOSc1p4UispzrCCGW6/QpgokN4cFHuObmPfL+cqpuhj823c2aq2PZcBdqvivnPPOERZxakkK91Szr5TNpIb6fT/rpJmRTYppKkL9vGRz1+GYemZTE+OMyJ4WnSKFmXmtTFIoSKeWxU4wi0d7i973S3mdv7UIRRIfjswWpveEHYt8leH01WTMPl3KJUWBZ5LWa3j18xI+r9mdhDZEWTue7Asp8OBEwNnCetbXq0ZpJCtO8EMM8vViQgfnMo5yxdRI14sE3evAHrtWE7oPLSmRuYihmosM9G6qryzocjNeXlOxhITPjdjtiif68jIZuIaFz60ay3YcI1JmlPeFBaHS/GvYZz/r66/KOspNEjrMc00ZpjMqT3WvQr8hvQmHxL07v/ZOaaUnHgPs4N7DY61PfDgHlqHq8hpc8uWqMuveVd3ucNrnIV9R/ZkLJN02S7L10LF+jJ8nm/L5bydiNzoT2x/mUzLDItZT1CxPE0+bApGus+/DxPGR0xlAaowN1pPlbjKAPehBRA0FQRS25o8KckrWU3P8yohXVbK5kFpFJJk4ZVyLb2wFYlHtmENoK3CZVf0M+oGQjC3n8T1FS6ZRlTkdxxBPNWPxv7E08YP/sKiXRcxh6xjE/5s2mNjdbczfOnkaiAGseu+1o3l6PLMO+EVmqpiIzduljoTQlk76aGLG0XTONMdNrdlua1Jy13PazgQqS19siDDsCGmBqfa9SoWx46+XrYHBlSFXeRZQE0pto70dSm30D321AV+/EYl05h6QDNr6HBW+pVspv9ZXXmEv7g5f3zTPLkPrH3MAss61uFGhcn9FB1ApEYKUqANV5TrJcaipBGx1GTORM8f4nE3VOAoZyAHnySo88qgpC0jnOwoXwCy4k74x1ZJATM1yYGzqKOzX3EGj0ummAOVR9urzwB3lxgxe+E8BkV1yppj6riO5KcXecpI9SYjR3LKy99gkIL2j0hdNATruQ+YnQWWm1+jkeEIwzeY+AgeWdahwDzrO5rV8iCKTaD4kaqU5W9Cicx0Qypu2jMXb7359GoNGDeYByJf+Iu7ne/LEBWSuA9mO5NjcmHod1x1EcXj3F2j2LXmlvBqrfRCRSMQ00HRGjYD9zniG8jGDMvzzX27LMbAqHvLPFX4HxhdVkJs6uI3XtUkmVoK/ymMswSTf47564qvt2lLdQcmSPrlqYjnHYjrQ418NVfL4cs+yeU0CiNGMGPjy3GrLRYObnVA1bz/hex5pvLX+71Ea7XkxnZg1kx996RJPSnM8QO+nTlHvaRUf/gVXP9AU2uujLvFD8yw7yYxejQUSv2XZfzQPiYK+TxRhvqcqnbGp11/XCL/EKo4jpFls7KT49El2aV6dNyj/MNiliiOcmEAPvswECV8kV1pGZhFHZx8KsnKw1WOZPo7ouONMIzUhYZKL706NTJPAFx9o/8buQGvI6ubyhDYSaMwwpSI3zeNXZkzz5JUCjwdT64YFwyM+JE4sy8IcWitk6oJ10+uPJdkaD7xAF/Q8K8wFcVuR8w/l/ayck1APLh3Gyhw/x5HV00ygw+N5FXdg2xuGkcPw6zOFgQhT6O5bIyfkaT1OcrjLsvcsmI+/rh0xqluutU/m6LOjDdP5bmObmmmO+FXvSUocavyG164o9pUNn6aSCD6KJgIIZ5RDA2Og/QDh+VwKuqGBEVAmvrAOvf2imVDvHhf7L6xQekhkw/jlabhJRB2qIfs6swYobbRN5imC/SaAyRkyVjzr5Dwr5DkmOmH+8alcOOdKnCaycqshs9mfkBHAIFhyoLcHCqE32Z1uMCwcP9OWgGVTq0GeMc/mKOIY6vfG4SpX7Ps8w2cjg86Mfk9koqG/SYw9n8g94o555/ASjU3CtBjHKZ4uYf3iyq9M+0np1HZw9oNz2KPFWHNP63yYv6mdQG9kwQEvk/a36B4hPr1eMb8yoB8QiYqVlhRbkHIEQfOD+8XHFHU7yHoSVzoAOg8y5edowIj2dCVPYbFFDy+xmzuSDFSqfusTSLXihZI7uhiDt81JYPXnX9fV0lyFYZDF0R/ohUXC6YIv7UA2Jh/jPdNEGyhGngeJmpPqQKOymhNcdNvLhwG2ex3cVYrSiH7VEhE1hliZGHA0oECQHxN+VT9xBFqQbVIdB5tGR5vFMNCPZycWmwX8uBiuGINFFMmPux/A/T32E65BFzbX4a1OXYXkj1cNg7vzoAgba5MyVCdW6i8Jkb88jYZeGA6i8LmtmvsGtoI4Af3bGcp/kQDwZQnpfdHRKxt5PTCbpk4rTS7ONgU484tGz9FmR8xf1M6OEj3RQ4E2Xgl6nmOenlr6qaxyoKm7NKsagtKuASJGwxm4WqqNlKP3o0nUhfmcd+r+k4vJtjraAgmVLMrPHlx8npweKl0WuE1C/NVsry+gaPYif0G7bP+6lU/C1icORDjjnGpMAUuk2DibrF/lCxO77H2niYcwqrfp8Dl+gjkZyPtWLezn8zfR3gUjaUqkgO05ZmfGCaMhbvxOVaYV2dJoR1y49cxEGfylRpvMg34hxCtY6kqppzTZJsuJCNu57rNm/DaAvthIwmXsoLRq3Uh9j5B5sR7AT02izGDET11qGS1o1kXjxh+F5t3tyfXWir85HDgLE2N5EYlO/BTH6SvvIDXjkLLHOkHZG/+V0fHrXznrVwYkrhmEd8902eBTlLqofrDH8uYj7sbaRzetmacFWC8r13Zt9BtTEMnT0iYUR2sL0a2FwlDqB1SmA03JxTTrHvzYSHDORJ+ssIVyQTQrXck5mzrJ92O9jjgG8q9w6+X+nZnuDuHuyJ6KqhNwP+ZVDxh9fTMWzTbe++WqG/AvICRTbNbmzk+4FEcfiuknYKpDLBjFiorVN5RFff7wC5v0GP96vhA8OljxxMvxwbNiHOzfGsWvBiK3QVL+WwxjrYrYw5OZBEPPZsjR7H+d5Nd9lQ35HuCyBA9G8PKcDkKGlpaS9SAOsurERpMF87on1Y1LnS3x06EreAgcclkgvJORJ39+/Y8hEgmP7VNfM7XEh79PB7c+jHdhfpjZPyk5Oct7JioiIb/w45U8hsBgxHaQZPdRpFGXWEtFcASnUJvo1kkjpFe3mhG/zqtccCDrRRxp/YgsK/pZEF7jRl6qw1APOebdQZHyXyHzJNCIZ2AfGTB+/WjLmUDcMzNT7mVGan4V7t0KbME5i9FFrIFqMM+AFOazjAzp+EPCtPNLM0qMO/O9Kq9yMik6x5hCTBRL0BkgdshRVSr9BokCUokj+UYwnWuVRxVRR/FpHsL4HpYvbgJ69PJlm4XAX6AWw8IIk/PT4EZXTY0pFeaLG8x+G+6RViK2rAa7QGTp1Lp8n5hxF2YNfWa/On/Dwk1VUcxamYt/Qy75Z/0yUi9T6vC6/it4McTxTo4rFRG639IqcNEsM2XWX7+BJEdNWXnWxiDTKR3Wjj1LRarwpT1oqXhGtK986H95uq4dS5El+Et484j33h14w3vv+foLPasrzWqk1agbiqzMiDSROroh+fW376j4+Xzcqy2cHzCBFPUxcsDL3LGzPGVsxSnypGDP/5owzxsY85jSiQwMsVAMt3EGsTcabsnoHJrrfL9hkR1A59XeJigNWYHpq4rDWEbhEzsA3+zJArnicTzzC2a0A7WldcQnN0D/venleDjMecSvYCxnax4wQMcvGyjfNumJvAyHOJt72ObGHEuTDPDNG0DSsO563uhJgc2lmm0w/BKmf4a6m83QR0/gr36REfPxS/vUFAEapgToDI165RajSRTtvr5aAvynmGqCiYtkeG60dcVeS2g+xxNwLvBT3Ixq9VPv+mQ8Ar+ncx1upU+uK5iRWJk0CDc3kDmwNPvLVf+kgT7XMijooX34EESQXD7iYjUBK7+osQjOrDPiuyUVfHxkRcb6pLGBGURoTs3VAXF9s/g5EateWYci0RM9wJ3XDJXmQJr4H8r3unleOEIs+8PxJq2qwuDsM5x2QLPGz2A/QOQeGQrpCT/ByjBTqdhgpsKyYPfOVrUtWhLhXmIJItDeD7eR6QP5gpdYu5wVQ8VBnjzAn7wLNIHv67yMMmahTivMoSWkwRQUf/PavqmvrvDXMhd237Mdv9uf7/WphRRGPv59MMSU0e/CwqJZS1/atbnce/isO/rjUKBVK2UXn0OvKdBt2kEBk2LXQqG8871m/nUAy5I2h/rLSZkJB9pn0c430nV5lXwex+RWlgUHwhCaFDcPdHh528xc5sIhZysjcldhy7JMiCNVwDnDyVen1h2y+qzzDRUzL8vvT4Up1XFjJ6OwlWK5H8ShUMboX+G8O5EELi3sU0qsBgfXmWVaFqrW+ZxkLvn1VmxwcAxnMT6lSL9wEbRKRPivIhq7/ft/vAFraZsZv27N/Qm2QO6xpsGu9I3q1TX9VlRssooxNku7NElXnupPGvVYQCKJBE0BPdRwfhWSW1+eCM3vKxRckDzjMimuNEBl/zKiW5nHe5AbXEXJ1OcPJBHZW8J2V3R7hy3OHI1f6F72MIJrR7qnhC5bEFfRV/1ou/u1iIBDznWVXzhb2vtJiR7fx4pfd0IyAiIwWEuY54kCuDn7R3l69FTAeDW4iLCyTt+YT5z84+W0O7Qt9qMWissAHSbKfUXzqNLpFgHz7EbKAsixa5qb++QeSW6lF0u+cfTxywHBrF2t523xPn4/5S0m0sxfJRR1QJH8GpcX/FNi4xsWs+zSEpS6ZVwt/ML/XwPb68aXuxoSSN9iR/ETq4TgVQpVFbr9ESzZIosuJfXJH2xHYRzZ3pyyKoDCOs7wTLf6WimKzeI1dGUqDyPlL5nMut/PdWa4+EYEjZ9j3DKjibLqYfuOpANI9BFS808QrlvTN3PJR8S/nCo/BUTtfoRNT4SwJL9EQKMiHbZYSwhkXnR85iUHMwF+BcDJfelbcPwGFIDAgvlGbRur1V8wySNxbHwCSNX59d5HzH8yGr8v+Z3rHufsiYdn7lUUEy9iEsK5hUSfL11WmeqLLfl3NA9HuODp/vhr85nxhAt7uc5HnL+eOsnj2Y/GTZckMcg8yjNHHJF12psUE/iL2XWyUOd6kNlno0rvXlXg64UYLvxWWoZBXWU0RDRShTWYF7FNjAcDJSUmy9dmatt4/p1Hw7q1Wn3pB39+ivTHt9kGsbSqyHf1Q/RO/+76skf2rFFEYUqU+kaB/j81q9+Va1ovrVXWiJMFylrflF/EO9stnSgbCY1VGgfs/L2uDOwm0cuTNIiGBDbbAv7rWcbtB0aJqcevsZwGepqriyKEobB8JdWZs0I/xV2Y7C7jQ1XiB50W+quf0i/B9zJG7jAp+LnAY28MTWPld7KlFIpfQg+qo/2Mtlut0vX3gcEDEL/v7dggMUbYDWU9F7KKIlzxhuyrwcPtajLrpz7IuyK1YpLJyOLnFVti9tQXSJ59mPptFand3Z9Wl1LcX11dj5yzBkAJXMbnk+cYnrJS6sqaebPlaZyixF85ox1n855BO0+4yQZb6DaKbkNMgD/V5NfXSa66Xx9hacwi0CdQloRU+r3n9q+PY4BF1Bgeu+TSz+khdkJYXB8/2c4efxtrDe6vdXuiI9sPFWbcHHhqWD9MS8nDJuKu+tRfo/HzB5cOqg4EKDVsSImkgQXZerEswSBoKy+Xj1tCkdawoMzxwl5U+r52A4lVc/zAHrpef2uRVItReHoW/PGsFL/Iq88ccHVu9cg2s5wbpVe0Ne9Eeh9STr3M8sFKmsW/3/7enVuus4FYy7sbKT2u6hdFfvXbVJe5drfQwaftOX6f59b+tn6dfSpCTqYC0E0++Xnr9UVVXVFAxTJjjhsdA0uvAU8PkX1T5fMcnEX7r2Xht63PRyJ8i1B43CgF5v2BNLezb8Ta41GFZLR6fEpbvU0RUZlJkMJjZuDkkPduVWGPK/zgXpl5MR4pWy3iawuHw19WSF+J0b+JfQ433aCItf8rJbx/IvZz2sOf7kgcmuwnq+1mLfxfHrdOL0ST7fXUx5PEWwRQAQWWIa9Wb7sIkA1Mjx4xqHG+tCQtw+WvZC3b1LKG93LdbdtUEKuiuLIjk6GFxoiJMkslg96bM+jyLsWMJkDfZ4nscaV7XeI3eFyvCAN+U9mflojgLBeNWWRbrrXxQ3i0apntuqY/5Tj6lApUZD/fE+6e4zM60z4wt85uBmegBsBXUzaOCqVX+acXFty1WAPe8HRkaxK86/ncgrBtuKyzJUu4InKShUZ945jkHJN2HuxD01yfxMKE/+mYft0xTOWpZQgRohY5WHk0SJWeUIixbgTgsyDeytgY+j9XZV47B0uQaEPZytCc6bkFS5EMLqBj0r8Banofu/r1X4XgBdFTtc46hrw267Y/wFWpW5YVMklcdv2GugNXDZ7Pnawd06uCjTb1iSGyoEzBV+S+Dz6QB3Y+gvL80wGG9iQHAYCZBUgKOhYDTpm4OEmawc4y2f6a7ZOQf+p141+ZmOXHr3uBtP1RD5zU68iXUMIep6rnjUFDf4/asfh/nTZfUggSveyuAIuzP+72826MA6joRZEPhv8Q5LYGgvk2iEJUU5H1hHjUUnFFQ/w1EZ5T5N/mif41acoa2ADc6bTUAhCwDme/RJRz656JUUnPVa4ryWzhZFaBELNc1kntxWWY0qTTl9t5UYdB0SAy466Uzi6955d9pk9oMf+1X9N1iCfC4vZ+Gw5k//Ma/ZxEsDkfIQYdp/Jxhn4d0hcAFZg/8TO2DHM8orL7PQt91inCFHNk9iqcKqWS1/jI06SDjqHoQi1FMTnZOGNVQo9+yHPxGGJhyeLTWOi/68XDtd6q4vJeQNtz2oeWgoRML213GNvBuK15Y9wL2JOaRNw19DtUzjuUpL6iDWnKN2PNTox8rbP5771aH9RkeowRMfmonLHJ2Ow14LnT6AEl19Dh7N29DTkAM05vf0lAbJ5v8g7Len720+GlZbgt+9uITP117DYnZju2tfiVBNsuufe+PuKQ/O0LURFbYFVRdS4yDt04HDh6TYQLDRhMkF6MLsllHIp2ehzO90EpWfa28dN+4C/oQSnElk6ykQcINJ8hc5oOydVV/BJhcb+H5kZ4/fDZvNFeDfOV4JNUkdeIuMEQktOghrIKpO/a2/DwFMbfhu7lN5eRsGenGrmxnHNa0X/brQn566VWQZZRM2YqjXDVjd6m04APdG2cfGHTlDvUkJzYYQRuGllszF9cuo34q8iYW3r7ZVXUcI1Py/LiPAlAGWQKY6X+/HWb8GkUQvOETmPsW5AjOWh+nOPPlm5Tvyo833+LrBjZxHVpgrpnmJhVugjvW1+rJSoyK7szVb5UVfswxpQ7CBwR030CMe1kHRt+CIHFXwPy9CEkhGutOENgDHhjiaPTh7+NMUgtdWcpzuPYM+GTazpFDtud6IMeicLSLjrBsLIyV+QvLJi/Of273dXZQ5vr5frXn6j5SOhC9G87JP+bxS+94hYFRmSGWjHEHZ4V60mt23HzUb8vvuIxKnCzylpua5Xllhf7qCich+5jcwFVrOo8r/1WVvuCXd9HuuwrrMovn/IAzfy6se0216/zCp4x7Js+5mXga8AZPOa+UPrCf9cYBrI/bAZQ7uWdc3+j5afm6BGja04tQbrq/7pwQXac4Tje0FRY/dzTgwuPQuapI52JfNkYNizg873Ycb6EBzJJLUhkLroBn4eKYWKLYBIxQnWGrUH2Hz5na1+HFscF70up4xps8uxnlIDjHwaGJsQQhZ7LPcuMbiuodxESfevTX5plScQKEBIEhX3CLGGmD+V9TVwCz3aFWUDJ/i9vxdssG7XUWrMWk1zY4qU5P0kSFg8y36I2c2hMmKxjQB4sNvvonNqku1u/Iz85XBBrbY4qQJB4/Lvsm3LuDeqzEfUnqkpb/chM8Gpi7pHGZEuLFzZGogQNB0eRGQJ53LPI5ZiM4eob+Dy30ymfJM0R64ktxcpJ8NlT9RuKqMq7jJg/OdrqqtxjkTOLhujCWRwO4eOk9pYKQ+FP7APTjUMkVa9jgCAH5q6Qeg79C1eZyZavs8O2GTvpmrttHFodZ3x8xzmEiAYl/I8wSEKxYIJ85xHdgwpsdBY2/owpkBVHeO9Bu/K6XPksbqpO9Ze5NRH1R82SKNB2oPrbWItfPlxeKUShvW8Nm9IGKw9R8H7n2XOGK9uIPS3A4t5q0OU6YcuZfs/eolUpoe/cimgQaS+yBPw3UxZswAvynlmSQk+cPZ2Tg+ouzE18H/PztItVxCHJZvoNvWSo+wkuibmv6wZSg4GoMQgVMCx+TPnTh8MJvbbK/W1QpKsN2ENu+xrv7fyoK26vumY2xWMNFppQy514EVo0V4JfV35CmW7u2I7HSSZ/fjVjdOheQh7J4cgVMjwSvkjpWja+RPSAOlNUNWuIuun9EQNVsbAXb1tUcYnHRxAWl+O0fjt9j1xZ7LM2/3i4P69F38rcnWL5lwMel36yI+20YjYxf2AyQWlnzX3d65zIZ4ePb1LJueTGqvZJyZ6R5DUoEoOQuKB+s5zVNWmxGCdDyw2/6ZoKEQf7VHILMn8rC88TThCWRgi6uIos8b3M4U/Yq7YKqmndqm3GYY7mZavBy3u4yiVPykDwBWBgoTOkGQMbvfHAL6lyTBdIbR6AAZ5Vxgnjr2/QYTinOWH35eCSoSN3+MKYUHpRtMuApCLz0leF2iL7N9/7abJfIzr9NXBYD+mq/TW1brHwa6o0kfECp+HFiAhisuKhTco9dfQS6ptJ+y/uL/OzqqRZDuQ5M4LCRP+FcUrTmMsLuf9aBnauQgUTvuRvMGG57Ao0tD8tB0KEDgfZ6QYWQ4OOerRBCrNnIb1otBr9ufQyWd9NFpBJ+Wtmbs3VTT6jh+iZNEsYY8gKtSncOKuroOkQBly3D6XMqyj32TKbCrST8yrgmUrHDAQt/YaSaCCsrWlxBOm1EHFvFHFUvsf8HG/x+ZHP7o1vt/YfA37OCLC5BD/HLjGWEri0cTv0l2VEFjK0O1e2Cwb5OVwiTBjQDKu+QRW4KU6gsa6s9KHh/RKz6TUz5/EI+1rS71WU3Vq5IfEQUdiYYIqJXSfiY2RlwOqNQzlAp5gev9DhpbDNmbPnnpth6I5ZiQv8j2poCf1OISuteZt5J3GcdLCMzE1Nb8VyXlASTJuVjkUIKq60kqO5GevwFGaNYFnE6lRcjV12Nya6QgRyT/pwegNnGw5WMIXO/HfFqtnnlw+tkB/CYQ3VhWOTnTBuPhVv+ApZR4WJwRWXzanCMGdlNTdE1nM0UyQwzxa3Gr5qFGHYTa9IgXpLdWyZNbKp1wrmbBU6ly2rXNi8XBsLDWiLXyNQFriHRaLbFv92Y6kGFduDHQlsl5H9TXgACtZWoqKsBdxPT+WmlYOCEWtljFilkc+TqJU9SEIkJMwiwSFc25V7VxtymjhSWqW8UK/x9P3YcL6eqt2QT1HHvSkYtou3UgPfMkUsZL+tt7PPsJ4GTOPTM9igL11+f/eNaAcItuc/gEXpqHnEhmcZN9Fyc9vnSEnfO2IZnENYki5FAr7l7oXv4kKvsHAsj5ttOfunenOliqL4Fu4ymc74ZmQr4hbL7k78yVIdNIUeZV+lgU1A/8S+P2ts2kjPaKHR05BL8rPjfiYKJn3Ss6A2TBCT+B+Vetm3C8gGewSKveWtBv7tIOKuGeGd1yhXUZGm94K11k62kYkD7XUVA/MjDCRVX1QcN/c4jxIk/YBTdJHXnMAxkmPIzwrP2lUHZEXb7jmzD+rnFqw7wk2xxWRGIe2J4+2NrgCbX2YJ8rD1XDGyejYVpIh82szzTBHNOChMW3i39+z7w8AOnXxICLDm+E873bRHOJueLrLhsQnHIFviYPRAVyYp6zhgZbb034ZhXys2LcfjyiMHX3WZs9VMLICbZjlMvOlUF6vsRH0t8PE32/B5GS2Gx87ulOm3gvAfDQ6CdXuo4Kun067gICdHnYk3Adam9g1zRHm3J/ZsGURAoQnS/K3yJdCPFCTWjaRT7Cg/PewWlDJxE04ITBAmV06Q9wQVe3eK4x5PqSRt7hft23CL4Jz8YPh84s2W5Dnlu1mBh+uAZJgV4nrudFNL1BU3lIbHNwo8lg61QUDN6YHAUSnwVUjfSo0I3vP2Xr9ytaeS9G0Sj39pCXIHHx0nLAWatLvmY2Zlr/5qXRpN4cPuceRTw3pcEeQFaUHuJ8ORmH5/A7NptAjULLRyKGAwOWJJP/yv6y/Rp7SXmZKsGhrQWMYWYiLfDVtC8uBQS/G4PgGoGv9MWtpEe/AI1Kwri6FTaIIwOKepOtw967YYtao1KXecn5ezPea7F6EIsttiyjhJ98GBEl2wT5nkx6y6KcmAWEV1zfC4rG9dfyFKBCYhqekkzI+Nc+rIzhdmnFXRXarWZoNWUlIeQkZZu6YucL6cjGyhiQzIk+ObJN3Ce7fgFecUufJTxQmCOtcxQ60BCu98lImG28enu02UrxXX6QCY2lDVTh+2QIuTDii/uOP1U6zYlwWMb4/xshn+lE0iAEuGx5HPRVA/PZnB7V4GUyWjVMXII2siWspDwUj6fdDjo1D3cRLfaDhKIfiVmn+dVLLUhNwo9WiWJzqrVQYgNkKcQHmO9NXXlUCHVP5rr8t2yTu6GPRLFrZ8q8HvUyadmGlt0kL3s7IejV/HIhxu3Hj+fJyJPGTtLI0y+e8d/SNJ/gl/hqC28kOH8712QZ+iFn1Aou5UrB8aa7CyPTrtHu70CT+q59nTL0lFVfqa+KtrmTCVmhd9m973dAUK2wAaTZSAStkeX7VRow67i44yGnHofQbyYkw41fCNlP6hfsMCBiKzN6XjZy/jXbslhcUzauRYis8FeGY/Aap+uokRnJk3n7tZUbgsA2qZTdZTl0NW/d6PsvwJKJLbl/svEsRmWoBwBDob4w4nmI051joFH2KskJIjcrfeywBPMz6lv/RxDereQZdft4QpzjFeV2P6TH8lXb7YIW0hag08rk/7l+6fqY4pd3ppGn3E0JbMvtSjq5+WrwdNxU9twt//hHYDjRjXMAM3R+EajXgtwHv/AYjHcu389q/1AgPivXRgmxarfQ26LJ8xhZnX4FtOA5HmyLoa90/xuqdTPaRILpyk1Lomef3q1dc3/hHt3zFZ2GuZc6IHXTqsQ0n9YaSKC48bRwsQ34qilTVge6O9+osAtj3Aw32c116UAVOdpqSLvairWf64WB61NC+h81eRMLU+2Xeqy1ioovzod9Ud7XYktNM2MXRE+lF9xuUOpMnp37bIl4cVLaIWl1d2yaQ6AD0s38TmZ97+yo9O0mMMuEfdEaNbMUp6Wkotwz5r1nBn2X+DudL3e+3Kb9nnl1DUFSwowsjVXS89dKZjk1H+kQcjOFwCC6nDitji0xNrT8Z5fETn37ApE8uCvH/OWVvhHAO4sfKF8of63jXHQ0hk+3rxBjcbawlXiX4D8sOcKh6DbtGN+7RtL3v+KxdqC/bEv/Kcp3RypWu3P3TM5+OC5updnADZm3EnlIiWaoLsWZKC5BKVhvTXPsIXoCS2YoXtAkmi4pds5PvCZk4mStffV4dxe//LOEoeueFY5ih+uVBpJF8aHPAs1CZWftjYOHrNt8O8hBPpOciZxM+vE+FJoC+WX91v3cXbJ3dtoCczVFjgTxC+IMnzSQyjVY87rX42Qy28IUuSOl8hUWNwmucWbps/V2RhSHWxW/n2ZZxf/o13wfTX2KB01PDrgYEuK8Mn0xjlylVvvqfZ1fmbbE1VVZ1ULtGClw+IHRGtH+YTyRWwClVFb+bXxWTNp77/ZZx4R8O+UmKz4RNuZLrHNB4r06q8HxkMULYkNhuK7kQKBzFVjY4Y1NbBunUVX4kJ/cTWAM7Sq48xBQOcDy9ZkpNiebzhW4Ey6xXLaGVV9y9jeX2pWkbDG8twKS4R2zRgm5ndKcALKnqjXyJq3hZYiAXLnuZVSYtnySFYLrNjlOnsu3/9fEIdUp8SRg76UhX71wOSH+6IGLIyFU8szL04gZNYO6F7L9KoYHCX+pygG0EzIs6BGM0o0/FjWrvAK3RiqO2RBJE2KOETe3z4AkWKEE2q8n/qo4jkBybYDb1jV2dDcJMbJi5TYQyNR7RN1qU1xj9T1RtQoVJyePeyyhDTsCH1omvrVuM4+i8j1rMJ61SJYKW39lvHbKu3cEswUIBqfQz0gMw+o15rvpeEkC8FF/mCqe5KyIvlIMoC7+L9GC1BwMk9umNQSP+qGQRhHFsimCwC5+nzNyRKTJ2ewBWSWbjynOMcG8Ggamuuld9ND6mNdZkZSe6uUlCw/pPILFmSzNeEQf1AVGUobE/5d+ANquWdM5SiQNRoGFyh4RhH/FRIowjKryizLA+sICTT0E8S/651wJropx7kzowf2NrNpsZEMSz13zOA7VngcbQgiDhUI6JDKARkpNCVOTR2G/2lqkKLmn85ZwRMz1nHgqJKFKYaiwshTXZsJQJ2LdbUNPLHGjRTcJQ+I9J32M1zFwASUzn7rynZ3YSpPjohORo77YSzgTM8R7FOrXIJ3Yg09ZcGkKSZYyXl1JBqGvHsPJrmZhGTx1+f0MMT+4EawDRkIvZ7CRA7EcQ3/FD8WrPlNdYQse/mDEguWkn3Bgc+9ZYQzYojnLVCvetjeCbUqPmHzflSS/vWXegKR7MF9NFw0xyMtUsjAPknJ/AWExp+v+M/dmsTD762152ixVfSK5Bq8tAXgf0nPKzDWdUfS2l7ByPvua/GYnfPBqy+HlY/sU/HvcBNz8p52ibXrQj6XNnE4vmy0VYY/ttLXyq0ADZQvGQvirPvyC2Z/Fh5vf4jlAf8yygIOEfXulsC3eGQKYfGuRkOwz+fnWe4qdvQVKOJwgt+fn+B2QCZm7qj8++M5q+dyei4h56DIke6/iHLSVHhEJin/4xWQtrHeJg1voTbAUkvatlToMoABQTLF6Nnz5j5+DCQezc+DN3pWGWCRpsSDx23I85G0zXvl8tPVs5bIOIuFbqg6f7J5e80dd1te8ltl5b47YkZZDGjdMlIn2Z0Eo1k9qzn1ePf8CxGpxSUv/h4XX/TuvuosGwvqCzPSFjdxjxGhTbdEfB4nw2vEVESek0CzJmA3gPTJsMZv5R+6wsH/E4tQshouwXS11JAH3x/JuP8WxgGL+qapzeUm20GpQYX6OjJkU1rJZQqmOcCxQDgm49HpZTfYlSMRF9N4WvoQEgS3PLnZ3552eYDFFikNl/jF579DjS9jkqrniUsqiTbw+umVOplMQCkHgXP+Nx7O7zKx+dOrTZpZ58a03XPQQUw0djtinB9pcw1DzbQcva7HANqXM33FDEzZV/m1ldTXAONxpzlkxrhXzXeu5Sr5rxlMSoO0CZzc94g2WTiivtiQtx/25Md7tnNwA4tU1kqzN+3ndU71qHBD/ZAGLpEIASdBDVeWTNhJfpVzcGaW0QsFEe2YHdgolJd50pUuhhpbJatC+pwRQrqvNsFnN6vYIXjnNsbKxm7qCj6ofUvmm+n1TClDKpLyh/InFLEWIiIffhQ04+rtQldZc1J6wrx2PjC0ybXPpjNuxsHVBiA3WdZhsI6pp+NdomRu+Y0fSl894B1SN7EOhODTV8cWS7/NAUlSMM/v4t+Fk2HPAVkCeTIkvay28pTZGe08bKvtiTonMrF82e+eBxAok7KgZSjNSq5CEFyXgxcIaQ2SSTWm1kLmBzRsnQDqRF8quHdOWjdUyRaPtTr0QGd1PQq+HUsGh8wUGNKIJJdByf6aArAY2nhMbfxiybd0mfXJdLL/JsjfbJenZArixHd55phodMaO09hsJSzpE1qjje5klVP/62DSFw92IMjjxtBZcCxPredd3iX4wmfsgi/AmryVdL/lgDtr58rZF4qG2L4m528FOyxmDohfOZzJl+VXgOucmR688Radm6bJ28p9zyzdYJSGs2M1AEaONk8apBexubrwQy/H4IbO9c7DdMhM359sbWNeXp2lgQNs1Am/3433X9lmrnCrdozuB1sUVsPX5/oMuhPeEKs77X64aUg+mzSMo0n/uSe+fPCc3Y6dTDcgrNmtfSb7KPTQ3cDapsFiU+vxhDnxdrFh2/UDVYaC7a538eOjv3Jy/hPCBDZFnEtOfb6BDBxHSKc7KIkntEFnR1erma+Ufze8A7P82z4NbpE6FDRPLJpDq6nt+XXk5Q/kzwqtlg0HPMGKDfRyu8q8A+fDpIgkvxSW8MkeYZzag0NlbmfH2jAgtxNl7iufrup6t9m5ENgrQ+/uhVEJAHNyLLWTgP6dRoiZ5Syfwu3UG/9xWwkyz36WXdQ/h7ak96AqrFITgq/Wu3RLQ7A1W9aFEolXm4RSv+yeqVIVD2hQc7603kbxqDLHUUqbBsy7pNim4P3PrdLjcvad5eUZ0Wzs8ro794kMxfhqdbnz9emRJGP1e5sgbyXnSUojrKbIB13qhQDOScoQi547WQHcWw1obFLlPcV4gMFEyPytgphIxmGoaeQ5uXBM5wgPInb5C6GXdKqkEl4bkoLwgy+mH8J91gf/lZQZKaHUF9B3ndrbV9kDizEBBGQSCyKpGOiOdbbN4RiOYbKc9VBt6WDu2KGLt01LF6qiKd97NwEnYmcqfakqM3SUMiwIDend4Vu2I7b5d23voRnqXx34kNtX7f6ODbaetYcE1yXLfi42t3ADQFBJLHnytNkHjGetQSUJOHCN+TInEXlq+TvzKUlzQ6vLT3WPr70SFQ3IFBCm1JDs7bMWeXrlWjjRCAMC3Raxg/CMxsqUaKKKGv/Qr3ZfYjTzAaaI5Mwama4kQGCF2EN6F2BswZizAiWScsiq1uTa6fi9ezSZlwcb3clUkqSSKFfAYQStCXQkuE9YWsxycXYH/JHw2sBy4UwhzYTxhCogbK0cN5fzmLJ85t93bRUp9YRxPbkamrOsmfFDjdYNhh0Uq4FClaSWSWNl3GaTb4ky/nx+87O3+hPufZLPdANvYa6YAtt7iPvDyuUOdhbjTS+Vq+lRQz3+Sz5OvAvHM4EoFJVR4k8N4hvoPsaSsIvXX57v+yQjD73g5effCUkvnqvELSYOOFE17dB0htgH9eu5sf4hdSPVLIV7x0wqBO8PK+Mg9g9j5TWqQtatz4Y+R4QTfFlEFSIqAultDNWchGnM+X6ZBKvM7ZwNFK8hOf9FUXyLZB84AueJKiunQGI2XKjuemJrhn9NmYp1VPRpAU4oJo+lvdL1O6PfG8j/CnaffYUCNxY3rFj6v5sPBXEALlogvUm9bYiXcS9lFKKSeOcNjhpkmL4t+cz0EzJK9FLVW/6H+Tam/S9AGRbbLuQZSTZSaWycUg++swSqYZbDKHYB4GVn+coAXsGxT9FSnqkf+ie08CUwsB0ixye3T7ttz/V9d8yEZ0Lo7Ufn0IaNez9OsU/dXwKRPQxYavhv5arRJjnJkTz+mZMXmGjh0YYFgPIRcfzC8r7v8VbDBLcvzt4MPIPm6H5z4F1S6G/Ywz40nPbQH1OnY8iRORvQawg7mFPEyUfv8ete8eYMJdcEDPEnmBqd8ooKlR3hZqGdg1tlab1OcvEGxg9oXLy+gNYE3XurFiv5emNnFCaa0EsxrXuLE04VlZyIQLhpkZtQqNjqCJPLcaaCXcyXhaI49Wa+C+Mxek9BiE1v+0XfJBgjb30iOzJIv/pi6o4BIpfckGA0z2aZmw5fHhxvrqELsfnav58If2r6qkAZ6zfAkB6sV94XqIK9LdDCOlTnmBrVD0hYneV6+67OxvQBXoJ/2fm+Z3sTtDJkZ37W4kIuhR+NdXYpy4bnb1Yb2hA+euh+L4MraFruj13jeZ7MI/kVLJI6U9TZjf5b+EtHLc7YaQfpw704Q4f1KZs3ydnhwvor1//cIZFraiw914o3N+VtMSh8EAKuER3cITWwa3/ZhbohAmYieM9BMwT+3BURjy+UvQLsPMSmwVg4x4OeZ2JqCFLd8v2cwPa1uYQTo56VXUsxGlS8x7J/JpOXJqYjmSuX2No/vnz7z85mNF8hbe69SQPISAqjtvHHDhJLOgf+pJfTLJj2hPUVmHdlZ5IegpLQjawbA3GNFrrBIxOJDdO7nc14BT+LQ7gDQYPET+wESKUK0sI1In3Fyq++tD0PFaEt58vOdNsBLzrRoG35WcFdHhMfx3QOmeL1y3h9LQj7Vb81jRWAYmmq7tO21VMdtM6MReMeUb0UbYSioP6ay7h9ffaH1QoCeM5ua9v1usnYKOYeqibw7SC6DgC9L+uYox2qINXSWqAvjwTmOoC5ET7uC/syxRMDaNBi3cxaTXav/o12i9DBFI2b7Nj1OHFRh1dRorAtYO/Kk0Y7rOwoZQFdfJIVsf17165DO5tAHH+RHr7yi8euIORLIarYNb7ClD21xEuiClF38ith6N1PTfeE0fNYSJa9hSQAsI/GzjkPoinnz26Ppr7sGYapiDu6ms19N8H7GP3PZs+eD1cUCEBfbUsPHhvQPxTv6JPXbu+h+U7aRkZS5fIP72ETLArL4VRBs4gUcMSHjeZ+0xQ9LAuCt3FmXow8z95ZtbWlpDeCZN+mJMYZHbsWy4jhOI52vICAV2RjTSsMwZlUPX+2iktYzkcxwaWydbUvz0drW30xhwo/WVqhS2Fm1SHPQtzyqbRBZCU56Yk+sAzPHMDezu2nDWDOETyG+JNrxXHpnJbpy7VCReTC9URs5HMmTRymmUiBYOzDWUxFkvIUxDR9iV+r2jzj7ONl5UVPaeKLer/86NQugrYFFcUVVYq/mOReEhcj2fDh2sE9aBFvtZQubalx4GVys1qjwKolDWH9zq/wf+wuUqRYEn6WpcPiAkUM1isKhUd6EPTD6FHxhtZo021FiW34W1yO7DC9996aztaCUSd0IB2TPtcjjr2Ew1klOcwYX7uWCAkHPUTw8+V7fWUZsxHLdJH1gdDHdjtF6u3kIXS+HR31X4PLtXpAb9WUrs6N2FS63EkS7hGjbX6ZkLI7vUFzstxFIEMADi2z1PiqGauXYc52S9aPNTnZzoHKD5JmeK5v/0PzAskHrm/dHH+2mv2l/itA2tG5EHHOZOEZQ4jXzgpsFPn7gI4oYYDxSKoTqSUH8hW17HyJzfoIsd7w3t9tbIXCI0jQFt4OTxDe7eAhGn46AwJL+CPonPhdVTAHKx2SM3ON9+8OiMKWFNwpmMOlJRQWAwwj6XQVHJW0iKJC5xJWY9Mr1TrEfzgiPUoRW08ta/Xshnz076Ro+AnuSw2Qqk59S590ZztWO3xweoA/6uIXkz6XfEfARqAnA+hLkFmQj8fQa6QAWOj1QbafCvKYMEEdbkv1Gtj/GfzvDz/hATUnxDZ4YmucaUqi3CgmMxbIM2Q+DaTt9RH6d5VNIy39hz+ie2OPCr4fGXrZ1i8I0nF2XCz1/HA/7WPtPBtpFR4wS1ntM9TcJp4eSri680/ssiD+YoHgsCHASuJQ7iHZvBN0SxzoCF8x09jHssUDMBWL69TCo6OeqrIOd2f6byua/42o/NayvZZSDM0ZtBlAOTXHWJ07T2m2E7dWpV+/lRTJWZfcBfrypMKWQ5feL1jIOGZn00EkvtXcVPzv2rUvy1gtC4upJfiqRg5Uq4xZMyL31l3xFHF6gh/VlSZnixE6WLRm9POhQugKVdJBUpbPnY2CXfg+uR+Amerzc0T1I1jYjg3BX2qNA47ivrqQY1B0iP96RTLX2H5fKmffM/P7NgWEQlmijhjjKsgSUuNF6PPV679gaS8jdYbOFCz8W+nw8tox7YrcsH96RXYqmSPjKja03kHUnFKo5qMxR65qdNHdFH8IgZ7sL4wo9rkyzWlTb17Olft5mcZ2UqaRsJr0jftTV9aKL5OQLT8gOrF/vvisL6j9AJzmYx7FQPQUuQnI5iEhAsFlBNOh9mDBrR0NcRxiP23P86zYqE5Y07srITuvzzYSlPPWE5wFQylhKS65O6k2dKFMbbAt7McwIJ9vaLSlVzX+fSuUIqt8N+eQJOFOYBCS2qnWVul+qJ1FKnOhJ//4r8hEhqqnC1kfCTCQTynfhg9ysXfcuACVl0IR/5WCRLaeWc7eqW/jRZt0HXAdM7bY5aXr5zlOJWgqSZ7np8nmWgXBQj/fFFi/xt3lOPsNq46GZoUZvrpnemFF0UsiCeXobD/nZvfbVF9Vk+EocH0klSbahza6SWArCj2tx/dAUUfVDPRAcukNFbsO6/sIHDNQIO2bjESPSAHdg4bW4+L/+86PthM/ObXIX9gKjMYEFQ3ZCwvKwq5qOzbHrgIMOXu9mX0gBpVdSnbqdW2Y2oDDhECZUyfNAZJjozB2GfsKSrqPdQil4a8V/VLC8xz+qEKVTnTy4Gvpz36ZrEnLIXDHwmrzyzat7x7qg1gRrmIDdqGDjBTHePjR8gp70/KxAxekSZiDuP3//6Xrss/q3/pRWi6kmP51u3bz+sj0eCN8QG5UQrDOnb+rZqIH8G/VunlIzZsdW7FNYZMB2L/YWYCl0F7aSx+hmnpkdKXjt5AdPCpc3QfltQEu5CLP0UDHldL6yjLbBDrvGRdPU0SqyoB3bUrVxX73LWW266ZVRQegFH8Odt1cUiUYmhQhnN97aD2QvU2Ml8KKBpxgxrWJABRXcjHGY3dQU9cCavghIBBXWEOsFTy4aPIUIE9O7xtf/X/swskVHeYME2PmApeAGBI93tsRGlQ9Z8KwZcqZDFVCdCvxqxEU6Xdt3G/bN45Q+Gv2CTdkyJhpMsb/Vrc3RgLNLB395YI8AKDqjgDC4CHO0O8TMP+SpTot3OU1tGXtsyXoQH22aWw1/x6oDpKj7yCjaCQwh4GzEM1poCjLc6khTqz/ZRCjzb7BohOnaZEJFlDiyjAKiBxPi79h3wx/m+W7gf9yE1CwtdOx9V53hRJcJKdiVFG04LSUI6AoI4P9Ol63aAIpXpAhCocWWdNnyzaAY/9Bau8D//NkNCwigFbPqqxJCWrFPDD8mIq7PPa9rCSNpDqenJeiSaTXOfFg97bw9Xa3JfVWr/dLXwe9XjGfMZmwahwrrRaHd7CYWWn2tCcTLh7ovHo9hsWH6ulExqn2j23/QnB0qHjsExNJToZhR2Hi9gNL6MWtVFg2nQxIBVEXp5yn6oCbyNt4xUSC6GgKHJnnJqtF+Vfxi79q6ccqv47IuD+U3fufPKEX38tpSoP2V3AMei8ED+N1rwuimi6/upLd80HE/+bvrudSXyxIKQeHD9EJwOCc2gUmh5siPS24WbVdPg90UCFaMOy4ezyr4N699sjIRJPHFzmPIt5L1jFqz7I/cS8PicOiPx45Mdu+DEa7hACulhsfZo1MRHzLoUiO9BbXt5KuqGrPp87TvTMdEp7K2jDRRmae/F6oQgOv9S59dVXfcri6ZAWK5+adgC296H4BOiOGpRlDsSszNFh7IxATIqT7jISyDOo9djvYgD8Vr3G2I9VXfoyE0nRa7DwD21CfrnlzZkxBnHBsAKt97rxFMII9gf+K0wZnRhzX8+/V6fjKQ15uK93RgCamJIuLaeOVjZV/FUb3sXzXJIngQ0Mzohfba5o/QZbo78FHcGv7QTWD6P0sKvPZGafrfmTfhk9BTBlauoFsXmJwhoK06ICzZ5lhYh9WQE0o4g3cOC9ZEWnRWFbHAs2Cr+GpUVfftEMbAm24N0ANqZCftq40/uYC5WM11TRcqxRk9cHf8hOLVqmY0aXmPL3TqRhNYkfjoMRmMpjyaDfxw6q7h/KD1x6BycRyUj0Q0h37T9O3/3158zxSCvNBvxtuCqMng27fWFGw/h7zYwy2xYbOKLhPuVci5DZ1bV070u6Uc/5TfEfLD2Gevqn3vZ9XaF5DroKY7uSwAiwwCay7hXgbCToJ8zh5d1KpKY+2sGmX9+8iJSy67/PS1ToiuVsaaZNheN8ef97dA60Kpt9rK8Lgu9LMNJhaZnrUSYRaNaidP8hnurFOsjwU6sRNFxxse3wEEwzHJilVBxIIowtQWrfx1dAkOEVEtbvSUXGuHkF3JaXSfKzQ/Y/aXrd8PP7NURSEeaUVytD+TrbKfpT/Mp5G/R4vb7KYL7L7p/adUyVkh/qPzqFCjvgAVN/csZXarUm9ty1tz9t3NHy/Z+JTVOsEqQo89zv/c0gL36akvz4Cwpr/tuawDLfRLIIOrU3p0wGmJ0zl2X81UhlkHoBrQ32mbYcIB5OrqNcdsi8hqqpk3FXS7ngUxn3mVW+mETKHBUs8/E7wIYPIJF6g77m/vCcm9S/Z8rxooaWH0OGg4hE4zcdrPc0haXKB2nFrw/i4FBzvBulM56RaV1LLG30jRNx9oYslTQiTMe+fdE8JXqmayn5twBVrwuYzZpovWFHWBzoE9vgx0AypZT+YHdmmDHFBQge0YLB5EMjXfouEn+PRBJF8LWVXcOyyQCfVh1FI90FkyjQgi/AyWCWGSCBGVcq0B4KGXnhr0LQMeeofo5e3+EXzHqcL8rzCLn2iF6ck6GjNr9+/fBwKyYaJWadl0WmHEm9kbRzIYBaVUXsJpr27et4QN2bdD4sNUwP85A8+N1VBSNJ/ZnjH86Y7NcwoddV/0OmP0rWcmaGUvtHLdD9AyeBJuhsNZUuKpmvYafQqom3PIqzflW2/CnMnOxtgqcCGEx5W5nCR4FAeXEMJtTefaCONQPp+4d9Aa3apebDAy3ZhCl3vIspFL/vJRXGynJyVf5hlmWZePhlbBVuDqMSO+OQi4w8VYxJYN6wmb7cecuf/jVL6q8BDMuDc0pPOe0zksRLs9LFjGeifziyIdgoa9iDQ34+EZniKtkl6GUxn6EvUhJ/em/2sDPSxlZSZkRE+lDqLypz4H2zfcEohlBRpzZ3ddbyVxz9YuPw63Vk2J+vbx3u0CncCklLKtG9LdrFpLrtU4EFEfi4bZYjRo6tT6Ws7aalVw+3jTqTbsVfiqFPFeNEz1ri9LwBDD/Zwt27VEHROWBgQaVejqBrJ/ogDNFoDiTnOQ8qO1O7DjJVaOPEB9+BvloG2dFqcWWwviac78IRIl/QRZHHB7jmKggKsbiHxbzp1NYASCJdGL4yP+uqdVU/AVcaGY4h7lB97tL9MYfmSwDwxeR0C9+/ge3W3NMraMrvndKpHTI7ptnbxgyISMp2bsvxcLrXpG12Nbv86xqIeLpUkilX2Ia14YSpU0JUxGlkChb78N1QZaMZFpig0yA6FekXcQBB/v5af4oEUa2O0uyFK8JVUGZDHQ8WcGMTGZ4FepWyfX3kWs825y+nbn3+wUStuLzsQ+knakDH3REfrH+l8mTF5HZDB7zVth7apA3JKcuo2ik3r4vS6md6iScF38Ss0haujzNGjlgjZHpDpISfv65IgsDpJyhbPQRCKpUrZ5/ck9GpYtOn6YLyMWyTEg4vlbFVCQo6tlM9kPzWxFFLLJVy1pPpAamsPC3DjzZLPGTxj2mM/iwXy9/+C0H/gIm9cd0KjmV50RgDXl0f/Dn19UftxGPIuY5ZqzG0R+M6Fqo2XftXNGghrLbtvzU9cxvWpobyvrcpzqBj7jGtx9+2PpnijwrJk+19eLLO+SmgHdHhwtq1T6hjEXJOhHtafEfsfn9b9OrTW1iPy5NsH4lB/TzoJFbUPpHrQE63OwyQrLtVUZ4a5wNYaqpJV4juHE5yssB6a3/WCWdaAJZJLPFCyWQ2MzrFxHay/Bdn/uQs7M3ibU/zveQ3wBsZIGFllBmoF8LzRsyv687+GME3u8EA/99HTh8IrDfhjK1Bn8izTUWG/0JPYzqoR+ypU+PFHxPC2fnX6eWhT5rRjLxQdp0huf969u8nied+NEjIXd0xAlo9r3mbloCoKaSrzyALftfiSsc6lkknsQg3tB7qXCPt5aufF/Tg96P3JxNPgHPIU3FsvQoBxVbSvEOlDBzgMRdoMBuY7IMnHpiscLwJUJx4uyYj82Tec8FV4awhiRuW3jS+kLKkz9rCzzN7Pht2r2xAMQsG66/kvVNQ7DuGyP66r9v7ll68lSAUyusx1drDXz5U7H8qyVjpQPou8Ce6lDvGs4akoVlN+oLZdl4E8vyoP8az4rVindpA5zYk+idpm8TsnwSX/tWthr9CBN6x+YuEZzmx/8fUdSTKiuTAK+ELlnjvoTA7vPe2OP2Q7/di1v27HpBSKEJSSirCDdihzQFaQTLPbesnUGAthXNL+eWjecjQrLn7mcD62KYLzg739jGP90Xdlw89+cEM5PqldsAKNv/ylo4Z0L8Z+e32iMZk7+d+4E23GkPksGvhS2huTQIrJ18Uyc2PQ5QIhi/zE+jDHWd9NyW/7UiykRcsq+7I1GiAWBzX+Ik3FBqL9ed5BmIUo0IUoPzpiYwcvdDb3DF7/BbB+phO6/1tnflsrDrlzXSs9YUr0z+KI4f534zrFkBhr3KR7rOgDbDWxUPXK8eaaJsB2RXTKnA5cdI5fsPqzOu7zC+sQyBRZoqB3caAniITF3z7VzVtfBtcV9+Can+ca3oppoSVMwmx6G392CdC8aZhzH83yCsMgrZyg81CWogLCwizlYxNdIQeWHFuf32VVd0lVe8MZrqPzuXQPw/JuYiDXGbV64RphAp3jMkjNr7G9p77Lp3Tucpfbciij3QmtPLEfqmhvs/PYTZ7KqMSmRxmss9cscWBqsb2XUm8/Pm45dqeNKzOjkUGgISnBoliPj6kE/jEYkwi2GFdavFsod96Z/ukfH4YSMzvx6xOZ0FjTt0tdobVe8OIo5tUdGlt1MvPpYZfVUhnNWKb6m3WKY09zkfqfDB+nZhNVaQOrCwniwA3igVvuXlQyKQqTAS9dLFxf+mx3xMF8k/yb5pdIE15yi5xxf3Lyb6BNoq4msiQsKf0dY7kkpU0alVXzba/HwXerK2qY0Yp7fpYtwH7KoZsox9OrYhDjvqOdJrC+8K2VW+LCSbdC2BhJVN4fCVzdIaAv3q87y9JwikkEkYprp89/0i/EWLshNclNdj3hu20JlKiePg/aAcYL1oZWho1Eb1exLtfKXZoN9BuZwLbjphu58+wz3TJ8pBXcV8cnQf/frU86Sm22cqhpdRWVIUzQDeW8F1rXO9T83uZUIv19r6IIGCShviIzb6+NAkkpEF2S4AG76gk5GT+fxfnpH9HJ4M+puB1kTU84YCkIKoXdiMotXo5chzEPh/KbLPrtfmhpToJeyP8NgX7Oz5HOhAHDeuREPd37XtClIivata3k71J351nCph/DYqgTBpXrs1+5nhw6+W6VjQxw0kucEzgxL3qp37BZVsUL3mtoddBZgi79Y8gdSodPtQ/K4ZSlouA3VPwJe49M2fuqS7HOmkT+RUSwfWYH0XFnzXGXzfM4ZrVRUc5GtaG7At31GGix5R2iqdjc9G35C8p3rNIJK39GCRXtg/r8/xEVRasfO2Kwa3w101zUzC4gQm+jGRdIR+ImlUJ8qsm1jWzmbMd7AGXR5Dl+N7CuFCK19VYaU6/JTeL84RJJB0MncGSbSGG2DGtX93wtZ1OSMUhlR/uVaOnojV8+9sgIV3jTvY/+cgxsc2tAieoGtH+DEk7ewwkZftwzHs3YkSGFXPY2qtrHN21IcFRU0a/fa3Fr36Nn6jQngty/IXmGZ6fKMYpAYKVJJjp1Lg9dT+PxI7qY2k/h5wGL6i/PyBCh5po4DopeXd+7KmOQSVmC5HH4vnTNy/bbNS/RdhCDiXC/No/t8j9Js/SOzuZuyqXA2GHcRW7hEG7dcb9lPMx10bJdXVsg3lUXSw6fpm7ZcqhmWVAHXJdrTZxxwsyJ9i8xrw0415Ihqr7IKUl7tcGCsPph9pcEGRQJ57LIeuWfi7osFVylWspm4lDfju9f3P/W+AOxpKKvfmTHe62dGeMKgqm/zJMDdubpBU8rSvqWYadrMNxtRCQnC3URLUWUPu35cIELo5/e/dDQ5rBgP0SSsrAu83nTijIiH4lXzCnTeiHD8SLLwWOCJrtT0+1z8hGtVyRf/JvHewUbdYHeP5dTBZiU21Aym0EuA67PFVWjlVUIGGHx+UdWQ5SfPAtDvirz/i95cCcE5M2k7/OQVNQXMvzGxFOwQZmLYPpleDCH3BxAb/67WxtRLADGMgVEw1K137jJva9B99rySk+0oXIqR/KQfyzC48LJ1IWb6t19njhCdD3ziWHwLIgBHGMNKubVZbsks5P+0anwxtS17Y8VdZU9f7s2EpbpCmaDHfUIalu41nqVpsNjNoIqrKz0kQvcvNBlAaGvoKXeZOjiRH1YYkXHq96pN0KSAEG6JuE6bymepo1PsHZmX8z3cLDfcFs3stgtfECDyXGUb7ll1nChTy48oZyM1yln2Y7UhLJSKN7BR017FLBb6B0vK/ewFXb0/iFP3MHMqXZFoptWwmVS61cO79K/EaM6auRSCMi7g++p5989IvDJIceBPycSyPiswtYR5IUOjCeKEeWGVHDsxpD+tWjPnElv5P03hC4ixxjCOjHnPYVunHAJGQryu2eLyy2Cd3GSR6yA2/nfNb1M7qCjlmVb5KD5YOZwIqxfxn+Y/peZf3c6VOfLpfXnEo11tCt+wsc/mR2Fk7ipHi6ZQTFgn50z/5FhTKwmpeCIeU/zOiBwEB4w5h0y0ZPWEmJh+H4YJueGsFqJ/PhXNp1j8aLSnltX6wc89dxMI8xjTMq1STvubsSg7uv0XveQWCbXCPPklpUJ0Wyq6hU4RPwmtdnGV66mKfVLNgmJLCXL5LnQzVwcDPfPPmxC1IyptnSDn4whrOR1MqIpG4rfgqxvrHcR9J/1eHlHhEq46iF5+NvGcVwiHSsY04/oI5FwWAfc/l97X7jrzeFdO92CSI3MrElfQqa/kNPZojWOSByPBmuTPSoVkIcXEWBfuSC2uS/TnH9UQ6H96B4V+R+YgTG1GogT+tKYh6/Qj2QEomuNKSJBmeZPXVnt5bNKosYNTfFWPRe+eLoAL8eCouUAmSZAFIMmhqUK8ZpGMw7KhUsUhNhg3Dh6XkiEtpnPatsNqRXZgBFbVLz47gfWwHYaB4GxSJHh+jTKZia3Ps0JG+rKmHM4WpWIta1CaYlYZqarx4S10t3V8VXv1yPb/WnzOsP7o06ikg8h5Posl2SDxsew4Q5+iUP5KbXZyJfWL1Z24rsuv4w0vF6FGt9qXUIw0c80OmUtc9mURCsA8KOJRXbzSg5LeFKkfKD0SFp+DNa/NW0W3s7hTxTP2WP4IXfb5IXrTWJhT8Y4dqFob5CDn/yzry7dVElwAE/3zVMoUEvsX73b2HDblZzybnSApO/vSCkbIaSKtoIzFAU6fbCPgtO1E8h14qmWW0gClrmJqENlNH4eH+1nZcQQKmTORivlmXpIb//9GKDijJPJi5uCNobuOKQjS/5Wnc7YtK12KxZPV92l0K9Cl51WTz212tOSBUngON/E7KWP0LJg5ZJyfYJtvoXitEWfUPcuPgYKylx6S1eG7rlVaAIlP3IDEZYJUCTX31z1ceNqSsTUczKQBEEgyIw/08YybOa4oBummrFmgATSQjJ2bsAacDJ1oaNwnPLjXCuWLsHlx3YpUYRlCNz7/MYn8oW1NqkUhXGMAMVtmipdlLGl9Yl+VfwhBdSmDV3VV9kNURupXs92ggDkEdq838HFXV38xXaieJHx/aVOgqle4lu/ep+CF/6rxYDzvBC+F10+KGQ4ItEqtwlSDHi3xCmzujV+OuvzwG2wcYNUSTB/bcSKEgyuIk7MhecyGk4WVBHRT+O8bei5YFKEJ1hAMHDY2tX0pc70iiF+PH1ju8/1tg4gB5y8GcCFX60X79nKSV2SCf3nAwKZWZ/G5X++lVhmEEIrtE2AY7CjQ7HuVXJO1MWdntUAjuE2fN2yRI+fsqoeLBuzlSxAWqzfyEyjnnml8O955LVZTN5Xd2pXulLNRNOFU5uxtNG6zSQ6rHRhthy1VzSXPfzUodMis3iqvj+sEI6vrH93wRKLFLT4JcdaBAI0lENH1a41hXc67TGZ/hrltaiI65VTNoLVCmR7ReZBm2BFmHIitjvDnbXUubwyExenTRiBqgZX9QmnUu0u6CL7pCkVvlqjTzqHkP7gszB+k+RTPtnQ5GT/psaCokd5QslflmsR9DORd1a+wU0AP/ebtrJD7ITY1r5yPaNPPMRaavG60e+y0Gt1C04ma1HeMuwcwrvGjN8BCJmvbQQ87yKKA+69OE3rTY7HX69ZynGxBS1S6kuTWhekrXLmgmD/tMj1Q/cjWEs6d+8QQf3vzWgc8C7JN//grIXI9kvrAyDPuaDtclO833pVOFP0rK8FKjnH7NSALXqsCldBA8n1fxV1Ap/+zhB1W70Zd7niOi/RVeN7aaFKZ0+NjUyqAMJumak5/p8MLIq/PN6AjvG3LtZEm1YbczkgWVr/xi2IA0GYXk8tK1NR4k4E33nz3k5XkC3n/1jvtLj7y0O+t6eUhsTQR1qLKXSKl47zBoMfImURPfURPiGBpQzE2XOi29zD3YnvvXaQNGpRyq6oPPdV3OeoHvt9nbtS1GUX1osMXq+n+2L1Enla8n3+8qxil4mxRSdbOX4PCulvPxqbTHt7g8o8o7Dwz39sqWrjhuEZDT8FX5m1Fk0P+oGIofA549JpI8XJ4kLJAXBRTgvGOnWsUGriA/07Fz08iUhR6gd5ohOYJuF4ASagpY3mwoEmJPGPI3ri+lVn3+70xJs8cQb7vGkDjDCdXA1tNaiWQg23V5UHePuGledH36ldQqB5J34tJQLqF2+Gus8V/hW76Jc5xMhiw9ZndvmmZxQfbyXqfF02nDYrGadbWNOqb/A7Bu8wbX8BBQ+c+dqfrGIKjHJcN15pfuVVBaxjcZWPsa5aCg0UfN1dJIhKfntCEavk4JkxesxVbHE7mNM6gpmijtd+r6fRCv5GxWYRZqiGOJr+SRGbsJv4PgirpW4jU9K1BVeUmusnFr5HIumLMGWkhNBHe6yv/X8vVH2/SiC9u18q4yV1bPB2g1NyiwFIUR0j0JVPqSWvUpwR8aVUhqrEH18oGcytU9L4sXdh4xN8LNDjQ39JeICnZxx3YRH8Jbq79IbHRM/bLY8DaNIWxrS62mxp0jUcgX2izDt72+d8PT5xSmZo1kYXFsi6NfuW7VUc5we7XIAVZFAJ3BhEzZZd8hA5SuM+/HXUxp3DK5W5uWhc5eIlRqr7fYPbiyF84PCTYP/+GoIj4IQGT3wSIoe3c++OHKfJOowqIUxJz8bPIzZ/LITBMuDaywVBw0vJQBdDZZ/g+WCVKQQrUnlszHxcfPtF5uej9gOZLbFeNLHkxV3u9Hc6qHKgdpWvvTs+ZLxBVG/09gC/GByKoJAFr14j1dETRxl8FJSf9t5Y5f9oXMdQTxagpPRQYzWhXYvgRbVdp356y+IFYknt30ClC6jSefBQDv3lD9TWkCVGohTLKuOJevwsWlTeKkcSDUN/IqV3g+RzFg0eYBcOMVvkWcwqjrz3r+kJtTzJfCPSyU5oVlTUfC1bGp7yibR8yQdZ+ynvpsu6Ttf6mCIFETaXI5SuFV90RaRwdD6ygL46IhFxyfDZCMcqXMXF68wzdicd3paFGE0RcPqnY/dT2cYG7eVlH9VcakFHTmDmPxB1hzJrXRO1kV2L6ayywf91b9AaxjrWifVuMjRdX55BP7Wd544epfVIDibK1V8pKuf8dAaqEb3X3sLSvBtihg+04t6JULKMGASp/td/Y84RRrSbjeCtRFu5jMXXlQRVKkR+M4QH598r5v3WFaAs9tonVOux4g00oAMI2dgGStlFHUQfd5IemxJzpQjzoQ0A+FYY7O0TfOkiqqmHalKNYqAJ2+Lk8P7aPWfH2InmVjm9BozMpC9IaQ8j3Fx0EDZA93tWoTA5JEAMG5LDfNLUeQ1Wm8PIdRdWddIacMoswsiNab5HDRz6Dej/HSDDFhBucb64Y0Xpa1weg8/eenQFd41tygbsDvTWk6n5naNG3A5U4H/X7JWWVmwGbq+MGYid9zj+6TCPD05KwYFxtExDyFdEN/zXCevGrLFLDvOnynTvwFONjxRLhTQERiBTARqg6hUJ0rWn/cht76ild7WRHpNvkIdYPmroJPMjlkCB+HWrRdTbGeUaq1hFCMlBfgOhUINAVHpg5HBLQa6IeA/jhwG35rpS3hKxYuxUaI9mf494BcaOnqn4c4bhbMlPwNCtenrilHVIXXP3dK3A+/Rd7m6PvdF5pV81HJm1NXuBt5JwQKBsji4BSqT6IqUFu4HF24O8/bcn84Eymqo5yPc7rFRE02yrkELAtFtxFuLP5EM6kO1Bh8BnOTnS8dWQUwtezZNxxFAyiEd7j42nBuGbOdVBhA0gXfveXo85EVVwlz6ml+AvlmVug+pgGqT23GbiP40Kuwl/k8TP/yjUDiseALpMm+sZ2fp7+YqYOBMZQSh3tAmA9nC0eVG652fv6yriy9YC/reKQJVoFWtDHLaQYV7OiN9LxlBh7kygKPuOv2w+pvdW+Q24zC5UWfr/DcD6BIxrHlda4+PfKWSAHYbc5qaH7V7O2JqQZn/FBTBtkP0oOCqOYjntcKaTeZ7rYYZF8E3ex37vkvRLNevWzxfGkWFY0FT4A3p1qB/AzgrLx8y8TPYf6sQBIpqpr92G/wDynDP96MxaTcq3wqGrESYvhkj25cMvZHoo27cR14WZ/gp10CedWUQm51HXSTGn+SPsqEtNzxhyaSXGyBZVBhtAX/7LFqjqeLyuX1WmoS7Iv1N88rkE8QbHSfUoswKc1KzpPvzfOVWBNDltSKgz9S8peFDfRxjgOeH8xyLhI3cb1iFJ/zYQN3ir861yI3uDZ0ipv5hffbUZ0CMceKvwmoN0U1/Q0DSCLzgl6tx5TKQsCc4feE4xl8pW6X3yV9jag+1ckC/zsa5S1BFpgfY1Dw3zqwPYXCoUBvbFI1T1QhJz9T9NTuUaCfXsf9biYg2xj+lIxQn48PN+pss/qCZgO/PNBS3Bq5FODmgGJ9CAK4tFwbC9CSciDbuXLUVEPUuX6pAZKkyq0wUuIgLDofusIrGC+sII/fWNARiZ9JAw3b8bAM0crRsPutrNpVN1Di7p5X0DArOtZiAPZg6jxVht27Dcsg9TDRHE0n2gyQXyYfg1zQmmPbq3+B2lVUpGm0PcpniM5GRb/RmXFddVjyDd3ec8P3rPEsDr4mvJC+tAs3limaqWOF1H7OY5hPryR7j1mXMrBWnNu+wYKsFopz6GzMeIjzZdr0q/fDs+BtAj/36MiBCNGnA0hR+BPShrSc+k7ffQv+wifNG2RcX9SmumpFvib5OSGK1+SVenIHWHjEK73/6mHkXWVZmDkvJAChjeDgV+icQ+933HE9AGcv1MR0Js+hkqZ4j1or/VHiebq9oqz8Ib9JIO8MemHKDGbu0NVngCf1FAXZC5EbjJ3nnVihJew1oyfPjOds5mtRGL+7tTSPWkPGjflOQDjOg8+m1atiT+RDpf+TI8d3Q1x0dHKY5HbJxek8uBzoWl94FprE5A7LxCWOXYCgfUYYAV1TQ60v6lwmP/F9HhNA35Bf7qdyXA2EtK0NVhKtpnS/jCzLi0ywwpromVEL2abKvC1FbYbKArGRqAnR72SyYKOCgouibvfM3qVIgqXDC1ajEENGCZVegDCMvH3ZmE737aBM58m3huq1gjkyLvBzyxLK//GuQ+/RjHv0x++/5d+EACgN2gtLDim9i51rtM80fvl90nr9exV6zbIPXGRffueigLURCfs25OCsWNKtlhgi5GdNq7PTkj8+FIaBWdh1nmWTCYq9anZXe6WiqKswzuyh8o1DADkMc2GYrGyY0gmMtc/dEOoFIcMKyoEY6+eeLVQyxoRThz2K4n46R0ejH9gBukJ/jU6fAWCZqbTcpuPJvfhuIaQKitOIOCElb71pieUSmcBVgJJXbTRn38gYDkLl4V5UvaEYINyQx2w58z3Nko4E7QC55vC7YZ6+wbV+mN2UafXLuHG4c7UPelUV78rU+HG0/HHmmytakx2d5ySEasWIHASa8YpG2slUvL4TzI32jWGkQsIVM0UdIbCpGrGmSlZ7UazjPnwp+9NB59UAZAFwgYSAQjycQvSRVHWQlqyPuZQa6aNsv5pGaxiH/XXSVwP/zfXKBp6N+b/a4PJ+zgok99JIvz5KGdrki6/y0g4q/rwhvscto+KdgZtlFlN/lbi/ZZpZhm0pvIrN9pViO4y/6ewWUVoZ3+YHrhF95+ir4rq5c2WYZrf0Opd5WL+bCqDZkbEImzWP/1WYP/2RTebkDtm4GWJt/IkOshPrjG1J8v2Kp+iRlhClEmsLSBYGyyAbulrXHwzXGvIxVYT+i7kMw9MLUb3GNUCaC+mVu/P1ZUehcETvSMwnFfGl7fZCnaokSHO9VPeVFGwjh10pP7/tsUtgFgfikm+OvNJOdlGiXXAJsshb4r+cIpyyoFNQWm5LFbaJV+esVCDtHld8IgzK27DLxT//dgZHNg8Z+eofshQRZLzj7G7Nw/orMgO9HRZtwblFwbEZ/rmsCq84LSuenz7gG3m1K8X6+rTJTkja07Cdmfai2ubNSJC3CUt2+SFePCybgV4LOlGLK/ShlZUJGwkq7RS6m50VxP3Oc/X026iuzJi9xlic41tzrreUGc/o6THKqLzleCHF8ZeRXzhmL2YsX39vzZx6RJ3nz9YNevn7pUyGvy1XjgFDx21ScK1p08jGkwqwVGpWFxteXyjaPvmswqCXRC+UIUzYIbbnkXkaQHx88G9Eq+5djOSugua8pMjhfqyEo7XhG8vurtTn+q7cADBTOv+xokE2+9MBoIeaTtxASXaEsZUo3nHxl/cSvEc0+1rKgH9RInfsQOdf866y1xmcDMYehId5Eer6DVYkXiaM6Qg3iVbsYWfmeEI1wn01+w6zJu10YDduejN/AEOVNmfZvW8wEYMpPpovPDDEnVwscrtHywdPLmPDfVNQtsHGemM/vGYKB1UwD27H77y0xi1hi++DolwEIP/70frDeqsUqT8UKigbTEaaY+rneXwFpAg7bnwxmgUb6158dVD0fXdKg/fQldPsNz+GPE3L1iyUlpoE+9xVYJbBBNGymQSS2KXeH5DfVapP5Auz9PpdvmlcZizLhf205dg+LV7nnRAHi9DHgSItKzOwtq3om8sU4eMRODWtR8sQ8+i5+RAbPnLrIW2d44Mg+3cP4ntpCjMr90q3dTY6wCrLcGsxkfsEbktnHUEpBSQcSX1r2anhRCkeBnOQdSowENBIgBleAxtg48zV7dkpNFHb/Wb/28qEekyzVxDVqnDycBdxjZNzwp43MMGfUWNS7rtTiDx+EDBvlm2HES/tQWkv4BNF4rnikcPzrC9b8wonfKWokQ2XwG+wOUESi/xE1vTIoa64Fol4S2fZuN44Sx1GDvvHSsmh8+X4cjDzVvh8gXfC49bce0ox806vDsSJd21dDivecJu7QnSmF/gJmYIFcKIjCG1Kvrh1tOH7blAWRTcV18WzW36Tvk6C+VM76G46nQo29//zaOr3r5uQr/COSZ9lenbJh98f0m3RplnXhLcF35htuteoLrDnlN0SkOMHL5BbR1p+1o4iJuxe3oRhBCpTUbmzpsxt8MZzIRRXNBVsAMFbFkGGTE02VXlbIMeOUQL5R1brscOLrFzXNmWpxSKrmvIKAEMDaK982+Uy6iZTz15840iB3vAzErgXfTlilH7DyUA9aXRuWYpJF8qqJnuTBvKcpPkaeeOYadX0fy/6GdMqW8N89xxeUqvBCLk4ZX3f52wxS4zP8EDDCLUV8uS00u5MrMSbJx+gv1+i6Y+ePxfBRoYEIbp26f3+zO8TmgzmGpquIjw1Sald0xTDVxeRLQh65TE7hQHfkkwQ8xxxJeFigEYCh608TR8bm+iO3cBAHtlSMlkeopN/PYaaxawmqM/sjcgekV1lhqCWjj7edO8pc/wYC2rBCt1hzng2plO6O6K0SRXGv/SL9PAXJaIbfn6lbSK94PjM3L8u+F0gasbgWGRZUlZgQ3joMmr9ehymJwza2yV3QJzQK6r+lpKd8Gvd3T73y/KIm9lOQFIYK49PR1bLXL4koQaFF9j8YCPn5P8RJPcDKpGy2Xw8MQ5Zm1B8CWC5NErtH5ufffTIAPXbvlTCrOsYdDmFzbQ2N5QZY7i0AaWBaPVpjGV8rnlID8llI5vl19k1XQIJLfEIcZerboGunvXaYEx2X9SA9tHEDfRkp+AO6RoTSX37sN/Cn9iNX7SzR7JEYJ0yFZ6UWgl5LAegkC7tcvNM5jF3kZQgG6P1IX5Vg4S1GizK2FSXWB7UYyHr41TgYefKTGyLDY7jH56+UJpKaPZ+WwUMuMfXlPVCKKJKuJzaBjUQOgOk5O4Ljjy85GYZDJS6xNJ/2Rr5OoDZqE8km1z7xiO9GR8TMFHW++TdAM8Q8Vd2z4Gic9gb5d8707b8cE7lESu8ZohmIec1xgg1Fh6betjKStVTCMRQ9CfTlSmUQlaV+2d7f6LgkN2WUSrzXsWXDBN4mYZb5Y15arOScI9hn4iP9bUgvge4rX7gQnUfC+/fj5e8K7qoy7LkwzGSiqwWgMczVg3ez9OVJY4FVxx5lLRaCvBSma/rANXpZTcqnQlvEHl9p1ZCt04GGvMI6FWGCSIkVPwUVEMzmckz5I6/jVphmmq5CAZpEa/it+rYTukwSb1HtEObf8KklbjS6cO3VWn4yzRjtrz4O4uxZ6UDUX/yTgfbZDkqJlkH/WSajgts59xCCZBT78Zz1hYYyiihQxZPkIUfTlyPZctGdFXHEYqXCdxbyssRVbEloguW3ojLaWw6ue7MvwS1HMqxSmIca2iebbU39seXNc8WL4QN8gAtfJpWBqdw4kaI05iMTLJu0UI9HIjZvVFIk5IW8/G9WBkC22c1C1HdMFkQmAgB6q0xZ6XnbTknJg4empgI1Rf5NS2MxvVIadl7/hmsCdVaRFjlw/sjsPeh+BofDpERoSpFzuH83nG7qbwC6kkN1rHIlcsDaA1IIKPwJ9BK5sVDsKZIE6aK/2YneDI6Aop/1T613MFXs4ecwuPRQOWOi0SDY0tWgv459uT02a7+VVZaiviPsxvLs503uLOyoYsg7HujCZqJx48gXMW9zK6FWPbqqHZDf8m9MUC5qbXImJFzOUzEjvi5j7AQtmiy2OlZby2X/115q42CDjbEbYXIPnDI8NQXA0m0jwUF0fDRWAu26g4FGCqNbURqUC/QQAabLmTeZ+zCWLI0xxDdCXwKeOg8dJVBIm36sE+BOjRDrtzlCg72IvmwM2tzJQZ1+40FWz0dNzaeefvsCyc01LBAe2enrS/pQQyBDak0tJpg0JvioQVcykuftv3ZvoHg4Fz2389dhjiDuodr7YltNFThuCBwsVD7wFQDuSCRScBST9FqSljl5bb8qAtPZ4oUerVMbaK2ukcnx6eX6N65mbBBtAal+53+7Bplb34ZAhbYmB8bu6ujxJCA5aeItij/iItTbRqdWGsMyWvD6xyBD81oCLz96MjdkRVFlQuqrKDuTnrwef67YSf1b41BdZ4nw9UxjY1u6sY4aF86xtc2Fqy9Eh1KzcoYUgne3ZQqF+iJrbP3k59cN+sldFWexHf47DbytYnOwoekU3U0WqZVnE7k8UbdKL1POJ+J3DLeXzcT106D/xey1WeqqVMXIlHABKs4i8FXgCbH9LYy/nYVJxJuvX+lC6/zdc2vUCvsvuzflImV9VqKF4zX8NRygnVxXrugScmjSc04+u/OHO9GwAu5UntrtQE9Cmtb5/TpM89dzDxLC2Hm2zoyfBiiFnXBYJbUY/3VSIPtcktdWYMecrMHExRFLHxVUln5b1g2h1NP7Wjv8fEyRCWYoheh/Kz1aLEZt9Fu3FYMlZTGOD4sao4hL9JMJ1jK0EWPVNGtfV/3D4KQMNzEjo+UeOtbi0AoS5fJPAnrsVKR2LLgKQvc+deeIYbRkrRK6XazTzsTP36YL5xV++JwKAWccnw3MgM0E5m4qYg0UHTLRaKIcgQON5Tmnjx/zsv4SQZbHIbzImav4N9GirI1QLQqfxkpY5VUdd9OfS27WOOkoyKN6hyjjl0xTRRa7XhnZ1/6Hw4Z4Mir9pV+308MyMEy2xMSRBxOug0+s1juWycdajtvJWxc9qc/cuod3sWz+ipxZCj3S9L9lwnL/VnIy/AXhx6wZse/6FeaUvHQtFz+iJIhNk/vSfYaIumflaQ7s/RJUxc3UXZHREiqrpxIogeQkO2F5G87GNfl96ikNkMMJ7ABz2PcMsIyxr6zXLc6GS6u8ot/1YuylkZ/gC767LXGwjRJUqX4DhZY1URUubD29TT117QNabUBLVuohshS19Bu5cBP+sJL7dHrfbA72Qtg2cims+lX1OUeSZV9ELIenYOjlkeYPSFM2yZ5leFBtN/+jbVYAjSmYN0Dgg36vbwNj8C7+tauA5ib8wCwhPdzIIbBNvl8aQwwQj7o35V0aAcdtr5JLCudOTVngmD0eW3mu5mv6ZGJq9V93OoUsG8a/AVH7gP46g+ldvISIwYeciVI8Vr7iMph4sV4IPSuioZ4774ME6uH5yM5Urh40fe3nUnmOC5RxU6nZ6bBI5Ee0bizGFkXLtZ7WedDWRL3o8mFlmy7THbGhbI1RQEC7J8b5b8K+xDtVJrsFXP+L+jOH/MSJ2Iq81bfvLxQscB9fiIDRHeBzH90okXBBlesA09s84MSQkibGlm0zixph1BeVVwgURQy14K/SA18gfezBkvaPi0y5zOLw6tC+ZNWanyI0tb4+vknq79xjsx1/GTng+/x1LWOnqw8V56nRG9XVejFN3jdbnizdqcagUAEE0SAbi8Q/t2EabqIVCK/r0ooq/VduBM3t48psd3QGG/wD+hYmQ1LAVfFvKB5UD0uJsJ2G2TLVXRXusLrbcL41e/Zyf5HCsj16e93lOcaXZZstab7qJyCi+T3AT+JrOJLmBXOc0OXVRNm/DOr8RanvBAOle3+58PPu4Tz2BHzx3Ow0IfC0jZQhuTE8Vc0up7Nqi3H8CkPSlAXxFZ3QVx1SvhyjoRO4q8ia0r5MnKqzvyH46AcAmEjJC9muANGwai5hia/bc/ai+I0Z7xBU24wzDy+0/akop8M6SGJV1jsLF6LYgXkjxAzBhNtEg/GLcyt+Nil1128h1/2TqorpJSYmUKW0YwNEnbxNJiP1XDfE0TZ+2Xd6nme1lfSTgA5DI2sh3JFoL+xBuWxV2bigC/pfRHmgU/7qvV5VNVH7avU92u6XIg8+/t0MIH4sLoiFxHbTtSL+MB9XiXyu7XMsgjc2etZsy7g3x2TvBnGvpofu1KfSzzbBMIwG/OKukGZ7haztYPjWFcDaw/y2lqz7m+lVsOfFxMWdxIpUv+b3lQVZ08VSOPTy+K17bLc0RD8jNXMaTBlet2iSAyEpPyP2znTkTrUtAyVEOmrr/upqSLt1Dx/ljps6m2Uv5sqH+FrbDv1gpL8clgRC6fKRRPxVoNLLZzEy8gU8swfdhcWneJrO7P5WL8DxI3AsbZv+X0EBhUG6nyTS6M4CdFbdfjZdwBy/5MbA+4ca3VcXMrUeqQroaBdg5thkR2TEVIbT7Yl3EVegZC/GexGSBjqXqLbM/bHh1nnxAKRYtjiQbZF7Q8+ZWx7eeQPKZEPZUh8QXQcx8Q3TK9WuV8+DZXf0a1GZqfnzJzwdedeWqndVsJ0Eb1Clwkgzo/T2SS97nVhQod6nXt/kIm0xTHcU+acEWr9FkmGnIxIg/5KCTB3GFOLz+mVOzJeddPsvyP8GrPPG1p5Dsssu02WNi4/obG+FviHM5BZdn4dbqBgn54Ni9TUW8Jag9d+U0XUIMV7behn0P8kJv2JNJ6UKAKpFNLSfzZNn8DGlRl3otY4ce3dtNu9YqaKSzEzCufqI8GZy9C17UEeWp7zhG85w7itrnnwDaUqySKyKI6Qnkm/+ygIt0u15/Kt/nUnG0nUQr82Xm7gHmwcqNY84fiw3s/w1Czio7q5GChrXBaBzts/jQjnU9IGGv6Hq/QkdLnavra0uKgV4ULuXJReSey9OVoGlaYJ0IXIj9ME6MRALtL3rKuBP2wHOyZe6LI19fZZkCzWtzYzPj3IOx5iCk0uV85UdhGUeiVt1mhFe3N/P9d7hBrPywptRykw8YKAvtP8sxHaE/Z2xPFOp1pWrUWxTfguJqd12fXNWkSL+CFUTnwqjmIaxUAK2JLAxgZEvVwMZ1kMylc+H+Pw767aILAxkk1nZyeyKVegTppVUhfIn0z88iR+2KvohAwfolipz4NOyykJWtUFKWC/ucdH07YisHwpsxZ+IBfpA7Zn9fG22knxKVa+TUP4WvFqa8Vnh8tM+BI1iq2A6tWsG1/jAXdvwToWz5n4pDP9ZXqxXguweTkJ+dV/BTpy9dwHE06JS3NNQJBBR2Wp8BkOaO/3LXshWg0pG8JlhFgulZvZppiOQ2E0sC132WANuJidezbMcF/CI7IKRPb8c9cfIphC6diJTNFlVlsDjl4jXubLpcvvQllXLmJXsRHpTQfoL4EBPkt14QsuHkpeftNam6h6j+LSrPQfgQ+Zm1XDQ8Kob/Ze2zgVWP7w6dakRSbuXlfOM9qy+O2KdcU14yoZ9zJwDJrPmrApSREVTh1IwD8gnMzs0AyPAGES62ovOzxOSIoPTB+7cHj3EYMo8mhvKGNDuJOyr8FGebVQML5h3lDM/vDnqn4pEN5yqP0HgP7bVzrANRLW4Nf0oS8PC1Uk1gUCYRS5XqCt24ilgHkCAgQtNHeGlYTd+jjmvZgQtxnRJR571G0NEQDBZJGj6Ysv3VTJMiA76XGqE/dnkjHtZJjAsmOLM6w25JOkUbtLaDtUSk2qbWs3IQpuHdulhys+UnMSFxsuDTNs2ZMNXTkT7qndUkI4aAo6XliX2UgVbERza7qHgIipl49LGwjQQRQlaOfPLzrphppTZlO3ZU+IHFBNxwnIW5+dJWkwilNvx/lejIPrCb2VWwfpbwUoIPQB+/j6H/PsOUgsRX0/rMWzT1DXuyr/t0+7+JRElaOnOCuNdhu+MscjJv2Nkg2iySX3p1n4Ptv7Wqj2wV5RT6MB7bmF9EygVQAqkEi07e9lXaAx351p/lA0J/SVkXi3PilH2RvvbzdABtvy4/22X66mOq2BgJhoIWtiYsUPPox5bLS/UvO9z+injPd2CIp+lrKHAbPUbp7IA62idVW1h/hksQ/JOPVxCnpr7EabKB2bMcpODSXPygwWJWC4PHvx8NI7otmDvtNoAwiEiVxkno+pLeb5aD8wq/X7zS/SLr2ccOq9kf1PWl/hIyw1CG0M4cWNUVmftAyCSVwMzWvbST1hA6YfJy7MfPp86/hE10shNwWK6J8bEK12C1P7YvYZYGwa6qktN5dyA0hV6AlUelqYUV5mPyJZTNrqZ0eNs6NIbOdrkXK9edsPCySxB6tX5DJSN8V+Nyoc1hzrpy1ru5GF705sNaeQpvcF9L3rw/rhIA5T9vo+gsD/CcsFOp8GofUsMZ/AUvQDVtIh+8E+M1VnUxBZFMSgU8UUQBtDruT8s1qu+Y3jn1axIbj/xT3EGncS8rL9BNot2sK8+MqyguAtxfI5klb5LJIgUocAKMjzLwBf7ZcnQFcC169tdQkqgY3ERk8IdbLvoGo1C+d19Tcg5AYzgrPv6CUhNfAp4nwcZpJ71u95FblMwcCf+lIt2YWx5Dz2kdi/B7LHtGV2T/9tOB5k/ue8L96csfTS65Nw/MWsu3BWOglDYRkEY8ytvHyz5nikwOO2RXN/N/U/5rzGRuz/6lvJxUswadNHrG9CID//X2XHRUfdqzOZfT20lxgvj6Tbm8FUiL+us/y0r8AOxhn75vzoLU8YzXvMKJ3W8IdiOhN6YLnIDF5wubk8xbr+xSSpmh5c/r/IEAlz15pd6wcUnA60EoY9/H+feIEjqDnCvIkrkSGK+dW2aDRdttGf+qKH2PYbiRFnaQT9S1rfnQpWHBEAwFt/4Zkmj3ylImapcw7OoKXXKhN10qqMgggvxAUIyM0TfX+V2KXtgNF65g/u3kQHTLBq/KKRZ3gg892+MIZz6FbaUNJx16eWzeVLECTYLb2ZUUyx9SSMXno1xyd5fcTW4LZGe6Hz7kGayn67B/V0nlHPnQ3DER/wwelpqgDbtXremNBpxcwNkvbDsKzHIHiy7LegxOdiG6jgwK09gMutpvYcM0W+mDSiNSYIDKxZkcyovoFlY9Kqt7MzVHBZ5+YF1fMx+SDTjtnMrdJPQjYO9sG+Q69nymmNliaZLJyTcft/sIXb/diqe3oGIx6kPNasp5fuFE2DgnUiqM0j0xe3sFdJ90M9P1x9DLj6UYVmxCW6jMatJ2r9AGB8qfx1W5iO1g5ktASdilIEpftL8mFVt/VsuqC7RTYDFOQwjDy/3czFULb/qQGj/1nSc9ZSjBLddXC1Ec8Y0e2/FKOZEItsMoEi1flbqg+O6pxpuAQWd2qV5+1co9HMQ5AxaxPC/BHXtY5ttUzv7A3edeM/4ICv2WpyQKfuSDT75jIT9k08OB/WZuomclDnUxllu0p8+qdkXvzbEkcwCeeJh/i6sCwQ5OyIp1IhikHRRaOvJjOv+2Xplx7HYfwm1UWPqT17gQWGLNm5W38+PXemh/RlUhl4ePnRbjsX7VwfP+XX11xxG67D+mgeBvQwM2s+Wov21QUx1xEhf2B+uWnmd6txcn7KIzJRQ8uxLTcQys7V3P8HXg6ex57NJc3aGPicq6stV406eqOWc+vF7JE5vNswpctgkCPwSfu8sMacfT7K8TdlpXIQ9SaV8hW3d/aCMJXbcwZ51FL4cm0gNPxowCLKpy6jW3y/6EfB60AJ5zfpOQ/ks8rfzgDp0us9+l/IOJBxf528eI6ioRZFAUSeBAItp4T7YkG6J1VdGUrXKDTzzCrn2KHppeqNbpor02VXvMwAKZuXXb0RWe1+hT7y3idXxspRiR93dkLNX9IxRMy2au4BQSrlq5lVX0xRMjRTNgmpNZinpkX746mRBfvMwgS79q00IznTjEq/ZNEtVMUoE4/xz4C37vOSDQ2OSAP/mZoLPOUM/SmjRV4ouGvVkR6e8nMWIO/vh+OfrCCaoWGhBKrjNyTAGsvPUq5RwjSsApSpRBOUh6lP+rS5sd2vWzR5mYbE8PLRF0O37tXRjw3PzeMHnZWUPBOzoU5Igk9UOIieDVY8ANaARzG2mQq3QwMOZ6wqYjFlanrNkBy7GQI2DMN7w8Z9QE/1LjOCv6XA8aIaYN+hqt7usjbmxU1nONQvDxLEk/8LROeJZoHvtUOrmLL92ryW9wOTA/Fl2Ul6rXlVJH7q2hXbye1bvn8IJRI4Qp9jS9ffXe1AGWsD3arWw3/yiTghGcp4Vrd6pRUNehMD26HnrzgMg2+H0WiKBoHdKdVR/PWm2XzjWiThKiHLiMiu2sRrhTvF5za80znujBSf5CWqcWro0Ptddsg2iDCC2yXEtz2n3aOwObhAL7MHZncUAEfzKL9SnkQSLyC/qBJCqeAQjeTX8isoTbN4SVgTec27TtB8Zaj/0p9af6SUn2vticFle5MZsDwqKKE0QSZfCFp8ddGZ6tYu/TOCNOgtUTAlwX/5bv+oJ5uKl9zY/smsGs5GLSr6vzpwb2YZc7um5V4+TvdK0zTgT7C6ZcoOeMLmHGRc+Hr7EAfR07vUGoWCb/qbHRFfoiHrseXMe1jYVyvzP9H4ru4dGYeg7meyig8VifesGK/zSwzNbeeDY0Rse9S+07q5hJ9w0RRMFW9sdaPyWHI2NHnW7SR9tHaAcq5n4dnC2k0S5Dbr3vaUC232NIRNq3kha8uDaluLBNxoMDXbP2pe/baGw62ZO8Aqt8W80ltR7SJd/dre7dQ8eyDq2SeUYd3YqSbSADfTjHewIv6RAez3tDy0N9PD8B/ugMFEh5e9MnRLwA617LrqEqjhaciQSIcuFtugceq98bLdoQ8r3V4d+ZV50ArtXPXDuJF1eEHmsYHDNIjKXJaWNwESzPpQDhMJctbE/fKqU8Aa7iT2NZFzQniq64g/iENL4AntAChFU2zv1d7NyyRxFDFGMlwT82BlQJjFYnCFJfzNdUvxUEpif7/DeeZHOS306sknce1Ob4egiM0k34B8VAEHi8IC/ViYg1OHe2kzNLnsS9Ag+XwoYPRW9cYbAB8H3+eO6Mx+UuiaesaA2zs4oWuKCSzezrL6EM8LNiLxUK68jWjRERQydZsKeHL1f7QqBnT0ZrfbfKhFPjgE5lwFKBqTmNtPSctQYvSiJyIz+3GvD5DjRvtxvkyLe3qdW1S+1sSWtzJ7XFiBTZH6/Ep37wQPl5t4JgT6dNTYU/wYiXNDvFI+aex9Gd4nStkVXW8zYttTmb669Up1X6iTluY3chywGs6uvFG3D46jk+w1fcejcNogcA9pDIw4Z4OcrU4UrFuOppDQVX8HooyyHn2OrTGSNLuOqN260N5C2TCd3srNgMiMazEV7z7JZ8vBkRHJfWnsQwfzyMvoQ7EVxvrbTt7ScRZsDzrnuUBCCI6wxTTKqkQXg4DlKXLEr1KzKItjnRFTl9gp8Wao0MndhKcEuXWdq0So3knBjWQ2WpXyNQtDsEdft2a7zxd9p4U6qgoYMl1ho+YtqGQ/1c3lfVN+Cd13HJYp+woc1RMeGHJi74Jr7iXSMSm1/hzSK9Z8CsYi/wtN3cIKdPWEzHVKEFwU7I/vo8ZgAdpzqr36e7PVAdguLnvhe0q8zvuj32hLfXFXGHM/s7EFZWp0Y+S+deJWcj0t+05Xtcf6PpevYlhTZgV/z9nizxJvCe9jhvYei4OsfeXvOmdlM91QVpBSKkJRSdZTyiYcEnc+Eru1KqnyMT5YO3C4bdbsqyE2s2KsllPyNDydMKkWnPoQOGDvE43XRXqlghyxjoecv+UaMNNeb0kS05OjUEITHABppHuPiZMk7BjCsmSXdveMU++P+gs1fCZvZhnqUOdmsu4aiJ7na6OP7zfYbez9uGwUoJWKzFreeGFrAjmc23bI2q5UKR26myuhL3SScehK7TYklqiosRLAUQdHLj5BJwDqoz9ZPwztChVCSJLLAGSVYyX48f1f3C/7Q383BVdR5blhEvj6qIHCAwJgVIvOyzWlJzFFCUd2AyuQW/1nawyT7L19q4m9HTA+Di78BfzyXPG7/hahdnGPLm5zHSCiyMXO7pzV7YNYnjzvMzqOPPC6iDRlP+ph4gzOxTtMSeDr6b9VETs6OwLJ2EFACZfF32QgfVPrgPnQujOgrZkCDloZC/zxqar14xtWr1maYpTI0zLiQVikaOeoprrPrD5p1KDWHNZ/ADMtG7pnCLQBTBduNxVwiToduXfh6P+ErHuhNzVv8miCRyXG5ItTsre6elOiBltb3RdNcapkBIWyD1qsUEsy86jWOOrPa3y9fLAvJhwW+Mc/oAN/xw8HVMpGE4RF1y1fm/H6pw7bvKVatGY+2n8tz4sn+E4PkBctCJcVrzMKNTDb2r83Ro+fyH5PBu1HooL8rtkzNgyToLDBzsfhXGVgJMy4JlljRJ9R1zgLbUVg9btzWPnoxRlBNeKnzV/2C8mZylg+JGFX3TD84lHU5NFU9+PkdRZoyXhUb7ZHh3oVRDBJ5lmqlHyzBODH9LQYcX3Wspt3TIJB3nd1FE+GKJr0xJTRyrGDIGAsYDRJ9YUFcMBCYNhqyiFLgpprJWNuDxq7iy9xrvuR53U0vKaZX3LpffKG5VUDVeEMBbqp4JV/YVcUG3kEwyrTMnBnXQYmQHRxGrTKoatw38KrplL0fGPgjxnZEJ0Hwt8JVQK32/ggOGbq2XCQKCjqUeCrAN49CbBuzGfj0fjNWsfC9L1pxEmkJ+lcrOPSNLLmD2CleXRY8SfatN1t648YbBLYVoNc+/6XDcyRiTCE/XQZBMSzdu3NLWOGZjRj3rR8z50PJDwrK3rHr3N3vjbscS8AXE8OvSdu7IIuZsz7I1zyXPxsxpOnXzpkHNRa832y7YFezvYIOKl0MLuPTZ1YwyaU0x3Ut97v+4QegIIW8f+j9byd2Mqty6pFWk9OW9fVdwnWXZRDmNDuw00Q3iMZ0b/9yWTTUufHf5PjV7GY7cCer4r3xqJd/KwS98rNJSgOSlXTQYIzzNzZRkX/2q6ezAaa4poVncy0PnxtnJtUUHK6Q+YY9PNzZ8a9N5ba5jbcaRdcixZA2pROKKGgbxfBh2ilAzoGMHoqSs/2zhRBHLMS9x30NuuQ6NQw8KEc0uvJVxoYHLnQ5t1cuNYjCmNJ0v8GPsOuJUWrEX8OwpEMtnWNiZN5OB6ncw7dem9396U6rc6jkgIxNrzE3viMGpBtsbk2aoAIcB83YXbbBufpPv9IkRacNEAzlz6INr+D1J/4oBLRgJDVkq4r/ENKZr06dH2hhfH8QaNjNMEm/q/RyCkCE7V/Iz675ITKfLr5VtT/GZsrgHi3wKZlrsHplVBMnW8G4dp0PJI/YvOujN3AecDkH5c+uRK0g/xw0+GY21+47h28Unilhwd+p0YeahIdA5gAf8293qK90r/L8TyeBk83v9jWxXe56V+oV27eZWebX0e/09Q0Wz6XkYUUoWcuoHm4Bp118+9DGzsr6KruoD8+11RcGKEt2yR7X67xRHtsK7XLqdvEyadwSnd0HoxutzPs4ji8iHXnUxr5bGC9+GCIVvAZr54aVWV/eLoiztL5NvyylMvwgejH2tdkVMhSBjxBB50qqswsmRezB4P/uBIAHU3P2kc5S5KGTIipteZQbzJ28uhdyfkTXtjyG53Y5jrpsjSmLvU7DN1IhwuBm2S9y4KQDyPDsH05PkVujfuwSaCg9ryAKovChGYHj9g5OCB3QmPsrAJfdlPeWKOlqIQz5b9HBZXuJ3W3ht9okOhR5ONSmyfnRx0sgbRPyFoTu4s7pbUa5TCmTfiYa4zj+dSB6J2hixtBLoc9+/1uhEbAYBnDcpV1q6sPTxmkaL00S03IUng+V/I2/MMEYgl99urHRza+kXGFBB2bL7yoeJEg+d1oEsQGHcZmdmZZjqBftbsR7JGG7gzjKXBVBX9PpliHKMR5CuJMDMl6B9lP3Jx1t8JdAmbaK+9REeMo+Oh6XTDao2Ui98xlK/pp2VXcMn4PF6ba6M3lDmBadAU2k7Da8s5GvwWpLEVXT4bO3CEiscqjY5vZqP7D4yxbq12DlNfylKydezMWOYc0EqPTv1sw9lGC35kzD459rANu7LG3S+P7chJ8wDZ+UF+xh/oMein/pH3zcXzK4wnBkvHJfDdaxNzUOW2YAJRZaPRzYo7VIoIzJ5isBbsXNnC6SzZd2fVAzZobQI8Sv6OhaDH+YBG/tjyN9MayMtGMORY8knt2nl7SQ0C96f0/bujidn5o8cGQUxZgakSXW6+FC8wdgQUzKpfWp1b4w+8WKc2QtC49N+S4D0hf2h6FWWqUgpVZyNjFT8672wA8TIbSCJAJpbKpLSH6n/Mt5pHopJxPw2VBnNKdZizml9Z2cpTld7eul9afMKayn1+TXGwS13mh19C0qqKLWg/YPQcD7XKa5rN5ts/1YMXhJGsSaubvBqNoKr+QEMXDLPwjFDAc4Xp7GxqQML1VA7TF4naKm71Y2fD5PgxXH15+oDo3O8pXJEWKwsLAzIh9jbRecFQR/Hjp/EZDceNRCdejJ6wl9fL3At+T1OtuX8Gvg3JVUhZDNF9Y+W+ZcaaqRuxQfzL0V1PHSm79hfcrPR3aRBdMf46ba9yYWaq8QRLcDOTNnSiBq/DeiUlyTfofLbVZxTmLzQzV8mRBeBi5U/A5T6l3XlTxqpm27cMTGnuc28CsDWJLJ8D62oq6sLFV/qKapS7YqD1wAEjZbGflRtcuO/F7iL6qwYv2ob8NaaUmZT3kJ1ZGwU9FGi0lEqjFK+vWHcHY9lgGeolFI2wmIJBNHf/FKw8rukjSSosZ4MaYugX1RS2UUJN/+erZBhwSwH++k4BGE7rstU3aavJbd14TNIxkucVCyhODLIutfIIPVlyCbsTbRIvtwHNvtcuSyFZEDGyO+vpUv1g5mbMPpJc0BDf4uWqNDWOupD8WcPLPsrzGC4ZfrI4nkbXIol4PGGCeIH5FZ3GT+1tpyZz7SMcOQBqp92pyGd5isme3fpDxIIejyH2nY6L+bytfrNv+K72SwxISpzS1jS3TtV26G7jT9NzsA5HAQPJb2N54QqmtTNu3rdc6/sS7kbafsfWz7vZ9tbqCngUp2XeBe1V+MpZKZbTlKOdb+fDLbLue/Sv8JdEgMGlhy+jwGX5VjfEzFyFCV85w+KN13TZ/4gRiX5rE3L8rbHsvX3KKuhS+bz45qoz1NicvJN+NemTqY8/v2vJHM0yUaY5vKJPhc7z0qutez9OUVMq8ayRtJHweOr/+mRXBD5JQjKlJr9DzJTW1Gr0MSs7PM3QlBfoRIW+udEKcuXny/i8IJRsDe7B2qtSMdEK18KhPRPk0JTgo8FS65VG1aNWk38if8dOyOl19tR+KT/vKbEj89YXY+qsDlF5mpxKYJsHFh/x2yw1e7l/QtTqP8eYc88suG0gvql3yiC33n6jjy0geR2zk35Ya3EvRaXJPvkjRQAo6JhuVSoujCAh7KXy8+O3656334hrSntJ5uN+kBySGV/l0M/UtV+G6nlMoMPNc1Ze1vLTQTQArDF35Yz+EsvSI2awygLL9NKVjRy0CXj/L5gBvvd25y5oUO/lcZuDhSuD5g+9EeyFMCGQkRK8yEYgcFIuLWDa1r3PLIHHa2TdJ2Tpl2ndQT9TNTqZaPYy587XTgB7w/fYw0PxfAG2V4hi6ZhAHh25weer0koMXHVVIQSa+HfMg/2v4SXn4UE9VdWVWtoboHTW4kLl+50bVKf+Ko9vnC1A/Nv5pCpide5s9Sk8nTvT+f/vc2qqCLcOlaBcRAOsgH22sSm3KCiiHhNKNKKPBHhPv0a+K9r39C8SaHddQYIoF3E65rt0sa+YZ1McV/goK5DVf+24gxk1cqBPvmLlI7Jg2+IgfbBzlYZsOOuvXvyxetOnOzdP3K4rmOrCi3+/cH6Pc2FprlqnbC9EKQIm3WHUpCDsDjUQTidV+Psg/dJCKgAvyXZr61wGw0n+WodHpGoGRDZw5WjdIPhWDpCCrSmxDBOCMrHy6PslC3nKuVhAZCgGQz0HQo4847RPcgU1HVp59bFK6FNhVFZa8fp8LE/Ex4dKvYZlDusxuNygp5180wUYGVVSrqdrGM1ktI/4YkrVjiq2Of9+S0dv+OGX1TLZq4RQX4bdc0+l8fqh+DOaKWh9/QPAcZLBVf0vO3lWUk56df3/N1bU75xrkxEaWXLYjBFxZdJ7k5/bLrK02FlB779+yWtrLbHc7sC1NWMArrGpL5auxc+ZobhpbnWvVgEgF/XAwzyQ1RE4vrf8llgl8rmabpFTGV5FCgx4z9ytUXr8uFC/RpgW/yGIfrFPkHUabORuP8OfT9dznN2f5GXrHbGz+8g7a2jHiKkx83tIBFSFUJGvsbTEXHc/yny8orive+3md/4AxuIFuRr+gVyQzQb9a1fQgcofxK8NdCvmLbF15YMuz6mdcKyXni+/rFJPPNMPa/CzNIzM+f9tW/f/f5xM7SP7dXBGIWVhZM/JQ5EAofDkLgFYooa0xXNNfs2ax9SCmC3zkUTNloK8DmPN0dYf1cfBp0Lj6yeGc/UPN5sEdvnxPYa80chvHGWMEdqHIbMF+M2zAIGa+cMHNLJvWXd6XlmyqN53nlyL8/0htyr9aL3ycnOTbW7Fe+mlG1/o1WA0M/md/PMrGTPNbnr5Ed/ixPvljdAFrydg+7Ur6e3bBLxdHNhGjeruCmeu4btX5AVav5HdDji3neJrJM+r5Fn/uricSB51WypRKRbXnIr7DVQVjT8DenVna6kYfHSHaCgUZAIqlONlcGl++QrjqA4C6a74c6pdyv0omwEOqWfXijtOEpyCYISIWSpDoa5cxKyjq7rt7eEg4HAV9NtUXSaIAWlMXJFNP4MtdvPSEM9Ve5i0CXL4anSHfxCImoxGxu+VjE35DtzxcxoRJ/Q5KPfay+VozpgXG9wibXB5yyxpTcByugxOb3d1zYUau0/xQEK/NHCQacsMM1RnJzq68fDk2g11blvaijGvQBv/QiZzyXCHj7Mudylu+5emkRYsdSuYgnmv1DnV+XdaheIQJ2fDgOz8v9b8BKHLZwV6Lk1irKbmNqPeNsKiEEEA8s0sSh2+g6aR4Dd9CJkLufNHx9+0XFDckHOg08wKajDhGkvrJvGshVfxpK3hDCauRhC17DagMlBDbw+U+cILpF1d/jJz2pk7WLvXjQsPG08QWXFVkGUyi/t49VqyvS0En9e6ty9h+RsTTtufG/+31CXThL4f6tfChohKBKhHfgtvglP5R4MuxAcotqSnx2RYX49eGXZMjPOf8er67rnGGbUXLlPRy64kb3uQqxOMYNLgwu9R+J+na4KhMuv50P98BjD5d210DBLGf0PKhrGVXKC6P9QAZ/IhQVeD8p04R3BICY00dYAykckO8sevMm4jYG21Wwu0Q01+Z3cn8D3S8w/SUdH7C2umFSBhDQjTJ2ouUE4cVyQxPoTg0zPYAg7vgQkK1Io6EsWlYR+N0rDgH2oFPWUXbNdQQCp3FSTTinG3dsI8MDrajBN7YxkzxCIhCbaK7INf79CF9lpnOeECvMYtlplUD8lfk3EURuV2EVZoQrdsbcHfzz+lvUTb8EmYP9nwAtL1R/pf65TocYhFe9RNFxcLf4hI3ofR4K3AOUf3jj+qH739S+qJk2yxb4kHUtnh3suoIMZOLPWhey19JqWx6/kuq4yahJ0LRMLcaMJv5ZSlVg4weKE6Vcrx7JlTrasS0VP0ifniTTkxJcOmrHXzIig3SETF487fS1/2qEVmHVhzXtCDXK45f/mMHtKf1OTWKviHQ4V7URLAe0z0MdWm1TcPjBGxGiDbSC8n8VYHuAqe0DUgLyjpWrCPKP2lcMxUC7IPlgJCisNci6wfGxZTh/nC79W7uI4/A/Y62Y3og3+MEveZlG/FzNKHf/Evy/H04dUs/nvELd5Y+iOC0/90hZMpo8MM0H3SLV1hSLs5gTZSiEC/Y8vfpRiunNE+hyIBmHpjPJS6BadQTTzm896l6F8PHHHniRwAWABstMVYNyoahGncHgR9JqLi0lWrqqXM2UoAv0yFl3nE3gw0oa6vz4xkZGPy5kF2yKyTkW3OcyAimKGBKPyI/9a772NQis4JtCbxLjPI2xbEycgknPQCMHXaLVSzLXLSkZGZ8UrB1SccsgQ5wUhW1zsvydh/2zvdAY+Fb7B02nqFXQmHQenKNtHQeiE4F7mWzHHa3EdFmwVVASbNFyt5mLUWCnFEzgRfcy6KDcsXhNBabJr93grrDCoTr4224V+FYKItFohVOwUyzbziboQxQP6af1+DlzO6kbdyFJh+0P8/S+hlt3VipKa8NX9r8zBPdVeRi3JEzcHyFh/b6vY4DULMuCKadiJkhvQK5NSG6VkMI+POo/lSHMuVXFh8p42Wux4Dyngvlb0x4bGQiFQ9im4UeQL+3rzXgFtn+zR1nBLCvGXcqUeIl/9FiS5/QlwIPocYw2VcVIHHn0MuParsH/0I9FsqJIJZPCxZ137Zu50AdqN9/mCyIfgGNKxqp9p1CqMJ/39Wk26pMKEAsnBl60qk+4wp9Q+GZ09j421Rj/dPw4ACuuGsOZql2kp9KbdIePL9rXEpgRAYtSC31t6dP6BEW2lF2dreZQSE2WT59vdb5yCEqm58MSvcpedJ+5jAYqvoY+l7nWznNJnuTavjSFNPngDG8iTE3qR2RN7zexJ65e5ED41xykZfGLLhaYIfzH3oE9MuOF6VBgnY9RyMFemPELTsP8VL8B+tnTdiDNx40bIe1lfuqg+eMx3G7w8NNEwy5bGgLbnujwJzm9tEF0Cx5ylF2opMFdPfYMGT+9taHooV18n55nuNru7AsqtYCbM1NwmbVTHJMrI2Cj4m0qrneg8R4ZHI7opkxKsaU4vwINn53mBVn67VkfZIdQeNXUERm8kDtzyWAQgvhyjhiMV8BOypQ7FY7PKP3JMTmr7yO3rx5FEl/5XONkBSt5SIw7Oar3uU2RvxRVUdn4w9vwzDTwaXksIcHbpUFqdt9GKsP74gRs2AONPyHHliFG95uyVd3ZTVw+g6IyeRG+LBeX/7pzXao3+Rrbu98z6Uypf6UTlBjwAHS35Ww1ZGAYKKszX1N/EghuMVBrYUUMWbnJeHzkgBsnpvOZn0SKXK/z11QbaX7FzuQdLWEflGHf+CR+FrtlCLo3ZCDFeiGulWeTBPDZ8tp4r8i+QC02ynCIyaBK9JbrsmYBvUctaPVVuR2HJo5tnwt94vYuGMm/JbId6AX//sOT50eLllXPoBZXZa7QY/rvGgDItb1fgxdv/kRKIllSRFIAFcy3F19RG2YIJqW29FEb0bYC1gjpg//Im1KZ3ojrL8n89EaiozT+kCSfAgfzzwWyiYB+sQl0lH0aOlxQhJLg3XLqylXYT1+VDPOKAQDrpPhPDmfCDqfBJqieT7Yw0qjdYQM02QbhIaSTUrDfSPum8RRscSYR2MzTj2saUQ/RQ9smazX/Re8H/jnG3rgEg57Ki2I1/pXwrLEdrmkg3OHY36Xh1mpCgrTz86LE6WPSNQKb9MJO5Te1cVuuLpOXEEGPBSUfsBijCwR0jKLsmFhI0di248SpoOEP/vpKnMqBIaV0+TerVIY9Rl35u4DmsMD5z6Uy6Gtl45ykhfj83RX4kHJ0matJfYmfqo34RXBxrjRTjqqghu4e06r5mPfKGFeQ4LzzeHS9mqdH81XwJJLuey+4EK27SHPk1s39Wyy4LilIMr2M61iFX0NExpUvkg1PjhBQV1M+HK7LLw2m+MfqlMn7NtSzq6/787tfL1AsNcTnALUl1jMezVaB9dgyyPjOPua0jIf8zSsLj/DnMfjOGmKueNg6WIfMIoUzE2VlTW73sFnoGLkMyGlJJlZXyOxdjl4AvOhZqPuhAlFRw2aO6/NpcbPbyY/RguP3Rh/UPMf5rzkXcAt79i77frW55FudXe83Xn+Ur9QRvlmUWvWItANPQml1nEtrw8PgN+15TQmHJGrvus0jM5KejXkRyjo6je5vR7ibO+Qiyhu6q8pe3s9SMdW6KpjaudtpJ4Su/twb0M8q/6mMfEan5SfYp2DMpRF/szsv8O6vGRrbtKNf1E7kXnO9Etl4PovbWdf0iZsH3leJcoKnzGoP7q2HLM4fdWby0iGxhu+UzFGrr808Y0sMBdTON5bVeoQIc1T/bZgsJmkslJ4UchaNNByyGuvu1vXaqMhBjBr8pdpN91ZuakizyIMWq59m737z6uvgJtPRn5wZkRpTFbQpUYPLdLB+rl/llnPhd+8/zBeln0C1Rfs7QTFDObCR6XX97X4d3lx7AgcE/1Q4biIKK64sLmk/mzm6mUBiwaIgkzAr1gvzlFu8TuglDhA9RU2hHnZTb+ROCWCO0Xl+99uon/kPg95/JGl3yRy9VGXd1pRRpxPL91F7aZ/Y/ZLlVKCmF9p+6Y/md5oohU4euA8oeqe8dnlKb0rd+Bvs/IvJvdEwskzJHsieyTx+qK7hQ6E5c/EWDMWWEyNpjF7cEVYI2juNvwo093UqbMH/Kf+mZsKOWDeBHMkTk8DFG3EUEZERKwZ17asLiFedBw/T1Lft3jHWobe0zm9cVPA/SwlD5qs9GaIpa8z24vSt8kmb6aTQic9EeDnT9KInqBycNGiRWkChNmSkuYIQF63om/6gpNbfdXGumnPeK7ZY4InISc3ghmrEavhQaM6aJlu15eyPOx1y1AoWwn/17ftStilTEvxvnuNcuAGlt19y1pnaombTsx9AS2aAwiP7jPjXPT53I3k6XUfdTyH7whF45X4CV0nmNEw+dCd/IfEIbD/ZX+Lous06FJF3r3ZNuDQVrCJRYOYrUX6rjhSqhG6jKRvW34hrWMMGMv1rMtPbrDVvN8yncCx1D9Z0Ng/F3BR7lr2VsKIRwaqvXJ1Bz+JUQ7pofB5VjGN+QBfrPoqbfdg+MH+4/zK1+RcTsYI3VDNYirmJ/t+NhCgGuaBzLazPeDEVuyfsbe7kwXNXARsvGx+joqrKi26FR2LJRDg+65mE5VVlZEJVDGeSf8P4w3SQCg5Lr+biGYQuvwpDGTp7dNBeN9oNF+hrZHp/ovjiw4Nzk7Tqzd91bW/b6XGyjsQojGOLd2OgkoAfLK+C82CFojtubl72ARI7nfDfUvPEqvyfCzj0046ZrmK9/PTYyeKk4NmND/ndd2Ow9mubyosojt2Kiu2Vqehtq48uAOvZ84/xHeRHKn1e9neDoYgos9eHh4z4jXCYw1gyOqrk+4ptDW+UwnzNUe5Q0J/K2twBqWHZzy7o/htj9GnViVkpIwhFJ+jsOMLm9sDmgRkKfC9G7BV2XLijhOq5nteB60+f6wrB3TsR7Dy86V8RwbpmxDjmXtho1BOGCieoaHuDSKmQFeaooxUt/3v9QOnKb3Blib2mk1gU2I8hReqR5PYz77WsCdjX4MNrdR2LCaFTB6wHPcjAyFxvIGNUesN60TRBc47DgK5p29hFIixhMApuPd8Xur0CCPdRw0uJ6gzp1ccFr8G/drcHergsNOlGlneYA4+i28Dw7bUtibPNUgT/0KuDpANmmBDQ/250R+0h8rxkwAoHdrj6SO1xDGo649CVD3eZFAPyyODfXxu7Qgwm+Eky97m+8wVzsys8jPV9hVYt/iXpqjNwU5sfH53BOKv+Np9zw/Z+4i6f8yi402BoYb706b42D0fwGy6JxbjceN+wEXConiCtEw3IGNiYbBillicDPTb6CnqSjMDq5cEJiT0vsVYX4vQyesKAHL+5Mvo1a7/BZYbOFk0RqUqFBHtRq37JkF+aDDpGvjhr2PpLWgqYc1FQrNoVMx7zGjn5mqzxMjXYJVLG6aKh6m8xKbKYuudCrXaRWGzsUIuKTREl8H1ynzjkr+JrgMyRlTjNAtZrbi7DNrmkrtYcjkdN16aL4UVzI7G5nhlomAbZ6nvH69pzvFGe6MSuUYP+28YMp3DIJmtxRjXlQVF2WvHl1PWHVXhooKLFlF8/st0AsCDEu0dSBLmqzP62gRk+jsYId+i0w76GS+tuq3yx0PIJB+ivKlKkOm4m9+8yLeZyfI4Jg8uNMqSq/rR+NaQxHkKz9tJ3rF444W+zd1ZOE8Hdm45f/CYHrHVzbigoJdTOgoSIgi1IZzU9SftZG3HQDsx382H0QmXHtlVgSBgOxrx9FowZbN9IYWDqhArzm51eWWvfoMzxsoZNpUi6Qj/38ZHYbeQZGPoaUvDp4lw2o+NvAUBO1pRSSS5p52r5kQinzReB5D//jUR7rZJzcaJsVTn1rVhGHhHR9YoeaVREW0Z27oJUa3CDQWSZ+OXwDQYma/t74Z6Ecahe/10lVgApJRY1vY5pgZWPWv2Kwd6SmBVzD/BV5lTdbzDgPz+qGK/ZW7lfSbmM3kYiFMSfk2fIqWJW81w/izRKQHtwryIAmBShhh1etXR+1nBnu9+SgdRf7LvfTdDgCSI1FxSCLGTQj0GWn9tFI/apSoeIq0+E8Q/GscXV5r0W/NEMonFeEZ2tlNc/E5apzdpVJ4pp12XATQLRE+79Dd7g6cvwxA+and9M3RDkMbaS+YF7eJf3j7D0IIL60UDA3C+mbDQSi+B8asBo0k+m2JWEMg8IsHanx6JNGgLUMG+YqXZNa2DQGeQsD4XSJmh/rm0K+sAsF1UtBaIFgRdfTB6h+g6wFd1nJ4JMrf/y1UVWhbAZU4JQoL/s8GfeWzpiSJF4W9ZdcXrLlTOewis92jd2SW12/7bogdFIPVOxU48175plf6VZwOFkkZc2ybRCbFW4SnESbTaZVZrytDGTFMxOzXFLoTd5JKJ0Rk2YVMNO6nVGUWeeFZrMr6oWe9yz/KtE5nqhO4pGH3apOTRhaEe4+9pudGgBeoGck6f93Kf6mVmbbnh8bPbsM1C2WFyovRi9vr2BdRlfztnEOqa595xxxgNyN7f6Xfl8BETtOydG+YpciqU/5yw3ZFkCSHIG0DvzNzFNx2GQyLIky/fhEO9+c4dVBvNXVAFvdvq7vfQv5pLnr2grSE5eO6bGLVHAfzddF9rUtC8bsKAhNH/nnZv406joDy/kKtxSbF8VqdKZu2S0Qw7ERYxeMkCsjKP8ejOKZp9YvoniB5MdSAPReaygm8LrhYGON0yLtwLys3CKwkzNJc4vVgjH3y7cLZC9Nd3WW+kXg2Rf0sfWyQXd2eA4DQ0n2azqXMuw5XldXsT4lP8ylTPUYlsLrcmELUTWQHM/Kc/tlkfy7DEp8pW3htduvnMiiylzIcGYRtf9IbHtRQ95kvxuFJAN17fO9i7V42x7nuhvYwq+/HJcY+9NQBAC1JxPto4SpHjfQYFQL7G0AApa9wXV5fX7rJLWXKHF4JUIdgWEWGJafjTe8V3eGIxlHt327Ykv70NC8PHN1pSv+5CyyNcgQiviedKYr+lP99TkyUNKiqezt5l3I1Y2MzlEz/3duM6Pc08qSfmMq2V9f391yp8ewCc/G5WLcqvj/m2+1ddPChVybmfW7RY5L5k8uHm1/ATmq8L4YEXaks/CVX/qmHvEupaOOhbh5ZOG2I/G6A5JY5NpbiBaWX58HRIzleGQY0N45E82f8/bwdqlPdtreWFfwneifEpr9hKQ2cJDhRwJ/PpBFxtLhNRNR/jXQoIhmSQYwbeDe9eIhePlbdk+B/YJmukwnIXAb/+qBL82KO9bqf3HH+ucuQz62v9mKFDHD5Yzs+DRrZfDHxNzQvXGOPZuAy4DVzS9CsUU/CjS+ciPQCF2R5TlVrFS9W8mvN+tJ+drf3KRB9zPnA+eBVO3fMT/MZBrSFhLgfxmtdHi6Z4dx5qPuPFavWGl6FYohYvRHpuI/6IpiM7OSQKso8IG+o3CAPZZ34bQYnwlhLolJOHjRTNid5fJ7k/F7+rL3CKOa4/5UhzeYFOEhLQAhRpcuJpgdxM1Lafvd8PYY0s5fIxVSmb98K4HUX4x2dYsT5uDv1kl+F4GPLbio96lYgjwImn+NXd0Bra3U+NWqp8HObT0/HO4vdWEYnDRLjpLmGl/I3JlYINClBePaND06kJnerSpgfMiSICfq9tgDkWaT4lPAN0PtHj9iKimmGL+pg/+qYVjbsFswyeBCjtf2+PM75s073v6wkQdlI2l3f0u8SwsGL+rScWyeIEl/NTFcpgtcu1zEepCATD9w/enGahpdDDNYyHRJ/n9haQRNz3OFpS18s0rnyyqBb4OjObw8saKgGXw/LXVczlBxUeRyGQP6fJRVi30owfHFa9VmhUdyZdprp4K9djvc+2BjLgX9OqSrs+fAyZlmBet3ugTQICsU/wEMjhhLuwlkTuQ0PIdPZzDhIuL2a54PFJeVptI93vwe7zXZTjuZ0+oSuARuulo/xqtRB7tQZY8WXmBqO2B5IwROsIpo7hvJn5g77W/T5izowMoJFuxBls12iVwVOae/czznNbZ8K9lbFOIHs+Ay+9tHnHIROSyc7FzcHSpsxEDGnt89MID5y9DBUwdIa4Br/KHXlH9xRuVMOjMH3j67v0Fjx/ZgAOb/f6KERerDuQVv2TvDwYRGxzwu/7luE4diN1C+5ODEQITicTHuSo+mtN15HZjDbR0DGJZ5NozvsYrV6aOrbL2iJkrFU4s8pJM4RXBO1N9Nord7Hi3Ibp1Vodcb+jkBl/aqPzBgHp21PyNlnDFFZlMZ2E6Vb85/30M2HkhohGwkqvQJRQerY25XXTUGU7Zr/MKSaSheU5pdxkv/11hZjvaE2ulwMsvSopNj2Q+QHV7mdQu9rDXrlHmSGBVfQMQ1LRZzmI7yU9KIaaWKGaIz+290A4h02KzL3TiULLoDL3aVPB/BW90yOFO2pjRYyQM5j3AB5q/Vg5QY3rZRzW/0k8CiWQRh0iMpPvNjD4BnbLqIBpGs2tH5LcQjuRm2kFKD0Iv8RF3ZoK7Z0Zuimc/aiTIDR03Ns3V5L/hv2z5ta8ALiKy/1bXKV4n+/Ro6U3BilNtBxZYcBPo6dMdAEjYbWTz8wqfGNThQv1q9nmmnU+raaPIIDmQTKD9nNYxdQacuQPObGutpzrXp15ZDGb0TV7DoP2Gtb8C66TTJv1lcVkaf3LbqbBA4w/oIVqrb60fHfMdsh7p5/V88fzG65TGHWpzbRcKP1/nlI/g5Z/k4r9qIwdq0f0tN0XAmU1Y66HFS+585AZQY4F2BFiSXtCQ/APP+u+GI+2LIuisWcaTy1CRM1PFYp74IvcRBtRcDmJJmVxmYhPSz5nIboNOP/xA8v36CqENH0mL4JstXsICrZAVyufPzJDUN/fR4gl2i/4RGC9hB4TnfX3I1DnDO7asB+IKbv9VUJy6RaiVB9dC5ofKlSBaExPNy2iDyz7TRu1TU1VBcs9JfoQoYQQTH9pBuruSb7D0pYYsr2azrXDm391sCYdK6JN4rg+aIq8ZLwBiBC0E0ZUFJmSIBJquc9nLR//Fzg7pzL91pIjUTMU0leCSzO45VQQJTiEwNW15SCDDA2aapm1VUtGkhvwra/2nGIzC2wyEBlYG0n0m4vi606ZB9j2k1NHZrIPoEn057/4Ifflxie+gAYKjn9nno7qFbb8SxFZCVNxr6Qf9Mtkj7DPCabxX170nHC9mOYw9k+rj3f7gw3Cc4WT0s/9BYO5H2JxssF78ZM19AjbsdH5avExld5bfC4PwKRuG6fe7TqLY3LBfCA8y/HT1briCCSMVDVkRYGps0Y/1YSQwCWVGrItSJZ65zgzhqTzWNgrjI8ycr5IlssXr9KT81jbkQllhRSBaDDFFFuVN3AhT/BJDR5OHD9DCjJ2FJW4GN2iGIx5OEBQbKLsQQyaO4FNYmLrVVNO8kmkhsEYgzyJEazkuvvJo5e4Ap7OSgcqW7cv0x3CGonTwiZJcANauSF5S73L31/pqNF+MqoR0Kl30Y0qQq2nqRFfn1WseLeKhuOvfmZpsJ8c4jW8kMo332wE8/30S5/3ql+tQ1cSKTXQMSQIrhQmgeg10mb8Iqz3X0382AVxaFKf1G5LbHogsITgmax2hhwoPB9Vxu8C2IelI4l1J+F2VtDhuZMknCV1UcQ17kSk8QhAri1w7XPltifRpvgNdRYjnhUFTfV1780zB4RU6dqSG4YHhzp/Rm+YrlYWFhOJcu5L3UwySQXgEX17X+24PPAYVu5gEfiu11S9mgswF0mqpPcCDH3TJfU5K/DcI3b9jm/X6vVUgCyxPFu+45Q90pVhDVJ7or5kG+FA6evgwQj8kliL+L2474JYABYs/qLLkTbIcQRjjfThWSt+u5yErsKCNBR+whanYZxCRIk/SN5dKJP46XKMYdnvdM7EncQr0+XWR9Le26AbegnNELn22qj+yPMBqKuywRVuFxEBrW527dDTPComu6OciEBwrcD+JEZN07HR3cowNClOX87FAGgHYk/3ka+aO3ThJnLh5YPwHO2b2hhSHmCX9JHSf4fRMrNw278WttswGEr9zBfx2TD8s5Dk3TDaoYyI6aXxwItzN4vzVGC8Kgz4RfxO9XxDCuFhvO2YK6sPhp7DdGrjZ1FZ17fs6tab/JbZ4GBXXWsOMVW4caW2utBlCgualoiDyofubfu0vmNH/WlqusBvQskuXV/9jB+Ge1WPiQ1JpwSji7F+Qi2Zdy7Jqn+6gJ8RjeOoIvWURc01vjXh/rPJZ434j1P4aTHGjBcQloPmTeSv/4UR5qq/5MmDH4JGwmf2ZHJyijIVf5OQnMLV8qQd9UEHfjZeuX7gm1/I5ZmqYz15kmXH93JcDtu3Qa10anf+GfXi/Mc+7dpeGzdNCf9DBhAce+shTt7ADWfZw9520xpP1qAD5RD1HrrQuvqxWSd5AwKyeHctFF5/Eps/xc4eGzGN3CwhiPQ9PoaXnvMdKPvdPgunUQ+9AdlMmSNosQX8ng/QC+yOgpv78jWJ4/7dOg+OvTC15+TyrewdM3MVK2CKezG22Kn07PhvLCvnigYz2WJmgv+21YdBjZKZi9esqvv6wOx/4Uctz6/ThYmIJ/4buvFz1AIy+wjMZfRAxyyiK3VUbbvIV7xTtxxrjlNs+PuR7XI8f001gW6he0ZyzGiZFvk6q5BUD/RdNmsXAroClSczgn/3F1Bzi8C8I0GA0FQq9cgDoxNB0n3CMGWdu7cIBCYkzA5fw9nt7YeGyKjTgAsUqfMVmud/u9d8FyaBNA7SJqiLQsAcNDkh1vOemhzrsi82qTLLBDtKYjIsRh5frRk6C1Glc0SPkYaFoT/4MxkOzB1KzJdKE8x7uP7j8b3rkAkbk/Sgq2E2ng2KA3LHjCzZo25H+Bpf/72+4HItW2ZxbnzmRisdyCZBZU8n/6hPsUDa/SqS9sN6IjqkJh21bZ4RfxtsFKPIDLcW+XbvgwE22fMmn1CwSov7qFJ8HmY3a/DT39vK9dvyCQSaieJSpLhUiyIFnPiiB22m8INBVoDwcPe0b4Xs/SDywFxrdwFum7hhFR7sMX9pLgMcYg4fVc/pia1p7jp2oNP6uW7VQWC+qBsa0XQje/yxA4Rbky8ej1080df2XAPXRv5VsiycatpVcQJ6TK3jqOWEU6fqIdAB7sOo5+KGhrst8aI0BqevjCL+yU59hFR9NIrbHndktgNwv97M7JroGxHfGfN8bKfbVcf5eHR97Igda2lh+Dcwx5l75c2HFj86oZE2/dYw+zocuI5QkoGJfZExqAviBkgyR8o8H4/bOKw+u2+XaqGtmjLPWlaJ8QqUGUonv8U35KNqtYMYvsmz6yGgr2US+wRqxUq+KFF9u2p9ikiub0vV2KHkSxNdo/zENTASW+/nHUkai2q/vNzeO/fM3bfa7wvD5WT8Y/+PpimeCXj9afCJP0L2uja/Xo3N0pARTtL/Mj0jjLvMsfBhoJZEMdNQNMWpRju+mR9yxrMzHD0YUGjzkCRjU4JnNK+5+G01jXgtp+JfMDg7NTKgmFlOp1W7IbXNurimpC5iQVC43gatkjbC1i8NAJoJfiDRnbTHJXGpCNl6pY55GPpg+whpEPy8HOLKAXppwxQre3DSZOhjVBFuwKL9MsQ6WPn97ORJtVcqbOYVtlPh4jz9zqCNq6kP64cD0GNbPFQlxLVipcumVd9N7ETH0ttgQ8bezSGI+uBJ5qywbSKlHaGlPTNHN4P7Txqzk5cRmd/NrDofWKTA4wqDZuImOee0e9xexEV8TovVbY+dn7/mSJJTVzzyZsRJPXYZwUTKSyg/Pe142tO+fa6OkMqpin8a5UEU3GNkMGnTOndoAppMIrx2Q/mJKBG/7TGchQwiwrL7MuI31Tljyhg4YD8BTkC/rKo/CUhCHdHCPo9f37MIMAkNkbUgHY82wWa/cL32NOc9yURAq4Ds5vN1obciHrd+X1K6330MX1LwOuZhkd1AkXxqxyBfXtu8dcGRFOA5WQrmSIsGx3C/4CwYGeyCen0B7dVOtAyxi3QrFYVL/4k4lsZ/96bD90yKVMfrclsVa134X1Pc1nIpQ+RFx2C4t6fcyrzDwwo7Hns6itea/yVUJSVUwVVpfE+1doTu4/tya+YdHB5BwkkwPEAyHYljAKThJOHA3CplCS1WDM3ipCQUdWshwCK250Nz0MgfvYc9Ac5Gffk05x2zoyM73X+5ateB8MjffOSySuiWt64IcDebWnw0uCCYQvE+41/HZmfFlc5FwwNVZrq04TlTjvPZZeR6gLH8TQw5wMscefVM1yoQOR9QD9g1l/g3jM2Yimug/3G3jdYapuMoEwv+OHT40tRJjFXUR3bk0v7/Vdx4n0SPDV6rH06vqwyOA35mLRYZQfO2hX/54JROd2jWb62RubPnPGXamJeuXu9o6S7Y8vD+w8VH9jvoQhwwGBMckvZO3UaE7CB8s0I4g9Rhq8FiUbBjlbGyqu9GhWn1f4yvo1b0KMdD2zGyXpDnk4w5Pvwemsen8PX6ITMfHaYcpthQsHsfEuvfbCTJ09wIQzvQXr7/yTvDhu/t2hv0wZrct8d2mwtOmqV1K4K9FJooJwbManrClpAH610YNBuJ6yRNf6XTtbqEm4M3dNeU6qZB8TeZ1hTfKGVIzkVl1WpcGcbzf6kZQEVhM2OSgszt7/wTcHzFH/KruC2gaVg7cZjL+5lHguIRMG/lC2yezG3Ztobp+dWuxQZdOFrwn71B2GlpAEEUUGcOIqleTZlJjxx1hl3N7fZLulhStWTrF/6ajKjU3YmokYBD7j4NxfxtTbXX1v5k3szQa9Dz9ZD/FvLNphq7SVJA4f78hUbxSLdeO/Vr/Jd+QKdNRmKBp1eYfgTQETWgSvCb0B2psseNkVtA56nndI6htv3xe4YZb1Z4CxXXc72tDkidJyYU8TZWjQ8+qzf6FSIcos71jHNmpuobSxIPE0jEHscSFWOha1ip2dpknPI7Q/xpBwlqL0v0JHltdnzpWy2WEisERAsmtKJ3F2kEgXBT+WxaSK/yy1y5mal8M+4jlV8JSIebmtDA+YR0up3fWOHPWDlaaK3kMszu5kCWELySSN5ICqDG2XtWwaYpbqS6Yy6y+b0ASewH8lNKii/UTucFstWsiu0qc+TZsXiVFswQzadNZdxZJ2Wq3WF6wKCmpS2i4X0GeNCHMWIIXc7bf3MDik43DUVF11ViwtjpginVZ2odRRIYyk+wN4Ie0qqXiGvPt4b+swl3c6SSvt2ylvXUMtAeq28cvh6UKCOZ3wwQ2fyOUf/yvrEg81Mj80cSIcTQqD92eD3v+fefbI7ZtRcRCY4TQzmMWm8eUmBPGV/RQEASip1lv1XGZzsiFHHQrizB6vPyh4TOcxxvsUe/Fk8m/BZkg0I/RPVHm70BU0OYJVWcFBell3oZQx9RE8AbJ1+7Mbhj8yXBHm6qOyvkqQ2n6ZYFbT/8VAMDDhPsZT1JkwOThFRcdYLbTjznPvpK8Fq5Xr70fT5yFAFthovFRIxof3nORfb6ZlHnqe2UfBITDmgI5v3TZrtlNHVeXgnRKlHlbCvJst296o8bf+sOpyl9dfmpigRR3tKYqjvjLn/LoK+37KIaRgvoaDE/inIT4irml1anbFYN4s60zwKQnmdXOa8jLKFqKuipdFCnehMIa276FRXQmowmEmg4pfPI9VqvWNR7fL+t7Vm73JqStcyXv6GTaX3Z9VpkE1CkOPeFwQHlq7L8wdEYb9kFAQnQDX+wq+Wjd3FXDmX4KkXLjhKL2TPnNLRbh1+SnrWHHfcS6pseEFGrkq4XQGcbSN5K7xRvlaLxKFROSbpNC7hOKv3yx7ybXMu7/PF3FkqValP2anuMyxN2dGe5c3L6+Iet1R9SkMjLvhXO2rLVVf2WrXPx+wAM8ktZI066qCjyu63VL0D/jTx2PHxh4Rb0MmIUgzsoIrYgmVtr78dfu+J5/vieusvBi1gFHfT9SpYFDg6B34ybzNOzbxMIHbhE+ZxXTIO35vm/7SqIzpHHG/PvyJ4+UMC8WDt04eZFW60hscCq41y6xD1V0eugT3fkSqvqXhC94Ee1n+ibB756NyH+7heG/ubXfURYbAbQiS0HChxrYehQrpCJDqjTxJK4kTTJPNnNQ1Fd6oU5CeJWI8Jo01SS66AohU+45U3pB1OGNieXQa38wexSw3GvJxx5Ot0GufoIQlBJjJWB85YUGKfpnKL5s/zH+9Uak24x0lAdPVx/dqo8K1HOXvE3pVX+SO5/DqjnxbcvvGRVR5Fk5a185GhwSaBGqHiCI5kVKiBRMluonYjtOnlKEUXl4reCcFtJP6KcYRg0tQfphXEbj0Wt+cWV06p+74V9K/BdzoCmIDTSE9ay/359/2UhCZD13sc+iwyyVnvWLBMGpKtcSSMNBP3PQa9EkYAi5sl6e/FoF0UIwq7+Kbv5vk2T3WXvPGT6fYY4biW5+an9bSoULdvtxAuOhjD90SY/gjqH1XFPKVvec1e+Y1VcR9M3ToNIhtemZCYumerzAvk4gDtlPE81wgVCfN79OubjBFdcHBcwuwL3myBNEdZBDFa43hDHEcB4Knm9l3H/r/t5/63OjKpDceHkEdOUCyMaHL0vBFgI5Prdn4N+DKU63sdXPABWEOZah423ponFg+RsabJ45IRAxOcDPuuNfkCwM/6rtorHT/zYALetAd8/4gxTsh0y+L2LwDyk5VLjR/dmCNQnOWEy6iJGwRKu9TZwm7laZ3GdpRXo5KJY6OTnnlYC8fD3kXlm1XSwyhi57jSG9oanNsUF3ol9khfMBHADK7EtY5UCelyWCNr9pISfcvZ06DQ1lMO61Kbkrlb5zUOeFpf0ljmBw4RPdl6cUv8/bifSnwZfRx8jcx0Lfb+XDbq+VjcAjtaBOrGezHhep53rWesDOxRsa5DRO/hxX1fGW6aFakO+nRRlE65v+mYGTUmmzjxRLqUNs75Sag4SZBg9wXKIrY37JFfw9xuOI+RNdL9JPGu4C+PBT2W0pu1X+9WjmweX7fUa0V5Nr+yISJfsl2a5GE/u2tWALsQzLhDSdzk173Gl5OATzhftJI8vGSYFJtycPV+V/B8l7ZoJNnbx1h9ADdaA0yw/MTCoJ9BdtakKdDs8tVfGQl0K5McIOza19HLD6yB80Q/6GXTU2aaSLYSBXsVku9hhHecg0t4OuvMCcEsOe5l35Kd+cJzEpRlOfV/jr9eiP5Nm6StlFkU1IY5iXkxiRzj0LqGuXyM4U52+dkgXG59dUcdSpXQMJurXrEXcn+MXHdTnS6Cai5yiTaElSMz5uj86WqZkbHXLpIZm7Ii3ip0EIAJsCJ81AMIl3ZQTE442uql2MKEQ+KRS1q3gb9BjWI/MGlLIPmZaUQmSfWEqoTJQ3hJyX5pczM7++X28WBMRW+9loM/924cURLZemMvGXKY1rtgOhL4bVt6+vQtXqZazwz0Xj1jhL4GWeH+JFxBmg0QdHWU9KB65CJYmmV/gYWJuR32dpjeqOwjZhlizn6ZWjc0Z5T3d5EvAvJpLeobaWXBFUnpk+X5AFuIMwur5AS0fbn8EpD6C3Q0+OkEniJ9X0XItYi3glPVD3r7kYB1xDQEbdPbymgOc77sb9Pin6Qlzmke9T8WNOolSLJyJCEYKQn4JscP/FbB8mSdTuaK/d+OG4vrZ0630Tsfki0ccWnvTMUWpgDv/ERMe2F4DCZt5ARaNwRxVV7tBviwpiqP/8ZG7yXKixd0AAI7Kn3fI7IRdFx2eTkECck7O9DvzwuDAk9OUry+0yWgwq58XY7SUR/+zZUZgFjodhs4c6qsvOCyAyfnBB3Y7jLDEshrJ82a2H8CROH0y/EkD9l4/VXEF7DkKlmkgNADRi1qWOQLjLigyq9Hjel2M3+OULfUh8KeJaJxRG+sX5zkG6JZAzcEoZxGvQDNKmBaRKQ9Z5BY1QLsmq5FYEtSfNHklVS2TqjuWTEpC7m3Hxm2H9cloSyxO2Sfv7644W/mZfJs1RXwjqOU7bQ4pcLnHwqeXxw5sZ9rUmnZURY3W0nYZTh93ydycxaCGOjiAUI/WSmVpWGSrwirPX/YLdG1bnfLX5+W9+KytxcqwG08kDZ7+sAq8UQ6J9whN2LDZf8ZelWvEWrny6ymi5sfN4DNeQaq4x+dyNDwwcrgz2bhSEzdMoQLrfVQOcQluQOlOFcvzEo8Eja9cXp8Z3EWZ/FCw6BK5xVsVVdRRFGu9Nvxozs9QCaxonZ1Y+oShSdam+6EdAuDORhpgWbGGq4Yj2PuygX8AN1eDhmuhfvBrzeCj7vURMDlRFG0AvAExw+vVIxNGPvFWSgWbnofvj3MuRTftw+YWOYj6VL046Qg6gvk/HE9YosCRSbu2jtQ8SrydQyNK8KolA741lPNRd82Bm4awlgafEEHq7D0leONSsJsZ3p48b6GSPCJpVwOlkVfAVdyV7esIGUxFPQQzWKYGyLQpvQANDrVUspBOuQXEcAzplnYHvwlcCAE6XW2OrtRijFe7C/xq+QafMvoNXu2k80biK1Gn81O7SP19Axn08o7wt78gGWGQr8ZQB0mefYG68RU0sLbdbACRMnk/Kbq7PnmxwCvM4DViyD0RQAxfp7SuS9ZcP/nmRYqn10vUkENSjYpTIghbweMHT4u/pe1l34w3YBIIJLwCAFlMybUcvjK5X+sSJ30DgLDtDs4Tz2X96CfYqA98OmCufzvyNk/uf/4oF+ZcXvRCbJavKaGQZarIu88Dc0YYvpbkMVQK/xlHAIyff53QDvD52lhSwSroLVJMEiOgcX6NlTaj66hhApuVvwH+FrCQwyRAqaxDS3X4VIBBs4euPdhIfhk98y/BEvaM0frkdlBvDcxXx452tTNlk6YPFtnZEf+UH5RXihGDWQSm12xjA08jSRb2G2nfs4Vo9JdFS5TqAdpSr9Fd/GCRvWnpiQJvRS0NlbPfH5QFDs7pmi3UcWBf9NyUpb5IpqmS2elF7yfU6InTOZQaKIBTsMiKNcQlf0ptgPLs55uAW8FZpSy3N+DkqIBaUzDYpEJtzycnTRu9equ38N3GGVmzMeS2uyoyKaS2q6H6H/nx3nH4WnuQk3sdcouqUyK1Le6wFv19yNAAj+pN8KbGOraBYyEpYYbtdgolcxpBuqiFzSqAyPet7AdQ7qdxq/oVF8PAt6JpV+y/g+X1V1V8Mn0mUf27qMOx+uQKbQMX9Zbax40NYLuTTivV2Y2jABOwr8572DO3VayP5srOG1d59/e64Up5JH9sHCzNKHNuuivlio6FzzXNcABvT+tadaQM2LhrFE+WQZdMjwgRf6Da9J1gOiMK+9OUnaFA9A9/zMQxSXvHfIt3Z+mwplJU/QHAFjVtLmlJogBoieGxv2KBJkb9tXpoGvFid2TB3JJgYAaYd63ZCn499Hi0kUpg5nSsZQXHZV+CejX754Gqh650Y4nmoU5kVdFheFRRarS24HO4uFQh0Mg7K2ImhCTfcWy0lwEM2t8HQKIOccT3Yi0IVwchU6/6zSQd82SQQTDSSUNKFwnlVya9NQ+21ZyzAuHrXMeEVJJhtT3oFmTtFLODf1xuLE0jZSNnuQJFx6YU6XmRtz3kSS8t3lmsxrXvVLHSc0beIWDjdQ2LSU+P50uOd2Z2t1m7PmpQyRGtQr0i3jPMfhLgmNlYEjwwIP3WNNN98dTaSw76ekH0pRodsalw7/mgyQT8lxeFj3d9K4eFZyxOqV0ryZjRr5dpF3aY6TJ3uPZRaggD8fSGF/PccH29CstTUmNA2k8SZeBMFxCYZNm7lbXBejvwJwXNz7c4GOm7NXvvcKs25+IYhB33HCjwuocHkQxuc86HJpPq1CAhPGbRa7bMNoGMouoyMropRS77K2ypYZX0rYMZtzop9QPAIIXPoi3cAB1mzGs6yyU42inqTuO+3SFUrV3o9bWZQG0pDMhAQvxiJlKM+eYpKeDEpxLx6SlryMFKma0GQfeVrTj9EDO3lT1ZCWGwDeKP/FrQM5rhKGPCAD53YdnjbWDD3OpdX8D4cevv6sbyn7SvkGa+47ESEttVqgfqnYm4DG6JkuGPkjtR0Mvp1eYGXk4XAdgrabfEepDkhN+OaRuZMUDrSp/bhZg6yi+lM5ns37KMbjxTQPAgbKR8syqVZ+uahazLBzYP4+qHBN10JyobJToZVKQAzQO+M+oLi/7Kh9wm5GA2KEu9cyx6YZ0eGf2bXNK68k1l9ynwJL+iaGJwQckMx669TEWBAguqq4n49VKdR8ePvx/mlC9NRoqVJjjxKKtN+a9Xo0HXH3KV+agrDmMDrQnoMjFwBKiok/SBORB+uZMbt2w4Xfenu0g/uKbsq4Mb869oQzXD9uqRS85v79WAWkI6dwLA6UETslYUxqnflsJpYw/t+wN1AIIfsK9iI8XIqgHbzXBLaoBsATJT9AqnKSpyvNiQcjZrbBPLgWIMVwlcWxX/4L/qXh54UuTK0eg4aCnTSg1dLlJYeyDeOSu8F2hOjo1zw+NiTUiPubxoHnyqkOed0SJhmvp5GQM7qD8txEao7UlPeDWImhOBpg/KX2TV/2mhfv77yh419YVMiyE2K7U7h9B2puQ/8Aw2JY0m2Ol8g6d+Hzm1A3G6u4L36wlEVZ71wwCaSDFbLCd0hnCr/IkMD/MPuo9P6nZ2YaBtZfpO2aJa6pgM21wSBF8vGkLiCKCE5SLfLutDU3incTu+8AALlcU2GvnKY1M4g1wiIbWB3l5fJW/tCC+soLmrbyrC6HIRyXB1U/wUbyr/1F4nT4+BL9nXPR1ZUrDA5bIp69MwF1n49VtWghaaYMYHj6eXrKZW+uNmsehw+jw/E7kkd+bk6LoD/Kl+aM3imyoWo8LuX5DIiypL7arrt1Ah7BDXXv+++425P2112ywHUaODG3tc46jBr7PF+jG+8OX/0j3+kH49u57HyNKP0V0a0g6/W8EOAgiqmw9LvRkMvwJmbkBp5EqZ7722CwCvXYhM1YsKzJXw/1mvVLwFi7Itr+oWUVHcSjLbFjbtzZ7EBackD+X4cQAgHxhaMZugWllYUtthvWxalQ9u3I+UoVntIMSJblDbbzFUTNL//NK/cYevqxS7GX/x9yRaqSXG0h5j3LHcV+8hfZaAV8AIed+uSE19xRFXcNSZZDLs2OHN6JnM/KvYRgQ3vpUWgHoBEU2KMoOBnE5rSHy+AccfXF90fX+tEQ9Rg4rPc5YFoKe/NVuNFQCmc9KkO2sy3uaWcjg+TF95bTW111S3hcpHtbL3c47kfkXplKOclLIa9mLIPLfRDiwPRXbo+PBQLw7yGljCGpin5dWwlg3sNfQcKnDK85jI8ouKI5GA7S9DTD+4BXal1N1wUczs4pJ/xV1VSX6R3GvyzAfaSDv1Emn+jH75ZwPTLLnj9wk0htQbWoFNzYdrw99KmQCnaCCXWmqhfdG5xrQRTag275ijW3Be8+QYI8mv4V9ynG4/jfkNaaFivqgW+qEFxU3Rg2+1vp0v/ayk3NlTeZZl4EdvXHnLN00/qFXwIPHltrif9DYoRiWMG8QwODWnkxUjGSfdpEjTA4xyl4lcFq4AMcmgzIGVYEqXZ243FIU/LCCW7679UMj603SR94YgD04iJGQUcrMdpl/EDrjR+SxJT1k9C/Cs9GBrPMcqfDp7Q4f5UsCTHe1KkfWMfMMVIpUvNvxqmcDxAqDLPHBSdbJtBU9xPS3LpVXQH3vUpLF5fy8yr913j0ourLJaiV0KgDDcGpe61W4iEqhb5iO2G6RLuujon2l5cLRZu+HQvWc+vY6zti9EZ7AnOAP5N2qIBvntmyUrbYMLQ7W9t+W+Ig1qSmW9AO90vFqGAPBOJus+eUvDF4xIjMgsETP6KGSWPapba8F+ZKbu6bo9E+JYq8oY8Tx6ozRAT5LYL92vTwROeoUf0wqGa2/f+92IdO9C3r5kgVg88uawMzZtfiJe+tVO+4SEsy9I+Q1Is4PnAtIXvO3BJa7G1WLfsgBrh8TGRDRtebrXdzeVRKC9tpn7yTePBdDn1geVHwRHhU6nVDAsCSoIUO4y1LYyLe6aYstJ7Af8E3fIeOGcYLgrloxhsB8JmCFn97ZOIMFdhZk2/ho0GI0NI8vQrAyC/wM6memjkwKbaRoqbhy+FcoH4AnG2Rjb2U4LxxdTNF712j425NaOqDcBrhizOgbnoHLiOlXOVaLg/wBYvvl/8YujhQjvFMvf4Q0KZWr0qklAd0od6CAXU70iDYc5VfqC9c86bU451iPdDvID04lCR7UtF8NFX7/A+4O6vLbuDi9RRBf1ZIi4S/yupyqafrk6toU6/NtnDbltiudUG4AkfRQTTeXP02du7wswkHWseJqBqhqszsjPhWHisVX61DNklJzgCi5lraqi1ALXRHnCaKTOJZKNN0FPuBOPAELWwZmoMmAeY8rRzTarTn3JTXzLO7CB9GhMB63gNA1q9NqtOgOObQ8tThphZVlB6VwZmJjxYCw6Sxltf299Pn0VfOnh/B8Szr7IQoDls5vU1/Jsux7M1dR5Pj0Wz6YnD5eWCMS1gh78aRaJSRmgB8Z4yj2Z4fv/av4n1/WdMxJYGAaJ0zAX4BNmBuhj9rtrIf8NGSmfqgtWpp8E1KX4k+EnWxhkcF1MHyN9eYtpZZhxLTzPkQZS15sQKnFNAYxDt+OvlOZFigs8D5kURpmVfa+Y8BAo6RSl4k6JJrD/JTKe/KTcHTDAAv9/9gLww5aMXW1BtHe0GxW0i9qYkfCQ1MRjPU0aEOHHCyJA5RquIOm+xw8wPG1r9f1wAt/IL5AeLspgqYLknBkR82kNixixs+AofywHY7y8+NPWz9viydlKNmpQmKsv97xNlTOtXcZ7hH3I08g/IyOMHBn4fvMgXPPgcaHuwUEVizQCtiEtu9fmKKO870b/klHGXeP15iBYkXWCh6BmvQQh6wQcj1B4eLt+QM7ZCbrQC1RXJClKQdyxbALBKRvkWjGN5VlDvHZBnORnuLJcxNaLMhXJE15EFocN7oe4XIk7XVW6d6vLrTfMIvvnGT2KC6Ix8d7RF1gH8GmGMVn4lw00U/9G6X33++LOkxAvwDLnBtfwlaxBNsHnDW+bwjaHsNpmpCFX2PKWaGM9HvS8tE1g6OPwENKxqSD9JOHgdWZGCUDlra6qFYkteDdBTlyiaLfgNlkP2Y3qRRDMmG6zcWG4C3CK9KFOvkDJch07co1DhgOg1HFXLTrW1bLAPZyE0it0XjBinr+NhPPAn31pggioYp5/5X6DiA2PkgxaHAdmTge9t+vziD3yOi5UYm1CaXnW3z+NpLemKwMpHquYMKZzS567EKgEScapMwxwI4f7pg+FxFSfVUJ00gCmTDQzasZ+C/woTuIucrjG1wMu0DvHe6DI8YFDtxUzkhisxv/gr2Iy3qNFafUZcIrmIkXJwyFYkA/4GVZyra1phFd4+R38J1s+MTLO/LOtM6ui7lbBBjs0jY7qt+2Q1k0EM9J27H5GUrlQvbShIvyZaPu4b9pMxd36SIHGZn9/YqMhXPw39FZ97ydlAVTez/xuQPNIvADaM3Gi6EkU2xYELyBg01HhG+YNAnsVp/vt/Pl7Ny3U5MnW39cOqr3ylSb4xv8aaR+lvcUexF3xF27vO716mJ5hzWQGehA1nQe0Xba6k5uQc28Gib2EPDbFojYeTlAm5zsxUFP5X+dLCz/g7ElKDdjLuxNOqtFYefllIZJQSSTzJfH63WPMey/WyldaW/8Dm92pMkcLEB4yCpYCzBzivFkLEDz7fBWZLWOX/ZqU7wvkaSqv8JyeA8JeNuLDXjvLeHQ1gFbuLMITjio7mkBkjeNA/g2LEqvkdWvjxCwxFsK0Ut/O3w0fv/6UiT6xfyvD03Oeyp2dyisOzVkFUg5KG0XzWN2FF6Q4D3Yx9mdgkJVaeaFXCvOx1Rr52Il7tzBd9vGhGdWqwzJRQEsMNiQ5QYCHD/I1hb+ldegsWfJF1ceNg1sxRpqrmqgC1mOnSXxvumFU1dVk3Y/GVYbp6fBGjyr1o19ubg91cYi86uYG63GGtqYemGnikSVdzwSfE/LUIdJrU/Vg1Styrl/35jj+Def8XbUXp+TfqkVDDqy4AVGbvI9Rim4Jmfb0vcgiWpSwrDD0jhsvIVoIIh97DEYj+1XYYcRAGEYO9ClwoDlF5JwjgyllY+9+2vOElKT6rCSqk1vgI2Xixp4Cco2g8gQOzZHOPJNLRkA60zMkcaG3fDTQRpVve7hwb8VxN2X2lF/v7Kra/kjLFtXPlPzGh1mTxPcDz7NErhxMs2dMH//4JAb83LZ19pWhwqh1/IznyQIm/wktLMSekBPEajv8Sk4eBZyoOKboOn1iu5Zft09YPIc3YpywIpI4DYADz0OdONbL7A73xpipJjWQLHv9NBzfvvzTIh26Q7augDgXW5iSdKeViLzufAWUAK7cxXjyHVsr1s0/uitRyhASUBIaYih/KUN6hWzRTGojSEJRZRwkAQNS8g7otnFq+CNWI+M/dFdlD964VgV67+oOBxH2vuTzhGMWKd6aXVRzV4PZQBrM/tsilDscLPPhhlma7L1MShAUGk5sLi0bT+vKrpJawZWD9cOI5m1/0GmdFtq0BCw1qTpHHFXpIVyme9Gkv6GOWk8ikQl8VuFwAp7md1PjYrV3k7POwufdlbnl/ocONGRhEmpE63TCMIsmbidv9OcqJ0xMdwjgC3QXQNDDfLE+sW7bftdDua/GLETtOeT58blAGsF6W4WkHAKueW9ZDFWugbyTLpxbwRsrfdVSavABYSqF0lVcjhEAgf9vg2WvA2X6TLFs9n2dKeJnaUFx8FHOZqtgXXZdmNDIjZrSqvpY2RV/Mkjy0Mg8//IrCAG5MRl9p5pUuhuDIED72K7wiTDdEsy+OsDBr3ItwoFo2UZEA67j3zHR+Mlplg8MheNuv9ieJp7cAy+szX7dcic9/bWjk7X+0qHbcL84ZoJ+lpH8f3Hce0u5c9EawvFwKwGjPlf0uva8jbjcKTvnA09LsgXcFF+z/lN/4uIfENCuEO/wcoTnNsR79u1OR3DeD7fuRaL46xkmzGdEjzyKAs/5YdmmvL8y8/rZZe3lqUW5Lxv4CTvyDgMaYPRuEa6x9UsKHqxMm5Fl6cPIn0cspmjYQIw8RTmV0P3SIqH7qL5nq6+ElxPZ/TIIVwXTKcq67e5DVSPj6S31S7ivpustfOi5WdS6G1ywAOWPVv+ZPmd6ZtCV5XpEkU2v9rqgAVaXgJYyVr44aL7hcUAAHpqvXfX3VJJF2KwmHX0jT7Gn/fGlXRFP+dsKX5iHkcSz8oa5C4OyHqNcUNSKLk7vORCFRVecjbzUTr2Tfh3zFSWDOv57rZJmail8qlCscZf16PfScLIamYPsW7vHHC6qOSfSEML7Y4ckFzD8GaDTcnV9pWrI4O2pnC13JeIXOYdftv13MJd4MdAHgNsvrmUufT9/N30JVPkwQkvw1uPG1H2crHrZZ9VXm8QqU9jJn6dBJHncCVgBbRZmSTyOJRiM8gBkT0FMKKE6kVVR7kWI0YgK6IlzzXei3ba1/1CKI/mrN/7TA93Vzz79OQ4It/ai3RcsksWGa6j6FEhiVhKpv5r7jCqE3rYzraOo+XmsxEaBjsXrOt2VtUG0aDl/gg/pOu/7q/mYy3u2LhzrptTuVzq8kkWQCMaRdyBBNJ2R6O/5SM65ktuYehnUDFtZ18gX5IKAjdh/HbPI0EXBG3iwTYaEcD71M+AOIN9pteE6kP5xHweRXQb8aVSZeTdDyBbefudUAk2kAPjK1PDgq8441ZRApkR2+tMBzm38rrKAHQ7r3U1XUSPL2Mx3qTRwwsIdwFGdAcZYhl+DzMdlhiff31QrKXX2uw/SQiIwGTKpyQ4oFi3clN4abIQ1jgHwNIeE50EvBP+7gmZHxPq99tcbK/g0oON4nD1+0l8ARLcVrytPp4RGgQEFfNbS6f1c0hAv8fHVfeX7ekaE0XajFRxMp2znWlc3VJyU3VKtqwYKsbDAzRGlIREkzWLoIrfzVhbnujWu+Grr7C6AFjvo+VnBh63PukEc9pNf/GL0Ive7ZKDVEqoGVKixXgisme1MASV3fsrLp9gUc/IwfxKc8vjBJjE1VqyqU+qBj0Dxd9deHv2sDfZWfAbMUOBbjEZbNkWM3qk/GFic9MkCcOdkka+ZamXPT+Ab47HCCHXw+iOeFZ9vUQQCwaqTLDfuldRUhjMryhMmgmg7mBYjBVpA1Hr30gnWWYEOWjlkpN5YcyWIkS5AcnjYkVGQjpEttlY5T/cDRb7kn75hUGJGBhTlzDbHdZyKQlHHr8lYl9cuEm81da3TBIsm6H+Av8hGbcBCodKgwG62Sc4ctUFSt6eTPLZ4OWAQIw0JSjTmUTxREYXpeOSjp9KSwzHBzrPgckE+B8+EIypi/ABpzKbrdDbYbUeDh3rkB6oL3XTkFD+Fa4+tWuKK47QjpykL7DY9gBvb3HJbNSBL2z8GPKBbcNJQfybec1yqVX7C345f3kaiw+yMvJ/6j1KXGknBfpSIU0Msi9HOdW1YawAMR3QktWsUg1BfOBoLvbDmCduZgm+V+KDz7enCzjZoacQC/71xn4sAyyYYW4ZmEJQWs/uUeTcn0o5r2X+bvH7TOlIUgKJ7ZnmH8rQU1whHnWKWK3OMxhb6Ofc1EO5kno8v5ztfrTyH0CJNAAaTDOIKWIjmhY8qMY6eUZ4zwiEd4Rv9EjVV+8a/GvztLHDl99OD842F/lZF/rx7ZnKn9X7fgqEvbF53nDbgJWxLzdJjI2QimXE6yWY/I+OzfE+tRSRrOR5/C1dEKg5S4Y19i+fVtIfwj0q4VL/FvtTXo3nKCakXeC9bpssKkpUH/016+LHwPxkDZATn57SiBKfLhAYWFNPIwlQyUtVxc1OW/G7KkCON0tlIBsR0a3GG0r4iI8UAAAkDFXSFlPNMs3QZnWPxK4IdpaehlRvxVzk4Jz4VrHdAiZr5qHHvIfy7b/qpydkWn/dno7nZbvW8BgxbWY/0Uq+OH9AxAEposWdj1TgAtk4q4nFqbVrjY+H3qgOReclBQwHQMP/q2OCu7yrlNfrEqrLSQg6RSRZrW1GNznMJzD0aTH5Py/A2bFdzPxORb5SEvOyBI8PK0xhPQcOYgpaR0gonE2z+pES3SHWRqQLVZ0STv5fzrLMxarf9bh655hMEabTydhlGcGwFqc35qJUvM/Z3SPXLlNAonzCjEuizg58TX6EdV11Sn5fa/NUFqDi7C0+cFKb6Hv5SY9FnyqL6gND74Miu43+ef+4kHELR1wCsTjzUP2yu0uVlpQ5WfZxBKXHBbYH2qZYBZWkVFF6QwIfBLjk0ho4Avx/MA48xYrCnQWgUwiSw931hojKE5yQy6UkTEZ4W/2i6TkwYDxvZM59OC1J2QsK8ThuJfkgaLzB5hmfXOX4UEcY39nub65EkvhBlutHxwf+McQDP1JG5soVEBIMJUtps+1yHb2fwSQOhbvUjHFiyFnPEXySJqApmh34HOMh7xjIE87XSQN+wDxP5EUgB3jVQjuJaS5zZ1EFZ11OuT63PL76yvbvB76pd0m92siKSle/ZG2mzRYD06JP0mHaHVN5zk+A9g0dFWacc4JVwxbl8Uoi4MiYefsvxwK9LGsz1E8zZHZUEdS93/jQVj7ydLbLCC1T6lpiyD5Mm4JqF70qAxHYrOs5SzJd6UtbS4mh8tuuAXZkjhqpPbcBgc9gvnzA0O6HumenUGO9aujumM7TqCc6gafOBXzjVsl1gA06PBSXPIG/pvQ1yi1L1vKee84Wqq1XpF1n/GY25fTUdYM86lyV1c8XCPGPqsQyChVJyyo4aJH2lcZm7O8CrGp808os8BhF+cQTC8IZ+zD93YkRVSveMPN2tWdpFC1ZS9Tj068x8UbviBdN6Jc40yGO2weNMX9zEWG0ejmIVMlfXunL8kfP1igTxO/21KwuL1+apgkQaP0MUvV6UR8RrbUVlns5sFSOil2XquCKfNuAhEd7nCRISfpGrvWMitHtMNRctJJ02PTiLPGq/3/Y7oe/DOhj1OBnNsuvJR41DwQgfoS2hVuC4aMVe9ctSFxCCLZprXX5HoHJeC1YH4Di63KYid9zFJl3s8hGux5/StRBo6k21DzgVTon2tjeZ/JTzeyObTmggEEZ52Q6BFUHoeRdJ/I+DEi5a5gaCL++X7TU+b5lEDpw5Cn4FP8lj45Ss2i5winoTVjl/uBlUTaKpRjMihPCzG1vWL9ycMncsNUuzAoHJ3Qr6yz3SXNpmaHY/8xdgn/5UQ0A5w6w6tqUzFbkx4JMUkO/4FrgdvMJhVgs0XlCcR3ZYFH2m5dF5+eP64LmLgj7mrfZlQoAdGQhGKzbzfUOUgUU18DpCoxAsch7pKz+u40NGdwKGta5Hb828Q/Y9cofjAkJeYNn640s7rQ+OYajNZQ1UMY9Xwdn4x0evZzRnuMyQhDDtYcFmO4ALqAY04iCRZW1UfR1SUxwmk85U5W0PgOeBEl8ERU8i+QHLLitCXvjLHloHFsUZi/PkbOacbh1bpXvfy9SkNlOro0Uj+tTj8r7c/p4OIlXX4n2s0fLPhpQaNToX5qsZfZOEKupsIgmGGTTwEYn8RhbiZ/srouanqMLIcAJPENA0/BDT9TZx0ux8MH1Xyt+IWLsRI6K510X/TVx2VcfQpMoV+umLvl/mFShkMg/tORPR4lrK5+ZsUthYexcgdSoNQ/KrL1se2W5A4snimqrTP2gC5Bee1icZnKdQwT2xcNNvYHQnH/MvZcrg+K3tfZNCNCT99yLfzVoKyxVUGp8V0X2CzQ5+Kc37zTSL48NMlqrNp8dX7jHnU4dMKoEmOwd9vsQKh+HxOaq/nxHdV7HqdVz97EGToCwds9dMuiNj3T9MoLoHiePr5RMtdY7gBxXVJWQgPfkoF8O86+fshO4TUBFWxQhfiPjxAdtZCrq341c9pekdhU2pu8V6OhOa9EhIbmiv3Hra+0FESWbrSSVTt6T7VZZchKrX/ixkMmuxgtKWSSep3oD46m2mfKELWaURCCI6JXvFCOanW4Rop+uCr90178uMybnYU0HJf/ypxuuWlS1FQtr+fWTh02/wNUuNnjKT1BG5+nu0HYR8yYrxDqpJqwarY+joDpvKjDob8IqX4iUudi+CmYVK0OEw/4BuFzB+SGbVHbB3UmNOuGHTQNz6KjnbaLeptMpq5+8ulXsBVXLroD/rXZEHf52t2fkJ1Ed3XZtQQs5pkOz2V2YeofyXnCZplmujLzciJq6ZXxnTmgNWWFCG9SITLaeUm+ak7lNTZy0KnnwY12JqQ8XW5/AM88y9+MYwGdeJPZtivNsq38i2JOYHOyI51x5RPpSigxVVk50nkPki+YL6fhxZ26euNqXI3DvEZxczfdDPyYq6pvN4XX+q/rjpdXOff/O2qpAsr4GvKrqDXSZBaCys2AMgrhOdK1mEDVtgoSXWWMZ7JvD66fAl1WIInzOsCyvEZZvJRP4A7i3zNgOQshHkWqCbhuYrhwCDgfGpn/dVeJ+Pof/79Jzwi9OUwej/0hfmXdasMh+OXPOmT/0uX0Sv5qn3ns6kw/TIxgK2x2rv3QCZYNSLsl0VB5Fu2IOWVF0UiTF5+dPJuT7xX7OlB8Tz1w/Wc8eLUClAcO8Kys1GaoOqV17NT4YJL6AbNYkrTs0YQz3xod35VMepdEJTDxTCr7jqWmfuzEgULjY535Ou6mJpPpz3eqadkklIvQ34b/cR55O2urHMeX7/t8Pn8uERPDumSIMEJyL6fBn9jJKJXbFox2ucuKxlnRoFG+utup+nesv4iv3VqChcx9k+GGm77RY/jNSFEhcSp88bHL7zaJmRuHWXCaGx3O5HR2fUo730Bf0of68IXPoV4Lff/Nsq8cPGFxb9i0j412L1wHhcEQP/tL6OL728y0SB3c4HTVFoJkwFf12ghmmFtHMzWdKLZa7sCvbvxRZyc+TTUis74f73cdTWhGQ5yzysEnBqz+ZHO62fqui4gX6sHPBGR+JBemYte9RoitobZDjHWN4P8iWGHrbXEKzr3YfkA1osldmlwOJbh+wEN00yse3dG3jbqimtGnsy6svpLYurUEOAFwWT/460PTFrllGhKiEXBJhSwJupS+tJTXySxD5x37hiiDPjvnb9j+J4xMIO0HOcGcWB493/1WR3VmR6rhwcBD0xx0luFGR7112K//RjkGiIm2gYp3sbL/0AhdeJ+AG4WpNDHMlo7Viwbc43nIPvDZZf+/lsm9cYYVYdsFxt/Bf7bpC9vK9NM5bnLSl2n90wjQJS/p3s2uJnJ/waOmKa5g1bO+rqc5LgxKMRCHuKsF6dx398qAwTqmmZbPf5LaXosObG/btfNAo47Z3ZddIk80M3bnjlJT//181D7988+zBkId5QQ8VQHBezISlejMq/TMo7ddSzB/vqaA7qKIP/945wZn4wi9VCg88WIlIFB8x9Va/JvPO+Pd+lu65ziC1G+0cAXh2u/F9Ziqy5Q2gheNPNltf2cyW+QwFX4xdyuyyc/RTns910b9/rG4nwjDPhg+m1Losx2Jaz4oYWuPPBsQLHOjA2TZX3hRjooNbLwPgaF8+gDkBajHQTyNyvVsihw11v6BEr3UyOggxHZhHwiOk1L7voejn+Q2aAEVrtzSQMv+v1ASqyq0BTkPqu0dCSzrg2GKUXjhJdInDT3AsxUZOj8qeUZiS9nmn/1dZvUwC+pvkP5LhK6MTtivj2ncfxUtGaTX11HMWji2w58xJKwyT3XlOLftX76vKDQVgxuLsaRObDr33g0ucc2P5+O1EPSJSAwp37ggRXJueQ/dAH565+8snh9fHs/gfEems8+uaNwjSD9s37kpJyq/+HVL5CAHZjGCuazuiUI2tTWah1ni5QZqbPk3CF4MTom2lRYHEqcJmznRrPiLcnFazFx3dK0v3I3YAszDV9IjQXgypRazu0nyP7VEF02sl0mJvVx0itLw2+aU8/9RodU7v6yqDwoiuMaZAv0NOeFFR+K3raWAWbjU6YJERrFY1TTCPkZkOkRI+OX6v7L5hOp0NQA+sI8luB9+euph9pVayOsSW1CwzgBPBagLJ7CLbtXJkcta7bE1JgDZQ0OOZddSMIHtjgoSMwfJ3li6Uc2SOUk1X5XWRNTrGslGNhGbWQX58DaAHgFYPcVpwVtcvxFJ+v6H6V/xcKp1XwLSsz+JGZUjXE25vrLgON4sr54obb6a7WXh5wg8bsmDKor1NOBAI2YVB+CUPMJv8EavvIU+0aoX37kA3mwAwNypvhT2GpV3jcSvZfn4TBczk8JxfbHWeAv5RLkHsgj2QjN2zEN5qrSVvDbklZQOEZBRpQKuLqUxDgg9qLIX6+pnhrbT7xWnkS+VLtWMrVc010mPt2Ik5IIb1jntDpnnXF2ZDtKai/UQwjijqeYJN0U1UdWX5Cxxdu+nl/yaFEvm8KL73o+vnjoGwRaFmDLPk1JO/E3fx00040Fu6rcbWNqBENENVwZMuJhPIPXfw2lpwA0hDNgs1PE/DrtYM92WhYNVuHK0DlhYPvTbOrqjIQWtgjltSnKadWC/RUo0REddLX7ceWbsYYGoxYMcJmlBvZgOSny9aYXN40c+mommHOpYpNV+J7htvayQBp/Ewfo5zH+LSGnm17wzJ6fhLixPGy/aPYlkh/2RPq7cId0j5W1BNqrAkPTpKUwW18s7yim4T/w14zIJ1g5a6PCWsxUnyjrobrpnMeAFFwu4kT0+mtjHIdVKvBobPX2Woxr9dN1TMBPOWd2XcrMER/34dcSdsNrnGRhQ9J6TIWLO7PxS8h4eScoXX0cdFJtUgCdAzv4MjclvkfajHUM8FghP2UnsHYdzO0LiKdnqMcDgXNw+Ld/AY+T4xhrHIqyAJLBQqI4uwpqkZGcQq9VmGMNk0PjDN6eSFJzLK4bl9Ig7PSZdKPmjhivr8SGd/0PdkhaFMXS3xyLw/yEQdr2gMBZSGwhf2GQ9kW4Y/A8CFSIjGmJbH2uL+VoffkkTHbeTm8TfQsVAu6wqUhqrSFycCYf6TnJX/TQkiTWg7bgu+TSY3g6NePYUZWhThuCLF96fCyxvxHbAB+o2HshxEa4lSf4gWcR18DZTXg8f+XQ4PNa5s0MmS5GyBOYeNTlTm+XkuN5TiTNflw28Dv2wA35kM/tfMTZq4iciXputGHvJlYc//my/56Xx6MGjrC/c9RoBL6fnMAgJSSt/mh3A/P1qedMJ2Szr1qG7c45VFlA07Uw4eDaoKmHKOuJy+gjMTM+5+PjQD8WrJ9gPpsd8vJ2ozBpgjHLoqwXrnOvRRm7kAc9mCALBdnx+aLh5jIvmdr57Qg3/NXzEka3dFkC+wX0QvR535x4odX5N6fbdfplHE94DHSXwpkpepzi6xou8h6/WI+zp2FnJA/pYEuqbKm+pnOybf+vQVb9apybLN7sYUlQqZJrs0JXpyxB8r0jRsULUM3Or9ipmUbTAKhGnegHxHheIbk0MRiCQDXOjnwPq4yUybtDLbqvth5OD1j4UnGw3iUzxrZIJrI20IlHzFbufJR/ZQ7W121MC6yQPJhIWuEhNoPairhVcTf5Ia6/HQgnNgtrasxCfJNFMcAJL2hNw/eqGTmUl+UmhGNZLzM/JGuJa7k+oEnTv8twOJD59j6OwBHRiw7fU/mjlflXUN9c3A4SKs33G1L7q302jjoa9aLcn+xVol/jI/qPY4BpM+zbnjqgerVgK7L5CEHXmjGFGFmm2vpT3Yg5Ve6ARvCpWePP5Pi14IszgTXoZPkElH4r7DIjNOGLDxX8wV/WxihYUayG7kz25EwtEtUvApBXxCVVGB/dybQzfeYxRuOvFrf8bxYMrd9mu5EyUn9Fd2mogyFQhzeIt+S0Hgpj15STcETOP+B5/mz7p7EwEX2wPQ0yuA6JaoD3uMWIUJXoGWe97ZkFbruvWTQPlITNohj/YqZLjqtp745u67n0Tls63XhIIsoGvi8DCwTOtml8wJoy9lhG3c9bvH4YG/4F9Q1rvam+9sbu/+bv1tTf4m2DAVhKBrXPczCWk0X5sJrxP+vM95WmIk51qJlUZAaH5udpO8Mye6/Qvm56LFhFJ3jkAjyTcv7BeZKhrMtCcZtgJEAbX5Se2ywxzObs4Mgcdaq3SbCXwcJJ6OydtLrQIx/qxEvSxBkrBGlp/pUJaFF8D5E3Y2+jcTe9Dr8UVKK03tiSmhBAm9P1PrpxvEmWOSnJgfo8Ure9Ysj7+G5904L5JwA02KwO5ghD7zCiXRY/rkQfaCqASEtSBTo8HWo8y8qSlifoshPOKuaEH5EpLIxtZi5Qy+OwzBXtVo7dAFa97Ezq+g8K3uyOFxVmimZ5LfggP5YY7jLdMhSUmgdn+svC/S3WRZp99IyigKMvlgRoTOM5jo+tRGc4nRelgHVlCL58s3W+iMYB4yzYPOUuRy/NWVXVgZX2TvfMcjp+qpr5Pb4tG4oRIyx+nuevPmVAJ7b/LHJfIiwFIeYy5Vvz52VCOirYa3Rx7BWsWeRYxqRm3QRY4OxdubAXW+9sh7boSh6s19TJfZZanM2uf72NspnLdUGvzEjB2aJCJNCRD8JZTR78jTKpibQWhKW8IpQIez+g0MCeVZGdxJYcfC37MhTjaopSyESLzvyXHAzDOcZ0KYfZwHwN2q6GkHFEXOnd9g8t+7riOQgvBdb7a6vsM/j7GLZ6/R788VPeClnlmESbuTStc+K4+KVNXISsphUCAjpgpvmvFmNfcO8BoA2WeCJheGDnv6JmGsKfk4GDXsT04NarRNOTFlqBp+NphwEJpA28/okX+AuUqHb1LCenqQC+ikFz+r2b0xI+f2/RCGUZ4jhOjwtpCHc2olFuFO5NrQvZ0Dwf+vxrzZ2ADo+BrlyELM5UbqToHwEpnRPvrd6XPhsnM7qbg75aWTZHaxK9huLUUZNv96701WH7YDKmcCaGD6KPfPdlt7U/ux8pfWb2xA9RB/aOmpTssVG+aE7az2+48evPFneLIwUCThugTJpSXuz5k5ZtVdEV99zh5PufwUd0+MHcUxSJvLFPglKPxpOaMDayR3n4BqxIozoBL0iH3SkEpTRv3DZMJebjx6lfJGz/gOIb/v25Li/4mD5NBHt5g5ArHIcpMQG347xbdwQIzMJ1dF43kE483XmhyS+xjcLF6oRgmrOcYwvYXbSWuqWVNr+83atnOyDwekwXGQSNgaclXvziL+/MvKkrSfjmXtCOFmlB/wL1v8ACdaAA/u+oww0iR/N51lXl2HGrVqee4bJ8WVz/EqWWZka3vtPcjUxelU2Us3R8ISfsRiJu/DpWh9Ma/QVQrMLMFFSH1gcTvjdktM8J/rzPkD4hpst990EKWTUHk18z5TU8rdK4EcfZlPu/RF3HsuPIrvwlerOkJ0XvSe3ovff6+sc6PXFfxGx6uimJVSggM4ECOMhujwmcUd6EN8Zb/At2KxvVNbYTqjqgeUItWQyTyQ47kvqU4xp1OHaTzGzUeWYYL1l/+tXjrtoTSf2RqS9ms1ix7mxpl4B6b9zeWc/qqwzWxK18aOOP19smzUKsfi7W3+t2JnhFrZ8b+fJlNL/oike4asYK63xQpF/P33czTb7DzzIlIDEfLGuHYIZhrcrja81LByu0QZnUkRJD+BLTQYWRhRkC2nbVRdY+wHMqjd5ePBAH7lxsI7SG5bntSP7J6ELRXrTNDotQo28wjXIe2bmOR94A16PFuXTTQ08+hKxRmj9PpkuS/XcjRnDnX4K9+APrc+IPgQJX1+NSI4pOcuRgzr2Fa+z+L0skf44nwV7HiOzrRea7Su4/B8LTOCsR2WKJNEp1HP9nG81hZt9VTVsSwjPMNhxfhSB/s5hJuBgN4sJ9G2JT655Ib29yu6zWzbxQyEoOVJh4O0OVHrIPHoxkBatSfEjrMLvcerT9lPIea1dnUtnqIrSgbKlyUCo3NJt0Drh2tOv8tElCeI2K5/URztlfjws6DPVeRlF6Mbfql9choEw2SEWElto54BpOPxxG/lWBK+xliCAfvLVUc1+wgmyTyRIe4xIcTJUew/Li8n06LUAWYNP4r9lmjEw6u9wqO8sJ9Sc1ITF7d7kuweJFZ1R6Iu06ylSSQT9A4Mvzr6iwOmQhXyT6hwzwtDTJrCP4izwBL7FKY9y7L5FQ/Ab/1IrNf57vwbGh2yKFFf/NLSbCqEsUk8Owv4ImL7ut0d4M3uPCtKsy81clkHc5rTGi3kZXzp2FgeOHtNutwK+cfsqKxL259ED2D/hMt2PO/SgwzKllFIOGeDdUnQtwRFt+9WSCemBOL1mjypG7Y0xuF31uEi9eZ6quuVBQjmufvIyopbxnRtpkfxHqxi1shy2hX53sR/W0pLD8zhdYEp+7w9PDX7t2vMWStOwg6Vinx8s4ymoCrhLPCCtVPOxA7IAauzJfHtV0TjJEqR1Dn8SAgra8jd73ub5i7Rcl/6T0T79D+rjBWX8egAc08zWoK1v+3VMJarCNK+hwVnkJJ6vexVk7njnYlztQgu9mrhE8GKTn2uerocSvmEIyLyDgEaTylL/nz1nIvTnoHa8ghwucqb3LPB+jJTIiKhdCsZ5epvund2J+Q60HHR8KzLbKmD8oUaR7AUt7i3k7t/xlXMgQxkIHUYQnUDjAduFBu9TohyMpnezqh7v+mv3oCBh8gVE95UVp5iuCPSggn1X5fCzFMEJVblFn/i+CZiq/Rdgtkw/QyeMzKFdsFZ+f90JR50UHUtmdys0p9JRw2upqxgHbVm5fnnVW/j2jPshThxn8WZUzD8qsn0unkrBi/J3GhaSluMw2TG2YH08TfHxNXW/RPmnpaafZ+Rn862UYsMWHX3/BDlXdvMbO7T7qyb8+RxM4ccOaX2lZjGrtSP4c+YGch970bDJl9+MIgzx0UXc6toIspMKdmhPVcShWdYnOx2MuzYqiIshw3x1YK2+FjyP/11NDJOdv4nJ0e6c+aX1+0x6VUzNPPw4pvOE3t5FrRuDfKcFsItflvtyHgRlXuRz5MPPDfhg7r6DYhgvlZmG+NtKjMUgms9ovyGhgIEXMJl7FhbNr7x48ON2YDp3g5yWCbaCa1qXav7stvlZoKuESyS/k9+A9l11FbRyLctBLJBd31CAbaUch+FJxib5sv71hZotH/ZOsT3AO1AmhkkCfQOdnHjewBtNK3c/2+zphFz+ix6IgYFp4dhxIm2xRjxcRAZGUkaTdzw1LMqO/tDs1n+5X/xQY0QwZkAMe/avN4CcolSRDvvPN6x+agIzNqwCkbkMyHqIPwGR0UlLoc+Z7/4X+sAPwX1Q3Q+9eMA06KZsDnd/3YCo1o7DMpy7p5qzf5d4FLcF9s51+rD6k3vHb4SZpHIF/vQ0OpBYd1DWLAUPD3Ijs4KNhAfA41xNydzw1f6RLCY06iU/MShsYpYmfBbSsmjKcYEfU/PdbR9SCbC7QRxjFq58y20WboYpeEqbM5p1SvVAl+8KjBjKwMqPocCZjPEiyNt+zjAlRga7w4CcrjICAVQ7nzQR6LhJE0zC519bZsBhilGva75HlvXZV5zEGsccnqJaG9dRu8s4CS09QmDrVAmBL7kzJlAoofSAy56zdi5t6foKTx0af1TXRHNRTEy52aGr3UepZKytlWgyQUBi9aiATDYxwFhX672525ScKXSmgnE8BWf1NOLews3yRmCJAhj6l0zA2aRedPH5YRXSJXwK8ivoZZnvKKxmP48ZQE7P7ZF88KbLMyi/YP6EY/njpkYyvyfT/QrcIo24Pq7yo5b+opSLnYD3q/6txJwxkmWIC2UjcsNiJqF9WY4jqYC/56CFBZ92OlgRfnpzDNacsrZclnbjM7D/UuKN3KbLHsi0y+msaBMDpXSYjD+GzboSaD57wMjB11obySglHUzPnJ4sh00nrdMeISCPN73xBL3X20gmVZbp+ws8L8ci2H1QNCtfb5DrjwUMIeIY1eZa2njIirz7wjGS57nD8a6ilNLrohzIhzu2PaGhJ/XVrL1YsMJVmvYLcBBbKxvR7FkVFlfuUirzysbzvUlYcD+foPRpORNP+hw7q8UCH36mHmwjvy3MayQtF1QmUkwNR4KJUlbq+oy4wk8iELBaNrRkLfh/PP293ILMrWuGv35EvMLtogi7vzvXX0XIgon16yJoA0WqSyYc7a+jpggbpQ27SAdgqR3Ib7mzKYP33mf6XAMTSh3hkCNRyUjY8IXMLBLxqATKUZ4ecjx0DgJWHdpfeU7fcaWtX+tIo9S+dHjqDylsBeMYxyPIyUe+hJS9byoLWl+eRasccc+WMyFhC0/NXt5+ENKQrFv/KR3twA6fKNGpOhhSCPwRd1WPT5LENVabcLu7ZQt77KvCpINE9pQFIJMVXNDDyPdCKF4NqeXpTiWNfqWulGSxLcgLcQRPAcVj9EmW/lx8aZpuf1sB/mP1pC4onfuquJ8j4eUjqyTKC/L0mOcqyw/wiLvxtruj4hPxh/pgiMGjH3SrybBGa38/2F/AzdYkDxsV5EbuFOGzqVWkYt/nhuml/UbZgVFkJUflC7qNf9V1ZobjDv90lRYpF9yyj1chrH3/jjJkiaY5eXEgR+1a2YVOb0FeNxt12Qtyl0U7rBI0S4g07Tn0Is/qim2FV8uFmizT2YCgU+7K6WFHwE7XalRqcPt7H6LsVujQGxDV5Y8bfSXTT9XCFevhLXmYE8t4VHMZuZwocJSp1P8lWzfXUZiU5I+VMArzTCOzt4yMAnViR3ov49+xpGM4PEc+LGpgAyenhUlCnkuxNmPY7tLWf9g1lZR99mqyDkr8u+d/wZZhmiIr6liFO6Nb2lSUZDCsJm0tSnklTOTCfQJuJze5lwj336D4FKe7/RnEIAvMPvcRBho1TAuD4ErhMcF05kSLKR4O8MoXFcD45DYmftHzR/8DafHW5POqLqN6tJKPLlrEmF2fCuAk+NZfk2j7u7kmnbu4cC22vEG7HuvDIf5nMA0ZivywDOxLbVI09T0CMdjSA7CtNSqxAQawv5XMZLdSFojEkQ+3GbHO6G5XpDWoMVUejVsf5HdeBeJFs1VcvrKfhFC4eP7r0QPvzFHC5/DU5RuR8qagjlfqFfmJ+F/L1oR5zW2baODf6jWkMiGEW+XpxnbCGaM07o5pPPysrVo+KVRkLcNUTB9syNj8rzeFo8CB64LQMHHb5cIxmVB1E7z7fUEfAp/1KG7Xs+d1cQREZk+eM4/i+VKVx666yhbYmzj6ASAwBVNDijpawJJknQj7I9vHs3PW7WUQW6kr5z6oh0NuAYRaQKalNeVDT6q97w+KPrLBozpW1hhWlewh8xgnXqIJqY01+ui07h5fVLHLz+eedkN+AUZC75hnp3zpA6T2e0TZ3DekOQjIF5wVWQOTtQnta2q2uFyXoHUse0qo5MBcsdw7AY2jQcI1gRSQaRdPVIx8AQaLfJvRPpxQCOfEjcTXPLyNz+On5q81bDZEZtP65Xtt7WHP0Jipbpxec82hFZugt2Rydc6+bnDx0QvNzh+TJ858aTZ5ZPgy/54UE1GxNfxdiWRVZnivFoDB2Ch8dNx99v/VgeU9pyyl2da5KWa+1fh8TeyROSJrF7zSf/na6EnySIFVmCKl5zBGKVmyB9lD5DKZ1FW0w7FV9WrWLsYqwjBnWpz4dCP1K964b57kNBJaqnqFueII+8CBypZvKD5SLRCQYpj+UTaVWMTGL8p5SMJbIbNonSJeeHJkgdsU8xhJLYcP2r068SBKlb59iI8/lr1w8OofWd62Jkm4/wAuWiAVePsZofTQN+ZsxrA3l4+x5T2JctUFqojFxZtVjfCmLiySJzUPqGzKx732gDbIYyulTJLvXEEB9dPP+tOa+oTfGInmGEC406wFkNRkLF67x1HlbRxOOL+baXo3gJM28nq+fy1SQF3Bk+znOzMDcVv7zyZx5IY0CJqk13aolKYxhiyK/XupgJ2ObB9A7AOHZZJ2VCvQ1qXSXhyBG5t2LEQ/USvffZnyP4Uw/fy2av5NmoRGQ65kVqjg2n2qznIkSrcHeA4pMUX1D9HPwBZxszfVfRoD/z7ZU/sPPnSjsxu+oPHVK2xzB2Fq2jG1Lbt2w11xc0bypO/piuFE+PmtJkCNTW3/+zAnZQa8utGB/45oAZDqIpv96LDlmq5qtwYFYSRunGf/5yoGEBx6MvdAyrpLuZj9eAMN9/BupvkKZnJ77vld93OQK0V0pNBFto1L0RSlOy0tqI1sUVIU0W4N/4Yw9nEb89UmkmBvkzisBpwCJkbjDM1izzBurv+MwiN6f8Lo6vVLoAfWC5pc2zKG6kLcb1futk3jFH5ZI2Lrqh3XX6laDwzP6T5xdwWmHi5CR9x+rEPp4QBLFQX7Br7M/P2Qa/+ti/cbxTfDBErTy6gYVpqpuNxPEX3Gxc9PGtxvZ0swOmNvawZ0nTLXVga0i68vN9hqAJ1MZIVjZPGIasaFbf/kdQ1o3vi/H5Knf2bpc8WYE/hj5b+2eVtAp2aZ3RsZqDX7ISWhQwl9eYymqanWlcxkUTa6CQLF8GzPOZamKLxI+WNS46NYoMKO8L9v1zKddhDpeUAsL+zx64bPjbLUQi4xiXgnoB+ipCFSVE4L9qDLZy5sq8ydHjT5ZpGOdZfoepmFZjj9BrqUSuJJohLzklC8Dns8EuyqOJ3f17piwsLHxvLZfytRXz4ff9GfF5on4VNLtAVOtO1w3mfhUmznwwtzhPbWfrAvsRQ195Sy8gTplcNOqGXgYZgeZ479MT6AmnwJj+H1wo/HH4PMtMlT+QqzBJ5YewOxl59tCWw/gzyg7l7rst1yMw1AT4V0in46KdfqYRrPgcIpnMAOGkKHXAY1C+f3Njffi3OkMQGbe/9y5JuJmHmnBAeEMVnNQNvUD9asvHQBQkHq6gbL/yn9eLFGDv1YfrfD+yMj4r0mcQZAjjmPw9DFqK5poOv65JlC6ujn/Sz6VuA6jBsGC7yDU3omd2vq2YdZ6yjZCit2oh5Is6x1ci/Xc3nzxD9ASSpguo5ssWAtkUuUdGeO8va3yfISd+j65w5E0rjK/IpcW1etooFv7PV0cpyPSw6oFR4YBo+Ywi6BA8hbaVtuIP6ZvOMOYbYDNdg5rrctLiv7aMRtsGIJu5Mgh/DCmi/M3us3fJu405YFKuaVN8l/9w1/F48gY96QFxJM9p5yijerMoEiA7KHd4DAmk2tBuSHhSAls+fwx/iyx65epIxzrwZ6laLlfGUL2lCCN46pzFeOtZujQ/nvp6TjjR2omP+qrvp/jaBu3xOVgc0kQrcQfTj+/fsnvWKb32scve+PbkMeqSKZCwr/2qJbKQclpJE5VKBei9WwUNvIIoop7u6HTWQVHbB1GWTtzJmiCDmkn2DEAIkDqpIPbDgQv4Wvin5d1gN5AmWklfW73diMXsMFd1mktQO++OuVLEdEEs2w+fiBT9hG1LVAZnWSKmcWCcZi7jy0F3qg/6Yn2kRAZNHmsDj2xmiIq5h11lq+VEoYs7uzcBPuX9dSouNayOiHai1C8hcLG1PLdZARbB/fSa0WvAwz+Gx5nODnPCFcd31O2njq7NLVan8nsaE20GDrX+9JwBBDCFD96/Nz5mFdYpp3xL1v8XwKpLxNanqiDTjBbjdUOLJvpbMLBERkuVwbmL9qnTjVZgHObjmfITEQQyYpmgtJ+xClE6aZooOOgf0vSDH6yhTg7eijJb+Jgh6c6i/snxbQwlJX4OA06MtAgmPIgCO+71muQDT+0AU/Qc+8go+XkCCCyLX3pHwaa0oosTHwdAgbVq7kpEm48+j+KcoUYSYZ9oihpn3rZ0jdsru0UCabjhAk6o7lqOmJurvHXI9bE0lAd3CFb+kGyThjT2Gc54SvchrgQ+pdRyLYmidRsRoCeIaJU7Un7+mcIpQc6q2F/691Mm805LHsh7dCOx4ZIfkitY/5auFMu0JG27VOM/pMf7nWaFy0Fx1+SkidBVENgzCzOlLaT4nKWxigONhB/yPm+C0BD+BejSJMYIfvJN3jZ+Qgf71XAvv3j/ePXQBs1oD7nbfuF74c4TUbTcoq9QxAGOTzvHei4thu+iKEPa9tDKI5RZZU6nO2d+7e3D8nSzQtuIhvjt+s3RHo2X74vYC/HI9rJ4/nYaeVzsYTlPn/Jq37Ri4aDW2AG7x/FwaRcKQGFKD+759LQ5pY8IwnVNkSDi4ZJfkm2J2EOP5hwzydfWhI/8d785mOAor9sk7EGUJbFC1BJ9iVBNtoqek80ay1y0JYxLYooVjUex21gycqqiEgQQ5iH9nXo9+QyiqB6DMQ3/9L6HgBmcQswk8JFvUUjRJ5591K8iJW3f3gdDETyortve1GlXEf1KLNht/ZLyHrEIkHSdtpA9M6MDs4KuabQD/ebUe3gJ/S4B1Vo1LFRYu3+LZ32+SHgCOdeDxEghXH7Pv3j8Vsr9s0JV1dgDKr1Zauj8fTk+TookHbvLOvrLtn5qerRW16Wu0KL+my+6y2ZKXIUcGVf6/7HUQCWgyiRiCirsIIvTOMOKCyZBVP7u9UKd8sFi51gc0ql1dWn6oLrRfse4/ELVQvTi+h/30l0UtmD7jdISENXYTi7VfJ8nT5o2izK+YHzCsuGNywHNspolRJihCLQx9K1pQEtR5cRRq/lOjGiHDLT6jnideIQrpGw0hEBbeWf0j3z9etGInRb7jhVSdFa8TwhtuuzdOTntCK+ZX4gB3bPBnT8mg5vsK4Mou6v2Mya8WJt3Z8VZfL3yca0SZo1Xr7m5ROZZYpfBEtHG9TDiSvES/aNrso5PvD4WXxD4dtzriqOhzJFZUxX3SSp4kwMoTr+M/gUUDPjYaeQdUYa4D5wksLp5MSOVf9hHzv3DJAMoKLvXQIhkJdPKXeMT8HZXhT59LSrzvLMS9o9X6HFri78WNEmcXFUmCqBbiuNvUuSUiC6SzzL2N9cQSwIzxZeE2YVmjv6+5EBEtqNvxGOaPzJsGKx9CLlqzlMRRfatKi9r2BCpMuxkSz6Dokvnh7rcc8z+rHPBdyXxhc0Bi4+Dlvg+vj04jFVHCkOnyF6k7H3Ac7jIOE9rttJwclQquicQ5zokNa7Zh+saK7Nf3ctkyCQQb74WprCSmIj6+SwNySzd2qT96U7tOeVpnT/nn1Lltl2pUCX51OK77Myvy85YUXPLN5fJzvuvMtWrS9WOPdpAoltyQpYcmrEd150oBLX1/bSwTdu2M/qfSYohYsFclnOlfvtr1MHQNpE2X5dgtWJ6khfpy9yz1W09Z6s4YsydppDWsmQ6+6num+gtoj8GFPYocbBvNa0lsZL5/lFKnn3SIfI+AFZSZOtK2aelWAp5/Kkb8t8Ta1OYcMh8atvEa6OylTPQG11HwdHEfvfSpPb8MeousZjd2kd2t8kegzNi4c0Bz0dHum6BhID83vYH8f8aGlm2GWKM0f5G1r1Rs7k4V5DcXOa67wTKQlQtise6r8J57k3I+Hf1MWrdGcYrGN+WGtEPp+437++Bi+JULc+93X/OYBy1e4qge/XChuRtZjgzBBfl7NpP5u9TxsW1eBNI2iRzoICd/hcTYqCOqsH/usXBY5bHgWEh7BgWCJASay2GFmCUvoAirpiMYetYQwFrLW5BzwSrUD8Zx2n45DuXE/mRA20LHc7jO4VztN8E+73D1lpjDgSLjoQyghoBSVmFZuGp0bZQG3GpJ6iqRhl4wBKyCPdxSCnQTEME2ly/a8nFrbeaRWiAKhSMPqxVQ7a0ZIUkxEcQrlLZ6mBKJU7Sfw0Ana1bXTR5ZMXX0LHYKadonF0M92XLkcravMYCl9PgEOU7PdU7/3Q31WYoFITyNH24aiyIDA18mKq94g+VhGt0q6MHULEgxPBuwJlP1uGbxrlg/ZEkrz4umvy3DSL06s8HdXnZSJm/JdX4uVkl4eFwbDP7D/JX9O0wHOvHcER7KYlzdSeRqgnV8Oe/GliWqJjRef/WE5z49NS17+8KjFV6vNBglj+ohDq4XgmzrezZY3Whh8fh60ALYoh+MzYDwhviiSLq/dXKSz2v33QZbv4KR/ol5bnEn3o7xjNEPqJ1niD9C1WeM4RzdZcueEU+voOcaCpi8NlrtUP+GwTe75/OkOPeJEqkePg37f4TBnlMHrfbntwVnfokOLf2Cn3g/A4AC+cUefoNgUqc541+0s9zclZsLUsu9Tpg5C2bTVVIo4uQgme74sNlruhtVfRgVsoftDCPnLae9Qw9ssc2wwLn8JxRRxVih3jSYnmZGrKrCQ4bcQunu8Ztuqo1h7KoOCWxMyktjTuMj/IcnPTupSv4uCXlKyI03JGnBtx1Ye3x4le8qyWDJorI4SeepxDKO3vTVj1ihS/PJnJZs6nWJNLmr8RsFrRvOwzw7ig+TrXzaS623RMJYs4/xFlZcB6eS9iwPomM0w8I4OpfstlQgStHUi+cYuqxgMOfXHte5JPQHNYC8Rp+cI+/OT1bQ1xhu4JmG8Fj9v8oTjXXi4M5EMu6Gjl56l/PZkmJnaUBmZJxcpb0ZfyVCufkpnfe12z9YTAd/3jMhLYRSOaq2cfrBXeHMnDH4o+287QCUkaLFykzzmHodho2ArNXqADVhBtjF51XNXnzPdlyd3xYUrhDvXGD7YthJ8OAP4ZjX/8DS4xgR23StrMIx2FBL/2VOd/gs/cEptIVFwE43i2g67A8Zh63MdUPozJrbvtW51klpprct/dknwI3OXcBPGGdYsBa1j4/Pbr/N73ZtSs40B2PobU1u4CskwatgFINf7dHuUCVgC3YnOKXvRiGg2p6GOGz6yAHHfJlRIPevnO46A8nKW/O/qiuhoTWeBjWlvRmJWO84bdsJ0oneyn5TqQ1rsqiEY45PPVmZJI7ln6zfTIvzRBWYqqU1/vpwcpFxlcVaFlHQXfvQxlGKYxIuO+Jd6Tzq025yodSR6FJIXQymUwTKNwUEwohdcVkfaabL9z6qVxu3vfX8Htv7kZqboFPJ7GIGNh9ijmNRyj1QvfIPXQMMULzK+zlo5MNeYLBzshdBJM3z/ItF684VOfhPCJfA/+8q+MnzktSoHJbCz4t5LQa7qJ7Z9qsTg8s2vOBZqKZxzm8LntXt78fhSzje/2Oohp9KOGr6G9/GSeW1IYBkudwk8JYHmT/gZ7Wv5mpef+ZR1c6OqK+2wZJQP67h+R9tdim5ZfMmyGkFgYN6qb1zwt2oJ9AT4x0gCNUJ+RrMD+cc6LVMeZYK89R5YaZ+F/l8/Fv1mX1p9fQ+G0tHa703yS7u/ieDQZn0+RShhWsIVphYEHPS7ck6P6PqqiPWHwtFoTGpia/Fe8pID55ayaSAdptTP7FV4EIlxlKPDDUt/UGSgUGaE9yNCY3zaFP1EQpNR2PLCc8rrjP1BW6gJY3VgX67+eZIH0sFv/IZqNaqsjEaPPCIJzsPX6U4E19kCmeKvqw+W389+kya5YK6xsPlA+xWFz9RrwvTmAuq9F2FD5kzHUiL8besDzzND0RsX7BkkBmLTCMkeryZgXn26PjiJy4Olfw964tI20HNtl5oqWncr54+quYyHDmoBa1XUgjj/+E/DCqPXSEhdiCTRysBefC/veX2+3s0C00/MavzbSvCfHN9/39W37evnjJFVvOH08dX9+M5kWXqttUlKHjaBjqg797EoQLmJW4k9OsL9Dw0+0qU/L8XVoZjXb97lj9Ghp8Yxnh/puCsx4xJKa0ZcI9B9Zla1d4jJJBVxrnClbvmhuuDihsONXUO/8xTWDyDJruEBRkupgKg07BjHor9TU1BaKmkn9uIjL112OI4IR0DIOKcR5/m67KYv+m0JKhqhfkpNDNV4x1BN/01TbmM5P9LOseufrUk16eVhDO8nae2eXrCiVBSlj/opPZfENKD6N+fwg1MxSFiVkQFFLSnHMmaG5tw19kJZo/VcJ6p0eCZ/IkAQZYGXrcDoBj5anGbaXXG9/qfoyTCtA1P3AjoX8AmKSgYfV00JMlX+MH71fMhEeRmJL+odyA3+xa+W4oh5OrLBJmY+KLCPPD1Ta0IlSX2nDecZYY4fyepqfI0Vc35rO9iweuJD5EoOKMpHTJdtTapYPRZV/V9YLZbCa5a9NjlZ49zhXu5P9dZ2bMwt+I6Vk1kc+cC+RZEqJyj1eC7vZuxDzw0Gq/o3evUR2h8yO1MknM1ugY8Pt7cdYjXnJ249FZ/ferB8LtqwtjuixhHhG/rqH934HACXTU/giUkT+DboUWXyNDBDsXMmPLA3KEDxI7hAPYeF0yHFK8vyC42V1dshhX8Ru5yFgcFOFxK86iz8LIUH2JtuqLxUNZTt1wriFOk4TIq5RPYilCYD14RjwjElwaUlyX+lTuqRFQEhnEY3cUTdKXjLn4+WAnkv9aG1xotqSxigcATkzfGHmxWvfR5c3tANTx6RbnQ2LVqevvCi2MzcmFEo8/MsL1R042YLEhNG6s0PgXaRx1UPfTR5ujQE/1a1X6bbHmokkujuvsxlfjsDVRflytorcp3hakn5dP4VH4XFSD3MgOqpkhLNC59xVOWXMVc+PHwnUCyij8326VnhPO73fMof49qFQ4K90DjHnG+cWNhGLi8qm9F01pvparMB5nbr3Bn7NLcrMavIhd/Lz1/qu9SGhSiQX8Td2LHpMpF/nJWEWhfsTKYbBaXUdJraJRLLf6QW7hrf19jnK0/p1ahR1gVLBXCtMBthvZj6UxQ4JbPKkMgjpG1pr445xvWWRWRaw0jrX7/O9yJuiw0Rt5IFXu0pUiFtErt9BxnMNDZTp2Z8lhi1YId8wov+svsWaAKb9JFEaIgNjfLriXKP5rwtjZjKIOUqkkV0QbxdVyrbORK6fmn3296TSIkjCvH6dvtKay54zgusBdibLr7RG+5IEVO65tSm4ZCTLcDGaKxjbqFulCU5tv2Yo0R1eOJT4UMtuPCevN0p2jZNyffDr/DUJ9d7uwk0RWfl10Goda3rgxXwgV9UuU22A0YbDlnpJONulf8V9G+WwJkn0T8EH43SnlqAlmzYEdymaqv4wGiV1cvbLEJrP/4aLXJvEM1yLVmIVVIH5fjp6fD8KqHGr+Zgap51fpswO7MXHrV4LntX4fpITWWtk9hMxhCJ0ARFd+2sAqbrbGTSk7foU51HyWXzDLEJ3yBUKwMVRD85RGLSYQLl/1ByR14TPdGYERca4KzykW/M+ktGW8wAKWW1nxRMWUMLOzMCdXCfMslSSK/VvqLRBdwTxg1lMrvMeYLVogJfH9L0y7reSzJ1FaUrj/jKelbY/dEgwTImPbd173c9FKX6GKMvpUWJETl49NnYKvBm73VHbUfyC8qS7+G9VUvDw/Q8AFDqRTDIFbz8seYy/6r6Pi8WPpVfouJsi/JODR7z9cAfsvmW5G14YYv0BxRWNUfnvVkpdWL9fhK53xEt8dVqVKeDD0Kqx2fdtnoT+7Gs1nFJRubrcUXkG5giK+Xwfn2mk7AUVBRmaXgqJZPXJsue4hPf0gEgy35BtesKdRw1yVmvWehCE/AYgSrXKuGV6YtfhLDfCLhVlXDIuC+lYb3piRRjtosJUq+9msm6We9uwb0zRxRpUYIVfxkE4tg2kOnuJ9CLrJdQ+CghLHA4y6S+q1sLqlKGbCZYNg1SkcbW7YwKGGjV0RkjdZY/h+CkbQwt9ZmIJVleb3sGZHmocVccZYpJef8Ge5UzoCUxliKTWku5nKHC3Qpx/1nLJlc9UmpLmL/qwF11yKE6ADrAL3hIIf/Tjhpvty1UzC95aSPfLy/encuA4/8SEmqAF2AqWCo0GaCrL9Wzr8tNQclLQoNbqmPQQoiAriUXX/JSGz0TqKsZjgcR9fJV3ZOkwSnKMqvlSv1Kii0s1TsTr3K6L1lW9TeekiEB8yNMv/Neyfyfof8NntNjIqH3dBkO6eyK1XJ27MsNAdxx0zsE/jQQitUxVG9fX65E/CwEvnhnNL9cO4APhnY7S9ZdwbqD6PDuDBBoPDfmcT3IG//QYVi9Qfq8k3odrhbImvNsngXwpqE+9R3bl4XodTVw6gnssX98u0AUJc6cMhwdC7lL7Okl22MD8pVq6eP4A1eyh8O6tWI+U9k1+pnshTHxNkkiozMxKyydgdOMYNMWemnns5M76gb6z/3VwQITvN37ZaJs+Zls1v6zK62ki+f7C1T7MieLJVl9+lvue7tJ4Kb3jjhRJZ1kSFGaVMqL8HQdvOr1CeUicdm7dRv6mIBSn9p+InQEnhh7JehMcK1dytUTsBfRWhIwvN8qEsmy/dhlcGJXkJpmOp4Uey0HmBdoT6lACgvUQdPk32O2Hh3Abfz8WxINctvBoI6gA02f3u0nAB6n/7NCHQEfRQCiH5N/lRZH70HoHDeHy5dpqySQeY0Rddut2sKuuhKDTTXMr+NHM5W/imJhgAliiUDZq/HaAqsdoJekw0la/TycB/XisS8uuJVuD2uzw04lT+mEjq+H0xJfnZEnHmAZfLXjw6x/UrOq0R/KofUTJ90fvXgvBRQbOw8/KoF1rsK8e+iwhWyBjtmVO9HcFr0nMBi9M1Q7ioqNJ0xSTVnZaP/shMFw3g8vAlWagtaCwnFUVw8ws7HQNp3xTxIzfVlpxyKD0U5ZlsAkQos5g6Hhx2K5awch8CPyI1uiHOS+OraLPAnWaHacsHg7bRUc6iLCT+jcbsvcukWLHHw2yczwzKVJ6oGk+/Y5tIElK4jof6K5sqetpUWlho9yu32TnC2xc6Y06+wOcQOi0WMtf1Ier2n1OsDZht6C6fqd4p+xmM7eaonnUNljx4nI5oXs1Ia2mBOloXSZBz8hMOCQ+Wps3yFhtSwFxLwSIbXTH4Dm6WiSj9DVZ9osImyFlEmX/80gMvUy5BXrFgkwTD/JFu4loT9a/sRTw53tHm8cItlxjvGJl+tG9fHlPTT6u9isAqZg/crWycqglwKfe4vbJSOe0nxUWJInEzaxclkohjfyEjPNcz7UUqWNa0JeblfynsQLLaQgkAPuwvbYT2DhST32H9bO5vpTWAWF6nWBl3ZAoi30KkYxRjYlNU4xxFqlWZj55X9iigQIVslgvUT6YE6pBQVOgwdb3+y8Xw5KanPoZwdml+wHS3P7xM9PSf+DV9ZZ36J9p5cVFuC8WDjC4SvNZTD6z1RyGijPMUm1UKnO2B/Z64E3GIA/r8xNFi1YihNPvxMY3GEss/JsVFn9BYAIIdVTRjh8Jnf9hgeL1oRuyPNBaUxllRbi+Wl8nFGFe5gWcCSzjCvnSZaDXYacLjhywdcuXnkJI6s9lAeotmKCCHSBrJHbemRdcLFYuAp3A9vBi4Yxc9v/dDERXlARaWg0ojTFvczrRSe8JNTPwoe4IgU8EhY63u6+PXu2ZwwwLgU1/bkkbETJfj93cbJexOXWvQW3PVPPyjIGXb4Z7BonU9NmAYsAADd1FODxIsEJqTwzEkWlV1STQh8TctEkdvIKk6PIBSSeSUlfZVnjwaOugdgbVzAHBvn7+dqET8r9KPGC8SV2ekHB63/UHYeKOc/NF49SNwd1KZ9ugcpizBi8DmK795abU0Wv7y51anNCTbCf7k6DoVVI0HfPn7TfOh5JkT9tbCalGxSNYZIPBSSFjemLGxl7+TTXctK/sbL0kWP+4v3AJUM3vAlIVb6Bgao29TsEzi9gWANiFaz83qIjGoESSx9pvCdLEdMTn8C0Z2gnmutj/dX8CTcAytuwnQFpGiBjKf5VqDP8me2Q/0YVtlvJFkU2jH0Ap1yf7y0zcvV9jIutxGTRhagv3gf14FvJvEldoZ24sWTNsD9OTNJOt0l6tjb/PrJjR5Q7CnBa/HqUDZiyiER1HcrHhStKx5Yi+lM19nF8rHFEyvBSW/26DeXq+BwmHktdtudv47stgwhYL0hJ/zTi7i7PdHtKRy+dA/hs46t3lH+lWXtcEEn3fJzw7pqmF39zRTeJwGcsXhUM99hfR9B485Aldt5Uokrfx+4mcsnDUKFrCR8hE60R7bJP5do1vTCf50E+QJY4PMdcKUKc3b3K94vwNSS/MSR/6zB9RohmMGUCXhqu/Kj4XkYoxHVj15Knq4hWcbXMkgX5EEexLNPU32iTNkSvJ13YbDi8fOv+7DuAf8I4GCdXStR08bb7l2DRkVtLB5eQwISd8GrjlFAm0QMR19flBDcu9AYbRENirfmoBVPSVpKjCksg/Bc6dQhsiVuQRl4z/yKP37QAvpjTWzhoiAh80qlMBnC7u2P4M3FQqecFVCe+2xr3vLoscC/qDfZwCx39AT+OZnSzK/ol2FitgNPiXnIIa8tqQVG+KsSb0eBzW1RDUbfl+8B1L+3wUEQqk3KZH9Ly/OgqW6ao3PrZIxSMv00/kB+ovGuXFOsASDgs4D1QxiUMvg1hSboP7U5reXxdidyT3C5EbCqm4QKREDVGmajoskxKESnYHb6+4yL8ohnptPLLbqk8veBbdYF2fTxwmyLxQaoebwVhVg+zJv2ZZcR/epdxzeKd1Hsb+du6seAu7eKcrqPAnSw45/Ru4YyWjxkKBFH961UHMdzt+8vzw9HM9cf/rjuLgsSyj0+O3LzUPjvRsbpAbshV7X5H3gSB+vnmxM8yBVuwv9KQqN+0lMmYcTR6pR96DWdVYgBC4WvvXQiEpjNJUpC3I9vzN8GHqLIqp1yZahakjiIV8cjmyOxpbecXY9o4kmlZG/fSXvy73qvOAI19tKqiDQ7Ho4vi9iGaixx1s/OG5EblTF1sV54+aFG3cIZdnMFST9/LWPzWbZxUrs7EFK6DMpsicab66b7w8LvrdQYA+fZ8AUkpaRgZFZGNt0k2oht+zB4CTDL9YEj2482mWqXv7zRynE1HIDQYdZaejwR4gei2f0MJtRz4F/aAXerMCssEN0keLiXJ4id5EHALbrq3ca3kutyrKb0daY5SG0KgVwGljYe3csqIZOY//HuyLuFN5rgnIYxR7+UQ3cPyuKIquD2dr6rEYiFhf7SBrRXEYBQBUzQjorlYq1Cl6J2ro8GWVKRhUUMJ07AvbXvtsl0zFpwGZULtMF8oV4wYQVuubI7SGT7YIHcEPWZaEkireW/gNKL2fnesMwcY/u2epte2g1S4sJTgEpPc+oDYIn4JU4u/ecmPkGTOB4HHVk/xbF8faredHzFARolVNnf7BZqduvysFWTv6lfw9f5Kq6Pq/Hl11mmvHn8xWxDoMkgLs0eJ7cbqWBafAIGlrI/B+/Gowmd3IA+p6a2uslPliO3mZVoccrBf1T8PghWKZflToQ7YQNmiosdDF8VdTU5OUyMe6bDwPKI2pOFRxttJmIpzlJjhHXxo+wKv8ZOEHQ1+GVOOW4thIQ0VqiPb91w5gOF4C/8p0XYYz2S4k911j5kufnhz7WvVYhbeuqUiGg3+Q9H1lFpbeanKxjzfgNjsn0sTWkf3hs4jfxbLG4G1KiMU27naDTXIDb1rWxIVIP7uNqh3u5cRzor/TXeVzw1QH0Lri8P1t3FxGj7CBaX6wgCo7EiedzVb1nOQO7bIxUXFxb7bMeM8vmg0MtMmhcN7czhIIS3m634XqH42gN7W3xNco48gZ9HWBFD4XMtcyBQu7jt+mUriJmEqvouFS49XyZAONTeyBhkNTSVlR4vtPnYMxRozzdU+zVkEauEu5FqP7ncRLZW2xittjrgcqw/kJWCHRiFRX5cf9IsOW1EO5Jg74ILhP0fpEOmCHcdEF7rZVvaEyiKW/UoaRn/oRhZ+41ZpPfMcCjHMnXvxT/PDxBLww6r852dnd393MTSBiNa7IdjB0zjlr74MhWhqjRupOqvdyXWBivIeRffRoCNU5vHVu442iWjXreuxKpwA6i66pyz5QkP711JsLS8ut9JdhqoFu+2AqmeYWv+lB+5c4iaKsmFfM5XKFZ0HQajWg6M/1RmbyIUg3+iDLVuc58b2zYvXNhu3gp84wQmoYA0q+93ZiXnqnsCAahKDu4kIBcB/du9qVPBPC1RVdvLAuQm3aoahbTDl8B4GV79nJgh70MihtyJmnc0balMa/Y/gxXNC7SlRfa8bE5134vQUlacqAHJ64xLBgMfR/l4uJwutEVgTz0cSXFkyf6wGHhhR/Q8VRJfGRmIltyjQORYtToiMdQEXIIzn5h1UiiONM9TfDyfF7uYDzHbIjALd0FOFSTnXhG+Aa+W1eB7xOctoTe6PfxDxfZ5etq4Ju2gQpyd4mSfog+1Ut8SmtVXip4abBwRUuVzmj34a5z/ph1he7q8XXIrS4vJu4GL+053n/XsNFzNqNRlJG8nGG80I+T03dSOm2cZZ4WOhgZqMH7z2eiHwENn/CfLIqhlQdJmckQEb6afDrJOhZ3W8t29WUZCwfo8E6DtJ6Ysx5PpH1o+WE/y/rKLHtgOWT8JBOqOecIPegqBHhAGWfku8uNVITtt3regKQCgd/l4Csj9n7ufAnGp1OG08y+Dx2vs5BcMydXgfbVcN5BKYt4pkXffFEu4Vrt7jbA+ZrLmXzwgR4ono35ZxsZ6RFhTmTSthqD1pimR/idX1Xp838PWp5G9jY41JDNGLJD+ufks8Ur1qgg4DnhQR2Idax/Xf3GE6GlZP889qXqp7CVOz5H9+TfINlzixOl98NHcyNKb1/UOdLySYLx9JOfEG8ytEuFnxgO53ikHEZpRJgP/SPJI0Y3EmF8Z4s3cWSX0JiNgBgOezvZHqyyyb4Y7KFrIA7MOl7up3QbRuRAwSu5Oh3mY/0qrAguqYO6XzLUEAvWXbdUcmOTjaLwrbVPypT4QoKARLH1NioDXWYBZL5GPnsBWJfBPCegkXt52F4z7iMxWmJET5sfDWFyiESaQDiOdLXNJvMsU6y+Brx821/BC13II4piA7wlJpY7HC+hmJqZ0q705OVMiJI0VKw04DEN+1wV2ziOqUv9MswV6X6vfgOv+T3W6TUwk/qBNgV2YJC259fuoCpNjqO0wJ3P6H9k51HfYn7kKYBQ90fjmkEE5IZELlLU8pB3FyTHPgCtYuq5W6D/UP7LMWnyEfmjTRNDhNNDwKaTb1JgG2hufdgbEgA/HvU99zIKfs3b/mFuHXBEPnzmwD+8mzIEFcglCQL61mxS1mjvqyfFAfVsLiYwcTI7dR5DmzDOALUriGcLLeDz70zPsFThFGgwOKMxFo/Yp8HJPlpE1QiaT2dILRt/3BQq8U+bF56GPDwpz3AyBRHsWYtQobOBY78mwVuWG78X7cN7TWgUJDUcRL8onxBTyjkhqRDUleAvMhV2oMvgbIiL/CtNP+OLPBAvM3QmKL2odcuwXFuNoU5tdn+vhOX0lZi3/Pdx7+IVLpPWyyxN2zV3NnHhyXN+IzDi8PePYiPHfVDCR3q8e9+xlO93pMKqluhiuogFBkOcH0t+a5apSHZSw4+FVeCs4IjXiDCvuSLKYhHJqk9eIjp+r4n6jgExh56AW5tSZf+Cviedv4qcCdd1LG4y0DZMdVl89fnSTlEcfRTfi34EwE1ZjwD4kvt9aD70U5t2E4q9STkNP9Xu+RAL/IASJF9CRKEbMpUNXy3xt4Xqb7hC74WmIHZ18JBoH7ddRJXCEc2M2jQxmqlC/I8zXSeNoGMh2ALbMKieIehN4SDVBb1X5sW2986oN7H/IvIuZw+XAutaq/pwxWeXE8LsPAvu10lD/9Jxk+DZHqINM52ViY6oI7g0cL2kWki5nb+RvZxZTrPGcXasyd/UZbIQ2CH6nvYn2KUGFMQQ4S92Vpyg5I/VyO0OJmdpIvMjRCi7taAmxWcvBe9Dnuuzts9x+zWG23vcqX1us5C8Y0LYCQQFGtsURy046vNSY8v6qi9XmnlcbCpl6WzsYxW5WTDE0G0U28uU6PunTN81TrdvTmcgmCqoUbhJQZw/FX2TQHj8RdFcwyRwSiL7N9T8SWnhfioSxHcevZu/mnlHx1rPhVQl8iJHeANE7Mf6Dv2BESLfds9pLRikaSoO7snzRyW0kFtDDsqLravq5uxUbyaS7187L1Jx0Dy6IPWVIjPsOP88JX9+S4/jMqOkYw8+qtKCBpNeoczO1AEQ94b6bKZfZAEaSyj/Lr41y+sl9Imi990/hL8VN2/ONGWSnJH5soNMl0B9/yLsEpdgfs/nq5jQVIlRn7N3vHmiIfCe3PDu8JDYb5+yZ63e5nLVHdTZEqKkEISaknneBEr3xLl4fU0Blp4D6b7tBUTBObo8bwsf8sjTMvGVwzSzMa+S7zAiWT+jLj8BZEvc8bVMNGvajunQTkSEvSeisf7rtzx53+/vaCdpjLZTR9ztMU7zwn92su3SuG0WuZ5bykS9Rjgb/EWzQjGSkkIlbuWPlsajziLpQ7eZozutaknrRtWLaq0PKrJwaonTprFyde5zH2AoI6pLH3ESTV06SrVT6M3/uSBQHJexeX8ejg6vlm3DLi2MItfNnyvYlQ5IAsQ75nFWjBFWwtNqhy7kxIlo2VPOxdoqwypDx0IBHBtRR59x+vGeiAte9+fKjl9dens+ovF10f+ifqq/YvjfC2h7he6ArqzF5y49MB94YOa9NyLehN9CTnAvkxM+qhjzQk3F/unhq6t7Nqqew4PF3+Yzzzc0m6zkhGmRsa8P1n0W8w3aS6D/KJ3lEu2vzx9AH5fUUmHlwgTYoZ0cHWbtLHTOD4YCJ2fUqAN74bZ17TI7by5XkkmW6/v1u+T7WtjV5IzxRGK3Qts+zWow+NHZk23wn/9E0flSLOJWfcPNsNYnclKlA/ID7R+EaOVj8FUOUb1afJ0qpuwwKYPkTvEhlR9yHsv2Pvd81vJ+L92c9qvPsh2wMDpZDvq/sY31Gw/NB2VQAtO3CIBUu7aqpkHTQDRJoPr2IpXSUuDX0b6aK+1EpC7syvo8q/NbhzXBhRRX3NE/1x6RUPzwAmOUPk8DQq3tV0fPoeL03vItSCnrBueVloEvGdFvs7xjIhnhfWxUaoCIrwotnHJ5ZZK0RMEJC/Sj6jNNBd+cHHDIEMxBfP5FAhlvaZbJj9zAAFwhyYN2OUd1Szk2jTjGk9yleVZSHSZTsKvzWbOsfgYxxCAgn7SefuQj/wE5t7lOitkSLNzkCDkeQh2TF9hQI2mlvPPz7zp+yp+/cr/qbGP6H3QnSpRcUNeCOR56883SusWIoKGsn/9+kim6EQW8D6iyeGgSMfUqG7o6fjNKOJVxumaPLWtm5BLxr9bsP+tJBCreSdBhUluaFAxWKhVTb3nMwUi9DchxGS4gQ5u82+f3oVqhoNOmpzO5bR/nrQCe3bSvrQ7WjYVjUi3DenyUtXIk+DhxajDtTgpHSGt6VOfEqd6RbhKaKjXlVQxSiuZLkO+zrdjmYKR8ugDMk4mXF9rN9TWxL++bxLOj9+8lPt7Rhp7kflMfSvrd9i/8ZpAM8Xp30hzNhnE8j+UQ6TGIYuD/hznYpd9Z+Y1xwFEi9Emurg1O1yLr0d4NszbRvJ3HESjDwLSnkVyrqNESOL+qve0leEQydX7Sv2K3ywicKWT5vtmIFb4cKBTtOHhVv0FtvIVSU0gMkMiuUYUtq58kuq0w1v89WRDmbPq/O62n37yupfgspe/kk39sE8CQE2jaj4F6Toh5W9yu3+EHgS2rg49pQyQJQ2f7sUOuHOcqhlBaXp6DJygkWJ3CXTLetcC1pehIr4kZob0MZp9r+g7zzK/o80Sq75Bl7Bg18t/01vJ8liik2jxtYdiKJ/kOZp3fmjt/T1LGGkaygCiF7GWUsWFVA0uVbchfztGTMY6ibq/aZHaRpJxcAu0ZWFeClrBlYw7J6D4T6RLHfxNomupprlF4PaASRr60ifMb4uQwRWo6tCziKHcZkkyxa5uceeuk9Vs799cHraF2zB4OZGyM9d7jYxrEbhMJpq1hcMNxSK16c14OVO7tDdGv6hfJmeJF7mIxBHHsnTisGzTV24Ja/WXr5GvSR/fUwX/1y+nk+Sdaz/josn+33yGH0qr/aJ9ooBGFNpRRVeX9TEEDfH44YeQIDy446goBprS+eFUXKSh/C+NCI2hnPtpfyTudZtoq8kdClLhnwjyVNDAxeLtOb/e2kCYU4MCeWFZ2Klvs3mj0L6dxE+JVQ88QtEMZ550glZmGqYbY2yACFTqSd/b/1QS7JBErszVi+ZQYEvf99ebK9+f+qYtQ2rMuoez028E5oxuiGJOYB0lf18QWfo5LVGzGwby6MDuujKUZOnfH5/8zV7cNe09G4I0Wl/LzpMKw9bpL1CRKl3PDuXGnqB9ND20/kFV9KfuY7vr8+0GBDM+uWz+yUtFXdjjMEreiKNYer/H0QURqMf0yYxV46Xhyg59MLZ/Dwg5VhceAWOf48DBLmzMTb5kDuzptFgkZ2bH+MbMSjlJ0P1BqudTzfJLr4LHiUXGluAmFc5oAj6p6xK9lmq3jPMQXeCAFgwVOVnkZoONT0FPLOvDjigmgzv7Ap35kMoUnJIUluuRzLn3tH7SLEboUDN3WdG2DfU7P9eQANUkhCyKaWJ4WZ+DukB0gZEXFn7ikDW1svtbJ2cs0F8XFl5QcVyvP0x3IRnC9zSMdf45T4djPO6cuzCnh5mugLUef601U3GZeHJZISnp5bptWkuw/HbMrv37NCnPYb/2Qzy6hbaQ09sAt6tcAxWH8H2SbxDQVRzWIIvxoo3Pvz1Vz8dpHk2AHZ7xmazgcqp+qdb0jB2IUx1RJgU47uc89L/90jtWzj8jK25TYVqw7g2r58AUwH+JTkMxchoKg9wh/trfxmtNj2qFCx6NavffJpSYO4uWiqFoW9DVimJ0FKPk27YlwqGH/hmvdF8cDmZz/fxN0fHXau+GqqLeL4Yksov0SOqIynqfvQGBVESukHYatVQ8fSqTKEsjWvRvYuW1cKQz1rrnHci3/krJ7dE8d3KNtw8MI7WIjw5mLouKg4kd1Jqp6o+iBlBmBpZV/jL8+X6xqAv/Aky7kIW0jB0LwHnXUYpkO1PLNAWh5wGTcUXs96bvqkE9jep4fFpbaDc0m3KN+6O+0NJIgU2hMxHU7qjrQhZyL0kcnzFhSn9P3U1zA55xwDQi8JYQoRTpSgluON8gwtSoFwCWA6qjeZpLJ7oiX3QHI8216NwUpM9b0e6jaP2GTh/eWXnPem8tNvg2J8pZTFOO/boiqWl2/2YWuMgnpR3+XMSVVoQlISbbFb1pLb4vYOQKk1iFdXB33cuMO57brq1jXlC+gq8xCmUVTzF+iFyjiEXTbz7/MUyFnChwlU+hG5R0aLtE53Am3joWaIeZpPCZik3tC9B/qzj/za57XHFSm11ynl4PUYAvqnC9uuJv+hR+b9DRiB1WSTnoKp41XWFWFrjK8PWDAMZhEjgcGqReOT11dDiYvq/7ejw9Qq4/dfrzElq7NsrP+btMzkU9MQ45wd1Jp1i/+oxpA1HK01wEqjwi8rLcArHYQKNBMlDLF5L5Z3kod4ToHt/SIctg2Ir1gr7N0phvVPzOOrAtpvD6/uu4/ZW4Drx0zpYJoOOWFfIbMT4vaFBrkl7MEitBSf+UbjmEs0Fo9pQNUJRGEfw4QCGken2Ko67ID0TA6lapf+JEFn1ka8JpnUmXsq/tEjWeDLBxavncBs9iudz4QVtar7PDWMP3AgGO/9CYxEQo5WARHbBZN1yhakLUZGIMCco0fTN2a9BIm81jT32eIEPAOT7bBu4S89YFT7KZ4dyULvB3V12HkpqqBi+EmMAR/c0GDfXn6wz9l9c03PvKv8ufXpwm6emRVu5rD+pr2KKuZV74B+gnYlpy5jZqqR1cJdCfMhvHFiYducH1OHHWOV2A1at/GwfiFDol9tS+2hfBMGtrY+dnc103+WAeFbsO4w4fnbox0FA7c4+iLf80DFsaQSrAuvDR8hYdH/RH/SnYl8bHCNAtwyMaTrScwAqxbDP6k6mQ03bzEvm9rkOFbbvQsdSQQSNeKUitAgW8sCdamci7mXBZU5EOW5fDoOiykEENN5865Ywdeoz38OIV2p66yfpWbPNYuUw2MNX1Nf1e5fL7DENFebIL8vAz0qHxpsMWnjyRJMUA6dGAIDZ/q+l5qKgDJZFoYcbpG2H/krV+dSEkp+mmmDsGAUqC9L0bnuWVSpuKRFDuNn8Hwi/nvZpETDflloYek4UCzre3Mqg3ZAdyLRZBLHnj/12ug2e3UBY3UnYnxVU75l9GNkaNiEcEFuY4/a7rghW0PqIQOe1PONOHgZarsJb8U3ihGQ/qW9RYH/lsqRlAzyYpP6SdhNaI4D91hsB6yOqizU5RWy3YlT8ALUTfp32YEzFMD7FlYMgDCtKOf0tdIbdoMKhDyfU8zCnu58nOi5hxGrew0mh1veOvK6/mRPvL1PElMT9S6JorzFHjTxkiOSTkcPii5NS4mrJIALIKegJQSBHsxqQNjkr5TMKbFCQ2AOoXgx+Do8H8t737exTNdCuG4NBLSv/SYbEDuPqUHK7UKGM/KtRcf724zBf70lDYjL7pG42w7DKNspyAb3xY/NLxXAc5LaajsDGNXaQfNYj1eV9aW8rhl2qqBWgvdKnkQBZ2yK7jXwl1RV+TJ+2Jy2wr9AQrIn/d73HjuJyc1vjc9A+N3Sv9838FEggOuz2N+YvW//k3HpAN9hiRHK2oUxbMKTWrNZVnMv9hfroyph/3uVlTgrGn6DbYPOqjHCoWlf1UabbZeavnBWJpsLEyvlIxHw6ogvt7HwXorEmmqdbvAPnMqdJxfNoaui9aszWOVXrkG28axpHYTRD0l2VpaqiL+scGcL/TU6jbqPqFpX8dJuvodmECNTwufLz+35UexdPTLd8mA6uLhxMv4o0rQYUNbFjmaS36bEQiAhWIBLrjxe1+j1jx3DsVP1Y5UdnGM/e3E0aOf/xcL68kJ55JlIxb6pfhV1WfgNhejhaf6Bu3BWKQex81DaKGUNVMX2L7twEXBJoqI4rl/eWMRtDln6zl0yhBMvHb3xxTX1IZ/PnsRMdtc46C9nECKEQ5MSSrwzePyCLuNqg3jbRPDdYevTZ2Ma3pSW+EhJmkkxvTRikWp5zqvzcWC5+K9yR7amVu8m/yhWYsYncLqWyQo0H1pYWvvWExSGOwn4CfEbrXCrqyGzB/6B53rROrl44EXwjPe2IhRp5gf8tDq8aAZFLPF5S+BulzWIuua//0NO0be7kophUXQyzu0qM7ctpxSLwwdCOdTJZJEbOHrEoGcQKGnhWyzQDT0Np7RchnvPGsG/ewpqy/5Zw/8ni8Ao+/B+YA7rMLlNXKxyr+V32AgNV2P5PMLJ8AkxMAbvVO5KNy4LWzTKLowF8jdzZSNI0gRN6ZkVYrHD2BCeF2LTj4FGg5dqhsanMZe72R+v1JWDD1FmOUkVyjwKjUVp4fj1EcTnHKf71j6McIQ3b3mXT6gnlrDGTkrdGxjSKwH4+O834mOFthuo7N7fT8eVctyNUjVa77mXK/qSQaeGGmdSo2glvGHTRd4GF3MQ6yad+4PE891h2zUpCfCuIyH/uTmIZWGKeLr+kZejHc8KCLlSZBnKliD4H12rts6kFNPzzhTA9ig8mG4CpN4XX6Z3k1Mb8lkc9U/3SYQl5kzHsWFMbA161yrJmAm8kuOqcLiNRd/lfYxvk8jlqXdkrW7zneb1bZpxnMjVOKKZ0muAYPNjXz12A+MoxU8g22N56O1CFyK9icmL2GApQhAJexZkhu0dELqdLk/mTRwdYmQdD5neKHRFhabV0rpLSPKdh5RabgMdmvvoubxa2a1NWYwtm5mGGmPKygJupDu1v3wrp4BYaqXwa1Pi8ArgK2/9XX81CowS+th9AxVhbdBdEADDj7GjgfcPH6XJe82z6Q44nCQ/lsZ0rkb6CHSUpKEx/o4Cw2wrAbO5QkxJdFIs6v7H+oXIuh0EYMw8lWzlZZW3MsXowtLlbj32MH/oNY3TXlnJOX1m9e4b2nPDbgu/Ql8/2Hguevdi+t8uLy7+cef/5Hd2Ephvy7sE7RRh2eUwl66Ez4weAk2bM70s9IZImmqE43sv4wIWsGod1MbT2ncsmaIJ/I6iPxKJY393fdwWLdX0urpa3MbneNeJn9rffvnqnt657I6mnf0I5v7Gfop0RspoMwSrLF0xwf2mQiHMeKTGffufsiWauWkL9hTAtJjj2z6AeAFtzpIsxKEuhpcfrVTWQzypOEBzJPBD6cX76MOsARt9n5F1x+Xid+0itmXnZMlNX75N+RVcvNLLBEtC7LmcnS6YKbLnYoV3ZE+5tdz9VzONcR9LfofpJ4UOLzjCCJ3P51scaLhYSRnA9k4Q0B0UWbUE8YZ9eH+ewD0B5/WcL46FJbLZjR6kZvzz5DSLopjQ4IbvrA7+4B0beuOdfopTs/ZB4boj7Ovf62tLKE7STeZWvH9+i6NjDpa4OtwHLddVJ5I+pVrpOZ+Lbxxo/CTbIPpQSqFIk3s/aUNk71EoBEqZghsgOulMDXqypSgcPfl+9AwYsMVY6Jg4/wxs0EJVO6jXwaLo8wL19/gSxKsJyA7zhnwFDi70uU+GrTH2mF/hYRPqO3nwHPfk1mgFAcu6oEvPSDFJx0CI14jyj/+qVIeIlhjFB9uVkDGYvE56uEOOX2BVL6epsN4afe3I2jq8DoqBk+xDqFMOXCces7CQ22dD11kQO6bOLCi+aafHGqwC3BxmxuGmD3326rn9kWf/ztgggOLxmmyM5BrUj6wGaM+eVjhjjN0rD/5jE6a/7z7cmlLo0qVu0rz/VHppVvR02UtLw8RL5qrArGT0VbR5UQ8r18ilWnFdtwucBO6z4FWj/6Yxp/+STcjJBlSUSWuTTm8yKY3ZLfZ/qu4/OL6rz2h+9rsRIDLNZeO+UiJTYDNfESkE7N1ae6ZYROXL2gvbumPQU8e2maf0Qr/VGe9Gw8jMmw8R/5pChQxrO+p8HWrHl/7e0+hENiUurr8WPuhr3iKjbe2pTFepLMcCCVony47+SyxqI0yNQQnNp5hTcG14ANb6Bib3o3Imncvb3G52kVMngBlqakmYyoAN+J2kUTpPMJ5BeAWt+tDAtgJYV/e8TfcKbN/9spiU6l1n3svpFjE7SilGN6xLEC5+Zfd3387CAt6zH9WQm70FtcvTIPpRU3XXkI9ft56bam0F7BvIHj2y2vXwE5UscfWO0kLzw/c8v/rgzsT9/decwpo+zxsY9s92wFSNhfw/mNLps25eH230aELz8BHGiHx8DCJ+W/ze/fl7X1dEGQhgjXU8CcGXw84D09jstfgsLqH/1r4OSsmeaznHOcCg3YcGdzMhp3eC50PtZ3WcYFLZaXqEr+7a6MP41Xg6T2DwgSWBvujttHeebY/p2c/zfzX/FFJQfZpy8U5xDIxEwtFCRpavE0fpyRQGV5eH9nN4jN1XgPCwnW9G6GmiQWsXldjY5gnkKLRfzYnvUZfEzbO9NMHfA7rUGY23CAHW5G18NcWgn0cF7W728bmhcf4TJQvELj4ddJq+U3yW1fV+sHAYy4BfhnBamJqzszL0iO/fXkv2NpXthNAlWRvcgLikoy9wjJX140/4FhbOwDu8kN/c34IdLZlQO4gDccP5x6hQZzsm8jAXWdEcVO8JnvdFcI91d7W+G8KxA8kj0a+9OIfj40THk8CNva2rbdGMYmD5AVNjnXXRkjWKL2MhbJ4F5WoQ4fF12h1u/oSoUlTvBDUPxzMO6jPg7MnzvJbGa5qGsKbG4iL8Dusl9HXX6jVEGbe39TJm9p++uwlz4R6Ho+Z/mk5axTGrgdZf2wycGOIZIDapXCiFmDer+ZYjCPVGrv9YYcxhZLV1drqVFPhSIwYg9QbotGA8irCmtYjOsz/URSb1dkbeCGFC52ZxFzqM76iW3BEPJFeVrcRGvFAvb2S3yD6iGPTut8cO7BTUCaMnWIQx72j81Y4LGVm8+simm4/CgOqpKrfOBgG5xieX7uPF5UuWcjCG64QufF9RTWDL5eRolVRHn4WsVfKYeTDZagmtwlURBJxDPUSmtFMG2bFb9tv/dTw1/jxPdn8TvsLCmjeUCSagFBbRJTRLQiUpTB4YLkzzg29vIR6Nj9LBDDnzClj4rqoT2Wwr4V1q8Hx40xN/hSOBRJC6GLIYdWWcPx5wksHbg/iIMVctc9SdPVELgYud67ZdOC0ncpuo+AmtaRj26YN17yKxgSrvNoBUTFadHISqgwyWV9eCvROETs/jYE1eZS6BFsz3WWivT2ftt0GFeFyiWd7WLiguL3LFXc8B1lIzRxsAbE7zmoLkcCVF8m94wpxK3ed0ahKUwC/wERmKHkiEdxPyaRnO2qhmUxdQvtdMSBXOGq+ED83hKog0qLhr/YXohCPeAzkfvwKdqM3YC1QNtUETvdU9ui9k+ZrMi2BR7SWujYFi91+lOHP2FgU40MCN1iehsueckPp9RPRJDl7/ezURiITT4nNQzNukhBFegEcVsqV1lSVaDd+o+O9xke/Tps0FNeUKD3j5TI3GBpp8PGxgoKgSgJX4CxCayF6OZ3VMMTTJpm/9q/sM+qTCMqdNP18YIl3tqY/5pboNdURKLppEQfnz8DzntqZrdPk15DKLouHQDGe9G38+XM80vY/6lEj0W92u9v4z4jmeqphn0UgGY5Nt6YCBakD3yidzO+dzCxozD+uCBxLXaOfT5d69DB4akgzcJaDXYYQD/+dAZc+NuJUNFY//ZNLfiLYhe4txA8/cmwZww079786TZ/O7yOF10RiERcRhXZmCitfI4cr91nTDgopMK9vBBuoZzk79V93MgYmtgVcgPE+gtkHj+NrQFvCyKc+bN+ITMsYfrCpVSp8/eiI45pK+EdY7D80x2eOcXyw9Elc29imE0osYYlGXaL3WBrU8Nri00KVoCihZhILO5b4gnhqP8YMdnb9V82S8yEnG7EJrKvM6btC5OKEXC5YPv+409kQzm6N5a9fLwkbhfxZ+uiq9OiRf7rJ4ZjAObYmNqyAvXrSH4+YWuLp+SlGLKl0FViNacMWLO0h7ga0ULcC//jUTj5fi+n9qkjSQfv04ehSUcgNf9FOHzjb3kysZmBJMZ8eX+/IAPFRVzzpSMaAJzj9QuV9MC5wj0LzF9ndAm+9fDzQwSZYyXt9/jBUyvUdMbQEG99biz71oO1/qkeo9357Qbb0aWuxZOIfWeJlMJm6O6RmzgL4CEnkvW5ADOWJpGx5U4NCcFY4txe6K0ZpmWFCXJdZfMhFILItU0Ru9WXOOnRXXNeUgpVda1DE41MrL/9se48fohq+DYJysOVV8RQmSD5KF7VF1OXMD9xV9+w227/8vjLo5vzT948Ne4ZAsxWowaxS1HzkJR0mKGXjMzSp6ETTtMfX/tbIGPW1xFnUy/bylkDi2k4bGlo2myH7pPFVecIIRxbTyi4IXy2yrZzMn0LNBKTrIf5vL0ZSlIy61Nhh7qtc/rix7UWRs5nowfuHXlIhP+YgisbWkuGpK3QNHpxxdfU2ao07dUYEAg5C70ZzWUR/lZv//xYNj69Bp/FcxR+SZYgncj6z2+AxPzY9OOU/1Z9lmi23+LFPc/35DSabTD8DfDyzv9hq4Fe/DIG6bPXmm32ZcHbtKrz5nc5bHqeCtjcPqQOt4pVhmCWET/t+zZm/TESckunfvRtomH8JFeqxLWKBZmeWDhkjwgtzybaZdHqONC+BMXtiHO7wQOdfO5iG7qoId9F3ABwK+hoSkjEXAwzvBTEqu2Ra/8w1/A3ejF1FyiBHroFap1NOUH85kC/7GGy20lLLGm5L5Z4+a+vE6GHCFs+fLYSbRblyFqajxB6oXXFa7FGiWd3wZuVV1HG2/6G+ZTcVw+QFq/cJDKaTJfEZOe8RGJgJ+KiLvv+1MZ4ne9V/12IYuYkl9mS+Fa+lfMSveIyFyye5pb0CfQiluO0syDhDRGjNQ5zuqTNbe2nymyGyfyX0thf/p5qKwNvTSpn96mNZpb2qFYeMvbOHwoJGZM7dDxoFPQtbNsInfBP6IoHD4kVUqSW0FGrrvb/G44gZsBKD8GiC/WRokrlVJBRlged4u+/SCyRrsi8Nwn4v68XXQ9ZtzKAbOOMD0GvLtHXD8GbHvdbf7Qv23Y/Imbf93qE+igjP/QceF/5EXuIllNThyErEOIh3IoNNCIszAyEpViO+WlGqWBH930K109x9xfZD/XzIJz07fP8tEwreO/7WwQYgx+O30kYnvGOCBa/4RrYtU+7Q4ZU5DcqLX4+6ALMD51OenkoUlf867WAurU4sBgDNf1taSHZOunvbGjadyAq1t9A7o2r2AikbnQ001/eH/8pP4A15AsntktNmSADD6IUpuge1nUvACSwCMyzfFEnED7LAzrCPQRQ+B8/A3tXJkc/4WWuW+7ahI03+rQktGyZUWnP0eh7phvj5KwuG8B5g+pWYOwN4BdfiB0hMFRZMFGq5B/OGK3GYz8jk+7uyBjEzPfi0DrtZwL5G9AZEAbWAHClWlZx7qLw+ILfQ0yXZuuPnC2WqYy7uFNYHAwrSeAaD7DXiZw1Hwh8bvr73SFpBLNxGARG5OI/H8zPwz+/Krr/NonDzEzy1/UBKU6JdYbNXFwx/PqHHjDUSwjVpSHshYUwjKgmtac1BiaLqhLq9ICH8rUjR9QDF8Vp6+tpYLOB1s7oQJqPoEwmohLNcRPelcwvQgJ/4uXV1KKOcfnUKvBf6tfzX+IG7q7NcViMkKS1Aycta9PqNntvRD5V4IQFKb/u53x84CZc/HSFatBjFObz2TPW5vpNAwFP2PLVklCqJdaKuZPgI9f5bbdKeFxlzus2Ka6ppJ7kHzGH8vZnF1Xdzf7mo9HEPo2/fH/UAHNfb/OXpUwGiNWzEjssniQpanupjoauJ2Iimb8obaLDRbL7m8LysGLTjmSSaeG0TZLLsg/xRMybfu4J5qbOeTw+wRd6SjI2Zeb785Rb/6vJHn+ZhIKbD79Eta8+drGZwubfIss2h92YklM1FQupB7nI4cwCJJrcnc8zVWefFv3gq+v/7NLsP6T2by+Yo+JuZaPY/2tYYR2IAdT2T64tSX9aQ2B/tnh85Q/+ciuW3L5og+YEOXHk4X2lKWSE9ctAJ9Zs89cfQ5vvWIu/KfnzZOF2xPwp2HGzftTKinTmxJ3GDUQAsbJ8Evza580zHOXsWRIFPn8Wigf4wZlj2mflul3+3nfS91E+ogosjfjj3tlxZTa4I4wfYMYux6PY/84ae3jTI+rZjEpSrPsf3jiTRb6fmlLZ8ctMy7VuPD8AhFEv6xk9oDNSmM+9dkxa1SNBmyGo8a8ghCGx3V/nUFzXpZIvPL8XZtCO9YuSCWBfoR2tDlm05XvJUfKh06Pz+HKFOYVtwGwS81ZLrjyC72ct4UHJYt13p+0J+T4ST7+U3Pzpe5NlwnMzeDA1m3LMiZEIAuQgYotlJVb9W7ydKT/o1IyPCT0avg02APooaQf3w4Ak9iBn1PmvFsRrGNt9pKeP03/OR3F3piQCzMRDhSB3VI8qZISdFP2GrtNM+bRoJEbbR1K4YULj712kHAb++Q9LMcCwuF5n5U24sZJs0zv65u+5IZXft/O22norHMaQKUAHYC+t74EuRpbC988wAxRd6eUPgUFGIbgbM+dMiVohOn+6bGneVyolSf07EXnVfna9Hm0Z2I5Qi8Sfwnb5m2fYSUUqOlhiyG/A0Utb13cMxefcyt1N5fgBT+BKl8tnwY7n7tzvnAaiFGHel6cBkT50zwLdKbFpfukU9fU6ZFiQH95efLX5Sm8AbC+prBxt36qeGvxmqVw0Ws9FIuZ21I23lj9kBDqGRM3qWOJrBmu7eQTtXFML8OgbSpGWt4bESJwk2jqLpE+/V1oyXeHBLn5igXrevIMbY7Y/UkJVaRrsXsBOXg24teMa7NFfnn7oOGv79V4tFxfYNu4onw+Q7ZJD6RqFiZLujQVzm9Nq/LHiHSULAmAxS98jaeYGMApMJ6WCO+VbSINw77jsx3tNl1FEpqWj88ct3W8YCL8qSf1HXInD3TZ0+ORIepGE2vyW4Yo24vICBUXlZ/NsMvj6MsWpinkRxZ2JdPWoQhnvsQemHbE7MMBce6hwPrJRvPNhdty+Nbvw/ZKRkP8nzoQnhQ7hKkp5afVqh9PIZm1NGNENqXz5OBfpG3BFM0eWY73gz7m10tabFoYd8udq43bTJSt1hOd7I+fOeC9SPh/XbzSP6wP96pONh21q0eBnu5c6vni8ZV9frfN2A0/yS0e6i/I4D4KrXsmUxseb6uApi1jsQd7lf5tdWeY0kXs3HSdX22r39pa+OKERbWux5yj6EUEX7KhdhmtIe/H0RsrMS9YqWvYjO/eEbdRW6PNfNcBZ/AIPwv2hCU+cldk1B0qkABGQfurdIRePm1zGfyPOKdA7q4tG9VxAU4saIRRG1EK7Y7KOGgQbXjBPiNL6bTh414S07edjD4aO07t5MDx6MYHaouPFXwheHEdFvaglY2yTgVoBRTPGME38I8h7wPpG71icFweTuPabdSOTnormU7no+oYcpWUcB1QBODknsMNrUdP9BXYWoTFWuwNaIWUlTFvRpJ/ul01Uoh3NzxNOygoQzVRsmQ8F/VBlTPrteDnzhcfSYqeDmVvMZpr+p+hHqsW/IhULzaXwAcsttxzeultVGTRnuX/TO5MVC9TAu07HLlggieDIRXI859a69LmZAXK/pSdcGVd/rz99Zw3yrEnWyECf7kxMQH1iX9CFnaWSheXuv0V13VkGjuoiTkRdlNmpC88M6r6yfxLeNNhZ390Ml3g9gTUsfgWkTNWKrirhQ++pSq3inQFUevRGWSL62YkIledv939cdFeFxL6WlgqfdKh7jSXTwUfhjYU8ZKJSlnENnRi6BTfpkTfaaHAeEe2bRHYqmvvLkpheG1Iq3uDG8U14O4OdR/1IKdNfpnvz6q4xzZAAxciNxOZjoXGH4R3UJP0jQOY2gTxnEOiD9Ah0J8Zm67G51z5wd6y5tURSkCbRdzSaov/rC01eK13ywFiasDf8dqoLs3aau2XbT02KXDuQIL2O6JZ52vPEac1S32uEUi9q8w3DRofsMqpYTG0ZZ5X0S9g6G3TKvU0p1PwaINV5o7x7b4sBfs+ofEP74jPpskOSK3lB8PP8gI/6farX10CPgdbHG62UWlPPRwOHWhgM7m+E3emXjYpUYf3E4K9xsjANIv+qQHwCdS1Wb7uVE6pqG49BF7mgMGxikvum58RU84nQMb6A3USvkO+1NAT7315QRu0VZzX+hDsv+M6aupS+xQQIjs4tpTkKuiybanq+YN/s+pm9q83qrLDpltPqgDNuofRlHLOMcXPzqyTpljjCaZKky98bl+/FYL+XNbMiYkYYkoYJDPuwuTt8+pDsa+z6RvPUye7E+/KGh39CEis0ZUr+XbFD4lgDs7oLSjksgZvqANlIQyysbX/94G57QyHnnZpPqhKEmnY+tf0eUGufnx/PwWb+VehMjKcYshj3arHXp2tHxsPb35I1zZ95G3tmGRc932i78MqPkpT0ZujShpsNPjwvfWkkvznZGjtRsknWRfPqDOTvky+PnRtoyMU8Sv8+VCD8t079gQwQA1ZKaFzI6PzXZ1URTEcBVHTh6UvbMv7+ag3g8xZV65AyF0guok+GqHVdQF5LlL1I9wBsrIGcPNhPNEBGeLlC5+ubFcmn25XEKVyBTFA/cmK2EMPMZj+b/HbjMyB3a3iRek+rkaNoOuwvY45SBJ9sZMUvO/Ir6HR1OPz4NcLiPaZ9F/yHPb0y/XrDkaRBkQ3R/ZtfP9vbF/NB7aKqd7pwip/G/XENxm4WuUumCXI4S7lJipsvzUf4xi9ff8jWxwg4gOMmKd3NAJMxvBcN4jWHbZPVndP/1n3HbcGyodcEv1bM2mfSjznKBwxGAC2VCNphJQpPPoPmopqP6e3Q1MnfvFZ/S4GdswpEGV330qZK8ViwK1Jo/JpueNmEbDFSwHlo+O71WyPS2Uca9u+82tDx/WBFWGW6aoWCw3ZO6w4r8RJ1/YvMka30RDnlepqf1n0G4NnRONfDIUot/qJsUjZIVlcYZDWlQ0Jf1tGUlmV+2coYsK42sz2ydYNMrjACMRzon9x0AlLcTHsJjMW8N5Qr9Sl+2WoMz99aXpTFfkNkBXXUqqGtdPhCxH89ez7VF5VxdvZtiDClnLr8LkOHG4kPB6AxisCkrV0YuCDOLW0NrQybgJJ5AIa31j3qny/DLw7A+minayvqbjY48xeimIWJedz6TeFrsfm1QLDI/Dkua54T+VHyWzRQ8iqaCIgI9mQm5m2cdIQ7ORitDpNv7tygG3bS2Aj0PQD10inSOgwXEXYJENRwuP2XPber2xnQnSCZfZ6sB+rNsirLNJp8k/Q+xBbsZJZ5TfrHXj91iAbZ7go6JPIa8zffuLTCfuWUANsg7SB1patfMH+/gYbxQh90wB59aMxFaoEtC0hvf0ndpi30as7lRzvQjcyiEA/yQ5P4Vk3sqkB27HnGWI4/9G8BEehpjO/l6R4XpDlOAOG+JzLLYKohS8mGknNlJ5F6ho77fv/K8flU8Jc4pFb9kxDSioM2V+Kj14VyseAw9yo/2UZUIpDD/sgulPGuh7XX/EgJV+bhYQYyt0ihriPPy7YHdCg+ymumF0IhixShRkI3jxQoCNoeyILL1yrJdJtaw7dUFkTiRFnKNWfzGh8t6OJOGr1PfagARyFacZNgz0beyVdf+oY9403UlJAKRY9S+VJe0Zrn463UdVQdA4IuDOTi2wCM11IGZ8XO7+DvYPeVFRY9B136WIXEXWz9g6XTzpz6WoBk4rG/0a5v+ETJ2/soDlRrnrLSys+fXNXp3cmhKEve2iP6IXtG044z+j7IM77UWcWMuFtnbea4UDAEl1/U1dWTkcudO41EyeDzoKUjYyVfVqKL0scsFAOAkML2Zfa2nkid7AhxP6l8PY+Rp4fd64UKXKE8NBC2ry1prH2MxKCvOQZZTEIVGnu7/Rzus/R8vdsM8xcRbxdF6MfKHlcuD98hFactEq9orHMS3IvIgz4XmMqWENiiVIe8kLl+bbVgrFgBpnaJZQ8ySw9aKEC5t/HsfNZbutwa6Tzs3IrE/nsUDUd8qQjmNJzru3k8H1RGwd0x91/NfnTib7nollmMsLDkHRm2zBH+FBrxjIiD2xVAVjqHKXjzbF9RLyRUI5ikyU/7hc43wHmrS5FJDkyxX6nAx/8yPAlhttNvni8rn7VGMobPaYsPYg+Dr6RxkyNaAMAiVWkVfOPlChxuBRX3lJYjTX6fQXtm3wK6OTFOqn+MgDsVy0PZrmDlKv/NnJDWIDv36+XfaxKr3NZ97HyEFlkAMHh6AcWqr+aTPi8kk6UrNs+8AUrtdmH788wka7dqi4xXb/QL/A3jXKO/c+K/rPK08DeG+aN+kR8copCf3GsQxL6OpMHboL/behBKJRW7D0TiDv3ETFSqaseMuSaffH1kWTHT+ctVQPFe31/UymJRg5XayLriMRTxAFfhsqS3DxfOgttJDTnSVHDIoSgB+jfJE/ePN7TAoqc8ZWwj2DKCCyVbH2zWHE4qzDlwYcFw20kT/vSFscDmmU65/gPDkNJOfwNXV804AKU+U7YhzVuU9uDm6pVNaVPt7id50dpFWbxDSxBp20LerYSb6o9GhXYyNsamQBnp8s/6qFG/LzLbx4nCURFFGVxbBkCQ5IpfDUw3zJoKp2MK+in5Xy7bljqeqAjxtTENM7exYULj0qFn7lEdxGvoMn/R+3QYvQTisbm7YPRbefO2s13f4oCpbH/N/vs8BGlZUteM2gVvfXzanN8Tx1+6OsjVF/oh1vDBv9vfFrwD+WXwvhXX9Szfxv3LSrQMZ8k1RbFHJnUjo6lQtl4YAvOVo9aYwnJQYWOu+5KC9pizD6LDVMJSZN6S5MD0WcZxi7WNCi4qXgdeJZYqdSrBcwz0N96dLy9lDttnAGlo4nv15+ZnqvmPaOOL4fDiLB7wr8VwQpVD9fpFCJp8F4O4hV5t1aFansgYLMyxz3RF/bbBVrBhl03LuryydaB6dr6gPPLJ1aahAqRRsnkuXhZrxXvoEznI9uxsmUemAk3dA+480afxGMKD2oszJ939p0D/pqW2sCryggmnWwEWvravq6YNMNubVdWifhxBuoXNYGxgV8OYSQyhkFqB4S9cAmwU8YsydZvIXDbzBPYbH0by4QWcs73Z5E63eU1Z9GkctOqIPl5XA0ut4VZWXB11tuHJAY4qftn9ZIcTJNr4QLCG51r+hX1D/wbmd5YcOTWblTT8bXHwFm5i+4m7i3ixm+8GMzUZTM64+oe8KfR1W7g++0oVGO9hj2cd61SuivOw7itMWURK+lyfvxcQk3/PwUKsccSDYEDBNPHWlJ6cA8UG/5C1mtgqR/lDdKB2Ednpzvtqu5W1I5pL1OW8YYgD80CeD33UsqasQmMrbl80++WSx3NNcGnIORK6MEi38dxUiho9HJC2rNDocboZEaye9EXDXiS5WuIFfGk6MTeAuEDOc9tsDsRKV2ZDDpvazdYKApbB8uNxEG1mi69dv2o5dcYim/4vjgl/8zP5u98dKBB/VW/beruB9SZiHavYGh3yntc/Vbx/BAgTwkchg5izP9dsSllypLM0RCcrme+bfVzoN64/0v+ULtaHPkOUC7jNs1dYAYJ30rk7IztG1O9niF4Ep8Z7tdpkfAEkJBStPV0Rf2+VO7NEyzN6LsgQrg2O7/kBNaTnxTOftlgGNZsHfWte/1De1QQ7UoZfkMOzEfTAEGENiZcwNnHabfp1hxieWksZNnLnUmh3JDHsTXTNURaupyn5c6wNkftn5kI6O560aCA7dH/r3h/GAR2Rnv70mImSbSPLdnHtC7C0lQ7mtm9eihilIKeZ7Wj481qQ+Labvmk7JY7RCZVy/Ks+Gis2vxcX/uGGplAY1Gk0F7JYshDxUjlBVj4DThYX+JjoOQABwm3NurpPthRepjbU7u1XxolG17w4+CVu1x9rPlKNa9VZhyAGl4GMgqZJV/4yMvRyDxp9HhNR7mkfn+RbbxHnX4shrzH8Ydzmx7fK5amNL/dIbtz27wPlctLvry8AqWEGlUorOmNvdAIQEW6jNXQGv4qXe3Epf4G84o5k8d9iRK2SAIhP+Ak1C2lRcEF5kYPRSMNHZt9wpPEVWxe9jtv0skj0Rw3nOKQC9TQrS2roMXYAKjr43zk4ixdQbsjkOQwy0RoYtIrWa2xjlGcxKJ5BIHS93tqCmopDIgGOvxrPNMySQg3769ZqWT6vmbrQeLxMrBF0VU2NH3T7ZDCOSw9vg/4vprzszxAcT6hC36x5cwTtd5pMgc3nZ91KZTQuyINCUCaIOftU4yemQOFlVK9K8I4CNPKmI9OvnxHrJmmoqJPekov+JJYbb2yPi5lj+Yc0k3bPiiJKGGz11zOoTRxOZVGmd+xoOX0AG9D1mQ11ApGaumUMGxROgwVFOLlKd2O4bb21xUy9AmO4tjwl+IvE5Y6CudG+8KSwkcerdyGdpvi3/WlqntVyiMe0wNk8GZi5xurl4B9zvUgmJxz0MYzsBpQnU3LozIIzs/tdPzIF6Xd0LgMQqrEfO7NUBXDTzfueXJT82IhYuZuFDD6Ru9cDvrhw9R/0dVlHgRrPTY/7ixycLLzMMkNdLP677yaUv3EjZdkzMngfOrSFPM+uBtuyzzKsN6n55KPmDihdHecQ0SZa9IiZ4aVvPcUn4lbQURV95SOIpby4euiQiw0lXSpJjnPLMSBZZF2WBYkfwBf/uF4uRxkNxvGzx29/opDcQSUHt53pNsi8vLwSVlo2M4dFZTsft3nbnJuzFZayC3+2SbK1eFDomJR4fESwv6aYtyi+izZ7m8Z5ovCehLXgNOefnxPp/dFbtqqisrZqCvqA3dPz8nxqMcFmqwOfA9VKIDuzQbO6xZ9CIbTShr7MXdPWPHKQ1Ki4foOnAMTrQt6ljLu3kcxGw+5xxmpQ8GVyOCcLz/Dtw61M+5paVkhfkMhYMkvhJUQeS2K1ACwEXD7AgiNYP3TDMGtfFQ30VPxVrM1eSRZhBxVC8SeT6EMwp2Um8yDxfXOB9Bm68Go9qS8iKNS2WV8yfYQfBSSLUvcI06BrBNu9NAnhtWijkSu/Xdsgm4oatKZH3m9mG7YiImDzQ9XiOSHVkBpqsZnpjW9KnfiQSTxLslt367d+kR4sTmeIsXgxLIlgr+lWxhPW/7MC6dRNwGV/kby7U6BaC6MK3JliU7wPhTl4HBNJi97EyzypSWKVEoyDideixUQUSFoaAdqBZhZzVNAJwvdcxUVV+xvTjapTqc79lYWazNfCmfH6XE3SJXsDNV0KXar8zmF/zCD4QFLjg5yefBoFksYva+/40T5Zgoqiqy6E5t4gu/lbeW+bUMOwXx4mSvkrdg465lW0vK7zuL8HFXBTqpvslfT6CXXKAHn6n3IFadEbPzLG6/A8bRUDihrpOoFjLY+cTa6ivOdFP8zuuf3v75qglJ0yIv5cH76lYItPVRfyliDfIy+BoHUorVzrKHyByFg5VTi3/Fnx37hSW7Q8CrjiYoQi14yELPH9+LezfNLmxUjJhT8HnFjZVfnfqMIsiyRPuRf+uqtwmkXJ60eiv18PeWfE4tROmmMFD09zLzBMbOvLavhWr5Wf/6fG2xlF6F/OLb/ATWKQy0lCHg4EPIcFOuC0InUFsrvOlx7BfPt847Hzj+zInRZKuI6FEoaA7dQP+Nc2PwOKoIfuurJnMiuZbJ87MAegZBNvOLPHapD3cvSf9/36x9CaKc03VcXN0bUzjsi/gSmU+UjYx923AOLcgQi2CMhwQXTjvwkpFspF1ef9rOo4QiLJxvNebxsnn4WkPp41c/mYGnlipbOBdkPTIfzVsVX0l8NKCGdEQC+ZTiQvzDNlPjQFYm3r12QKh+H7QbYSmKKz5ELJ5vO/LF3FktxKEPwlwYiOYmnEDDcx04j19U+9fgdHOBy769nurqzMQsA7slF/eQDPuKBQVnAB5TpgIUzBTEcm/aXw8gxrXJYbIrVsxWIl4kDz+waTLLG2Nugyi/8KeMMzkfBPTmzmUA+DTHvSZ0IVqvsQMXuPh2p3RHGLG/kPI8UUhB6dqhwrpB/bV06o0vAN6Fh6uSe2du8XKjqt9A7dfeofSPIWz/Bzj27ZFUcbSDTFmg6cXiTYUpVwrykuXyGuk/SSHjMOcGZpeA+1nVdbjqL9iVlxkQxT0SbmL6sqX4JEduar3kWtYW+UAj+rBWnYF28NMXQpu8d0m3dK3YEuPejqpWobQ4WaSC9/2Odve3jZlaAFQxhpeLT2O+Y39+UxtN+PJMTW9pMb9yzAn6Qq6HGBQEcPg7jXh2SZQsWjAmDC8fl/HECP4BuowQQXYPfM8oCM7lzqwRWfSU5+T+RizMx6j5vh3+NmIzsA1lapSP/53TCtqJrY30sebhAVhmGCXfsgO4vGc9sqnWLpnrPJL+P9dJD1/jJswVpBR0hI9EUAW2dKuluO8DfvMHDyDJck1zEdMJ8JJ/0hMcBRmWapMUVEmuTJ1wFKjFz9RJgY1/5266vV4a6/ocUxUevj7Lg67m1REatWv0ps5bN7vFTtPi8Gej89QBuXBvPVYBX67erJgpgJlYjrD6csnDWi4sfT9op9g1irlQYaV0yqDIYAU1ArTMIuzhdy1YlS2j/il5ucT/YVTNvF/zK9TqKuvfrvpQEnU65c4MwQjicxDmQKDhXoR98zP61635z/3/yAGRrrLr/A4gihZu1ielU+7Z/2J4s9NxnnzDF8dXU6WuXv+HzE9quskHLhkymATspkstC5kmFbDsjdT5ZWF3/pc/EXlNIY+bc0Q4sv5NcRf0T7E473eBtczpYoidI+SxSeToWA6lo3XVUzM5VqtT+H5UBr+GCfejnJIF9NZv8rElOtFUxpMKdngp6DeCFolPHvUv0+OZpGF0mWFNLz851v1r99dY4H5UT6Ujr1c0LRXLwX4/D8YCWvZB7o2U7ABgxm2yq5lg0ORDomhCdZMfqbi1usyHtYPKrf0Ir1HEMNMhlatcTYHAbno/RDuA5W3ZyQTS1o7fAAhvI33znEcYAlSAa82N842DxN8fwvHp6KrCk1l7tljGaLe6aC6rq58wwMj0G47B+CHz+MDb4gWqp/g0XO5iX2tOHZ2B0YydN0P3n4wC4IUySDe82iv4VSbVgHdSQi/Wolj2VMFCFx21F8y8ndL8gflqZTr97rLTb+fV1GyPu5Mv0UdDKlRaFCXULgKgTPErSdMEgY/PDX2QCIkP52kwFXXGRmmE1g0twh7EL9h5nD3z7OGSJW/PpePw92fq1OHNgg4ZBausxfQ9xaumtrHwS3MvEi9cCvC2AwHC7GSd27MTgrsS5kB8pgAJVCVBiC/LJA++vfKX9FiVQHvQl/RZHVhdCCrIpnY5BDq9Veg5T8Y2dWY0YCVLPbE3FyWf8NHB/CLfw5jCxXzJobG2od7vn6wVro3Z3fmcjAreL5S72B2hDugr2gQf81/0ENu9hGzKm5TBE0CPz+Cwsl+rqpBJyJOAmA5EP65+t+Xtn4qhY+GSRWdnQwXzgZXkdUj+73I93QHi7DM3s2mKp2tAgF/juTaG+HCYxwpRu5kxInwLp22pQb5Tcshr2vH8oK279cfRMR/WM1QO/OPR0WRyeHOVSynzZzkZ4qXTSAFPZB9g/FwGYQC2xYgcBSOPSC8UodiqRQFGJiU36USiA/85TwSLNHwfmkXSPnZqUJFKDB8qC6d5Gh4jcxgiS3f/URSIXgPXBx8qX0gKjZl+cTubJnUEdaRwKjnez4mmu6jKFkOVyiezVnC3TFyt2FNxLGCfjh2wkdtvBqYF4Fe9pu6fCJHnuZaM4sMcSzMVK+sXzHb+gyzkWoIyj+XGg5HsSaYRNUcYkaWovscICg3kpv2vr74kZ3hiBhn1oQk9HG4zgAbPsWYy2DZog8wd0rfOnAx0gys8iXVoclYiu33AHNcmJckJ8kl7xa0nFqbmSUeYU1DVVRdTf9xXp03MZFJqNWvnj/aX04RF64UFp+7lZPjth1zz7kIgvSsfdWU/OC7ImbCv/7OMBdyZ+O4KNagRo5vqTDsXVW3xs9fyrsuqqY7GFO9yneZ2Gxp6e+5Pf9QlkbOxAUcLufSNwT7GJpX9ztuuWizJwiqKx3rV+xtI1uYqLYSI2229haXTws8lv6tTQNZAngGqsoYiqv0O8lxnNRb+Wy7j3/M8cqPPEfU9p544PKexfS0SJtOEBEUo1e9+NC//tdS1RA67/AM6U9JDoOcmvv3cOaBWx+rOY1KzVRgO7EhK+o+iy5UblLuKhOVubl/e3XLxkwMPcLDVRUcRt1N0lS0aOqFtcHQu32X5GAvi/EHiFt1T25R5ODwtp7Z+qsjjYnigStlorq1z0MaRv0J6CYD5bdDdnN6Sv4gAJvQgzLPKn1ffXYBXaZFh9EODDLCItGh7/xK6ThjnZdKIUh1EnE09QtuuTxrkg7TMXzgUoAFQcROISMXxBMAh/wk9tmH/JDmuVEVaeuokEne19LFSz+HC+ouWZ1hx9i9x2p7drW4qo75uRd8qYGqjm9VSH+1vTLZCnCJZOAeNK/gWYDLskP+iq0hiulaH2YA/kq8TYocZ2RXIfOIGdvFvDogadUF4HVsQxC+QynUy6t93orQv2Z6QZVfGLTsUC/0l5nz/TL/kot9YAQLz5dj2UqefdLu2z+6ujxZzblY/zVEOqfZ0WU6/NlIy2jM/A8uf5vjRGIHkdK7f0ehoYYax6GbSR54V6x3VIEs//Lu3AzcgS7LoI5n6JiJiLw98SRCJzU7sOmj9AFkpjxt/gbIsb34ny9Qs9un5P/lK8usFWQnoV6Z+n555eJkPYaM9HaP5AJSDMXLtktPP+SgoW2SDB5BCZ3KDSNtr8q/IfEaArKEVUN+n84/NTh04uW79+EHZJ+McLSZGKIthSriLqmovchddc8+ociQ0U3uhenWLB5wdcwktH6V8rVf936kyxicLoIllCZgymtyOtegfOroOkK0/YTyRX+mj8svYaYhzNwkSHVCHoQG3ZPIFIS3qBNbfBFR6IrIpldoyi/xXvRsFfzc+Fx8q1P1rVufgatwpqbMI+/Vxz2lntuejQMXOvr65mofeO6xYqzrp1qYzIeJ6N6IVadr9ACSZT2fQ90r95KdFkg9PQyAz0y4qs41sWRLSWGed1OipEFspzijtX3USTfBsnmEpGUY1+38vaBVybgfvTmi5Tv3d6TCqneuKfSqMkuHdXzrHEU2ATj2q8jxUx1MIaeexJT6p/+/JwO1y1dSD7+PjINR/OinFwgtt8UDpuF6h4y1nF5echwYLY5uKfwfbGgDH0U4MwxA+s1lXGeG+eJflIPGzppR5F0XySRhzTX/sR2h5hEqlT7l2tpPVevTNfyuILNigBTQzj0YAf09nCrBtkQ8hSHjLIwZa54qxIuZLGvCXUE1Ysq6avm5nXJDqBj3eoy17M80SfTCuP8RU0UfaJRBvpWP9oBhpJqW2Sl1K5F+M50YCQJtIVXFqKOnbl5WwfNvePzjUBY4efzjvj6xr0aTOt0wjPttJd0fylMiZyvkfMG9ndPtMhKEdFqvAlhstXtontUjoZHBPZY9ognGcXgm46TpOjoRTiGH/xJsY2Su4w4GsnjLJMsE6G5BR7ZfD0JOreyybh4LeejLyioKZHOQ3CZee9BL1nKpHt66sunWJp41RUm4+lWsm7s+C3UFuGB8Pko0xmLKQQrVV21+184fQkqgaWz3y5qXzk6Zun4eqcNb+vaTufiYf6eODW6ukEpJRLIpAjHDyHW3uGy83dNZMwmfj23s/yPp0VMUCVMg6ntMPEV/z0r1lDPNSch+DuCMJ32fWFogChQl+teBJkr/K63EodgW9hp/HW+su9I6MzTRI3ucE+g0o21YwtCiLxcjZsgmqnKgv7TslanyValKiFv00F9/K0OEfJa9mfvTs6UxG5WBaYjdns2Sp5mzYqLDs5xagp9S/hMkBTgEC8zuprL2o6Y254PbYzk+qXKuI6L+7tqbI+sARVyLTygVlGOsBMYoHq4bJ66W+TFu7LTcqx9vEBlhebaE6ImsIMM6d8o4rVVsSPc1s/7NBvuc7ndpanUrxdfPoh0E27lq88zrw2J3B38LbPCjKeD9Vf/gS6tRU7Y66j61wu3qve9UHhytj13Q1zwyusE3Vu6QWxkA9PLy5++D1FXzY9hv2r8GiwhfEdO/33GFl8EP4iRGurVgIgk6lMYgzHKf53ZbOTeXWyz0QR69OxpbqIWcULhuqNqZiEGJGC+dbTUpVAvSLzyXOJC/YLv208EgVOhDNIRKvRT0Q+RJM1B92zkFF8e69EDsZ1bFY7numJZNSkV1UerueJR0ivW0SwxQcLjMoMhIleWwjtKsCLrsh6eP5EnjPUEt/NNfgC/Z6CifWmEEMwWfDj27F3jIbV2Q6nIyfa6Erv2RTukijpLQiC4nvYf9Y4hxbVRjbeC3Oa0wwIq4ouDQA344DGCEmSQrsZgzjOuhZU6Gq8Swj/Hh46rzOicXPj2N+aD6Dd+7T6xIWYUUw4E2RsQRBHYrU6zIXV0RSsvbp3yGJ2CUQ7H0gdITx/Q3/61I0AW8F/7ve49y98CXn1i6OEbppphsqDUQ8JTcVs7UxQxJz9/wiqxaLkHLPUenumuwnuS6qsxVryveq3YFMoMKyAR4V+cX5q+vIAFBCOE/YK/HQ0VqeVFhxsot8kWbzW85tNbRTbW5tVfW7VVWDIgAy3UOwC/Xdnx4AMmWhW73qv34OAuXzuvPQ/hBKrAo3vM0Tj74J3sq0xm31lr6Sm08DG2TjB+3uqZFY1UR2EPcfBfN4SBfCsKfJYg8D2HOWKP1ia46LStq52w578s9Ru4JmKu0xO+f2EwBUWt1FlBGedZLOcVbfStEqmHqeOPgmZ/4ORUmWrKter7RoaClS2dhOiGRdCevD8m0pt5FVBGyyTIvRroHpgd1w3uX3Q9rY7qPKyF0Ntvd0aX8leWFpjBL//hRy5QOg0hX5YL4Cd/Lyo9X99V+FQzFEd70okwxfw54EicYT3Nn10y9a4vJ/vEc5oALcGT/16YCmcIR7I7z1pXfPqhO2I6eZjqTuA7s9OlxYTEhqqqbPVtAu1vwlYXKIBvzoFWdO6eVzkwprsjH5gKJ/5/+2S9wSeKubx/EDPb1svZEVl09VdHfMK//QM3JAmzFdP9yuj3XR9E8XHqiPj8RojIfjahiGuqoSd0vvdnqewJGakQyufD6ZK4hG6JTzrHF+Y0dY5jTgeOOVkzbSqlY+iCBAAlkwfbVVcrC8qubi180AuEOxK8fBhLA7vnL7apuacY56QioXMI5oU+xLG6lKgbiLQR/rpvGEp4FqqAU1DDjS3Jp/Z92yO2kTJ05+bmCJjm0Jw9PgoZ9TzJ/KN92hcc78z26X190k8lQtkkOqbDX58MfnXF0XygoDiyiB6zfW8mmD2Y79JVTxmeMauxyxSFESiCjdUj9LAME38Y7caF46j5r8OmpqVh/UiMAkzgPUeBnDouQhZguizXVMuqx7lsIDb8mdXSPai/QbGU+fJTZNfOXyeDniFWs9zQFc+4+Jsza8yC5/BRjTjDgTgn8mWQRR7YmRpVTf3d+3Z+IDCPGG8LQ6tC955dH4OPuKx7ftZzpaYZzF9wbWPSmMI63uKbRCB294iRJlyRqwkzWloDpviL1paEq0sabyNUTGtlWr28+1uwgRj1vCXvWkiremPgG7L+HCHwfZ8cuDtcaoQllyesR+IDBXYpgxE1dAE3dU/GNX9+m8wXezqX6/hXLpO73ibkRMNPw46/xLS5pwb1CH6FhcIGxxuaIZCwnSlgEaAjpx7LmT60O8JBRumaeVLYuM+NUyNB7UmP4ybbHWrWUaUBW2f8s1/KFKrXJysBh13RrKgEHjSOAs9ahuyHyvGu6/iInZzgJeaJXDPT91uyHUvXzBwZk8lv9AtOogbZXsnWPk/zPiM4CcOagiwCL2PJclepjsVUw5xjJTi9UUPvlIvzcUOLG4lfhScNOPwUj0ZoIGFH9S6+QaNHqeyz4obIeK35E5GWs3rKLFtfcZfv/fpeYeohpWG+0vW3KwKE+F7ibKjyCU0h6iKrHMinqJn03LxapNJ1uY9EZtFAqsK8yI+mhiBSn56ZhQliI4ep53O91neeYXBSk7Hd+IFpDMMSUgZPs4/Ff4GH4NjuTtpgqLH7FzHk9c8DWNhSO0ascXVrLl4d+TfM8K5oEa9w+ZgfGFK6Novl2fwSiN8LVxBWu79XloiCGC6oS2V2t1JK9GlXkuc+qfyzcccCd3G3LPW1cViXGyDP4nmtFaV1rsSDvmS5IW2QPq9dhMAqsbNXup+yV9QExuqbf/IEL4qypH4qBHnrujuztH7yvZS4J5hZ2e4c+dzlPPR0Dv0qCObjrEFPepW0eogBNlIg/dMp+S91ukE0fpf+Mv94V78sNDQ9wwnyuhnxLAbHX0e+XvWmciaazZw/KtkDbfk0rkA5e6IP6LTzWXxGNGRXJB/x0+Lsf7WAWXArjTg+slFal0aiFua9ui3QvsNAGsuJTA6/h79IVH8n+f1gV03ZKl68EDly8asaYsQbFY8K8WI4HiC1cdlcJOhng2r3+y9ifa9e/w2uMEjjXYPe5z4vZ8uq6ZlYP0rO0l516W/oeBjxfcg+OZCzeb6PEaBgnZkhuX28FP7BVI3+MgrgAwC5EZ7aY9R5SDFdSLHi+TLGGJx47n+jAMn+mnrdC/vqz2nPposHvkvku1Qat9PIUh4VBJr2PqSCTs73JxdCHiSxVdo6FAW8vtdFU196qx35eYt8NHl/U3/LV5aZ4mG5kZiPKiquEGrU2rdBaCqyNLvRPpHwOgGnXHlowHNWOq1KzipceJl0qI5Ej6WjO1lhBv3lzfBSGvgNxEKYKKjR7bEL7dIBZQLu+o9wdiYcvg5XX7mf/gTXQZGu1Tsg9GdadCK23PR/VO5Ra10Ff5cEp5mL0SwOt+umnoD4elMssXbsMYDioY8ZnyyNpL/P9fPyWTsm1Gft076k/0j4YcOewQr0TuSb5CzgtGHRvV53mY7CQ0fyL8cdnWElZKZkd/K+IIggTIE+TDW2OP6/aJN1VPP1DBGFG1LZXat9UOdW6D10zhMTkTyb9uzAG68Sp6YPUupfPeLoiJMTUA6TU4WM3Ck4B40seqZQi8L55b4TsrXEEknwt24BnM6+utbVrMYHEuCavkT5sjUNPiOm0V45k+3eHvw+vJjwnYuttFV/bMXmdpdsS/Ahd6wjZ6osQzJSQWAxMxRl3WlVSAKJljiXnwXwOGb6zsxfrZ/aat/1CZekLFyVNYu7XzK/hthJXli7SWYtUh9+G794d25glIJs7kp2N+rKZy5ayO+9Loduff8JrBtJP5xNNn9T/BtaR69ftRRiZQUCGyWT36KecTi13dC9B2IB499a6ff7ecXqxfr4pq6lZZPIw/RP4LyMtWZsZUjY061sPgkm0PZHxs1sp+Q2YbVYDsk/Wl/QVwMCiGMD2qKZMT3zBf8GjFyGSKvukz+UC84sgvF1rsgi7UpjKs3uKHmOFb4vKGOfLcMtfvI26Ou9/YJa9CaV0OPkUwG0zAwn4KyDZBCCseITFxtpawp851ou/muHvqkxNoD2A7gb+ZbiG1oMgVO+IZ7ayb7LjskQ1D+e92UqRZKc50rt72MNWv2QpXYEafQB52nSgDvfhEUih3sS3EE0jyZyhjDcJYtgy8rKzV6Jyq69mv4wDlM6htCYEy63UJKhILYhJ4NgeD1Y6o/Cm70FUo1hsf6S7piul9QpXE+EOIMKsTcveZPwobdV8KGa8L/GVntPr0TeQEuamy0E+HbsbxcjJP3A4w15KHJ5flWwOCIf8C2UAaxn+i6xSrzaCKMajm93MD5R4atKTmNPp6LAlzh9S7/P2qXaIBmk9Kn/5TYFtMkJpRFE0+zlMzpP7d+rPxmaQdAVNp8G0tcqqmcTYtpF3ecLFBSUFKoXZcVj7UUL2XST28LXfIMW16PEqXYgh89V03VMkDWeFGVCSijtPyRFMUPiBvDrAVHxLaXng49gvFdBia4VDC+ifV64Y1Z+yT2lgjRS1hcpHTLpq0wNtD3y+vtLklJzLItR2Xp/8+MBaRTMJjEj5jWaWo7ECuDZuoiF5fPw1CeM2COsnGw+N3lyeS44X+q7fT7fRENGEpdBTmdKIyTvPDO271FbReB/n1fkjt9YBwFu706XqcaTwDj9WqJ5GxZZGG8EwZjsirJZTrMl+tbG4vTiIHjN14sh4ned/PiyMt1d/2Z7Bdh5Nc46fckE3gjKWDWxkKS1NPXHkCXD9s89Ve5p0VQARqbiDefs6KPCXtSSv2TBS4SDQXLmXlkRHoKf2qzO1tgdMg3iC4zbz/Ri7cUqYWUwyRPVhE+meFU4EA6ZF8JppDOuck0hskMY3VOlesy38+r+LJvd6V3QbnIKspQQJ+xgQ3HBlXWCtNVd1jKdkY0+6rLWjeMPOZ19oPGsVTGXsDWhLWdL6XHY354eRfDef8XKjWZz6qn1Ugem4/AvwEfjTFxUmuaklPPx3Lw+PGwxmPYjp8GkvzJTpLhvUAGFjdDvOf7K+zOjKeQDVOqEupTO7iffyt8LWKJBf5si6IQLTtG2B3ylu6I74FA+ok9T5HqYkvj5ZvcWBMvV9cNjZePyUWRLlKB+b0opfjuCduCxfEA2G16ReFw/Pg5yzLNHGLp3JS9nFqPhJNqrRUflJluTwoJa4+8jOW3j4GCbJgwP7ypyGP6qYx6n2WVSnwpdc9mDU09gx+bPOk9RfuqK7Eaj7+i/Idrvf8MWCYsxycFGqsXv6fEieb8lUeOEaEyaI2Ycqlr/qHVKpUSllDX2ODQbfqxGFMvIIeemOtChNEOffn8UPJVTwOgkz4uP68n+Posm8WrZoq08nhZ/OjgIM6hsDlO0Aq8JvNOVetLcIDbyPZPez/qot+T6bbnO5jzU9fURwethTIt3TejnSIaUjjYMfs5YUhT1Vxk0whffsnIN5xaicx6yDjckk6PTb6aD3ljpftQv/9lElLgfnPcr6hJZjbErTHc9OHKp2MP1tIVTjM58xciGGNQckXsV4H/RIKSI5w5N9zliDg5aYNeD9Bwlcoy7HuB8Domxr8c4oSQ/TBTJ/KY1UTOpZFvp+Jc9o9uEIUNN6dUpnmRa9jdluzTeWpMqXbzTmjjVoxUg10SLB/aXG6oCpKz1TfpydNKChoZvlvPtnW+Op2mcBReCSx1BIQeob1LeUeM4gn94nR97ESrN163YS9F3lvHSjMViaowRqz4d2knusQg+0Mzk6KcqLwvzB916EIzkZkH52nbs+hrETqlsP6hnljaIK22eNjOfvWWOEc06jhkvPsS0jDTFPonNIjRVe7ee3mY1YLofEfXvbPsNNd/J6QflVyo0AwtF1P2WoSKMvkURb3Ey5Pyv5x4AxiufxvPB0OK1TN/amcaTHIDlCdrcK1FhSl8Ug+rEAyiCCqIvCZcdtPYE1Y2W6SK+SyJ9D6gjB815xtJ7orrAAUj1h8XG86JKh3D0zdcLCylLfG+yqX+6GswYzunJp/EWfI+tgD9FBf3kR2lmLL98zVa4bYMrerXEIRf2CUxv4pXUSji52v0rno3fMg3+t+HkWZ3Emy+cg2IkSeoj9+Ab+VrQlW/WE8PA/tz3HuYOrOv6zbjdTUeqnKQfEDbblI6Uuy2hv5C0kF4J3t7GIYBJ/UCrA7okuWLfhGe7oZXBEhOm80/3/2pm4z87YmsV5+mRV1gNWfiWX7dQVl//wDSMF/jm8vqNv8b/Igtwy7OUbG3ajJAhp7E9M1sDSW2jPdwOfCjTSzbqn2BGVuE2fahBqQ4JpSg+X+F67RzEGOBTs6YMm7LuwkPv9+QURQqECQ8KK7YFw/ySsUfH/hWTBBtrw8sFlfHTAf4/1cygZ6fKfm88iqYzI48YsfXGOn64rGklSZa4CB3vBV3rT/H2uXlQiV1nRam3BOwUZaaOF1X9KVo6wt4r53Hq1dWHAZUuCbPv3SFiOxQVjZQAjFemSJgVP92Qt+/ANH41OtHk1dmgrHF2PgPgR8ISrtZfA2+Mbx1Eqc56LHi9yQ3WVH3+5VmgLaWNhc7w5jxlkBI4P18f7RvcLFIFhZZGPhhch/2rgV81nnscrBOslKNDx/8oZD3/JXJBlcEvlcZl2p+klb2l5w9u65rU+Ka2/hrxCLa6CrpnyZLNp1PQfhzEQdvb+dgTEQ2qpKPZB5CmeMM/dfLU347MQBlCEt7xrw0m9WAsgzz/LQDodtt2Y1NHbNE9cJvuCCGBs9pUS4/pzG66cEVlUSPkTqknPKOMm3yMji4YLTEOicf3dndqMldZdTGQtwUEqOcaru1DBRLYoiOxSKR5bZk41GkvkxhkfMbFHfhQk+xubOQIlBAytkgqlBj4mlhHJYtu57mrL69DFk1mmcB/2Y3My3tYzihWrtLF/rBV6b9zAae8wIgqC8Nl2Z6uVoB9GPh2fhzMWDtZABhOn8Pwlbk4WNmJr+ffy7jbsxwTV0dcHZWe7Stx6wyrQacmOZxv+Qfa2ymmNwlqCOMZGf0zEblVB1rLpM335zgixZTqQ6g0kIA+T08ep32YmvcjLhRlfEazPX65Zw4kTF817ThtbnDe0T4LJP8LyZ2VbEK6fO1bIdc2goolhmPXNgvJvC9fDP045d1sl4ZWcq+4w6coa4NOAn2aWYllNJFhPoRlumjayukEsKVo82Qu7YH1LFXBvzQA5PL3+adNqpz3TRoKLYHjz4kPy4YSuVczLrkpJf6UIhHwjvUTVUETV3+5lCJZpP1PkoJYTojWZ5f/ZVacwn3p3ojja8IXAk0mQaPC67cbIGg5fpxXptvnyREnO5QfXj/6kYSFuDsaCrceFPSDomsIxnG/i/heWbMF8udV8LdsFURVAd+sc8XUzhtCFh6kQY/1kiRYb5EQx/CEcms6d6BlMdB4NeLDIvPifL+cifgz3vt2ACvOmKAkKD5QSMsRbHnlz4EhdOk1n1wY8c9H5OVxqRf7YZL+9cTn0OTZqSXpRZS73WtNLJFK1Vbbh+khmEqihIfsv/nOwPZBaYB+mwS1hdN1K+aBehoum0z0ipHvSZq7xpV9zVIMoyJeNDID3ZKvoU6Nymy6x+ues/hn9cFVIAnptenO85ttZCo5ewPvqJATZf3J4Bg0XgjLELBySl7YNQ2ymAVcIEzYnR79ww30qZRGEGKkC/A/dtr6/JAbi14LghAu9TWSr6Wp7mSMesPKJZhMuyskLuCLFIKJHgJmwZnxmh0IAWIT9qLKcmz3F5GM+NfRzcZV4m9DkeMKfeZ7EdmClyDzGrqc7UzwMXFydetY4YQN1t/RU3yr6Z6j6luAcUW91QiaJU34H8cFlOynNYJ8zqWLUGPmCdPslNSPFaAC7XDyez37ly0cdPtYCf612zQwvutMeLEUNo2+uSlThisdenh4UXXY4m2RUAQIhfztE2Ret/a+cbs5A9wjqdqoYKlRP0dga5Yjus/8JOVOT4HcztIZicRQUaIa7WqSGVy0qpgWCvN7mOUJyk4uI5FeXTm/+lmNKfxzl+Zcf84gs01xEzyICvzhPC3Y1hkmRdT/ZzileuGAkpInCrT6NVwEifXhuS5O8wdeAUA4oBM5gA5Sy5h9WjZoR1N+OfVUqGoMj57fh4pE+6/LUr6dyE2WL2b83qO0eV+uooqt+BWry79ul0oNo//2cFqvxPz1tViqxRqS58x0GSKfM5+/KZGVTbD5aU0UMjSbT0wl9UN0bFCpqf8nAgkwwR/e0jD4HEKCghA5boBoxM6BGpw+bBuwhZZB8aiIBDyaZXaBmZ8kW21Ie+WHq9up6Sw/gpVVrHKf4+gYYA2C2ythBeq+F1OFt+l9+Vnv12E9tHbUR6ohFxvle/rmx5r7lOfLnSSRso3rzgmNkcLhM0aGtQ5f6m+2B1VldHrSlk5dk2sjjeAhZVOZJ2wn4d+qBQJ21P5a/Ypsz0sPjs4sGHaKjuiDGbNtlman7+qD/F6coGSOwenR0jfqi2qMO33IQmvqa0ZVRwNhBsxGjlaA/MseFUu5bIKqERqPq/DBzt2X+UtUICb3v2bltq/GTmW9Ujup7u58Xy01tZAwvTqYIVTPd4BiSvw1W6zgr/hUn4b80hy3i+SGyGvqE++MRRyw0NdRXvqnY1Ik8CWUhVMs8N07M7PBx1rZV3TwkjFeGI+28da1nPxtWtFZXnIfJPNl1J+nNFtKpcDtLaNtfjtn4eUqIDUOoIh4lQeOF+MKCi7PImqZblseAshIL/TO3r+yiJ1+o4WwNvnloxz2NL43puQlN79kn7dUs6EKAl9fKXPk+8IvdbRg6S1L02lJgmkk0xccebmZMaDs2je/Y3ar2DfUs5Rv4JuAF3xV99D/gOwElawCYN3YlpskK+CJIdlQiPgE8DdeRO8kWNBOpVfGn0SsG0ZK6DcJ9vGxZs+1zq5ERwPbn4/pxsOZ3SFuHA95vK70uUh56i/mnBybLHWJICUIwVka19nqOFAWPPNiiw4nmTKI9f4lcPqR38gz8biq92G5rquzBB9T+kQcS94pdf9N7L7byzXGDtaJikoASUUaBxnMOWjH10/1P0uGhJ/z0M+H4nxQPzpOVKjor3oLcP9aVfGhO73cOu3zF1H6Dt9FbMSR62StLg9O0BfSCOt7wDJ0+ZTLq3IuqvnWXANZ31c8T7D0JLl/CK4GaYbLspVY/2IcDlpJf7LrfMCMOOEb3iSsc8kc8040aVxDrSh0v5wq3z+kZECzQzP8j8EajanyNVH7hfNFMbNgzkmpviK1pUCFeyq20a9V3wfJ36yNPBi/18tPkxBkZnGvZTbaul/2OagdhnRNHazz1a2uqYNYVN80kVEv2eHOsxMiVAKl8jy5pg1aykbUIe2G9/L54yfG+fF2JUk2ushtFcKLRo/lb/poS8YyrTlX+O5BO8e81kNB/fqS6AGLd0sRBajBhoVH2uB1qCZ761c5J2YkDJ8eST/kmYJqS8iCSwYIkQ0hvh+qOOdsgumpUCbtGT6GIjPfIu3X+8mJKfRI0W8uK/epv3KL0EBLxCrWTfWCSjpdM9nY44wX0wc9wgyp9VTl+nyriZbTgNedmleHLN8+ksbwqPS1RfZJWpIxvqqVUoRkbe2rJouI5SOLN9D1p7eQ8TKymtRUiSLn8XaT8IGJE/p2nvVKJD8JKAvRK51gchfBTTSCbhJahL1bZRF09ZkMzmMX7Zm0Qeuuf5fkRT8JZoHm3mC6T1zwuZ5dPYdDNG/yOgbPFgWWP/uz30lUy6bl8PWZcM3nqw6f5vV2CUIZbXepkc/xcuJzhbKmdqOxYECJQKVnJvRxnyhZ9lGkJCsqTQ36OAhMGJ4jF+goHc9fm/i42kl+2a8yvixXtMn4DH+LyzER0jAKZ21i+Ze+oIeJ59pLbk+NQVsOo4X8Ru8skJJvAxaE8nit7Pr0SSE4KhqPgqhD7YgP4czOlRwSmW4oBZXzAepaMGl1Q1l0/+GK8E+P8of3oBrtw9AmCewefS1nneepdgR0w7UCqERN2dfgx4oNx2u+HcBlD24/oSiciGHzOG243EKcC7ZQVV7+QYUcYVzZ6WlAwr0ybP4rFN9FFwtGmfsp2+xpze/MFMGBc9okvx/5vWdkvuNqtpgIajTZoXFEayMJPbcO9tMldNdPqBc+pbvQQnVoSsCQprAD1wC6Sek2mbUaYBj398VljZnFPO8keoX7AH+yvmT2due5Aq2+5MuBwQKWYJAnJCLLTtw2o48EhvT56hHn4Uym7hy+gOl/I4m7yEAXa7qQhkkRHSEyH4zKpesZnLst0ckg9DPZGa6QvFLoPIDX5i3afq8Z/TOm1WlMypl8l20cO7YKNUQzam8Pe/NmwFvIoBj4by5KdoWOWpP4/sCCcEEMSBPtsSJnFWda6bpgccuFiQqsSM4weay+dxOaFnZzFBLnwKWVgrDlHO2fCCLdzAeHOJQur4bpI920UUx9yGrX0i7qBF3gmI9sliHaYOSLopnyyXxtbHHzoPXYTTt1vY3qX88iuZVZuH4BkOuRUXRMmZHS8MxTIFHfv8ziI0Cb9ihPuG1P93iQceZp0V68+ceK7qII19N6KWxD0agy1GpioC2OGyLRYhA/ZvJhg0J2tzp1mrLpleCOKFXWX2rUHGk+ySbyoP9kNrIM7bLFrjyDi2uX6V4N1FZO/rMQsZqjGac6I0K2BdvpT6TR4AOLqP1bQFmAcTukExjb+N6eZ0FIIkttl5TylTdrnrmA0yA1+kXiXwi9Yvclfkwr7/XX+ltCBxKcxiSWRk04oqfMgE+DXinhZcM3VEMwBxqdoxhEG5i/dgfv/SPEObrSfHVfLz0NNqn16k+eSxI/DS+Zf/mnyR7RLJL5p7rhNvgYpe1Us/Iywb+lsPGQFAMhNN2f4Vb/Cg8PLAjToxzfwxKaD5yHuWyTamPeVf2crYL4gERYfy1oWMxvE8lRMU2efxV+WWi+iGucwfTVgQ9Z/sLreJcwqTkQceEp+vi3lskBZEiw8YF6KTDUuAx0nfUX1jQZsdXUU+HXx4MwLhMqvfAZupuKjyoirb1jRYeDvXaBVlwfbwRWvxKOsMVCtwweki/Tj8sHd0b4zOuTzMzXFWsRJCBsiYsi95vBM2BF8i6+srZ/FVHsXh+XDGzi7VZ2Y+r3q3xucO7by/KymO2LDdFfjMLySC5kmNeo2sU7671jLYAcQB8q21DHSCGXn+iW15Cv711lAfb167/8jj8OTzyJ9RpUJSX3RDzHJ59RF0vQovw+vxO1H4Jqb4DrOp9wfbNmYhOOGEcyfIN/6qpPytX85oiZMq//0bIi2wMrHN4fSpRj28JpL1KiN7wm9mVL7Qh/4GqLQwNPSMxhPZTmlw/ESBpwNvYdbdwLAyg/YmimLUqtl3hFiASfmu8EJxcHQkb/70u1eVRHgqIQIxu5Dh5U73u0WZRpv9XQVNYatVkNVIHlO0z2mBGd26KohQeZJD8xZN1j2jbaTFfzpMPPkBsYzAh4+ZegXDd7uaRdSsIogLu2Z6kEHpAukZu5p9SKvapzXr4/kB5fTSnS/pSSyxHwF5bN24kNVsa1faHTZLgn4XXRZ8h6n0s5n/vribuCOXAhvgpDDmou4Dlx4ISOql/ZtKOvhAZHHf5YO6kaHje8oSqGJoLkPDKD0xSV/Nc/y8NODZ8MxIPzAhYhmgvyGRrXjrt85uzssa1H4FbNtT/N0pipNYU+vXauRSd5rAOce6BLNDEQIboNh8ekRo4GSOFsXu4p5crX2Lqk5otnOAsRV5Uwha6d1nAqmc25/JEWpghK7YrW7u72d5MzTxHGZrr7YoTPgU6aL/wFk8semvF/11UKr7CQzo8uOVvl5SvpORKj6RLTYNof3TvGdFcM1AUQwj/d39I2Nxp4cVF1bHxgsmI/H2wHk2Twwmz3LocZc4jEAGiEwEZkTddIHcJG9QFB/XW760AFtTuVWQX8fAen8ZqmoRuqRWmlKf6C8Kd3ms6nCO24+Iv++XdFHPFRJxsvutgTtmxLGxBjBblYl85JG42E74cILxBJkOa0+tvdq23PZ6FteWzOjvWJZopkl6zGxpoEgPm1HOxSp7AV+iL3Le3I8tHGZTffG4VW6Re5LZMQCPGLBD8/y4lOg8tjtqQ/VPhIxckJ/PpPhk+hVmPFI2A6tUp0+Ag3oRw/ePh3vDk7JrB+9hp1aaTSGlL9u0WFCGt4sS2dB8Xj4MsaCFGR+Vle4SJUHkWl31cNXeQRIbscEFnByp9C+KqMSQWhCinHPhbHiIx8gmws3x+6TK6jum5ktJUi/f/F5muvC9YRB0RaqRMPaJUQL6pyT21P3h1F/CnmzP7qWHhRh6IcVFakZozoEprOj4BjpWZsF80Lp6o6ul7eKE9PmGJnW6C1yh3oz5OkhPoxh9s1TLXsbzzP7raxeiDL1Cwkash29zBTziLpbBDmmByO+xSSfQ7E1uW5iinQoca+MteGWrngxSRdOD5Cf0Y809UdOQQqeLBqrxVI5Z2DjcnSZC3jjvyuUovoRry7DbdCBkUsZAZbLgUJBU81fiH4vAsNs/WYhq+E/Dokp89fUqhec2pl+VnkyMo4UyJKEEDj/MUY37vvwN2X790z/46xIwQmlJHDik282lFb/vPTaHqB6tHtUFEvwIe7/2b+e9OzHlUcvCrDfEfqPEVZPrUC+VG6um+JKiEuUPMQu2SwyfG3vmGl8a+pxFFY4kZAFj+xaaKIlIIQlVxqg9zuRKKrHkwNSD8nL/f402fHqNPaXpjrR9iDIOkJOydfMa2oQqtDguJ1Z7B+ua+cuyq8jMh78qiJYHLNEia24LXH3NYUHO9P9H64sBT5MYR8/A++mTjKwkfp7QCpf3CXHnezlA9w0xjpLlMe8xQ9cOB3L435I8dmb5lTwdcb53QZm/YpUdGvUnWm1EKk8krXLsWHbbhSHR5IBYqleJwVM5SQDMWjDzDgkfpRsy/Pu7S7oB7yHtdFEdHRazhXwHGeyU3xPuuptSU3Ta3Pi4VjX+ONFXGMCA0bIMxhe2FyhFog7lVzPwZHlM8TXB9NWtR9nFnGbLG+OPM2X8cgs3WuWKVFPoOXQHAsUn/et5DwCr0cauJBfC8tjidOe1xw5bS/76Yi9rTBzjMLBdHBoY9dm8WkvpRUnrUB39VhNhM9SqatTfgGToNQoVrCub1afyz21+99iRJwSSxFsvS/WUgGvHTYUG9JlHOyjguaLcDkRgJpIrRWPieF6kKC8CxcHLH1VDOaxCpH7Y5sl+CE4IQZXZ0BadO8m+oYpJyeFxscx1zT0D8E2WvVj48jYqP7XOj95f9JHHAFDobJXwNhEnJyzRVdBuv8UbqyX8cE+515KcEnyNNyNxoe6Je8YldpIF+s7SuEVlE0eBsYt3hfP+FzxlRHIByXSV5efD/Ne/bZcYAQUGG7SnSnTXX0SUWhJMaCJ7R+eZEjvWUqaFJnqm007ynlTr7QcXBn+ueJH39XVCc08uF9l9jUMivV91Wn+RV5ifJtiDr8IMW58hoPaFSPBfpmST/cHiuWt6eHFySc3q6dnY7JddRlSJtXL6+Y6aEKolPyLyks/6aPEKYK4bGWql4HCI4t5FoTvI5DAWCQ+b0kaRtikDeZUan7IHA8xg9D/AzrY7LVxDVE9WXnRBY7mzfh9HjoKv7ffqR65TS8pc3Prvz17j6FbkXLXOPMOQje+xTk7FBeaHKE9SIJ5QarRAWizx8saf1v2H6GL3dwz0StZ9XuWYftEt0bi+uzr5/U609BJB1QMLd9ln9R3/z+SF9QI6Xx+KtK607JGZO1xn38FqQqujLDLicnN9rnaGLBzC0oPN2X30gik6Uxw+v9zyvVVHv5RfeTNJK9zzjLMh5Nvb+xkJeGRnbQCMg8DJkr3C6g4b8iyb6SMdUM/Jefg5gUZbvZD+ClH7CBJa9EsqsTE8P+4yPtHnm852j8WTNZOeGLENMKpKZg5gmT3x5VXQ/rhGUVyNM9TcuXe2UBbJdLE8Dzp7E8yYTX8PhwOG0nPqy7IRV6HuAAMmaM/POU5vAEemalxGJYds/gd3aoMv7kFImgryrtHBsq8Ppo4W2Pume2ypsFbbWPzNUnpBsjW0N5aVR/1Tvo7yI/GS1k32anI2YQrdhWvmg4kzUePY8CMlTFMC4UmiFj+MBn5r1qZp0qvhCY2KHG/Mrb+GVmN7fB2UgqMCpBEAuCw18UJHsIlSKU54zyGzZ71acub5t7aIWE08QE/P4KJ/Oze/HbOmge9uP/Uc6v4Hwnp0Olj+Rbp1jXz/43sfYOb9ATJjEHSqAmRJohQXMU5Bblb25atjaxbOjiAMxFQWd5EVW4Aszuh1/Tgumh34fBKZE2NriiSPt2lcj9Ssjfkwa1jh2PwKwZuBoSrE31FceAPe90ixl7ukqDlB5uOrF7Wn+5ShKx6VvqrKuz+PrR5efB3HYmRL6jKULZ/aIsqaj/Q96G+WNI1ylf/YoORlohszQq3XAV6Ux7jWiKXdirIJP1s7urKwTdhTAWHIN74juj890LymBkxdfKx4QVIzFlFRVrIK3EKAXskmvIT+p8WPk4PnTjzN8SamT3skSbzzCDXwbPx9L6VdRUWEnut+NCR+OOAi2qQ7sq/zClxXYiXep/50+RzUXoRF/0hdTFvii2Pd0NmfuEzXmf+wP2bFXxCm1FWYsgPex7tiaklv1IyuVxRw9Y9lzBtyT7SqzT+PXxv9zhYf5gAr7hH4LgHleCf6Qi3OCiR4qkxikKbQhlZu7P/j0+TsNwca0ndyXrWHKXDEEOhiEgMNKHP73JppF4rYNhwyO1UY4AGAf16qhvBn/Q1URRqM1Rye3fj0LbAXd6QLYHk+jTqBcf1+SQCSLuUsAvJN3a55QoWXG+mELdmwl9XZw6B1NqT8uUhn/eGGl5IQdwqYqSD9iDra+bsrDtGPK83ymlCsXdPSYJn4TWRt9f9uvoJygeF0Lr2ojkF+nfgLDpLNXOH/l4Ov/yfYPyPeQzRy9+tBaNCvgguZl9sNbfwBkQb8ElBKYyL/Vg5T+armLLbabbPs0/F8NQTBZaPBMzWvz0V9X57iQryXK7paoDex8crGmxWEjPgjVzF8VOWjad9BAEUNMnADm7yFQixEpsBSm8MVueq3MreUzlF8fJ+d5lLx7PPi7HJNJLl0CArFeVnZnuuosdPtHHTvJONforf+3joCx2IQhEoRuaeXfiQJ0IuAeI7HQNjeC/zv1Xcx2Mdno5c6MbSTRcz63LFX3MKJVsa+K4l05krQX9xdICQ+YHK4t5xvhlgQaJ0UI7VGAVaWIh2Q66NvAlocsXMcrlQeIHei5zzrpUd+G/7bMsz5aa3zHEIMb7rDSCKeWxrlTJN8mr/WMMpRb/SBixz3l5QE3iaNf3Lyd2P2zNfcpNSWStVtDXUxrt81X+3J9GwRXZnQkkdiHKRe7Rl4QuWQ4CYjh0rdpDgLh8py1YwTH8BMfasG0/ihsDi7vHzA164mGiWB8Ecwo3RW+Ux06eTsSthI5XI37ZoMh5L+oJFwyPdzpZoT4yKWlvh8hj6vXFEbRAtz4wUmcgK5cqaiEsVMM6E6gCLdrfKLu5gteZ4dd8Ifellkr/lRLZA4OS0vrCKkWV5aPxxGZYtGGBzXPwkkTeIu/DkSACR9G4Fb3fdXUR81AuQj6TbKHl74VWk1HVc4NF1l/3zgRflRpZmVMROq/AyxBCR1aaXYqop9duv869yG/U9SLeiZYmuKTa89JZVNV+kbIvSkqV7Y0EyE9HJZY626rqWVB8Mop6bVVfeWNwGIP7Naai0W5XdzSlcqGfcoAINd5QajN1hdGlKyFN2emo9mkbo2SYbIDNtKryej9CmCKEnx6t//w1OBxAtL8OCp2tEk3idHS4H4D2ltj/2uhF2AJ9jLjui6Bi/BsG8OCduasIreGyrYLfu3Z3Zzf3k92ZIta/yCWMgx6U/IWi+iWKeSn/9//jVNqEqy5kyBM6oAfdsW99VRXoSCHEaBsjXZT8GUeQzUnWPC+Hx3IR4nARVbg8I+AUW6mRwfN0p5pSX0LXHsVkyFNFiJt4nrNI+tF33qQS+yKWCzunZ4i01KggX9NkF6n1rhG65pPl1rGXcW2w5feEPLONuEz5c40W8YOmtiqpsJ570xQZkNb17W0AEX/39cEvKc2Eqb5+3EsF9pi++W9UFt/8ZKCrB2Nz2tcvTHVgrgzoTa7DW1rOQqqu1imP+jTdfYx2csJ2Uu+hu1BuTkjPQPm+LPj3svQiD46RZlKuX5Jh+trur+j9MqNoC9yv+ddDS7eO0h/9hIcnYbpC+jUZkCmoK+jEGINH/tWMx4arg7QKOHp7NxeCTwEEBqDzRZRF2Nnxlaeh4VWZ64JylV/fvu7uRc74ZyiPRHIf+2ElEHqZU2pV4fWb7K2NwitJYjJbI85J+xja9GBcSU0o/Viq3K5G5ixSWb/59/dXfsqVbiETnl4Y/Bd4l90xQ6j9cwAg8n0RqMBb99DTJnAIYY1PCzw+S/BlkJt162Tg8AwzFzz/+d/d067kIAAq6hBxeoHt618g0lhna7w4OHYthmOGbPcmGI/0F5TUlatG3IuBCf12yAIUtp6WfHoIW0U0+rfYKKSqSGp+eEc43RwC/pTzaG01KzQNDFfdr4QOpOX8yO9K9fCEPDhwEgwb1E2TNVQWm3dd3e3fggLaXgiXhUzFRYRrfeWOi1TiJSfSKt/GeMEWOg+UBG/hgOelIlc17TnEFw8ArkF23g0ucLcQBhzX2YUaZ+hroRdyixSt7OjtYhAAzgSLLArPDxwDkIjvFlT/tSWin7gF/XI/jnqumWfuX6IE3HNTcoREYqdsBZHOL/qi++usxdv2kfRXtXYr/qY+7NufrF0vvkmn12Jsacd/Jv8nQJ8/5/iSd+/qm/dpHbc3nwfMvqK6DSHYOAiC3R1kG9JlAK8Q66/+jveU2deqcYbIa4zSnAe08UsXe+rSpyid1O6Ky52Nj/KyF5nG8/4Fl6+jLY3Xuoh5uKySarwc6MtUl7t5ZiKriu7Wm+7Gv6bGCIhr+qgyF8AHmCelE6iAx/ivQ16Zvo0aaROjNhA4lpXcPl7VvFbhg8JV9QE1Tc3YZ9VsP4VzvNbeN15HQyD5+9ZStfWOvsanwQQbp7t39tMNz8b2QOH/4kRI3DcHVCc4gm5xV/7VPhaI/flu4SP+XWDpOt/Z4M9O+RdemF+0SVd/9QgwLXH3ck2EUtm/T7xiAj+JI2NAdn3GY65xFL/4L7ZQVXY8RUrya06UNS88EIPchopAuN50qblIZdOAysFGuoL40E8omPGwdIC9NTgGpoY1BhcHjOLahwN3Vir8DUTdqmzwGTGXjHkjCjXUzIyV8zGHTf0jNkhuydLLQZbDCBmsKtSWtVqyS3Ok8UH8hhEbuOBJjYpW5fmNZLJTR61N8oxfNkjTeLb8qX6ZvWV4i2n48DeHDly6S8mdGLSipik27Cgni1mpaXxYInnhTkpRolxLBfrDhqkBi+PZGurAWLwjNunJs3A1bbYvSf4VGpGEGs2fr+YpoVw4l/YIiJ+tEtJvhS4koNYbFCSd6j3+8zfsCV9/X6k/7iRWrnANxc9Scgr3Zw5UNnoZZreq4rggN3ws0mD3L7FeJl/WeWrrqeYABREw22A2eoikeqLTPpCX8Ou9pQq+L8OKvsOvZxgjTv2ZlWudoKc0QOVmQrZAg+m1VyEQs/X7+Kef0qIVz/Q4zMais3VDNSq400VskDPo7l8muvrbN0SWPEpFoA/4RV1ERorZWl1plWtFx/suNYncnVgftD8FNL7HjwIC5cdoPsjGNIOb73ZrWLO8J+T16DPD0LCBehhypTYo6RGfD4o3kjKM44lTodXfFo+g5dHBODfyCNaap12FyHm2/Evd2wyXnhC32QaazcD+V6sNTk7xQI2xjZb7p/mt9bmD7rflA/TcExSzJJjowVWt5QbGEBLjMPXT4r3e2JwulevPgKJm3E7xFLelY1Bc7iLs/X34uoYBE2nuuIuULpDZx3MvQiebQjnj6vXTDJaXGsbEgqOrGMoEoUBwXWYjjjsfjfMyFs+mPhU+5Xf9/eAPcE6qiSat8YX2U570dKnGW5iasDD2+lGa8oSdji/TeYnqqOUkxo5Hlf9VDuYJEKS73+b73UrpE/Fqv3WXMExLx5/TB3FjVWbhGn51rY8lvAQB2ZPsEXCNvBoXS1zeZBMUtqkOsuT2XGLbP5RdlmNN2sDyMPsCRL1ycpv+i81dMdYo63J/NwH/S64hlqJK/p2Z9mVz8jXmhep0G+Qb7envL8SgnwJcHJD1cb7gF3JtUxCe4zQ8JzVMHmAMdHyrRmTrkcafM8ZpW7cJJux/5l3C0sLz1YYbEhATFeLor6cJson+Kx2iSNSJfnMMTi1eV3Z4E1d6I4crQqPwg5BsvpY94BtT6nCpiAGY0G/f0GwXfBe61Kdcx36kSGQo76z9/HOv80lFP68hPBF2EkrYX6oaWbbzGBtyXI6J25U8tCGDcLA0p5qhP74fcwQvye7vlsa+6xBfyGhH2qJkrJvWw1NOaqRBTsUBZ/ZEYnfrADfFHA+FMNrpHOGRo8+It69C/Vbt+RYvACskeksZlN2WLms/Ay5Pti/v6YJXBkbqhAMSmqjKTFloe98W+euQxLwzrIf+UwmySBtNtKonZbJQLoAJLe13cqf1Tn5LEVXbCrF8xXFfDTe9l+zcpelCjaU/6XJZuPbhn4UdXxPQ0krGXT+ilHon1UL37PZhV1J1f7ly5XDNCyLtdboqL3gYDjP5kWVjMhcgkKvsQNkp16lJ3Vid2jAvcC4WatALvdHHopcb78dxifQHEXpRLgaI60V4zPYYwuPl8ZDkb0mQKJvHV0M8eox+Q6xeCHPmL3KlLACEkwjkxkKlDDZG5j8VCXfsS3Mr0aJ9vkmlLFrQn0SkwMEixkcEo6Fb8K1OWxFVxM82S5jfgyQQmEQWROfMyMd0S157yv4piZIElEAXD3udv1QZRahVD0rWg1p6bQ6cTpGHtQsK0Ou2J6qgVJ3B9xqh8gVMzepgDaKiCxf5SViiYXVje8FhHh5fx2IOwAInPd9f+EjLpmVlQmj3on1fWxa8byxLnxhqAtI8s0WTbYHQ3UCwBI5xoO7Ok3NEuKRn3cuf3JkjAbxoMGu3ufOgWbRrAIK2QB3DpKKTIzYf6eWrSTSxacy+EDIOl5zWjNU4KZo1mbh0IaOlXkkhC2eHux0qrQK0zzC+ezScMq8rodY/UCMpLtL1S4b5J/FkOsMS9Rm1Id0U0PLDSqxyyvyDX/BATMQWf7GCcfDHlQCWMVsqj+YE8BTZBY+mtgWKGyAYLZ9nKtZnRkvOhHAgtQ7QHDfL20QiIz+WLKf1zC+8c6UeeFDYrEsj95NKIoNKVgfRkypE/1j6CCWng4CEGSs/izoi9ACcCXWrJo+sB1mlfh6qpE9GFerkWm1rMpDVw5Ppcj4BPgYfF8gWJrheKdq8odytjDJFtGohsGQNnb2EfXp97HBXaTUE9GxbG6F3Eywok2zCrw0Fxjzt8BmiS0JEVxh0Y7YLiNcbnja2gSgbHn+C5Qb/kc3YWgxXxVLhLzQvgT/XMqa5E3xkhcELenq2dpR608CMhiTBis6QgHj5x9Bt5i/IJmaFwWxk/UOLiO0cGVKUHvKbv2onB7xW8IkVbLhkcLrfs/7Vih+E29/E3jAkZ4jHbveMaXd+sFxwhKX3Ei64Q2zLJ13jdHthXnTg8OrrXmg7xJsKSyhwtczF0FWtNXp1kHTWiWZc0BfP1+siYZDP0zKVDjUPyl82Qfkrr+GCS5k0RfgbRoFhkRvWJbDuFlWtrzkkI4+rYrjGTpWtU0LLwdNjQeAv9zOtKTHZcXUJms5RINWGkHjc0HE3VE+7EAyyT4RRbUI2FXm/JldI2Vofe4+QC4fZOtBLecEP+VscnpVGVd/Ww8iHIjPaUFhiEZkJBQf0yPMwA1nszl3NnPmFXSzcte6wXseU3diWCC927Qdw8jViCwlpIiSNwTnXhBUKjIyIZ6nrvRBFTpR48nmFuB8BbZESsia9cAEtElKGknqZWjQ+nFQxkeG/PhGRIxlEaoTeZExY1xDW9X5njtZziqws9l2OuUQCd5avb0O/mCywqNIaK1vvLsCxnL3OS1i+2UDzXD0k5Opr22w7kN7aNwrpGH/N3leXOFol/cC8Z0bKy7VkGD6KhfJbR/r3cwgLmVvi6lm+9lqezi6mcr6wFyf+q1wV/gmvfITPbIcx9BILiK74XBb0XB+NRQGjAAUvNJfBoGi6aLvLFA82Jh5KFQxy6UsclavzVciEoTKikc1J+bCZYFjFmdccuhjVRzxeDqLC/eGwipWW1/AdU/j563lDr6/WfJ3+gAvl35Pg/RATBdT9+9e6nnE60Oce+p3oGOZlJV9h9UFK3NZN2fHCJZa2qu2YWP/CuExOKQYAHRJ5v4/trRMRWanGmt25njc/dmYrYBi6VPO9bB36MR14fR6oWLzl6ky6IqP+Gl187gqJtMiEVfqF1NiqwAeMH47FoaAhfIH/oEIqV4DBmCC6OjT7rl6E+h6dFGLXr6MwKF+AOiZg9EXk/9x+Ec0R5miOAWr/awKmbn+/sDw1KNbCIWMSpcmrXT4G1wx4FsJZO/iLlB1W0/k0epYBmS/Jax/yDUR7vVj5NSLSMoZTr9Rg/dwdQdb6YtskqofC37ZUQ6PxfWB5G6ufV59b9zpCWWNSV79YYdAh1j4ry0JpN/q86FZ2UJLC0ieCJtVWQ6Q8CoY3yFLWPWl/mYb5VHNogGH2YGoh7Bn03JPGQ/V/U6oEnmo/9RWRX9RDKl55rdawxZwdXjX6qfEfkcCSbwjczxOzRVeypyqUJckZTZel/Vg8vnRw+4qszFbOw40kGUynzSLTyQ6M279CxTsi8I1dzavidPvoazDgXKoDHOeiDHY+fhezj3GPGn9Dpnw17xP4YCeiOVo1lFueiy6ks0n7lL7s38lQutnOEhYkxeNz4UcS91Y9oRxdNvX7yfL7ek1CFTbHha9zlCK0TGxPG1wycbkkyja3oduubcj97/pVAuZ2pnqOFl+64dWCv6JSm8okkEvzts/8/fj6oNi6cXUyp5KEL4ovaeDW3rXx6c9tAOjkPqCOL5b8GcodoQL/BxAOmh/JuFABNKiElW5/9cCEm+hZ2nwWJXQluyBHTUj+BWUWfHImJr7SK4Yo9a/1WNKZ7e4Bct+u3nUY11oWEA4DuOjlOBjooNrEUMlfJFh6H7c7ynzHi7woLLCOm82/Wrg3rLTr/A8HW/DY7zB3yQsnE2Q74k6BXGb2DnTadsmJ/rqo0wRehkKtkmp8LERFQ9KzsbY2vO9zfDrEGDRn9vzWvizZagIx+6Uwak6vG2MH2I31tE/eK8xXlUoZ2hxTHj31IgunyRdtFx2i4JzSiXbjZ5ZzlARvvi7Ci5iuE89Ng6vxfPOuIP4OtyctstgB7wuCIy8G0FO/DSfUfZF9+FEpPlzZo/XrwGuO7rMkxQHnUHEx81TLJbQV24A9zbRGcesIE7HLgnbWWwd6Ni7oL7XVZDSn5aWcppmliNHsE08J+WT/ZDsz/dLg/iXf38jP+KglIYAlBb6Yf9cyUE1nQvb5F7WZMrnS0VAr9HmP9FYgI40xvL/hWZ8G+yuP93Dfxu2abdnPKThdqdNYZ+xteq5Us/zSl87QDJFGKVFPacMMKf5Fed3rGC94UdzOHwt2kfMd9rFLCaBaUa5cDvXngkNgev5FrnG8gFwajk/DZY4xeUQ7N56v6T4KZ/Pr1rOEZ8+AraJ/htlgZVi34OU62pgKX7HNprFcpHI8afTee4TDq6cyhtt5/V3Wu0Kthsew/sgflC4R2CfM5igQ73S4QFIbHKa4odYopZPHvtyEjJC/rlNFz2/Yf6ovH3p4hIJFUschSjBto0HUHSeJr5t11nA8t7njHmHcQaJjmX/7Syc1tCiYdcFALm8rX0vUYsyo0r/6t6P8TJWy1Chp+0Jccz9WmLbU8sRScXp8+5nOp5S3v2KR//0thxbzx9PpfUxRGikj4XwGc1l+4ov1frunOWWDtpQluD/pGT8wjBtj4lVG6ctBcKuzoYZGOuje77VLDA4myZK5TdGuI6zyBHFozRVh7/eJ+te7oGe/YFqur9CKdanUrneexVLfvlYX+6/5MCQgzgYE/41ULToxk4646aGuPz6vQW9IgM21LUOCwu1QK4TJSEWoP4ovP+2Z5TMrwIJ1+nWHpKuRyWMNf+QrvUkPJcOENxhPyOef9oOQnqCuHM0Hq/ecJx8Awz8i7UIIpyJXS07GzMNzVc4ju7UVXKrMakokh3BhRb+0sB77g3Y3YhM/coOkxf6CZsl1QGhe/CteU7nRrM4IEvQlz1PI1oYHap788a2GyGA4NTcHVSVcef7m2tx/wbWL1iBMN9qc21ZPQlbx/BOgXg7qU6Gg47xO17eRBQbILYuYEpQJEPttg/xpDh/hCrr67J0YO629TzD0WHzeryopp6UWH59fk7jEok3Ue3K0+8V97vRvWUBhkMHUv5jZc3Rc02uqEtdGuaLAtN3LNC+wek6kR+8ppPrbqf0FCM5pU0khMQI5aU7kAV7AUu5LJdae4F776hBhObkg8LZI8KPtJNjVx3brU4y3H++O5PTxbvTwLz3FU3SUz+hhFBqtslKRRguddRwkQXOIy/QjBRAvbi+8cPy0Pl0tkl3UUB52V9mbHt63eBLT7bT8x7UkPa8bem6wsZp8TGpVUZrlHhakYo3KS9qJenbdmgAQlgK8BlrC/NDZ7GBuQzpb17Oh1T6JFyWwPzp9odC6hUgnTD33PcrxxaOQ8mQvnYTpsnx0oOwXMDkVfLGfwGN0n5uCf7NUSHArepJ+ESBb1PUJseiuMexWtsjm7SS6WlNKVrkrBWHq/Mnv33dureb1biLE6XME8nhsFyIW+jfudSfae3bZAE52+7P7vRqw5Qvx1woysRAY7BBEDHfwxziabfOQnQ/nqfmI4raMnmimevggnHVaJMuiaRM49KDT+je8uvtZ+yw5kCNHdeZnmN4ID1aabBffjLaClcNTHdORSvJEA8cfBIoKZAuR+1eDnjz0EXwE9w8RwNZxFt9BiVJDnLw2CV8KmY2JyP5HrnS7wtQikcACFXH/HQHJUlimzNSSvMypeI1C6GPztclbwAAPDWtF88KSl149EXOAJOt3UzVlNOZt5/TjxPaveoDCrZshNve716Hc1gACgGOowYDpPPByics+PtcaL+p15JnknE+O0cJfDWRCxRxWMduvgOam3ngaEnUyWjRf9Xza1nI30us/fhqV6JaHtehqEjSLDUCwnjh6sAD4DEm5iYPl8i9D91grBAdLUA1eY1C/KYaEoMV1kwzzhDELGsCunwTfUT79z4y8brr5m6PxEQ0rfhI/PI7tH+1mjdLEfREvJcbWE3P0tL9sZH2CfofqC2jtEuUEX79Y47ClsA/Iz8zenKTidtb6HHjq2JDgKN3hM/Hu4cgC+bqI2daUv7ERe5/cXb8v0Cv5nHgHZZD+7dM+66HVftog103WWMyJsy3pvLcT8TPsS0HB3naPJ6szX6+p9z0X9Kpd76OTZqeWcKqjxG0RyG0e1UiXsvVXFQLCK3CK4L+NR+HfR5rvrCgNu+F/CR+WZK2vfyOp7pXucXumh5uJW2ThfpL/40iwFFR8eprueCmi+VX7o/SY2R0f+sOld/T3sxK+foZmqdSOcl4mXLbkr+zg6EQcd2RPXRC71NiQ6O9h2P2B7IY7f+dvjSqrf3BUVfoMYl3I1ITUIf1K1sFx63dqfFHY2xYRmMoXsV1nP6iucPo4p618tu9SNJhg86pYJcb2o0pItnzxseVxnG6DryBVbEjqcdFQiJJo4ot7k1V468VK7ysb5oAkjdpym/5NXZFtOiSQXUZuk5Kp4APNpcWt7LDnV0e610A/nUYg1b9BqNuIkO0dXOQiEsUVuZKP7WDKwgqBVUqZ7rdM/ku5UxAHTar3CEHVeUoeMTL6QKsRMmr9i0TwOkuFW1t2mHap3CRfoXYRAxaA/nW2Cy0XOVh4cy/8OP31hZXSgV1MjXTGFf/Dn6K+pwthW6/IKI63iPZotX0lp4vi2c3m/z0siIWyJJyKrTgMqDOc9VKHAK3iDC3ajEjtASy/JniFOyUeWHX5G3a5YwTlaHsv2AxykckgMwptVmM/SGxN4OAjMEmBLtYCvnJ7gl+HxeM1pwd4652UM4GXSEz0024N0EWQErYSCZ+XRqqhmeuy9OKuumvaCGXPC8+L/ZC/34t+ndPL1dtZdOSv/23yuZzx93fZwPNh/xzuA/Ai4f4XkEMTOt7Ocwo8R2QsFiphvlhjNzjUVuRwTfOL7x/1y3d0PVLaNuYBS6t61h8kvHWFM1d+WRt5Mf+mixX2rtTmJFVJVhQiiB8UfWuOcREL0fCMkU2nxD34YhlGJaiKJ5V/c/8Ec3zgGvwAi6L/4CwG4iCWI+jSD3zPXzkwRRdlCLeRj8Vfz8xEdpVKVnO9ig4v8DLtfJVCwsxQfMcv0fgo0PhSitbfFA3SfIYC+hYHkA0fsMBpDtLhlOKoa8MlipksMmeCQiEweZnNd6wj88mIISLK0ZsA6hdrF0d4ZOwva302fs4qaKx/oOlrQG1Qlu/JV7HiEl4Xsa4Bs2mUmdW/dymO2cQyINzYy3IIPoBNwNqcL48OTcq0VrmiJHGirrieQ+e0je2U0exasr+cNVR1nwIK4fVK5Khq7RfpAJXGDAs1v2rMec7ljZ7ddVBOQzb0i4nPCM4NgQPCY8hZImfyu2+VQIG67w4ca21+nDAxjUrV6outO3KudC3SCbmxi7apctDqcylg7JxIeQ6a4pQ5i4hnx+seB/6IrjWs7v4B6WZ+k+31dMX6ZDXG8ueEKF8VrqdGh+KQf4wDFb4OtWbDexfFskewNUWjJ+h/PYfH/RuDNHoxxI+O7K4o7nafalZaFJKk7g9K9uKOmhXvC+d7MrTD23emt4uUWdSnPwlv1eDoyR3cktqpukooH8Lc5zkQxxahXmRSyXh0pY6X11WXMH0EVrd9uCdYXuswGjdl7K7yUViCM0bipnYA4sVXOWkzlI7ulv/ajKXoGohiyy323la/W1vSdH0JsdrHF1qeqF6nHvOoUY2C+8fDPynEQHWafka9+hkvcyX9yX0BlEqR7P2T/vJlcRC8VBs2aLOYx9HhHQmG5aJ9pdi5eT3pEOtjhGsFRra80DoLjJYLQunrbrKW+ldlY3opqbLT5KILyKo4rvBtfP+JWhVtpHGaod8emaV5WUuj4Da7eJq6ynoyfNi7mgUqPdf3FHzI29kr/ShXC65ukXskB6z64G9GWmDAFAcxEd9PSTRnfPxVEfDTfz4+BGSJ7ZX5E5XpeBYXpENCduXW131A77OWL4SsThH/kYuNSRMlWHPUWDtZu7ZFybuxmiw1TH9staPkdm32qTXrl1+UwCVQRXwchMz2Un58Gi+eQ7ebRG+npxsH/oV23MKNLNeqBPdFdHFlldtteG3/cYMqf6YakS1g7QzZsQkDc3tcr/k0zl6AFELGz8OhlTXOWYRVqVeSQIp827PJeNG2NRJtS7tsgPF81ENXQS15S3JjzxcdTyv9XkhqaZIMS6pY1D+H0XLr6nUJKMRovZcda7U1gotP1e8D3Ea2DeYzJN9CULqfqZy2kK/wLs8+/7eWuGgvx8j1yuc72Tz2ePuw/TyxiZwLo6jF/vtUITxAUGzDjt+n6jaMM6l1ZInSxsto7mVzPVAnEfZ97/vrCq557FW1AkGro0030vKrY04hRBFf2D4gtFu91FiJJk6CVevreK2N7TJPOLH+nrKgLfXFbUZmI6ZdAjuYhExrLPpHL/pPTOD4TeeF++o/RsMdJFdbxSRnd1ipwdMWXx36q8OP7WtX7UtqLE7N1xfZ/XV4wFrdzMdVx2nXMXZp8hUkMBGp4ZlGEctil7gPMLD4AnwdmKSd5uAKyW7GCznVqfHgdDkPyswX77+e3jIGvnnBElBusbysfHQ3dEiLElEgtf2N/I1RUhah8BSHF4adk/IPy7V4WdyNd4qN8uEReizT24HIclN825KuY/lbqUqh1t++Q+8Ms2Ed4gq6/uIo4Fyvm/IZIzpwJeO0H17qT0MShGby6tdjbSwVkG2Mq8dD03sNUZJ0EW0LU49jvhwoX7Zt4IJguouwWN4WvG7qUFP/uhvNcafH9hSMiRw4Cxn8B97aD/1C2rPoxetbulVVkPtnehYlbJjx2Utik1m5xOf2MGW3xoqrIbgXvp2TlnSXOWp9uXyFTWqdk8plb6NLhwbYAC/SFQLpXfF13kozVxhMOsjvBEHSwvrhxFisa25j0t9Y8eBlbPVLQQgH+8q/0N8isDDsw1YoJrRYImuU3ad0nKq4JDvd03+juEq0z7c8/jbRzZuSGcVaj8CtD/tLHXa0OPCdZ29yQ8sybVqt3VH3gAlHt+UcSbG7zfcLU+D6RThDXWRco+IGqgdtIWzyCDz3r96aesJNBlzrF/ncTNJaE+G/3z+lovXTe/DojYVxINRwQlkRg0gfqWrhMLVg0rkWKYT2AtKAh+Qys4sv3tI5c26GYguv73nCRkkVU/rboCJnbnWod15Kj9dgcRha+xp+sPteUsejjbzctuIIMKpwv/UoHEuNBosyoDH1J6rsd6k5kZcGT2VWUTOGTVjOcpe/vY+++HUgZ/CMxt8SA7K3f+cg7BH04k+VLHE0910sEKVPVO0LKxqfnoAOdPWlL5kizr/OXJSxe9GJg3U50A8OleEaIrxHQN0o34Znh0NDPl2U4WQmpxsbvCLif5JbQWepDUC03H58nN0uw/JAbvvM5bKrumG5btdJcKu8I1d9qTH9SwwV/n62WXJsygJJhiXoQx/APpq3Thr7PdMSm2U8p05tC6Bjls9fDg226OUu5Ae7jAeQemNJ7GLU0VPba94vZpE0fxpEy4QFS8nUpWE0s/tIjMZWsFGG0qdSXu6kdaEOnXktQUzoeF6dkUHSnYwtQwNq4adnekYRynzUR5ZrR6vrCBC1z97P38tfzWaHBiOqvKIjiWZ3XeuimmjtjDy8uJycQdZQQqyL2CY8WODK0rYN4hKt3yHMV9BFNze+AI+/qNj1CKStavwFwEsP0nD7fDfx9FM3kK2uNe32RncfZTgQO53eSPN5IZF2U0RwHOOQ/2uhZs1G+T0iqDMxwtfWuLWnoyD2krbcVb7qvtWMK8VE3kGZ9VnFHxqkJ0msInV2D5OMY3W/DpnMOuYn9bNKUYRXz5zGqI4QmXmo3kjZ9k0PkR7FgxdRuj59ra4iQhYr7QqodpCYR2MumvB1ToQMXGvQT8hPpG/4oW+ki8nY909e/2odTmwDWfY5E/r4NfQs8vmdK4QiQsv4AphAq2e46a0N2LnOchdPkwPtfLByjHcKB12r891z6wNGurf7fV/Xthml0GSngy8QJSBYa/j8CZkmiJ22aaf0cX+NnowYTph5P4UjCjMIP+v5iwzEH8UHSoenJkjmlxGN1G2iA1n03oegInWQlJcN2hoVDHspNX9z7nXyNV6DPiUiTRVy6Tb3a4ZNAPXQT8q/z22MmCNJbvriKDxHRMCIGxA4TASSBF3DQDsbB4q++B2yf1Mp3v+xuUsxfQR7nG+y7mNzMYRBNAxnQJlYgzpeoJsbaolNBZBSuWO/4hpNzpDsjORFncgs6Tn/vmnc0vQFox23VSqSF1A5jyidV+LWKj/zb+o439uRhvZ/K4kPfVLJocs1I7TG1GMiP26Vl+x3id2zNsL8jqOU8w2ayEsUWqGtIIdFeEr9sO95BAIvSLaG26QBuEBlyCgz9oGdMW44v7iCSac9J0r5zKWDjhs8NH4YqCN4bgU4P51KpSD3YOtlMOnfyu2H7gSYZdR8yro2YzilSnjIaU9YxCKQ9CVWy6XG0KvSfMc5X6ZgKSQeAP4/QZkLFO9gpNIBsMTm9iec4TwP+8MG82qCD8dXf3mZWGeyHXyGxKzkLKSaiLwzQDhc6vFIFb9gBlxj+t8Jzj9NoHMpVvEThrTmC5AGQvsoVW1D6WOCS/UXOt7TPWArP4XckKdm/tj8Tu80JKy+7o82qkhf0aw0sU64wCWa8lRKaHC0LyPNkY82VMJr1gA8WndZdFWgJG5JSSJu3T0IZG/Jr1Oc1fP9DLN8YlkgWOlTK/pie/i3KS8sGR6AnCwkNSEZ5jFirt9ZyDvezTtHcOl/8++Li+AHQBodi6yRHnYDP8OLn9I7z5f0a9592ZWifJjybxZos5ye9KJdwaNpuiZY92Tblw0wOBcH5RqGp5CZ2Fei16PI6f9aPkpIDizyn1EiqUZZp9s8/LRBPQC/7hpkedeGbWiIdoWFJb9f9y9zF5vzMpXHM2PN8recnDbKNOWPn2Vdr7s4Se/ofysBH57267ilqqttmMgqugKB8VotGk7/k27CqINjmPSTGqggt6qXPuQXg146kaMkvYoIXbQ9bIRUi91Dev9COV3pFaVrjGS/gmnwpT+sAYwX/M5HTpeB/IIgu2afW6WzfkiDQL0EA9N7xO9mvtim9ImPfabe0gkbs3F9ome+1bJ/mKxWutn4ZJtwbkSS2895v7ykI0paRGID8wyDd1rdz62wxX/hXep6somefbmaR5ndxGWWCeoLZjNq0oU0njMxOLC0mFX76GGJfQUi438xRpumR/n0JGfD4rkJ2VF9IAOBrNLit49Lbn95ofNVbsUzGoymwT+PcVTowRCYgDEh84ISQzbdH35G/j18z8bbxyQ/4IHvn4eaT6w3C2ONFXDJSIAZL4960vJA2wKGWPNEZn39d/0gr2+Y1g/77P5lNHX7R33C1ThtrflsyFydqdheG1LxRFqphO6ZoDoRdpSr6LyqA1OznjwUX6ag73OMl2VxdZi7BBH6PdYBNMFjprShXIoiISgRt1rQPlrSJ94A5FFD/McRexwPfu5IZkGAgkjPin1hm7adD8c2OltvzPuENv1zI++7Oaq6cUy+AbZwfuohrP42Jh1eawbMRIe/rDUh72/H/O+n6NbwX8z0daRyG6F/+/68UxYY42Wr4vmlOHypWSvdxfrgDV/D/jJTUwLYGpF8e9TOWjEZvbqkapigU/bMntfI/bnVEYYHl41HIUmiRrBVLFF/Lzz46QFhH8qJi5X+U/6a6BU0ZJrP2D1FWowNGEzU1ph3y6BWFUy/+MdNfhNQurZHEtEqPnV8YGozEaM6k19PuzpCcn9/q+NBVWdRyMEalYRwsXU9aJwKiE/++tEP+ks/bUUWnijirKO4o60SbQ1WNrDq9NyCVpIffe70o4Jp83ukIkuGDQetPsZKVohA9+7a9j7QUBQtFqnPn70m1h57gcF22jrfHqrzT3hUmdU4fmGIswYVfx+GsSjD+YAmSvZ1pDfuQ2m8gVt/L++YWSyzAB9AG2x4oBW88+6JbMFCscOsJ2LUysL4kv1LwSnA3osHFDf7qujPT8fWuF+qJaH9vL5YHl/MVwpFR3niSoIi10ZPA6DnV4dk94Mm0xNhHHtIbOjOr5cFz6oz3sNIzI+NchdMfct0PvQMukIK5Y4QaDUmducEABd6WxmtR6bPKzXHfIwiNRleMQUitb6STEnclnqQInHa5gf0HDcHGe+zEvua0INk6EB8kxKIB50CNwde5m/9WtmS0md2pVdSgnYiwEd9alRhytU5ePDgf5N/mrmLkimiK9a7wcYX8RQTZxXMv/Bn5m60pu4jJcaeW6aGKMa1qUtJ6id4ttGyxwP1VRwrPOYnFpz6YGA/BFZg/3zn8CBuSPsQP72cYWXS3N2YnZdbxEWFzDih2gi97Q/syADqSkHtfRnZyyw2lvgMJN2PUL595d9Enj7O4HImG8zn6R7GtWps4W9Zf/RKw7YoyEE67eUKQEzMffz2vyXrRF55tYqdGrhmDB5YRlQlqvQZyXXXm28efr3cwkBngXzDQMaGQP0mL4/fHmxCYbhyhkDBNM7BXOFCExNuy7byCTIdi9FFe4T+J5agadFQt4NEmv4C2b4iWDbkj+2qTmsQVe33cVCMPQpZc4KZsj0ZxysauyIxl1RAvPw39qL+vYzPLBqUn2mFqENPGz/G8LfYUcWgEk2QFezKY0sXBYslAFDYU1n7m3f2k7WHveA6fChSrWCplOpj6W+8SLSXoQvxko2fe2EFNZLGerkokbX9LhbPyOzdDjvuLgh2BeLxUMuZrhw84nRYPFqEbLp4hJ5ISkGtSdJN/uMpU0QwgVtA9uPMRDF4JyZjSF472WfOaLlmD9dvB3KJIKmFSRIkWayj7RSiJysD3eu0/8uIjg3qR8doU+YK5pf0fJ6lGVgL/VfwR+YqlYvuOiS2QhKwcGGUIB1eNd85andNjyLkNfaeLRZ3scFSr35IekPJTJLLKTBD6Ppn3xTGXf0Xla4xJ9lBT36fv0U7XsmzKlSNPOixTvjKzieO5CSBmJvu0kGHhHiHr2cCMoid74W1V2q3UgEHmuF9f4qzfMHkmaGoO70flzmAn/5uDDpj20w6XoUlWLm8qNBR/qmjiC/kid7jcoC4FBWYxAgdy1OBOpYsDQuE6v66T62mOLGkfH6EER1N9TDjAcmc4bk8vVQ6t6h0c7F7G4r0y18awQGCRy938PGSqPPFK5ktC+BYHCdfY0UH5gY0EUt/lhLr01hI6yKX7GFH4nf4jcanlK8sDcBi6mXJ+QSZlm/XLaLSgVAUSVSXxNQYqljWC7QD8xMh+2M6jMxuYtzrba2NowX3Kv6CqOyEP7aubYFLAdDhTlRmHZ//rLY32M7xx/pDOORQWv1CSe+2nimHdfIp2p00651sxekr1ZretQpATztivfyZf4Saz2URFkQwYzIddnIGp8oSF1a43m20oc4ukmfyyoewdXq+8u+cjQgeSF8m0n9zQe8ROHS5txGDEZj8z2DOh/SyhPdvf6D4q0ZUvX/n9wWWRjsnFqUOZdnm8ts7ICMrolld33yW/y3XXTGaLZMYkSH0awWk9GRPc7efFaDUeR6tOfCXWHd9rF7OyC0+7YCa/ef3AmrIKryvcv1UZieFdYm11a0Ugo6jtOYyW0jtv8woXtvTxCjtdO23NJIExqcnHDt/pUxC6wkXcMa/XyHn9z9WsxDXdOv4ZAivF+E25nBsGYgw7rhBnIDoYjsFCOH1L4GrBQ3E4RG4CvIT7o7WoDpto8hhWQjaRurPRLCeOKVw3OofMLHUF6pTksztJGMzpwC/auOwYNhFVbgRqwpkhtsYoiyd/cK8jV4sOAb8pRZd+Fv+Br+k12yZ6/kRVO3JT5mrsCw2wZB3tp2b4FEJb25sjQtRB2JJ3oKW+r+QRaEKbaQUyxRYddO4d3Svcq2CghDyAb+FNp5WN16Zehb/Q+PRgYIsY2Bd3rVK/+l/TBSCvYg1pLIjX7FwMxg5fGUlR2eLnD8gO87+boYyCOSGskE/JU2OqQ5+ZuXeuGzX5d8sgIj3lJDLHy4m+AgaPjds0RztvOQ7+14R9fhMLXGv5B4BmcWuCIioiKlhgt+5/L1ERydp5IHJuhQoh5t7v2ODY9xt82SaDl2jeyS1v9EO/bJoSM8nUtpkCTYnvgat2r3hDvKttrHtcsTBvwSbRvexknfOVnYdxqcxzH1w0mAsGwbLKDmEZG657SAJgSU6mTW/SNw3QiYWbTYz4YRTKCveYcLew/VwD+EkwtM/m+PnkQFaMkhIZp3WkoVDdr5SpbgassMemnZTd3AcmE/2N5jW8rgJwZv0C43cXxcqfp/bp/xcWPw+PAJKGr9aRXQlIrezHNoGdKrrB5+J4bcw4b9wRb0f0yn7cc925dVOAnWeIf57OuSeQC/vxITN8guf28tw8wlTSZ7JItPEDkD57mT8aRTa4a9/EQG5K7aFHw5o0dOjcYmz+4h9rIcuKcEjul6pBy+kc9wMQDJ8meKXi/pitmgnjR0ca7mfRPLE45Pjf0vdCKD6kxlQJKvOKZYkQVbytT/snhX9grW2ogpyEqySpk/NPLXEzwVfV3/jQosyRGFRnfKs2uRcc74D+kKyHMQvCL+4+zj5vOjSkB4mViyRZyQj7Z/fYrYsgxr3n5jRL+/eVeVTAFxSUpu1mMXd/IoKFOFqyV8VHLWPdoudpDIjLkGwVejThTmCVQ3sB/ZqoOlii2QzG1w4sj3if/NujvK/yQjhOggzbvmW8zJU8YBKi/5kw3lHNV4EQW0I7OsbNlSLH6EnZGpXUkcdfbIEgRHC8XFmQ+yeKinsSOb2dw/lM6VUN8FOUQ8D98yhrD+/bv18odWrM1hLVItTj3n4zsU3nIURZjZZ621CN8WssPSvOjQ/WW45P8y+olgZyGSLB/+7fx2NLGhaSKb3vWog85iOyapZur0BzWpqIr89iEzjPegdBZI1kCNO0Jvvxx4lPBK5v+i1ZgEVE0tofQSZUCQX9rg0BSehdn5PFDu2ff6mFlsQmSBNJ/HD6L0aWq5Qo0knJTNSd1874wuuYykDO7NWuDNaQUKI2oKMcEDmbb4Gv/DHxPtvlWBiY1XpYwVnVfZyfMILJyagbj/SRdWcsq+j5uz9sbQpP2fcWJF6KeQQouTy+C+Yd1WMx4x2g8uwID2+I2avqS2P7zn50tDxYd/4GG1niFx4gQdR22aCnbTinIdB/tffxUe634NwTpENH+16okCk/TlJ7uAFrz0CHbIFjkvEdaKRmdMHTZmso2KbQiST/81gKjqmvRpAt5L1tZ4xcwKjH22jWZnnpIcfJSSgRo/2Zr78WmNAQvJKQvEI059FOeWI8L+8j7NdJNzYT9y23RjkbiIOTC7Ew9YK7suxz4FBqi9cP96QBmEffxukip/0T+4/6IyCW1PXzUL5n7G3wPK/uDK3SijfUkiw7YJ1Tz55FE6eaOAd+H/eYSO1XfxFCsBghnd9/gpO8XEAAzhF0dW8zlx37Kv7wVb6sEFKOqKnE0T+GTe2uV6Anvm90C7kU96/UbyyP5IvHc01ik0WWvtNuZYBmVt9fnRGsC6Wc5LyQ76sc62MX5L+zCA9Ck6j5XtOKukxL5fIDOK3OFOePEtmkX9W86KORghBGA+hD0Ad//rCyTRwWP0F3lnG8/KJieKtyDQfDfoa17sUL+7ITtl9q8sV4fifyUBz6a8Nydp8tDHWp8ZcL9/3gXK/xUuGAS4TfuTP4nvvMYZjwNcv7PjCS05q+fPFrZjMLOZJXvJQKO3GuDzXzj8oK0tH/XBUAgIZbBxQOzNsv1RDM4sLcNZd8v11Aa7KfKPR7jS9FtVlp4s5CHc4fgkeBPqJxMTdtT87vaMGnBVSWhtMCAuMPAy5IfM0TZOa+/3uIXeBusTeQG59C6Hb/ZsxbFWe1eACmfr9HwN60F6afjXmHU4PwrXo5xnLs1vDHrq7FZsVjYE06BU2lXAyu9scyLuuK2K8O98xNOdwu1NEDOtUxwTzDE/34Sq5lBtZngZuqFLWhqtflCoepP8e7ngoOZLaS8i7J4E04touxsdj5zW8ln9G/gVi6ubG5yndBFpbwrn18oHznw53RDO5vsCJyld9IFQDql1X1JluVI3/ChbyGgtCQ4P+gVgeYBwdbi4vrTusr14s+f3StKKTdBbKv86dLAj5LHRylz6xssdxv0QukJJxQSBfdvdRQz73pZvtL2CrIoWQOm6HwR1xFsJLfnHEbcl41q2uicqTb4Y4LqS0AG0Ds6SnJmQnuClKjJ2890TCVn+MjMxcxIzMNFp+QenT+fGJWynKHuxjTLvEoYtGcZzYuGc7fyyknBAjlSRCqiuXXyqA1U8sF6VvWI9p+P0qed2D4tTB/wfRrPa0eNGahiV391PpQQWv2Fal3vPl683AaZ1jjoozadx4z3FQi75kv0TT6lUfEFTEuw/i0YQGaw1GC3z+iWTS2piX2NxWvMBgxhQKqlv3eB+pUdAgquLoNRAKQKyInP4UxAR9ppjw3DamytJ1EdM9DjCDT/0/mq5j61GkWT7N3ePNEu+9Z4f3TiAQPP1PfT13MefMzOmWBJWVGZEmspy5c34BkPyFSsh6kfaJDzC7DVB/xSOFN4OWIyozfmKSpssHzcOeXXAL8x01ZNDPfqFQh14Mg6i5dC9HCsGCqaCWP++z/jiBgQ2rX/xnJk5oa27gSo1xRTYST8/aSYC9Ha4O3tSLm41G+b6f1STT2GBocDlnuU7JacUFmnMf8VIZtx6Cgou/kFojtkU5XnvG5Xecyy9Vjq3YFu/VeuNLeVVV9ad9Ay4Tudyk65CbDhgG+lKq83C40Mm6HMwchtWOOnbgTO3D1cmmdR1d+ItJrt2tuQT5BdOE5z6DprOPnwOdMZHASGh0tk0WtDkwJ3HUJVB1kRt0FLfcs7+YJWjtvv0Uwj7TKOIDZ0ucad26TCurHXxUSp0p0CkA/pGif/604nVAknRdivrz8lKnd6JIYKCg8u7sM+3E+TFt/dMm1ZOIUGZOm6/fhaDQCfV3Nf0g5AtgBOaZnu/XuzhL9sroLw6vtD4yp1RpofzXGdD2Pa4AM7Tbnn8Cmu+/pQmWWZVYKiCiZUsZ9KVztf3hQyQf8GXwt7X2/6oDwBZ5mr+q2e4p9rPU1VbxfPn+odhpomMmb/2DzgxZWI/lt8Vk8eksLIOtYYaEF5nWuDDXtR37QPh46vlM/PCjmJZtWghNOvUnsBwoEvNvGqqNeadM0i+JF5I/kMOjs2pc4zVsFtDue1I1d1A6mj/DuLdvALNm+6+n/G+NlKUITrhPoT71x73ATSJQlmHjf36VHmkJuKFBZkt9J1X4L4toKfSECJ7A5xoe9AUFADYM+uxs/z3kaZEHV5k/OA0CNdlsOi54uJo67Zzk3UDUZgwsK+bpZgh1LMLn4CSk/KYi7lcifGZFbWSgRvBBnED4hmMurhCx7jlE1DPwoS3ScyzNk4sUBQoWml52b5BJ6l5AKzIL19Nj+lvFFk/Y0Xn3hte6vkm+x+JC61TKVDqtk4TbMdHs5fc7JHrIt1x5Ucq+39R9sDsqA9+nvWBEy0Y0rc/216AcmSIQI7DtrtfaFbqya/apeaX8eMQqVX79lNBXTPvy9fFikqaBqPwGKVj8EPnXd6b1xWQNZsmGskxghwtwakW6PMez9ji6UNikfrS+sf71Hp4Xmp729vAhACce5k5Hk/DbUg3X0HIOpsB0yXSm/Jyqm+mOfY6eFcudAKaoPlkd6Dg+2F+8S39lHDtrvSNyzjGZ8lHSMvC2Co0niPAgwmVWYKaY+x/AvPrrDLVMOfNd0L7ezW2goX2Pg52YYv93PpUjby0Y7Nf/VV+r5Couzhn9X9B0IKGGHEfOu6tRRyKs33suZcpMHs+z6+z1vrTXCkLPEYDkdVAWXmDmgBbGsgMqeF0buCLtTAK08eY/RgL6UnbCEhcBKwyYWxksZ9lRQ4eIKERPnl7MIUYEbiWcas2uTJSV7v22ai4mz7b/5PrDiM7r88EWggl7Mfglt0IaDUrr5vyT0p6dd0lSRTtv8Zcruo+SK4n6JYyBfS87jcVnV5lrLVKfhQsDidd6hPbQcUCqtD/Q3iRh2T5nDDK+p3HVJIu+TKDdeLx7XXtN4PUCcgXGRHo/7S5snsPnvKYWcn9JKqS6VGA4n9xIZXMKYz9oqt7eUlvGqyBueHSt4hD/TqjGnUBDTfwRnJxhveMjH+azbsMlTjdRxNm9hGf3IET4YdZ1d7Rj/7hUxY2sGxGVbxCZdZ7HpholhDvdGlJAAVshveGswrE4rTmgxag3RS920QIGySTfufUTp+qoyd/vin8djauowH3vTGqfZD65VJP4Rv5AsXJ8EZw7G6dECruwVRl5JlX62HSUjHLVAy7BXJ8bPXhhLWbGQWr/+xEZnwzHHp7+BLyycJYUTWkcTCwV2g1AzuaLolVr2RGvnryFbbMmUzKH7Vb43HBqrDmIgzoGMsnJdz6ZaINw1YaXff9VB4D3vdu7lOuUmykMcEdip5BL278akWH0I9Ue8N1ud2kLV53+au0T02lRCVQM6M5cH2BfgC7UcE4xYrNp1daA1KVJk10RdKBn78noq7X+tBd+ZFDbZSkMsVHFogSb3uqjB/79MGJ+x89P4wCWUotJjXF9TCyDbxPHdwj8o29qJqyKJfxi/lf9y3GtQpTve9EI8gZllvXeH8EZ8xbk3QyqeHa1omFxWvZfPKDfusKq9rxjsMyE/fZtwFqBdZxuBouLxzOQq1QekpH8y6dKqbK7zzhNBo8n3REYyM4xRCR+NzdfxRdMZvDJ7f2oh4uEe43W2p2RvCakaDyIu9sejtQ2BNWpAgPp3H9Y7eiQW2xSy/GF52/LzvGl9HF/8vC0F+IT6ynoKRItt/sCxNYry+0mJfoBW+8hI52cUnDbvqJSwE2zKxG7F/N9vck1MmsrZvvEq9e3elElDGOfR6/vD8JvIbNzM/GHpfcmD8NZOgh3lEbjbWjsX61FPvLoS93hwwq4v1IVMu0S9/J5MOlgTr1Q40UiskwN/yWtZvJPq+F09kqXGboS1cMPW+khIAgougHN7694jK4H30hl+vJQynd1oSgt/zx6IDk707zb/nd6lCCj8bpOPk1AszvmF+jIOsfXReU27T65Kh/cOmCwUsoy09i84Uv7oMBpGEY5MCay8uGHIk8UliwSqZhvH1xGbcO/A3qin7Z8B4aPqFV7wx37En85t8lI1AnYuQLx0sFBBXYu4GJvn023/XL7BUt5fhYoxTvSSPUa5uqYw4TJLjnr78KpwDrDxSubG4H33NZRGP0YiQjg0RFvsB35/SdKjlTVpEaZ/TUsv2sAMiTWVIZZJPEZS6YgLO56EvgpBoy4WD4K2guMhFi1I496hBdzCtu1XtJwvZiQnTjXBAyWdUnOMCn0pTX4vz7Lhkl3onJ+fAe9qAlAjXkjnvB9w/25neDv3D/lHHZ4pwP5b17zPGt7GSWlMqSnLDQ7cuz75aZQEcfDwB0VOJe62n0V/x05B0oqYigaTwtcR4YU4DP0C1OQD+Cybf2y4/6nUTlgGcmOi6T5A20ImSMe/M/weJBAQ0mu0qBTvrUfJbBJ8MYZR++95jj8loAFaVXeNyB7YbbOPHcIdlNz1lTTPff1jVx6HZz3sLEVwxeCM2oBedE40oDlRfkzIrsZ7GnUMKLv/qjYbteuzW9J+VKBLakaU+wcN3JLKZLIa98ADM9k/SBddcx8tmPeez9SV9TNh/qCnAGmZ36enMa0yTw6gNQ2akX56+zAkaHP53xqH0Nys7ZVVYPpWkJP0t6T77RyjvFoZ/wpfkkVkOyROJaTzrKQKRzPa5yzcDLJJlu4sOrQEGmlaye4TVwtJLvrJuEYq7GJ5PNTPbuFo3lMK6chwKKRJwtoIQO1ZJFHxzmf0ONXY4Ni5C+d2ZLadzSdzYtEKB5wc5rgrwVYvC2+IayTryZXvKx0NPTV+CTChOk4AqLMxYVTTLVSLqKHLW+oGH+uByKNoexaLxzARzBcRP6NU60LtrslG6pVgDKLTlx9DJvB2iw6xRUacAYUU0og4tI4OdiXCk0f4v4vRz2uZSCK+8M+429/aRyvEBZpWueh/ynMgwASa6xkxuldHvUeOY14nF1XrfKLd8fhNdhc834QFTVDkaoFGvxVBn4vk/tTRfqmn09cP9qluxy1PdWeixvKem3RHMPt+O2n8FtBlVRn2pn4LsZDHMm0ZTI8FnEv3DPMi9AYIsdHr1uGpXi2udGq4i0XNBuW9UZ1uNAVpIqGGhNff4bw8R8Y3JNvQZ5C8/vXbyUvIwikNnFB+e/6NI39Xds0ixd4heVRDcQ2/72e1ZTpmEQH1P6Rfxn48LYFBQK9Y81/I1SWXc84N3B/W1O3D200ub4muqxCe16hOB5hPnMERPcivABGyjn155XWxZZpDX0W3R9tUKfys2Lw++2JYaHEYwrnX/hBZx/YUvW35xNU79R1fUP2ZnbrdXwqqJXSpF4Mjrs5UFtX8eEg788Kn8leyeEOtjjKvAYDPUExJuz0qeVA4M7BrPVbO/1Iah5oqT4xInJnePptORKVNQ+Fpcaai/wC2uTYW70doPi5W6Z6mjqM3tuQyFPfekTmx+il/CnmolnOqoZhI7w8pyoOriI1q2HfSNdW2EAtU4RfJqN2stcGWhuWDWXerkQOsKugybcWgj9ZCbm1PsAIUb/HE0PWD4tPWFUDBf8MYJYTna8qRmSGdR2NJTytmR4mIwmDlnvcCrWSiWmL8uVWqNxRTnFmFakV9BpoQCiTteSpg4fEoRcM+QLTgO6E8chjRBO7+qWLgU2culO780NXqKp/sgO/4Ki738sz25CB8dNvqG756UD+6/Up4FgcXjrvO3Pk1yeEhbHI3nt5pB2z5a/ZutD7FNphQDE0vShF8znPX7GXcPkDXvwqo87LtMkdYSI4Lv8mQuafL2KqX3MmTtV6eZsKr0NWii4hjRu+IDmFg5Rsa2NCHskqce3E8Lt6RzCY5nfDOTS1uOPL/LjMMlf2P88yFljla+uEcdOcBbR8yer67wbYH4Ay/8YVFQasahnbF+orqRjh3/L9J8fTKE1GNWNocbXQ8yNTQIDB80e42ieDO37Bdzymb+RyJGmKce0uDQMp9Vavejadn45p0E7+bo28fdCYIg1dgFUqAJV2ML+how98Ef/uEP2QVHDHh2aP35TarqQQiia8XPXbi6ADWrh0aFEqO5b/m34O6IUPHdzdQ0t+5s3K4er7cYNRRUE/NRv6W1l9wCqaFvynVHHUR8KeW84ixJzT6EDIGvSysB5A6F48p/Qz409euZM3fn7293dlmlxroBJnvpQh7bK/blmPFGKYu7zrQ9RXGPpJOCeXk3iuWby0nqI4jImYmuz6gF8ISyf/1gGC9E5uXt9RqcDOqHV6+D/F/Cf0Zf+YIH16/hQmSh9E5UjBvfv1kOfaFDbVTdHJdodTba1SThAGfzXu/hipviXpLspQmDvzKTzrX39szBduzENCry6/P5X2ubQ7uq5Bf4LlD949qlxJXmNoIOaK5cr8lDN5OtpL2sBbElhUhSd1uW2sMamxOtmX2TBbge/zf30N7CjEv1GNmgpw6gd6PQe+38OhRCAy2Nfa/VK/nHEn0nqxdEKX/+15BM+oo0xFry3HoxWSj7QehmOctGvxRuNEHg77gWWLkv16zjvgfNWaayhsqXReEPTNU0f9dGLLwwyNV/G4PQ497tsni4ZR84bKoiAmRr7GPJ7+hhV/4iBtQlqTn67ESJiBJsDhgZrCZq6gCyd3IB3XYH7OGIHtbxMdvKoGVkUqb6hbOnNXitJ2R3BCIEAMukI1Ayu2rNlZz758hufA1uW7542SpEosn/A2hkdeWi9H3OTOSJuvJhu8OTufZuOggMZf7O6DLMcK6nvwz57POvjVW/DDPwY+9IaJS5kIswfh14TPtI5MmwEYDVu9sQkn7r5zPWcsPq7R0ZJZp1RHhPAW2vvhNBmVk5DtBHIIj6R2LLenuo3A0AXOEZw7+f0QBwT/XrLfXyCteji7PX+Ripdzbwv58C4TmT/+xr30kTaYCDSfrPGL3oXk/KBsiVrYlSp3J3eKr63t54bjUfgcH/SSruJALLQqzjiQpxAf0HzUEZ0bPtVd/hi487+SgaLh6+dRZGkfqs5iImWFD3Z/r/RYsAjTX9JHK85N15dPMt+PkmJaN/LYFyTMySVKryVPLlprdwmIYkmSOJ29SEnS387Kw8IGkr7bkBrin43gy1jbEKVMfsEIGZYoItigpsdYsESXTSBLDulqsQS8/todVhY8Y7CuBN4S4YXJxUb8AAC0cVM6XB5C4PLjiyy/qqFYQburBo6gthJ9jaFQx/L+hr9hSy+yuGrz96/jTsQxC0VvR6Fqtv0I8rCTrxOwIFLuH2WDNkNaRZDgMxyP/46a9glLia0hOMWN2FPvwuKrwO2fcjR9/hpHbm63jXwB5o+i6SXsXRL/28Qr19vWTIsOIpofj+fP8b87PGZG54bGs4KKYGufJLYIEZDm9cwDBzkHblrKJVkdQWJpOzuGnf0+xkAYbicU2FlDVgT1GvuN2aEV6ur5EzF+QeffxOOwhgEs8hTLOJybmEN9lvbajO1SSMV1698UicvMA/aVyVWxlTtyCscSbFHv/GUCXbkhrxI+QWfEd+gUW3lxtYXVYWk6nac0hN3TahGTNU40dJJhHzRvs/9SdrQlgwwtHJ3Erhmq+tkkSuhDaVQcHLcnciB0mSxQ68mmbegXwjTGcaxrqFlZLKLi1MoiE8Rrxjc7rXMws54ewddTnjbT7P7Beya9RsHVAXrP/d8+LynCSls1BR7LhXaUV4VeF1lNPKuvOfKrNyTSj0nzV9d+rTfxIEP4lMHHENuLLhkoqIF7JNqse5bGIExI11fmEa8YJi35SzZpWPTqi0NJMyRq+XdyJz17QtBQNa5GoAhMPVbmklZT5ekn3/+wD4i850HQVeNak2ZAU+kGACQ+2emULKcx7TYGtuJ/tIjY/3H1F3I7YhQ3aPZVko84njHMVyv6q7kpZGdbXK42ci1uTN0g1u/FSbPjTwAcoKVb6zSoqABA4Jx+96pHe/bcEERXbf+NjoLAeVe3qNhpH+QtxkxegkHqtpRrVpe6B9kL8Rzoi5iqbAKDxmfk0KDHE1J0jsu4fVZhlMTIjk62dIF55wA5c63Bfh/2DXcaBMaBSdZPeH+/E9ph8KG51gp87dmfC05Hqf8j7TKkQOvjS18D6MMyhQUDxcMULWV7nyiCXTv1ouyvziOfsizi9COjXDimZXHnFKeEQLrF/jDhkNP9XxfN3hHNoWo/hTBE+5lEsM7TuOHuVjkT6IeJNcj528FdmZi8duUAl1m0gKHOR//9uPt90NUMozG1UPCzQilmcGpeZC07bc50nCungDQEqwvKoPRxZH89Kaqsl77zt9RcbhLf5kWtIcurov8TxBCPtiYQqfaz0cd6lDdMYtyvI5hRC4snXn11EZYE8V4nLMwdwTeI2m6ECtkfdnIzsQg7woAPEjIlmcxklptJ7by+u1qwjz91/t1pubPArorNsAjzrIJaC3Q4YE6QiwDr0B7Tp132Isf1ub25X0u+etz4Hz0hiGEJZ2KkD+RiQj9gKNavI0Bk1JdgrAcpg8q+mEd3njsk58x7jervfbwQ0MwjlnaMQ9cvXF7ntdo4YVTOB8gE2zdFix/+IVis3J526mVhNtLlifEyY13tgngkzq79+3LzU6d8sv2k0AclVyTS2Vk/Bgt1Xl9GKLspXTkk0pouZZvc2kq6ZoHBgjyUNREsgcgkw2xqswnoce8oZgBo7fk/xlVy5j3Z9S66541/G5F4ptDza+ONk7tWkec/eG6cp9hxNb8WmJF8ilu2vyPNnatUs+9ZpsA9fDjBxfg2ev/WS2dNwVEkmtXV5H6dTCi515XYkx0hxvkcZ2PK2AG6OagQzG2X4yf4WzM9P2i4xzb0Al5pMgiwLcCpUdo3PvUZL0IzD/FMWJKv9vyXxVYY+TmxRZVrnCN0n17wIMhpu5ZHGOARmBnaBqoAhGjOD/pPhAr0fI3OFruH0jLTpozqw4mma2TlQoBNQ1jqwPU3hQ5TF+PKXpMlotjlflHclaoPI/7o+RH/UiNovnrV31C3DXwEFnCEfwV4e1NL+I+3sDq5ry1a9y3S+jx9669TkaL6V9vGsMhrEhtccbStg17MkeKxYxbe2ME7LCXkPfCh4IxwrhCWGO+U/P/qc56o3JUXY26Wy7+FrV2Nps3fnxNbz7k7TPmH+lBo4LvseQjcZ5nnm7DpQFqVx68LtOdrCz6eHHWvT3Et/gOkn2R91uH3mUL9pk4dRI8X0yu2/wHTT9YtdlpT7V15JgsFby8+tRz6tfLjYv8GZVYM/sspZ6RPeduMzeQOtQ6iY2o7+Xe2hsOyTkbqte23NSsDBMgqy1TKTre/ZgCZTwZKp73q5e9GI7kzjjX7L9sjGqlzxUPBDdvg/GQyP1WTE83p5vLN3V166znTBn4dqiAqu/NdWkVL/2p7mvi6rzHWYtfL0pcGlwixiUY45cJ27Zb4YhfnfiJ0KGmSxh+tid4It7h2rGUT/pU/e+wNpupBOUzqB0JopX9201wvqncrw6GvkR0/PfQbMnj3NX5yvXzrQvyvDYH9kpiiLt17s9o+WJ49+VODe/+ZTj9E/1oO31tYzWmh7ufcajqSy4hiMNILGbBSvEp2ffEBQbWOc0R8C+uvsT+wHgMkNfkNCvfRGlpeazvSxCc4ZZvErmKa0pdxnPDBssoEsysglwjsHtx+JSWPtVryoHjmyv78tmgJOaqi4fgUNy3oyvm19I5bzxiPmM64pDpGlwrU8RbEjRl7ZFUmoDPvXNxdJeyqi4KqaTOWKkDoHcR2Kb0Vjj196YTpKHMir+5dFfVol174vVWQ6ScjVcYrgny1rRloTykED1tszv6Jx/YrloqGZv5KaflPUo3V0b6NI3P9qNhZfsWomkA+61NpdMfGz8Nq7009vKFzElc2lYPmr10fPE6RWTDsBQS+D2xx8kK4gKDv97jW6Sdw21IURr8y68rmx0qSAe8Kme7oJj0n0WfEvebIKsj2lbwQ7VUjQm0dh2FaFJesv+HU3yogSPnQCGSI9K+DlzpTKodRkdyfcfMNXknrUCv7R9OORnB1AEpw5nWRzJnhEt612lUpOx90OXXyuxfAhXXtBiG2DpxGpS/VXxN0NX8N4dH81oc8ILK6umY4aaXcogTDfBV1l8DOHOh9hX8cduhFBuy4ZnVj12FsJ+navr02/uGNCzZQYepfMmsYY96YBVfJzko58KJTMGSaFJSrBA710XiGSJ0sEPvnTDjPSwSI/vJkzabm0bfAywZ3/FH25ld+s113c0WxfzpUbflI+C2bQ0oYNqUlezFN69bUUxs/X086/CldfR4hgALuHOof+M0AYDvuUjXT2juN1pkf1vDK2TfYcHEYKuwLynoG4vvijeA3k2L64KJimnbqfF70xTkEeElWVCOpsRZzdrXQ3xwOhATe4UdaBm5YDEndyG3WF6ZSJQQZCRXfSKWRyIpaKCgMT8iHxehFRsB/NS8C31EDG881Cvo93P+YRnWQPNutWS5pf5r04ut1uu+jX+q9k9INy63joyE5Gw4UgD54lp/18Sogc7GGUnFWAY/i+CAK3hGm4vbWe+cjegG/7pegHf26MSiGFnzRhj4UuuVFYvIK9pfrHe3nmgzc8tksCln3yPZFIutoD0fgeZpTiMzy9Y8KlfqROIa/dk59gVM+4/0y1/uTAclV8XSCyxNGvMqgLLvAvAyjkd+uLDXGL/86Gex6yOGAOYzIRwTaat0Jj0NvNQ69IyjaLup7i6McwuuZlcIRhjqygIiYKfdYrrrn9LkuUlio7oa1BMnhrKLx74n4SmbUwcxCNOcoDbliiXEHhCa69Q/NIhj7PtRsImR8Okbjf6pflwOwT9vITBESwTLxX13jDGE+ifFsJJrM+ciBcOl8LrVDGb0IibMvLYxxJOJG+cLLA6wnpqgzCrP4/ClQ2Nedjvcgf/hGGdl1cOCCe15gEOyFnb7muaWRUrf5byuvGTg2/dtb8YW3WNXSrWwvbsGovqJpqj2xiQhBLf+TGab+4A8O2+78w0pUJf+mOVz6QP/U+nd4sSb/BAtn9u1n0DvylQm2Vyce6iTZevatRrTPyCU5UvPKRhhbGH2BLTOOgdALbsktBFub912nlBlZY081QzxCBfekpznZun0vuXKXeSW1OEzsF66JvvhCt39OXsT3XWS+r2cgP/40JLKYCkVkUHV2rOZf6i+xdbuRPcg1iTSKfqD7RQzhANtCj+KLsqma7+xnqDmtWxv8aQ796XeQaRMefKqeiIGoGOxifzDKnP2hQj7t67ShfKLr4RMu+gh6yQqxZ5pgnuYZkgMWseT+duxvGaiDmp6XXHjJ4jTEgi7RpeN5ef5XVkCfEcVwyuKuU+zdKwC+z9xgn1HdOZeg42Ub4HXnlpwghsDFEd1uiv6ia9l3Dw5jvnG1F6qeXQPXaoombs/XPblBIC8BRnQP/muS/urLreVHAYhNL48TZDhpYolXcOpXCr9HMLoBvkLYPobROtxoZNZ/GZJPd2vXHjZHx4OPuWxGnkOTHgvOPUZoGSDdvYDGbg8uLXOzS8eG4WKLWKbscioI/a9AYy7hJn5PMgVyIZQHWf/CI2tPi45NFF+K4FwQ2JK72sjSYr6H/hXJTpQ691bugIDdi/WK76Aaj/CG12kzkGZY07/EkPynDKXFQV9djdRSRm8+YRktbiACUhPXFG5W2WZjdNvdXhgz14uAfjUj+a3GVXaOA3pCin1GFd8puL8w3r74u/Is3SLa6QXJ+YrvbAKD90axszn9Y9zA57hgksorXrKt18/7otinqmp6e5qSVPUf10t0xEYOqIcQ1flhxBlVFiod76cEc8cZgCcONNctBxbsDNLMaxf+/Wa/mGZd57ND4/zpNmmncMIbBhUv3TgS9IAFu/HYizBmiA6F9irOqlLgvWYcfkrlGosPOO/j0zt/lEEEm/olEz5+X3ZlSlbQBQUUkiyyg2ML0Nq2+NXWvRJ175ugdKL37kHTPupa/44O/ZlSbB0v5svgyX5De9qILjY5+tlu2ATaAYD3Su7GzH2fJWuWUKnZX5HOVE32QX1TR5ZNH9OKu+64b/HxAeX2Ce+SzA5XOh/W74OEXBo/EJEf7wVR7msT2mJ4yN7BcNZPRTtxgOivGGa2bBPfFiFBbUxU0mW7ifQ4kzz5sVrP00ZLP+UE4DKLME7njYrLbTD86VPYKsWCSx2vIE8uWFnierYhAq2p7M39DTFuaWT7sVWrTKcuz+zS4IAJBunbzUwMyc3YiHmyowMTjaguC/r3ZSRAqKpMWkr96tkRJWufGS0jqT0ZwnjGYwXRCYxtPggwzx8Fdd8TfKPLCMLKp5oJ8x1RJqbx+j9gvy6YNjK0UaPOKtY8WHPzSODFLIC9PQc3S/y5AfgAmoUbsneL+GsRdUJ03dQ1W3ZtSXFxD2h2pvBOqvpOUhT8Ih/xWiT6PYGIriiEv5g99lvqJWbfa5ea7v3jkBKJPYj5cwT6kdm0aEHvqQ2aCkzkIvvPE7mkspBVPaR70Iyqp++/5HHlEoL11zeZIfQCn6PvfVdoheurQs10VXNsjAzAHqTQJ9saYI95xbn+UL3JsxD7mEOu0Jj4M0nPK/a/TugjKR6ZxHZFpm6KkvtDuaEzB6KWpyNx8bMrEWM/EegEicnU2tyfOb/P2f+EDo9ZlhXgmIfGNm5HOZF3Q8KeTcnE24AfGElrJRDeq6Vic0wikZH9NWeTa9ccmB8o3Prtpl9aIPoVii8xf9mFsOi67VhUC6XA94I5V3eb+Ti8Cy4MafagArcJxvmSYA6hTp+E3ggME5wymXKZzE33pRnacUQqM78oitqHQOxNVdBHGcH4N0PAB2oYJNpUIjJZzDJlFuiaPP9tfPJhgVF6kH1CMMWV0xeUYjUGm74PHEe++vSO2jcB+it1B9CGL036avJowLPOuFsxd3MDXKYVdr7YoYRiJ9kxV7u4uZ34EG+tN71WJWp/hfbPzdcR/xmU8SHSc5e1+8jTJ/wN9uDOVKZsvT3AON7Achb99Ws34GfYNKam0fQy8Xbp3P5LsAE2djyFlXOPUay8GNzwqfOLOB9krrzWi0MUJkyJb/XwDOxE5U69tSwESBqwHBQzogQbaluhPUwbwt/eiUtkENBwhj+CSafMSZ+ZqZNXY6OfIAHPV72PaZGfDArYodq+TqVxSmXlGGataxxZi9cWE11yHogM0GusX/tJaFWc4O/n+JC80OpmHqltPLGHaWG+8X3v2QtlNQVLIXwpHspiH6PZGXV5YTKuQ3DG2n2GJsrEBvNHvmItMSHIEYxgHz4ihJPiN1yZ2DCcNsQM3wtyKOXmhb9RAaL7wYOwQcEJ9URJnmKKX1Gg5JCS5dQOuPXJfgc1Xvz30sFmC07GKZLQDIu5mY4LTHID17/0TTdw2MS1/2wc8XSr5JpFHD/3ERmnfcm01KYJ55o2ZYW0bV+2sMfnpX2Y4FfxNG1PCrEvzPfQbS2q45nA9NyQyLqJqSZFsf4KQTmmfe/yEWCxLZ7siX2rXPOp2rTP0Z+OT7/z+yGCyNOgkpdC7d8KATDXH/XcM1asF9E0EwK0oOYCnIgH/NK+diKm76SwI3QrDg7kzmxJyY/Mry2HaIBSBLFJ5scNkhKaCtgu038CgYnms5kYaMiixilclO+NAPBIcJ2yEJrBgC5u+nQJI346A274UmJigbSlJ4P+dat2gW9m76WJyJOqlUyxQ4QorPBj12LcBKnUtB5mpyWrv6EL+MPkoUteg74NPl5T2H77rTpJmiYP2e0JlFgsPuC3Qmb/thPapu2+kOaMY5oBdMp/WASHihwytsYB2jyCybXeiB4aEgYPTVly+brCsbl0VkTKM+fEAMpDU0x2t3jcHm52UP8Q643wQ3GtkvCbhwV0lImomlVzxeaD34fZFMKAIprQd0qWgOqlyBzb9FtiMp8W2mGGbVFqrUAUuzQ/seL/3aEtBpEI+cs/WWgTLDJPrveJxUKjDxweBfQYpHRQEIxLRbWuu11JW5uQiyRKgK+w2ffF5BDsbKnFUVN/iWvONi8PY4MYgS3ekniU7WQWjOaxyiCPnrEI9lOPvqc1Vj+9cYZiGaiSZHP5vv/bNkV+QfjydYEtn5gzi5ZLCHWLKOrQI96g2z1zd8j5bBLUVnd0aW8IdoU/NurYcgrvxGuTSMqBpBf/tPUnYyz3b3dMyrR38VFBIcx07Bmkg5jx13i3yt6ltB/SZ0cRmsiZx8CEyxVUpJyYWsJUKTktSp/y24LaG1G9O79+bgp97+ZgYufSpFHruCVFDYUoOGD1M9/GYwI6s30CUANqjAsutw3k/r43J+BpiNrKIDcV7y7akZIivunH8OJrqeThmrPv+ecIsn8bs9lQwKlG+Yj32r96NKtWeB9NSsLU5QeLW8ZIhXNG4hfD2tysq0+EYCW4Ih/3i1Yu+BniHuuwqifB835jHFZsCmFxdKEvEFOdwqH1bt+rLV6Neckcf15jng5JI7CaPhKTyKrnGaOhck4YkHb8UEhM9ew9jBhP/q1CywjDEJiOeU1bicUgUnR79UIlQCu7J4PBmJSx4ZRP6fNOQRtwYK8mZ5z+79p3A/LXBuaqXC4Qk7vw9WUhpgXeGT3hF07H0pGxUhGRHUy95MUjQHP4i/3hYLYVLCjsGwreON9AYPMda9vDJah/LRcFak+Pe3jiTRwojZqtf7GLeHP+p2Z++GgH9RZ0PNHKas1MfLCMwecGqiJs3yKfaWMw8O86izscnRysbwWgj3fmbXOXd48yvQRf2uNvBSnIM7DSrEQ85f+UyGc/zOeA3PHT/vWOANJC5nHamuHK/9thdfCQS3NpE+CVEkRcGggprQ3R1F3DB6VDmYq7rb3Jbz8nVn8Xw2IZ/fhSoZM6waTJFuGXui3F6asL478o81PSDKjTaVHxFTpTIGdKFiagxjypzacbPZr4HdlUjAOAET4rqeV619+GYh3nktgaGMvrIg45NmKRUdMBqntf/LE9QbWmtmZ8irMU1BKQetO/EDwQ+snj70uPm2yopr81tfys3dDBIEZ4b7sFsTlmMl4riCyf69ry39aJsU0AXt8JtG8KtUFxQLjrfzJsbAXyMT6GtltcZcjKSVyGSTboa2FfphGKDEYoS1MUJAvFvyakD6/01e0beesw2qBZu57lP+pszlZhy11Wf7S/CR8b1/vl9O4x7scfMXtm17xn45Ic5vIL5Y6yUyxDCVwEfXq/39/CFT+3nK/Ia+lH+xnl97DEceHx8W4MYts2K1JAM9DnXw1MgfOaNht1OTo50OGBKx8XIXYzR6n7x+wKu6UvmfY4eOHSqZwxqg50EOhQT/gTAD8AFZRpYMCLA1rpRHjM9BFsNWCDR0Nxf8mNaQ4OtthwQx7JgFqcX5l4Q9TBrHPsGmU09Jk+5AiF4oujjBjnE/E3MHYBnetT2z/cvUrwU/0PGKEvFwURfuvIklxENqcTPWw2g3IFB16XxL9fu827jXZ7BJf/chEfYQoqhjrOeYD26FQFJGGgdGrSnxrt3M4wJSOyXACzp9hrNojxOVEvkcPMoLGmePrjuNARR7ffimUyi9mD7TyrdwxYZv+WoyEzRteNhV/o5gXNxvRxHf43lYYnXbgGPsK8vlUBgXXTrD1i0U8yy8RRsqUffG+MZaKG+nSHgsz2r8mmox/uwGcafSbCXoNpkLdFtPI71wlWO/lr5sekklSQxu0MBf5TKzMDOw/2woYqXIWRAV6N8tPmmxJDQie1K6keLcdWiHB9lhs4mKAF3driSOvN9eHZP5GdxxG+rJT1dFmmEvIyLo7rFb2Mf07bWH6LYNyUKmkVhjmjdoHK6gFsml6z8VCo/opKqsgHP59P78DsbfkI5PW4rZp/KyJ9LJKzcA3m79pGx588lEkBPxmAJAdvPDsxuiIbnt8wE3UKqVsBN9ySe0zCuvROt3szFDueRj5dypuidSXmhz4cjN/i+6JgMp7X6f5U/04bLw8WkpZPRP8JOkHyGeJcRnJMJvn/bD6vQv65P+EkXt6wCmj+haOyFo+lejb6PGpa2agmIJeMskPYLZvVYyQtTXmbfzZiOtEPuKgMe2H63B9oANfaYAj35N9qccaLPPQIatU9t2oj6xlsJn2Zl+hMSqpoQSrLv/LLu7L4t5HtVGoFhH+P6o87NabLN8R0p8Ny+kieqWzsB9Tu7lkC6kRnMVoL6mJbVwAYsPCyHGrxIIiR+rfG9Teajch8YQB2eb8w6hpn7e/F3YwXRE3piVn32hTKRZ/BTCTq0toI85FaHq35JUHz8VuWHzGlEJuyeGTqChPZ3cqpYYk0yzeCeuMs3B2WXg/s2vrn2aCP8LcDBuR8ICLyRaFR/pYGFYNvMtt4IrN8oGwb/G3Uc7ag+s7lkub3y4msgyt27P2oC4EFLBGRrnCHMlBQsMeONbQp8CtGHw5ra5Vko2/Pnh2mgLwVcpkTFsQJE24UaVusnNZAgVj+ppq9SrE0PZfMk5LROXySBfGK0jKlVDZbHQXSK47F29YK+Pz3R+bQD6yCZ78W3wIHNuniRpEQC7Jn1sEjdaK+d02SCXPpuPglEDRtaBReY5VIzJRAldKGU5lFFCb9q2m6vCCq6CNQM7Ts8xvfNF5ATvIjQqcyp6sBXGeW0uomu3/5NkBKVMoqyM49lS4fGrAh6rfIae4PpHXViCJxgvvFF+jQTj/tedmCgmdy1sIfjAf0H0NwZHt/TLD4p6EQQs7ls98xmIp+ZNL+Of0VuWiKlxO8aPRu/W/hIDegw2rgiJLJJVdGDmiLHzlpbSpUX2kwmwBLoK2Q7cu5k83AHQpWbnKyh37wcGBFrnC8Ev1QjjnVLo7a/htONhzIvPLGpi59/kQSrYssmZ/oiF8QKtjA+jleSu9capVw9eJQBv25morEYw/DaHxjR4MrnVtZfz3c79/QeKdF17spfat45ic9zb4q/2ZTk1tKJGbcmhTqoK8fOlQrDLXsP3gyryJe14Q2lqZso2n47B+TwQ0UiC+DSK29NIryUKhq0sd+GHkhOrnlNpETL8bEbV5bqR0Ba2XF0ogLtUoHGBpktUESE9mznHmRw2JowqMOzPoIw7STCG+2eH7oEb6BYDjf7FG/UWPHxdL9qnPrNgebLtXwpCu4mrCgaSTgYMgJXDH+lzaNUKQmBaP2is9YnG1vJER8MCzQVa08Nd7KGo6rR5n963koJDKJhoF/xs/YcMVLvS9W9/Bx00UdiWtisqJ5C89qKFRwWWNMkY7SaK2LGuY4I4QIPLI7e5Y6Ty/0cQhRcVwqQHWb/OL0oUqd+o14C68WCZ/b35rFpg+Ld2jOO8nef/ln9XP1SqBtKxfU9jwTA4iZZfWtnQK7Wm9/n6V/D2uNMOyL2+NoRvr3VqAqjj8rRv24xgmFv+kF/Vy+U4JGylUzwuOY8enHMVJE657JuOtBBdVl6zrQA0x4IoSDuo9YRnhbzyMFbmznfIb4b6hJzqoiU1bH4MGSmb9Vh1sxeZOOfSqQQHW6Q4heC7UpMCrIpvSsk1K0s1O9vSZ39v+uBd9yRDC6+Q1FLkSZ8g/L99Mf7QS9q4/Pt/iJcqKa7VjWyRvoq2BhooxDqeJzlbg5QR7MkM9UaX4wJecPhhz40C+YskH0cwju+cUAQWYNEEm7PNXvLTEalinKdw9dFRK098kZaOjQ/fdmu2lxApkOPrhXFvpQhrzBSM+el3dGQNWwm11x/Ix9/sOYXw6BVuWWnWNSVj5nxg6rzpWJ8qHolil4wx3hD10Xl1kAHfq0u3deDQ00/QjZEY8edNSwQxuvSuacBR+IMp+LuqPbIWXj/O/WiVbYCtJr+juM6toZ4ni99+mvK5iFW/5ns6yyitDh1Z62jH/b8ECF4P/AcviUvxL5T1QVK7IQgFwWm/0fSb7I9K94nCEJL65Tr4iGEBB/Scy8gM1aGsB1udN+teFPimg/1bPc98uRZ919iIe+xKAnV97+xjqCwZRO/c+tWhcjurLSLSTnqBBXD7PyFxPfR3tDrLMc2Mbi29THI/yFyUISX2vWIbY5IAiC4TL82+lCAXdhcugPIdHG2ZhzQRzmz2a5/9TOjno+dWighOrnMvhCFgQbJLZFiFP0QUEX8Q3mDcRAHM6DzKM3JH50Ylo+B5jp514gNSIGCxUNZZFzDSox+ymM/ox7GQfFTtUgUus0krPRtC08F7l9SiDoIvr7pcN8Atk0vfvoshTmtr2MNlEPXIxohECkjANdhunfaKO/emuCW5vyBuU+/azMnSCYXn77vzXS1BlcvR2M1KRHmjRIQ4uCdHsdofOP5i9GGiJatG+k/tvoXu59nkQIMrFLX585Ed5Pi6yobtA31g50yK5+HzacUCZ3Ws8/W4x5LPhu0dQGwS9Zyjcqem6wJsH3kH055ZbDduIbZlI7SMlNKVWNYF6YCJyieaIVblWdqfkFelRL24zfl8t18mJGkORIbjM6YlLz1C/8zDGHfTE33vxzGqet423wafnQQuaHixGO49MikTDlK3X61q/yU0aj2+bfXKNvAowl35boRiYtgW0Ef7x5wshcBe6lKrxiyATzBYpX4xqy1EEzdtjytT82rWvW/qfD7AmBD5a1iAtAoJ/ot3+PBuTCbSRuX9bD6x/dQOniddlHER0zv4wCBjItZef+Bud58YzOn5goYe8z2YFflHbsXldfkbCQGy/4KG3Gn7hsb53j5AvwyQbOG3KLZ567iaXPHOa4tyxa0OUpza7OYojihq7a7U+8CVVzhwZ4GpW7jwkCj1gdpB8pPuWCW7MgkFmCnwMyYsKQsBeS02nwbaCyJr8IvQ3tcN6AYcYONSYYtFmY9/yOb78wZySOLsDzv5guD5dh4zCYLrWeoatzdNiVaUJ5AcKzkypE+y+v/IFq2VM2Dmis1AKfRzTxVyH9Z63iUW3LLj2SNdJYx+oXvKF2AHQv9yl2GtU61ocL6zMUSVQYf+gZOHZYjezhu8C68zleSkxwcDV0S/1t4xi9AK8R+Eb4YdmjpWRzwNFLHJR4NGuYYmay1sidKJOOCgoyIleiGRck8vJ/27IHkU8VL6u9SaIG1IcDgRLzT7l8XMxbNT9BxfxZ+EP/rqz0zfqsGeR10HfeGc9UWoC9aYbfHGSqLKH9U4L6uJsmHCIfdBqJku5yenoMQsqlYkJT1cTnPwGkyTBISx4lfYOhul7yEaO9+iHb4HIDHhLRzBO3vFH3u2qaaPvKpdZ8mQ4+7cMDuYjEybDPk/RX/EuTfMNi43yqNAKvG6Z6k2qTBjRlsWILmEWzT5UUi79u0LqEY9oPcwG9TTE1skxIEeYEsVXq0l8+ZBNj/Iqeywrac9dckRx/a+xH/JPs9gQ5iAVN6mM5Eq+dRzjlYaQLi0j2d1xaB+WJK7T60kZUyDQWZWU/KCkXy+0+0THmSN/75G6A35ULOG7j/hiG86rJx4W4ajhb0czNYgT65GHRYCqnn1poQt/gPRVA6cyIMXaJyPvXNJjLEZ96Nu+ZmTTp3PhPS3gHrFcj/yD4+EXeo0qUxQ4dFOk7dFU28VPgythjEiUUJGX03yWHdSvvsP1BGYlwVdnHmxQhwBQiS56a5x279adUjiyS1gU+Lq/mosPlA15W1ML3ERiSdlQQysmcggYOBdCFQ1UE66TOPL6XvHTQ7wZw5wIZ6J05hYlPggBQi4IvLKpTGaTDejvvmvf94Hq7tIHmUmp2i7S10JgAdMhE3wBOB6PBQWLPCyxmf8SXgU4yZfn5kotlB/DmThEvyaDHvw5SSRb5Bj7o/RfBho/NiPOb+OphjIKglNQ1Se5QmWuZzrWZopqh/kYpV3JWdozK9EHjqIeo6pt1YwKZFd8ziKcGPCVzH5BOQK8fTCFpcNvZJkuHBlcYZZ/Hh4Z60+cYlCycj1LA00FmoqD0oOsggU0rnu0u1Kb8TBBJ35+b+n62e1wOjlg4Dms4BlnaNIB/SRIpmh3fSZ5A9Jkia1ZWencFau+d+tCNQN7lmvKrN6QFL6YrnIfnF2ZRuS2yXSqO6eonUKd9dLp2tp4wvyikrg6NmUaYIy202ARz/NDiuleRr1sPU7Psgz1JYFKLTtDdwdeD2w2TNm3NMPVzxpn70z6DOQcTHlHWC/q0ZyC9P5Vkckp1oBQloaXf2wYlwYXNCpA1PT9UoX6MJmwzcF8z8oCznGtqGH8aGZANOrOvh+Ec2wBDcM/4P5quYuFVZgm+Ei7L4Bbcd7i7BZ7+Mt/57/ZIEoae7qq2+mvZbT/ajPh1A4VQ04g+XNEwV7wntRDq8SLGq54yf3P7TuhrkcjtjzQgt+8JUwXWcjMomS9dULQQL3E1GjN3lL2e+GHWabTou860En7OPqlSypb/OnVA6Rrj0IU4odgY6mWuHxangWZ4NpOHiLVHhre0z5U9dzsBdvocv2Ewr7N4fHynHllTq6nutCGP/OO6uGm7LcyX5knKLQd86xii7sJDNq/N11NdwGitZWfh1vWJEO0qoJv3BqZ0h/6icLrFxXYUkmPZAMjtz4o+bwTeUFNct77fQ6ls+sxrYQWn7icLuwbzuGrT8LMbnOCNr/JdRVWJVlCqRobmQtnXXab8b4PSn8w8fI2+AClhJn3vASnkNlDAuK6zSMsKh0Ryxedh2vKu72pqfu3GtRIzrF7yykihJaV3pktwVonJ+nMv+VNE2l+dbIvRYgANgqDbtSpoudYt5rLg6HvY+aM46nAMg77GAFBK31MR5GHkCRAarMBsOl8HBvLhneDXE4V2eIKdNW3Sd5fiW9JNnfamfD/OI+/L8XoIA7Q+WMPYFFKvJMEV+cWZW1/2uoAXEFQYDgNWRRrR8vFiztPFY9HqZbG7H+deizrU6V4KHNhfZTZ/j3K1vbcMbo2FxiMnhbO1lzTKRRF6nyM+m5LXzNc7twmyYi+eSdpzhQNhdAcco5ZeOOZHollxrTFXJVrzR7302YfjhM0SDORFFDXAG9BtnOoFiqDlWcH4SMNdPpZ0x/xssZNqeRkeH5ImeS4bXzRukFsqnPy+WO4o09a3IM3HFlWyF68nn5MIHk146uyFoaJHzGI6s8Ya9tSvBt9TpGoF/WQkhQk0sL0v35GW8AWQZyEM0QaTfiBHYaqNdphKJOEA/4MUJWZLdRSsXMRKMG+8OO2/imPq7hkaT2O5fAz3r5dtOIiREzHbF3UGXH2QZUIp2iqv0nXUF9G3B05SH5tqpEyuHZGDtz+IXv3W/nh992MWwQv5PlryGSp5iUvn/VFQwyRcgldT42Ke8nnj1g8mJaRiR7KGFAp0LjDIIAfz7WKVzP7VuTtW5YOP6/P7zp8vPdPFk+PRNf+baqjCeKPzbFTWzybusqfB/JeRTO+hNHNYT7d4aQdY6rQrv7AmVDCBN3mg3o6rndM2SLGjYmR9ReZscTQ7DXsWRLH8eqOHvtEF00l1+fW3E42EfFkOoGRH9Zh/KrKLFk5ST0ON92CTprsT33/4kdvu9S+zHwIRnN3S73tez7M9FAw5omquPj5/Lcu57lLzubZmyNllVadrlV+0t23JR4d4TN7jlv4sKWqb0nySjOmC3P+WzjtyC47bk5DHxi9mNeZD5T+NALEtc306C+kmsetaZgop6Q4EPwM1SpX9vKbC1L7jfdViC1XcJoY/ceX+J6VoDl52IrZF1diOCEncP4eZ4yMS3y9XuRx7X4HGgIAlJyzhZnhoAzFxDwxmDUQO+3JiqfwQVbEZinpUmsi57eyav4Yc0fSWKZNV/XLVdsBW4RbDc8AOrl5jlghz0fVboRD/RtlLLqnq9Px1uLOfb1DrTQOIUHnvETQuAIPlOaZ7p8RStMV76mSPVmLci0e4I4IGT4o1I4TEARJt3VQVU9UcilkMAVEkG/tGxuCyUsk4aGLvIlgqxNjczS9mCP1pR7N8mAwhtMP+ZvNwUjXsImcWZIY8qCwR5SFZ0oTFkU/tPft9UH6+Wsfibaf7dsj3+Oqe89iHNhWGSpK+DnZNMUUrlwqjLGdBbTBeEYPEcwDjjJCZ8gQ/G+OaWDB8FsP1RS2QfgG3cdIPxct2Gdw5VcVZV7Swb8tR2fu6/1gwku3Jn+SI//QkZua/ipS7F+JQkv2nGEXjZ9XtZQjnqnm+8E+E8x16XPulfL+W3Avx9lqtCMx5AxEDMOcouM/1Uz2077shnp6+khTr/sSkoVRWRVg7TFp/WytGBYGKGNIKV4Vs9LziJP2EKE/+U3wBbLM45i5qhWy8Lm4fhCWRt1VR7XCAMTUXrGWqnCC2xK/7r616JtZQ8h5km/kwklUDlm4vJ75ntrchvxs2nX91k9Va89983fbwBBoPKwNSNYTQagtp2PLZc20VMCfCvDZ5jaJHCXbtyDcNtyZZrT/C+bh/4q0SC/nvS9y9GG92i3XP0PleShddjqtyzPiXPZ8UhaSJS/E+VK9i++TDWteXJs4v0XWQwYDyeVzTRgngEKN9xPNzmsynX+XPWDkvXwYJXWFO7IXo0yBdhmNdRXiPgMX9AWf1fFG6PUBEHoRVaEcOOs+lEkwWrr8/rpgJaqABUjKfnJtmRjua7YY2YITxj1HmL3AEBWKe5s3er3f4cvG+spJz2UvjWaxJgGdAUyxKou7pTGgLwX02jZv6MRRAteELesbqfb9y7nONUEpuSx8BV869W1obDrUCIG1+Huppw0DxU1KO1uBGz4WdDxtVAh9wWRk4INBnm36mjWMr5a9M+1qVW39d7mgi+Iur3BGkg0kYGwCEINUTjyvKcgKRxZ3CEdS1VheYzF01LLIi5om0OusAZwgQnc1WahWfbfVH5xy0XiaQRRRv06Q2UdcCEROlhbEsx+Ad7v6jBU4nNUrF5W4+2h3cZucsgtwuzNpCZh6RzGevaVGtoTXTkW+kLuRnZPAvyrYVZSID+BQ21N8gwTUcSCM2/CNh5z6wwsQRVuqjzFgLtLUND6CT6i9SOmcm1XqP0e0EO/cEb0+1OFzKA1mkUIjbFDwxFcjxCrSVxNMdJJiJb5tjcNrInd3AdyT+4ihVTE7M8kr/5fb9xbjejqBWsmsNpmPFy+v8m1p9Y0zvbQVqzPZrN3D0fP/lhBEaClYUxddn0UxRK9TVuWCxSXCDP5kfXUoHoY8bTD1gaJatMb9447ujjzhuEHvExWsSILM+7GrCV9eRaVzNeBP6myfl4Dh/KI7YvyVuI2GtDBZvzS7KnDm/J3uiW0AyUJoXFrtQLKG1HmQ6s+MwwyuEHZJvCpwWDDNxPkRLxYU7rjJxIOeIoS1pcdNHv/MxrXi4UsTDWdAI0V8/AZzaVxuWB1T0L8hWPrfcqjyY5ufm6IPab7DTqQR00JqGebsA1LgCQLzM1y7Luxsm8BGxpi1KthkKDE210Ls0g6Idr+zu6xJ7V94feTx3IDcvZGBxs2o7+gYZuSj8ZXWLUQFhfsp208b48W/hc8bFyyOHzp9cx0r5zb5uqeiJ/NmIrakEqd5Ui+RtKbVdLHtVIvhN0dejjiIMpOQUf/zIoxT8U27fbkVHQIgeyOIy3ChE3WHPlu8Mky0sXEfVoH1kogq4IiEugOx1taVHlA+omy+wI4ZxB7XpZEGO8uBlr56eOWA/nqAk+b5JU/7pvXaLiS+M/kvs4rSbhxypXFTybcVv0iwLLd2LhQ9pbwwSg71sakkH5NSMtok3pzvWans/LPkS38+XQ1CMcX7/ik0fGvmn5s3CtvL8hN62A/5eJnsFwI3GJfa0wp/wiczfF6SAF+Tf/+vdqdLk3laMglGDoOuBpN+tdu4/ASOGRrZV2NOlV3YCz7vQKbZ0x4qQKxRNnBswz/3Gy4NPvnIfe1lgYeIK3n1ZOXr312bigzxgZjby79rEeP+lIUx7ejPI3+46bNj2wqaqNA0hixdEwOmRa/7u8vCePQLu41D+N7SFNSgdswozMwy/EKwKsa71+CaLwkyivNE67AAK6macyZLGbKyr5HcPfL06FDT/pRBOJZOLoFnno0q4y9W52rBray62ESMRrc4ZySIqpdxCvnpHQvN+1/t0LAfx6NATmtVy0GOqBMKEgM69EqAp/YJB4iGoRWMJAk0aJtSczFUjOyx/P2eiaC6W5Air2b3/UwJKzg7/HtXVXQnwiut8jmj8nOZ/9aD2+Iq8Ke2O1/O16w33smx2HIApeoZOKTOcL1sPfhGlVD8XVeXG/uUuFlBMb13tTCZI3sX2QHVSe9opFpcKwFnmcge88cdyp5v55S/iTSD6PWgy03/RGnt2z9B/NXPRCtNh5wdwSL6GnJM5Kzc1/WVF8cAF/QybaKzn+D086IP3L43db9bjgfkFu4B04/cMgvVXKuSm5cDtJlwKW+HDrUq5GvzUvdgxozLB44Sa1R+cGv/zlCS56uUq+LHoWrRf8+ccY7k5yXWlVgwElmYJ36NOjNGGitO5QolKJjAsIt8vsPzT5hwMO1+2OnvpBOMxPLdAosWm6T8DBlf5vLHszESsj6hPrEyJPDcI5Vvm5TrDvpJMsF2UZeQPuJPcY0N5iTc5V2EdbWLfmL3WZ2WSC3ibGQbmKGwM9Lv7BvxJXUqfY53E/WxM1Eikv8bqAvknYylEW/TF274o1tl3J7xPxasfMDDJY/5JxBID4fAw7oVUjkc+PonmfGSmlNj6zrK76M6N8FozKPS7vUk35bLalvjAh7xR32vCHC56o0p9LnacNoe3B7L1p2+VO2WG5xbnC77Q3WlJ39YtVU66C7wmxbKzqiRQ/xX8jWg6Rv4txhEOxgzhGUpekbYXZnoL2Tl0nUIUXTg+wub30jKBBUUcp3yswfu+99E8iS7Uk2beWIqiLlQfVVLsz/lI27FGSN42p9A8L9z7l/ko9fYHyEJ3i2KqGqiG09yNbUGKvbSY9e/AZbzCAHvucAf6Mun4gkqVA6Ww6RmXBB2LBfG7QHS7Xd0EvY2RslyEOLEOs5Qk8g3w64j/7N72CIAAnwQZv7ASehRFexg3YD7DoWh5EXzvN33lTR/kPakWeXyB+0lDjNxrEfYA5/8BYIrWQpwjdoZBHUb+fiRfL4yKMCnTnWVU+FuRJIi/kWX4ntbvdKf2Kp1qS5yV9AV3QEaWadeW9CwysGBez6PswFud9zafgEYpUeAVU4D2k6lIeWF9PV7wFkb4m0h4iIekhpGpx4KVpO5mwQGWCPp+VmgK6lXvfXDVS/OTAuXHlCUNufzIgAhk7MKjpWe8QgXHHbquPdD9E6bTb4bab+opffmEeycdazc5ZSplOZYIteeNg2BiiP/QiiL1m/9V0aSD7Qr35+I/Q4R1IFyUdmyCPlshm72fydMgQ5bSRpAUC9r87mz8Q55lT+ZFKfag21jYuIOso9xs/nrdmBp2IyRbZ4XlYhb+5BpPkhYwxI420NSh71C+GU8dp+gvkfWh9tTC2GGQHQ7h0Yng1anaYQaImwG55BHqf9FP12NNXra8ruGbDILXtf7XetLw85AU07fq5SXGmKnZVar7kER74Jv2YI9zvBy06Kqws0KpE1GmEeoVtlnP95FeDsj4rIu5frhO8WZ37e7roh0uY9sZyXsBJmh03tqpVifFVYjt0Yc/GcViDt3dbWc6upaoXhaVNVcaJKDBCUBu+BvYFqyZqz9KKCEB8J/sINaWE1l1Aot37ppA5Tv81XMTXD40/QkUeDIBW0pJwJuGz2FQHS3B61Pn2Tyie6swEfZOSXFkBxzKy/yv3/ZMTAw1iogOWAVC2sSnp8vn8JClIhorxBbdkQ/yZW7mZvDJDW4ZW60HBFlI1ciR4Y5wPvjFj8513rogpSCQbVePj1y/LsfOmEr6BIy1F0F6AjXXKnfn5VOgnsJVaOjwDJpUUyQv8GOcgaJ14dTz+VV6H4bQIi/2RY2oiY6uXudQoTzmgUKB/5lKDMIiCiZeVIhaD4PZCYlcYO+woMjPCnGuTL5AAeCXCEJZEGb+ElFMOJf0U7+n83mQ9UxUE/58zl5pVxSm//oWqWRFQdVnrhG24H6opIF0KR7TrVUVNt01RBcXZecU9/RNrLpBcgMpvxLxcw8kb/m/OCWkvC/Mq+3l5nA/UWVfFSjEXCzjrEPMm3Y+koIsc3i7rOYKUTi4ymu1k8g4auZPW3xOtLHoFz/bcAxLZqYdUK4XclfBcMWcI3ZXHfSnsq21PQI7CyrJ36UnSlL6RnfXBqXI1gaoZocX6HVc2I2ExJwzGloUb5TwjHuIQwZTv8W05tDnBOleZQqrNHxQyLHvarjyybPX2vvovD1OnWNyz7zBXJCs810OTO34G0V2saucxzjJHw+uHqWZe1gxq8K35Z+CkPPfNK09P8XoIf2lsB3esf5LnseWAJmrkQ7jDVDhVrRffhCghz6+QErWtwzixnit32heb6h+jzGS3YOvXhHWXguTbNIiy9FXsJVvlXS1+Ubt/KlvEtq5KGaHO2FluQuWLDfJjl4I5nIwUec1Dzlvy/xdybQDvyBJUxpZqE3IDCOEN8p9cqe1IF0mjEKsH39Hz1CbIFjYyeJeBo953ejBwlMjcYxOfXTtcEGPBAOKE7UutUJOmpf1hYv7mNjc46l0C0C+FQIAOYkzf0awnAvQuqnO9ZEFYGSJI1chql7T7i2ghfkYrG6LnMh4NEN92Ai7I3la3tC6ANqPD+Wom+cu5UshMpOD/rkKyscMpBGQmLMh277uyCNVK0hziCaSPfi3for56jjE/E29jWntIZ8LSV/TwKN2vmYxofDyWEDbvQJ/+1nLCewJGdjT60/2B5YL796mj4zs6w6q8qWS2Nd8rpBdelr96WEOl9o71PbhupOk017STxbPn4rE+4MKNI1P6fgYpc3oELlERUgy01IIsHXVJgLppUSipGdspt7xMVW6mOokRUTO2o9t1Lqqn59qIB9FX2WIXZuiK/vFvT9L3F60RlYqxhcO9mBHOnzD9UuLutRrPTjzs2rlFxzXfzUVMKVEnZAFsNTgKUh+ELsB9w8K4yC5EobWmn0S+fj2mxxPbFdlUqSTamIGxFzrh4hMNfp3fv7f5mUrMoxEYavzRNmIkjnEIL/4jpTaSSYMoE0/Ttu52DwWevLLET+k2/6rz7pxi7nqZ30hj0TtmrIkw4n9yb2Bxod5/S0DJ/MM52bHG8D/RGfahX3Rmm6vy7HvqTTMWnS9yBRwd/5PrIqirQj+KlPBMuXPjcVBiTbL+qv1vTwfIQ1+6NF0JfffV+8iMN9VHo7NY0ZRqwMAQFv1dA9DrFAjFpDZX80ewSUKhgxwgsfWBSZrPrvyZA4apvp92/w8LuG1hoNRn3Cc6l+QgAzxYAg/6pkD2fdCG0n7nN/8c4ZNeUiiF9Nac/cSFAHFELLXcM1kmJzxht8CgqF2RhYdU7nYNr1eYuTL/HDd2UXoSw7r3tR8Gv58JqKPpAEbACq2WDbraL4WpbF0SCiTIfH9HZktkDopQKKuOn22ztF1TNSS+8yFtOPAg2klm57RL92d706WpD6gF/3+s9wgSFIRQ6Gp+oRgo+zLzIlYAdMYt6MylpDajXKcrh+SsalRe3sIMplgob4VCOal9CCXwl96BrYyamzViUWKDWCsVI9cxA+tvivfW51M2JdE7CW0BjZ8hovFKnpEByXjyMkhN/kjN7JoWcIPpggvygx2huA2+TTVhmNILGgN+JozdjcZINW/vkLn/A1N2bzM7dftFZcKO8Sl3gWh79P9aJK1kyGUYVCR7533eh0/1xjN36nxn7yFwSWVbCVtEjo/o8/riJ2rGmq2jbbv396ksSVhU0/voRZIg8IUeu1B+hspR9X6WGtF4JsrqE4POlyMNb2jKcinCyr52xY5F7yIcuoTBalYoHJYo9hzuRYgx2eIYx9TDMzi3lr9vUaaucdLed9LY01qKdraTBamraUfLb9q5EtnVkvV3d0aXu+HoMMwgz9zqUH5kUTiJDLiOUC3mn4hyJSTgNfgdHktk1VgLiJgkNDFVaXtvlIxeRzZjtTPlnAnzFoo7iZiKw5/H10tWnbPSohzPcwvlS1sls4A0L4Aqonn5mMH9ux45KdaFSXp5pc3wC+pV93+SuJSUx/N+bZinqKkgdLwYGVML5DKG1ASuLiC9UZEK6LRmB6R+vtCFvyc/zIrL3cTKwa//j/NIemqYrcWXMRFQI1wAxbstj8MuK482etLVps3WPHwFignUtv5w2Xe7Zq2IZX4yHTf8Qp/n6+vVeQqlS9bd552ugpx9CdQetAwI1s7u3y4OFVjbFIP5UFpNg0khP6bH2rN3+9HxR8Xy+Uqh0HLNT38ClLgRDFTY8btbulPWMlvuVj68X3N6VKZ1OMSZSfGAoTG1K13NnCN8AEzYnkOGXiyyc0UTT1oSRGQ4+miokWHI2LBHlhWHT1yM+CXjwGyn7eisz+eLTRq/5n+pHdpBgw3McfT4EWYu+iSTlcWKH19kcvP3Q/rmwdzMWP6C0LjCNKfsh9t7mZ/kHjVQ10hIjYMfMHIzjfTI1kR0iJiDe9LSJJSMP4DM1y/zaDc5cG62HrV50ahpt6IzCjCeX6DaS5xECVfHSyNPUxGhc+K6esKQ83fmkMWYS67a0JSbvocCWJfP40d6VmOOr61BRpiZhNYt81YwYm7UrkQ9bokYI47GOsju2TjO24DwHjx3kxl9fPgtl/wbHzBRya/EesRfUj3BjtpGPZGnbD3cl5wG8hn+/A9J9KJRPn+QWy48kVLyufCvygLc2PWObR6otf6ykLQP5AbXVGgX9KqmVbn5vqFWn5un8q3eKDWThfZi0rCbBPtsSCDhfEQ7vDqma//5yGlbBWal9eYdn1cXiMfaDKswr8ETbUn41T9Doigh1ah8paMWdRmoZwjxcOvuVi7eFD77cmklib1BafReDU/E+yZdduO1sbEC1U+ojJl65Ig8jyTz+QX5+mvgax+ChyS2Ws0SJlI25MT9ZGkKrRF7o8vAnwZ0lBGvLw8SraZ3jiQM5/hNfebm192Bco2u+wtdr23EcK7aD94HPBJ9oHqs9woEefixA2Aw2rSiEZPzLnzQvWYoqdfFtipi6eqtz45vSMa7iIKuPmKyOlDMhitDU3qoKN+y9DoL59FIgwnOO9gHCbsOWrreZLcbg0Q7FCcg/lYkyz1At4n+QF/edOz5FlKtB7LbzsyPbt8bSTz8OTX5oQEurWQWc8HbgQMBXYTEawJY/jkZHfURi8SKBVa8q5EgjXRFPApXB52ozn+lU+oE0gHzrbEeDcfyacbVfM4FT9U5yC5evhHZEsFU/os8P9Elhbk5R9my/hQMRH3FaenSK+RWseipJocHA5/ogZR+lFAzxpt1PO6GFn66TSCXhZgZF12peI+s/mYncNJ3WKF6UaXL1D13BhXcqjiuh6XdVHwPrpZfG64/vxSzYpplwMstEImqXut0BEkU7EwYyaxtD3BVhbuDZiDTVBjaWRbWaYR3lKbpkzt5PdRINe8Xag3yPB6x3uARjop5dd1oHUsT3GQzCUNxEWROvxufkxsZtly1WIF1M/03/fFHkKiED1fiVIMbf5iM9cD1R9TekaCiiYOnmN1DcKGws4MVeYd9XbNjrOjv1nTrUXy6+fchXyZrWBsL9vfL5Mrf+VBENzPP4x3nmu4Gw1q3HIsJfGOYPca+6Ae1X9ziu13l80hDMuVX6lL2biN383HFNnVnyw8BC4wBoqT0o//a4R8H7DH1TH9iBH/QDjbWzXSzzQVzD55fcjzNZE2mDExakBIFcC/UduLAiXecisWd73z51x9+Yg5OV4GjNESYZsRDYYXSERf1H7RgavWwXSeUBmq5FDheGroJ3aFjH9kcfVJwGGQ5JMHHATpxTxbjTCxAsNazYdhTd9FP3dsMNnhMlRuQSMfCiCNLbyRcq3wvwljz746T0+kj+bwZzFD2+Xx+tKYj7T//nQluJl6sTdiiXaZjOuXf9lbXL3RzyucF9sToYwtma7ct1f4DrgVr5v9NUnjhaR2LlpwHIYruZNGON9A8MMVh3OR/2omZd2t7C4TybC/umqmhSCOjRgDGg6jdIgRdyf+9tGViPTMYkuOwZ+mqoDtrX1GOgF6TfJjKyAxvpf+/nvFo7dY989pIS/wG77mHasGueUtVUSUhrCIo6UUxaBdDfU9t9HewaR0DkbKuFrpZh9SIrBYu62/3SQrpj+6y9uaA1Oo/mzIfgrfMcBI+nwurL8RRAqhJarbz6zYuulfBFiMsBodMjvVVnd+Msw59ckJ/cZDLDPyNUHYWRDCoYn6JsInJp4x2x2w43Ww0Kzd+0uEK6oUOt+oK6LWvyzQU/6EKqD6S97PC7uRBueI9g//k/Ohj8u/z63CT9MUz9J36uvDB8bSCDsayz831D5OzqoIv71YGf0ZaSF7yZfnEU25f/n4CGgVXFQsuvUneZT5QPmqNOerJoRNG87u5Im5Iw99/GHG+KdGPYLkWKkPSxqm7ByZrq3fDEnnZmAlnODtkgFZQUwkPQ194jc0f84Nmd8QJSzakOX3nvq32dDWQkzLVFK3Agg3aesvkkiPbUFoq7gnXtzvoI/DOQB5xV+91RibvACiOoe1xoPvMkip+NE997gqsWlqYBK5mbIoiWQvj63/wCLh94HfvjiizxNoOgnrR6GauQgdg3oyf2Sr/DceDTKPY0h4H+pvARbGS27F+fwaMkjubGfZud4te69N6HSQ6wYU0EPe4UV2WT2/f6RZ2KtKKka3oh+HEO8LpbZolRO5WT42UVYjSmMPNM0yC/zhAGJ2OJpQr9huBA9Gw6JRtCdJP4hxMOc5aTzNQxKEwR6jM7Q/6CqNUGvoYr/yqJgWfTXKwXOEarvTbbvtcPCxCLLUn7N91sVX/JKraa1eGF7RQNLhLhf65eojzpjVBLtXOCNkvvzWRaXro2qWml0NFVk4BZY9RhoSb3Ik9RaMuac1VHomsbToE+jH5p3CWxPr92kzWJH+R6PrHyDG8PlrD+1soLnISX+3jPe/PHkcXWojBnDYq+p+nx37WnQ6Ez+H4GMl8Hvx8I5TCkdt3/FQQfLa6VxgCmraH2rgidobSeg9L6lesIAIEJOc/V1F/j+MM1PkqitzrrkMmfm4EuMFGjbazS6cCtwDyBzmH9qxpoT5U8UtewtmlA9GbLQJfwsZcT9KjXCKsUzSkBaHOmpwhLAdrW5uIiPy84cCa0iHPpMFh77/dLiBy/HHnrttS99glo1Iesy/bJMPe/v8syMCkHWQxUu356RD9noDjcBZGXD7xbAD7Ga/cAoqNSMsdfKbDNLnk6dPZsmUAR0zEhtBakWcQMOrkUcW4lCMHlmuTT/+RSlzOdRxT/j5B/4hLBfkfBexDPj77IpDlD6jjtwbANCYY+6827Qh3eZ17r0DtYDSKJXAZhnfH75N/U0T6rXGdg3DFQPkVk+S3QXP0HXZQlNRXNi/AfIzXa+bxFmL7ONFw5Kfi0juRRSevAUmhyTulkTLsTbsJbN3C4sc3YxSjJT0GNs5xKGX2oPs21QXvq42YyA2f+lx1fa3H0LSZOxTAgj8LweZCfvO9mb5uikfI0kTem7818wGMqi4i53A3+1uuF87XgbDTJhMfaAkfYm2+Ht98Lb2jZhFX576aROWi1niiLXeRk09SKQZ6K5N7Ub6aSJHoQFxuiPlobPTzL8QSJG27031U1dgQffYQeS5TqY0CGVI6rYBqv8qInCpWi8x+Islbd5b8nH0XPjbLPJvyMdHNiUGuoUGO8r7i8I0lyxBK6tgxF8qL0eG9+cF/ums2XWsruAEPfUkknNIKKwMpOqoipe6+2UyOfgNDF9bzvoQ/jHZP70rTWOwsIsJ9aA9ZbjeWnZak3vdiF8FHgZZK2CA4W90PWPlnvAcXKmuEUoMifjIxvKrXHNJ7sZfy6u1/elox39TSuBY4/I35iSq3+QIIS9oZ75Km50G5GTeFbQGAn/MxOFMRVdvao3oRZiaD6Xm2ssVPvSLA8Su89b9085oqOX9XxMbqTVWee5uxKqlJMy5w9WWj8shJOZOq/y3DHLbct7OvUAQngXe4A/hqr96rwY5p7/f7091aEzyHrZ0yi59WrQ679yXU7uVt28LSiAzVqAV7iThyw7Rb9CZX6BmJjSwP8Sd4RLmez/f2M0vbcVN0qk+6bhCf1z6RS3YZeQJCyQYheRwPvNjEewm2x+F54bkXoCrybHNmUu7c3nZnIw5CRrgivL9RdIaUlw6+tf3B6DlRq4B+1yFNciFdNn3ZrTMldswb8rF53Xhv8kMGsv5yo2ksXhUi4scO4P1iN3PznxAtw8qwQp4tYMJPJkLL2R6MClVYbdU/UftwA/Xj/I08fwCrkYywT6gKjteXhkM31a3SUp2kcZ/GPhCJZ3rUayQP277osx0VdnKUw+afHm5baFwbQep1IuIf39Njq/7FMnZsE8EzSGJ0oQgShjnZOzIyGgCQW6M8gzxJCetqDD0W7izAQfVlEcm9x2FSXPPTH9xp3YwmznlX9IkumrKciouppmwx1OVGGAXLTrDX4+bOoymnee9+0unBFqqLLWZntEXrV4nw71flvVZEqz+DEWl2MZE+kVJ5WZKeMtdVbSiPfN35BxRvZXxAjQ97PvJ0Nz99CjIz5R3FN2xyB3ToZGl62v0kwXg8KirE3fu008sWZ3f+9tTn2Qa+oY85jq3/actNTgJ8euMEQwrW+MJHhETLT0rix8wanZno0gvpfw7lhQ1w5Y7Tus0tAuYxSCuWaTYW111FSKpGEfwfqzOSXdY6iG4v61/KLh+QtdeUyNFYhodZMHAvCGD6mGV3HXYbDoUyZOGEKY4qMKnAdKHwqPxG2EkuVR5nC0OkYIRRfz7KlPeYKsCA0QmFrF8iHspatO5ol9k03lbhhWTjCQ0Nbn+r3dI0rsoBHXiBzHcuUUQ2Jr01dq0hIyJ6Do+C7vU7vKlbdHrNwo4FsBjAK6WoewA2Uv/wmY7RPM7Mv2QMQSsW44xfJH5T10m/gHdlR0L/zWiBP4oECiBqWx/y4ptYsFHDeGg743R3a4EKaqYDy4JqvSM2nJWVvYg4eP6Lkbm8dLzT5UiNHEConCT467zKao7iodTg74bz3DOV/xKxC2h8wASRn9CnQ20t7LI8Ag1tIYbuu1vc1p/i9q4uVWFNNPjo1UVTy9qCLkRqHoZFy9SEeiXOZ9qI15aPmh8Gx11entd+okPtFRo+TsnoKaYr0Eteh7IYnxMfXhxD30btU7FTGYbY/BI7YIme3Ss7n0d5exEf6yT+jEyAlmWxW9KBSdeYE7pV6nkyKpcgFTsgRSkCy9ZZaZpsVMl3xHESn69wlBZdBtgjJ+b0pcAr+NvdmBoO4bzsDXZQkPgv2TQF+JL6nAPTBqBrEDSL6yyAy/p+iuuvbzeNXcKPMGMAM/LGkUcM3IaBLfaFGM3fT4SFEv4tIXuD8SEoyoSQUIoYu3/KWZbS2YTC14e5QgjYLkHYwaIaZ/hStv0PLCG2Cjp8OIGRI5+4FyDa1lUZPwGlOTeGDaUvFLgHtIu36EVy+sR2ZWVlnBxEC7FGXwSvKTOcvT9ggN48OyAd+x7jAuOHL5REskwVeTgjNUHT0kuJjP1brOaGti6Z+LmY0kwdPRFMjMzKtzRsAxyOC/LzRPLcVnI3wKggpX6VF8Fik6RUja3hQVHZe9LQgIjX9EI3eN1wQxph7JP0TrpNMKK2MVMlYIbcME/Y/lozV82vQRx/QAIm0BzPEAF1skKCZpKnPvVpq73g2mGVTrga8S3kntiCjLXVNbEGF6IaJF3p9/56vzigoOriIL58pvAveTQZQ8dvYreSvZ1bpysNouPu5PruERjAMdB2Omm7M4DBS4Yimc7p2p2VQwRhIPW4Z5fen1Nv0yNVLjKUSlLFqUVQyQZk1ie6rf7L5DsGrzSOHtUHj8prLb4bePEoxrFiAzJzdSJbB8PdD6L8Q/c6O3QJKnio2W3VAmEnPMF6BRaXtSMWfRPraeC70RNfoLKhlJBMFRbLcaj7bBEQqy5Q9Mmug9/NcNUVVeWv5PuI7ddXP/19mLYtPn1X8cJVEB/zHAjQU0XTdcZw45Zusb1FH/IwU3k9TeZ4xyrcELUmKCi+AZm0cwDc5gIt4t08hwRb4Vehp/l+xr1Jy+0EXvU+yf1hvzJwzONBNhQqDK9cflJWHmBk78dzPLn+6Wm7iVR4LWS5QeOrev6UqL+1H+6dsAui3Ccx5v8b6XQnFwShSOVzHHQfYYIOTsO1dfxh0erRxn/4ZxU/cUxQOFlyt2H42u/Ufa8ZsltsTlQjD+52RgrBBAX6khvsJX18qZrWMJN2PmxN5jdEmFEbNRabb+RR/MukVrlS1KP/h/vwAmHWQTmojT26bbfVkp15OWn5eGvIWFO89tT2b6Uqf7jhJ8V/5bgYTgQCjYCd98QPeh8qC3l71tK4nuXTUqHfgrEomK9BmL4DFrYDuiOss/3yU79dmggh8PI8SJTRIm8fqp+HZxoWyFSqIqrkFRhuhdlFgh12kd1J9LCqI9rfo2Xtr+orh6jG8ddZlflqr8DTIog7At5CNxNau2gfx1dZDeTzKBmTstpzAAymjVqgFhntri/jcvTTmWEbf6m4r74KLhk6t34fgqY0GK2VKwJcK+fEbVy8nu4gjtPDsM7aTJ4Zg6hmY7zVSHPut/E7lBD8w+iRFsl1TD84km5RnIl2yrkGhpdhQevVRzKp1nEgSP8MXrBNM23YogccXs8MxIEj88TA3ZSpv/eiqyZ4Rt1tDzATulR4JJxl/xFJGltBWEpPbQxppDP1vwZHpqRLv7hfNFhSY6kqyGOsP/asWvbSmhGfjyaOPCemejEri21iBEB0c6R/y35SRBDvVQHTNpe81kE7KCfEtfCkEdIjsnfYFsb6ENNOn/vrXsL1ZSZ3910ES0u3HRr0hyJIUC9mW5RM3Nt9ZcWgYyZVve4q0aWfDdyqH20fEyRp/xvyUUmMOg54H5fHL3dgKxXbvmmbU0x4/tN9O96AOjihuj9A6ELxV1bp8F2yK5WJPImEW9DGjKOQrP/q/hcm5mNBlWd+xSwmI7UU+vD8lmBNhHw9scHWpjPgWozPpFJRmxoRRrTa1kC6MoST1Gf/ATVqbnEZrlM8dJSigP1T0HMHuWJdJeK/B+GMIlccmR69oP2a0nI9XmubfmcoUqDGKDfLv6ojOfuH3BNt1g1jYCm/sT/ZqHuvm53UCuKKuMnwnytAsnTrqoQzciqjIOd1m7afmlEpnPrzGrCpJXj+fwJQXvdJbI5km9hLaFq1t5xIc9ggXDMwfFEsmBrX16N+qrICbDkk+HUbdWkfT2N5yU4alFfU/QSWUXn7JUVESWx1J87w7jD3S+XvKPrzLfPRyUZDUBRzor4xVs+8TzB4+h/eDqEdswgAtGQ2ukS9LD/gnz39EGCXnD42kUR8GJ5pCH0yQApW4qSVRVWQ/efYjxTZ20302E09DWUIOhdjkfoEaT+Oip7BPGRRECzfwx9GIaNTYn/Xkg6NQfj6azxA+O6Ap1rw3l6tvRQNc2bSQ6Z/E9Du6J0KPNLpysgCMP1qIx737/SzF/vaw17p4V9Rb1x4BjsuVzj0mJynfEcwVXS3/NQRwgyCHSIU3KJP9ihqvUo3XVNZk8FaZwqlhFdbL+v+v2cv3V7Ns5kD5AUqjvfVMAqb22cYYBpYlmcCfqOGhk/1btaPzK9muu9M7ngk5hM6H96mg/6KSoqFkJ/WVkMT0KfsVP293SMwQ23t7kko9ZvXFbz8YuQ5evZb0CEu4cL9CU5V6p01xgqj58Bi5xdfjHLcZAoqDQ78t9wVCt/oQ9pa/yFEGZiLbbuCFqSpxy1Ge7PL5Zl+S3p0FSsvM3CF9yNQNeqj1gpGdzVHG7UhCVTnFGDG1hSWnlSZIpc7zvfcULFBOuo2wf+oFJnUp/pqUYBJpjxrMZWTsWmvH72hdoL+V2jyyqi94aIZljMAgsNJsLOeEIO1ymNICsMaoFx65RXKhfIABsY39VwnKPvuf1Q80RejofLpuU8t6452fvYrvnxpRfFlMAlFMQiDtYHsoUPhzrDr/rk0mZlnY5ocjYwkwgznx35yI2lseLyOc9ScxLXtTKT5diL0LmdAFXIf7uT22/BijRp/yif0jM3gOFggXMmtpupv1UxtjRov9mzNVhYsMQH7LHVU1X0O+2Sq2zo4kT9G/utFTodqrBAF6zpsjB/JN33QwNrbWZNKH7PWj+70otSg7NShJ/b6U3NTqTxV1FBrUWqplu6GeihuPGHnjOSSn9yONDLJT8vpaDlETpKY66/UinGFaafiRGLx23+pTmDXOfrTyZBHvpVtwUatTpBnsN60HRsdxUkGs/OBtH7BxsJWnbQd6oDnmQ9D5vEQ4Y0xP7gpM5ZD/CbIJWwTl/+HG7IHHT0p5uG/bfoES/KUY2ZZo9ofHbDVTMMQX0pWW59nLC64lKj5q5QJ3EJ9m3WXXyzjJLcCV/2VPs+fuHwcPzeYbmqZJ80EYkXkpk0QdRWAieS/qf6oEdXMtVLS8xnUrl07dmLA7KK/HvotvfN8Hb2YO3x9kUsTOzZUIjOUcKwOmWDvJ0zRt3L9M6CGN17mbasKgm+aAxDDpL2V4Jl03b77Sak99BD420kcpkF8+1KzeLewtkpWXAhvK6x63Vz9kCM603VWblxNsXWA6SvAajZs646zhjLZD6NJrJMrVqws3zhmoMZvaPdz6JIYBzPjkRG9u9SH/YK0vny0r6P5mJek31W8bcH8gbeIEQG4aNeuLEYexweyAe0qB+pEz85RS2bEMUCQgSPGS63i3ZEHgjfZYAIy/ir4mVAlxKuXuLCCL8/sVwA2b380ZJUbTwDVBGQvOKnuJnJgchFZpux39RUUq/wAXMRRgtWghRNNWhdq19LIxfxIGCgwUz3TpTCq1O1s0NuKawXhrRls31hErFakP1JP0z3AsZOKsZ21hs9jBQFMm1eyPbx74t5k7MGsygFMqWWDmX5Z6nwcBKIdh0ZJQhI/vocY3A/eJ5pf+srkDUY5Sck7ey9svTq8fx12rEDnRzD2QMUGdOzTAX7EdqyS+LXcgSY85mNzY6R+JuFOgqQz4bjVPyKixyokjEuAjl9B02ICA5swvT857Vmd5K73hQ+oHcrvsVbTHjn04xyoH3FCbnnqdo0f8a15ShAPxkTb8FftVanzkkH0wEkijoSgbns8nl/GUzsxBuHzgdcXY4lQ5gu3NkbEDrrEzg+N/PXDAGvtCoK+upddPskU9+1/t0Gv4Za1IZQ2A/VBhc85ZyZVnIs759GiJneXkNL5sPUY8K5/52egqJXSVNPZ/4HHJ+1hgv+kfszlK6vxhWARZSnQhanU3B/GwL7OsjnrdI/5N/gTCXCuevFqgiSmUH8ARUQIQJIYAITHOgEhOsFgMpKR4mYzP1Yemy193sViCzWn34RpUVxeakGDkMtI+ES7L5I6w/W1CNz5czzI3mbpUMfaC6TdIw1Gpn9Hs5VYIVTcAOsExFO2JjaWHG+d/7Xs4pZybnY0z5ET/HrndDElMPw9m1k0MoXjONXaBM3EUvplD1JHPav5+GOswVQ42W4obr/ncc/APK0QOeaeYlJSq/z70P/zeNGK8aMdavc4OqNvrCo9SV+WS3G4n14tvCnT6nxZFj+HdU/rdknln7ip2SwQT8j48YXc/PLu4W+yZfEyd9KkipTd5i6MplInUJ8/tKQfQ9w972XceWTccS0oUrWMMjq6V+GXvYKFzkxAnXmRxjZ+nZGjY06G2p+3WPrRnYjyK1JZgk6sn6UYZ2edVa+dAL9hSS0lFqiCtQFk8r4lTHlJ4Z/ugz2blqFu1H5kt87mHqSFJ/XWKZ5YzSj85b2/a6MuKiV874eJFe23dl0PpHmjOG+StGiyosFYwLOxQHdVnbvHubLFo8A5i57BF+5CdpNU/pbd4+RJlJe5l+l3UEFiDa1O/G4OM3G8X52uIPBTpe1ZxAiEvdxDTooXUYv3SR2+B7j2mdeyAHqg6m7zf/KPyc/OnMicAwcvT4FlHFp60XvK8bTxWyoBAhOIPOZMUvj1ay9SE+FzIfIst80GbONNt1Nym0NejlmO+FFfvxNPnsf+rNtzYKkXHxnYYHjj4NkqH5vJEr8jcCE+zfZ9Ee7nNzIvqtxFF7g8LmZhAi3oKICIAuVU5gUIhcHQsB4gg9Gv6sj3fF30RbU+0oOKxdVhb1+sguFKj2JBjtEJ1f3HgpPjKNl+QKSy3iwgnYybw/rCirub/EDLF56nuiZYbOxikIfvC9VEGf2+Iki0cVqXdYg6hjPTivC6aAAbcdZe401MIBkNonBpdy5CzfkK6zISfOHsI3cUygZcYiYaPopf6nSmKMeMeLBt0rkmdZYdaq5KjX5A6N3M2qBSon8xq9Uy6eZwRaaoNs8iJqgdXmQMyj5Mz4vPfyF9h90KkYuPar+ESZD0AtwlfGZ8mqfEZAm9ET+u97Zqou/ryvlExmI5xg7VU4dj4sFZEk+ldS2Mim+SLqR1XopPK1uWa+uGphTr1qcHmRxhIXRsxA2ZkUeUnN/v6zbKqHV3X47ZnsrhKBftJ3AMKgHxk/R+0uYd/SPxI9FKpcTsS+TV9HxRjg0/b3ChAS+7xauIiKtVoS334RxshSKW4X/LQgCXj1E8eGZExL6zbSk/wEn+mOP3TQlQh+FYtLTZs3uHsyHQrGv+SbYNMGKBisdSlkXPrvnGMnjfSY1ZtwZ6ldBfb65/ta9oOSgK+aH/p74xJguioLfs3Tdsz+E0Hzbvo0Tl2vyUP3LqjqOJ2kWZ48ZeNd1IxLi/U2s98zsQGwUyuhgOqKai7dXUv4cvVRpB+5UvgozJyhRrui/zZGWWvE/SXHCL1jjzs/+Y36UO0PbP9XFmnLaOpQAdmAPJZvCZki65wUo27yVoqa0eHek5YcwCnv0j59tsZ8e6tfia1ZDBlBbD36dofh/2yKLfowSrNRBLFGpY9lz052K/xF1FUuSK8vya95eDEsxM2sn5hLj11+p55i9zZjNdFeNlJkR4e4ZUNw9w2c09TUao+8EDWnfvjSJma3fYPCm5Xlm91SWdNpTYwC2S35jnegxFw4GNjt+qCdDLGVlb+rXBNjF+qnfsEdePwEZV9EHwvkcL0+O5IrquzHRNkJRHC2Y2cl0Aob+qkiLnwv30L+y56+nyhtXPSgzqA/QIcV3aEjzIYyWymaeGkVxI9Xl167HAGwc2C+QOvp87Pku+wsKR3FvXKAalrsDTl87iHpRp24+80H0kzJf7o/3pwja+mglf1ngfD7zrzPixwe/g1alL4z/Fjw2/8Rk2MbK4gNu8IPehSgQWEkWD0IW+01pgY7t+OAbTz3qm04F0gKS6ZxS0N4vUSmYyBy2pGRGX+S+126fcij+y2FQTQLLGrqD75fPvhj7nuw/1fTmmp2pTpfH6e1lC1SMeIDAxpB/pJA+eat1Zkgm8WUypJquilJ15EC7cu56gXMj5m77vQ96XHshuuedkk+nvNCJtJn2U0Knz6v6GN7PsCp83cZzwyEhGI2/5yMw7LLZtUuk2o5BJZrpFdAf+v8D9wl8qkDHmWInWYlxWG88XbuDNYn+Ynwo+xXCiyI/L4huLHRpZ7p9bWZG4yF8x/5a3FtRdw272eJgMq1YeBx87x4p8LWJ5yX1mwtVK8jrav5aJN41D5XB96Osh8Y12FxAizPrMjGbpWH33YXXF4//TYPvSsXUmhz0ufZc2yzs3JAziX/PDRM07aI/26XE9EWdnO2bYCcflDoBn2WN9ur6tfBMCzPoATbPcuCvI9gFGUcyl/1tvdWougUHtINQ900QJD//6ql5wflVkiV+pbKi5jZrG0rAn00fZOlnbi3ITp/iTjT8xj7aYf5weVzzNOQqyx02v4IaMLKg21WkPI5BSWRHnBJexEsi2LpFK3q11wFx2BuagaNZS5ox7Z7+rj5RAlPVu5mzXxzAoTNvlY1GqXjfSJ1BBGBQnmM9Dhw9roBVdVsB+1Hm5wrcQym9m/07s/KjzFApO0sNAPPEUMAm3btObd1nu175dd6oofL9/tiDB9SIzOTrec6XHr9vV0PiYJ6QtrYBf00KY+MyqGn9Wiu0SAHBPL33vnn+TWO6TL5DoBpjd3P2jYwg0wk9IizncfeAd3J6SV864MW4GmjxQffCYC8blk9G+VWLjoye00878xnkr/RGLYm/pOTZeZ5JA+5SBh7X/Boblyj6yyyBHR6XuKNwkXneFrNNzyw3wyCYfMObC+jzCUhhCxG56Pw2LPvlxQTxq8YMdcMXY+M7HvEPoLIn/qcZ8jznQrlW2MutrsJkMWuaDC771ZUJ+SSI21NpiS8jA1BTPZzuA6x+y/R9FmPLbmr6pOpktpYW/27kSHZcFuyeLy1FF2HmkdyQSX1UmJsPepiO1WCE2Mb2Dgf5d/foQ74xYA1EqJxj4KXbiDIbX14iWgCxxdtcowzP9ySWtjKA858pAH4B7Od+wC0oD/qLYX4t0scim4cDOjDwckeSPS0NLclwuMbzLUAca7ssGsQiIFPlJaGGoIr17D38Jbqvfxt/rMfDuhCUJRKLoc53fqUJx9dx8IVJ1e4COWsLcw18PlScdfq1mE/0JHMi+1qGfAaYbod5LGv2TFBDJRxvU/FJ4nTQD3e7yaHU0jwI62ROFWI9zof6PlYiJFT4a8de7/4bLApvCC2mV/T+by+z957XQQ9vsEL3tEfL36d4kmKhgl7xntmOQ3yK21ajYQ8R3VqH1wA2IIOrM45enGiuIC0KmVmJpaHxiNsHeE6qMcPwgPIO9JgvUGHDLGVDjQyJMGJGsrHGHae+jWC6whMPdQRdvYcVX7OOhHsOurPD+zlv1DmffyO95QUvXVAWmzIAF0N0nyW4wybsvNVCHCm1wkIYapQYBRhONgBnGvO20kq04ZplDQjatL8FNUNlmsonhCBl7I+Af4EbLo8oeKAz84hmvrBExKka0QuA/CUDgdwcQEfSovfgqC4JPEeTFcFCx6Yamx6w5ZTKrgzuvyGY34bVLqwooUqIZejlBhsey1JQbzy2Cmxzg4SWo8A+KE9x5nFNHchD4RqiQFs1xPeEstQkfMQN0m22B7OfyZVJ3D9DkjzaXQWQEj5rFT4g9CQuV7V2NT9Yw3EPb1IlA9Y3nL9uGRpczuTGOWDNdcmfPNj6fLSBTbjvdlE62Zojy+d+hblix0IgyfH7UkQ1LbS5AbOLaVoyivUrHYhvJPvQREIgn6S0YZd2fxe802mOtwQtPZ/z0ogV1vNy/u+pQ94GLuPO2K3NVAJgqNhnGONZIlAlKnLSGC+CUoA2QJelNWoC4b6V2j+94QciLJ8Rpu6KVn38cxloSaQY7ST9hKAI8TcqiKHOwjyh+2w6cedcD7R51RuaaRxvAdvZrXpyPauKuR6DrX7W+g5y616bw2GZcfaSVU6YzrN67diF87c/BkT+RIiYfaxkQ+Bn1WMGfy8Y+HG0oDRNEZrj3gH9kjxTPBasUIwx0dN7gWhZZeZGHVjfeqAKTU+bajDZgwpXDyopN7Co4NqUWqp8FKgIJxKi7mvray/4lalAi3/aEJZeO3ajagLthFJgEqa0HEAqmgVp/xbgcwk6cmbArxkiDNcav9OACLdtFtuXzz4bAKyRGs7oszFoc8R8bGYwg61wFr5GLUVaT0iByD+J2rWXhgTNofSmrSabqXQ3y7SIQ4a9rUEChhm8QIYta3U5i/TYaIBh6iYZUKNgYLr5RNIkx+9Mj4NOwpYnAKMpiv+UW76c53joqPoHwyBBYmAIP8atAAas18xLbr/oerlaaAER8cF0dvWZYZwiFXBx9sVDxRaG6ep2mujBu6kFa13VtBfbppB78vNxnarYqmr+0ibAx5vGGq5w6TJUh/c/r09LeyzYXT06f39TmbB30iiyBGGWBE6ev1sTm/PFYRmVhbWiFSemXNa6VOqUloqQ75lwtlkXkQZsutpaTMu8njBAj+5BLxYijGuRg+LK2popLEosMhSfLTkLPca2YO8/+0DYSn/OJBD0Ec9Y54n0hV4faMHCIlS/C4sGVxmRwUxAC6bXFTtjo+lE2Bts/0zYreUVAOSmo14+rRa8Xqb3ue6uNMvRkCmT+mlnQ+ORG/tlN7AAR5oi27Ca4uq/7qS3CPFxWbFGBT8Rn6QR0ipYwfzV9z6ey2qwx3HiGSTgWqjda6VVPV8IVDDstWzhTgg5wi381R5FrM/ZZszPn7HzK6pnmqpaOjd+uroSV+S7D1L5xzhdFf7iKwDaSlW0I+onjduMSm9cVEU4GJZXjz+Z57NflNbIYH0a4g6FcoW9ZzKooTEwYmRiS/71SJ8Or5oZs4WzhPDnJ8N1LaI2rztX4qUwpZW+1zMhJ25mGWOoeTEZLYnK8y73g20dNkEuprnRqcLpYS0ADO/uPpz85AvrAiyy2xWdcVGAWIlyd8tXnXPxDFfUiXU65A9Kn/ygwXbHs10Mw+V0be7b0wzkuhrObYNPgOCDcFmXT07sG+3OKei+9RC+KYCDFYj0V/Xnyh82vm5ihdJZHxmufepKo8N0CgMwO+9NGRyyeGGSLJAYmnNyN6UdX3NBjEM3M104chigVtW5Z22B2G7gqoeW10TCE4/QDueQIWDHgNBm+DkQqXe5qcd2kZ1lGU7OUcN16BmQFPLMjcw18ael6CcygiDgk3837zxhwPAnb8DYU+aiJ6UBJdiOc297clMzCwtTIzq+zEezwIE2xUZSDDwZe2ztomr1PC3IcP9UulrGJRBmXiJ7xY91k95o/6T6QL3j5we9vof82kt+obAX709v7t7NPRDgiq7om46VJ7muTpHRB6F856vs/1WA4Xx/9MSFtaensuyecu0clu8LCuNrTf3fBbj/8D5by514fnJ9NwTa2jwIujVrcc0nd1yz0qxsifRZf1cTy0EsT2tuFVd8UU1Zc40vlmF5yM+ldtJ3AfT2oJ8NMyslS6r2ADXM90SOLhz3uKRKMuLF8aH2f2/DVx2Jz6+HN2cc4EPuGFofqSFWimaEhojS/O63LK0tJi14QRz9oruqdFZaU5FbrwCbIse/yeUHeqZlryiTtlI0OCvYvj55htJpW+uepRfpX9cZ4sxpXzJEoi2z9tPPX1/yKH8a8gmyMCo7AWiY/pfQUu0XzsVHbcbVSs/dKWWcnYX89Dmd/UdDfw1u3n/JS/pdps+bwn89LXWU3VvMoheKkV47/RUw5UgHG9kkm0RH8aegUmQ4OVyATvZsOOivSqlEOrz4pJ1SJgiQRTvFXnhQDwM/mkP7mNMvUdeKBdnPQyte48Pz+5hBxRgwEhFSKAxwY1RnizPgLVRyPwdSj5vOOX1iEzEBBUPnCbz1V+clcfbMEl7/xBPTZmk8P6L3c5YIYpPHwtz4Qmelbirny5jnwEu4eM7vUvmyDOzymMUr31Cw+5/gv3/dWH7wy2PXQKgqnn89eexif1IR+v0ZT7878lHJkX2zSP4UEpTTJd4ieU6g+btEuHC0WDcwegEY4r60Cl5dqQR4o0ZxR48NZyD4L2CP/op+GWB9KP0yAhoeZ3pCaJQlEANUK7cL26uDARdCoChR92ZZSyQmN6meninaitEW3PIA9Odz5mpiEkhIf8319BfWQcTqYrhwmcwckxdJxZ5QKlGs8XzM+tTngH442Z6ganHXjEkrNC7zyT4xYd2IZJ8GUCHlfjAvVCRotqmF74AYKXm029+cH0ccmfrMn9t+eTqtfu0OXrgT5Jkp4gi6tvDZM4AzA13r1a7GOaC+cekisZJGY4W700Vi1MlAmdgbQ7c4TCSQHhtr286W8/pFiqXSirBNWJfNE55VoR/DCP2V0tvSmu04Dz4c7my/i1BTrgZsNk668UISzRxr8UfvVhB8TsJmP//CXvCphYfDg6pfivLvvm3q+H1azyjyU8u6Apx4qjNPAX5XBmn/EjCiOOADAuw96wzX+QMQ9Bovg9lrzc2Jrr82C6YFGzrI/QPf/s8S+XrUWDwalK/O6NvbnqYA+9CC7LGI3IAgjNoV9ZzHEsQSrR0g82Zsb+dlS2UWTUmCT7fJ1tCO/maPfFLUDvSQ6PtOCe0jdk7hABGJySUZd42Zex1J9BkQhqeWu3wfoYIA1e/BsHdua/qMvD3IbL481S/Q1R8g2vIY0DMX/BLveTOwKeUEi/rslnPDlaYfYpYyH4T8jmRhvUhwQT2o0jnQKgwX5FZsM7ZqNkcr4ml2E4uz2Rf3q+roP9tcI7JJBjj8bcUPqBW6IYloi3sGtlKWtIgPLWxRlcFfUxDLDyqhFdcx2xh5oTjBhATSaioGp+kzFymkwyl9jEEn8NaxraTBE4//+69nYy/OdMOYaABuqTGoPBkCqoIynf1zJ5TcR5+jf3Gbi4pQMe3wckaOjKC+AnQ2OW2p0aIWiUduwbU8D/08T/16xvikr/SukLRvRBvvr/en2s7rXY/p3+W4qTUzFTdao7yoxcxdEcLK3I9LgZ9fN/zL4uhFrNTsgVvuQnBIqS9ao7mvVxefa8kOT/Un2VI/+7K6oajr9V3sKJEKJxDJl30QTRV9jW/ocmA9kq/2qil82wjZ0+A8RDtP4QfX00/O4l8FpjS0J/1Fj61pf7ka/MwFy8ibRBnIh2fhpybVm2jpV+Q5n29EvoTdYTcqDm4wjgLvMYp7Njt42puE+jdXBffi5XaYvU8rG/AWSqefeouptl638PTjKYHpBpo7PBeSqXnVQkNvdGQEj+8mb38pLhrVh+IU1etqXWGQIv0BgeySHbd0Tlcu1O56sYuFKk6smPcsCN81lZKo5aIMgEpOQ8+0FsnN4vqfWsj+lod7jDHSzL/J0ynVp7sDNPQPwF6axNdWT2DaLK0DMl52J3e05w6E1Z86gaGt0zc+PTW+F2yLF8WU6VDvyU33gvK91Yj4jXlIdNNwb7T9TvfyKk4KoNafp86Whc4mVaAapbrPzKQURHfHJk6y5jlFDE6mbanYVXF/DcI+8jBRftBE2Cz8LFtefFtbhG28NOSjx8f9N6cIHEeGH8yw0r43a7QpZTnF/SdQ0Wtu7lKFFqxW3so1vT4HptRJuYbSgIZG8lN5S4JZsqf9Vt84jujdQ7RC80sBMF+3M4f1KwtFoYcviDivITs/8vQEBo6sfBmW56hSf3NIlR3MjzhwrtL4rLVqb7s4xHbChH00RkFg7Lm4+dycxqFjioEGvxPzQvJfOqeszEMc4NkZv2H8Mj+pHEa/HN6Q7wIWqwDZ4jRLGW3XFiz7DcZ4TohDFXyFQP8iXKBHHiGm5L37MXvhsy4RitjHLCg97UTgHA702QozENIEXsly/N74Qh0Vhuj62pR8azi+pmpuSny1TC9Ff6OU+ZvUIbLHOYD4xjzy6hXfeXhS4cRX1RqY4iAzVmTdVGXxiBDvvk6t3wZs3MU3YMpAWDIq2rk49o3D0Dp+AuZLkkV/JlPz9+O3tICFdtoujCQ/B0CpONerFEbcqJ3A+bsw37cZ87m0M8vbdNzSIKh7znssjfXDGa9T2Sq9WUh0J3Pmh2oW9oY1paCyc3csXfQpeK6Ecmt7AjQu2kT7YIbSBLM3yCpyB+qXJeBUzntYezEgXCOY0syaVmOZQYjtUfW/6AcqpZyC0+vS5C9aEYjCSFn4k4kY3HonG+p9tA/kYZKAWwXVwc511kEoqpVwmKBGT7bC0kRoo6YkIM1sMJXioCyhkbdMWKCcK4ZBvfaEZzkTj5bfMb7W7XfgfIrhYhNiUWGWTLJQ543Gros0VUx9vnO6fDZWHduezy2gvGEMyzMvc/PxVsOuYFxe1kn4QZlJoz9YMH1Kf/mQad7EL+m7IyWqTBMhYSK6eUlTWSG9it8qgeGV6l39aMyn791YF73o+SjXKd05zAGsg4n7NNCnuGi44nIqNyVwZb6BhLcTF114l/JOitWlTK4MPF8+x4xRCUWklFJpJVEOEEqgMuiZyBtVAnVA7dK8BYNTLuos9gWsrmD37CWssyeZZw/4C9Ztzrw2LbWKEdR7M2gnYOMcmIWzv1pr03wqqiNygsblXhrQc9XN9BsMxIbCnXSvPQtzyqruGHnPUr8h4q9rkOpoblqFT5jJ5g2K9O/lzo5bdMuFMaOtQIfpiqvF5cHaC+72MbbSeGM3ihMs086NA2YWabF9UKGhyQLbTz/sMNjxOZIRTtF3+flHtYZ1vvKqTng5DLMABtsLaRCD/aMucbJbQGoY/VlqfvxFJVN/AAJkGlPi1L87yn36qAHFwMtovRsdCWLz6SKd5iIyCeN9hqqYOo4Hr7OAcS3BL6D+ghu6ikW9OAJCr1N9qJ4LIW5u8WHo+D2VecK5F26oeF6ZBhhr8faKAZP2c73AnHnRdW9fZZ4vkG6CcUZhU6tmoCdsDVK9zDQskZPbSbqsbm2/k3hUUMNXjhr1LojZU6AI9TEWqZiZ4UVT35tadcU70jytQdI2utMQ1LD60UP1dl9MUZT/4n6qMUbk4RTTog9yYmFNO2e2lkaQ2/iMJ5YgcHvcx1RMRW+E2NdZ/i74eu8D+AHdig7rcl81Ln3nvXjNDg/4PO8oQgQGAI7Zj3LSgXU7GeVSRx1ik4viPcB23M+dqR7BHHer0ID+aEdIHwjzp6sOST9V0suQhRyFSnqL5MIgmZVlHf/LAx0rm6Mmb5JAZpjj7a4xAKl06bwZp6aHfK/Hhtz3U5hl5WyMdi3+q9svYZKabr93Ho0/+xtNe/cI6XRO3L8uBeIMEoesYswn6PSHvIb5CZhAfp0x/UYrYvWq1W1vv9Yq7fPa4rL9CwEBBKGlsYyusN18Xbl6qDqCW9mObXDQGrhYwawFjhh8l9g6ex4RM+3ptZLHN06Pb7Lgtdp1FNlr1OOEygU0oY8mxJNc3EMYYeEH7t09KicCI4RH96rbnKl2CQd8d/F4/+vwf+VMDMh34FNQX8JiqUArb2/+g4HQNDYvHsPm3Pv0QPHuN+SkyodcDTeDWWjmI+p0SbJfV5pyxbxrs/puuhe7YVHksYkAhZ2UCOPjc3wfBdQlebZoxxsbgA2CyUe6KoXitjAgK3/5d4IB/2zUQ4g4e4j7r5Z9SmtlGHXlflER1hDNAoEYVZBJ1FaT82AV+d29aNmhOdqOFWjx3RRfWb4OZBng5ULxOj4iL7im+t8o5K+JyuVwoMzish3IMsvIcCdKJ+QKZZrD6Iyx9fduX9fLLVtrHnddc4gfoyC40VaKLvQ88qumqP2NqRWW5dBgSuF7LaEa6zBJKdON4z32YzqCeeRjcPBi2UppKNsZ1qdUzW6HtBEf8sBcUU8RxQDkfk+9qQec0Ih6XD7ZVHZvp7LSV62mUTcwIjpbYU7xORpPb41GDxGCxDUBw3BmcGh7TqJKvUai0Apdx7bbCJSVexygmjTY+SY1FCPx0pgOTn/mLBoC/bKdQ5wlR8WRlq2dQpkm3U4TTxPINl8ptVreWK3exFKt66hu6ansYS1TVAz2/deOGfQ7QFSHugOTLQpWNQl+cXGcRSy4U2/Nanvfub7uEhPL3lg2HEp8NRN001/zKGVISdxYg1UJl54fcRGa4LW43EJE6GvTzx+TuF9UhqwbZwZ+E9GhlX94TJnREJeAemmQffKUeh94dMjUxFuD03wAUn6gXGZkHcKjnJMkP5o1YNqX9voQ3vgi4PZinaEEIkln+xeYa+R4EfqaogWwtRHDeDNHqC9uKgyceDz4kIrYFUAFDU6h+bwKK7ojR9Gh+cOJnulozplGkcF+VdXxj2Np7OXRYJq8FuvMMBRnFmEB/LXvFYI1me8HoPRla5Ghr3ggOo802kSs0ny5U8zdvwc2kB5J8Doq8S6voZRdSOrUACEtl+27BIUedJFYk6wXuM20ohjUVyGcvmCSP2vosb5esTRAtTZt+cILJB33IsWKO/jGbN9wTlSkBPyEFayOq08wUrZOFv7lzCeHjH/63/khJAkdE2lpigJwjOYcTT+7NZr7vNvAqiQBBlECpxnIDXa9pVbgt1qFm5/EVnmb8sdzjfUTDuwPaEsIQ7NMVGtAYz06GzVTE6ErpTTv+Q5BNCAsthtIaE/pcLE4sSPS7quwLsky9apd3gBa76q5yHCgW4wbmqX3+8+0Wswfmti823eUDJMA4RanPRPK4E6EMc3YFuY/rWwhdooG3M4F2nbw4t6Ue5sBVVZUm3A0Za3T7XYZE9l/7CQP90Qz1arWSSuBRJ4u3s+4r5yHbxjH8Zlj8fegqAJSRez0017X1ta80QakzouDawJWsWKJdMBaJDUmhYxSD34ZiKermtEvcnmZE+9uXZq2Z9CwgDty8pnhNIajqy6L4FQgeKlhT6QcUxJ/ubdW6voW7DG//AHs8SN9FkG8FNAy2adAJOYSka8YnhmbBtAVW6L62H2NRHD9GOpXZG+WjJ3DecxCmCqLMqpC0hCP7lo+UBKBA0CspQ/omu3GqGZDgUEtwV9NVHnDASHC52azWDySjZvvkwWZTWt9l3iRwl8hU81Mg8HXMTtjJkxYbJDFPa0x38nRHCjOp0KMC6sB4PFUaU5HlM9tlujisEzTyVoINUUmUlOYDc7XhV2vyjonIwDxuG53oYyUAF93jkZSNl/rnpsJMSNa4V04UGlildzbQs2G/pYvpLT8iIytoGLvLdicFJ815UYL+M19yY4PgmmYJGenzV4dt+B7FDOFOV/fAgIdP5TZfT4nWYrvepGEJa145iAygK5NNWpDe22sjHnTxsKe10Jcpf4yUv6blvPnn3KL4oYVcHXuuvZiGUEGsrTzl/YizOU4xz7+L57+CFPJB53vImLqUo90gYsA7BF/S5PuwGjUTdGCMh+Bx9JPVRGkT4Ki7SMvPSIgUdBGAvHLI+/DUMEh9Ou3ar1UJpNe7tusg4HFrB0bwew39peXYlG7jMyCReshe+YL9BOv5lC85yi9cz0Taqbzv1QpZBXTtp89FX06nEjLo/+VSK1ac2GSfcbxygVgfu4p3bgMLwjyMYbuwDHNpMXFTgKpbtYX47o7gpQQlwquX1/NgvQJorhS1/iA7E7Wh19eBQ6yUKU91Sy9sDSpWMCldnD5p/01lU+1oIg1jXN1A4/7src/LIhtInxZnSyNlYwQBmUkYQfrQOF6J2H7He3xMLUoc2aXE/pNCqbrxMIuO/1S4/h5zIHKhPANLX73JCMBBdi/UdwrH7AgR7/oVau4kWqEXeryoOJlnIGmBcOwJaidxmACfrpPz1V9RcqSikIoPCIUuOodY0y/yW+y6TkH5WUPKi/xl560vQEm4iz4InL9lwk8deA4cBAKf4MZjHeDxlD4G1c+b7CKmglv3IdxFmgQ+SRZabWdUP/LEC4Rd1JBjNF7EKs1HafZ+IJVZaSr3XhenKDfzmTAiZX8RGPckkrZ4RCuoqqrwHdlN213HSCGkQ9PZsfE1Lv7i+EIsMiadV2OD+YazT9NZeTUml81/6cTWfW0Vrmh0RtgLiKV+z0mnxR7jghrnLjC/lU5efQdHtP4w7VowYrflF8B7OcvB/YpU4pQYji7h/ruA1aTlYlHKzgJUxhmESTU6L10+L7Dp0jZDb6MTnjiJP5hj/hgt1K9EhU5SnWBLvio0981NegBiMd1Yth3T9+CL7B8Q3G1qxv2nEmHxcoy/LwhYvLEH/+EO74pH7mZ8d5hrtQdAQXZ5ohH+bSA3rdjr/clOCrkDvX6JSVZJH0yJhmbLj2wvJAYQGmxdyS93SadDS16Y08wZ64I/fJqpswfwxhOCJvyo5c/59a8SJH0d1l7qOdNFaZpi7CkoLmZrJp7qVgAyB0pJ/JOwX6QCmgeBr6vlhZT6GsbJdH+bp3dgLWv/d4gDU1+//sylY4YuVC8Wf/0zbp4Qa08LJwBimYGa+EFEUL6LWNpsuBnvSzjG+h559dL40iDBuUyTqUrauOXdldTCkFRLqm14QheGBf7BATnQgBUk5TsQ6YokBtFhY6LDOuNPUkkOq4yG+A9hugZcODrNdMog8pRkgun+cYk3bXHh0P5uBPA6LDsF52rD7NQ6z4urlGcdY30BroL/Yzdh92L9uOvcY1gObxMqJomzh8s+NRv6CezGe/k+0LFuV6TX7oQQmqzEnfOns7oKQX4PJkV2eQthr6o6Nvhsb5k/kBI7PvtkWRN/F64jypf+6TMntMksBB3Maf+7tZTv6QuLS20x9rQlE/PTJVRwyGdrnr6G+tW87sXk3uUj/Zj1G7jY41q1Q1ZINea7SE/OpOA/axDPgms7g2U8fH8ftAj2tc6mxmkwaPaoX7L8DE1Ufsi1mOdDIMk9rhxWT7jmhbdnaJOc1YQZvpXmTto36Teg/eASV814KkSUaF+5CE/8d87kblgEQ53IPgGkcLBx+11jh/fdEMjUgAwLgZTbCsh5JiIPsQWbH5TqECl6K3FZpPC/I+a5su9zt058pYigON77HWxRscLQb3xp+dmcOBTn1d6xfJkNH2DB85VaYjUbG8zv8v573zV8cdQ4U/YHxkWkST4Y/QFa7QoFc5gnvoPmeFm2VWFeDz++NVlbtPxblGEpGLpRvi/1mfkXw9Frn2J8JOnF0586NJZBlZivhIr3sxis7j3frL/ejdCujEh3kHfktJjAY8mVfk1/y23Q6ua64blmV+/c/89l2T27d9leK6wjbjTLNubn46qdE+heUrVQ1jzg8DXlPpA9hlGBMF7/J6GhyGSyed1y+tOaBlKWz5RtJI2AlwcGdHt3MGBGFKCNupXqi3C+HHNX9egj4D0MDPdwmzO0p39YJOFenfTDLYCZgANjHYHdHRbuRfmsOuOqwiycDZXNiCiHexiXNgz7GhEFbBv7nCVh6GTg1fVI+9WosJEVGViwymfffdNCfwakd3LCSF+K/l5cxOze72oHzSc5herPr8Z9CCouAam+akHuSUJANDjdq0DHuJnff/SWfvy8vmtogTQx/BvhXHwH3BZUIA8nKORAl7n+IVAXxx75Jjn1B5WQk+65cew5ZGOU4zUwOOMZIQ/mU7VzrGO+clAsiFHceBW+hl7rOxgMWu9NWRylZ0vy8YR1zFGmRsHB50UKIOZ4vNOBf5419mpqntk6KuhZHxJCFwQbirl0qgDgNunpS9zBZJxUI3JtO9bcP5r2EV7JFiGAP/78kcc6i4JPSarWqsbTmC9knjM34v8AwuanqolkaU4wo1jdM+2Czscj4QDXKB2WqqEID7OiF9nY8x3XAJRn7E8bx2W5IFkTr9yA/qb8vyYX5jCcb1fPoDt4uz1/mKyHSCGF0+HTuMsqM5fKnq6TQy0qzOG1CniwFI/gITob+eTqXHoTrBkW0HjOacMcd2NagWkUt/lzymWuCOXrv/vNstTo2X5aGGxt2tNlDaaqsUZpH8tuogpVEHG1DcVZ4dKRTiPtOmf9TdpILkbmCcTqsa/Eit+TRWBUoYVZS/8+h3I+n2erYH65Z0+RO7GPM86W1c2b4vO4NGSj+fEpXQWCOYvVBaHWIrzjwKMkWpPATmBJp7X00uCofuhUBtJ+HnKhn1JuqOIOOe1fp7cWDb+YN54+3ouEvIYuB3ON1hEWJVie1+lIfnt4u4KN/eLsp+oHBrn0Rlj7fwKJ/7LIL5FmBcQQTvYHfwbFfu+42WY14btOe4raE9LdtfIBFhmrebxb4bO3vrgC4n7oKt5wVIxZpdJ1ufgl9Ge0+UswQuz6zu6KlEzCjFFAsJkii6wZQ6JSz5MHiIynnlU4O/hxq5SwYv9VLDCDXDyrxzpiyNwWTt5maojr4NTI9dTi6WCair7OjdIIBn6nAGmDp2I568pVkxKWslWsC4o8ZVopPfLGjhngmRdsxKwa20WaFQ5NwkyWn86rFgPhrvr8RVACp9rI2ILH/wDxjUvO1P5Qf3vygVcS/36pxLWNk8p8ZhG0EVC+IvkshdH7NlOcJ+YmJcns3FBtv17+kk7lySIf6gvJ9i14sWApZu13E5viIH6V714zPOq7rDCCyYlbaq3+Nizw4WOFubpCvmg5/pBe96XqZUuExdOHcbYrYJUGkiYg7FisV6Km3RpBD7ZpjfpFpDpP4A5iZZHtFVlUt4Wwt8bhlMNtOMnApREQXzOPgGTm3azSvY0aFyGwXP4KcUC3lDk2OaB2digQCdC+jZCaUjFFIHi6AFET9MRTQ4OAHrHC8OfOC3Owfa2D2rmFVpYXfBIKzvihrpYYLhDPzMjD6UfBAe34kj0r0SGLgNXQfmwwuP+aeBZzBO6vaNVBOm77PFeUzTi6suw0nz0G8zlTY3xc5hFP1dpRfTYCkDyuAqDFk4basHqDRpovB3WTCfaJD3vLp/xyZ7LwpfqitY9+1IP8j2P65z7bCvgefKviQ59mGVlWdifbJMM3mGy9PRLX9d2p+RKZoR7ho0CvLZqghtrJfLJJn5M+RSXkzErIiTtsX49Ijt8yBXvZh7HP67D6K8daFI8jKK0uoFFFlQrIEcFAlxdA7n75QISjnXxt1p8eQ+Y8x7zC9mNSmqA9GVLBT59NVn5omeBWcQ5vLUWnydS63Mtv+re8XNV3v11aMhFxYDvOAeFpit3BMWAbPxlbds/7t8RZD0on1Jku/Uf2fNQ81dxcMSJj+YBrqMe6wXdJD+/2GglJ/NsqdgKcqGFpm04PYwmWEbOTDTFLvBQJ6lnxGQpevWsqkRpQcy0BVCzT89Qt/UML02h3J5G3DfE/hufyXe6qFO1LtuKWgNYLNpcNqnZJ07R9BIAB4aF2fUpQik9CMSLFXNxQeZxSuKvBQmtOCq65n9tdM17dtBiXKeCQo+0c9yV25NcszCn2mflG6Hof3m1PJVbyjflYhZe8Ko6TH9SU90Ifz8Lhe+x+BoJoYpOQJOoPfNFzMdBWvj8OuJww0DRQRUH8URC+OvJsv2XJVm9YBaBG+mvq0m+h9ziZoROxUKf9jn8ur2hzVzXsfafWy9PWl0vwCD670Ubf4XML5Qe3oR5RaUG9nf6nHnQLB/A7b+hq5jhQzBa6KWTs9YPj0ddNoxOK7UyLv5rxkK62IRIah+nybVaz0kiH6O9tRVKx11uVyc5zSTPDhK2enkytaBXBoVd5Yq+4+LYl3XaLGBWbH4sz3pMpSpkS/59tCXB6F2bavZZuw5QDr0wRtqu+W3xjLLWFS2qngO80bL/a8lLShcjnZy6fOMJYr+Oigcvt/ZrndtK+IYUV21ewy/TTqXhnRObOZry9SV+cjxKBmTqpskaLCJnbU5vorBCaFrDouLcukrgU2a7DggXyNGm3Ucf2srTB0f3rNOuyod72OdAv7d+T5MogzGrU1H0xo3/JKEMCqVGaWb6WQIVyIr10uG0+yj3bsroX9Er+hMoFpNEK4Q7dAsp+UhPia8zCcpxRoazJRTFou4euS4m8zAfB4rN8C95HoOLCZcGj9P/VYvxoNI7fiwo2TmBTo8RuqhB78fUnTkbZSy9lztbtd8OtzsBqBtKHQoIXTBUi4CPrjHR05oOL1GZjC78eVQcTb8f/MIYrw2ZN5rt6af3Tp8N1Vnob2S2HoEN4P3EYBmvjnKtKn8N4WS3sACKf4jaqMFV+Wt2X4xMSW19jsyn5L/8KG+ew/kmDNCEBvh1todkqGm0ntjy1FgnXYri0wO1cs34qqCpA9l7R4W9zXd1FGcHhClYjzGmCONk+7TeZ0U8DgBxqUC1CD0ygK82uGjO71d43cXSckniAxk8E4V6ZSKJat6ej8Ql7suFGAswASeR0UCI9XedBXwdedLffkSwAtzVM/MzSxfVWkXwo7tvBCa9lGgJTRo4w1pUVozdxUORHdP4xbQrXs51GND3neKo4huy4MdvXegRoS0gAuaofAHLzY77gIbMCAGd6y3SG5P4iATpIkN2Oc3/GVjxhfDhNtl/rmvji6OSkNyAe9wOdTTvJR3IPfqNgZ5Uy0FVxPprZKFOUA1zhi9KhWgGbL+GmfnLxj5WezMYMzOcBgLEj5wnKZhvviFQvZUJEinw1DYEAmFw7ZxvkcEE/Q3PGWZgHalWPKsOdVbPAE2AH7GJBytkaKmvUvrf1FS+P/7gMUeuafCL58kJsvojHUsT6nOivjT5m3HDk210e/C5HprCyf29hiEcHsPXCEpSay8WHYp2gDTpgAz9iYeS/djocCJR3wCNPd+QS/21hxDP385X3zVWf3aLv4/9Pd9bDxABQ9WEAli2+aUKYeSnPE8zRmD5l71ZeVfPDt4GM1SS9yApuoz2gXshSGO4/htCbNKfkpBZxwj8/uYg1oJKJ7hfT932O8JePWDvU/n6xKGqpnNvlW+xjUj9q5LsnLYtwnKeosbMBZbZ2AJojwHq4wmogBieGHQ3hrz9FzcI8IHDXP836ZgRXKPGGq2l9Cxrq0btXBj5LqVxyT5TViK7rEWZuz+ljC1d8BJuoFBedFPbZm9NnG3NP+6erMD9ZMPre7pQfymU8kVc/bvp4uWMlL4khihpxkQa8+UsAucBSeGJ35WAN3xzIp+j/7Id7W9DGya8HvFnRfbYEfM1YLMQ/LV3xr5sX1Akw8savrzmtgNAT//5kS7xfUA43OeOiCGNmKZdrRA84Cg5YHhc3l2Cw+Evoe+7VahUKiicxq4a4WqYGNT4ojqM4BdBaKNyasPSv3QqmbiGSGoCRg55z+o8O3yzx+1n72E/2LqdMoaqJmMtUL32ApLoYC1ARk3dd4lIqkwxqDdfvTZccbT9hdJlsEk9omEK8kCfRRRx9DlrWwMjHQyvO9YDZKxa11V71ELy/ZK4fZshZECneJRc5wKUEOjzw7eM2qY9m9Oyqjhz3L5yNeXzJ4ggt3ViauCLoPoEFL6VAZiuL3ZLlIi5ECKlHL/gBYZ1Ioow2BGHSCXeVJB4gVGd5BUYQJBz7xyzf3Inb/qKwaWzUbnwhLn9lEgaPMTDtvxzEdNL464sa3SOWY0FmibMWLInO/1s32iIpZaxU07xKe8QSNKv09jouxLnOn8tGMu/WcTqozV6NNSGQFrzl4UxS4VAfVtkL0GWOsCWeG0geAwz8dwq+gaVRZ8IEbaNrXPWDyi0MfziAk0HyE+pd/aAT+7FgJuE5e577oSGi6Y+n+5ch8Xv3ois73am25D7a4BmMAVsp+Xym3FKM0K9tREpVYw+gHtsiyweN+DtGmIG+zX30PajCeZ2c5fuJcyNyIn01pDsp3cp/vdSrT4x3WWl63XudEz48OGYVZZSqCG0ZHNHCNng0Gzdqt5hDZ+rUKIP7tQ4AAQCfTXSc9m3jTWOClFsu1MLjPnye3wDoaKX/QxTh3611SqLudajmX0hj3IHU3svc5OVzmtuZEWg2xhfe972+Irj8XGyWY0jwSmwACsCapbmWfjyaUW8cSjud3HD/4aOsyo7Cl0E2NwTN/aThbg+f4zqy9jq9S5K5rOY5vJX8Xj8DUZxXe1XX2vhfkIBvc1I8bxGrwRfKxk+D7xNSihmn098g1oU7au/u8fWwV/kKUAYlv+wl9jTln/ZlQUrmkMOqQaYPWc+yJ0b1xd6SN5BntiST3wk2t3yDlCH5nW2/65qVD4XHZdZRGSHPLWo3kjEh8dCRrXxsygSeXl0/t0u0KfMgmwIJ1BtpV9T/F0JukM+kc5yqFQ0ul9PAoArP80R7b/tyBc0U1drJwZPDfvVD9OhYOqMgNP7byr9CmUgQm8Q87JCjDcSnywOX9vDvZzzv2PAPBFB6kN+/x1luVEItgrCdAMb5B70bGbSAtqII93xYea+X2qd+v0ScWBlOe057I/9Y8Nsg6w1Yc58bmnAhuv1JW7mQju+hLklJDHnpTWe+8yV8kpoFKT+yo1MG81nTG0eHfT2IcIYzr1GkBtVgGGQTVDlj72HfUd58ogQAzyU+e8Z0ABv9TscMgPMRAV8D0SbecTna9WLxRuuQP7GIpOvB8cHof2cevviLUX96lNZwyhjFkRmkcOyn29Hvy1aglVfE16xDpGgYKknvWTyjLaKhX2batT3fT4NEg44Yl9xupFbTJSvec8ks2SSsN344WB/x4L5/KXcBg1DV74Ujrn81YHQbrcfZel/S0cK426fwix9+culirQsfaEIHGGGlM8/iwvCxOjrqb7kS8fEe/tEqqCnLPmoM+ZZ8a9XvIxlC9fv9JVuUmmliDoz/ZUOcI34YjstUGdzYJfXg/tid9qQHuav0ybGtU1SdE3gu+lx6UN/8sv1kdSjHYqzfE22INckgQocYGnq8ZhuaWA8a14/S+p+QgaiO1Z+mwShfGmR8NMpWJONDThcvWL+4Rlp3f0PAPQL0t6aZ/tg/glNTnuiRhF2M2oapnCt68WDfgCqgVsxP48EeiaFwOI45dU7LeZFXLlR/SCwdvzc9+oe51/AbiwW+Dfw/vDn1FfUPpn8g8/ZiwjM9K/c04c0199sTGuwe5vy7MwPiHKumcCURhzp5pjjVqln6vO7l+zoA4xZhqkTJWfxjlYos0IvyPdDSgSR8IfQdvRiahRna+sCUyFZlP3g0LTFGyQASHgvBvAoYmVf5L9rJbgdb8IzuroZdH1JO6D2wK0Mb+byCxS5AqbtoYwKwGJqit+oSxAKketjIKocFkI/g+ivnL5LEvJrOwkvtao7PLoNZ+JL8upKehsBRklvPdZwgiATI72L+d59CA2iKFLfLOUMgzvVRCJ/sOjZxZusAWKsidY2guJ+Igy0abg8iPCXn5P3Va5RHtDN3/kcGL4VnL9qykXcZ/eU8dxE77t2ssd86S3TkWP8X3OQLnaC4BOL8ndBfrilkL6/IgLgUn1gQTZnnc4v82xPlk8+zj+kyOkOyGBrLdRhkkh1/IFz+31AlIQ3OmfdkL3yoIgg8ZqX9t3lkAVEvx6tcNSJmSf21WK18trGDNebh4WwhunCCSM67oSGYS1ISKwUZMj3MxLklgHzPs5KgiNzhqqyB2SKz/qjghxf/69wzSmgIF8J+esLl4eejJCPfjCAokmgBmHFzJorLbI1oC1e5I/nvGAujj8xItvnTTcphgFLR5upEiP4diL4/27hRxVC9mxoYetQvfLiQCyU2y+xqLW1e6D+qrnYH3oBlFsJfWbSzyznEKVmv35i4aJZGzGCrr2KThFO2G8jNoFPZFL6aepK/mI1Qm5/C/56+gfZSiKU4NI+AIgvGyq7Ld1tAH6KLRO9r6MlzdhO5kCKv32jQujUBjEUg9PtX/4l/V3k5Nt3098bzvhzkSHSFP5AAawwF3RvXteSVxYEip6iytNvxGRB7C8f9hs6UpvmZeLr3cEW72Xc93XcxmY8qP36l2gp8UEwmfO9ALnMM1KDNJtKQKWiHZmuStAQurDM1IgY5UJdBqOFW7YF1VSdHbYaf4Oad54mADMWX55Zv4T43cn0r8MZVXX5Ug7c936ZDvGjTqHk0I5jKr2bolvns8s/4lvz9fi7FNhCtSs9k9LWvYuerz+d7dLkPc38lwkEE6VpWy7s0aoTHeQ3PLzhgBvPN+XsTPn5AsiLiregJD9b8elc+eDvl31MClpgVBb9NZZ78mZtiZPGGXj9AuE6v8yImlDqBi2zjYdbG4W7vaboIsZBXv0Xq/wwJGL+R9N1bNuJLMuveXO8GeK998zwbrPxsOHrH3XUd6K11FLrAJWVGZEm8i+Dyh7770ChIUEeNOHg28BegLN5TSp+GoKsqVi+um0FXZk6Hf2vdscY8fOGNpgr4TJShCmNCtGezg1ibnIneI721SXXHw7TyOHy8pdi62oS7602QjbMFyxltC+IclxTbxCI3E9+keZM56aFPHpvjw+m7ZA8XG99OWv4e7eld5QfmuO+rflt9V85+ijlmsq1eYziZpp86A/IrC/03U+DXUMHqcwt1mu8w9Fr1yBcqRa7oSWtOt64xEeFKkO+vLPVcyI3h54rPKXnHCUT94biyJM9VAlSoAPBA37PU6YwVIcv8OBAGsC2vj1qFt/gvd/He4ZfL3hSuwqjzYv4+TOkZRlHYNgKxPwjzk15wqoa51y5qdMiTPhQJF9b0OdUvekHg5zBTfhSVl782ibgoqdLbquFDGyO4hkaFtnyq6L78T6cmlHaDc31UTKPc/qQylCG+ZA3gtAojURQ2d0LVhtlCoF0eSx80fposRTQUkZvrNV7PjCBan0ohD0aMHQelXLg3+oHoD6qeq2uAKHk4EryqUHaXkWhCU/x8+o36Pv1Nr3wfZyOS4OSQS3S+BvvLRyYZaZsYB70K/ZtZ4F/Q3y+OuE3Z3j7+eLx/2baxDfkPWWNjZHzom3FbZuluyNg3gVo8CeTZsf9ug98b1kMd929olEm3HUEWf0BbrWhE35I+0oMe2VY1r4aIHq8KCrdCfXOKQPFvi9JyLe1++TlCdMPAWcPR/cRfJBPW8t1rtx8TkgGx6aKGfgPhr4PCZEyfUBG0Ihw0eE874tGBV5v7EFVDMUJI698rz4sAy5vkDCZyOWXsediqT/piZDD9TQXypPfWWhLe2XtYfNH/bfnBnzE72rfyCBvt2k0soud3/6NGURbvrx5iiT4rCcDdGRHq4Zse8hdPuL/1cafJexwrC2da159hBQgj7k2nhYvfYbI7OAKtzea+DVfU6+s4FM4kMukc+BOHf5ZFMkTulVJJ7BCQDBEm10IFtUvLpMxzESTocx/iEPJXwQhsaIAZXT2ReSlsx5uQDOrdm1uy3j9DVo+5jcMdWIHMenUUedo/dBc7PGp+uBe5vbc4HykAKQqSp53BT2EXUj/UcdunRNfpU1hfxkSKn50zZ0o+X4X6cgpVT7BFvQ/MY/v6475j9o/L7A8i1XLKKFp092y6+4XnATTqYF/KfztITGZuvbNblmEgPrvp2z/ECREFknO4ylseA15Ue+VLXSW4TRHxIfQcdgLzfbOUTdwe6EXEl+DyVro62KY98WdyJMe7/3qu51iH+F0zuQ3gJiNkfkXofgxPeoE/4Q4cWvStxKN3uiV/BvCw1jboXBLG6lWICgII6me5Se4aFdqhiASfgb2y23P+dqA5wKqE1vesz+x+ZqQb91pADpHPjPzPyWo4YL0neR4uebY7sKreAeZmahczUMjGh7jmZd1Q1qU202qbbvVNg2+TDjBSULz+kGD4GCYduC1/KFOxdDEb/Oy0cMbODB5wcebJkX9z+TUz1d46cNltcjeMm62AF6JV1ZunpjOqznQqGP59tGXqViIMiafkAgGEBv7k90e0w6j8fRA98mOkonx7C/ChXYkgF0Ogn9meesFpgiR8P7e4ucpUdZJeuERye00R/0yZpJrWQCbjdi0OiPWrOijSPB1IZMlWAxDEplYMlrKa4TocbkwpCTq4WTWAZkGQCRAF8HTYm2SCGCLscati+AP1VB+Ej2EphqaUb0ORlEPWPLAjg3k3kk6r/rlfVwGrg9E54yUekmWd8cm/rCHSPSHcESH7GgU11b2gCnUsPY68sK7P9APQqvq/W1n1fTkYPInl9YQI/dmDpH/yMesWVTmWBiwTDw5kBX5/Kug+Uc3+3j7/Wq53Ev8vkjMVf236KA0d/bE6E1X1jNe0C3G91i54T0rIpHfdA0pa+vKHoGbdjXvcbrGcvMbCplSxV+beknBCHKH3j8D8jjOH0udcbZ0MuZlqhjqq9vQR7+9CE+iv61Cs0MCtjJVzxeloonoEusZ52+S65LY/w17/T6gxHWDfJK3Ij0P8hAI8cIJkMUg4omqGcq8qIPg2qu110VxnLFOQv5l9YOrfSBN+iQHbQ6zYClEHkDpKIcOZXt61fXgESrt36vXs47BSgKZfIMF4kz+zdaPyPflqhUo18k3MdYTskpTYv4lIYsxXn8ax82y5wvm4Df4YblrNygyDQqIQMHqTxmMXzQAVG4w+eM6Qck/xrA3djYk0i8IQ7xGNEAYCY14WXXckNROKSCb3dJh++DVtVsUaQX3Y+D0dsR9umB3SerhWepVmBz2tPhg5j5dZ1R4CKpwgr98rbQct0rRlvnp+u1+iTAqzbDKJrxPQ4F/evdVK9Mb74AvSJsMqY+oMafKe0akhAJZelzic1yHRBVyDAd+5v/4FiW7/j/NEJLEYpD9wwXgkbVlXvfs7iJXD/bgLD5mj7U27O3YeMKzunQSBwHPKKr5yXjwsFW8m2tU2RKQSBgQthauILvLxjIwlkhzpBJhGH/msxOTl3+u0eDTG3ygJBHGy6kkbwBY5CX5goTmkkAKOe56LElbR7VpEWmQvxwfm1CkOkeMfbgY1FvAfBevPNMZ+bS43WtdOORP4aox/KTwo33GjIr8GRlA/9Y8LS3mDcaicCFglCeadNz9o2rUG7+BUhF7h56k3Xvrgd1v+O/jU3EwLLGyPEbYTnjNy+TnWpZ8HwOBDGyzYpFomMmXnoeEE//WTLuZQTV5bQFZIc4yjLsqaO0Qf5Esymz3ujCulfkkWDNwy2cjLnj3ZXRWNTWvq4+W3c06pVLp32pUtuF+1ciAXc3k5iTFsPmiVK9JJFhOXrrKxz1xgGGKC0vrA51h28qbc7MpC82dIpcQHZvtfFdjlPycMo5ba/tYzZ4zSXgmUsoaf4O4cRrVWh332zVpk/qBZsPWPyCI+L0QpzBQh8vNDD+ReVNhTqLuS1Po9xkOvSM+f/q83mwuQii+J7vCN73fafzv4r3E9/1VgwXbwQ4dlTudvg2SHedRGxsnUuWavwWBz/ef9deT6EAbTyW6Y5PbPgWYhikFGpZzR9b2ecSPDAtMqpr6MGKW2efU0zKjkyrZmu2vJ8VRq7K7MGtehnt+VvJ1dg1puxJrf5YnPni2a8IYmfOI4YXPdKuLUgw9hmXSek3McDBCWEPbS7xnfDOnj+rJA1F4FuiV+iQo27NPAkpKmSIrBYQ79fswxodJ6w9Pt5DgHq5Sh053cB9NWrGt61I70y+x1mdS7LfpmcCQtQ6Btn0Wo26jY3ml/+1PWV7ZIv8mK48oz7mZ3uthgnbELzwwRCpFn/RPKjZDsm90jZ1X12dmLWlvVL2C6UAWrEsE4OjYBioUuLW2dmyDQOoUNglFyP5dWOmq7qwZyf6n8eFbfQKNpsCI+/mnDRs9EoHSnMNT1cG8MOQ4HZ0s4xodhEXPwwP12aYRT/s7ZxuZSS7Dr8nHsM20Xa7XZFS+XxDth4P8XcPAPw3JYUL7py6odr1V8PWf1K/H85gY3cP7OYiQZXa/ktfMV+GsrOahqqXVPHsYBs1n/vhXn/sldiXxQFiYrerFNOzMl44uxvWbzg2R/p2MHNW82hPj6xcBr3i/AA8Lqjzj4/vjAFOreDiXaj8nSU9w1US7NxFrx/V7gbvPNDuVhZ4nN/hHXzHKImsRNDtAiTIWVn08nvXPiqn+Ewk8ixfUU4QQWaEnPgiFldZIHF3YOLWEBy7BstAnM9tgLa2YdzvBSIuScM1d0EImSTNSlw81SDg7s6ZkP/RcKJaCcbxof376KAZ2RqwrJZ0G1Y/E4ie4Hr3RDDcY09CI8TvzMKUOhS3fLyMhDTJCT6FMfQvWeNIReFdyl4B0OFt+Q4jR/20r4z+I8Oc5gC7G+F9nhlDO/APHnsRzZYc922eOafCXze+vYvcuYIT0a5QWmf8o2G4tI8te4+RHJQPnwArJwVrF2Iz1OMFapJVj02yl8wsXtCCOpLqwH3FvJ3OqPa75NyVlCwV6H83H6ZI7B+ZWmW8I6lTRPmmaSv1uoHNYaiOkNLX8pu2fV6CjPClTmEhPlroS/4VpNy6PfSSOTELzOTRGsusmR5xZnQpgRN9+Ns82mPUn20ireayLI4BGiCD8MtvxlF91K7GPBVWcP73IOlRJxUwz5wIVfWflBgtqxdiJebkNl+K3yjPIfbD+OJoBL67WMOncJHOQTZqqGCXSv777XxpS9UttUhnRoDe6/W4D/HxDls2+POfEh8lK3uAb6zVQg2xzoKbetwepBRJKv6SmpFwaQljyDc6DJjTmJ/vX3UzbFZ5UUR3tld6641UpnbROPbvxDmxjOeOYNXPxhG8Tt3e6OwM9yB4QfHwfkMqpH/6rBmZPQucgqO+dRsDOhibtPcraXw4hw+T9nSn0wnxSJCQsWF/QHBAUBdpcRaeLl5dEflqOkgM4MAhRpzZDdkJaeeENI4/JulRat3Iv4suSKjH9n0AvWDW9+JFoGnjynWNaVibh8hgehvwz+N+bw7ax1idHN1yzi+FYcZ5un1w64HpW+AmFad/7VaMAdz1s6Nx3PkNuFiCf8AlxnhYUSp2oXKFgqvYKH8n/JGGL9dPyGvB1W8OIx53sN6sLTldEOvYUr8NNrlTghCAAZ7uynE5EnUKzUgv/t/rr6axExlT/ComonfRQUCBD60yBl2M+emMl+GsfKnLwI3Hjv7aC7KtCwU7nHDL/tbydJYZhsZB4iCzLDKYonzTlpPdL7DEP4moybEcm6478BH9pzrWQReCmCKmnGq//b5S7TMYL2mo5zEvYaFzH/hu7KcIvHEimcR7I3KZkeOFqPO2rJn6d35Y2voRW1J8GzWyqC9mKmwngv+LTY12c5Ln/AN9ro58TXlGHdYtf3PntlWMdg9ayR7lqKF0JpIlE11cjeE0Xqj338fsjXvxluL7nfV5IVg3o1DqC5KZ8KU2MWgrZX/8A1OqgztLD7wec7XS4YO0MnMGddevz3jZP4KcxlQakHMJmc6MVblCNwBd8ER/CeOC+QJBf80xkRshf4S65MIkHU3dgT4ZPptalC4Dr3qpUX6jZ5CCIUVY5wHFYMbRjwbYfDfntfTCb7GglEupALj8F+FyF6Vw9780ae2Rc2tsFrnjaYv0ehJ92bcmiPI7gCOD6An7AMwS47J2615SplCEPf5LSkPF/4qeiMeb0n+7UKtY8yO9DtQoXVlxwni31MRQDemFjd22lHZ1eh/njfxSpTMBTrvffHLo+ErvMSw9Hvs8N3ENGOwJE8T/wzw0q86dQxSmPzQEfwZ5NyE3ngwkUonm5tqh3bFRXKUt6JQEupXyBYUGQy/zonIVHumJ/Y2fRpXR7e2NEYZuxzW/pNMhVmR/pEFO7HUAKGRbGg4T1ol6juk4MLWjFI4vX9PkRxB1Kv3EWp9NN5pdj+V/63+sfxGG67Z3o10cFjEk53JpdfpWFJ1DnZlrYC/RKKz74hFPbutx9TY+qgwsHm1nUvbfRfnJ29U9DJdlvbr/87dDJodX8wIrWH5VA4UE0HPuoJJa/wQAYNJDHZ88dI83uzgFv0Xj+okXKR4F/MisW3UgNWRdkXbPFOwDuyXYlnokDEPY/YhcnFkiJDqjxhWx8g1J6evHBn68IenV6P1ndvTzhwsVvHJpxCAcD5nZZFIVnftr2MZrST0bW7X6up2pObME/BCfxAPp7c1peGh6a7iX1xnAcplk7f5XlSLa1hHkN0U3RvwV3POctTRu2ny4ZcyrTrso5eFo6fzvACqeHmGyywNJxXgt4cq2aFzxm5k+ZRp6Ihd7nISJ4NjSmrXvhu/keWZu51ieLHYpfg4tNj7/FD8i4ivk/VyJitDQ8f+3hy7IBrLqmqgWMkcM4ZZtAv6ZgauVHrfJZ4ZXXh48dLEBOK2X0nyJhQVkdFho9JDQbkL8RE9Dt40/YIvN2w/hVhaIPscg6dxHJgBaronUYqK4gMkRrfvKecMRHtDJqamESd0STH+CHSliJmNsKf7EJlR60C3og8qTZ/BKJ3DyZz4DaJ1uTdAZ3hNIb1MsqBVA8E+U6xwzN4oO9rV+cYN0HDxuuVS6wx6tHoz+W0V59Bc2F+33wlwoBv5wUUXEji0lnMWAfS/rRQTyHD9NBlVH6yJ3ihm8YSq99eg+9/+Yu6Jg5TSZcEXN4P/ueYXaeXRPssrXIrHnFjysqPulpyu7tZlSi7d+rZD078ZnPqXQr9PTv/RU+MdcyC3RouKClEFWL5f/9bzkQEX3rawsEVtjNwkuh8FyI9ozIfmUqPTa+VanB63YZrxOWbdPnf1IqRKo71PwM0cVvgmY9JlAShcr37VzP4vCFlS3fPXwXQujXrVFALdCnQ7fEey6gjewlur9GtNDri59ft3lKjsvwbR9JGozJsT/rL+0eArdS+OkFaWwVnWm3yqtyLQoZreXd/75EOLZvZPyJGdHqICMbVFIL9KDlcpmHYg/1cLHaprXw5TcL4Htn9e/nkltnbCw4RpYynL/pNPkvp8ZOgDYvBVhEjvffX55WhEmvSlCJjNa+hIGG5B3vqFEdVq4RMxnhUowARg2rGR9y3HTRKfMeWS2JXua1QRTzak2rxaKI1tRmcsEqgOawkW7p2c/rK9VihTpyXL9OFKNpkETJzJcBsIuL0YjQ4gFJ+D+JP5YO9opxNRpPhUKRhg1le3nr/YOi6ttnvXsdlY2Wmt8RJA06YEIO+kO22Sj3CWKKUyMa58tXTjBI03/e/zyDkrOIqm3fYDQPTcL8BkfgsAylYPbrhQNc8KJH9/7Qqp94dMm8rqWbpSpNYlFMpyTe1XvypBybp6Nrg8Luq/CeLbyG1HADs+Un+T3j4Yw7VnTzgraTcjplM7Ijt4X88D0ue8CYfpqiZzpWZ+NrOVnP1gXXzRqk9IOq3UOSdzUs/id5YzyDW0l4CYkrvqQ/+y1q9B77xA4dnx6hnyCZJ/R15JXzZrm3YAWPicahg1zFvCfGF4vFXuX1jrf6ne7QraaOJJk7LlGr589NZZv0RuWMOzlBue8p9veWz5rWpipOc92P/oe7wToOuvoSI/nBK+M2nhXp85p3yQfdPHxxXesfnpop23vvmLdtuUnCOUFfZKCLsyrNmshmHxlGN/+i/0YIkOfYmtuu3X1EahtP6jANPdT5ys6q4z6K/HpExbSon0iW4U0q83GCyp0xLJcPrW/qXJyNXF8Ox2FS8+ymD3tEcGnAD/4IhqBaY8Z614OzfkoSob2EB/1q3+KhW4xw2MEUIgZ1HY2bMpOfpJjFiULFIfmbVjr3fNDFgIb72aRcXpF1jzkU3jgO/RhVGOPjVm1tZ8sXUe51/Ke8I63E4MAJb0nedVVqoLFuBFvcIbmd28H5XxuKatP6JXGxoSOkN89/EYfDsqaM1TAEjlUq7C/42KrprcldzsJZ3cI5bsQndKs8VK6R5Rnr9TWKgkrTxID8crXkEf0emHRML94gsnIoAwu2dBAA3ggXqgwaOFRn/YUSIdMDUGO8CG5X4wC4HJrDzTzb/DhtK7/TW5gE6QhzP82FML5K00a7oUXh5w2DbHxUhqwjaqci/3UQn79tFCl7GG4gr41MevxTvnQgOoTZGXuD1LsIFQVaLlaPwc2upEKmEn+yxR/uYPhzOFcZKb4Byb/02zH0zg5hqDncHxkxWABUwVDpk5ZzF+o3RX7LYxzvFE7oVJJdA5d4BSdLWzBdhjm8RTrAlrkan4t2Xpi2PQOtciHDeNGOq1Kolxw/CnroDUXQWPbzLZLSv2UOaOIdPac3HmwqDpEZNV2yii2UiaTJf3k0EzYhSQdUqInXVorF58Y6Eilp/4Pb8KcKz5gk+zNBrlRlbmFKX6hlhz2fEFg8J13jikaX1DsSrC4uSiLzspVl17vm+Gi7H03LL4KJ4XLZcEjnpzVg7Q7fYCeXbCtnzLfXE6MNuq9tZVOYFd+/BUG75KM+XS3DpzOZG4yZpFvixBp2MtyoTTkQM2ZdrwSBLgq3S3DNbIt9k/wG1vjY8AgDJFH9C4Oox0zTrS0h70qZTNBBm1n9i9AnJW7u1yxyKGzpD9Bdl3aGMvXb/KZRP8CK76/BpBEjg83x75KrZyNTz6c27xOWcYgs4d+kwyVObdNvxIuiq1vTBOWaxVyGJ6qOfbTPGbbWsTG8pTfI6RN/Wsi0F+URf0zqQWhcXMNgMLfcUzKlxxJs0c7zQSA83E8d1fI8zqoFVLiz9iEDsjDb3hFjZoDr9Fwn90GN55ck0YWv4oTO4m/8IEmOpYBwBf7fqiEJ9LRGKE4XEFvfC1Va1Yz22yL+hHH4cTf2xF7rU+X7D84I02WLnOc39RoU4SnGiz2eaVzLFTXzjRQ+3vFwn1kvjQq4c3ovM0ODhoAYRTfIQwaT+x82R8vSKrVM14zD0qu80KuJRLZtBEqxDHOoBXMSPTGiZXQL/zle2gxRjIwr4GH96cnJ8uiRL/TxCZOSo+v9LZqopKmkFbVvcOvYKmH4NX9TX+4Je0Wa0hpfh0LsFVt56S+HYl/5Y2Ci5LKYBBU6pxz0L/t8Z4sDmw9i9H7fUudB9z+LC0TX4gS9/BJF5V8XFZ4S/XcXwEdHBdFg3SBcTWru4b95ir/RrPeApE4x2q1v/9aWJUdV+VJoKgIxAaViP0Ze9lt4oj3/GsKaHM3bfGHPA+92m1Dz6e8g8H+FyXEO4jfgCVX4yYPtWFopZ0cISXm5nA8bfZH8l52h8lOgqUBoqU6wTbZnWoCOLxA2wcP03Ww2gs2VXLJ0NQ/A73bqwYZUFLLPGoCD5W0/wI2z1tjqfNU7oSfB4j5jWvxtkMUwrfQW8MB4WaYRUe8TSKxBWN1mqlsaEHchB1vmsiqoA+VzGM1TGWndzPk0kdr1HmE1Qx3OLKQbUmd8wQyEMY313xhDV4ZigWamdbw+tA7DYSxGQBvcq4IHoga2eTzkWIrBeWEioHjfRJXrngtDhw6vIy3gVpJ2IrwL1EjMJUdb10IFw+F8rmZ+Cq/jNYOJIzczK9qRGVoJqgk4NdT7ydIzLUh9V+V4ryz6YsGPDMZQWbS++u6DWWQ1yorxkGzU8khP4XsraiOs4sv75xpB7IEY6czvbwS6XQn9KRXi/CDP10EmJ3m+HzVduXDq7LbpTE3QmnPUfqcJMOi6fU3t18CgBnFDSi19YENcfgS7eOO0S9KKARWB0PUeSxKS/Yf9tVK8LPHyJm8e5GklSySZYvew4+6YS4IqT6j+1WFi8R+psWVO5Me8mG1/+ChvxMAfTVnvSqH/Q/5woSigCviBzTl7Q/WzpOb4kB1FGaEZuDzidWkyWEwgubBixeqGX/z5o/1YpNqlEb5fQtQ0L4ZxwFIIe/IIw8LYSWnu2pvQ/XZW0DBVz4AKfkrEBFqbf42a5oHqk/ypnWHGQDZCEzMrxOvnQ6EAkSePpHwOiPgOycF/mBHPmbE/s3U/kPp9lBz1ehwvwWJA9nOavUl2QLGdDcHOD3EG+OfY7Gu6phpFC+RnbuZZL85Nyo1Xh/ziIt2sSS1NcM2R0gK8hyoBoMc2Z0NltDH0gQM7uq9seUABGIR5+AOnlazHY/EbMuGCpPERm3HIweX8dsuLp8kFoSuMNXy+QkiU0OTgNEct/RmuzDjRysGvebYsj54rmYe5QDHj+/k3uEiXceIq0/A44zNubGZHgmESbcRk2DybIx68TDpN+FCKAQJOlI+vt2iZRXfLU5UlLdnNC1CvMypCH84YFytC0l4QDGn5RlgDpAZcyXzxIyAGER5Kn6voCDoRVsotOOIrmvoPlLrtLVnl+IqrO6gTL9ISmPmgDUGkRhpQktDKpM1VRqKbB+YXkGY0n4CHd6uUxyS/XuyMnshk8xUfizAd97cq+2wz0/Gq9Tf1Ozj4x8NA1VRCfQ2rEf2E5/VSskYqvzgbw0TrT4RlcmjFoNfnwRBPmE0I3ppcCgLRrddkLd5XjtdQsAZPP4xpJpKqadjVMwnE8J6ZiH4jIUmHbH91EQ28mZ5Qgox/xOjQbS6Dc0IKV9J+7JApnmgpPt7MnhbA2Pa8iC3y2vUFYEh7TWyiLD9yEY0XiTG91wLQeIIItBIl8pmllLaQ8PVvIM+If3H8DWaV3CZxggzZj+gk3QlZHIvG5jr8UV0e/CQMKirwH6GtJ0qmPQSVIVNjsa0jUiaGs+3ox4d1x3xxJ3riLKbvB2iqJEKCOKnTks9oqGHmZNgKGsRWEI9+ofhpwcYdNu5hyuytSgLMXEzHzsoYd9ALaJ1JONsPpbC3r1qOq2OE708Wc65G1AwJlluZMeqJNX4aT4/f5ruCddu0SoCHXav9W+fez7dT2/9JhbWk9bNj59oX4vE1riElrXU6TXLATg2jlNzfnIjxXv85wmeFoS3En6a0GpBZzunA7kSnkBJkNyWWMhULZRPkh8HHGrqY4Q8q3yy9Dpules9/2uTm/ICU4sl2cgH1jKr2YOSbzfPVFzQYw/U3QlI0Tmmcjp0Lkpd7D0LP5gVdZwi2fdPnl/DHbBjWhR/ipIQ6REmWpBd6AfSaXeE8tKChsZbA8nHRGBfVjvN+Q34lyVZHxTZJmaxOL0TWyi9Thv3YRnixdJ6q8XoNVrt3ab4f1+/ItPaE7tRYKzilU06MCna6DFl1P7/KD0UpdoNRraJWfX2xl7JGn2vIltj4D9o1XZiEMiWHoTqn4FOWcTIoezmJ/LCHRaXAFb1KunZLHVOMoSAOaUfN5QPyu5ENWP4Kl/SSXddyCzf3AsN4OWTQu/R+z09sfJSrMOyss6IXwSObtvywjBvhzJqs+YK4miJfsG76FcU7kPldiUN5KXA+a3IUsbmF7quZzqyM3qMoD2PYX42WsGW3LSux7OtS++TA51scXeyEBH71kVrOQk3oZ6OoTpafWnwQeJv5+gCefnySEjtfxji/XihEWdVisyKFS1jkPSf4EytHLuQptGa/ql4XRrq1xUg2Jdm2EYJ+WYK33JDHZptywW4oAMDbRp+JYjSf32K44AmOqvsfhwTctFAgVe4bCUbJybbkTlIiB0rKn2KSIbM+/bPJtr85iS77I3vLVBG/tZHALNmLulQg8PC3EkWwTG2IhL/YYjIEtjTJc+oycj2vO4tE1rmnMP2N4dw07czY+nOUCLnQ9xsAnnyPivekedR6BIMcXuLPTp28NK39HaMB97KyQ5+rlvwZKv5Swwt8j4viK1I3DbEOU/IH6BsDLNSTxEpZwzlJhqRI9h2bW0KUZwnSNq76UvCHwj/wFw7kl/3k1b2X7hYhW877xTBn2j3NuF9WNiHXDXKBSx6b1uh73CU91YznHU55yCS9+Ei6RJqs0O0rPuemN8yhp9HjkuyT+H9M0fiAlIkwX3Mdb+hkOtvCXQv7Ez0s5AqlJ58XD7CSRDdzKFoCyHi9wZCZVYA65DxlsxopZw4Sh3glYIoRvdSSkjHo86hv2kbNZHPvNcrW4Ss4InHxnh+uex+SYzPpug7+lzmbxs3kFy/MDzcY34KJqxc2oyVuamYD3GN9MIdPK5HLqR8nOIMF1n04eZGaf3chvMeQ/DRuQGgvC6lHuLz0Ohw14LdmqY0jDfOz16EbY8Hosf3hnCSafROucbXGd8+OkbHruAv5kTTL5GD54t/ORa1Y0nV60f0bF4eklXFHjuaXpDMc9lMcM+HNcdM6KfYkzPgtHZs3weErusu3X1r3QoI45JP11bsCS8LfGO6kp+6nDZIxd3jeeLahKT/82Tw+uI0j177aL2sVx51Nbu1rVT0DoSRLcLlKxaG6RF8gni3uXr7DDemqEDd/FFrZahbPx59yV4ZEfL/c1GvL4yVlxOWNffRAff/yo/CZWxXUGUNHLwsPdErLx8cmJfWbEXU7iLP3YlNU9waZb7Ev7/zXocWmIGkrIv2ksyCJI/+6v3mC9MnCtDu/dIthw3eYOMA/6r3rioD9VCM4k2AGbL0wEe6kd5CtvSZe1Jatl1TTALMwmoUJw8l9Z5wKGFvGyrJTpu0o4jS6MM4qcqWyzR9KMU1bOws2dJUt/ewEr0OGn+4THp9sFXsDpYrc2n29wz6CQ9SWkzaKKJjEXlk2J8+nKISkqxBfRPgEldVHT3S2RtdRhTkS1FN7nBNF+vyT5SrgTca5zl1z33+up0Q3VU2OLRz0B4OCoD0Y4evYyMHjyfI2YNr72nYVj5+zSTF/mHQQj11n0jjAkgs7oSBzTGKRIexucS6xyWhl7eEH/xJgvMI3XpRFe8k+gfpIsWWThELcaWhhEHHMYDe/tUMQSs5hUIRW4TuaneM+1BYqXu5CLRz+nTGiyL+eFjGOLZ040C9r4ETzcqOnD6D1xNBUAZl94vHeA7Pja1aNvN5idaM3uB3aAecCFsqJZFdPg5adS+s3MkImngvIrwo77RB1KqKTeX7MT0KHLNoIkk6vOLnZ2+tV2jvJo9As6ujzshdqn4BPpV8em67l2th/2l5kLcLt8k16NGlj/WL9B0VQSmg9/uuGNXyI/ntNmfHBhJQqZBNyQQdf+Cf6JtsBRrPO7r9RT+Ov2PzeHIep1jVe0GgqX+35/bEP/WDbjGvufMTrn+y5ohuGMUk+gYY9rx35mrJr3NXx6tVAh+x/g59xXvmDy0DhadSIxHldK4MYTs4sZnd4pcp2HlaHcumIsipCdo93ZUz+DbmFasrB+s8VwIjmy3S5UFqC+aOnBxMEE5wnfrS/YBomkYWTT+NWYEvIfPVXctzOEhiThjzDMSgSkIU4xWmb0uXrBpSPsIBjBux5X4BjpZssU25OYwZ3RJ/ZO7RZtVmvFkkOerx48DRjwYo1JakXo7SyLmy+2LIvWmFF++E+SrxgFGJLtI5j2oZ4gLeJvxcDnU+2k/RjeseUCjsQcakxKyECddfOrlmWlvnVZjWY41fgMZWNASp+r+TksMNGHJHFg82nPlDVnN5A63ZQUwYOVTGwq7Z+6+kzn21t1qSVHd6vCYKWkNyh0lz8NYvg1h3tJnbgDUrNAl+qOaMZizfIuoDqHmta/jfPROjza/LPIFkkNopRuPiq0LJQgLyG3yqUjJbbi2Yi7XJeBHCHTGgbIB1zrlOTmH3JPUmuiqHcTPHxS1Rru65C+yx08QYPwbS5hHjJkuzWgSNffWgz/A7DrnFxPOZweHnswIjres5ijViWl+TQ3q+wv+YhJIrRUjshEcpkjJ8ktG7MiJk/BRWC/pWvMyZPCmipmiMiEYc0jFrjkpDPdk9ynhdnHaT+cL0Lmr2012ra13sqHdDEYIPwplBzJOHODC9pekmGDjrCnTNzvvLtbt38hZ4JKrs8Onsuz72cvVG1bw02eCG3I38HZMy3I0wa+DnbTdCwXOCuBHalUA0VjYtl85Gu/rb2hDDMBc6IcHvuNktrRmGUBejRzMySfCs7cJgNOUTAIeHwI/K1LXrylHEQI2RJmQVqaX+iWI7I9DB8UjAHBOd9sTRMMWCH8OXZuSvPzsJfSScRVvDQx479bSCI5U2eTbaf4D0FcHcdsQcDvRHFy9i4+NljNbkNWrvJnfxEvI0ENpqu2VmTPCwEFS8cnocJoPdv2GipRzFZBzpfrWxdDlVbpfScoCZbfzkqy6r5EP5hM016D+L5Q9MiRqO62Eo1jKXQ81MAKzEQF10cHxl8ag/4W8gyrM96eZhS1gOPPXnYg7zwoXFcZWFbI9y/+mfhK8dZjybj6TZ4DW3R9PLA+kIqrhbN9iJ+w5qXeLl6sdKQjjkrctT5gWiZ0VtIZe9oaqkhDgj+u+2fpjim9oU8aKMI/IZRpUCvGXLUg20SZIEhw5a+bxp2QFB4RZVb6EF3PrsZoIfNLY+0s/+kQkJTw3420uAbbHKvoSOnmIw8vZ80bdXnnzCfTI3zV9zgYM21xhHNHqYp9PfP1zYeQMfK5+BldGcQGj9r+mLhwp4TRP8HBgAUMB6LR3EcBQ4FjJGDZAqPj/F1RzX9Q0fD/jR5QuUnaDUQFcqy8Ccbv0t7qe7BxGzw25qm60DyG9SP4v0j119C9PF/P8LseQoHXlDHKay42AIrEMxt0+D4vHGyAr0RsDEAeofxK/eCx73oNr95bxcrVQxzBg3sCllThYej7X8FKvpY2+H49lCxLslfORWxz3gmnPddYgH5rurxAYQhi01w8SPLYzrtrzTNtFDITobKl5L0/Oif0UZ4WdszWZ4pSgBIU9D9tMny2V5UYpi8Z3xu0HnTmhdVv5T22dfzRytQacgwE3g+NIg/bezbUV8UT/HXIjOLAdY++TI93LCCXK3lu8PoahFprUqmSELLy3KDSMkTTEmOXWXrOiGsvvy8e/984r/d7+KYlyeIbZpYQxAH+AwmE8jYeb9lylyQCyYdUjZIfRu/i+9KVhDOnz8JMolHs6twUHGRyfyF6xdSbntHncgA9Nuto7HZ7Uo0OsJLoZYLcDq6bP5sSIiT50XdJkGP4o+nIAmCA3urGqg/HwvN95cjAWX6bFeReel2ENYmEGfkfsbdoBDowkDZxsrk7usvEIsdlijk5ROnXEngH/pje5l3rWDb9kT37TKNNqIieUckWGJaHGj3rvYDtzz+R8uziE/DXRosSGgguXsXSb0uUORlu7zSjkmUYNATrwCp2kxaXH12MPhFSSCXj8l6pS+ylgZiSpxAOspvBv91s/7NJDjUs+30OD+g9s7+qif6bLn0m1w7375ukCIBmuYTCmxGZUMeQoIx2GOn31dd9niwFyNRa+v+5QZoEBVr0BX4G03ykFVk1TrQyrPW+pe2a1ZZVCCZw9Ixr9O1t1Uw5hjCANuO5IfOL5GMxJMsOb1URq2+N1X0/dcd2Ut8nc81gVT/GoFfTdzyh6QUcp1FiugbTwzoABIrPA/0rFn9f9eVZTdCQgel+49lfPpptHIrbvkWYq50bYOsA7fb8LZ2aOSa61APKtFgqDj4J4eik19kpIMdACzqaKU9CUHph8L5XpnXVRLVy79AMe+vtU2UgZhR5Jz+6/scT1CEhcOmYpk/N8xzDqw6oeCK1kXs0v5X3X0KRJU1ujUCKiM+u++hh6Y+Rgw3aYpR9y1tP6hAemayZX9fJBEz2oRyMHvtwjsaukg1OHVdlOAnTzfRuFG/TQHlx+9lY/72IyWW1G1OextnrAFCw7AcPr1IJXiBCXvh8bR8I83+PgTP/YNjbL04oiHEZw+bX3SC2juTWv0IzSFgwv5uvK7ifspr4Ynv8L0A87v1okOpgxWcGgYhfKE5ilFeMGtFVL+uH8K/8iK9pOaMZWqW8bruv9mDUctEer+/zumbWOSZmam/2qRy+FUpu9ekDa00h0THF3uonMg3XMH4aQQ+MpizWB4iP22NrN01dkDlNBmVf7yi10yUd0W++DuImWS/9PMCN0drf/0ZjPOWm8evOOrr6hGDNSCI1z/Ea6HA6k1J4lCxVhCa2kl0UD+EYafJGgq2DPhDgrdn8N5NsZHMwL/G3odWML2IS2MIJuWYpelcK5CsfhhKxy3jwPv+jQd6oN8c3Nj+M2UKWJL+b3KM1cxCkdvd7BonYhqhFivUpRFSuRwzqOLgxjV1ch0RQWsd/E9gwMlOnIUzOLahyva4jb39FDZOZVao7SF+JGFi7EnA6M5uiRx8wnI3H8w4MbG9B1uzHXhtiR13Ir10y8CRme3+ydxzHLpAlUADkdwyr4UY3Jo7kI8EbLIUQM2w04053eKXYdQaQt2zAUYk3+sjgSj5eLMfirdheyBPXfnbbg/iIWomMLmXsrsF77pACcGz8tA4t1O+By39pcb9GFXstiG7dsuIkjX8b3qt1ttZ/mtNOvEDpAwKgscpoJLJthsDOhPD/Muf/PVGXlBSerRFTpuh5EsRgw3jA1Efsy7D7kd/cGV1MtNs5gI4Zrf4lMSlOu8lfOG4KXiQWWCWOUxghSYrQT8GZkKX2bKVls2tDb+h/b0Xs9JUH9rtf2cGhkY0BU8LDiNENq0fZLscX7zPGCDYBXlKgPbgsDNfopCYV235DZdNfZNXWnqSit7NnuhKDuyKyk2ObhcOzUVfqt+UfTDnRGQz3xFsPGnjEaftwn8h1dFpi1LvLv/T/PusJnkcF90NTR+vbTylMIV1NO9vXwm+LZHph6vcLy+j5xdJgrCjPNZ4fCOK4dFTILaZGASWzN8WUntu25zMy6wggxD5N0pe5YsSII25R8ZNA9ExRIj/EhU2PvAGPjwmDTDvOyrCw0boviD/JsKGaqudca6QEVKsBKp9fyYuP7hfxNx8ss2mc1T94ujM6W925XouWDftMU8A7KzwqUWuW7zot3KqVgk+9R5PXEzCtKH1SfwGbF+X8P3a1m5iVv+rfjrvfHemiO0Uxynz66l7fw/g7beckieSrhxV6/rJxJA2KbWijYeRprJeZdnQJjY4v88cXEcCTm2CBAmwbbwlUSFdwYuG9IcEpx6dK97SwrowiLne3GM4C9RKE/3SHP6W9Lj4dAPTuw4UpkE2Dc0QrfYMqq4/tVdRIu+0EFmHXxx8dYMd/jEFt2XH+veN2qULYsAE0DXZI+o1pSXGeUr6W94KrkzOeOeXva0eZFa4L00FlImhl4jUNLpHzu04r011dv1tlM8v+1SiO2T+8XDol1gCNd6UyzPUj20sx2BoFCodsf4cWLXzaeeBQmGVVYdTJ1A6t8R7j1NPk/r92yB7jRqPjtyQ3Q+UL9W2LG8v6QcMWCjo/WUeLyhiXGeu7MxTXlR/VnNlkR9nY+TpKcuQ55oWH6PSHK9m8YrOY+XVlVe10P6WSaHSXwi6RmMCPBsWNKW2oBcosvVFHDICe0cgoscuHxpQO7H5Bg4MzYDSD2WMhdAx7hVIgz65TdtSlQ5YeVtHPZi3Bg8p+N5gxL+RkLvOLUzvBRMb9mK2Wvxbh4QCH35P2nHPM0oMD2GANNdkOk4Y68utwRE6CKV1ZRyRt2NFcA3zQqthQC8NcmAKBMg2eHojHQdVkxbgnnby/m5o2OBDQRuARumvf+8mT3XvD94REeD4zLk1Ait46sqWkVW04J2iViQg9ZPyqZpG30GW63++xfvhgWipjtYZECc7kyD2AczOe725U8ekbZRW995L+fFYtqx9pmhXuTW8Q2xHYmZL0Z/iCdL3zAO4a2DzRVB0zC5wkr/m4uPAtQ5BQoe8nglXQyh2nUeitS1bILX/hK3F3P32sKw8fnEubq8NEG9ps2D8xdKrL1JSKHY6Z/mDzB2+Ht9HkYFGBHMfT7FJP4V6nHMy3ujIDGa4EabsDGgC1JZLyW7HfhBMl08dQSCyTpYkUJ0GenIV0KdmIIW87F3yLK55QN02tvgVoU+L5SqOxkHyfO07f2OgN4S+TJH4g6ngww051jCKvQiRA/2Oncr/dvmCYHmSAwAHDirC5SeL6qWkZ4rcLRR5EvWCUOScopfE/VaYj6Y7GEsxF9RhNTXlwQPCCD8FMbxGz3/jJTvm9Fey21B+HTXFNekULMO5OnYQ+dRMXzp4YC11L+2Pm5QIB1ys/BoPifW6x2wfAMZqB4SQDbB22wxp2mflZx27Zf9wRC+2nJi6kYc0CWHfyMvIVCYzyChiYNejZreqCjjBRYg86uRIy24M7fh543pkdhBAEz8898fbHv8EZDqnOiawZW90jt7yx07LCDrUhZ8ToqkzrzW3M4lRSc0c2ZEDiojRooSs1jkS44pANaoVZ7Qp4IaXYcGuLq0bYL3+dN2oRSkygW3nudBeAWZRMoHaF2INaDVFSe+lCvBsyNriTLR28uL0kEDyO+YaJ3XjxB5NskaKDwpnzyeGxi9xTVFbzNNgun04My+4kUfcrZhoklT90/mVOB/OUzSnQiGfyHEMJYK20lSXrpdYWCqRtfYtATI/Bwunqxt4zqUE9bJR8Vfqnllt7igGdkYcaPxhNsr6LcapIaVez3+MHB1W9lgOJH6JMQziERg4BwXIiN8yrlG0edoxSlw75qpicMYPVXyLsKlrBmjJ3SRJZ8YJ08RO09Ta/CbBvihZu3fLW/7EktpJUPI4xAahHc/Gbro3pLHOQUgO9vIoeICaFyjshRy7qJHikettPSa6yksxjJEhtwfo0oqUlm7kNYa4QBOkbgMYbCTKPH0+xSnHYAvMiwmnZmPmhUAmz8Xomu0KC8ZkLiQG5JAnYqu2JphOZbFOyDZjPxCbWm4/AFbHxxf+NbznPzusrdoLU11c4bnRaN7Tf4ldrrQYYfZz30KcqQJiwcaPnJBn50KI7UGzSZA8Cep/KD0JkO4Qozyw2apUM2cnPiHnXW7goA4vhe4Mpmb/qWkv68lPhwp6ucXtWhiOrBbIijje4eEqPdK7YkqknF4As0aY8H6T2XGd3umqUdWVhAuOsSfrjspa4NoELH29x41uuvEBBXJR/ksbwYRuYQWBvUH3UzV9csjUQlZcOzbc8cd+a2T5m+ePDvUN8srsxV22r6wcfuFBiRj6VOrllhZW9j9aUqPA4YSg89DgFPRgd6eQP1+0rpudNpehTRQFicwvTPKDNgSj2cM3fv9JZt/DNMU6tsuubuBh0l+VeJFndCiJOVEZvQqQyjSZ5MXFCfL0WegKr6t6A7roCqUbYuExgwSUDUWKReq+bf3Ykbb9i7rkH1BUFJGL6ISSsAHzgbU2AFT0oVCTxjBUTBFv/4qIMj2m7oUwQkDGcqfuuiSu7fDuV6upXtJdj5w9ZrCYllATIyZY/edf5/gAB5NNIZyf2qQcTS/C3DZ2IPNyddQy7HlwrjBQpvFfWAgwHQBVsb/DCqAU0d/qqfmvJwMsdCNc5je/dBuQc9Ba9Ty5hlF4cTZYdhUB3cE3VjaXPo/tzuvWCV6blCB8kyGCFt3mJQ2popTzjmvED40EMhWGsIdAjwu4uK/xHn7+/0x91bLkyLLsL4lK8ChmlZjexMwl/PqrXD372rGxGetpW1BKZUS4e9BXbp0x9HDpE4XSrCJhjJxk/lccstSUKV1mJYm8h4QnQG1tQXjvs7THdiLthiPIbvdxyy+T4dWjBVgN64BztQd7R0uzaH0EToF1CwF/jvUa/DXrt1PxxcOw3ExpG7/aG7mD/diJQ2t/93HpkQfZ4wF7BgLdSP0RQAKL4guuAOYcmxJnIeVO1rlbejQUjbK6whOhLXK0NS1QVYRVjmXmqf0EqWmwtjRrfL9G8/wjyRg8J+S1peKkfGyhTRA5kX6vG9g/hdXlsHWlvP3I1MvlrNThdQGwqnwqj+t8LehTxEP1uiFP52ogElMzLY/Sbgc+TjU1Q/a18Bjc1Ql9RM0y9TU8JwP133YqQfdrhCmyAYMezR0imMwwF3xaMlT+V5ksdBRlmukMGuwEU0Hg7IWcDH3ruIRW2IswJ0xj/xKOIieXt21qgsCf1MhsBNmvi1tyrLOmdybkW9dIjOXSA/2pw8qAl343JrAzCMypqDi00uyRQTc6IWm5PJO8p9ULl0hEvtxUOjai70Foqs5leO6SXXnbVjCSj2Bel3d1opC6Ecx4Km4dWkXuh9L+/UIR8lcovBn+mhExgnT4gHKq/EesuDBX5DGGvXVEAcrGkT9//BgiC1SV2vZzHATUOXFaf4iyvZ6CnHz8rzZjHza1RdpfegLZ92/qNX+0nyYxBqsTmTH5Jw7QqvniAVbGabDvRhK3oF9AjqI8Pvy3P4e49ri/RSnxwhW7/oCyJWEof3WDTf6k7eTDnsO9baHtg9ulIdg450EtL/SKvn4A3Z4J9I3sHR5Tn+6TyNWXG79DmTS3qMRPEK99anb4E2Oetdohdwn40FBiMS5fSqvYl5KmE76vB4BXJUjwwD8tHIHK56QrV+gOD+YsyJ7dCj0HK/AF7i/+uuPoy5zjYv7WGEnjccVY8FIYaF9rJoRz4Le/0lNtNxA+B9eZWzzoQzln24DFTuT1z1KN7yFpfYkZCHxoSnA1wUy1LTHC3yT8X1o1GnEz8m9Yb34IoYdxsPyJoPI7tMllZ/AJy77PUb6goYlsjCB4NAYidQqadtSfMRrLn9oN5BAK1haxBmsDBbP/xF977dFbjZ8+Q6Mr0P/qGbAFRXQa+r6A4JE4urcE3j7qbhGPWXgZaBPVT8QIWwk3Gz/ULGtmOW/j87aX9U8O2DesHaMSIYUc+p05ys5QX1+Ry5ylJs7aIU2uLljn/gLTlOFi/RsmGHK825D8JR3BOUe82S4CFkaSxvTYryJTXVGvcA+yUEDyUwRpgGiT3GFa/ep3mqYybMNcZ96xOX/j1y9Sl7wiOIdEDoaWZp5UiKijdBpVXdMG6KHDJlJ+jlyefLy4clPBtlohGgrGFI5G5jnx+ZTcbfuSeBA/dOwF08wcK4nqND+Ik4gucILvDwGbvHXTe50SMnMJVjwjQCBo8J1DvNry4zkPWOLOWXXwXwGqYu/jBw9gpIxQgKHr+hv0/IXIVRgodousnjxlfsF7MPiotVlj2ZcLv3W5spetrmo4QfzaIaAZ3Z2/1IDrcmBid+B+IbK0ik8B0j2CNPwkbAr6TxZSRWsLnShGd8iEvJ+ltd1KfswpdJB1XElQJgeTL6LoiQ4L6xmybgz044zhVRFiWxEzYmVXaN22XL8f0JBST/9+ode5FYHpWzrqjHIhJztscyFDo/mWbC//PukO2IGMguAvpBNadkFcwr2jUeKdLgCjM+bPFkhGH5J2BtsVf+2F5PzjtKGDMVXcTV8qNsWRbFTXM8QqqgtpxAl4wIqrF4myluLk+plhJG7eTne+IOhFIj67Ey8oxCxR0WxuY8QbAq595xe7ESAHO90KW1l8KcHk9LVchJ8HJ0l8eeMldrZM3wgs6VT9h+ZnaJaf4qCNVfm2x7Ul0Pv2OXAyPaP7//htuE102tbbI2lkAEJQcRkBzbpEfcgd+qOB/1hOFG0OAGiih/pxcnf2wjVimx39Qqw8hgYHyW/+e66wo/Uv5GK3n33N5ji003/FTHihg8txGuNOi8MbXXZKRyrsUspQvEs9dDQdi3bOt264tjmID4R9HmexTgRfXh+cyKFj/F8KkKGMEzrk7+elceJx+3rzN/VX9LwLAA5NOl9Xam/p1cgV2+PXi8G082p+dd8c6mHYaRjkjl0t2O792uHEPt8owIpY1Oh0ULvwE9unthwOKAnobIrzhewNO4YUpIi4yCH2Infym8S1CPNiKhB/jRniYZfeL9o+SdSo3LZvOV+5oMaJqeG50aF0fxxIiUHW0G8FzQpgwyweo6clhMQnmSpZL236WgOnLRwxSmGU7cJiSGMee5Xg296QYH1MMl+MBPjtkKjNnY6KqT79ygp8wwKRh4RQ8le3rQ0MeBzTTMTggj0CXpIXSByBX5EwZfT4kYuj71rDP5iIvDn7aplUXlvXVWJ9ZlvwSDmUsexUw21nP5M4No9Kq/n+bypugAyZJdHjNAwYexSARMBSY84blVAzzxWT+OuV19rd4E+etD6DxHHVtHOUutIDuc/qrUcRuDJvtHPjZ1C3gRHtPQHr57Hec2DArzrcZpP6/cedT39pQC1nabYGJESn9t2lR/8pD/1b4KlPwkmOp32fauzrfkAPDfj3vwFf6+pdtMFrL2fm0k9G+X3NyxKw3bzrNw3JVxDey/LhcmBl21mXkUCx7NESf01CBlUqV5TYQbFFE6M7y/2bEqSZCuDSID3DXuTlV+yXnaJBqK1wzq0Pbhm0yffJgGYLNcCf5sJz3/Eiq8m8mHoUZr7JjXc24pv2H8YqzFFzByQMZ8ggzOv6HcjARLBhWdJfv3EVgupKIXH5hPxrLu0JEBG7zRZ6pZmr1uvXRr2ghUa2Yqmo4sdbTkJ/MBxZVzffDmNeupylh+d7/2W4R9LPVyFA2K9w7oHWD0DUjA+4gXpUxIs/AMEyAf9JJuvu6KFuiO+4A03CaDv1Ekqvxpnny7Jk+ugGDhCCCQ/SMrGG5X7Iq9x35SEreUkiPpkWYWIrZDOa6q/A6HXxPjSt/Z5cVmMtUzYFWzgiVxT41ca3Y3lk6z/AFe4r9B179VLo2krg9Hv3T/7x+nTFv9TDWYwLVvLFKyww/l2V1PojVMsRPy9nAeqLBkU2SGj2hFEfXIe38Bg9+umF2tFWMNF8flmUQq4LcgP7ny95/0CQDrjPvlXAdEMNMsxajNP+DCuIG/LwW3iT42Z6g9iUimf31wJBO1sI22Hvab2D07wveAKEk8cXbYZswCBieJ4DxQC0zP5vleX8YKtjiS+BUNnWy3LJvqtWqQEvDVZy7Cx+gyKd21dXfRwSrNsRKmmGdbcz9GOub9yoZ6s5R79duvYClXzJInfay2Fv5RLa7XgYaL6FBqnBvb5FO7JiTnhtQ7GVF69xn93c28UOlCscCeb4kaZjkyGajWQ2BqSx4In24tXKpydQ01yeJreFGfERPdt2uXNQYJ2T858N4V7hC6kn1J6XcEid9nI6EUucpl5j11ssSigpxHfdYonbqLXzww5pc4EKixTH7JmNFelIlMh1EGmdThhF+/oBIfqayu/mAHi8voUJB0Hu2psIe196UZckaCH+wGPL+Z5xKqK/aYq/Djc/tEYIl+5owiO/1K3pjE7LimH9Mh8xNRL8bFuWrIQ6VHABWXgx6ivMBu80ipu9Hlp95JqQYbLsfjEQZldaC4N06FCTaJK3aYbHBhSGeaIryxvRqws3q+uCYv2x7whABdZ7Lew9fDWFG9wbDBEqLCtKXmDrCiyVcwKaCQHcRZOurBHr2dDofwXBguNe+xsiKYgYbficbaT+i6Ln4/s8z/k3ACh8ws01nfl+NJjgE7nbtI9uK0WxYb9mL3hDtg8OQXSU8FqunVWxHcfDW/thJnslad9Xgn0d/hZPTWhRyxYVYb3K8M5FhfwRE7dMpfQeg8aopKQSCZIPpnjQeMYgId+CDj5mRhECnqZkerlh0UBx/PO5Sgv6pulA8RjX31lXJb+Y+musLNkoMUnAFzitXPvGML3v7l+tq9tbQfO24MeOgLzR/kp/idUlUQ/DueM1sTgf/WzdlVdtbvuiDJsGy0L5/LbUhs6+0pRpYCZDRL9hlomoMp4eYOt9+F4iQNuQ14z4/FOg3eV75M/zc05jN/uNcieYGvY4SG0ESlFuoo8/eYWw50bfJtZbJQJixhH+iOJSo+Gl6IE5PlfYgsHkQkR+/6apEbodhZHDsrPx2gDCtjECi6oH95ShhUMUCI1arP7KMJ7WLRH9DWeKNI0wqY/SrWwzSeQGIN4qcTeIGqOI947YMV8E75xdPX9yfLF8zcRKjfzZxPljaEN3mjMhVxDyE6ukbAgefz3/CDHS7y+KbG9I/kxlM1j7oGR7UEi+hTW/NUcJ/iE+REabJIt6vFBsIg8vtdg6pjQEOgKEALGfyJ0rfoHbpO4sTxd4p4xvXnaQjjPW8pJtb3b5545RjLT2ncnK1AfXQdz7uSlo0UaO2/ItKh50lTQ80EOd70j8+BpQED1Mv5I8groO9S+VwBEv/WHAy0byKVRIGfpcJOb7+N+g3hQj3wj/FZ6de37ICqrNPqMuLskb4l+OojnUy1GcyBVKVpXcTNShmg+bXUFwX4069zhZLA/jl/T8NRXkMsF+DS7azNpn01Mm0zeQUUvVoGJk1PULlK0Y+h0FlC+shWb79TJZjY/YR5mbuICwhIwkTEVFsNPE/CSkxSB5mgIItfR91MrL8p6zWDTJr/IXuV6qshUwStHFv61RJvkFseGvT1EpD/hAjQ/N/RVY7Q7Uvn68f6BEtmPRN/F2cqbmI++z+FW/0TxVfIQlm8dLHpTUvv86zlnApf6JbO6hJ/vRasN1Yb7lBTpVaEg9Dvkw/kYdaNl6M1HldeQaoQGs16Ue8MYGcmvFd8TfY5MTSQFjh1izBjf7wlOA683mS1dBiv2kj2Zw9AKiUpNytyo6tgqnC0QxO/oCjJId3k/Ds88lt8XqPtl3jKcZNjVboKX/dXOMD9h7KtJIThuWEcTvD9z6kTgKAxfhw71BIlEiYUbUXvAS7vHs+CF8LUHwIrjt489C35wvw35AyHzurNprSFV+CJZa3ndTvXA34RavoHyMA+pb3trrD6eDOYs864e09XPaSgrsRSOZnMEZzGK77Qm+zZIA17SgNzSAbTo+8/ULbagH8wYfL0jQJ/4bq+M1ucokubnhpq/oOFzr/7MO6R+gHD447iPfpljcPzgsZ7ghJWNQT6uCVeNEzAPq1PkQuxeZ09n4WhkkXIbBgZFrTNgMo8LUOfaNz2eRoz9E7tc36m8g1Dz1EaR22BTnflYElUdTnGC1aP0S7kLp+gQqt7lx79PAL/uV/cb8rhNGMwXa44WMgNIityFkbcwJvYgYubC8ky8pMKuZMXvsd44bVEuZJcDZaD4kbCT2lKMrMMAn4yseq6LqvmyaUMXf4eiSAS7H8CLK8Nr19ytI/oVhOdgLlt+olZR/AiwS/+0dXpro9ZGpbgbn2hH3A5CqApad/+3sW8mA1arP942fO5IRX/+XBuEhB+v63KdcPy7yvJam0Zm41hcjcLbwopcVrfBB4oWYizk+zVWrsA5nkxM8k6wtPBeNdawjc/lV6Pv8B9K/QKc3mll/OWTnxGTThdXyBb6oTfJAFU1pJgs9jBu9svZUbHtrZtUXoL7oBSI/VfUn50sDpLHXJvuL/ynAE7op0MnFNax/JpMFcE/0ZgN/7DoToZcrT90KQ+Z1a4eBSd9JMZ8Dgk9ShGza9zBv+aWXz+SNv9xT+a2PGLOWmyknNCH9zIbQL8bvf1lX2Tpaf+ZKARatQoJU1vphKTQ+/ouZzA1VT6k9NxVI3Jpgf8FKDLbDVLBdKxfbUJjFXirLK50Mij0iWvhg5A2BzRYM19BHJFG1HPGDZxcvZ7U90wV5gNeoMU8XXxa0qAP+nVqowlUDAlVnlB6CDKmFOub0Rf+UfAlJRTXKXdrc0QXeAWsAb77GMkkeflCyIy5sMzHFp4sW9mjQM5FgqA9QgnqjVul62W+GfTlrbXhW4J0g5H7d9HpZEcdbxY1FWaPfJTPFzKXu0lBmpc7sCIfL5Xsf1Pp5EdFiFid+CmYq9QNYvBVdsd1aNhXTmQ9nRO4Wn7z4fWLRQkPfEWtnwPPZsxjd1XqIBAqVEKFuBo3lVdudcKgEFMExNV4WquRH5F7OsCiR5fL90BONciwv95dbj7W8Xro+pvS3dYqh4u/f+Y2T0pJ5D8IzlkBUGzkCuf2NiBYXtqqS6ol6C6EOT1gnVc28CRWcwa+wnQVR9L0joByY0dasJPs/yQs3mmOa9pfp3Y19ojaSnZD9PfWK5lFJMs2hje1AxoPe6pSikUWjMX2ZptWq1/UzVLWtdcAd1vp1ubd1DoTXyMx0ByGJBmK1rfXvnUqQePVYY/e7qxXeyCEwnn80Df5Pq6HnQIrhvMF8thoUsaMZSBa6WHxPk7ZsuC4oTfsQ1CWQoMSDG8FtQfvGISt+GoFKzIR5CcVOG2E5vTHlIdE6nH3Zc1FugYV+6vmbkE9yGudldfj9Is/fxwFOYgbn6KldArVJFmD1ZxpX+LRJqeoKGxPo6Xg+yDa6jUW1wxK9d034OKjdRS/OHH6hVp9nXM2RyAHBhPiNhk4uKub6PF4jzhsPLP9lBO+19qo74uwOea+xDc1YsTKg9Xs8LOK/jVfMJ28v7FP/KlxPsMaZp76LPV9BNoQfOJHy+UVqNgZ44/YmkTcS6U8NdXPky2QoPrWC6wxLWxesJRcxzxf9hU/tC3m3d3YygsRW3M0lukoo0c6NOCg2ZHxNMJrsJen9NkwYUHLLo29+/EJ4QCn5ll4FMlFh7vveeVayodgcOupzQD4MmEeZv2TR9Cz7rzbPlHoCn8p0Sml2XWqlw/9GQ6Ed1V6FfMsgzQcfaUAVjzVeeNcvi/BNvIXyXOp9XpHu3cMOsXjDE7mtsG+HqA3fkT3h/i7jvWEI3tpe9K+PHQRp9+jdexTasCufPBTQRE0UnJInbx57fURKp3+jFe/9Xgxe0C73YVjwhkIQGyaFjKmXoD+WF3cAwpyKMcVydgd2pJBy9V6K68SYp/uQHWEcsc0qtflcXWWWS4gQtKGah7ATP1TqMaqAxFL9Uq1vpyJxoQjs+vLUVpNJlik6uiZkHftrTha2z2xWXtJHgiqI+VfzdmFATZh8c/QESww5+kwuvfFOSnO2RXSHcRDo77KFH2GDQKmUGGb3adt2BnIev5BDTqRZnAE+bkodMHA0qrURw4f9q+X2SJqtydcTmUYsy3oiz8Aaa9Xv6QU3QEeuRUndqb/+xZAmUKkNJrz9+cnodGMkG6Gv4Jr6C/JRSWs2qkTvr6MBjCywCE1zcsq0RvGGdtiuf1xMJHgY3tSPOpKSoj70rClyB1Ioh8pC6zw17vKgM5qtBfQ3ENAoDEIEAOk4N65FlY6DaV8X69fvxBub8P0nccCMKwYXBjQhSr6w8Dzu/jaYnouK7KW5BvOyzPoeTsi36FCuywapnyOLHi6vTEGugUq+hg8fOa3LjeR61kOX8W5H9iIX8kKOQa+9buIIjtcfF3njRKdgbE8VCG0Am9HLiv5WD4aicoAp1dl7KGku3myDS6XzYepA86TqOn9NCHOBx2YBBPsRcQgvOK8mQRYvMrzakEdeCgzucpa22UPlfw6YcGaL+CGDBjALDn6L+SJdS2DRfVx7wGMbpESNR6GTupE22vypdf2roTkerLqvhh7ocyiYBVHjpdd3S6+oBVN3FS1V2tKU9NGc8bkXduiTJZipqm2S2ruGeSCpEcaau/BivGCJcg4f7CnvcXbZp3ebFyp43W7gJB38TXdMOcXTZgcsYtKtfdbPNjp9Sw/V7WHfN9xAZmJNDMEmDcigJQ0yyIk6OQJP2RK9GFMgBgqH/iRzJHZbEm4uRmJQI7JV7Jmmd25YlXQn00+TJtrQXnY859Vnie7+DuB6qR0zcujlWjPF9wddzGvIKSvkh5/F1omIq0ADzybv3TlAHf3JEVXoKqTb3BiZmfsjEqFLkg8nRj7D9SzP/x5i4bdRoagnkwQ4J3x/EVNAIfqmxnvQvGvGi9Jogpb8FJHWY+QGDNO8x2bfKZO/juim7rWGYr2odPcbar2b6kJk6ya7rsvjly0Fqfp5AG+jXJPzaWMqw8pwhWdALvZdubN7N2QPj6Cbt7khOkGxZ3g0FK8m69700aBDav5FK7W+dRW6PZahWj6jLlF4yN39wc5ukqL1WBLDZG5brVgwzjhFR4r42ou9ieaQ1bJHuy0CPPOkr8JML18E+1odL+TWuYGZGyLH9uFFoiUqkXFn1dEZDwzmHKdGoR86JEvJckYINNlYeTLV+7xYNbrtuIsv6WHCA2nccXf2xWw5YFZb7NPaz9CFrl5UHVOC6ehwo2Oro5k2jZ12aI27v96tsbtfawKtFnvYCQFbnP+ozs8fF7THnOchq30PNfKKPzP5/mnEMTgudZu3LwVpf3/D1P9toHROXRVuuCxbu1O/8+03D85FbSmCvVuQPKk4mlTF3MIYy2862w3JZhFewAa7mLrxUrfVYdCk6BcbSiP+bI5IOpx54I5C1PLR4CFKExzssq8qAm83h4yosiSbniqxUBmd55mQTKXc4/MpqJs8blA+LmAK+YV6y5QTpq7qlEml6xHq6HfaeG5NmTJ/x/mz0SiDn5UKkWdEZUJL402vLpIqLH4PlzFk0DjIY+zGsqzqx9vHSgncGbL1wWBD75dXekPFLPLFohr3sV0JI8HpU9kkKEr3/TMSlxlhILEFw4WEb92oAiNRkHAIMT8Djzp5NFnnY2IQQOorcwon84/qEMOD4X3FRT8pQsy2uCT21Jt7M2PKTDAa1dFFy4/QF8rJ5cUe1+a9L4bW7O/fX5qcAplaxA3eYLFfkDLc5GIv7li1HyTPlffts8P4PtHLZpKFRVt8Z6xQr7/t3VbM8QSYDSmuFQboz+LG9vwK23cF6EhxCe4fTKTy4vhMUOngpWjJHt/aUJwGUXgVUmrV0N4nv6QxdAcAwsDTi/p9bGl8XF1FWmmPBZxQUHf601fFVTO7e1AP8q+kH2sLXcoZqeQfcrRygVNAHX9xjHS9QeiKqRLocRt/WCCliyDTFR3VmXW51dQqTpRgCXZ02oc21b/6+/JbUigqY8aNty2byskERiB7TlSDi88pCsgUcfBHJxwIHFxYAI4lpNE6NiU8ElHE4qeDlCdIDW3SqtjU8NEa4ovop5HTn4PDOhp6knqiZYT27AH73Ln/YW4FNdtxs9EIixp9zJ5DgbcLKPgcBPJPkH1WZE2BRJVA63OT32z2zEuq9/fA7WlvWbRD0I0Ran8zvBn2r7MPHFgiVcV3+ORlBXIXnxvXbrjVPlvDEpQB29KefwkTNRGZ9A4UR9NFrWQ60T34tZQsmF402p9rYxeSIfxym+PUZtkeuWkosSEjvWR+EizTs7Ag80KwVNZ9twoUh4w3Co5q/RnglV5/2VfA7bJAzf92rYVXquvpQJLlMvXRr1PpysAFKzs2pLGFJvx9HhsU6/UgZ7tKXQfKxU8CZPtUtkJ9B/wQnak3KghVCqViRlqqwKV/P7u9Pr8PeX3YDw+P1P82D2vr9Ddly8Rnxg8DY6xcfu9npYE9k/awPWt3wZ8/jKl+dIN3LLva+Gaggy/v/Q0Xp/gZwnTgMDzY2pijDfpf8Dvz5ZK6dFePGo42Ezlr8rSkDyUZqWVF8Jge5Qo62N8rJ6fD0+/f+tcm4Kf4vWX3BhNBX4CaATZaBNCFan868kPS/BMqqWLz6Yv/DsIC0BnHY3PxiJJpAg0MXhF2NI0EmHM9mMnxftYoy0L9BZMSFfWRHXsDCqevzrZ1n+EWokaV0bI7qyBuPkn2R0jdfdouUB7JbZnkofTfBusyQAtRVVvd/RByGSBd45wzHyfthMfaHKxknKQTWEoIEnSBVaTH+Kn9ql5tTSBx7oRmxcNlHP8OZPZd1wZIh0U4Y2f63RXwe0sCS168r7VOfw7AO2iFExzj9zyzbZNMMF8z/Gzba7MlBFgjusljSXRVQHzLsq5Jow8H83uPsSbBQO0REkPQTT26mAkRaj1IIpG3Zth96VYzXZTNNcQPS4KLwJ8qUrlYFIL4zkOiAcV1/FPE/ZwEx3FQyBZ50OtsHlnu1v7rZpnEX7DL2rqsGZuPXrOsX7qhAN/7tT6D0tI/ZAueHQulJYk0ILMQyfDk21Xo3OW1cfH6cOUe+O0pPBaFMzGF+n5tb4LUoRi8dEad5doVczHZJUargmzcsL0Mao1hGmSHV4vCEjYnQjjr3dIVC+OXY6e6S8gooCeW5CEOYdE2+GMXfF25hUmrs1iFJXL8yFCHIopueRipJaBL1YOZFXH9vaK/qkoStqS8Ziyy+MkuY3DzX60Gv5YgCBRp2wlaXnwFguPWzqhMQj8r+kQgJbH5r5mjxUEaM5r8PjtQu9j93KSUe7n5+z8B/3L+ZKvxeflsjllKndKzx9JMyqNBAXBmcudvhHoOGtzshKCjgBr3W/xFRc06xif1feyHaV+p5l8OxciQ6q/Nz/qbyBh2mmH7nD1R9I2hLGuH/E41NmVFG5FI+Y561DP2pU1MNCfQJxnR/A8POeqOkIWuqY1Azk/yMA8RZkkOG4DbRgVWjFso1J6UKy61D5k21pAJb2xdOib6e+n50oB5xo+1JoXFo9LjP3/DwX3oo4F5W3Xkfff6x38KG+N/aYT8Fgr0MUstehIka5DFV2Lzs2psJFugTFZZlD1/UGiO4ZSPRclV7qa9bOfUBtu1einiNuk4NNG/1BGmgAAP6mLn7XbHEQuvPwW2vAXB8zj9yaDSEKOhnFAdD6z004zC9IXrfMAKqHUHhfcZM7HXWq2MH5hQ/TcTH4RI3zZ4vaR3FdRPcbLfu8xK2Qz5fbioAi9y9wogObOfhNrRkRqxWv9itirPJZeF6cBuv+Kb/g3tN1d1zLNNiz3Rd/15eK2xK0qTpJLfd1iVX0FDYzZ+0XJl2tNiX35k8qBCAGitPi+A3vA3kqTIM0fQ5Sa5ytdzT8Q/cw8Bz2Zw+q9iG6L0f+uzmNEAGuORo7zzBj/5UWIv3qsh2t4r+n7FDbE76oiOszjpYq3k5dKg9vC7hekL9OGx7k0D53dfqlRblK8rKapfy2JyWPv++IxAkkN9LWU0y9iRWmY5VsfEfl5+wD2m7BvEIPC5Krqzz13AzlnDS3JDJDham0FSQLUUvtlHPzZ4QWV7wz4HTwbwGP9C2kAahfR5NY8yIApyb2g2GTQDpBBPUolESiHwx8/qT8SedgK1V0y5kIXHIR7M5VEQKsAzaX71C14mAV5dfZLa+mt6hA3lvb7dD2xcteaqtw4pctVctKtHi+vUwm1/5G1O7CFupkG35K0QDZHoo7/eyoXdiq1lBToQalBkAp+l8ZAsTA6arWpUDTsYIYajcFePwC+fcVzvFQOlJeYPV+bPF1nhD8OqHMO+Ma3xX1wQ8cZUt1mMzvjz+46KWgodINC69joIxxwxDM1xCrQnV2XQwL17C8Hozsgm2Tcfv5cHXQnYkCRz7+K5qtxZUYPLK2PavlZoVfjmcyaqf4jxwXN/KgsyfIiwvaoL3BLJpW+1y9bxbDYkrVMJ+I+ay2ac7fs6r2BDrKfU8kWgvvy1q2G3iSs+2AjcvOwq3sftOHZHTr695TFHamFILKboG2xe/0OTrFzXi8E3Uzmwz1/D5IVCBKjJ2txya/+Ky79Vskp1BQQe5vpIAhZ+Cbf8mNa0yCCgtxlbEIzbsS/YGopdz9iqqGqM2m9bibOWPGNpYsWR8TD7JseaUkytCSbZbmDduuxluwy2rqRzTX7dUJewzeSC5+IlmAzXCJ3DlOFpugSZ3lvBwJjJ0K/tQYUJivryq8MTZxYHr1kKIZGrdmq0OdZGIdEs+oDJnCH4bgWQ7W9+NIBO8CEzAnlEDtQ63SzWlMR2uP/Qhvn75A0OQSw2vx58FRLFwWVbykLh8obYiLBJDqf3nTGEE2XmonjDTcvYGVr9bdczvPmU9cGpsLOSdgbaJ8PFhU6YQOVuAY4texwcMCtE5jiO5V4n7XgSciiX0xdaQmoPK2FAmIro2ztoBMai461LhCuAB4MrGq6yPZoVFxZoWgK8nMEix1XkLVaGxI4YQlYderUJa3wRV0pNgkp/5pmEF0iRiTG8ePGY72qu8Fxszs6U2noSuQHecCD1PQiGJrvvRatQGC38V2JQAQ+iYU8xji1CrzKFa35KCAm5CnFOFE9MXOx7IpMmuJgrZ3d2/e2+DLAKB1qMvhHx4PXU34K7cga1ypO/+rhZil6dQ699+ItntN5a6YKmjQVrO2IT+4jdf8AEZ6GLLvLQri0dkKW13TaAsQzg5v0WZpo2the4i7pCMf0bjMzw+AaXI454tH4agoirPPOkZ8oLFp1gmrrEcuBoSBm1Xt7X64Eh4acvYvspAiWGWrbaDmltm5s8QfZOWO3iDmy1hhL52m+SM8RPJbR408w1j33V7hDX+lEXC10hdJSq7rVnBWIk58QlDzbC8A3JoLpF/CZIazbpSzNjpOveD6R/v3RQeq/T+vWtx1yekpriJoxXZbfOTOD1fOlJVFvT8MJt6xTR7xpYju8L3vzAkbm61vfn9DAfHZKlpiZzf29X9PXreyE+mJKdx39V1tz+iI3Cq+pNF6umM4zwoViOu/Aifgh1XWC1dNoFYmj0Av3foWBkAY9Zn98icAFiOZpygHgthCDMChSgXDXDegLny+BO6JYebwACJYotxrnUPn4VBazlsTPh5d/TshiQ1jid6lvKq/zRhTjSgWaMQb5cL7VICvwoMzUjqgzMnlzwIoLnLMJ0N/5E+9OKa/iRS+34LEQqC+TH7w0h4tfr41zqlxHm1aHY17ljf9skQk01H4Qr/rKhbCWSxdoSOPzyqeqbKFJtFzy7LheGBA1XlIdKfVzowIK/qskMrg3PeegkjhnCRU5ub4MMGKvzfkrNbG3O1ArDzVCQTt7Sm1z4nH0f0PVxWyYkdNDEev8Ym1WrjBhEgaN4fCfGAmAV0pLfzzr0U2q6V/4Y0BvuIvrl5FjhGRelyoSmZVsgxVPwHZ3s16aBsBN6s1sFeknQ2Abtn+65FVMinDEkr3SGKu1qir9gLbUdCTRvPkUsQDaXYriSuqcpad1ibKzKx4/JqqswG72w90PbyT+Jf9vhC9zL5rv7u9E6mhGU1RbpazyezlK2zCX3zvYpzs1My9LUmcEQvb5PsP03rSQ8iITR33pRfhaIDJaavX+RO8CnzfmbyjqNiucQ8imA/oAPTCu4cQwiBtOpjfkd3FMsz2rwWiwrOTEywlVoL6Qi0V0nvrbIJojB+ceFbxJQ+P8my4RZvfT8iV4V3hojnXbbE5ZLc8VqbQUCE/vwtG+rYbmUPmsqvsC8jrzo1cOFi54fmlKExBtd8oPiJovsXXbxr+WBJTGolZlWGmWZ2YJCHwP+DdDHh6GlsbHAKB6SNKWT+awpKYNIqN+Pt7YPlS9yuacTli2WssoZpVZw25npYOcJRTxPiVdP/kOeuHo9Kv6b75fyVpaWoKTDi0IfeL0zQkrhypdDky8H0dbgISeNBLiF6YW1ARZVfCIgOb3U9lfdEiIambX/bb1isMPpOpUcqgsjC6UHJZveHV78FZ3INa1/PW751GtmwI8JlB/V2H1qr9L/WqRa+dIPkQfiAy9yO5pDuZb01BCK1p9wxoGvumGj72xry78qnANNEncxhWrrCqzhEjaL0WKceciA0c4Rj8M39PHsiAnqtRdjisBxT6SRZGkA2c4LfgTByyzye9uW5Z6XNPBC8eRPx9oU7pgRIlscfhnjq8Q5+1JMBZNWfNP65WHdrZunZSox+cR1nEaOWv2n0WLyt3yoArhWWl75rB3TG1Ph5sUaJRetR4OgxyfSh9rpxcDxg11dtOaTYgy0VOxu/5R9d/ypMVyG/9iU05RdNfMcDvguXtCG4CWu4kicVA+hem730ZaUgjr6HjSYmb8ceSFv74sq56VeM/+hxg+p8nbCKnV84hah1/hZB6ZrH6fkyWsXOzq1cQeAdBwhSq05/8CwL9Md1tDBKg6aGQNlqR4lgEC0whxB6+sgLR37MgUpxa4ZEOtFxXd6vmYwj57mncdW4bGgmieAX0iw5BD/WQVScOQrM/+BHCZ4vxf9b8vOTAfV7EiYc0M5Xa3PfWP5Tvz+9RjjUnMAAqAskZI2OGVJPRv/unjwGcrmdJu6MzQVzDnoRPFqIp2b8C/Dij32C1cP/xQf8iRUd9zLU6yOey1j74y7+KiKucafWNUi7woC4y9xGIkcDgWmAg/4RS8P8byginfiH0aRqoqV34oQSQaEnILjyu4rMjRUmhNnzo+v6zYK8yzY4GhwYB2tu73xnXsjLdKDmloLsF+MWl72k/rWs3wyD/KkD2lpv4Kt4IY+TsRoFAh+PpqkZc+XMjUoLdAemF3Q+3bJTS9ziwnXXvaGQ3za4mePzUZZy2s0OlDtojvyIOetDLfype4mP83aX4IT/RCU5klgDTpzFsa9svfnE4WzABE/8Znx9rgryX5RltJoaeajm2dqauthI9fPjbwHK1kEpL+mIs5TPBekNIcV0fZX+ehXoNOszLfZgDamE/zjQ3yjWOXRJkh/F4uf+tE4GLoweKN0mdwqHNA5gBMo2rEf0Q+F9twwWQ9CkxMBxCvRd6ynMrvgJ/x4PtzMSrva1Zf7NZEj/sqMyhKbnJ4SJXbCv0qPOW0aUh7P58WKuzv6JF0ei1FcqsR974McpevpSQf2ZXNJ+8/3BK6/YE24P84mR+PDrxC2qNphsG1OeJ7Epb053RAg7cbGN8+u9wNdJ8m1yPvoyWlLjsYrVcWRW9Gu4uUd4dxQWQsSgQwUXZFw5WMe6bTYoOnfyGYa36UMUcRuqdZJJIAD7R48AqTkm9SpPlfN1LgRCVh6i/8XV/Q+gQSOmRDZ7V5n6X126oi+cBV9DPkoZA12FZBjxrYG/IovfBX7yBZRJU0I3dK11JwjPLoRLtKsHKn3cZoCndXfLvxbmhn3ih38VbxGvwqawhfGI0b9Oql4Q9eLC2zemjibmrOx90SZXKdWQrgK86NDxL7Wb7BBuU6RxWnnLLEShUTcNeCvnr/8Q5OJuGiRgaR1DP8+tin5yl5K6J3Y3aHrmRS0khk8742OZDMumQda3g+sOUB5YMQSUZfgPPi7W/rtUdniqEWQCfeCiYsd4kK7H+muGBfWFXn5y32Th6rO3Muq8Ubi7SNGdy1kLbkFzpjTKm0Ii8Y6MpTVnfKgICw585e77IpfJC3lOt2w1cVUqaW2iU6+QOMy48LHOcVFGVqFfL9RSCgSFWHngEbB6OH9Rrf5n68/JO9qyLJH+vYRf4x0h9SWUBt88N8Ro7FcXLYlQdDfh4tdbrxmEbljcdf+666tXtSpPDEJwzWnGHd3ZlC6TIUbve4U0JEFdMEKmPM5xuinRGdAJs6LgiDTjp7KctOytVphXorH6Vys8vmEmZSvFj1j6wRy5STFNPLY7mogk9yT9mchC2HMgNYC9kOBZm5hh+d1T2P8vTfqG3g097B3FDpWSD7yJ2ZSh8akow4pbb5fTtE2PHUuwkF8VMji8bExlwUreJgxK8vglE+W/ihF4mpEWiM3DDTlNo5nW98oCbX4FjPMd/l8XTjNZyzoJ7xX4oDax4f2T0Ws6olgYd4i7VRoi8994E/+5cnyW1hdzCsFlkAtf28xxNiQo8bUM9cZ5CIZr5i/POsDeQOyfiI2t+1XGJGn5Sed5bP9xh/9m3goE6MCIyoeey0+7FuN3tG/oig7Ye9qfbLlMD9zZ0GyYDtLCALlqELHHHq3R/Jf5RZA7VdOU9in5M7oye7ir3t/pNmchk4e8wzSRf/Z7hu5299UKTFHHBPelImCZ4nOpjMBiArRXHlZTqsLweANGI9Fji42VplTN9brJQ6OSUAmuzYq4iu5L/+z72u8jRdkjRxMAYWgGOz2nziH3vlfweAL4/FYX/EwZxJyDnhTPGYDp1lyypyfxQ770D8yyUXQdm4VpBGJ4DhvHEqgKbXHO46h+KCBkjMrPHFRh/Y3tHszPo760W+tfLJP4tr58MJ0OE9CJxJrCJLyr+iFO3jonXKpJjRVbMMuTq8bSat9wUULs7GLDwEaEZYtjSpQSdsKuvfAnrPjD19/uN+UV7MYFnjDd5r4ePMMBepDFAHsp9yNp94owrumIas1+N2D0fz5fCzB1DbWWF4OCmGLMHFPo+r75utsYxtKz4g+w713/KYS1vXOYK04oKbHMll2LTx8aL9BKaJIhJVTIae3fRUsS2V+HkIgMw8OtkRJu/4iycon8uGitui43nC7Ckndmz6OEDs8z13um+J/SlIfJlOVeUMlHzoQ3kA9cAWRZTgo2nEkXpwVnQ/s6rCtolf+do+fpxcKd+YJ1qhBWW6Ou+nWcxIY089FFyEHtewMLDYuLHznGrDyVagXRwMRA2KEicqiin9vLh+iBUMbASILFsNCQiUM17QjddRcY8ohj+974huPslFBa/pofmQCARuRZd4Bn8MOtOtybzU/8d7jSFEwpLSIEXYrQne8aqxeUd2u9o1Jp8qUrVKaKOUpvsYxsJWr6axJrz/oEvII6ChTTatZcaw1YTzQQ2J/sy3iHnn/Cgjgav1aJQqHNoqtCSsijEIO7ovkAOyXi79emsAPXdr4IF9JdvDTuonB+Q4Nbx5eLmMRCgc9jZ2aLXurRP+4FsTnR8AiN5cV1V1kt/q9sFS+9fvuhlqTXeuZnC82U3O0oNltax8TdBRthTt8KjLRL32vYDz5CXCafV2ODR+UGzsi2xmTgbAJeQYsCvpML87PnL5I/xYXPTo74fGtnzpTBbGTpo67yudZ8G35y5WSVHHQo9aVb1DyjW/Trdv7arLs2qa6SYuqYcQX7Kflb7S34uUb0rd9Leyvb+PMfxkj5b6RYtyFRXSB+uaOVjlnuBx9Qg5VbQr7MF/howsPoALZLpqHvUVe2Hju2bgq2yYHqgjy2sTrEMrJCxOjW56t71n6dHkZh2V87/pTuHM8zRJhQ4eljLD7wgPAt0KcCj0Y+j24t7qcNxocHn7uBu28Au4a/+vuaDYakOwtKll823UtdeaXBoZCEhonXtvLixM2JZGqGOpbxiE18xDOptGL1fFcMoecAe+YwX6csKgai98eu9iptQV6ahKvw+KkH/+pohKae1NkLLmpxQRfIDiZoiqIi3g5WXHY5V2lZvDiC1PkIATIF6ouRxX0UXo5b1HMh1NEyZHzCha5E0ZXOZjLgwSyn5W1xHPRJvC//V8A+miMs5isyk+syJKRlMm1z5hzVxvnNJiW6bDf2thgymFuTzZmvoJUkUMG7IuZkXLgzLjA6ZIum+NKKEc2ve0J6V3UQ7aV/kWeUARP1regPQZ90Pdy0YupOf722KQVAs9g1lUCapoYZMVj9ZLvuT7/poqBMqvffilFicS17sg4WxH3ZKASznSa+Vkx7Yg+8yJVJLRtwQO+B2ec+VNp3xikzqunjjPpSLSIneqwRbykbxWf5LWjDnw/XJAkQbQANPtg8UOhBJ62qUdbQaphEZkv/yJdTCEsQ0mGqk7TRrvRI2GfNWtjjE1ECwXdxIlgyWtVnM83I7CFNOidc+OnNMGSiBd4tw02fAlW0mgIe7qotatFnj4rp2ChxuSnXbbFe2ESogMVlhq1Y1w+d0sRKGwZiVeeds3dedr2YFEBPlIFFZ6Q6/DcNkMc8HwCXqABMnV/090lkNF56PirSoBnWdWcsSaHyujp8SxTZheHurTM/dSx3f9m6SceSAgJvchP1axgBjRDXR4LL/vwkxfAxDw/WMaN4QyTJ/g+u8JROp850dwuaK1KqGCHyYXm/FvYF+JYtLoyPUJ9NX6nmjGne6UWoNCSX/Tqj6uQ7M6m4U4ZTBHKpLr7jK63R4ct2nU7xZIdxRBLLliGlvYFWg6qCLyfe+dEFczUh4jsb3Cr89NL0EiXZYTHIabUbgP23+CYv6kVhTKTg2+rNznvU133l6j9nxo7TC0pTkUAN0KJEJsa0UozdtruoaPt7eiFUiFH9Z7LwV3DF8/9DYbaPUgr0j5LZ1ShBg7UrNXzB09EuHUARFVc8b3QivdJhvQz6bRnw5OPzfNdtOKoC0zdh6Xrqi9Oh7nTax6uB7IllgSD/CzYd3aCZq/nWTO2YGrAAhnhM4H/WpEDQW6iupmegl7lVbt1qfqEGvAiKbWemC/Igpdxpl0ccgFSxIpCPStQiE7dkWJu5/XU+NOF4SciS88ZWlDCtJiMpcuyyVm9Y1TilzheshLOfDx+IlAd+fr+F9qtuSw/+XpdePcYIro7NN+qLcs7ba/rHacXB3PCh3qcunaA8Qmm3+xOo7WswSZdP4HN5e1zXwlutWwiuD/RzHpFFwxi7Arm4riUf5GHEpOYa4CU2Fc7wTRVMu7g9Kr7jNbN4a/ZGyfkTGAGLdgMXvkrVBTWARTjXN0KLkoQYT/sQcNZ8oNFi78d5JHF6HZY541X6bFVFsI45YEzX/62dfkyx6t/Xmeb+ISjZ33ticObaQ2zY+iACRUxZYyu+xePiWg1okWY7Nqwj+DsWmMt7yDNTzGc1ksiBRTQoC/n6pJuB5uXYxtjw2wFgwxL/GN6bUtC9+ky27seV+9CMqf2anXaSafIgq+lisCysIv1I2xhiNAfujGIaNgAuxLuRqPEouH/H1FXsSQ7six/SVSCpZhKzNqJucT49U/ZZ+y+3VjbmW5JGRnhHuTsya+pPdUaqH/eub7uKh2Zl7gmMedlREXGVsKdOcTp+FVoSzrhTofV2NQczqeyeaPTXMHG+z4OAbOOJ4z6ZusCvgH8NyBRDv1LiYoZLmgfWUN2z3tBRRvy9YX+UFIR8WKLzC70aUo2aJ2lFdH6lgQChM6Y3fygCFBjSNvH9tDc/5K/ziGfE/UYkrd8TgjsIQ1K5/40/SjRg8n+28iPMR7R9pdSayE98R1B+YyRehAkd+KFfiyPpzxds57jbE69zBq4Yvt+NDi5cz6RKW3kRmVgciRGMoexZQ3WTNGzFyw/6USlC3n5fpl1Lyxrfobsozm8xleXEuZkESyOOL+x3+XZjXdmNJgskYu6ghXLI+6VLQ1jqFu7aV5YARiYFC0UM0cCo/mQW2QeDWIuc7D10agSp3IRSW1UMZ6pVJj7Z1b7Del9xtJjD3X4l1V5kCxC6c4azI4RkaSmv99piYsg6iaER6KDmH8Lz3L2K9KcXpOS3kqHa8WVhb/ICbh+aebM4PWpjibZ9rPgR/m4uxwNmzUoiZ1CYG4wxf50dRxyMTokvl778M7IxHMaXtsrjNbfokp4drPCUasYh86BmIF9dsyXj2ze4u1OHL6XSjphwr+eeaW7CjMl9zUtSRJW0GHwfNj791ftFpNRs70w2hLh9aB2UhkkG1xa08CZvEOltU6NSlhgYofpNiknFZf9eS709Yxmb/MFp7I2nOMvehfdqYmfEcQwdLSFkja3YCWnQdjvYqyEN9TScc4oad9QjG4gkT5aeWn+BiatbkwuRt6qOF8AmVF15IcVYQ8colA5Gynzh6lMonpMpVWzQRtnA30+oehSLaUiP4vWUjvswL0QJ3vigpHnl3Llfgi2WHgNVK1lwAQjI+mkaVT73yQrFRYoDbco5ybExKwI3y/ETcpJzbkCXmBzeamr5OaEGDxaLpnn9Bfsgl/yU3O4Sw9PfIbY+sbW1Fg327jPACoDbaNFT8QYWQqtepr1O5zvSnQrSDBG0chi+tiBpDNEkCobpTD4praKxLnPxRETl9Vmc49YOV1j8fHgcy+zdDttVS+B4xBM39jldINheFEO6CmvFExNCPNpKDA5qIfLX+3QuibVzNnflqbh6yx4zJVNDbth1YId6FA1TDXPbeXCapzVD/FvixY5cIPkHsZQzjVu9xjTyzd5WxfBLRBk9rOExufvp64NstgeAm8rr1MaY4pUBF2O4ZA7y6AMir1haA/OkKg0ujgs4DL/9hln5XaIW+nplxwjhgfg6sjC5UImB/EcHZGzp37xQjIfy6lCkjscr3k88eOaQJBeKCyMZUmuknOvEO97oddIOEhBGVmNP/mFaq6IZMqEa5X0feDYeF0wKS6IXdpIDsfdfz0/34MZp/y9b+ukgpqiALW2uV6Y55YH+4XQPqlUtSH+Cq91WkQgqpr2e2ltZ9UzAF5GR2A8IwWRB9leTgKSZRQh5KTL2mZYAxTWpXgRDDhwwggf/Vo40wdQ7ozObGiiLXBhPmYSrOZ8ALOIQ86Kn8KQUg82qrnE7It/c+2KzABi3DdaBVb/g1qZrWJuHFefxO8kpvn808AVLOP7e7/MMwX1EUXy9FyZinwWl5J/3sCAoUcBxRzO5gFLGKoMavNzMqZRxCv0ESZMNrQR626G0ifm+lKmj8Rd48RF2aKlir3UBcANApD3nd8t76eVsfiDNoThjjGz6zEALmfTo0DavmHvjJC2w6ei9c31ibTvlwZveZIbob8uG7hemT/AtnbBbMbl8x5jg/rWeVOoM2kO9Hp0UB3RN2cyP+Hn4cVrnJzHpTtPZKbAnohQmyP1MABoQNRnKYM5qvVZ6X1n+qqDDNYyw+PEFTXjspINTFvoO1MiRRRs43+hBO1gGTgP0R10eXaMtBOkG065TzZZNXm7s+E06vaNoQ+UmZKVKmRjlSJmxNQUNplA1tSvXlCCLtNAxeswGL/egytU9lc6HCOf5croYHrbB11ym6LTn+2bnFtpnhD4SdsPj3jQF/0Na3vO6Dof9YTkpkmDWneGjeIER932YfzpO/mFXycsiNE2Wystx3D6+jLN9+vvPC2VKLP35AnnxI/75fONG83fwTVRi/2SAzNXW8jQXoO0AYQXfgi56NL0KPGnbr2/KAggPAtB+qZD+lxIVN5dchg3JLD4CvD+JMNt/b3kpoN9PD4cK5mbRjId76MliuKb6OkuzbLyoB/ZrAl8vcpAqDWbWfr1OnecRYnu4WkDAJxc/KR68LUG1Q03QA+v7AKvie2cxJWfr3BdbDBeFjrsjazRkW5e/V9CX/KcpsK7c7pA6g70NkMf2ZB0bf0nnyNoOItQ43NIrTAzMrdMPsBDA4t2umKYv7X+TpwiQg+SXSB1w1F1wW4WQK2DL8euAHMPfPuK4+seRQCnb7zPgTV2Q1f+YX5A92JJUj/XJhSI/PbFoLAv4eVUnX2ZuRb4yERy9O3XNtDCU8jXhfMWBXPaMDXCPPehHYUo8MyKrtwlwAQKeAwcwGPt6+gZx3fkD8pFZdMtS8tdHK4I59RVeXi5vsR7+priO5L2gpeLzac4KnL+HP7+flyXoqXuOXvMeAHnuNcQRPdsBvYnMqY7+ie+b4ZA4JO2a84vMH8LhUDeNAbR+nIH8V9Kt2mQEPQO4a8DGYqqKcfMqfSO2EOrsAAKhp2mYATe0eEXpz1qMQtlLmrHAuPc3ks+E+rS2COhBeWhRNsOnelcd+IUyfYCMdC48ZDWVviaP9/SWrd+hckEZPwOVcFnzVRFqzr/dAJQEnQvgIQbm2QeL+4TXqCD0TKd+gz2X0Z/0778hzwmgpMCFey5ZcyNvOK9Tj2ey7gaXocLu07jMoGykvBrawheREOiOe0xYZd/PKToSU64yh8c/I0mCuut+o1f5TSvm+rwTX0wWLO31DjgLCiD8BdFMGP2xvESEg8vk7e/Le3S7zcoTv4zbrIUHs04spKtVsEjvy/RP+Qo5FnIirn5jKUWQ/NoMYnj+/hwt0+JkwzjvqhDeuyH9B77s0pq4wG1hkmmyzbYt/WDfV5Tuh0XuliB/okgVPazDxQmSS7w8TA74UgTXQxU3H5t6MOrmLhdH7yxHVniKJHX1DSuv4KYlRZUy65/vYXs1tKIPLUM6OxZQELB3Ihg+yRYO0GVWas+11ij+UYxXlyglACdBaDEcqaaAErb3/d8CZ6NV0/ijo+Ca05hagfzE3zbp61lFZ92+8dxIK60e5r2HjbO9vev5m0EiXP9FScG4l3cDu1iRxx/JvQHkOJUJ1f7fb8gAEiB5JkU6alzTFg4d1KSFsLbN8eShV46aqUYsw+Zgrqg4AqsYApku8kMjdMhh7E4XL1aRa3Std6NIgkY2a9rRW7rFeaMOPRKt7oWhTjeGJyk8fW69xWVwhpNTomzhUka6uMF1EoXmLIEDUG/3KBiJfih3+adFm5AEbKdNTzBGihDvzYY3aSHPDKGb2X2LQhKTjlE6yGT9Xv3kW+d+ZAXlDJjRf0zTXOj2+NnY7vf55ybKu91z+kcz+Szylq8kz6kfKgNDg/2I5UFPiaX1pLRJss5nbxkWzZwvjNk+Vh8mIkYtaQmc+dTnut4i2HKAiytG04UdfVqGzhZyBtJ7CY9bNLfSjWPun6TK1eZ63zJrsB5NshR/pU8yfC7VRSFQu70ef9jhkhbCBuNw2sFXQhQOyjahqYiTnTLrRmErf8w0R9THw+YviTGKunAe5+pML5gPMNNXtQvwXNaOpaanxhFpfcDwBGn8FStsTjvcyD8sP2kaVC6UbLHY9Ubgxv/r3W6TIIch6xgLbqG2fACEiIuRc+IL8pepYWSfVjp/FVgnE2rq94D9k3uBnmWpU6zrz2zMv11PxipnI0c+P3dIGnr4neXnIh96mN+wApp/CKATR5WfKNRDXv6NnLTBWn3vC+LYQ8vmGrmY56HZvAHpo5CIVCYpVHDZmhmkCXi1IXF19qq7l5Ooh9AlKdtWMTBjkW/68MVxX2j96ssKi63qAzBg4QOp5cA8qMbgud9lx3X7+hO7JnZ6VtXDffL+Erp2dY3XXklTV2qBuNOaHYisSGEiA9D4IJgYW0D9uAx/pCYI4goVVPRB4C5oO2LRiEexEd36H9/DQ0ZEm3uORMJEcCBKv8WOAU/L+GV0F5vNqbabqIqVewlQeygRti2TqtVLtbp+DWoOZaTpMkxOXwgaoDJy8WejdvH3f0GxpeWikWBgLArAT/hHuWid3sSNGv/OMZvY3+47h2lhGEJ3+MLnjKVKoM/X/PsLv3ZrMv7XwALyuPDWKISZyvSPbgsn5TNVl95LtdUOkb9uYfttd68ke+J0OKisI1rT3j8wh0N8ZOnuD5xO96il24kokvWr80HaZACGiyX1qquq+oe1QYe38WkzmC2xaSjahqUXDXecm8eNlCs/fzXOVdcjms0MQbbTBIIY+jFhVRhIfR7RpDroLPLnTXw6S9w8AQVdasuO3dii12czBL7DWhWgODTJwvuc81pB8OS2/7RPXPoz7owLwXNkiJZq1m17dO4AzdCN0m8+7FubquHcx/2CyVpKiWA24uwER06ZMWOpEC/QQ7h+CHziSvje3++hehe0YvnQNgaTyQRJx9kIs9NVYdmmiSaeeODHSNAeJxjtfIFVPOiNky16aw0YTFaSPg0znj9J3fNuJl9ljABuvOFb4BlJsagHzL/wYLP+wIuvMha62DN6J5W9gyHot291ESsk0pNHegtepHVkOThG99Q7swVtRwOt2zSbInyEumRuddc/NJD/Q1qL2IQvIv8U1NBsDSezzn8GCfoqFLAszTZM/1qosh4+LxTqkfHH5j/tV8aHCeVlWo3yHnzo8zSeCxeN/sop9941ZHCW9x2az3VmAp6xz3I5Ogu8UF7jfYnBRPImMrVXswz5Y84Jyxv3f1yTUDitUGYjfFXMbxHMVEsXGF7pfldvsGMn5RxrgQLz+XJt5/GXj3KstoPSXJpxipYealjz8u91RUT/qfd8M0K0MxfxqMwrueqKtgLoz9U1ajvKTBfrarMYraGD2HkRslkA83xyuScqA6K0F4udfxHace4z2CfVxQJKZqZrlzmpYXl/iwKHgyKT2nv99COX+UL/V/e6IHwzfoSB9otGJriZvbFQaWX6V4vshXodn1YV5n7eqz7dlBe4G6DZ2VgxTS1EKotTwj1IVj0U98HCFvzsh1Zh751HES5+7leG2+0MWokNmBNgmWCn5PAj6d9QpsZj9upD2U6ziSQIfW+x9lLfFdNw0bax9pvZ4CJiz+Bvqg9Uv6obTgOFbT3X1KF3gs3thN/WR9+2KyGW6onvGtJc8R9/thzM39vNRhekIkhwjNddGBBdlSdHz9jmNrxmxgdgwxzS2tGXkTD8h5bcPrS4E8i6yA8RcdlPxo4fOC0EPIfGv8IcWtcxt827MxlJEGIlZ4rKfwjkcl9yaaw+SeWx8rFdtyMbWHgB15s/siVmCCwyYEul5mECk2d+ef60opiVL9MqHYSuDbGz2Tc0+QIN6rVqIFefXQaeydTuCI3EJlry7qrg4vqcBE+0e/5wOYebuUxSM+uaU3nVK12rnsEYgiy4G6hirB649jtHlKAhqvrEmQQvWDg8F9uwLQVDkokP+rcftqR9RKQs+b7PW0JsKqfKcV2co7EJg7uor4X1ypP9ie8LdjJ7b2mNRhoY0Npv/O+ezn+Q8a/bz9yypFspv5cxUkvWAEY2QeL+xcnmEONfSlft5jpbiCFrcBWtq/KqZfEz+NA9iFx4tkFNA8YrX10SrZj7oCWjYFHvnuglxGz1SKWxCxTrC5Keh0HguNkLeTPYyE/fKZyHH49gxRfAyJbDQMvrNGMbLDUWGUrglC/nNo74eyAvnNSTGhQY/77AbhwrthqsmvTY+HAwl4oFsXyh+KN+RZvldYNFqz5J+gqZ9XLMPTis3+xx3lDxU518S/cldrTrddaHCOvmBMranR7iYwD2piaaYs5C5HnUPh6HnXx5nxE+wazz7ysUrwPxTFOv055jEHdl5bFc6OqhLkv+wZs+WKoamEGXLc+zRp0Nanlnae0fR7p04U5dDda2AYyemSGDlQoPXrWZFOtDjCvK2Wk8+PPJOgvbPt38bfkhnkyaOXjHGRawjP0+18hHZY2LNsv3nPRnTge/9Zozv5x0fKQVyeZTjAzL/DBbGTYxwlHzBQfVl3Dv8ZksNsZkKGypP1tERGADjhur4byy4vJaw2qy5AuTwmkSg3iNm3hdwIphqTRWI381t2qMlTBuM2m3x8YCywX9uA6rYjg96cKHaQ6ivcpMEn5YQsN6zV8UAyx4LStIibaiGYw6yzorDCbPYmGZSBM3+m5qxNzzTCI9eGmvbHSRbcKKXUeRIeHvv5J2uRFW0EZWFMUtP2Yypg/Qo589gM7LLKnRFzM068FJHIPIsJN/tproJex0NgBgBLGyJt/s8ZSW1PqamVYq6xedKfGTcUd7aj+GX2k5zUlD9x+nuHdcVRhrUJXNJ6bFADc1weKrtAKamU7NU7JBx9tzTqza8UrMbY5wuSWVL5X0y5eXmG0r9X8aRKZ4yKcrMBHvWCELeHFdiqlD17umhkj0Q9vxKn+IJzeS9MoDeOX6ceBw7NvGCJ1UQH91SzcFnOvRnE/epB36pkRKf+GMqfu6t2W4NOzv7eVVQnjGYXcaI4A3koXFGCOWQDNTYX58hNo4QPbHPMCTQ/aTcisgWAyuz47HUE/WqpLrzGrXrACzv6XkanzswjRlxODDs5q+P61dslfqoZIevmw3rAk7Xf49oE/YwePvYcc6HTZCUrj1l2jgw2W+gjf5/oIihUAJUFiuORHXNIU14xPYTAVmSwJLt4yEfCmZvHijwW6n/F44kEdoFag8Fwk+Twrru9vpF8Ap7eHFno784JJ8sCA7rMQIuRJEHPDC6v6l28FCeIiru65+OJ7Fw8LZn+z3N8z/yWEPK7hQmvZP/tDIlba8aO6ykTuLCmvXuU2AEQYqniomy2+30Pg2ZHxBbvwBc1Uy/OK7eKM//LY7gKQ+ZKI2hZKX5dYEJSyaBLWTLqEvFpMyNjNK2ihx4Pmp2i7zfBgw5mcEV5veg2tBW6/j53RcBHDwCm9fp7cO2ivzd/HyP/bqDL60UvSrozdT7WsVPz5fJbdA4wtZ0iYDxIh2DQHgr9ezsWiZEuZcu95i1I10wRCaHlJs8jpd5Yzt2M8i2DgWfHgFn5J8OplqwElNRCtkuebdyLO5z3cZv5+/UrwlnWlE0pEaubsyrlb9sUAmFxHeFnTq7e6g46ZMu6rv422kTzFq90x9+Qn9Yl8lVS240vvVgpXLNawYqmr26WZxJtz/3X2huVmDP0dBGYEPvrQ8c5XewAm4SYc/64y4impRRaG1YWJmszc2Rl/KGaqSyUJBs+16wqhR8rniAaa+uxp3JVF23COFpwnfXKrMKNttaGMa+JbXStNN38tkc1s4wNaXmmgTr7KvPzu1HnsYyU6V/JLR7HF6/+BYBjNjPL3c+JN9qHAWTz/OiMGZ8Ky0mxhLZCw95OZAvRXyTcgwTtFPzXaGdkWoGZVMCDNxBfLNvX0KVCuzUI60I/UvKuwVIubL2JWa15sPhKTjO0sTa7PM0JgIXbdGyCDiiD3xH1qR+iql0iDp4hiBX5MIIh9ksC99QX4Zn2njEw+0eaNP3PSSPRXiHLzOHyZQkI3LCxKat3/koW0rMmNUhjKApYAPe2T+azl6e14JiobdLRtQqAmjf/1t2qyDnp+hCCTwcXytx/9xp26WuhMtzEG8rk5ivwIbKeaIxZk+Fy3sJC+XnqKBsXPZbD4Ops9nvEO/NOLzyJabChCLxQE6VoYAt/u9ZYv0SoaOESt71QBXTGCTKtzqKCPNXRfVPkU6I+pve76SIMly9fSCMt+yX8KZuVCHm1XKJPcVEbgJ7u4/lh4k0q04PLp8vfO/cU/G2rVtVUrpl2xGZnZpq4r1/ScS1TXAuuF1Prbl/K3fpep2+vjLxtNEaJr3R2Y3flbs/P+g/nI2K1vMHQt3TFH/9bSIkp6PtBmoEuuSNNskeDgI2cOSQ7BjGqWmUHyCCor8+K9Jedp6FFrXpW6PdyYOdRlhZ+k92hikByAxMwtBh7hBLMuAvcBSc4w08P8OLqi3OZzWvip35DUokaj2ecuVXd8X8btr4eApVqGGPNToRdS2oqFxhgcSf0rRXEO+dZtVsHViv7t34tHcz1zU4pRd61R2iyInAS97AQIeRxcVSz/9U75JdaBoYZrZkyNWG+NPDJzzv9tkg19/jXNwXzpy0nldqQNqJHOUZAORdTz2Z4Z9s2Nvm9DQJwBhJU1yE0R6ikf+pPfpd6PYDwQrC1z3E8R8nTYPdy5TuuwLjSViqy/HIFntGfSJRMC8YVpmvdxkm2SYu+LB7M4RUJrxsEmxQi0z8PiRcZvxesxCdrQPwSJ4sOzV3sb7fBT4qgwt/nME+x8OT6a6LhITmmSloz1+fps1eBGrGKKqXAeXUOG3ZdbIeLAAcTmgh0hRc3LS72ZOBZ9IUf14ww/IVB0Zk6VEUO1qXnoklVWwCwW5IItA0YCeLnvBX7f+MVdBK3Z24+gJt8icqTukKLKDZB4+Ln2+kkOUH1Sre6YA9hW0RYFOQxMQ0xRpKrikHX8HAI/92jLJSk6SUv4I2D4UeFF5Tu3fP8mGKfGIyq/iPRVmiuj6p4Vujvr/1uW7cHo356G5JvKZldkf8KpBk1FYEU1A2DSR4cAnXJA9j0Gm3oZz1tfvjvPLUhWQH6RmlG1zKeC1/NO1EgGAiIyf2rqAh3kDM02swoL/XOcBpYQEL/yw3ACLLPMSTfArL5x9Kf8of5vM3M7xAmaGG9z1+RVSeTmbhY+GXcVWeR4RI8LVpZ9hVgeapW/vT8ZwQwr4dsevIerYK6zEwM0HrVPvPx1vNHpLnqlPee/lOvu8q7RjK0sH4uDMmRoQFg5GhMt6PplMg8nw+uSPjEeKHWr0QFjW1QFeir+dU7pMB93xiMfY659nk9D6U4Hg8Gr4aBV8XKe9uXBMZfbXBpXHv/4P3wsZrAgahB73Uqbv36+M9V9FYWKnuf1Lgu1mWG/oPQMp4jz82rsgzdfqSW40w4WuArZe5FzmUEb0BklmGiF/Nfv4dI318hSyAPGglMgSURuGjLX2AyFhljWkS8oyS3O9Bv1X0zTb55VJ76fp+EdIwYcrKV+a6RfaZuOQ8sk/BiYDKsMYZvC1DYmNmKDhDHP98vgT3xQ54oueO+LdSgxzt8EhOfIl7RnvCCwN3CT5XOfSwKRo8wwEfrtXTgRuHpCc8vkgh1HlnhTC7Cfe0aRM6F1nfLpHmzABCwMV1w+lR39jFUb7IIXaemxqQ9KvjawaCOv7QBxVtrE5j3G/Mrve0urnfirOy6r+VCM+ImTivuB7JIVMO8L4FXxPWC8pdPUOJRNf43zGL7Fw5V4exFku42IxUISwRLK5zmMn8s106n9TqOBwry14qfw67+SUoK1kfMybUX2Xg/XR0FTV5+OknxRhm3ef6GSFG8NHFvQ/S8qRFM6wAZzL1C+2dSZCvX5NZ6cI5wdsC8sEnU+vVqBzLGUbMKJzxRw1f9S8lkCIHfAGo4jiT9IZ2ooHoj1lmk6RJtNGxu/z59C4zIUK8hUSBx7B7tTsDWcEb3RgSmpwT7XnkDXUALCtfbz+aiV2mmONnDtUf/8tKPzBvn/7a+FJp3UOAZ7P2OhoSySj1l/SWDLGOQLhwVyKUMNucqE6LsyAffxQ7Ve20sRvUfWYaLgTwBXICX4EbtuXmpg3UGpwK76u19qh5FCOahMi2wq6mQbaAsXtpPwrICaIjgftCB9703DmuVnXjf+n2JFDTMBLdqSpuTaQDAoW4LejJClnQpmLPy04JSbZWdYK61lz1lm/U73wL7TPkDTrg3fcATen+RoHoniUv4gPpr162uirfmifxrusDz+Nv4KBJtiPT0pG+8XlpXJ8oDol2MO0U2OkPskw/Jb5J2vZ2sEbWWMVMdcb1Ikj2YXKHchnnuwjStxjQHVA2tuzUGtxXahkfTbrgbdQL/LhVPViwdVPrdq1v+yZ2GiYFwHf2PJmLxH0hiw+XWCQaFAQllPeDVOg6KaDhs663OUq7Uwi5vEDsYspqsU03/ZLuawVCJ/oYQ+KOKXg4uAKNBwA89J/jNIJqeMZuwd0IIVwfXyaCpSSsji3FOhneKDv9DK/lSEiGq43gZEuBi/5dZ5yvyinnnPsryFszz2fpS2mSqZHUKgqAVs2e+VNdj6xGzC8Lt8Fk/iavx3f1mtyjMrQCsjrKaIjkXhitwXEsxf9LS1OPiJX0T7/9sDkjaMa6Zz+TLwqP0ehd7qMXDxL/YoXoSaoQv4Juk6qXfk+T/8P/iKOdAI44Df1orwqV9MBSZwmcL9sAjTMH8KI3sKYpUS1Bie19Van55Y2fAXVfFasLcZdieEG3LklySDxEWInoZXVnC3MX0/jNyL7UbYz/K3G+nrtv1+xIHzGb+bvZxFeZtqVMCCzXIgrcuNKBC3j9DECTjs+SXyom3+7qBYGFzrZEwvzYwrPHrQMUSsGC7/m8LaBlMuXs6WdmVZCLq0wPMEuUty5TzvPq0uR9WfnumKGCAKZJeQ4LYoFhyMX+SsEz2Uq3lNAvezuC0KJfs+++N+gvcGNx4MriGhOTOh9rP/5CfkgGt/nTXK4tSWezulNvmMi5Ef9kurEp839pEOnSC3V7cOTHrdnVAYm8C9SB7uYxX/c1XgAM6jYj4j9OFWCfziLo4gC89C+wy+f+c3TTqIndJ7poyze78M5rsWzvNafO0DfhGpA2P5qLWnc6LRyl8WVihB1QAaOHIUN8itVXV5/Leske7xOF2NMn3pGZqMg16hF4YXS42pTqXMW9pqrOdCFfgOvGxIJLHCbMd/9RvLvGwsjaXFrjHCdWMPHQCmUDjh/fZQ3aoSKdELxqTMTCehlUpLuP4xCdB7y0EmnsBleK/mB9jgazg3LAnDQPseHeWUTbPEz0L/1v4WXRmdq7zheBG/vummb+3rrD/mytHGDpG4llPUhYTC4xXT4Xmv4QOF0TqkL0RVez6V0vcQKUkdVnpLvGg/5vbjqH05dNisLAw+Ss96Ze1T7Ruc2TpjjfJLkOHYtMo3fr2rXy3LPEzLZPi9RVCgPCSeyGWVP6hJ4mGCGn1nTmW0fb1l0++xwcZBsJTdfc4f/onoK/9rwYfX3sk/H0mcTRi1XaqrVxpmNGq4ovyn2blCKdNHtVb6a0P26XGkwBBSdtDf0ZeU1SdOkfKzb/6UEsoXk3sRLxBlFZvXNFZnOnuAE7zhQYUnkXqtFUYDGWHpfhHxzavIkPR97Y0gDL5cVTFEO/Un1AGdK+4tN/uT4hQ9U5mz6s9GtDd7+XAQck/lnpxTCrYIqt8qnKHBlaEGhgJONl/bt+g3FYL2vx4+U1VemBKFmA56G8jzsSFkneUu0trfBv2NN4O0ir43xSLfI6mzDJ+iRB1lsX6MNQDNY71rYUtA07xZFRCAY1acDSoDadLkGggwYm0k9K2M9EpCDPI5kP1b3HmYwH7w1x/+Nbxr4unDCTf75zqHHTSqVF97fHL9lVcpIohBZy+KLcyNuZpSJX2bpHBVfmZ/+wy21MDP+OPBljS3AvwJWg/Jjg9u9yqpLZjZhUrb4sBVFRyNCTjRo2I2WA+6xdi/FAaucQsEwkQ6d0cwLcIwm9BG1E8N5xb01Wmhn599WR44OWInKPpvjbgTZGmiLUOlVJteBdmH+b3LI4R/0b3F5gVBLpT29Zn7FmOmA1GMnPicAjz90/2r1S72K2mbE2Ra8I0FQvV0H4MAMQWv/dnXWoJPbwa8nBs/T09oGrQQ1QtJKaz6UmiRctinAOsYahlrhp6G8nOBx0SnSvP5GxTW2uLApGU+oBVN1+BIFQYkR6pMAiFWru9+/IIdqIJ5Ys06/zvrID23+h8rZTZD+dcvOsWEcTokCJuUf4MtywFvvNTe9R1jfNnTv+haIiv8+ljxiHSOeJ8IizsYNBrv91cYc9B5d7oD6vWpA0+fhcA5D6EBaOchy2iXGsqNooJczWteJnx9P8k/cmag6sNukib2Lik5H2MwKinZTvN5nCCa0Y9U3psGUguwAOdJINXUaBIebJiuNVtsptgHZWl2Zwv5cDyf9WjG4+UzMq6TN+hjFZpJ+zQd3YXiqtOFLpaH/kck+vCLHiM2L6duJMusbK3SoGLxxBCSquwdsstu/p4HdE0x7v6p5GQaxI1rRNyvSP0ZgWmVGdiwYFCWbZydGcQYa0aSyXCsXgVyVSLgLlPCv/cEincRbzMwB9X0i4geew219Cp9Kyov6J5w/yV48Ie2f9mKQUmUjogktOQhf53RZ61KCGMkF2Ha5j5iMOD9emun5zjBzoxfdcTFdAEwzyDSi0T1UFDnhDfNT2A1DQw9wdfiPTCI0YMv2d3FXvcyooflv5MlbjA5JFjQSkCbTIPGZ8W7ZSR1ZLPZ0eVvNi+NErwLlcwQJ92BnnQkGFqLO4gJY50EM18h7Ld/hkkf4fBdDsNZq3VhIUO7UkDbzicb1dvFgRk6nYseVHKEPIE1vEzZoouqK46a/6wUIuxpdbMkfwTJdSyb4aac+JZaXfAeH5L0j0r0gDtBu6fwGtrYNOUDF5O0yofXx0G7MEijgI6lCDG/3SdGdWjJh1h6buG/wfEfjqL1RiFH0+0l8JUJC25CuZtXZaFDGZAzaSFhQCTmD38pXTkT1gXFYghy/FhsIHNEdI56TpezEKmDuUEJnj0FLrNQzIjIMzOWlOzsSfl5kmfDisRz1PD6kzgAQXSGxSG9e7SGIh9H9DZizQk8nFBs91SBhS5y9EXRxbW3r8xqLTKCpjlvJ8z48cJO4xeLRCzRlFf1Papkl3KpKTpMe+lGfGJwmpBqLfchoCAuPd0vKfLMzMXMgZ/lRRcpY7R0aa0X71EFrsINo02Iv2AlNqpf/NofB3LijW23AWRKNRg9K3IE9zlU95eLxGPyk97te9n3AY07k8wY07OiQW9BbzfAzP/5DYEIvlgOci6sLizQ1EFlwNKBs7u50Ak1Zu05MZE2ZXMu5/wapqs6NdSbcky/U1O9pEduWGj7XsIJ28L3rzYoTyAOUAea6uizWebq+uCrWt68kSpYg8LQ44tC6xU3s9t2FFvGDagfYoe9C4F5n8IXxDfGqTfkY9h9qvKocp7CR4Ry6zXexPVQtzHuxyQ/BvTOqJ5wKp+BCUxxH8mV+wAtSyb906n8faaP5qzJC85qbXfYFXJ+G90lAHZ1AvkxWB07iwMFnWGh/LpxvLH0l7ZpA9deW9Z3kYdP9wGdS/1hm1ijZ777CpfO2Fj+yTy5dE3uNj8FTxCwLhag37zixPlrn/Ms8extm0H1/cJYoHw+RrWitavJyArVY1nrTDjMjxk344M9xbqHCwy0zhmZwwq9k7UoyuWPbk33nZunBgvSsrdpfiCZKH2gznjP3LfZPhxQQxqBdy9No6xKGqQiiOLR2weFFNUzRIZHMgTY5hULRGEuZ6hhawNqzT78G7IVhCCCDDTIiOxzXeI1DWEqtB0hFD8SW/1NCgC0L+d90P0CotxMbDdnSbCZONBOVWPxaYn96PZUyRONQGy+RTv0jqtb9I+hrtlnMUPCnlAn0M+nswnixUte4HjOZ3eG+7Vj9EqoCabEl/BN4E99yvc9gU8ria05H/39spvRHR1xUxSFrkldeBzMD1UupgrnEfCDCoVYgdZxzo5hyHx5dTlUK3Nu6mWwn+SU2k++9cwmLn6HGQTzteG+/n2uX51AVNDoL7vwdd1zXpDozNxu1FO/Vrps5oW0faqpqFvRO2XIlo7tj2yAPgOeakeoTFPvnBVelmeNkJOSpcTPC6lbqVH0xoatKPB920H189P10Auts+FPd82oKvL9OaFX1wQKxImmeoW1Xo8zk18q55grIhipGEv8O2gTqNoKhflTS0QVxXRyglnd/puNR9pghzfI9Gh0eYHtb0N9FnIa9uyxPlgI8VqjXS1BR9wzFKh3h6Y91jw+X+03IdS714iQ5Eg11pYutXn7V6IkSnf9z7p/trgp6QCoRrB7Suamo+TJiT4JA5a4ns4xf9XX8qpbXk8EuRa2lTDYOzYn3Mj5tvoXu75StVCgCEpoQj2o9A6rn951urLXzhzfbvaZn7K9mswPhFlY8nlQK1Ub1fcV1s+Ynn3UDNafVSlifQI3cr5eDju0+1+PA71MTra0GVlq4VSfg2aPJk4NnMw+bKv6WGktjzZiKneHkYuGO6TwuLaJtLQhvplDTu8XzHIm1G3boAXrIhQUazuV2eVUv++L007UvnIYQATCzb/2Q32g1BOlRyz+msFTvjK7VoFCoYh84IQZNrF3q2CdT3ukpHODR96vqbVNaw6xGxRRwHjCimZF9t5MkJD5F/I40ZFUZ/pm9KoG4ro0k/E3c5lLsLME++IDM0gzP7UR2MFhIen3Tby3v0TdtqNO/adRjc+joQSdGtyOpfJDST1F9uUyZw9/ASBuX2Q8euL4/ZYjy8ABPodBEnwdXLJIlG7CDx+OR/GYLqzWp+u5Mouh/l1Xu8LR6aHLyyLll/WlP3EZDwSqeKqWZc3zix73D3HtdJJqnh+xwQFsgvT90aAWOf1VwP+GysyPpc4zvVKvFTVR+jN/I1i7Kyj84ZQORmbHEGLhChvf7zD9NCib1Tp+OAltXwysKcN6hhcZWoW5v9iGRPcgSL8wr24IiuEbQb3HN3ek2aUp1fprWx5/KokosVUrKAnoSpHLQdzHAAdEWl6qQys9oyV0ksxFsK7tJkXeaWrK8gLJdL3stjrUWucs9hvnNlL26h8hKwhBjhKRcdDSgUpnF+clYUgQoisiumKiu9RuGDwcFITdYIw2nqOvZ+UYUcGtWb7eX8lHMY1lrXiBtD6cx1y9XmcS/K1cZ1BK23541Ll32MQZBfBwiW3Bzp6dQiIZWN4trFG6bb5P2CAucPnLXhq7pU/zUsvIxGgPlOyau+Zc6NHDS70OOFE/e5Vj5H5/zkA2cDOtUQWsSEsr3KV3p59FvKLXqYF0qCouJ+MtOGum9Selebv8vNxLjOZPjhxhV3sQZTj3dWBAum+TsexKJ5bWJzVL87b+0tH34yCpNx4lGns+2GxmC/tmz43Xw6ZorI+BClRlwSK3SV9h+HTTiI6fVODVFZUffb6ok40UnEi2w7xb/+ADM4Gqwz4hi2z3vMjs/DAfBUIiAc32ifw9B87/HD7pr08T7y5IZGsf2nxB9Omo34dPrAllJeNEfDlWMcGun+STyJ3W/EbJuLyf277sVbicU+vS8WAhXVse8ks3GicfVYsOcYw4lKxEL35zqG9x+u9pZMfvoV67rGv3GzSfivmYVii6RMxuSRlgeobGnHX1ZYFYbF3p9yA4ssrzbn+zB/z59nngr6X0Q3/3pGJ2lb8/mMZVNZp6xbaoc+h0xuf9+ZF9lWZ4QYinGgsJryY07nLud0S7rFfVItc8QyoxZm1NRdKpmdV8yHDLkjLyXwk92kGnx0JbGSoxP+XppJpw9AFeL0O+iaJQD7Da9QIcIujnYLwLe2jcfYYBkj4lYS7aiTBp52SppbgJLWYfiCfAMj6yGH1OM00OT4bCDuJJVeuJtTIue7mp4SroYwk79xWc4heDlfSM7vB1alzETf7iHAG5dSSJ9TCwU01QnlyL0zZF5WsKTxE0mWmPKJvuijSbdq59yDINdNZSo3qB8GhFtt7pIeJfX64bzxLuDFVuN9Zcv/Z81cqM8E8kcDde7uV9AxIMpRyDZPJldcmL5cLOzU26pghUChBOd+Q0IXggR1jj9E8bv+Vn/Y53OC5KhOYKp4q1+GSYBfnVnmwKlj95qINkAlxe9hU5XVQEk+sSGtNoAxoer8G8Jtp5odil0/lB/aqR6IKegmD28aM1ay8T6CpY+hrHP4KXGmOGkF8LcZP+E9XQb7wqReIfrW8tSMb/tJyqqrbCBt2N3/sZyaMGQSOIjV/X4HQLckXgG/OtgH+y55Qtxntx5xhHtmIn/WwnztiWhLPsLkEzApFDnHOnlCK8geyXbLnpcfIVB4H/BaRziPefhJ7fvxm1r+HtPbb2YBC2hWzW5rmX8SCn8qcZnz9M8DVpVUwMB+eike/xov/YXqz/7fIfP+IbLCqUouH7Ue/37bDzT1WyzcM88pbW5upDrT3e4x4/SOxVTXb36ezt7LWOc8YdkHSzJ/Ft6/ojS9rtbzyCF3OHOkeZVV747tirqbAHccXNx8usLUduXQ5gLvlTbk5YZ1igI1zqnWCPyf9XACU26I0K72995GWmhsEtBX34EADuGKA//Mu8r/s6kLrvbBiulrqpg9ayEP0XLqb7ZHHn/ckif1cj/KtAWK+9L+phkj704adfJKcj/rcai5Z+EE4TEj/O36/F2RY/g78C8ivXjNEf41kn4alA8SAUPcewQBcuoccp6s6GCBpshKMSnmQKX7e/ymhSQUhp4ATNbrKwSAyU1cvjMs94VxTO3zkDBNwFy2qqjavFxV2rcGSYjTD6Pp7dIvTCInKmF7O2fFopLQH9rYGNPoKArz+WV/lqgyZi6JCsPp8J/uQIdms/Fzd7cA8heedzaxMYzCeT40eKLouyRbthXW688cdyV5FZ/BWh/jIOVrnihv5LjL7hEvv40BzIol1/ek7ApOWryFCg8CZg5uTvTDFDETb1bo8MaC0YBC4CqI1raD3ihSlm+/b49vegVWuQwP91OTcAGZP7VfswQBw5gNwvjzfzFg6XY3t3ptbJF1DM/AAfnPx9iWqUb43J5z/NV2qep3n0GXpfNkgJ0feEAZ5SmfRwoBtaFx7Q1UfoY7V0iV91vVQvRPG/4U2jywwsw5kruQJGdsxp6TN2+t1yINhJZPIGSRV0FTb6cIlTu6NiLzrDh4ZlCJz114LQsbL9MEbU5dwRS8eranDc8f7l7BeBu4kkvMz7gTmGJfEuhmHwm7HjZoJckDQway6JHJUlBrdHvdK563SGF0pcXkYGynwcoCrQr259yG61WIEG0O1JUJNdu5WXD61NOmFzF9wbddsdFijDGgSCMRR7kULafDLoLkzwjWKpv5wQD9wxgRoxeD8F3eH5xsmP9gn5uZJZUUOdx81fVzZMgWsgyvPDvKRajhTSCXDgexcDhx5j76dLpb7GQtc8yL8uMZtRqpiE8S0q1l8lq+F2ToJLutoPCnJ3DfOz+O7H5xgSJA3BMlIThX+cEu/qGlhZZVb3TrkviovQg/eC14F8jwzT+NLmMJqiFH0ZYMEOa1fQrDArwPjF/sgyK8OlOkEOuOn1R26jh/05Mww/n3S8CoE6d/a2NDYEXRPhGc0KbYdcYt3XP1LjUcscah+iLx2U6Rq+G582D4Yf0OV+76i36DNBSfOH7ONVEki269KmbYkshBLSDUdR6yHQ08RvLKIHELyLrqZ9OdrXuxeTH83xYLVtDUNT1aMMBHF15G9bWqt0d/q3gYX1DY64djTdYLmy9U6pv9B15Z8/0WfHnZHUyNZW+akdwwc14SsJR4lfFqT5IBkIXAkGfRAASCo/DJpJwgUE57Xb60P/Zd/ALRX6i/qqQoNMzw6Zr0/PjaHM9BCjUYTX0whrRNhJlvKmysraq9veUeW3OGugvwHBslQwQlduSG5eSW372W08fLbcVREhq64XGFRKskSDvifIzq6d9vqEkXi0/RNWqEzvSHBt2I+Z0G9siGpQXWXAjTr300xuOYz+xCyJk5zhv0oGaB9nRldENp4HEyVZ2p7xnFkjHPPfezwmvJA8g5mMcqEQ92jgHZEd4kFQNNfyscrMEoFt7eVzMRtodc1x9AU50O7yFwlr/W/6PuT24vtgHAMpnLf6xfCEauSNKGrdU5o/F2bCdWRyEvYx9INL0YaILoayP1KT2nqpjORq2IYNK7RrRJZjHEYE12t4/tTQBOOh9O/HdpNySPd/JYD/6uYCGpiwfSTVHbdW0Nh2HE9KB0Vyc2jVepFIIX/pl47+ib/2hVbPWvTtQMYHhMrQfG+kPhbLi80+cctIFP2+Cdra4F+fSuAJ2o6leneKokIjVDxOVRZmcowpVp/8RBGLrrmYLwHCBwrlfDEGtzY45POnjuN3uqNaiRMPTKvmd9xfX5Q4VZTLLm8ZYZOhSwX6E8IzpB97rwEsDa4CXEKWm2xNgPt4eyBdp6M1rzIxqodh2Mf4tBZRtUiwbv84+MR1JE3kL0MlCtsYgUUICWeZ6o4Q0QkY9ENilIeat/wVt+baB93NiD9ElGJfKDPfKOXEBkdp99rGO4J92D7yBCYe2xgn/ZHy/aSZSsVF+Hs9WsmF8Yy6MWJxy3g0952Ya8gzqteDp3wE6fpNpcYPVTacftkMyAs8ZnsbRHt+PmOES7n4xDuPrEdk+chfCl/zgzdYM8eCAekNwZaxItrZfj+P7gulwrWaQtNUjXnNiPlMQfH7lWPHloTewOk2an9bLD+42sbIfmDL5bSOxddfMTrrfB+78lB4PC6SIR5wYsqBf1KYMhzyKd+/Hl1H7EypEHTLOJfw/1INeHf+6RS9fA1Inwvr4cMeMqmgh6R8qkqFuq5vnfgvvwPCNPE9yYFgVuEI48UM1EH+JaNE7kwF9v+vjYKVCIJTg23MvtTJMF/NjVmf/ooi5QFso6uck4ZeJiYuhFe7m34IcBHb3vxZ0uGx2Yn+mWv6UOUpqi38hTmAragEDHE50KOeH+8ubWlzX8tzy9klb601atJSpuoKFngSGjDit3wKlg+M8GMx/8fTdSxJiizBX4JCH9Faa25orTVf/6Bn7ZntZXZ6qmgy0sM9JLcYwpglXrdQcHSdvU0wFr/KX8nQjMw1t1yyWEsuzSZTyewfGEtJo/rt8xN5JDE8QMrVv318HHW/RElf5t+4PuuOuluFteHwh8e/F4USAcJzCcWFU/79JWLobx/nq/8VLlyPHoI+X7//WHym+FMt5puCg2p/jf/BtgkqOTNO3e3IcPxT7Glqfnwn6fAIxhd/iB0ptRQTJBmYSwP9VxgJlhgz+dxmaTm5TZf7gp+pkAnbjLDQbY8a++TaQlZu8ESQisvkLOn0dvPCjou5Kg/1YMXNusoCc0WQrvl1R6C5xJXRnYxIDW4ZtEOpV4XBX4dJYyLu927i/dgTJ9TAgBmcFtQ2RonVhz5FbvoGLlP4PO4F/RdUoWorA6xfzuvC0eZ+06EIxfxEmeM9ZPOVnKMfJc5qCrUbg02qcZb7uVppJf7dhyA1S8V6bdYvwyBtESupgBmHpctdLfiXtrAOSKLvCE8NmB8VKnhelxruC8I18If+GPJBCZjguwg46k0PF94rKGDzPzCpwS/8JDWrW2AFYR4YgWIDDpUgYR1M7amKPuS9neAJxzs/42xD5ItvUhlIdlxlK9dXdboPQBOIx4pz0DKiegMjyOTFP6PpjTuQfD99mF202xf81/uL1oXtzJOXBZlqZFUxGUscF81nH0w3LMzh11HLmXcOhyGbzZNHVAly6YeYMsEnkH5l42++Rx8lX2nMwGzEOuVDvRQFLlMhnxCMKWymyF5H3nxjLBF11uz6rjX1y8JkdMzzuLgcUV2dzfwbnj46WsN226ipSSRWXacy7wCY43uV2sS58RcEeEz48tDZrh2IzDbCZG92i+c8kU/kKU6TpA0GMyFCScHSjrSt9L1uYbQ4aTX3WDBVr0b86q/wgRan9qfCTNZiv8a5pVk7qqDvPCoo53adBnK7qG8ZELigv9+Z5HmPYbCayDjAk0LwKZjTB2ngqlJ2osSmBFFzY+z2ae6QcbsxXrALj4IG5l6CGtL+CNYYNXDYNAaHs289vWIGsd8q/kxQ+Ev+5S0pNvE3EVMJOyFBo6hwo+WFISesu36aUencVBVE79KB9UZqgmyAeI/eY8ik6oCSzMf/CM2/T6K3lCnfa0SJ1jfahVtiHOsr+P7GVuPK59c1TW/0p0cN4TvMlgrro87IZ8XokaZhvDheYG+ZI5prcanZwrE2Y1N4ggDIyCaK4rnyzVJbSun+Cs6m0a9p+8vYRZ6VEsPjSjvOs+CVEIT/AvK1JqzyIs+DWq90x7zhuX3fFmu+deBQrEq0ns7IBLdRjgQR3AYEtFIFKiDCQq84W2rU6pCshL92jNTS0aP4rtunIKLtcG4iiJofUfDRKGfxEX2LYhL+npd5+X43l7zQaGHMSy3QQoUO5J74Ax9wMD36m4uNHN1k+agcooREplY3k9JGJzZuF6lQnFZPtk9PDGQ+BH9UeN8hZ/qlvcNBBSu5aMhrce8khj4Uvy8UujZ28P+7dFnC6QzH7nieoN8+1GQ8LalIFZhL48dKYcDl4QAORxQJArZ+S7PMMgrOhN9IAVojyNXXByyc8VTE3TSn8Ok64bY3TXpE3bys8bKoDNIP7hlVVXWAhn5mJoRtipxBI1/v3+BlL+0dn8wWP+GISmHsg/FmY7IC9fkU3oLPmWtV6m48xp/xbK9nuJfloUWB+oHUo5EUm1E/ZO+bj/UptViCcqx9fUEtb6SIdwQLqnTL8sMha3ywzjcDaEEGbE6F6YfKdL7D6uwUxsO8jhvLduRz8kcCFWZh6eRNaAjs6eHTzqQUf0q/vlTR5cSpzP+WXSxQxFRCJH+RaHOOaAE4Kz6kW6QQYsKTcxMH8MCxr3GLbGgaE1drCNhpUf5SEmqsgfh7atbphO0r8cE+u3F05KVmv61XMP1ZU0jLIQENKyWkuPP3K1dz8VBuUpIKRekdNvkzU2UyaYH0SdODU6PDCF5xsx7dYAIa8/G4ohH9Rvv2hGRYj87966h0jZd3oEWkI7TZR7DDS3X2jzS/39r6WLMi6NGWUnYAgmniXm5/w4IpGa9b3/6RIyN/LDSi3PVLVIV0vya1F20qcIcB9Dcg4MsbpNF+RagHKjb+Co0vdcNwDqk4+OYvBsqA2+UrTJSuvp6qrhfZo7mTN1+zNPeXWuHw91dL1AyUCyRtrgmhiXtI7XDhTOmFgRDQt+9EIrQ+sCEV1AXNjiDMdb4TbzWC/8onJENRTT7UyerEAT0H5r9pfDsIjQ8a/1LCsiSNPIeH6HBfftGjJtFXdvcWAGuSDf0bes/Rf1IiqW1nS35ZI+cKRf611Wg+W/vCqse0uU13asQoJAfj5Z/0qzPiaDUt2sz13lnao74BlXU4tl1pIHQPIGzr5jQsUljAH/DXEI7SUyITVeZ2N7+Ur2aj79h4tjw0C5Y7q5fISQDPvRxbvJ0bhSLVNVtOQeVZUIVt/foZOUZ+fbk6WrIu+3Jjf05dHm2TiuOB4jOKsQOpoxO4+2orB81HN9il17E1Y9W3x+jY7C7CUIUZkJc3L+GvxP22VdLW058aSlJ2VP/2wD3KDeVFme7HXYn4r5F1rpByr4+HmAdM+tGdXqs6mc90DMB8vi30/jlP9bXbD+/E0zd+ke8NJv63nZQsMMLsGrrFpWmdWPhaDGTGWEU1qKMHs0G7xgy9x68+hAvnKQYmsXB7fp3BrP4g9smW6f2GV77Lzotovii53laE+eIDaSq9Lr75be1f2UY9bzTcIW7MaFqciMLpRvCEEhXaAhLdVX+Tfots2BBtFDTqd/rfqaj9Xw+ZrgtK7fETPw0KAuotJhcZNDSlZvywlJ+z7/PDDsL6rahVtm3zZjUiffgeUH99klAk/DSueveUHVABR0PdTbqz8wBA4CHd/InQDYbLqHMuqc6/3Nhsa22kqVHBPNbsm/zMjht5/syQJ8LiI9czotnwZv+6YYmMftWNkbbiJNl0a7DAT+4zej0afWW7w8Aw7DCfDT4DfOH+zVxhKE6WlNc/cv00ilmmFJaJnJ8XMT3KJP782/sH/Aun8h7+HuAQ73vrq7iw4PwE540IGEWB4Jr2MszCd8TfPpn09bfiDcK72vbw9US7mWBC80OExPpi0WyLVnE+NhDGhO9VAjHmb9f3OiSsFH63mUVT35MilymqghY2y2uljNoLq0vvUscEURy3kBLDlRtD8UpNc4dMvVrDb3skAGbrnyS2eeIcHM5V29qpiwsruU1/5fZx2nbARh1Gwsi6mrYpPbovpnZ8/mI7lG5A5mv+dtvvae8e3h9LlBrrsuR1octba6Xtqr53t3HboD0EOYrg/PviANkWKx4T/JIeHtJOWrpziuQi1860RzXP46X7Pi5GvH0l9PbMQyErGiboM2hLIAXk0z1eN8EU6X+wufg5emD4Af9gd7QfBl9ke9rRKf5SSt8gPCWYbW3ipfrYfoHqB9prxmr1KnTD+eKEaW6QoSZh+h1g3gIWs9bUwvjVdeev8KSh6Ze1i1eDyms3ZhUNAlWKbNWVry2Asv3eA6JPFO/F3NzpYChbUSLSPNxOm7/ekHaZDp9jSu/8ioDirPcHMbU0KmRJMzVokQhwLXnqLB9JinMZHkIQrXtwnmQVv+Elysvj2O3azf6Kbqy6T7xy55RRh11JJYvVxFCjn7OMj72JtVsJzb9cZOHX1Qy8cv4oT96vAesGGbVSDqkBJGzbvhEF9ojnUNnK8DjF/EKZJb2cOJuTDB+Zpf9Dgr+tB7BnnI/0udpkfIhcj9xm9e5aYKuPhnaFPkaTHSTzpYlsTYN/zfa9KexJ18lf5OYZDMiVVaSTgpoxWYBCXG1M5Jti7tqj4rCPhs+I85rvVDgSuyQZIt+HRfWyE04dT3KFg9zRfs2DKAOO3Sr2ekmIQGBcd0rsjz/NtUuIYz0uOJUTUiTdJ56nbPZVaha6XLsTmq45eELyF13lBVwJQAKKKFK2SvkIKheKc5GlSi2KTU89EJBV2P1P/IUpO2P4o2uVQBvTXOv6dLfeV/WQFZCAHzlXYLmwzAid8ZxdbnNIcuUhLzLkItfroD/2uCXOPIvaDfgd+INFUQFYdckOszfUekg/iyhsYHYbj0Kv1nRLv7ctq5hN06peln591VVfpLOS1F7lcGPB/LIfijHXN/8vAvGFVSYHh6qzY82Zin6AT8uV1R4p+146AufaUPYvWPLWmbwubzfPCCgGzjoaWC0cHUtN2RxgNiIyAxAy+vw+1UIF4G+u782hHx5LPoAX/ORafD0oDxoBQEWycBCLpTF6PpwHXH0ixu7TYwIj2vD4hc90Eg8Q+l6MbDc5wfvG4e27DUrTPg/MVHFnrHySK75Qs1G/EsbwSOcaxNVqNKOb16trc9KPlNhyERmAFX5seXafxMX8+Ebdw7hZhaInjj7bogmmsMridrNO4uACPNqQLz6b75j7bXPhHNhyQ+OuamQ3jSqwN/41xI08Y/v3APDcKt2oyiucwoHBSI/RKDnzOwIF5eDOsdHNU/B8YBzsiduk3/ZS9uj4i5D5d5E7LbfU6hHTiPkLC0vE0g1pPbZeVGQDW4sp6ZL7xJkROwPTbHdGPwSlUtEKuj/D75A+6gdngYCP6k1f5IbSZkKKhaavwGrLSTPMLrdBuI4vqxZHADxmiCzwdokQzglA9XguGIyMuBtIrA9o79tv47Bz8/35MPn3wwC6oJEaZl5oDRcwUo60nF/nYETTP2EZN6c8iYtkkLAZXwed3JsOPLL1p0viUNncI7gju3jE9stuhrgmbuZtSV43V34iaP3fXG+tJm0Xqth5CZrtZWjyvC3e6ux5EdyUh+/AmknsV3JvTkZQQvhyy62mizP1edS4Cr47NRjCKDD5ssHb+/wf6Yw9TG9i4cjiJCv50bx3K1AqQSF2FNYFZvwC9/NfuvY+qq5BumQBRQeONoqfTa6T9gLd6agA5GJAiNZCa7pXWWPV8k+eA/cX7BNllBNWfMTxOfA8Ow5r4hVt9O+eae5z7edlsajM8qFaAeWoAnCvPy9hzPvydPClIQOH8AZpzhswUbhsiIC6b8lI91QsPfWveCXC0r+62Z9rFpP5Y9DSz418inG5QQgYsacp+CtWJV8mqURq/D0geL+y9pOJkOdjO1gawqmmiR2kqWBdplP53roIjHtR4sTJoj+VbHH8Ovx+AICl5GPegRHgrntizqgrseohCMkc8PxXLY6gHgYh9X7WHn+bhmTuLP0FwyZ4a76TPAZsd12obg+5xzJkPxMG+ygstdPcb56Jo2MiL0pSAjKeJKmTWuWjHRQNVkRNbKCcvLXL2QjNrzNuhkR2kyQtGYUMJYYBY/wutqr4w2w066KRVYDtCjSgzed5mwHVIUNS1vqqesk0K2i3PbV/HVB2VDstvFXzP5vlXBLPJfET5+SpiNu5uESuGlVDAUZnddH7gvsDnL7oCa1ziHIoUom2sZuUy2CdASRyXJZD1xiz72OhxLEnM3xa+PfhGyLDhFS5Fkzl4d+Sp2286BpQqC4VNrLxlAlFo1P9/bs8io4soOuEXGEMC2zX0QkQdyS9POOvMSXLok2GhfCpvqc2Wa76LuWeMO+7732L89AoLGMaQ4KSKq37394NRyvyyoi/j2+5OX11ULC+smmQidek2fBYBetBiY+1wQ/aw5h60V17gq+fs+4Tw4thKAGaAH0mVzLZXxVpQrqRMGhCjHGpwQwbudBMtDCFEzLkK1k5IJ4oCOm7TIFZ0QAN3LLIj93MyzI6Ib19QjkZicMHCaa+2HpQ+QhDjUscng8lMKfyaw0KE0+Rb1li/enNXwu6KSsbAQFyrosCwg5Cpu6hk+1pdIeaT/MyJSLPNICi+S+Q8e115qjArW2NyQT7hu2hD5E9UAIIIKg+jFD5wLYvpErSvBs0WlAN1mQYX6kpViSrE4YFGE5Jx+1rpk0zvEMrGhoHz7QEojvSl3egCm/v8WFYPMTaoWC5XKSuxBuf+O2ZY3RWVaqrXu8gssgYGbWzYBcR8ecwXucsgAFXmSI9v3Y6XWf6tdbwKfEU3XN9haEa1hH4XxtZXOTgXwtBi7D7rykP/LywmoNL9i4MGe3bERfAyZIf5HOIGeH+CkECYYO2XlnPz5DHdppLyUb3o5sKWhW6JlaXt3N6HxoNdHcllVkffn7ABd2IhYI1MJehpmIE663jtM6fzI5YdnBFnkr6bpKXUgJVXfiKIFTPK8/N7+tkOX5KAuakDo8Hy6F4/uVdcBrS+xBy+CJqaPpvFIIVQkohvqxLhAuB5Oa1X5JnC7fXBHIs4CyCIHdeiaXtVdLEwdL3ZlFKFlgo0bLH1gMz5gCDBGROnlylyMzXJ48iq9ylughyNow5NYOZvJ1rtf+rPZmsHYxFhAUY1pHcKizN8sXtFfZrCI5q4bEVjaKGGkjA6wleoMzaai2PSNhnPFlDm24g1nXhmk3SwFbmYIt8eXcvGzj+6yXpDZFig/VlLXLzhUVBOzrUkp3Mjlzo+8h/QQZK6oUZi4IpU+lwCZ4fmpdBObVKwszbd6AvlFtys0Z1N3018rQ+lE9bbueOcBfxsU8bLWBCp2bPtdlZnJNZkjJSPuhLvQqJpctwLysLK5OP3tvNsgzuOlKL55UlY4IzIRyQ8mZ36crFiy/Gl/bLBAM3zH/XxNj13Kto62NlSEBDALBroq0/8nwdI1S5iL1GemBbDnl8uqackT7Dwb8uOev1tMiuDndXiUqN6U9wpSuCByXddrGXTOh+qtM334XimBWuIXPxmy8SrPbjHrDUVl316bz0IvhC/xYjg9DyDwMD6C/8DIc+YsEeXbTf1HIq1YcPf7mez7rcNT8+XYMj6RKhKvroIUGjGDcbilBUIXyxlRYqyxlcssA5S/P5PgF/Xo87NGv4bVMYm4AyQ0FBcCI8+OnDCt1LGNCwRY8RH4Q1iVPRBPDie0noMUQfphaOSCJvIqLgbiKXkM7CmOsnfD65Il+VjwPYlthks+dkM4VJv+JrOSGek4LgCnkj4MfxpQ+pEzw/F8lP/0wM418eZ4YFmij+ZcwBREHR8Ti6jn8YjYkMawmxzHpyWb7SKRRQhuInDildTWiqUfokXIoRFVyClf6JsGTD4SuR4dN2+zkBJIA+lJZZynNdvoVMh4Fl32YGjoQCYGVcNjvdDMU3wJ1njYec0LZdzmKDT6txMBSa+6b3CG+BywTaL30r9kSFM/0L7I1OUb5Mf638xteTXNzYcfobZsIGtu9hfXQ7EiuR66hJsSnk8pdG4O7vbNK/9qQkODCBv4T1l04rAOqR+s3GPoAKMjuVeQYNfGp6MUNrULgOaWzb4ShRHCVcYvUIvq+rAoFWmknACgg84f7SjvAl+Jy+WAuksI5ujuErsZ2PliG5h0zkpz0UMBMos+lFxtzgUN8c4ef5BGI4m7+t8E+LvVLLKPGTBjzTQEWc9jf8YUwxKPmPrZsZFoMZYDC4SWVcEOHPzynPStZfFEW0oHhE/LjrSEjTn0+8uiC1BzJ/CmKkBjcsHdv2BF5o9gy2VyhaxDnKLvUS/8oxMdsZxZjmv4XAJV5tB+hCp79Ye+MuI7QFwl8W0ELp8Pnqz5oTg/JRKur3a/0pAJRB6X6AQgtw42STfTXh8QTKUwy4X6DWxxawZSLNxdiTYqqxnlNYdm5uHFN2HM2fop9mu3Oue20oVle/ye4buzzwOZ2zJTooVpRSr1kAPtLEpfzs1KY3s5/yIO1gaqrXAW6SCtQ1n928NHUPAK7RrEQ76sLJ/Tb4yGsfqo5pkCqChFpPk3VxiiUWxoJxg3/e00UP8epYskDJ4fVnELph3Hl+wxBxSLtxnOvTl3g4sPk76znqvWHTTLJSy7LJatZmHW8yNHZiFztDI0MwLVkgSl+jHDNadXJfm9EeCDp7XmEMfexIq7SYSpyFzJa/XkqQsAYcbkdXUwcsFnpd5MXTE/CPnnV1Ij6q2cXcJTsMpRiC3WNdj54A1bU55tUheAfas5esfJz9SvOwxobPB2UERpCST+/uAj09xHplEyubQXLbhN4tOZ1iMnXY30I7gxTnru+yZCKJl/kMwat9ADErCcOHBAdTst3g9/2XKrx2O7LUrxrDXkbN5tZdFItVemcNLvKk3+uiVoZpalzDwoA4OxgakbYC4oQ1O1n8Osw9cTroVNClW6CTd63T3xhhPdR9YdIUwA3XNjCPS9mCaUvzKF9CABt+GYxwaAyMcvh4zZicdqdWMr0KMyavGAhZtzgT4K8Temy/HpyrhxLQdRkjONCozxX63Lg8GMBps42/dAuV2saVDGJtVEONp7Sb47IAZX8ZrVfKCMwvEtCxA365yFWd8iopnS/6y1/YaTrB0AOlfC+ar0mcs1IdUEWCKYlvCyj006cpflYOCC+zvg9QoOX1K8kwiNAyCAvZd6ermzvhi26e5MSlwqMmzfdxxP59+/OFnxEUb7/OMb2dHhJQhFwdiqnOdKctr8BSuKzbS5wQy8cv3FR+Oau/6rxi+sq6Pg/p9q404jEEc4K4GmHX/PXNiN7U7+HHWqgk8UY8FFYpL/vMnk+4EtP6GqgzFcKy3bGeXu1cN0g9yHdBYhHqcNk2YvmlZR2AMMJyWDU0xz4e3Yu3kokysv5iNEnYvuw4Q+yuLExL75tYI+OfmldmEBGravAIHfoypUCbMojv9sGSDeBnqSZbbiSM26Pzi9xPQ9PxfbRMr9KkQVAgY604+82y5JQ5NZh4cA0rG5OQ7W3aBBkxGeFdUqGgOEuDeeqsICmaQFEY8xVvZbeXKrd3RdFeJVlOJNHBUZF7zcyWI91549RiuFPUROtQ9rdZgCEPGM18Moj2l7zwO09tbcKhP1KThA/uM4HU6O0bbw9T7aisknbLwqECHTqFeSiWAPpKdFS7gi9yx5UmNM5N9dXyvGQkQKRFfa9w4oMJSphSoVxZ/+r8wSL6BQbpOnTPKtUnS6BVDpAF2mslARyP/oGBTJ18ADNlKuwil5W//jeP2wtTEpNeVmjsOrZZebYXg1ZSO8GfIaRz4M1m/bDCltmVX3rwURR5+W98GPfTsRVcH2WCfeLwdYlTCmyHhgc+AIz7bTPCfwO2KPV3t9+r1zA1c8mpytO1L9PddtVFOAa5d1xd5WiUgSwx3qcXW4vkxEX3FAr00zSEIfzMIXbVbINY7NsrhvN4wjK/Mli/AdxkMYl5eYTkZbLI5qCZ7ZWfBWgrSLVHJhNuhLJohUQuqF30J/WzoMCR28kF5UmDVMnr2yKqaC/eV1RfZ1c9ZaskmzPMAQ4RaP6NguccYKOAa+yXl7ycL8VsO8mX1GaHItYEZfLjFXAhozx1jpmBCkmH3tcJz0pj4qZqbown0DX+XxVDFiQO8h7hSrqbKfYvKqfZAAAVNzW1/zxjBHIfqNv/3jL2ZCNXuNPLCMhvEiiXZqdppA8tqWAbIMeF2/nha7aZoOujanKyQdmZPiGch1MY1lQURTRaRz6nkq3qE8RrYZbE5QQ4smbk96DO0YAK9FozJOePFG1ZUKssiDDzm3pAnWZekBzZ4UWCNQcgwMy/p3I18WIjVd+VYAm/cpqY9BDHOahJeAbX592MyA0bK3Yy6FuCSzLIQkZE36+hH70o9j2+JmlgsNsKk+91N3+3Doy0LdnfAVFP+tcW8zpYDde/KxMZ/IgEpoDQbnkFUVBx39EfEyzZwQoVT5LMoqZlnCTwyIP1zFp3wWKTtBWLDK+UqXBhMEOhR9qwQEZet6bJbKEGnA3BXxlVv4NJL4KFIOxWi8Lz+ZNZWrPBCFsbCdkOaKh6okgvLZAQx/z9bTw9vn/IXCtBFtm3XYDbnx+C+RznPYW4uY1qRMXFxtsKmGEorjZjadtgAZZAEcJqCKvCk18jFYci9KKvpsjq8KxPbWa270UMFq1+iJdyYLPzO9sg1l5sFR9fKFNNqMNdgaQjPjJQw6Iyr7IBVh910L5+xo0McuVA8SNdS5JDCGzRue6zYEgCKWbFdIs40YPyhAe/P9j/3reNu/grkWG1QzAAF4vPSImkJ8A4d8d1FjIOX4TolAP9ZeSJNgdu+9TwQqggf+is9n53l+3jF0JZxhz1EpWmeYPrqCPxGOlsvS0RF+uLbVSIL9vZLf8YiF8iJEfyoplyeATymmDHgz6fIz3anx4r77uE3bCJ1PsYJ0Xn1WV0mU4rY3/KuziShMim/nQDO722/lLeSKz4oXSnHAHVx+dvGnkiuDEX5EZF3KyJIfmhSkqKZxiMZr0q9Oj/zV4Qub5833lLA/jxV7i6q18tG3fy5V9YNScVSijx7cthDCwDtu0XBPzki3EgrSiza7PSIsq1FjfJOTSGvBHvnfNVE4awHn2v2OcuY2BjuNIGZg1vSA6u4wbSAtqPh+QkW+CTUq83b/jhRYiyST4lPk30H/0HRgsm0rJaOcJBSaH9W1f6aQYO/0XqEpJF/CIvdGHUK26C4oU+tj7IhQBf5014X9xOGFkkQzW+smipelW+L226aPNmsvnMSEjDMTHY3+BUp0Vy/XK8GUrm8X6OGSDzv42Pn+YRojLt7tkMxU7Pw8pSKsE0zCtlUwNc4t3KHw+cfqfi/jSBoUpcvK4mprFVBajn9Wt3H1l7uoFLFSRMTL0uoUIc7IMSSuh4/DNP6sjnM1cBXM7EAH3irAhrjXvFymc2H02Kb3wspgNdEpb+b/oqWsVBpaZsi6S+N9M7bnu2OnZXEDQP/qiK1oCpfpO1sNwYM0CNRwzV0cCoozUezqeX6rMQLTodQJJC12mwI6oGrjTwi8+Efd9pUI4QFhHVOp3X9jejUbNaMix937d0d1orreG4am8iiPMw8pbBiOdFl515nyY35VGrai3br5eYe3BB0W97po8zgEFgKiuIVv3qo870AwCTWEkG/sUc+tdmffUxeiI59PFOKPcnEUYWuAujHfc3937ns9V1Rx/iH9XbiMv+KYE/puk/GU4S34VWE/vht7D29N4UGjFSZmFCRVYziOHE8gOxCgke2YD864L1E5izaKXH8G/aBdlMfr1vyVNZobakNl9pCenzEytOxF9k7Bi+jEQ9hOxz5Ixrq/SPyDjS/WvMmVTARvkd/CoRNdc1/zrR4OwH5F9ByXcpIECFf+DgGwFECxiDAPARZxdwIytRa6wskBMthYNLC6GIUUBxmzVaqq6XdvFN9/wV8GwvoHX9F9TJz1Jj6Q+HKx1svj2qkRz3pg10tDo4uDBQ22zzw2Uu9zgrY6hc5Cq2MYoy2gt3+NfAVCajRvpNs93fpf9sfRToLKAuqOpyy7sM6/VBAmJeKtZkHhufboHGS+NWts9tG7r5cxXMRB697Lh1w/enwS8jdimUgmkrSy2T5xF5aqR7cLujIWS3bv2w7pPlr5Y/hLam2a/wsyEAWy/Wh5WM5Mo8igioGXh/uhRNJVHERzNPnpZDEAkUeenW2d4inhbdp6Ky5wugdZ7rGdxE4loYqRJtO4SfZEe0gamhawHkrrYdngv/JbLjxHSt2IIsblGyaLpoLf65ZD6WQEEosDQCxPyVwJlzO6YE/+BKiIhfzYhL/Lt0RUjlFVPBeN7A/RKBLrVCrvMCQfzjobXK7u/nACor5dLI20qmB+F6BugE/xGHbWT/5Qy4kfJfudcpdI+U7Ny6Nay2ydqGXcd5ibcjV9lWTdmK3QMaVTTJkzJoXpJYK/lUfB0qEifP0Zn9oUN68OfkXkhbwoPMcsFOVgtt3d8vAgmUaRTExa2/YhM1zMRJ5obhXA8s8sD8K7UYaPp5PeC/1/j1F0KH6akxBEKxgjj2A1XWVhRWpJ3nu63JlzrXWrQM3UD4ZNHUwvvHyjCt5SjQ9bi5+Gt5ldw7rde8MNnboslUhNECMCBlsg2SQgIAYKzuQxLebWLpLqHKklRLTnhW0O96JxcuccNx57rvcH+NxjIBciVWXX+5YworXdBXMim/ZLO4v2lIInMu+hV4ymmz2ShR5gLg/f3LAEiNmQnT+NobH25Rb5OglAmHiTipaMe1qD4UqsmSi2IXX9/lWUfLhp6iXzxER0r3V5KjBQmCOlmBbrMXcBILqKnnheuLs7ZFAKqGMRf2BROvwY2Ais2NWcmEchgwBM3xRBguNRzH+aqWH2PCnctv5xNuM5ll42OJXUhsw7hEf+ta4AFTBhAjQmpqKvkI+IBaW5u/eUuLI06v9LLalZfdw9RGGZeqgFj3SPd6GB3F39xWLXF67FaCcNSqcvxzTWoYtiDYuYtP7J7xg/HMZzY44osNPdWemL77cHj8FsRkJn8T/KjTOPDlpw62xraq6ouUeWEsa7i+jFfmdf4iipkoS5IuX7r+bcdWfNE2WjNVf0vPMYE9ITV9ahT9dbWg2+AQOFN82RAMhgm5MrysVHgVMaqkL3O/gzAIAtKPuLEDG+U3FYzqIscVhHJ7Zc59tg8rmJ2fRXF5Jt/sNLv3CK4eVRf+71+FhO1wLHNujEYCUUNzMzFuSxxmY2u3SmvT9SmN240hK4Riugu6bTo+aKQmwJ3rcr36xoBadf7XH3qI1G/xeb9EFZxd6mj6pY9LU6GtIEl1Q3gR/MDef19qhdEbicMpPGTWCJVTFRKVghKWmqIxuH7T8DhfCHaFdgcPAtxo6oMasAdm/+oR8L/0fmqiZih3Z9hjGZNTv4QUpZB0qttm3dtSuPpvtu8uC5OS+ygDaDE9l21MSyvAl82GnJFywF9UthgbiuUSCUr1r+hSmTDcb3ee1oeKkAlf8/vZztRS7a5YDOMxNQFtRJ8VY7gHQbZMxbnSRtiFuupWK2WLewWZK37mODjaCbSnLfOPs5Y+rhIFn8w6OMyq12Fobrts1rHd1Ey3PCESIbZGG8tDgKYAoj/x3jP0s+GRd1YOoPKKGK7Qr/rXynhmjim6B4TVnKPH0he1bFw3ea58/NCRvGBRxHpX/iXiroqeoVeuvPxmgWPJE7v7AMMNUk96VP+2s3H7AIkHC10rUNqGmO2dDezWLcUK8ijmIrOJk33Qy3uqxNIsQQnSlUHUdf0Ms5syDxcauUO3Uj5K1DHOdPB/3eUoDdgKbdgXwFBGKfWDZpFizioEWM/y4xSyK5dnALa/1kWcYLrVWsWdTVooQTBQvB6dbd8x2Lud40Tp+TZ0K7PqFdESX9Gt40/MKBIK1sWGsZUgtu7e74WZon8FWYOZlwATOc96OP6Wn3YdiahoJbwVKbEyR6wiqtjUYNo+qAsEIND+N81DiWNKlNhcXHmyyE8p5WlqP5aNYVUDyFRwE/RBtIQKEEwFEh1WT2J0GwszRNhwSndVoiJl1IPPeNmhsXM2KOD6a17GhvpPWfX1TfMW5wRLOxbbmJmAdMrSuv0S+CzI7eGBdPXDNqprhv5Uwnwd4WZ3FfC6x8934FQ8E5zH9afFCI/0M3ofeMpY/rUxa8EFSVDqSCJ7M9q8exndC58qBsAIZTMvJvh7My9r4AY2KmBA9RPG4/jJrwEDwerPsqhdlXC8Ftum0Rd2dlwQX1vrQLFw7vzePy4QhKcjGh5EcOrjWzvlD8R5U2TFee5Sm5O03ByzqWXt914XQRuSL2KrR5YoUbXRQSd0fcGtgINs2OptvS+BLWTEMa6poJkwhfJEp3Dt88la03Dte/39jdFsSn9JoUSJdPumWmPwN7aqa4DdmhiOiqxmfhoxuKQUMpfd8rn3txq1QvX0GjFkt2T//clDr+Fuli/G/WJ9QUd0nMEClEjXVep9HYEFx4R4pdV6azVcfdDA/t0oWVZPizMhrLytOR7WX/BNu+dsDMeIm1KSv42Ns3WcqRkST4p/axY5gOh26F7hMc7DeamvoB3YuvTEyY8H++TwuZtcFGaO3MYXLzfB4mORL8vuJdhZe4APXlExZNGhU01w4QeuUZjl1n7ZSmT5JaTz0YOqzHCeBcmyg1sD3C80ZAY/sHOVe8gbw0BV+ivX6p2r1Q4Ao0tT+UY3U0CpzpGj139DZsrtOW+67QB+yNbSm8iHKL4I7peP32yRz2vN4qLAFh1ILW6v+kthE5Lcqmnmy1JqbkJUER1NMQIlIHBiUm1ONhm0/BE4OKGeLPMrftEdlgKwT1WAuJUeSMA6XyyyciS86gf3KT35myXRoXo9eu33V/Jvq2A0in/BTYn3X200jbUlaKGzdvFFGIokrNVoY7KOKFg2Pi5fukn5pZ9Y4OwEy1/+9gnsay5g3dBqXqFqPnjWOXA66FbCHhmlcvuz1fH18wbsH4hfYnlfxU2D0he2FxtRmKTF819uGII3iRt54UdMGXWCuCsiNQqJ8z1vOXVqjLLJthh+9bPlBPhl3svft28rdJIqkCV5PwBMF3hmnuRjJJazDVISSYKO2WlGdMX8/RrpS1TMx139qqw6S4zFoXbKj+DaQ3Csha0uqr9ogxC5tWyVZG/4o5eAPN1KznsVfkE9+RbLwJweAG2Npd6rzrEM7T02HxrkmkGI+krJVYFxb+X9MDwI5Z4HemzDu9adJUIiXY9E1TH4GxLZA0mcE57KI/wzDkjutJn+FF3OvjCa4nJFSkPzV7WaHx0NFXI10m2qc6rIrMw3p5XzABaSOgJIQaLm6AoMkmwU/y5zW2fsavSZhB9pI5UxG7Zsqa6+boShxGd5Iwe91US/QiPYhAp6zsBT4FODdCC8KvcyG+T4bFuIXt7fjJpbtUwCsOSinkllnLiMHv0v1B4uphvfgbQr+AoxqdlIe/yTuHrXY6twwQAY3yGYDv0TTXA4Rh3pWgDihlizGRbQdfiMF6K3a7RT5q41OQBRiRLequsPps4qzTVb4U+RpQ151ZfCeeQ+DNmvHhe1jp0vSTs/8s8KvN/wYyaE807sUP2tQGaih7kU3umMuPchxeRnlaAGogRcr+/H/uYAwEROVkXRUcVwUtn+Emz4ix4tNb+XlhM5U20QtY+MZ+Yrvq8R+tBhdXqXCua47LazjJuq8lTZ5kWGYMBHuL8wr6axxRpxzQ1XWffjizMTD/HmU+HZrozEKXR+siqzN4CmCZXnn81+mj+rrLtLjKVvaq1PsPz9eBrvVTXH8OFYl2uoZlqy56jVRYf7ukifErp4XKW/JpoemuddDI8PFjmF8ZN/IYa5MkxEPtuQIkiIxry1nLOsYTc5F0Jd0J6VD8UVUDAPu7of/t1p3uzH18+65MFj4hel5L6NZNRWQZ1J07EFCt1XJmRwVWAWv2JnRuJT0bt0Wm6xQwO0QcQrMpj9g+/lb9vqj6qJQLPdRJMXd/0R/fgTva/e26Nj4KeAO/phCk41KhWKIddB+Pq6V0rPMvEVDJWPqCzT2qyNvmwzp22amXLJpsUNwsSv+pTZGpd2HGp2PS/eP0qWDh1HPyj6hco8Z8cYUHuhUvvbYA9hpxZl/cy1z5orT/84F28ElCW4yzXbX/H3fxu83v8Edgu4UPoFHseg/F/jrkwnLqMcRVGO3tiJP5izbcnbd5/n12aFa9635aCEk9dbTxVv7rzfYgY1gI2as7Y1Mz5PpKEIEgTN1i8tgxJ8N/Hd5fBrenn/F0ArK54LueysVAf/y1QUeHVTDCXiXmnneVRdyVeBx6Gp+7fOIL++l2DAHx1c7iZ4ltnKq5f392KED4898ShXmZA2t/XxBbPQcfQ16yqQNdSpZEBx39/hwOZ8dxGLDi3ZXqoX8rby86WJNR9396my6RQyHPs8Uf20/MhNlQ5+MbZ2bSnf8YYI++FHMGAcF/1SXyCui7pvcTHaWvql64WIW9+x+ZNPtF6H7cI/8Sa9xCUAIzQ+ylbrPC/z6NGlIcc9h/fsnVXmBhDAT8xt7kAO47jlUFkqlDD67hNmG3AkZ57g7H02v1Qb6eZMqfZhQXLMmV/ti3R50H2gAIRn8ip9zukQyquMu6+qEN3bhKdE05hnFygFXEwnR3H0wdigKw1hR2IPXbkgXuAf+ldAw1OdVI1hFFZ9IpQTIA4/+bBIfk6tWCQND2cvYTT5m0797CThVIn3gNTWmY+dtmgdvjrztGL09dIF5USb2ZN3O8rlqDMyRev9GCraF0L60R5XhYMR4uT9V9T0nmv717KtGVx8xOC47FMebQXjjdJMXWlGhKDmCMrrupdCotTfMPttkDhyqZH+N4GeM5f52UBMxTCcqbHDV37qXkK5dYTLD64MHUmnL6BbmLa1V/Rx/a6PkqBpQwJIEpcpHIWipxHYI2R0PLnZvoxfKdVfRvGzTlwAx46d25x3pSIdu3D7wABCCgLDfgfY4Jvk0Cm3/xhzk4fi9QGm3zs1OQF0QJYKPdv6Sy4m8BSZX/0vZvWQWZx8Ab4wB8hhvHsvrED+buiVDmMCWLOvcpEDz7I99o7zwToP1QWOefIxHV7zrkHHbLU1d20859gSBH2vPTEQ2wAqM0wfllNxWdHWGITFio3OyXyRGE6QPx7ed1Uth2UW40nFu37VNjGIkCqbCUytUfomaKBff15btcPDjSkL/g3rBD5naOjqmjgpD+ZaLZxMkXzL1inqbyX5cu1ig/otohmQ8jKF4j1Bbcggm23wn10YS0T/7UFfuU112ujqgcolIiqXhEliwUtH2krB4pmcSxNDaeS3zHG2QTC/neqrVLnDM3rCZJnFhO+vutiRG/XLw3fnmQbZsPcBub9PfsEs6StoDTl2tBp8NjFXYihP94WC6/JMo4kg9uS4qPKpM8pciYsy/aChIEp7v4U8rQKn7mh8wYngWkbPCMEv+1z7V0ZaS72xPIJARjuU7Jr8b1gnxX6BZopSruy3PB+2cgbGdCtbD/n3YkruZHwoA03Ukfkk0hx4w6KN/W1p9ACSJulUCV2lj9EzdP+YfjL2VLGpFl6zLQRaCf1bsrpLyy48e0hfm1MvplUhg7cNsVyuaCoyGzStZ5lvkch73YF9xFq+W1QbMWDEKTNyfljm+GEX/c2UVNHd556DO5SLqMX3fwC3JdzmNY0340p8N6fditMqUdztLwCAZUKbm/2Wo1JQz91RsFsJ9Iw+3VAHfg+J8hvijrMqa7YXJ/rSzijRmXcu75RktuOmBVipP5sx8MJUBe7opZrInzeDgR34UEwDHn9bjQ3o8JnozJqP9cKHzF+lCLTg4gQOFImBfJDnxw8BELXhRtwXlh0j+WSISw55WhHYrhRHKexKBpOArPfD86PCYBFZqbU+DymG/lY+gcCutyL6X72Xx0jUHARZqVKcKuuUjWtNrah19YAIcdzNHAkfBQjdlLTF6zdZodgERCuWYLo/0+MeM1a7y7OqnxIfhHSXp7jY8xQYlxkyB2pIZrPFzYqz4r92IAVwNKACqdyi/Kc4Zr4caSx3PDhXbtwQZHn9N0+Ae10bUgEkYpWAakaBhd6cKO6vs/hJHKcFr8D+GzaLbuUltRUfa/5sBUZodoYDdL90sD5O4piGAgeAW402KBz4rqzwKtnMiupBZH1gCFa8PFQgfaFglu+CxeXmBIiNxALVqlPWBSGC6Ib3cAGv354htI92k1yxsmJz/sVIp9h5ABvWW85omuOJ2eOxzJTprW0C5bo3H/pLvtYfMyJ0JV6gmx/cfeeCXB0gmMWckYf7KRVpVZLd8knsfXaLh+x8TzaBv/bVaNDkL/1R/4JBOu9CHm/AIh0js5FaVfP6VfSYmhUhRwXoiNN/Ywqyz0xfJuJoFcGWDMhCw2+pwB8OOxHaLKc1aL0zSqYJZqprE3R6eXGK0pP8TepAd+JvpY8m/vZjxOba5mbpb9GUPpRV9Jtp2O4ktfecQABGJIP//KQpYe5Z6GtIwk2sggzINNwBOfhLlvMnyYUOHcYmkahwwbEbyZkScDed25O6tLh4Bp2GJSvaIw9doLu2ux6UvCiaMwcEySMX3IAb3HtefIxLtyFuYNwLdOWV9cd4/OufLKWQmbuONmV0cMfR7IcVPYLKqihyHpS1ciAqqPt+zHglmPqbm/0Hf2nZiXPrLxLjfYUPnsOncebvo+LwrbFEWI9bts6sto4Nlz+qpdS+jHqT8QVc6ISmdtAzSxb36KBEqrjn+aJvMrDI8kslYfncyHc/5l+yGDJLjy9kTih/AW7v/nl0bWUKS+65gR4d8sGGwziel+Z7YPhcpbp3L+GfLTuIB8pyA/YvDC1QZ3dk53vE0eidy4eHeALmZRTxyhABGfwM96pOxoHOT4DW1v23pxWJ7Tbz0r3D4sqXgxYp+G/HTqK2Ftey5v6eI0qLAcQPlTJ+RWaZ7SS/xnsyIkfP8U614fpmFXNCs4fyfcWr2CrdYwBZ+91nRVwJipTV1RoZ7cB/P2zmT+RMkaWfmOLCJ/fwDkLucTzAa6qWvpzQXo4d8PUZeqjpKVWshO6rN+nES7JBOxHeF2b5A9AoGa/4r+s5NboayQ8FREHau1psTkapXlmK4Tk/9z/kSVQlPrn6wDB+gtNWKYhJcUeJCoh01ZkZI58vBCMc071ijf4y8wzA3Mng+QX9H1ffsSUrEiT7NbMHkkQs0VprdmitEs3XD1G3zzvvzLZvV1UmRLibuZubiwL1+6Qn1z1DivNuTDYbBEWmLcX+d0IsxOlqRL6GlxAP33PdRSTtv2JdlHxTqvoQhB+crtCYqJJfjpuyljkv3vu9/HW4FEzZXlAXV3dPPELvdiq5n05VmtBLu3FXBtb4eZTYHcMjkIsWKJATgxb6s6NEqSi/+G72Z8IMhnKfNSncPg6wCinAF76UgVbwzOZRh5+oaP54WGVILC2ugXyOcDTyQ+TVS7+/RLuplLuqXViOf5XPpkpEWpcT054Gcd7QQYCr13YQAUy2xOPFfFPinp3CcyT6GyB6+fOf/luM8uzd8K/f9Q9HF7VJaxq0/GQxPIqvPTJ7Xul5+DIwWktT5gBRvLVvdLukgTvrvV3xvvaMb+vygelr7SpPU14Jq97YrAnqEFc85dfje+uQex7zq5efOyNke+gJFP7J7R91uwuvDD39Nt3BVKnZaGokeJOuOmNRBqTIWcibTDbuMbwlRfbpX3wvtDSXYY7oCgmrwMlm3XHLiATwi5R1KQ7NGYv7Ew2fZkuFP7+Roe+3Z5riAO4M8ydHV2Vw3Y//ZKL3PS4gEZ7gM1Mwc7A2SbQLmywvCCeCN10ihh/8eggq+FYmZJz0mEcEai0TAAJ6byIxJ+V/Xo6ZtxAQnpuIqX61F1MyTF4Eb9ri0uoSKoqUKfARJUhKibIA9cln0GyLpAVIVJUyKyW6ZLgPaHvgG1V8EntCiyE8P99oj/SCbluTY/JgqMJyNac91O9v5KyIMc5LwWqoOrqTO88rZCWOFfRnx+X/hiV4dW3VE83D7Rcjn3QTSxWG7glDL6pzTyIxcDsqPhP//XygBnIq1u+TF9nd0LL+gkbt6E23Q+1WfmnYcoRse1IyoalHd7bvwQCp1mi8iBwA4LXKmI3TJO30+aSUD4/ex7SEzpxkJDi9+fdNvr4T68MbkcK+d/WraL31XJmTWmMMiqJ2Cb5XLCjKTeulwE7B1xsg+UU/GpR/GE5DWMlbOmjrnvi5f6zDWVw+Q7DJGPj0EqJdYXRiZM5Nxln4O8TREeL4/PldjgiquO/l/yuFhITGS9j8q7E6rFwj10ZY2BpZ9ztnyrE1+M0Ic2RMfG4mh4EBvbm0OwTb9e/Yp9G2kc0Qyb4QRTWydZ8bjFPPXMnApKf6eyINrU2Cyjrvk12stwM1Ux84hDj/qzWKMglFqzm6S4u4YVzN3/JFMTG74JNATDmtqurce5ljpmUt6OeF27ZDbP9ZJAKpAFlOj0KbGlR/3lyMohEabId4Avx7PxwcdkoVSeowO4n+iblUhduXW/06LDVk7JPldhO3ilrC4w8ReVBQSWrmxTr4NEH9l8VdGGUZdB06su0xzs1Si5RZCJjt8F/5EMcfuWmQDHIKx647eW6okugv9JKrDX4Sa8l5lqXy75+FBNP0jUmzWNHoO1SyoeECjaIehBUlfZvjV9VhGljMQ9Z8tSJAVzjYB9tZ/c0otvRR3PSqsO2N60gXWdodOhbO9OtXk4qX/MvoLKVfffPq7cp7RcBO/cOQpk7piZiHMHiqBiUtlYErzvHntalHkU8/yjYJaSD2B/u3hUitgk0KVB/7IjJ+mzo3CI5EPLKgxI7gqBgjeL8Ezv+8CVsXnAUsg/JMOhqc3MiP5PADd0WUOT8vxOaKj+qRRO6W5fcurw8Sqk4+pjBIAekxjNwF/iSvFJ+i7g3QWKCNhgQedCBY2gt2MHb0pYqqjaXcrhXXzwdIl126Dl9uIHhtIZeJfP/ELsn0ijb1AUa2xQsqrglqh2eEuKr3veGkYBYpIDTNrDgakQo+nHbxEbZCmvMPtpoMDCrPZShPSQ8C0Xs6TBhgLkxHfkh8w9tqBumGtRDZenzdVQQEDzaV6GI9Me40fIUCi9t5fc5tjRAcY4+mejjOQFbXZSX/U5vFWrI3L6Ce34jkDk8HHjwvO/SvAL9Bbfn3JS5Md7/Vk9vyxdqL7SlEERhm/DHD+YSl0/b+kdAEbU5Ite/sx70xdqN82Q6d6Dfv3/cdXKgm2uyfSJZizIUANkeor/nD3EZQScKr7xNQPDKHZdXhsi4Z55EyvRrnOvzZpRHd8+0YCrWsrAwlTkPfowb0ZNjgSKsh1pTxUiToitb5ipw31sjuNw7CN0mJGRCm2swdiOx2xaOoxfs82G+6ftZ1ahcvYZ4ugaAYpXgDnkAnlIZg6dFB+YU4I8Ef40zgTzDRFbon7l9H3ldFFwf4xbuo+94A/8VG6HvMBDyMF7cnkKwyoMVZAae0FkNUCjdA5c76gFmKJagBo8DVpW2HZznEX6DPSjBm5Pn5hQmS3uii9AnWAv3w5v6JMegw94Y9yhvA7KcQVI/r07FiaYIy203ArOQkxY7pft9XrPyrZ43Too8ehhvfEnqiJERckavwHQEhYQUIT2xs4X3ayaasH3Ci9DcCg/5sesvrB/dswtOWEkSrI1AQnIg8JLKOD976W6iNURcNSX1o97pggySBDCsvx4hV0rDJbDcymqDm+2f1WpJgmXk3gJBCvO7gu94l2HrP/5Tk3pekO4wlBA8kn0vPam/1xF+2LZ81A5ZNWwTmCnJEBTWY1+ad4U4qC3vWngQipsdWQgnmczOQwvbryaps79YRyW0rgaL39aLnG4u0ASB4bT0u6M734kVNEUfjef+h+aKy+pQfa94sT3lkRgSPO0+o5OWXJyl48r805sSVH42h0mIQ2NPFv1RN0i6b1j31QMS4+haODJtprajsF7qMfwdlcHqMMKxm/84dJHJoadvUxZGxHBiOeiXGJJR1qWe1M/W8107pPdQ/ON/xCl9F2hmS+0Zpn4Q4Dcaep1uh8PhNIH0RKyF/VrbWeab6MVc45uoSUz+oU+p/macfQcWA5UnC+OMNn8EUdxh0l+iIVPcwMvwKWATS6294QeElK5GgHHAcgZmiNML1hw40R2ukScJTG5ujJULnRZYeqGtXK4BZwvbYsotxkDlgREAr2eQ4XzPTCKn7PnYlQLpjL6n7LYKanvyd+fbDe67ruhrGWYJ+McsqvkR2PQQcchRHBM7e0d0vD/jk4iNDRVTNbBhHiDaERX6RpkCNSaMabtP9bVtvIFHHcFvzmC51QGd8s/GXH10MRkhaXrSHRNI8FJ3dD4XBLgmekq/VDT1/N7bJI4qE9nTNGed/FyWcfuQbny/G20N3YZQEVuw1MkTQkYG7T/oLgpTjQI13R9pvU/32UUfhnqKzbzM8g0rjBPQpSvf4oDIJB49GMT9QdREYAVzhhmHajwlcep0RSX3fWVve2VuykYxFEXeNbjVEldCq4c1C7ajCWHmKudYuMvhmvr6NXnLZOkMKNwOR3fP/bgerQdbHgTQv6ywCxpQXg9CcDmtdwzXzL+r3nkTHJ13wBnUQzzqE51nsY4HopBxL3FhtmMXraA8xsCphYw0xX8E1rCGzXvI0ulWgXsMmavQtnv4MtXZBT5wly++bcduSzTaPCAE/O+yYXR4aRfCPIwctXU0Rw/5CFxIl/HvfyPck5bzjDTj3nto+DpVBwHd8L9M/7zPoOwP1k2Ak5hL9Yh+G/fOD8zj9nDSTYoJZJ4F1vIHY2ivo+yKYVBcnzWnV6TTlTpO/h1seCIO+nENZYX0PqRX+mXpww6nyQeI4CPp0x0zqBJS9Bu/UX9f10d+ASRqzr2XpOjm3C/l16XU+86dQ/2l0WO5CzBM74r2QrTc++ie7RSyJ0MLI3PA6D0J2XngUMfsHqoUBH1CDPkJyZlHudokMFae2hjJfI32jWFwhUC6atwqh5/eGCdLKLzwfFYrQLWAYJachqnc55qX8z/64YdSpsroulYwb6eKv9vR9sryEfRE2zXlsGWyZ5LOQlVv4qLRmrLe8k7eaB1CBvNE83Qd6JKHc6LLSuLpzl32AWyqGCqp5kiDUQHuKgoStwtzgV17wp1cipGoiRMp4OpNehjMueogXYYekhWrvU3atHlx7OVP+mapgbl50+PUna6jY3n+4ttpIVrNJFRIC2fdtM8G7rlEcUEkFluWGgGamR0PaxFUmbt38C4cL1XGvNwPdPd+BKaAhtK6dEh25a5i6UPooreUy4Dc8hM/cDbT5l56+2Q34LJXCtQeqms6QlyDLTXG2EICuruTVSc8wZPXYn0yykjOcIw+GYRDMeTd5uYbhNV1WDWCqgU4t+NhqiPiWBiCKO9nesZNKQA3WUvUm/OBVo0vWgn+0RkJOWwDPoq0PPmhD484bL0Ailndpu2laL0Jag+Nr7i7NL3zHGFv89yHvMIKlvJp+DgTezoc5PktzEx+EtItVPQlcU3im2X+tQBEhDSJ8lipIAttF0AHcUr5BBZQvaU4yGPZzSgTF+PycOMPfCjBwz1LxTWEE0iPeLX155c9ahKy0sTf+vHfsRtRqsWaEM5cuUnpzZ/ISpxyUn4czjOEyMSclT1FFgRIgbEWtDXWtgY0ojPLqKNOGehtFlz/kz7yk+S73xPLDHiQhDzjKlr4LDPw5cFQiYxILAoakqcnAjgpOVsi9AR9CAHAuTaZTmV62rcmoa6jqPhRoWZD7mm4Nj8BYW1cXi1aqLcXx3OKJR5u2o8q5Fii0Eabw/VRjFHoiCQZUPOD3H5tNJNtczofDJrI/JK1ut4RFG3ozEg3mDpVDRm4CbgnIRKEoKSR9ekmHV9Ms2l3fpd44ur+rdZP2oZCkTWWzM2/Vv056ukUUZ/0y8wNjuZeVF4oW+lgDOGQAT8NMYTt7uyhmo9CFbCNqb4Lqc/Gq8R189UzJ5KXsEcey5HZ6pzVRqmv0pD48MTMh3aApRWSkFCeMMKbzedvvyVxnD09fyt+mKj9QLHXAby00PtP3q2vfa/27eOPfbtQfW7ZPbDhdT/pw2tzr4drTtdJUju2/I9byhbXYVqxhhgQo5h7LQ5KfGJ2Q6RugY5LkCD3tBtvM+oegkad8sM1rcQ7Gi882O9HAmoUp0cgd5/JyyZDkr2rw8X+ZwRn6pN5ftkGjmoHorkO92uq7aKqiXhfGYTSNxhG+daNPMmJ/Fwv0+O1qMoiuVoZaso8jZMGxndw1NX26q78wTvCs8x5/uwzfY402kj9heK5NYlndYEyECZr08VRnCsQHCwoDZ/yUJrAdTBFlDCiclboHXpooyrgysJ+9F5Eu7DCqHTTdCEvpMDNEbRutcwPPOk3o1JIWaA8lptWuOSLOX03uuH2hSFGMbU3lwrGegvUB2chN90I22ZMWzbk5pEUzsem3TH/Lk9kmqgZwxL/FEdbmo7qf+xg/H3O9baYKkPGRb4LO7RWtNc/ozF345Vfr/XDj3hzMubO+80eiYHnPyDpvPAef8VTUu7zKZyxHS4fphlSO0DLB8+Dr/RLaByPpD4A8l/if8KTsz89+wFrbA00DmQe/+s9S7OQjiIPRLM0kXEjkFuH2Ub2+CvsXCSmdDOqejGbyg8Yii3S+SLuSbaiQUgHzjYQySBrO/LTTzJj0sm9Wqw4KQRrntDR/mE/ylfcwX+PCUP8BT72/jwyNGGMCFdLj5XDe4iqhveOpV3NvkHRDqzHPRWkmrDStDkxWyCjS5k6oOS8ZkbfGx7XR/tt5NNb5IV75Ci/xi5Dy60IZryNfHJNSZmygJVw2fbKJ6KVPVKBE6F6whwNFL0yxaNIKGAqiMVrVjIid6TthIocH6Z8ClA5qldusK7g62q1+IV/+hTDmW8bnp4i0zuhYT7Y8mQlLY2WuS7q1aiZK0Y7lHFJYxV+14uO0h+Df2lOc/tRFXawCX7IZ0zWSpfD9PuvT5Q4WX74GexEYO1/nnFeN4x3bYkrx1kzqAviJNWwQnalLk2+zMc3blnTsh9vBe100BdG7D7RusKeEYf3iQH5iJm8hHos4G46OluRbffOLi0SgDZbD2i3mswiN3y2wOs/K52XbaK8/slVb43zjO4XiRVf3XN1lSPvTKD8GmIAccS7xDd/TJLT3/vZIIDSyN83yN9B/DBCuvF/qRmo1T8mFgTBtdFvkT60Naizo58+bDYLFp0ObQTjp8/5UPf+JMGeTCcNQ2pCTJFp1lbOAEny9kx0NtbBqPJeJvewgpReI73FAgSLLIQzfDHQG19mvhnbHrQoy/a2WLscgjGPyQ6peBP2HDChQhoaR0tlfJnXhM9Vaylxtb9XBk2XP+EeheSX0i9/7EVG8V0v6Q4Aw8b7anrbcwhRKrhDxCW1AxbHWgFkqTSSXLs49IwciIiDqcQBKojA/uHgfyXt2e+ENU/8DdhNXhrmDeYAjYq24u037JOXWRWbMD5+qLRl6HbIFfcS7+ik4jBKlK3XB+TxkwYn1rA4bzy4UX4cehQeg+vsjTFdG4TpLvoKrlMpPLRQrP4afEAuOto2DhOvTLzyEvwFIwFt29t4oweb90P/8rVopsfknd5kI/tEJ6myoUvOpGrGcua1/Ov8HcUJbToWuzWPsFUsd987VcEc+Z3wbbjcvgu52+aLa9PLES2ud7nnBsg4wMU50FKVj57AdHx6GieRoBwOTp7H6do96S5JeJd2fIcsgyKs0O06qcv/tMi8lv/7KpQLcFmlHezqOFqunL9gWJX5Q73mJw5y7AyGw+dmRENTuGoxc7503zC+/hhGPr7GzCapfnb0gfkpHtRXJ9GBGFg4/hThVo2zmi5l23yDibkeeQGdYTGBG0IvybQeUlvEbqRzdmy2YC4ZokuWl4/f4i9qs4UsrZVqCrkRajSeyabXjZl4OU4TdogU7ma60xoCcVMJHpAiKYovqySRajYtmtnRsnNFncqQxpgLZKy0rLbSk76/sztmfhbnFzALs+MYAVnTQv/sZIqByEN3sgqTBl32xLvNpHW8yPozf34i+eOD5jY+fKMUXyNGN5ebGKQw9TdmEb4NO0vh8MbYkRfEavvDKxDfMVWeIIolOv/++U0ZVaKKdAPlijy5PWR9idngEO5ohCc0pe5p2Fq4NKRftbM7uvsTT71vEujLjjxtfZk2N7oeCSGYw7Pok4xzbNiQEnx//U0sxf5P94G0WV3z8VlwfVM61Ljw4gdrE12pFkVn1614YPP1+thf/zXSexoUe2OezldFlu8xLBHbrYVy5K6K51eAnP6+hYN0dgEbaLI/wzKE/3zH2S6HGU3fxQ6A9zh8Y7tUvMO61Av5Nk4/1rAsBPD/UiyzcjlQIbQx5BkZmYyu1M/QYt9iS8uiqx18tsKGeOzzNtJo4KFmfNxV8JzvweX8rP+CDfjiCOWtrrj7WGuaPpe5IiWFy8Oay1k4S4FrhG8bpIT/bQtqBSfAUVOkBRrSPX2CB2iasZshwWuIm8NAN2/LEQE/WKT/jbwFLu1VUYk29lyykDXPK4jffnNSLC8V2BHKtXWP1pr1rphe6+5JRUHvmzS+xH2HvwnDgjzPqmSl+Wz33K2KNFbVgbR3n/IIy0Do1fI30YbJXoKdmndov+ecN3dnD5K0BHh4QRvlbMlwu2YAfcUsHgzxTo2rqi41+29DFgRoYHdEU6BHwX49TBeGr/674P9xBgrMqsVlnnfEZt0bsj1+fx5qq2XRT0J3trOeqfZESRHWmdo+YHUbiGFL4MX3mapjpc0NGN24pMu3HP6spxvruTwqO2bga93qjepbnBG1vYu//ajMHUjXKGo1hzQoEhTT9H/D4fPbvnoL6jHeK7FkR47dGvvmsapLfar8MUp+Ni+/MZq6p3auZEe8D4uPvVrhyuw1eUEVFVYH33hKffn4uDM0ZINYigvkByuU5KsHjh7xvn/Psg0XqeUL8Uu9fUvqy9d9HZ6KBkUgJ2jekDBaMf+GMlP+tn19PQPMKlVlB5CbcT4uzfvwShpYa+We9Mpxof18xRBrRUYztW0WI3vuje+KKw3ShGKN6LSa5Buqf7pWVG/gsO/ZciAImymi3+uFychxu2llrADNeIh/D3xRvU4eL15uZ5ZlbqX7BraL4jamwhJ9Kz6nj8dgj4wGKbr6G1mRxtEill292uPWtNf5EHgJCIQcHAS9+1RZVs17zxTMERvyx/6YgaWsFTVmO9NCmCziiBzs7/kSLKshJ1haiGNFVxbFCeZMnUj5NUYn1/c+N9F/NwdWc9S6jpx5hvtAJGXESF8VdkKEJopOXhLZQSntATLQY331QJPxEC1jNQ1BOdnAlwThzw0UEOvKHmYabZnm0lcIeVk/sudHx1raueArOh12A18vn9BnRx7QI146eOP60C9jLrqED1yarMGMlNz2Qxjx8+BY2eDL4VKuxKff6ihCI8oe1Oh1r+I6SxoJ8OaftpDQVm2mDE1lEr3rFmqALV6er1fSx0fS38TcfazNlBb20bsXVUbh1Wmbi8vhMpRpFrmRul6roAUzYpTo5AnUqVLstxfOCdDtPfHP6sOPX89TPIJasdHO/HlQ09vEHE5+yYJI+/35YnN3T3i/UgdzUNz6aCBxfUszqWKy1WAgMLGj8q5ttgHGC6fn4JGGlN33IFXG6GQP1UN4ozAGR4V+Do2/MI7fD0QcoenkwNYQotAUH8c2Mx/wu3+guW1M3CEFRaN5mK7Vgn5/kEgg64Kd/N0W2YdNT2A0rxr81SYywsJ1xknp5Cdg6++v1T6GOweoXYVDCsGVl0zjjgVoGivlSTMlalPViO83PhSSkM8Yjfbma5jAvbj7SSjBTA9mac1OD6LQ0S4Kt27J/O/9nkvLilsM5j+HipgY/2qKzNZftEF1IUVUXOawMfvHq/JHpv0LnAbd0jC18kZvz5CAHtJEDAs4dZbf2SaiJngM8LL8xe4BPlAB/I3J+F784YvNBoztF4+a6eH05Pu42PGS+1tI3XkKq+bqUV0KBYDiQZWpeWDTx9umGu1SyrEAFnict+/17FVkcQ1NofoqGiNguZnd2NsYo74m/ixml/qRlYg4bMYm6fuaXw4efI5g6C9bz+Z24mC30nNl3WTEQbcl+ahQIFNOiavpIan/olpKmKCIyPjeNwXo7bxdz9IicVFrD76a9kK8mBTFdePQOwwAoHL+WqyjBJKQPNH+irKlfwRTz74rHECtGAN+xQCMcwXCii62MGP+3B8thH2ADQ+dOf6PbUmpJRyDqp2DhYpPZh5IsOFZ4yVNo4BNKwmP7qUOb3nXft3ISYQRDbLFJhUxOZCl/5qLnEvPPtvuSK9rvC+4fGIsAbKVALKyi7Ff/OV39Ig0mLxniwRsGAD+nm/VvXOx4KXfuQboKXCL98b2+ig1aBg63oyZmnwd6MH6Z3sLuQ86wfvJPSg6Ln/pRyP1UjhPleWA44NzA09aHg7cRtJf8KyppVUBTwxQ0mHizAOjFwPC2Mv5OQ6eF5etTY32w5hgZmtVDgxjxIT+MzAww9iVnhZQXWgeb03/hnW7XSRAL/Ht56Jbav/xFHuQLhxCAHryMrWJkoJ8/ozROevGntBZaoFP0jH4nX00n7UMrpMDd55vtbzxIOP7p4egDnVJU2H9vrDA6HHc4F+qUVmxhAjy06PFafE/1GiW3H9++/6+UXu2fKwGmPpJVWNvowRJTRqQbZa5LN85PWaAfl78AuLbxxQcP+Lk/ShlLPhKTO0gGEGGJtIvi5vS+DmGY3+uv722PWDYJuwjU4C8AZzxCmlWEpFnFC6wn735R/iVJUhtCAbdWB0CUBKg9pymnbHXi6BDKHeagac+Jf4K4gFoQ61mHZVXfIcEyQE7VXBb0S/c3Wug20SU+ftjgsdsvwDtmq0Hxlm6d4iYi66K0YtyFfPBmvGB2PBhNFdlYFhOh06Zh2aX0Uu5jRLfT/uGXneozkOR+uyCd3/5zfqMj/SvQlW36D5WcH4ej2ycnUr3806G+/y3YOuhJAaJFHP3PSh8JdZvSH4g0nxeh7vcPkvhG55rzPuBvVETNSXHeUxV+BPd5uLjhLnVzKsm8jOWC77ccwcLMss0yePCb9FuyH+oLsPIeaoupHDym8epu4/W75KjRSKQfff2JWnQAD9ReyI+HELlODwsL9yh+bmK7rRZRWfYpCYdAtqWXHeZOPY0X8OPI5PnhfWndbc9yArSIXwQT/EZf6JtRPpeSj3FphCeyOwl5ADz8GOBomwbDPFS4O+DAOnD0z6809Ta1jbrf4RCCxIWRkyVdK8YYa09tWdICXETln8d7f8F6WaJ7In7SA1uD+8kKI06/WSGw4iKRP/ei7bHYv0SHvxfrM9psuZ0ZcdRioR0HeidcPTxwUI/JGDPPL9rVHzj/jSwQgAtE/kiUpuJM8/27QMuU7pvNv4rAD9z8j8z8/mQAGwu7nr1ASOJwh3+etBJJgpfgsgMjsv6vcgyVS+YTHmOCkuRLzMKiBGC2x3s/WrTIpdjnBE/FQFMMA/aYBTrIGB4roYR103JtULA3NZSEtHtSSRjSlsTtQyQ9/tRH47+74T7fYraDY7orlOvluVBlX80PoBoqelbqmK7pKrNPhyLY+TrQBL62SbwOhbtJDWlHrHt48SU2N0hIWTE633OHYpkphVOUOx0RUrU9i++dI+hA+0AcaEcBoJGB5SXLzCKO9AJGgOVCwXW4r7qCKP+nWAYusvQR8tqmo1Ee9Zm2EyBcwuQn48uMax+8hy9QGzStcbhYvJ9jTOF23w9fHLCA4uVvvqSvp3AMXHNSj/XxJjoTUrFX2Dkdwolt5BDXFjO5m9j+7ASdFEnJ+ls9mzG/6HC4BrQInOSi050nSnhPd70c7vF9uciZaIgxGc0USTQ1kYi4bEe91i+KYwbzr2Pdw4bEZdmNxM0n/epDOMEzeUsCl+h9IzCTFPOSyXJm6yGfgaMKg7WiJ9fXEO43QIl0Dq2Fl2bRV4w2xvNLrX4D4lON6FCDFXJo4C51L4+jpxKBokk32+7QjWeqJvcvz15MzjtF4SW/pOpAiLgXnFLWQw1c6bChDIC3AJ8pSyjhWzzZOL5PeRjMozyJhftLNslGsCvhBqqmPf6IRDUH+rCkcnFotl8hTKTJkrR38Um39nPg931xSrE3azYSOl33GcaINil106AuNK91tHc7mZTL7DTtvX1powka5mFpeAck/4jgK4rzAcoB2K+fGdQnRicvtXbDbsZyEjW5UsSpa3xxXP7PLmAiyZf65eBhdwW2qxruBcenovfA63iHAGyuYHQ3tvoms4eIn1TDXQKSKe0enqKanU+Uur/UBms5NVtuFraSA7SHvYNTheyyzSWq8I52KT2ALBgJp7ydnLlg7431bpHSjxUJ1+haEqh5OflQPBKWagQFaNmUxiui+tsU3kyRLRlCWLh9ntF08JlZgHi+mRoKio78tdiNLRZr00sBA7M8/zCQ8xX1nwwcf4E2JpN6CNNQc+/Cv2VPmUIrp4ik1GMz9Y7RrHqL7IPaqXYxitEtvxteW/ku4hqn3EJaPIWZgJdmpao6wCtA9DOrqfV+nhnSONMJ9930aI9etQLmyEKOKQ9FMFOTMvnnrErPo3E08rUS5wuDugRhFiMk4v6/LZ6XdYB+nDljHFwao7pKrqZ8bIZkkiSWWZoXKotTAXxBnY+DnbxXCIyWWibFm+7x/hyqEHwPCdoOFx4Mg62kL5J0tVhkabEpWzYI0h7iwr8/x3zQNYiNsWtJv4Fwm9PfYPfBgQ0U8P5ozxlrVE/Hhe8WQaUYzKHyZF5hfsRzso5ReqmXoiLRissv9OBZZrsYFByUSU6RSO9q8wHOUjTp8ec8wN74IvotWAn2JOLUvTiM6ou7Nw829nlaXGnhy0+w3FzvV0hHPXA/qzkeLyJG7s4TWouhtEtz7eB2EncAwb915iSgns9LNL58GP9h3eroHLR9lFjxCnH/2Ra1kjPtXSfodDkLvs17Ps8Tgfx+J5pC17TydDS7lwk9bY/tmDs+5KWYIkbvVALeBPQzn3BDCFzKUTc7VAJ/El0otplK9vjETe8yXkZx5n4JrZPPEY0XAG0gX+4i9GDONyGgWAIACTQnoyTUfn/qALceWfzHxN0sl37uoRJh1BNFa2KnI7hG1eWsDXLxxtbjIKRss2fZ15GypbmQnmgSNlZ/cQT6vQJ8tLDyohhufabSy47vqDurOvFoPi8oJ56Vavqd1g7uxrHdeI9Xx2TAy2MUWwDqOQLYcbtS8SQvjG7+6xbR6ofX49DX7Y6rA6H+b8F4TcON2fgQvif1xtoelIi4vsnQL3VD2adbghTEZ3+fXZKEhW/E5QeHyPmTzq1dRaYuOcQhM6uqPekOWXsJnSldoXIvD0W5Og8Sto0z5jyLqC2ktSyo7Yg+NRFisf8g1vC6Oq+sfUx3WPHdhvpu3M8oeazClabazpgY67DrhQ1acAu0MHd3PPxkHnyA/Eo1v00/4B7zGOMBPIwZhSL+vLPU7JCrjmYhdKSZPjN/z8d0MYZvQqcMCmE3u1+HgkunhcaTFI1vPA7B89hSS9o/PLzoYT+Xf8OjynZ1Qdj7LvW94PcjfhGrDXTV27uIjlnixsNnw5O+9XS7wNXohxfnL7dHX3nPvx+7hZ35fcR01jqKiFVlAT/LnhaYKN5/uNmYPChcpD/R0kc104WPVEvIeLfT/qwy1w8dBGIZihzfOyIt+cRjthjauj6o9JRi22/OX3U1+oGwZ+hDoQGhGX7gKcnT95rzWqOtDrzmuweKWCr60Qjm5RXk0P76g7mGaGpQ3BFAcYdS6OW7Ppr9bYZBxjWdlveSqFYWiveVP/Lr/DrWakEJTxuXFPWjcDL6tw27mzW1QE0kjsqxFUA83F9+5aLnQjQMNBlAIQ7bPyoMPxTQlUpSAsNRykfH9acroAwiohRpkEGfVCSO5171qHxRpksP+g5NAWGst8T+0+Be3zc6OcqCGWrBLqJQ+l5MV4FPkfOq+3DFNCjTIaUz1MbYs5yVfTRllJ9lqYIydDL3B+uf03au5LthOseXZzSQDusuG3gCRdl6I76KsPYZebmM9ap/suHpvrsd+Xzprn5hHscX64WuYiifKCnlW0OcniTBLWpjfYYpWYZ8jRBAdgo9/Iv9GlsezQBsuOfHRlTjveFT01mAbazq7w7CitMY+kb3FTDyg4LnQ4thLACqYigwujz536qG28g7zWiH+fwzJ3H5tHf7EXCu5PjTSAjRZbrIQxL1/DVgoPM6w39XPNR1VoDqkECkWBFErOi/deQVjNV3YOxfIUydbY20waNbF5FW1KWB24MV0TghB/C8pW9Ya7v97kX00iod5SjafaFQdcaQquOLFiOB/qSS+meU5W4+JmIPVy23uF02ebc9sBsPL4DDH+1q2BpWFZLWShNOBeV+f0dg47r+fBEdFb7DdgRwXihEgS/oDoaYbtT/mbmCTVFxadqGf5o5ycQZK8NfJNY/V3vGsgQFjxgiuflhFlQfhqFvI+KfSJqPHOTXMoQSnx/FG5ttRjA9e3MzXYYkH8+wAjKvLa5/XTyaoP6tkC0A1fd/eRBxXDOP2WYNRDtXcORjXbQmt/RJQEFCfkbc8YPAR/njKrs+4PTuxaItkT2arroaIHGfECF3H3MDx/bfyzflMDMkqrooOjGaEF7f2+/XsgpjBetq26n8wSb5m5/1cHsjY+9K490FbIMWB8+9EURu4kqwsR9kZr304uE/c+6i7jSCHKcAXbgrCaUY8ZkNt/evqgUQYUt3SqIIPpzHyihQkri7BoIOrpr9V3GgWPbsEf2l47qAeyAwinPLDv057o/dYCen135/T6IKdASRwgSJtQfjs5903tVgIwjyOThf/VKTSqF/kaRvUE7LglArWtAPmiLGytxk9VngTFq/lynTPvdidDSe9Tv9Ikmu5YoJoF2Txx4ZxPrVgOqppg5PizIdTDvVa5AoBkVOFwtMUEFO219wjrvPCXKxAIzEed3nK08Y/Wz/frI331mg5nRgqvsneI4iO3uYPUQDEuQLE4qU529WqY/ockkytzamSWLC0bQIQ7G+pLMe4BecAt+v1DQvjNll6yTlrVyz3Y45e2TOMCHdvTvjoysjnsEWinpRw+ezSPOkOMFcRA+WG7a6WhneHJ+/EsQPyZ+eP53R/5UEKzB5en0hPPL6GMTzYqR48AXlSAWNYDQ3W4L2Tfs96ieTdxspU4uBr0U54m+aoZ+yg+3EzCtXDJHqJND98L4GW4O7W5wq60xCvtkVUGLoyi9sMz33/Ukd/eBQ75OqYsjTPM1iQcyKsFh4wB/NJAcj057ciaG132vPHHZPn6hEV/dEHqx1OJ7ysF36YXhLlePs+HrcBfkVo7rPJYzn/O3yfhJnyReST2ZUQ8iu0irm5qj93cla/UZoggvBzVTHVjTKTn3s92Nt0jqbEHNlHBCF8a5+2p8cJUQWPwVyAg2VLJhoBtI88LYL2WYt+cdbSu0W7+8eM9I+5JtS2Fi+f93pvixLBz+kGB/mS3X0UXQlxPbxkJHlpwoBgLR+0ZFFPyldk6XSiDz4hdTdtpDHksae2LmFcDRbpYkg4uLUGjI1L9gSnCvEB3PNfTijEcYVC5J+7rvsJWHrj/E17U2QHf8pRPR43/KI3ZbSxP3VH4RM/W1No8MgczlOHcc4S8+M24J2xRBkt3v7wNVh4IDNkQvuOzeTSh4EnhI+q4jkFS5x16AV+gKlLE8y0fd+wBABr+0c+823JARZ9fiW+qjyGMyAa96WjlzjclsvkrPyoDOCiG0l8KuEbTWBxDIlxCcXS80Y6r/zJ6thdIQIDjcnjdQ8awsHdRvp2QUmW89L86DfRGnO5TyIcSaKpP9Xf+PHAOWaDdBmoJfiyQAebf2iIlFliKtzc2qlZ6J2Jh0c7g8dl9tZ2k7ChSYjT1BdfQLI7E9hiixDNh+NIUuA/q8sedEYXa47XbPAxYs/PkTtQRlxSL6+GFuSctupumIL+nWGvZSVdk6M2HoHXJR/+4aLVBYx1SiLl5WacodtwVPCZIxI+VBcZu64QkuRMEc93+bufps9MAqItiE4Y7RF/MT7jdUInoxx4MrJxz3Fas1zoiyo61TjP5facv815Wkye0+3K0rbVNmkAMeVlc3WqdD22dasgftXCSZBEPhTRl189BF11p5OKSiqihcPaXTPRWBj03oaAdY8hctG+6QAGqxQmy2WM0cHhfr8tMrACALW7DOeenFCi7xUSRAmGymySSS5ibRAN+1aI9yz+04JrvLU+nFDmA0jUqVzYbcqc1SuW9OblcDQfuZnFUAMkMVBQflEzAWEhMwLQJIvARxxoPy/HUs3xuETMruVjSHmHwcqaEAKd/tigmwXnylwH9eIrSmL6dT51nytymC+07ouxs2sTNiXYATncCyLuzQiPV0XU2bypVmmSTCEuOP5lgH5e05/H9OIk59GNxRm6EvQ+5aVvExVDHk1pTa2Fn6ew7Uq/jTKFzzUdfDOU8UNc7syjTJdeFjArhr+yaLepVHLbL+XsFXjjz3rE6LxfKqAwCjyFzKla5BN8YRZ5lgNF0huDCmb0OocJU7qWJLZP91vJ7hA8TIRxWAzhRMYnJI8TGATV4+lejnlgGAVvcXRVfLj5nW9jBX1eW5bSKK7MxQsFPKX+zPVsk4aJ/tUtVd0H0aVLM+lwWnaxf5TssNTuo3iV0MH0pscL6yhjujj16TWzg6O8VFBhOUziUeVNUPfKLZiMNbDnvZXEviOTpZBdEEzBh/qhwoMATbSWPPPBsibj9G147Njcuw0KgRrUUypUn0KGQUlnN2j6VRjq9PzBCu1Leh8WVsMblL2QrqAnpa+YY4Wxq8+l1lMvIkf9S8GjBVSpqA9H6qOxUyLMg1m68iMGn1ilCJN1rd+ChO6Fz5+NhaZosnacGBsgbH4+gwprcg1E2iTFolwkugTp1KwlaqT0vIjAcMzGD1HADZ21AccSVGPAlIsxYHtQO26OiP4DBV2xWPrFsMPQW7hD6Zx6wz9N4a2rIS9eJ5JrN93z9tPo2/Z1/1qkJXQlmtRmsNpoFiWm6kWAljgSr3LOWhKXgaSgDzixDpCQaWIGv037PX4zQqy3OmW4vSqfQGXZE4rOVztwEEEprBksf9lXkhcosiDKt6gL3oP74Ujx6SPxOjhOd3A5iVBm76ihPtvRQpYnl1pT80b4hz/vUT+xako9YM08rzOTUjkhGrCCNFTnqLCVsBJd/6OjBgvqjmfMCgga5E9xS/SemPm0ux/M75lHUHgYWejf67qJ3yvBJJt3f7D+GZtOrhJ4lBzYyTGjlPKCXH+T3gizAhc0aYKsKFfgLc7Oo/wYvkMM3GSI+EAcsDbwEDHlKrRiT6hN6Z0LxfaoOlZKFJoPdZ2m0ITqw7MR/U50VKc0D7rEkCy9f/pFIOD6n8HInqsyYzRB4/z2HYDgQ1dazWGOuhm5b3ijjkvnvc9pg7BA27afTRymUH7bLCtQKyhoKsN/2gB4tJoVy7PXuDmWH9F3b/IAnCFl6P4bFajwTfwq/aDg+Z4zp1E1Bnlb8HUFoIoZ4mtiLGFWhp8o7cw2ue+XF/wGwtq9FxqT2gWJTveSGyCgCvq9+UHmQfViaE82xP+pddxkNuh37K6JEW46vkW93B/QgpwmUoCn6Co7yJEC1/W1RrFyLRAojEwkg2N8/Or1C+ahh2CDh8SOb9nfZnBKf1W3DDWx0hp/mNF8QR7dmeMYrrFfBTqSVMHMGoYFdMr5YMZQj7gmeMh37JmvoGehptIXI15NAD8kFQ92r0CHSCK6xhOUcp7a9Xm1Mf1BjarI6gpfmSiTzz3TVG1H05cY3i3mK44lEuBJnwqa4VWVuam1u6atXYqtvLOy6PcY2ZKcwiyRsPCyltzXWCk2fQSoCgAqVqCrH1yoqoDa3nodP/kGPO9Wlu3LAxkBKxnahpNpY9t2Uw923hb39negFBTfai7OY/xTmOpp6fnicLfg3cWvhJ18AFH1NXEekKS0/8mSdH9WMGEMpyvC9rYU7Kb6Orir8Br9spJFK+LCcr+7irz6yHUEDGPeQINJZP4b+f2FI5YhRtYPw10ElcDzdGJLG0AIkjZiw6Qc2WsAvjl8ZSBF7SLjxU7iWeQik+hIiGbM3c3WbZyLwsBY5OZpq5Xx5hDW5EMauF4OQEvcSsb1UBmkaz3mi6EJgsCG6xPcNokpICpfxs/WJlw7HIFIJ0Xmv7+cLmWWWN8JbJT/DbiaK+bhJmLcn/wSWaHBN2RbKoBKr0XyYx9hrzMz/D9BrPfarFQi0a0NNOMardS3KQj1sei2h3NIt6Ca0+Sp1QsLWn/MiI9DfqgDf/UBZnj3DbHRq5IqYhtCh8621QsiEUQBw5PB/2HdIjj+TohOADbja/11pdl2OcfrnwvfK6a+m/QWn+RUj9KLNV3KRLZjpyuabP6zo6/WGyGYaIP2eUTEnh7B0dntV9T3Uu/ArCkY+qNE+v0a5Wlv9wZCnVQ8Ojg3BqRS/uAIvZSJ+GeZ6gY1wVFV/1MDwNhzZIFn8msxGyLU1DEhG6EQS4OUudczpLyquXEQUwGqPAku9KAlElSPJA58y7A0F891K39RI0nZ7U5tpAg40xtEvo0x1QuuAPzpCxrR38d78ZHFams+zoIVu5aGmNYZSgzB5d6BvMqJb7C42RTcDI5B++ALhcqfrvf02OxPYgAHmjcgTpiC2J3Bw9QvdLAn4BW9EFlXtAR6/eTJwYXwd8iEHzYBR+Uf+6mHL2fAL5tSX0OiPpoIzouf/QOtulm9wNc7nBxaV3CIYH+jsfB9Aq/8n/tiBf65gCv5p3VTAQQn0oOnxSy8j7oA2d3V90gun/h8+h2nN/di9ywekOm+2AelEsec5R5g7joImZBnjeqjzw9ua0m3B6RBi18EjDzFtD4yoRRf87NpHDNhxZXru0XmW7lGQkdU7t1fGHJYaNZj3qxMtNqVf1tmu3Q3ohrqWHKBp+orn/1ZP5gde3nOw/C3xu2YRSKFtUt41x8gvu8YQWnL+STNCo+CkxQ6AMb8qIQePGiuNX9xp83GfwchWKNJkKNPx0Lo+13r7Xsk+xiKMguj2vN4MDY7AtlAAGHjRk2aVpR8mmL5AJMxOUYwK0lis5QK84rd6IosM3nk+Ok9AuaBUGdB0DYkvKYAaii/8Zq5CnZ/YdaMMxG8YhlgG6rQss2XH7OvSXF0AZD7X1ZzmM8bxWAgmpuSEa4bm8xKZ6bvqzGk2QqEHKtBATNXhKSaqnBS7bKnzV1fGAGcQVl4Nl2m2n4eyr8GIfdd5M2+yV6y3OxGxYp1fq1LZ+yhTm9m6gVoKsBQpXEsbBuoZxGwjVCOXov10km501Ss6z58/5sKKTlQIhp+eKtb8xUnZq4dfdNjJ1G0f6DL2VWokwmarABMTjpBNPfGrz2+0asX05CbZrpn5xLVdTICBB217v49imL02RzZhHUI5oUBnB5ZCxrnhcjI3Ov6XM0W09r1ds+irqj0qfZcvoCYEijunKMRrhQG+2q/eWyW0XJgnlY3NFF4D5HN1bEc8R1n2023W2ihjX9XVTRqGsk6jIWmdHbl7N4yE1/u3mntfycS6zEGeZM46PeovPB7xc3m8oXhqddJZXxiYKeLf+BrRsmsKoq6gpOwjvtGwhazwSGNDN0eqx48iqeqqSD1q+xlcTti6pDh576/VuGBXhcmIb0m/oolc1dtt9YmsM7aVDSyT/ML/ecXf4de9acnWrDkDNu7gBFUlh3qCP/X6auYttWLcZ+TfVxaeLusJEe7u58fcG5b4yq7pOzgZVkzplkJV8ObtjO7eITm2U/vDwItml+aPN+cOOhtFM4EjDrH/vCNqWTvY16iFsr6zBHCAYdofx4DjNL3W9EV9/tVYCk+j1mMxjjDwgMemWfczJgf8nlTc6f9aw0VOlEy/bHRXm+XhdGkmjxsa4aTj0lABia3vD4Ui/TkjRnJwHtCKoiXNRatfm+0RJBeIPLeF+atfxeuxgacjKFDsdnjbYemZvpEYWc+jeHbi5hhd1VVAxJOLBW0K+k70gL/U18uEZDHUfKI1WB3FhrnZ710OKIobt65ZTcI2RKn1/tCMeP0ez76jTg3qup0L0JIzz4Rhww1VDqoP+gQzBRx3T+NkWsq8/mcDd5v7YPg4hHtZWU6YwfplH4Ll3wckbDKI5a2vzc2uHvRiKXxGFeSFlatqOChzA77Y1pQgMqy+8NWC/x1xmctkqy0IG+BfZXWe7U3ch/04VpkN9H/7vte8/3yOXzrCgF3GV+1zMhtnZq1McfxB5BJ8u8lAnV0qhE4SMWyACmt4QLH9Ywq+5tSgJl63yQXZXdNcmBsaoIlrS282Uh9ju9Ql1GR8vivsnjfAkYMQ3rhsqi26lOh77DDnkaLgK1PghE8Q/7/lQCW1qcw4VSvwzh89UPLSCKaopG3Qi6ABX3CtyZB3QkHCkcAmt19n4Uf0l+17UoB5NSYwnu9UXKyPa/XFdc+Yf4Yq6ChTkv+eo3AsuGR+xnusDHQccvLcnbe++p6lxQMqU9NpMGxr0tlLcZXfysP+DB7dGGsA1u8J/IVrgcchFqHnyMN1OeDpJ0a7VZsTqv0+dlEzyNsghRQAo5eX+aFZJT1PgZw0whP8oLCU50GCc9KonIBdaG1rQq3E5NQYyTc3m6SRaHQs3y4SOA9mBm2U5xh5cVtKh0qOl4qLKqKh0SlDA2x8IwSP3F5/CAQuTRlOpdSeZwhSEWN5OSdCxK3rvUE6aA4qLRLlJRbn3TXy++/LKK/4CCbxJ/6bEVgLCgt7x1OPGomDWcWlZAjz4JMiBA/71KidceaeLu7oqfmWxqDZjsV6+YeDr2f0DzwTxnMuWyMy3xntS/KUo0hFVkjl2tyWyZ4xH5d+3kr49Okgtf0avatXC8RgzQ9rGj5BfOE1qtjuarGGKgNMt0Uu4aBjzjtViRlONYy8pi1dl9Ki8G81fL6VNJ4Ji7qF/Lii9owdyOeaKZghF3/Evp/vtBm7uqgVNxPEx+E+mBJuEAxZGVY5gf/beqkSi0Ifw+CtLyYEP4Im35DtAIR5NBAhD+9OR22gNcPT+niB+Nk2eoY5xnPED5csbA8bmnRRSa6jJIcSqHvzt8T5iabGQ4IB8NfBEhIlY4QX+gI8wK9iF2MZk7hB+YMvl2ZSNh6by6dWvhg+wiIfjv4Vul4B8u0Xc5yVZZrDuh/q5drywMgNKlEjMgHom8OBLAeDEAyFDs6RZuBxDDxwKjet90XV7w+r8Cjdr29vE+rxS1tQTETDY82rChSi+m3d7wiE6SFYKzArWoaAv83blHPq5K++7nzUrM/jb7pH613UeO+GKOVBWVZreJQmS56akFW14W0hhVK5AqinU6mFM0kr36dJ03lEGPSqSIZR6mvzEOiL3+yK9QjtQlW5dv8JgAoBofPDLUIUn0Okv/WhKE1OtQ99vB91fFDk0yM0T6p36JIfvLihAIKQ8M8eXBr+pBSX4kfruQbMK+pHe2CHUDsz+sR5gGRXH6Xm1HgX51BIby8U34uSxXg6IdNHqOBoWiavQNwHiXwOYPONe74Ip9XhXnnstY+HHYtxueF+XDs1HWinzcPJYPBOjT7r+bB4v+NUhCaaG2kJekl4hzF0rE97ZG0n7Jvxy8lQcUNpk15HVTnT5wuF0P7AyU5exp0M7yeKttM6l9SnVYdrL9MoIMEhpl901m4h85D5p6dIAlnHHpPj2BfjCs8PS0nuZSEuXRPet1vPWvrTo79ZCh6vILqUnRfF8QwNsaZEdEpWclMqGB2BFNnJf9wLJXp3WHRGq+De9Jx1/10vwYUG9e3tWoV7YuN+jvEquLJoQaDeeg3oPi+uWr6Ahkq4cb4r9FqnRaf52TqrkmW68LeWljtyEit+ICzVfDzKX5pdRDrASq/9Wo5ioWbl6kRXfXxMu1N6rVeSKsgHwd8jMVcXuogearDBhqLTYygTiF30e1dPplNYJXQtghku/58ek4dzMRUehOXfsre7WT3Z1IZN19zrevF/rWyOYxiMX63tjbyc5AUwy3LcKCpVpOybUIcG5P4suBBLbh2CKhNLb5OcYz30AcEGicNY3WbsVG9TKykvF/GR9zDg9gNNJx47dh/X117YdF/4LgUdiFr77wJkKkFkZj1Q2Rioe5IYXTN/eXh7GDg+610jLfFXy6rye+ehLw2bPzBQ37iYVGJ5w3QqDHnGndlJo3wNuftedNwrj8h23tii4HHbh/m2RUtDf5LxMw3caBwx+xwonTyHHZHFwA+p//hvbzMAKQMVX3hDF9Pf/0lnsw9uuw9FrtBfnm8pltu33LH3gzBOYJy+mRI0Mc0V0Qzd6PjYNvDPLT2T6HSf/qJbyQz9r3p0rgbwbpPE8VzbHe7T0/qTF/MdCalyNWIXJlDABwHCxwax7rqh0upc3fhUtH5Q9Dpkl2y6bSCGtS1MC09R5cqVN/PFAK8dyvIlV1fi5JUFPGCvqT7iWhIyKaynJZfAFP+WuQHhlbf9k32EW+/7lygoiQ7grEG0SUdYySzYcHpdN4td4btFeUX3t1tWp9W2roqCkw4BNaAjJgXXYcqSdw1KoSn7yi5yvVTebWOGcbW87pVoX61hba9mCGr7Kw9rDs0EEGEvnq66jRg7Cs+Cr2l20hymTG3Ws/lw6Cs7/WDkhkR+knIqyrd+HuhCScbMbJXtTqSEbDr9pI+a/6adRvrPzhomTzmbmNr7RmieR3hzjVxNVR5D/IhU7ub+prH3WhwMi238icZjLzy/Ek3BxxfNm/2aBI7sbXdmUQltm/YO6gelrd1JrwNfj6FQEYXVIpGl3iRdnbBdXSY5KkmpB4AgXyc26WzNzx6hj+vMt/6fptnKccpolFEnVmZzPfFny9r9+zYqYAXDAS05cnxc9P0pif1YaQv4htZGBucPUOJ7qvCdsROIOTls0eU9WO7jBjuNDSlgbPxhKEnBfFS5WDX9sljDPOc/V14FUJ0PHEEbgTeSf5xtbOIzB8XTfaVxykiU+zbBYJnNCVi0ydRVsDxjN0e+Mghhn/6v8G4Aw0ULCBs2RR/dU3MFbiy1DLiyWAcoeiqu6Zqep7bRsl97dQeF6sUU34NbIrsp0ef1vmz+w90r32rvGaHCv4Lk8cyQ/DFPlbsFb0cIEdTX+3bkCuOHRKDPH39AZSGB8hwNFGEQqeBonxJguq+6vUZHvCSplRVoA+bxDuH/VP5OBO0hIQGstUwY4asp0uE548MDiKPHbOUjkWIFABjgHW5P7yYgeuN9D3GRC+OXMSluNN0AIArQJWReE49dSHQR3oBIKX6aMBvEqWmskaWSIGB/1NxdZ97RZaFqwEmVtef4uW6HSiz7c+MZzuwhMVu3nHuy6CGCOiuhMN6xcTzGc3CObDzKmhIXJuzUXbdemwRPvcZM+/wVKAUbXWdjTSpqoNw6Z0dTASfLkKykHFK4CBz0/eb7a/v746IQZ6M+dPYFLLG0ArGmrORyPfMt8nU5w+4oRaPVAFQAmSvRXFcijq9aj1I6zfNYtabkMMSo4T5b5c7SC3dte8cXm+Y/8aAZaa76SN8gj5ITT9J+xti6DR3iHIi7Yz21oT1UQV9miandrgaUrOB/tvqCNNlGBZ7I0PsV9P949QGU7jPGjR7GHc0YAkoDP9rjoH2tIWc/zXkiECqwrq1PP9H5tRg10uTlJeI1Vk2zYfxcfIo+HHds7tU0Xur3gcYvMKUAA4lwNiyXrFyW4GVei9TPdLAS3jnBnf8FCesbCNQZyveYv52V/y11C+1jgaTrzXa6DQz4wg+iAC5Q9H31PjmqQz/K6ASc3D8JHdTc5Dsz0blu0QYwotquhwZuTxBfhvXiK4xYftrgF/e36bdspNvPqDhIicQSsTIGzFFHA+NsLnKwpUgw6vYDrD5XU12YWp4l/rTLlrxBO7o+QlZ7cFMBvrLJoH3UU4U886jL7IqGB/LRy9Pgn43/B6igEBVteF8T1EMmlo0ZIrM+WYb+J6tpQwXFd/s/elo3v9GxmlvjVxAouQbMaWLm0w84uXRYXDQSt83S0s+35Egdz1OWK0hpIKdzemfFAWNqthkmDtmSP7VSC0KJG01XMK8YAhdLqvJ7C43uYAC9svxAdIU9peNZdy4otkudF9Lyj3qvIxcFuosZ1V4rL6mYImt+m8uSX3gRVlwlQCqVWogg/aQ8gy1cXE32yNxM37o50iWOmF9Ukcub31K2+7uoJO9x3B5wOZYUgp3GUYWg+K1YWoqQVHpiXUnQiCHabza9q9qu8BCkvdGFuI1640M2dYadrrGpFcDYGVZDAVeagKO8X/ciB+LCgMMqNpo1e/kCGxyMg/+afM2OG9/lJqpRnN2tz0quon2QlE66hpWZ502OFo5zyo7iuOegrP9rmUsbCmJ/U8HW+xThd/LUT7Yh69Q+K0eZGTLTf5/lCgo3orQbj6uCTkx78rami60K8+Fxs1C/nvSL/75lU2DmWnB3V7FaMv858+aczZNmK+kH3yQtNoAEtoGDak9PR7yKAsh72/m4TdfO1K08SQ90Nzs3Skavo2jpinJ/ZlfhK5t7cVIE0/7Er0VwK/FiShP+fAeiyHa8yUss2PMyD8ulJ2cSVc+fxoXA8WxfE9hvMa+NDprI09VHnZp8uCG/4iJxGB0d2KfgdNl01lb/jziycMSE4Iz91jHj0higCeGDgDys8ea1cCcmkUI/kYM91HpqKYHmL/hgeRhcofudWy6QRnYvR3NRzae0216JfPcKwg0KNKb+yuaP50VgC1fZyGOWcsxuqa+HLRR4ec/qFm/DlbhNs23LP1wCtHvzHTd2gId5g5h/k+uo0QU/+QB4LCCaRrr1GPP/IhClYOvgZsxYDtnvPNHiU20l9kqI6qUZk/MWyI9d8qqMKWkMJK9mSVGTWW0bG0TgtGUZ4EIpDdvFm4Y1tlUv/5YwV1g8qFe3OvTYLUCwM6LE1meWuxyU7aIdroGc9F7eBbVLmYR29YrbodKtyyr0b/b/6pE8OAMgG0TVfw9kmHgNNlTK0xINvu28JKD/tV84tc3bBNEkIsFj40mLMpxoDmQmYR3dK/skN/Xhh4I0hspb4F1Db0uYClUi+tg+2xotMH/iXfW7L3IHRuLQYj4HqA1Dm89Bj9iD8a3kIp0WHyfPYsNyIal/A2cXlho0XEitrQOcfXJcgRfgn4mSr+AMmA92rbPjTmAVUyKZSmwus3/CT89EYxyGf8vwbY2aldauvxeFYOx+VSbP1h8M1cbSjO4zqcR3AVjd1ZRAbTw33hAACOPupiH0UGE1jsbuhVLJ2OkXmy3fWRzKKiPWpp0TaF8AOimDgZ0Ekw4w55PD4ZH97rzAALugFNJdqsag8wfRTmiEDgJvNGbPxe3NXiBovynJLx+n2qyOCxJ3emGwzZ0qg4uq1rsNZesc3rI26QYwePM1kUz1IdEemKIE6PjmCw6ydW0ZwUX/b93XVa2WnjSg8XoRTIm4BICVmNxKl8H30gC0gAlDjRT+naET8tNv/5waw7Sd5w5XgO/42p3vdh6+AFZziHVq5caVHBgt0nWjx+idDlZiiez9psYRAkNRFNAS9q3zv+ho2eaKBfF62UOjVoIPLh2skiLYdjs1bwAQVX4v5uxcbjsbjuozabXPcDJGwkeokbOmd/Cdt+AeADXpJ8AUwf+DckfI0CZmWGDYG0uigLgsz7XyNTYQrshgnmNArv4YutYA7N/dlwvnQzen8t2vzqPmGBs3sbgtMhzN2kOqlzO2cfZDy22lm1WFQ/tW3Z3s4A88d99p8wjT0GIEWWQKRB9Zy/IQ+8LlTmtJ5eDcGRHdMROadXaKCa5ugH4b8UL1G/vCwzNFYYut4rQ3NUaFeECnfC9h6Oh3T5V9rxFRPSAN/h96TccA9gIHPsKzuaaK3qclfF3zkrmvllLG5FPkkJbo8B8jzsDocnoy+cRzkit01xQdL5iLw7ZhKMawgiBBW0mUcKZEU2+cuuLsowQQwK3BlmBNMcSVXdOgahPqWNCVbyzIe9tMv4mjkgi2U2U0TRqsxR0KebqqyE/Qaek7HYrMKDGaNwLmLNzSFUbiCWFdFtkFOzN7+yGJVMh3IuGOyrLn8K05jdeQKsZjZEf70MD+4LeXNHurPNgOcl3l/78NrYgJre3mqHwkSGUpcLVQaVWO0zF7r+k0v4g6FLWPMdnrs7Ztwr3mFoXMHM04qZBTovUGh3lpsE2LZzF51kmj7+5qAuioC4U+f9DeZH+8Q+qiKe4fZwohh5GMqeyoQZNTcF9zlQ5/nYsLPDj42r+1uxyBvD10Ik3TzRevUAOHL5M5ybcK8qZewYshnS727hvnUzoR0COjSTRKGXeLejwgDLy5WSOf7S9rYAyaH46wUlHzbe0MYc5f7ASbunV8uykYwY2I8MuW3Xf1z1N4yDrtKfDrr0imYyD2owtZ3a8PSU2a5aK2CFICyWt2WuBHaY23XKfOfOZjMLmRN/KuZAwQ0GI9xv6jMyBsjQhksCujwmgPg2huZ4Nkgtp9T5zdK/r5w5/lBXFDG0fKH1ameDMiG45lFglcRAZ4Ajv6o0ujAhycGYNxFoeNL98tT+33zLZHDAGU7m+VbtE08VPVa/tFo0neQVJVx9wbM80Q+gZHZmCQbNetaKtjOw4nLhWdsV33JNwo/j61QqPBjTy7bbmUVTf2kwhBlSLH72wN6if1mZlygBRj0NvyfNrAgWOQvaFA9VpIQmy6eIZyLesyc/i+X3ZQXlGa1olt+737fV4nnJzHcNN1O15tKKCLtUIxqmBdjl71w+bnKcDwfzM1hzZGW82kR9zQ5Ocx2K/R+zLXDsP7ZSMqwCjTAaB7/IfhgqHNJFdB0/UKIo6KLANwQyhn5bCAWiOfC27xGmFyFevaWXtRjN4xwfM8jNMCtrMFlZVUBG2gUGZ3m0XtMbRuw70JXmDm9BKXAk1DtzjkJevnNnKacYisamX2YWQRqhjolGEyLeo/amx9mP+QNH9YPgmDlSVlBVwec8rV38FGPgz0imfLUSH7k18SoWg6ZvCrNRy5uMDzFDZQfShHv0w5Oz6/cJ29yVrg/Td/P861tKXGuRcqGwSc1HKDIdMp1tKgyMG5HzUg2PP+Po2d/qV1tTRj6NMUrowgOuUJRcE2HwoLdvipU4qBa6QdVZ6EqtWzqlFCoDrpCqchJZ9V+9LGGDYyalc1U6F0vStEB0wg+saL6qN+wozybKCwqmwpShE9bdAQEQqljjpeO0zYCkP77ZUV04Dv9v+i6eX3miwyLRwBwOXysGakHExNDRRr5Dwr+zlLA0mFC9NvaJ1cXI8QKMF6Odqj0HCj9/ebbL8gHv8PF69Pkr9LVPMPsu1c2z3kvbmOPbBFPyPEf+1zc5iol+f29CCMWZkB3WRuVj04wfgFBJXDgNpYz0SstOQ7cjfFJYnn/ds875+9cgDjRk6rvg1RXLhYrcB3ymyKrhFH3bzug/lTfIWMJe4R4sQzy4yisKDvvRg6y0NvanDNZwVJQilyDGZDa38CuOxOo3TY8nS8iuPawNM9D3f7gQwiNbVVzZOu0S9ujc65qp3TcJZLBRJeUbfBaXLdpmM37RTw1F2THvn8yyAdlXGgHcyBuBGbRUNr9xXgrx49fFEzkg/FJhcMYa4fS3UHZFT73/JNqxztz2xLNNmdhyQroNxk5ELELR/xLr1sZVdWDth1J5O7tOWg3AudT0eg4AQ+1Do3ObGdrObTNqPflkBFbW+MlVuDsToKFcRZcZI7wZBsgC4Pb1CQBGD0Vzb2aVMBMdCEy7lePO3GMvzhV4/HK5V0t8KI7U63F1vXlUZT1Tj5hLdXg2q3O1BveSMcyXzGWFiiO0Y6oWRWl+2Sey6+csTGwY1krIMfYIxH3k27rAAo7QW7Zzsk0pgctvdYmD6nmXipZTPY2FEmEN1X5IsrM0IuGLajNzI7vC/dDXiGprNBhhl7QrU5jDaFSU0JKxSZkillblo0qcSZCcnj2oZv+L5sjciFWKxpI2NVYvxDyvIvpQw1yJJKk41QouiwC83Y0YMbIdqvx+onxDoFFaU/kLt7SOxUZWqg60349oArHhG4DGbTkMkyvM/5Hqibely4z184rnh+AuUGwOZ1dkPSrBmBNKBv5OYuSn3l4nJODU7YUXi7RNy8JMd/pB3YTyqNPaDQDEzJdoL6XKXMQrMbDvAJKb2uYGaJgHiMfUl2FPA1Rw8C3DbUIYnDXupSDG+vGg9AtQYTx0XDiWhRuCrYrxnLIHDPfyS2jEN0dggNfCAP2L7q3CSKSrdN8Ky2uij/31fT0Wj5/GuEFcVJ5w7Ql5htE4QkCcDfWKfuu6PQRf4KUj4Rf41UmyXURPNoDtEpnjePaNZejBfTnhRrdl0/nVUCgW6n8jUUiL1MkZyFrJiLFz9jDwpPHf4oIjJN6uoIdV2Mn6i8pLwLZ3QSC76t3tZNATov+yT83vNEi5XWz3KeY8PH8eranrc+QUZTLNW921eC26ouRBsdUf4ImgAfwK6F7jsiEEiEFxFqidYzf4YuCkSJM46kireB66k40cRe5vWR9HHphZ2Z4CC5EmRkG3ksqNleWgHJsqakdNmy17PhsfqMa2YquVaFlo52j1bm5GzquoxDXlo50zGKdOFoAfNRAhrhqH4OklXQcpTtMjg6/B8r4ioHmx52u9791sqWrpIEjCHj1QZK1VwonVn7x17bovTLUB8ii+ySbNlbsIlW1DLz4dGtbRc/EPJknx+ANBqbOe096g4d7ofvgmmsSFsMRL8eSmnxnYeupuriQ4u0Hyl7o7nfmB3Zekeq6g6g4nLVSm89STPmtJdzhIrFp50EmzJIjpWLPitFmS7fXvSmN1kWyERJ5o/Co8OglWUHUL1RbfrJHOZG+/0s4kd4InNSBQbW05EGpAu8bu4eCW2ejjnHxNBsJhwbvg8tvJTpmWOlpDU3q6InHQ2lgvB2S5hcwUcwrgaaced5uSThET5T7VxCPI4Nzu46/GkpEMorjMBTAuLS0WgvS9KErNmgeLDDjf/SseMjyTV+UVqWIvJ5eRlGCdRp0WTbnHy7dXfaMAvDv6SmYE6QfcHQuNDSeqexMlyi3R89B+pHwsgBcwRXkWCPqof3hjF9t+jUk8U2SHGZVcVSaF2RjCAuRWtUZsTTG7m9p8bsvKekSsoH29y63SamsbsEzNzYL/73YhT3cyG45VKvPUeXEKr+J6n2Uf45DO2QUF3eQpZUyWaCcgX/pbTB8dghG8ETPTh7/7a8arKb/2uU9yD9+r4yuIfXKjFbev2CDc/pYGJm9gpuD+3u+W3yv6vRW058SYrfFMpr8NhFtvEhjJhKxmaRnhLzdfbFAQHGdqHMcryUj95RpgdoXMfMz5+QNr6Tyl7ZyGxlN2JcrLaSEP7LKBYohA5ndjYzroJRSq5OhKUck3HiVEZU5tEN4hXdUYvL/ET3hwv/7poPavsvG+WLL//MFMFnnG+uHvMtaaadYFk7jmKjBxyK92nzYEYEcK2OHjGfSLbS6gMU58+e0kyf1rEOYeMKtKKBpk6yUZ4pfo3zHIcB1u7wEgJ3fzbzQ/H+PfWRSz4OXvx+HM1mtQ5Dm+PDmPfqE21gjryqW7jeui+ZI6jz56od1+qWda82Hlja7eCHApfCdYdLonuCtwztK4Z9UHD3og0zREwC9KEhdFFuAg05JGlXkg0RQDWdP5tV9Ik9bX19pxtOmWMba4GPzyxClhbXEu3oOcC0gcdlAGYzybNXrzBm0sq3UOR45kr7k91Vhu1YcY4/KttzU+arvq/d2payO0nVryPqKxkPov16/BWYqD3PWv3eT9TYCK75encq6t/uBMZACT2wRDerkNSzJ/C0oMSWuLJKFXzarPFXXdTnv9K4bAElwrfn6ZevZ13Isi301Fe9ncY0PFfeVPHlrrnejp9/VbMr/qmzQDoq9gV6o3oeuJds38CnRs/056A3k1sU3teIKTO0t9V2SEN94czgtJf0uM+pGsUPFkekb9rUsOqjuwsDF59/lUivy5962nu1I8fM273w4yOsuU7rtl87maXRxH++rnUzP+Eqk0KlRiUruV4ragIbgIwDCkm8Z0MjlbMPtsie1Z9Z1xM9OnQ8fU+cYSwDJgeCkFvszN2ldemtHR5XXZhiNCR3lb35j1uYjwMfRaG1VkWuZYwmCopXdt2gbgy2JCpe1gdzwwAEwVsLN8ufqsKvM5ogA5afNdhnkJifHKTvr1huDLI4sR1uEL7tLzw2ZyQZPDr6zZFjVfbK9M9fKCecKR6hvBAqf6jeBlfHRAK7GsR5oMRK7cb/XGNZ9mt/2BkfJpIq1LeszAZps7Ia/7aQQM+dStcCz3SEBFDNSRRnpTC6OstS79CfXlSexSa319jtMTEBQFbGxvpLIrQL2oqyWAHFIAA8ocsEt3C5v+mOcSIsXtG01Qt1pOHNmTBvyVDd+2lVRgh+iK5t+D/AYr5DBCrEASs3fBUXpD177RADxfrZ41P2nlod1Xws5TH+ag5FuMCWWVIrPyZUBLfWuaGzhtXFUgDS8HvGHvex+Xr8to/uMLIGHuOrQhHLgZsRxTy5aUeIgAGWNkJ+564UaSQgsSGN/wCycxD5LDl4SE4S/a3n9JU/gmMh+ZAB5GWx3mWM9TrJU+5TtnBSI24/bkjCGkoAMjbNHCseShjGQ9vonatOw7E63UvD8NjYnkSEpFgaUSwGpvKBbULwrBYnNqsZLldc81d/uMUoYK+HahY6A833z9/cvPmCXyvvaDENlDQ19oRBoM/iL1lcikLZSDy4oYby2v9ztUdbC/hqvAJFBpcgp+urPVWf7K6wiKejgEyYy1vTt1l5OQsEshE0VEoTFxsdWS+cQsa1uDqtAHCx9upN/UcuHWH/98aR/TvZjJawXI8UHu73i/rKX2CTdC4ivAENkNNfaSDU6AoocWTKEhs8R0sK/XEMmYm4Sai4Warq+ekdwEzII+9OOVskb/q36+IlTuXhtvp1BbPdt5+mD9Wx1/XuPpn30icgYQYh0rs44RU63GyW6Z9DfHdL/MY4o61co9WvdZLLaiu+QNhxArCERC84LWo88UCB55CQGtxxwn2jxPt9u4rUiYhcoJeS0nRwt76D/8VI0xHFv0lx9iiZnq2dw4MpYzrFRqZGF5Hx1eZpTEloxVlmCKINdX5ffcUBWp4nBHuPumTM5XouMPgicCuKBOfUf2iJxR+QPEUglbK/obFg9zry4CueDpmB6IN76TTLHZqECt/RRLbyS3uvFpW6WuiJGR4fdDg0rx9bBkjsNHEDnVfzUf8b7nGuWHeUzB38UuTPgDqeBjnq7cgjaUj80PegUnBNZ06Rz4ii4hx9L+RGFo6P1+rvekw3Uvz098rfJOj91Odu185YXY8ZevAj5w8OMaqHwr903krqLq/uAJCzo051A/MQOcAErJqrLnXsC55YC2bQ9XU4V0mCD5CgLS9njLgxnRmtg7W+ztEqYFEsjrQIDkC02LcK32eiIswHFiwcmpTFHxFhT3d2Ou/LJk1Qlzv+nT7BpFU1f56Bz7t9YOgKkXRRR5kq8G7zKotzOWZ6nTFvlKeWFqpyBJymNpvkcwksp/gmXH/Fvk1rKHXOQ9fY26r9Nbhzs+t7ikbql50R2IiuBzuYhA0hRGuzAQVbjqdqoG16eN9MX7fZSy+po+oK+22vURV0tq1Rbj+G9SM2+NqRDYafxzDOf9K5DSf6rxVzu6JFqO235Btp+k6rIa/Fu8c+994j0Cxtow1mHEUjst2q8nTxCHVUUcsxXbvqlNXk1hGjO6yM7c0JxX+TVAonP5SF5OHdy0XbdbsCf5cvPC755c+dc2MELfzj00d2Pa+blnJqlG88Iu43qcTSu2xewnd9BgMsgSKH3Tf7r0kzi3+iW77kj3OoUmzkj5rQz0BhUrkvsdfSbftQiy1hol59x/Ccx89isaINm23ZoLG++96LAY7VWZV6dlAcQXZs2IHKmoX3Zo6dxvNos95vK3x3OCpcSbLIq/CniUqbxm+JoZz48JHzCEgUIOGzL3ZwcXdTGA1jo8JMTGa+V8lQY/f+tWL6qvUbBAZ6mohOHYby9k/cpab56ymD1XydIjVrpCPKzrNzA4qpabzgmWoW/SNd5Uk9ubAPGdKS49dm4uDTYtc2/f976gvilk6IqmVy2QXpJ8hGGx/q9e0yuosiLlHF/rwiqHdUxXS/9Y6+QpD+3NyhDp+Og9+GXWpapN3azEOzzBwN/SMkrHpzfSm/TxMLrBSe3ym6HB9tDEhPbvciVtqiEzKvAs8ezva6FSWZoCf0d0jbf0/lMlW6WP4lGb3oTQAAMhFP/UlwpBO92ul+Gt0IsAgW6h52CNQ2iBiaKEwdLCpwd8l9oggtFCa2R3Crd6bznj+ufEufFFe5/+WrwMRr0PWyRl4OTxXO7TdimgJcVFAJJ/QhQHuP/BePzoziNHWDQgRxrvVdrJimHhesLBAHG76KzoBxFs3xSwwt4l4m/I0w/CU/94ooDR7hegetvEkOxRcNSnlTdwye2FtZ2N5E9QK4pqEFBXP1EFrqBQvmxWEyzoScEXHKJXL/+Opb8vRtbuDTx+cRYYYLkAA3m/pw9+7ab0QXe17mdwl2UR1sjcKzAUAnUn6D4RV/HH9OxAFZ2Rmf7yny+fH8O0saEsCrcxK+eOtoPZQ/YRgh+CkQHi31YP8FFv731mjTKZ9VsXwYfmf/2wCqbwe0BQmli9rkZKKzB9qVV+ac/EEgyWYc+m6FDuXKuXuMXucUpDl82aZ/Xpd511nmOPDn9wrf7JFN4dNJBIVbl0RazacjJfk23Ag9A7s/PeMwB4YYpHyIzfv4Pr7ZzkKTYPSiTG48YvL1sAxcL+tSA3M9cgSFzSknWtdTC+KvzNc41oA6l8XAegoc3f6KMcDIZ/RQr+wEHeDggrYH41FGP41/CZT8qmRo0GTbwfLPdY7gyxvSctxD49NOir+HHMNV8wev3QE5knmrB5e7SrKMSNKUtxDOGqlaqzAMkCaL5xXkIzvbFl22GOp65vCkk+ggqa7tpw/UbH7rTpc5s3ePP45nA/Fvn3cF21/UqwxUUYSrjlGEpxtccqcVcEOn/vD5aO1LNiLYXqLn/i4CdQOPlEadUOSfu8Uuf3wnR3dXkZwsk2atezPvLXVCXAk/RyGfp8Dn8WWJPXzvGHwn8siQbSDUtXndldruBYkGcFL7hyGmCgSUg9xnbiVEWZmyyOQQa8IFpD88mAjwrkn385ekvh0m2tly0rIT4lLXQPF2PnUgywKNxCiXTcQTf5f51475GMmDFKTjMB2AUh2t8+du1VI1JngQ8IAMmZIP66LreGzsCxU1hZ7aWOEjdaQ02R1crHdswLBbclTOw/OleJ4bHBD6m8lPPfO50PYR6wCNawniJGVSC1W3B4N3p6egQguItXvIAjxW7jwlBfHz+KDq7JLcYZIHyea8LEWeYGwcp0YJviSMmM6OiZQMyr5UZz0Dbc+fSO0j47YrSMALHX89JSA2CiDCwOi6/BbA3MnWTLHXA+L2JImh6JeNJDyaJKe4KRAkv2lhryXpFoZsBVTK26ZHHoB+CgJThO7ZJFWE2hT/dTbp7+EKUU3JO4TO1aZvtgaQ81H9Btc0HTOqDDIGx6GDuwvo/ih00UVtzmA6mva1xqXkRsAGAPE5r+pMD+PN964b0B8aoBscm8x9oAcXnnAMEjNKFQhNHf+nmTZAv4Q4k+CGlsYQth77/JEHyh1jikPTvVix/iUOlc6n4xy0qctgJNfntLkATE1O80SLo/v7bf8Q5t7YidxsM+Lh5rkn1yC5lgq/pfwzkL7Gk+OFwyz/3Nd5HESELoVfomMFKhnGNzuWFYW7Gvzp9D02/sZQfNfVLru+vxiptU2F7VMo7C5DM3jdeTzHxMxyGnvPwbr/E9u0eWSLgW4J3s05lL3Nx64igLdVuK364VKyVUjcFey/0sg1/3GP5ArIfjJ6HfiNtaB+raywanSm5EwriaxTkzx6CCV9dv4vY36XXQ0Ow1l7/xxHDU9T/HEtU+ctKBltJG/SvSOlq4ajta4qL3b3IQbUnpR97SqiM4hUz3vtECDhli8gkMdg6IVxltHj54sBjTyC9UpUinbqxs0C+CqK1b2Btw26ar9qtn0igyBEKMQg3N1SDKYqGWWxUXSe2uKDaQi8EsXB0pl185tst4f7WL8e+uDXfavyjSuJjZfT+i1WldKQ7kngxZJOGftuJTR+6TF0ymrlaopoQyRVcv53f94oGGtr/9nAbF6Ryh55VZDKCGQWsSfx9y0AMS0bi5+23xJIlGsNRIPhwxcbTGG9r/ZDhCbGzVa9g3udMQWEjGFn2IdVwBs9N/xAFAKlgpnIR7bDELJt+zIIrlYyn5ULyPt5Nj0RFIiT4+AbOApyXaA29HU9Q0TmG8xdPMbz7Wvb7rSbaZIK0UlsMJf3zmdWE1XND1BgqYO+Z5EvAdbDY+jae5m2ocY5awkyi0aTGDOf+U12dXH4iG1JBEa5FTq3OVQtn9/qa1tZORoXmBe6QtySwzz6G0E3uTadE0bzdj5eWecBzt5Qrzsj4ZTPGEihW0DnzLEHrxWaTiCv2/7lieDg1XJgclAY9h9vvqtOGTqRjNA+d53p91UV48r1K/ke6VrJa1iSAIvScOBzwiKhsbAdtJgr5WnqFhHG1GGeVead3anCBVBWM76h9CJCl/k4fKc3PfjLemDdTVZwIV6mKipboEYXYXtTQqZNRrNj0S58y32I+emYmRNsp9vdHMWSjV4PybK1i4sbrvwd8GnfRQRMwGNBzphKgD9fMIt/jkEWQKjnqEtWSdmO+/4zaWAya0nyB/gJcLvMgj0e4D5/3upkNEvTrERlzgNN4wl1LUe06TUp0vM8h+Cbyx6XMDGuAoBlARZEVJm2gTyTf53+OF3bmtF7klhGAc+YCv5V6u/9IF4NKjnYD+Xb9oKyfgAvj3xumvB30zzAn1va5lXWXybED4K2i2b5znWSM5ohheYywK63OYKze/NYTTN7DnGxTAPUPUYsxOOUtzgIaBv2rgH2x9SXARJCE/T+rxI1RNTeaCckFkYWE9TfSmd7A81Tm1hEbe3AMovLqAl4bKQ9Wbrose0aOezFIFl6k9hzlDaIAvr3vjHkv295ENK0vIMZ35f70FaFDeqgtk8CCbAIq/9jKlNK1dyGvmnWNl/LbXlXu2qIaHiEv+QKJaUFGqXmkdEK/U3EVjiXfLlcdw81/sqZD0CQhxGtof5n09NVYzvhxs1NHGmzBG+om8Xd6hkcsa0r+E5vti2M93tGmYXykIhB/juYJW6us9if2o/D6QdtGMrScq+uoje71BU0sT/puW4trDRmgitb0CgslQnKDLnaB8BnteXUhxNTAnx1Gebc4/9XsQHjkmJZfTsFbhmCeZg/WXmNqHRi4uAF+90cYRVqZlqZUsr+F2wn9x8QCaAYEKzyWY/fJpyTGrcVU/ZInZiq+ynwfWY47883nqLupjW9WCbCzDcVo327DkkstUFErb+msyqo/faxOl2bO5Y0rWD7CBrkHxrhRe+kit2Yp7TiHNVFGRtocZzrhTG/fEAPBdHrTJ/AMYdlXQo0Q2ufmuwTFudY7qHiXN15m9guBTZn/DUGqAjCFxXQ29iFdz/WgtLQI1y/g0/kgLBBC2gXyVi3+e8QOalAR5mb9yFTLThIl8p+M2G6fNl72XnXdCosXfd2w+3+COi3etFkNOAmuI748UKZ5xX5qBrtV6cicDWdXPgvU3IjerD8pOaj5nkT7xpilK6XK/271nq4snKy6jeak1vfu9HvtcgB6HyM+oLYaAPjaJfTfOj8iPyco4YJyFtDsPBrU70aLwoGlhadBEw16RA/xLKNK8Wmt+OaUnaTsnTdmNVDookFRiIK56FSYFV5rZTzbZ1OHFCfmvU6mCDRpJJZcUIXdGtsi5vxBQ5NuQOJEdIU/kgtbQ4aSxJnRPMrMGJ9j08RxV/nyJIqQg5Y2oeJX6RbN0RhmCod8XiTBFg+bEXn7sxKSVopX3gMVjrf6ZhgfEpqioLwX3hwgbExkR8HPVcJwdgDh3pOGV6ys95vJatKZ0BX9bo/irBUAAOz++vzE+pgVel6sMsE4KWpSE+tEFijclpscD4jFmUrHTIJrne92k8Oj5M2sitLcm6pIemjMFiV6CSCbuQHJHTIGSDGt0jg/88Udxx/PyC4tYP8aEH+hpFUf68YGFujCwjfXTJ5TskzMyLLItuonft8gOXLKD0GhSpgu1fjorRafjvfDOn/ddQjPuKTOCgtr6TPtsyVeP/W/s45ivSlBGde3dAlmROSX91PlkiF3xvjefj+Nr0/Gu1iXKumRjzihGFNaBWHsZjc9c0cq9qhdfiXhYhqcV+Xw8JsiiuN0RXMnPXvZSzL1cIqCkX8ZCx21VpgLFvtT6ZR/WwwVQ6BMHXX75sElPnc8zJL93S5IWZYjrBBIiqRipdukjFWk+CsFpSqlA7Ow1DCduh5p2YHHZkV1nde21MTYDUIAms038Kuah6/2+XkDNXKRF/+JWgbt1+tKU45zWMVvk4F/Pl/DTVn1dvFIwTBjD1kQVx/s21Njr8G9Sd6/VCg3TwaqptDFUHx1/Pm/rOuRQ93qKHINUe6CTlUlVhwZZ4kz/RFLfzG6NrM+vPMJPBuNZCaIccmZioXbIMvm/0GQoQmFziWDNu8Vfqb4BRorZTu/EUhBInCYy8/qfpnqunrUX5sxWpwgtRgIotjckn6+SZSuek6AwUxtQvYhit7tJ+qvd2pit6m5H4DSodfEWSqFvSrcPOEsrs71gd6DmhZcdNXbm74FCR1MqiAvYgr+ub7tJFEBdQTWGoWu7FyRxVpiA67twine11bgM4RXtgfTIGrXW+yFWpTKcadb4y7KP97zwFvbCscwgvGCbNXhoS+Z/PC90XqPsqbVui+RgDXVoVx2eI4XXQbH/YwLfpkm+/LLU34I62mtlzJ7CrwEVZH1On0fVAHRP+X20x4AMTx/7NqeZsmJfbCT0bq6+HkC66f3n44Z/hTPSYDVaBL8N3qupR61nCM/W59RQHQnP27pQW5BtM1ToqitSQ0uI/rEUgXyjxXQTo3GAhMt0AZsyQS620RqbnMZ1n4/MuC9XNZ1MnvQaOSELiaCB3W57dvqrx7H1M6rik2uMd9Ln96glXsw/1USCaVXzCNM17gHtpsM9yZ/47TZ+lQxWCuOsXLZ6oixJ6pVILMrLwzElyyqJx/tsEe4ty32ccb+Wjqk59+IBvuw9SAa/rDCTeZ3mbMtwATqSmcigIIF83cyTX2IlJb0mmciuMvHLRlnjrftpD9nvGfENnxjQaq/2yhVqG/P0XptUw6uXffoDcYMp6pqOpS95Hr4sKWdQtoucl5h92FFMo8IjCdQglPqG1q9BRzJsDDqy724eBjHbiTwatNu/8ryv/yb6ndwFMP/21q+mhrg/q0O6eqe8sl1LwNCCAPd4w12O125Pp4cMuiAkdzjW3ZDuAq3rmhs1AvRT3RQEzVNXrbXdqwM507NJ+2ou5arXAfl+7TB/+QKo4WZE/EhxmTZYxCPvUZ8V7pcG+ZuE3qNV6WjLPs/dOPISy+o+3ney77N3jsVzlFw5YLlhWRGTE9g/SMAMe6YJDO53DlWYfRsVlGMXU0VbMCF2zT9a+sSLRf8Gr9NkDfWvXKLm1BemEtAi+1RGBonHR5m1sJH/E3cR3hFYBpU+MIm/fJpc6qap7vKviyOYhpP9v66LYVB/C9bJxU9BuGND5C+ZQy98I2IG3sFFxHwkBd0zvRUxJrZoN+0hVdMCopVKoytiVrQUWbR9l7PmNKA8kS6Wj1R8uSV3PYnXHRQNM4ofrmgRh06oZs+K1LWh1E1NGNbHbl1rDpTJD83VQQY5lSODsENjGeUazlNo+0xBnhCX6ZCdOO7DlvjpdtwLyI2INIyr3fQIR5FAumRSX+5nY5PpUzezeQjxqkcDu4Y3+NUh7sM5hL3q7JoHI7+VzdFVi9u/uLgx6uISrovyHCsBAqwJVlzlheEYtYEYFblrtN4/5YxPXvhI9alyqWZk74cFAG6hvpp4mvX32N5m4tmxcxjcYT4FmzQlmvVveBt9S5YNb9JfoTFEEJn3HWlrN4W8CtWV+siUt7saeYFZ2e2v5gkW4LCCmWWR33ZmVpdAx8FDTNqZUnsVBmqsU0zkmQ92x8G1j/7+NdT3f5HjAZMnNuJBHXhSxI65qyzd1rr+VLPMwEbqa05bIxCOkg4mWmqz4mxwAVkSDG0vNImXHo2QbdP/snQVS5IiUPCXcDni7s4NKNxdvn6hZyP20hsz01XwJDOfkbD+YFbi6p0MuVtiXT8t2IYw3uAqHKED/Vs4le/gEYkKkPwO6KPOP83HB3LZYFxywUwXtfqRJiM4harzaLM75RHlHp89sLgPug06Pmk4Hy0yH+zBJ88ZYLOPs9HFKA3+I3Pxh2E+qGJ081eQ5w80Jd1oSdwWs9LQiUSOFUhNcxfGauXyzFeqgRJLF5YmBk9szwvz0pScMI6jeDKPI8urvG2AypfLpmnn1vvO4WSeq/WojH5xfag3kmnYUrTXDSP9eIQX/tWizikx4EecngFuT8yvZ4ULqN+bXQu58nvvbFrFeIT9U6Xe14udGjyy4+EBL4KMakChEwXjT+3Hl7S6bEA+mhyniLq8BapQtMc/2XjCfFJFh7/e/vyq0Za9ULJ5qoGw9iHSuEIEyHAFPYW1viYTpSFzKDpBS8AHpEkrThrPhTBKi2P/rndDECPctyZZqvdGuIzsatx5sQDGH3rgI0Ssh+6KZCKvfYfk6Ssw2Bnb8q+Ji8/IlPv6UN3iIWAMaqFZam1+Jb75CVpO4oJ2juRF6GOMdNnzhg6zUPXpT4T+SExlXkPcuy05hRDB3NvCOcZv/ZvwLYX1TS+5u3sImuqwfILJre/pgb+kDLKO9E7TDQtr41O7tzbQoyDbWv/STlt7kDHpsLFAfK219tTiv1v0vKBIoBTJQhn6mDTImJexRt6O8qWOH3h6yQDPO928miVT2jfyAYI+Vw+Z9P0yp+JEIHUPnby2UBCbOZdHN9+MzMxzf4HIGozdohM4jG2adF7JYyDz3say7/t428mW131kWJ5XVceOBP6eGIiXP41QGWiRm2lj8tSV7kF0fA9Z22Pyb6pU8tWRbOQWOTlbggsHkhP55jhpcdlSiK1IyLyaFf1rl5o52ipcQxCkK5eHOR9g8fm8LsuyIuOgUK2g0QY4PxOVCyCNjjKXIgfJBuJFKA0XKOVRxzvMCtJaMFs6qtTXHNzssuD8FwAXSP3Z0aVlJHyTxPPhokf1lEji2DerEe4C/IQLvhEyYsKWCIeS/ZN/xWNpnK6KsIyhURLMztP6G+pRw5YRHK0zXFteUAkpYozzivLhANdAr5cP6KRpaSFIFE15XspHfHmZ9Svxtz1O7lcvrJQYh7Vbu02C0UyAZjw01Kde7LdKy8ydN83Bv/nr+nXC3rhlljXmslAp54i/FdD8ummVrbH+rBA59/+E0+V6nWCCwvLsZlgiRdbDGduuisgymMxrYqfOTK9yCIXRN/23wU9cAXMWReizZC3/krl0lzYtr6V1pkZn84sRJ86eIZGUd7e9Il71nUjXhnoEF8Vhqkilf2D/RhPq2ZFc/UPslbY1MY5P4/3BrLCwmUPZwc3nm2SFjtlzRETBIOtPs9rPzQGgVD+/7/TGFMN2dOt1dCcttl8oeoznKN652seYjAOgGeJ6wBS90ASeT+8v1wcCgnDkatH3hVuzBTilLC7mxQBDfBnQ4Tp/wuEk+KMsWLNYRYki13e31AtEEudrWcxY4cGww13TCdQNqAgu/mxGfglOXeKel5+5SFACq+u1vT819O364Pt7olEBkuHD/SGzbEpEVk8ATOvep62aQikbRawkzyFaE40UemlPQdqrHdSQ+DxwW0M/j+bOUe/jVgDS/+7eOxUhnPXEm9b3cwES+t0KByxj7aHT4mgaWYdNW++BmXxUzN5e/ac6yu3hZ2XaIzkOOJr5nY3gP2QocSbNbrWvqUKHcc7GuHIdrnb8xgdfZKxmtbenj3MZ8DSzyE6/ZG2G9b3jBbz8Au3D8BTfaBOAAqM+lacf3OaAJIORh40zLqRpi+EETLLqWb4jhhuEtVbPVNR10fTLvK37tXFXYrgqysKQxgAuolT1E4OpSxxTM+Z3AI/ntEYBxCvUqgJmyuv+3ZxmQ8STdEGQ7XDs87Dl5+di0JrdWJvCHvy3fxeA4ptjUvRcOf4mf9/erBDkrJH3pRhBCsW/CNIBsmzRIaxKNMu9xqcOOKPROLe9qROMydFzXF4soAn7JiWVOQgoGau+vU6Oiv3a6VfkzIrSLsqq5N8WVeNbd8cbH3viXiRrNCPiqVC0F+Vh32QKGVtbtr+GRJ/sMA0ZvGnWZFuA2JTKBJ38NtZy3I6PB3MiGfHTCVtTLN1oEdp5tgP+EiIIAVVWNI7g9j0HW3pDbnYNwrl0u6AwwE59GTeJz/u8+ftvacxU30yfKc7aaOeWxOoLmis5SX6hdMyNVL8hFIsJ8ax5vbW/3SAILL08TfS87zTrnEh0MsT4HK0Edf/d7qzkr+05+5llG460hmEaNLgXLpphNluVXxRsmRTKabL5Nn0DY4OJaKrIYUmAovbUXILsrkuv3CPpcqRI3c7Oef6GM0shfvIxY65q2ks7kDL9lGQECJEQYs0RO8kWHnkCfZ6RaWsY63gdXH95YuaN5zKv9XmJ3Zwc+9+qLzNJDaP4JZgBnGk5mOIX2aMf6PxtvOBZbG569o7jEvkBJ/XjDiBq6P35W1hG5vufizgiCwaS+L5Fw5xhcR6efJc6A1LpIYYBL5Wq2B01zzn3lhjW336W374ROQ7IDcQ2d3PNv55ikf+3i4euhbuij+FZI65BksXhSF27bbFVZFtNj4P8O9eoQ0SbTjOUi7PQtMUJJAZr+cs+2JNiy9d+5D3r1wMOT7O8aXxNV21N3/2TXGaZ6P9ivCjKztiYoSlOyhdtYIn39gisdnVIUeJILY99JNoNQZvT69p4bBKlEK112+M6neary0qDsJEBRoUaWFEszU8f3Rfdjcu1vrFz1V2P0OU5tR9cyRI5nkZiW9Bl1inbC380TfxrDpCJUzMhiiV1FYQIQygco0kgf+FOtEpiTLNNskO72SrvUw8rylDTNgcpJrzZFyTg9FXcTxQczbZDEhfr9xelqyxSE+ifUg3Qln0hpeqt7LhyxyAZKFSb89IDU6zbSmkbxVnn7oqvjONRsrydp43xft+6o93V5/31KnQtWkce0XKo+Tf31qfZk7mQUgRPfa+DfL4sHIFfuvx+6UwSZdPkGqeF+iziGKTgha35FLnGWZ61R95wYuD9vfJn2rDViZSnR8RUO/tO8mN/3fnteFiQ3NrG/pDG0iu+oQEGaLzSBB7t0fTKsVvkSWY/ZxC+mqffwEGKgy9MabEMcRa0FLPx2SR7SnRhQRzt4xg9gVlur7iJ4ZZDJpxyQJMPzQuapEoifnTsy/xasgKAnNMTvq9ameFuHJiwfzqBAItiU6ujBSlLCkUYw0X7rMPf4hs6n1a/cHw55qkFjr5UUgLqvN1BDurY9PWg97Hs5Ab3RW1xScAlyF1D/ZtBUj+icpTblHHdMVKA7nI2hBN8oykbP+d5GQnzDc4w4SaRKcyqU1+tQn3l4hNH7hiHKGUSGxQG8sr87eMvZcD9RGeP88kbs2hpTWNSSicl/Mw13dIix4h5oYirKryqKXE62xN3JrsvGrgQ2S87uq6+lriU1johJra9JP0+uMp8979pJ+vAP8T0MtqXgyRbVzOPiRYCK33KC0lR4F5z0i89DbkHSmWzQ17hMF6th2IXm+tM9cE5ofK+LG5W4rXKqaVuM/Xk1cMXA3+grUiUWOnlUdnDF2j3t7VF/ebOac3X4r/jKmgI9KXO/ZvK3kXWALlW2OnF4mlBAE+r+PY1HLWPaWGG24zR97SdMMGzYdXo5SrloV6vnxUjQ563rWPFW/X7q4TpiIDtK6zQRYciidhnxIiYps+Qvy7i/aAP+fnzLUSX/WxqUXkpnAEjA5+oplyKE0r8WtuCiw50QVOl79PBmvcCqU8V+9gZ/dcpLnM5ccCYIsuAACOBiVC1OFLJILs8hUSCi3Eh0THRGRti7L+cSCa3l2dfBQuaUa9XQhx673fFPJH9G9fvZTlX6QivPfuLYYLdwGfZjZbyJZWgCN3bJT5dptnRUZqscmaqksWKdJw662HxheZqwyhHSLk8xp3dIJD43Pcj8wUeE/P1U9JSB3OCc/vyTV6EGMUXrMiW/oE3fsjgkOfEcCzenDquvZHagupKXIXu2WOvwrOmnIo/GYYUdr4ZaRh+ox1fNoL+Pu2J9OfGA8rrsVSq/wglNytRfSFmz1deaLlSNq9+nb0ZjjaPP23IVprOqLhbRy01HJE0YzBmM9XjvDqspGwAHSvmxaZjoAbMnMnM6Ehweib4E48v9lPsH9397L+1lLpemTw4x6GEXKgaGgoRx1L9N/ToDvlH+ILIjkbDb9GfGc/VmGuWj2uZ4luKylwegL+2DMNxwOK/by8ikWpNJC/SRqRIXo9RsXntzScR6i4eo1bYNpDPVGERhfaxmd4k75hSutSsLADDAnGl+DqTtyu3o0VyZuL17vKP9uHX3lkAdv2Vbfpyzg+fTYhns+vmUL8eNC/hTX30F5P3FyehQi0mMpto2QQIiszzc+9x7IUHAWlkHAERMLepTguj/vYRiv1NDJ9RYk1gicH5m582E2VwSw3EFjPUcMQ7LeRp89lhC/HadrLPxDP+jG+1RkZlk3oK9WSnVny2bBbuQw8oeEy/6lnfZOfCmMMFzhOvkPVd3aR9zdiM4AE/T6FnX7ke7Y20O8JntNBW5DR+yuKTzQUsFsuGNuCEw+FxctqLJWYOqIOtHCgIEf91kWp7JuqVXc648tMfcZZxdVZ8KuQCb+LrHlPPaCjAbor9WfZdf8xubIroSa9KZEx5t/GfHWtxIdl58qzpQUV/vlKV9c+bO9OFuC4ZmJVZI3AKJe7lXV9Dt+RpxaYIloQNnwMAImjQoz5LYptwv3Ka+atuaklSgjJXyQRNgB4e7XEFWpGLo2HC4OVFp5KxU2+u/mo4D+DhIDI1v/JNEAP7BVrlPIvZwFmAlE5/JmM3DTc6BwmgeOIlJgqf4bnU923/b12kb3OG3lsvGVDtsjYAPBehL2XpwKdbfiinB12ZC651ETDRgrqF6l5ongWo2aAoGSy2lYUOKDBKX7IqliGX8+g1eq1O9yzz8kZuwJv9U5y/ntDtTNia0jZ5uT3rlEitsOup8qJYubW+3NnH+VrK6bwXUzS+Z+veQEOGN+q2a+ivhfyYspT/yFCVQp9aGbnmMVpx7388a/Pcn9HUuNGytzXZfwWkBFuQKn/4h+huqPZzxZ+RMl+6G7tNys9E+7T+dVgSODv5agwo4iGoSIKtM8LKHLSPrw+MgvxpuE3thBCwRYBPpKn2ZoOwR76wrM33qprmiZgHRpY+/MH3s3Tptjyboop0a1EdxP3b3DIhO0ZRY9qi9ImLX6ZvoMjOrH1ycfmDWw06An/F+/Hga0sdDOHoIsaFrvZgye20pvrc/bjNDIkuDxj/RBmGIewNky9pUwLRU4UBbc+UU/rgqzd/ztl9RIKibfIgSmv6p39MUsENg2j8nZsqxPEUe3C/kgravlWndryCdOp5wDHf7bgwptLh3sWr8hnAQNiS4fM3vowNX1XZ22Nv7wVxixWnd6Sa/tt1S5ZEIH9o1o5ja+dh+oWoSGRi+AuRTnx85otkGPoHeLq1pld4jdfxdd0jt9Sa2u1zeFAwV4RmDIUU8/hIevg+/T9hH3h0pJlIfa9dIvBnGE+EsW1JoaZc+9u0rniP9ycvnbwkKN9Y41/Lwfh3LM5ttDdyKRcuZDjzcOWCNJFbLkbgAOMYe+QC4EqvbbFg9/WvJHvdqW8OIkLVuB28L4QU4/OeflPDhsglW/Ep/IKSFj6ZIVj8/OGs6lelmWRTCcCDWh5XCBbK0QayejKqU80I92RU8kNUjjy6s/CxS36sinFMhEEf5NZfMoNtEcBsx4Tk92rMFqJw4WLIrBBRkBo2oVCNJEb63rynB6HhUxA7CuuhMQZ/rNf5ks+5+sI+fvJRRl4exO0lMQELRJzSR5y8Xrsvalvb6tfFdmbCK/S11vLsTz5iPcC0KrJa+sxE61OadjAcFBh3vTdGzUmbfkLc36rhBZjTHoV007O7v1OlpRnMp6g8q5hAGeC7f32nMmU1tDibjAF4pNf9+PsMHFzO0VXuRIA0WWV7muQxOdGfDpXtUOHcf28Klj6weK/b8iaV5UUvxk4U9h7y/ote0hNvrtup+qf6lY/R9LLHl34mSdgXBUjHAU60g7pOigyhU+vRNWwNAGDV2TeedWRtdkZv4siQ/M6NVEnBIa0AvKTqnqoiyUH7z2rdb+mkmxRSXKIUobcho/4+s4Jn8eViHJVpz08Rbp0TfzL71S0hwuUWIRqrYD7OMoONJ/emcKOiRdNhARWl/dew2QZZDqai3yD69VjzFejXAzH2WH99Eh9WNWrbIino01KC636EML2WT+DVXgPnXsQZRnh6AKCJQuu2Um/UlTzDo6NMg5a/kuQKZwbz2o2qYNPsrOtcz4daceBARt3DNxVmfC9bmVZ6aR9bEfzEgt0z8SlMme+xXPrYihbm3FVEm7OBfeZwGNAqG7tz8r8HY1pxyJdoinw/fBXuCHrNyFjWcRKc6u9Kz7dKtxmv6OS20Z346/yJPJ0jmP5l90OEv6+Jd1gyXHPIwQLE1zWvXI3Uj2QXRUJJbcHxpiNK6PzWMR653PMKBB2Yhl6Y7jF5W01z+hd3kwjJGL5Dlq/H7gvRFbjGe3ke2DPNtVeKG9QqT6ifEzrq8Wem/JrsMe+egkQ1+TMc0p3BDx0xt5C8gR4rD+eE5yUbjAvAfqpIQ26A25bWWg3oQWF+WONDBLw5TQ4xwUxdaAK5r0lZ/Q0GhhVh9nAJYs+Ks0FaAFpxBlHR0KMNyUjWgETdOWlxlCaWha2eVj+CyFFSYykJ3+qKclxosgMk3amL/yGDynTVB1nT4tcbym2gHnMG9q3yBfywJ5gu/o2jMVnuE/eC1cDSOlm/wB+hV0HKzKfZzi954a0FU6vb0FyoOGbGCgmhNfFqfjmWSrEcUAHjm0K4zV5/tUTxPJ5XzUPc6YldbLOhn0jWLm7/YZe/Fe/+bqcdTLAf+kuz5qPa1A+veFQ9bPGf/iL4GsP+VGHUw1Hj7nyPSgiq717gcwusmN6Xrx7Rz5RqzvJjFkAVaF+ayjgWpb1JTX0Z8WD3KWEe+duMQ+AkS03bxrAAaE0VZbbJiDtpGavyLepArfUyZtNJkf7tgle5Lm0YSSYaR6umrzHL8NPPQ1+muofHV3Qaqj9Oz3NhkRXlj3rppPRJ8FzXm5OdC4Yonl+uUeb++4AfqMTs+0aUWtpYUKfVR8B6eZitbnI8zbMhxGFuu6d16qKtx0XI3m3ao25eD6NXLSGTAYdqOIzQwd3InCAMe96X+XTMQjg+RriRyWZAesTjFRl3X+RxRkbKgkTSqn6gaThR7l+6sPIoVK6d22kfZ5Ekhev3yfCqIxQarrlAvmwVaRao3+fp6RBa6X9vqjElfdB+YTflIpil+poaT9V8ClZSo/34YpfqtWPGrmwpkGr4cpb3uT2qyiAtb0YRkwiOvg2S8esI+WIsm6V2Q7TAqak8TJGa9dJkl5LZD/RsaeSj+8u7fnD4rLNH47+Z4cZ6mgnx+XHGmlVLiX90tl89+ngNp2YmS7aLFZL3m7xF9KAhGCOt4kWMe1BQRJhvLG9Cn3/T+xExQXN9YgrKekRZld/BoRAEkUwFS8vEM9WeQOvHoiLyBFdd20FSTYq93Fmnp8I1wode7DxV8zIOkpmHq5/V9UufbhC4+UoI5f36TWL+Yehn9wDUpkykez5GH5vCZ0k7IvEj+wb64gf2G6hLPcYRAuHqx1FdSybcbzLkNdMjBKq1XAubmBJRYLXqbRdjvZtHfBFJyVx0ep5b5cAevpWjYQ/VXkeE8lMSrHiN0BUtArEuqgYXoJ+pjKC4TTw7XgKuqsEVT9ZXIL+QSv5m5CHGzqGRIQsdsKce3IXrdchCxFge7GxUUfjRFkNsdNicBw1EgJzaA5LnjZ+gjdE65d/8NIvUvVr0lIqZ6XF8Qf03mI8DwK0p3mNqDaOA7lj+0QKv+xR+v3NZoOK2zhAexuNfDtx1P7/jf5eQhJnLKwLlBIKOeIx2Gy+3YZY56YMS1IXcwtCa0chKsfB86xi5Q48xyrAOa6/rTV7YGKCl/DAQuIMDSsWMPSyz7DzrpWcAWyYq2tj4syGsRsi/ow2IWiifX3vnBoXXkAaViJ/eTj9HRpAKWhTZoMe69n6ym8rKLRBfIDe+dnlPrkE81FlaczdVSPlcClsGnkjbUGH22TF0YBUfvnQiz3SN0c/C1pgFlX2esRfmTYFO0329RBqYrXG8Cm73DRlEhjt9O3RVEOsuoSg+/N1IYAbGnE+yhVHshVvfIVuTz8LxT3FN2cO5dnbLrmi35vB8nqFSVfk4OLUuLmKnEedoty30ZOQE03NTL3TQclGga0v022lKKamhmN8Qgy03+6VzD+pxzzbIUhVkipBegllnRfV3z4KQCjqoUFC0E/u4XuDGAK7xsReWSWjkCweu/9V+zUHdRtBkaLxHP6Uug94EDZ+7NQgW7zRtGb1Ic6cy92GNJYLbrOnI7LrdDw78XUv1J55slLP6EGb5ouJi76RCzHGL0tw366FBnI5lvOVunXwcHFK1L4jZ/vqN2PEKEdTR8jUD03awHY3BaPVGm4pdjvjPpIhC1V2GsmryQgiZVWlN8jfxN2oko42fzvzExFVY3erq59+44PQHduoQSKudappdk1qqHQvWa7L1kCHvwl8MXP5d5L2ZHId2jdH7F4l6eJP/FVBn39fdMI/GcfhSQQmpPhvFUqc1MdmOW9TjP6/zgUzSVQeeovGxUF/CIcvTqZDgbC5E2AtC2cgmbNO6l82l+ToIxmPelo/v6JLwpXiIWjTHK/VKCvbpdsi4bifjBbE42pLZCJVSpIJksM3GGhh4Ff1gQGGEKwq6Jt6diwzR2+hnf/mXf4uROjhZZXpQ5b+faZinaywTbBQWALMgoUsErbLf+ZR5YK9FrV4+JiXm3ujqAVO1CWZ+ripx4vubtsu8quQ79UzfwexvLRRMK2SijwysFMg3Hc1aTL2jm0qaMr8EX+n4b358qJVpQwuKLO0MnBs7dkN/rM6S7J5/nzJtPPXbGaH1o8c59UNL1Ql1tyVj7eoTnHV+5lCndgUgNFi7RWH52/vNpLNUiHlJpbCt6Epo02XX+ESvhEbU+gENIBKomvolQ4Z98q8lVGwf/7CLpOjMvaZ4nD4Qisk8O/LkZgXcxTt0TUuRVEmVTOrRL/whEpAltpDMTgYjkQFvS2ttqNb2nFy7QxzLoxi31y+l1Fky4BQ1iwJcoDP5qYTu+opFHOrRB3vV/WuvyTJtwnCRYRFPkD7mpC01kdhdHKnXp3YQGxO68/03ljg/On/6dFEmv9FDyIRTBOm8dKaFQDTPVXKMojIIEgdsKvz3w0D199dkWuQ120yF7HNWqVUZapCfZzt/p79QXKV2AkyLGvIJaI4X1vrcNB+gNDmy4Cwo3T7ChaMbcew8poQrkIzvFqGhNOfDF78sm95/FUPJKquC6PMSYCuuVCDq6vHT/zXEAlA921SmFmrqUIWqSnHngOKhHEYFlP383y7XX/NEyiDRnZRt4F1/2y8uB+BeU0Nyrbs9mP/7zMOVOdFWMAfqBFIq/TUAepwfvpRKZJFhatrh8UHEl8dgDHeaNmxySUS9ScFD2ET2awfxPpiaclegymUdFiXKObu4yR81wZVZHUbbMW2silbpNNnG32HvZxrJJ4uw9scQlrmuDWDBdICNrOlwRZxxyZsWcmlHONffzzXlNsVq/01WYpfS8i51v/gz/TvLtDmrI6TTAonN8QIPyeGKG6eqlbaNORdxVbUsHFAaIV40ykC5DUMJ3N4gBGs5Zo/G/V+5KC+02v5OqNMa82gbjRvQXgFnGSCUOrbqtsGY/fzfWH3/GI9yrz8hRz8HmPMoi7fcy+xYKpjXcfG9GZ4hv+5SIvhEpu8BzXZw+jNIHsr8/oFkCXLQ72E/6SFy/FWz5zNLWS714tHU7g2MG3/ZLGWS9YZieMU7iTr0SZgKHTeeNBZ/ELpsBzzv07wo0Jb42aqf9Afb8hj49zGPmCCoszNFi64oC7R7N+YfJz1WPPf4vcMnocgVp13+LqVhebDvMrLLd7NIMndFk/R6gpsyYlwCdgQAaqSLT2fVAFAxfHpEJ1/zwXSLRt8oU4xRf4YjKR/aR1BygytUQD6H1BSRtVp6cFzrb1TxACffWYKlDZ9c7QtmkwOJpa0UA8nw8VqDq8uukGgKA9AHw5EzosdojMTC+CtqzdSNCM0upoQ0nMMKlvnqWlRCuNjd13eGgQ5UFylKDVqnrSAwsfhfixyGkD/4AtBf/4XsJJ8IrQiP8IJH05oUYEULugNTQALxlypUoFwsiVpssLNRp5ptau4kQLpdltmE7t8zhvSzh4oeIMt4MPCGe5lfgetswIJo53A6J5lWheUyaVZ/Oa3wzfBLjlClXAJlLuOvcabFueW9Qo3Jp5DfXtA2toZ4S2AdPD97+mahoAkOPewKBPdv2omshr89+UAUJPDSjN+oFuEl/l4ooYDStZgf/CVvJMnZMFQ37MiAqKP4mcjftP6z0q+KJZSsWOncuMVCVzFtanN+j0ebkKJcw1Ax/GNQFita78VCS3WeHk/KXFuZF6k6mZjB2gz8PMUDcv+p+HbK72PQmQdLWc9zg2ZQL605olR8iaVrKblxfx6ubygfB4VIh9EDWTWTF18tCWvP5CUEHroXf9KW5MU+C640nUmCHFD4H+dogbNjgDEusNTzaRyvfswuuujLvkB2EWIp4kaIKR7AFpMSkuCUPgklyY/hgxEgphz2Tc2lqAA1+UKygyMkkEktAaFdP9fahvwxjCLrnr7eBjzs/zozaVOshwPGhpYoJ1xG/yLb+19sngKW9JKIkUn9qKgIq1b9Ld59CJY3jNwdBND2lMomdSE9QEQmkXuL1tZCjVqblEETkX6qmcRtXood/2LNil80Tv0gcGAv9ps5jSd896tFsIxrUhkNe8kbf1sBfxp2w0eJtAhrwjYiKsWscgK2UsotWwigD8+dTJ+74ns6E82qAzVuNxKRUI0XukMMD0lxGGXUIJWGuySl2I7LSCN+96OsM2nNvS/XKFAAN2T6LsTg3xoM2PUCQfNNbBm8srb5ZkCq+YU28OIbz+9C70uAqquMstAQtIHPSN7aYjXSbRdjbgXUCSN+zO3YIT3m1ptVn3gl6N20T1xZpF125y77MEE98evCT4KDaMI09kK7eVH2Rdj381VfyUH94PlE2NVYUzNvEPSqmgcOwDumxxDA+yhCIkt4pv1vmJ65qJFVjbZs71l7OoJ2eykDFOnslXxpzr5xvCvca7twTfShqavbH+xbhvkZKUkWxWc1pokoI6C5+Q/pcBtCR5XNATApwHlOHV0F+0/Xh1je7ThUV8gLdGLrAqIINgpjM4R1H+IWPVX4mRPAjztbX06wfjHZ1a1pXY8anY/wKN3fsKD40hzU7Pfgt+pS3eP3g/O/TJX42KZ4t4zvlduZxfpG5k7Zcp/QSr+Keq+NP5vl+4yxRN5m/JMiHxXmV/V902rC3Nyjne/HkCq1pKRaSlI8TzOs2Edt6tiSC3TEFAFmUtz8mM1n6yPG1LsI5AxqsUCSvKlt+WskClttNsIN7/ICUXEywzcIP2LacNX8iqrLLknkGPOAHjOIv5TtctwcFpvKqCPii9LHMEOXFMuzaPJ0aZUJj5RYL26ud080kjSE275WnEFl/aUq2vPjGMB1JNdN9AQI7TDXUOKHVfAabA2UjWPQAUoI8Xv8VeOas8SmgN6p/5yT4/32eV5Pm3q8ogwGnuy9oTgzAVR/QSVZt+6oRKHMz5cfHNVA9JVoVpSOeK9pv38yIaPtq6s8UsfXZxlt02twju4+EIcpbQU1R8xNIDNtSOVTERmUzYvCrZ2eWJKjgBcRtqxIIQTTjXqbQqor1e2yo0bez9J21IBQv0ja8ovBT2omZWjbBVqAYH9FaAioiI04aqOmxb0Apb1HZkYrAECkXHbpAsINd32fyy0wRvYZ6ND//5WxvB7kEu6CmwqUK9eFW/e2Gt2U3LMt/Tv0xnOTFlw9ge8wqUwapK3Lr7OdDy69+Un4muzilUT+dk3qxXYTpMLUJJqz08t4l37ogX046R8BpwSpa1/24uVVrvmnrU9vj6gq4ZOK+7yHsj5ZByoM/JPr779xbKbJT/K+PnR3TNf1Y3H04ygXGZlfJX/o9DIIze88I/0iy7IYXHlEpBIbFSgML2Q7+U9vdjniWj/QMA6l9HV003CUQVempLNvMwNEchKAZ3JdlffIxxDy8qft+3sox1WcC7n4S2l9f1hQRd7i4CSK6Q77fRGP4vz3HFHLEMCkXJxNiQNP12It1NVvyRWOIF1Uy2zESDZpgSp2ISf5/aV9+Xk5mTnUMf6ChcYaIv99tZ8pOIPTA20xJDFCaC74a0ug5UTSf5TZRhe2VP4GpXxt2O7yMQ+KodKj/Ji4mP5INdmdFnbIgK8q7nucbAUbny5GrjINFYFQ0YdnnVB2GafFVb9LcX43rMOiJZnEtzGGn5cPbIljYx2k+6yZ6XXBtyEyf+ROxfu4b+MV0thZSpJM07G5Leqit7O6DZrMRtZT//R0fxzuyYtNg0HCT5s4cKgYMAVVbPUFnYffItFJWcRfM4B450GkzRyuVsDciSa+dDi+L4EJDtmVQfHofC0OG8hp2ld2rTjSdsX5byS3xWeyFuUc413aeXkDrc9FsAxM/df2YureSL18iFEuoOm6Nauv1NLcWdfc2uo7MP5pKgpGhen6XKPqxpkgVbRdfw0VTqZ0p4aOaNCXB3xoD6Bbf7tV+12q5uBydhcjiGwCU+3bWUonudzG3G7YX1MXKH3rIXjZjhLRYnxubTP1i2ZA6nPMy8ajJWriYoc1X0JgQmr4/IyP1un8Y1+J4nBXg73XXO8zHAAl3OJE4ybeF7NSYPqrIXmYP038fpDHwRxFV6f9xmN9fti2QspTaNUKgz+8ET7NP+vEYw/8fcLMLv54ucuIXTrgC/3bIOui1VlVboBlRyaj5cu6DJgiLk2kd4lFKtKxusB+WpeTid4vQcPZoAVbBqPuGdUW5635Au+ZpRXrq6oRvGCfup/7yiSFAz67k+qGCCiKokO5fMhVmYQgI2/F4qOqT+NSC/c18+rYF5eNGKIDfnIQzgKfwdrmhDpGCnYOftnFslxDsaDQDjcnovYQVUtdFNBl+aG+hP+GrvcrpRcQ1N0Uy0zxYPodHAVxrNUaZX9BpkWCmPbaflbdlUzuoqVz0B7ftl756yLgqeFHeVBiSq6ynOr62K8bu9z8xfi8LUMm8c6AhPDAv31eNLdE2tSdUjwfKYmQ+HdK8TiWJL0Jjl8P2m2qQpr68DnvyEh1qO/BBF/Vb9VxWvPqrVGTtqTtoqzY9v3d1Jmx40F1/sU/Vqig+bAgF0AWZKrNtm4MHnymBm7vYFbWT2RzEQbPGH2e2C4KJb8R9a9YBGoiPuud8V/GfmG+RvkLex/b+1xw5JsCdbuLLx0lUoqOhFAoYBGjlpoIHE3n5aiRdcH3chZfZyMRLD3zlaoLWSuosKo7BPmfDYbkt8CiOiJpYiJug60argCB9hyDQHnX+1AStU2TClTBjwrX2Mz9JhdVBgOBZZ6nmfkUx6Yhz9W/nrbcumwfRgo/7B1vUckiHKvqapEOesn/eTqvtCEVgyOlpLr5cgYu6QqnFH++j3UyUMeuBA1Sgmcr1c8V7pbCLuNtWqb0L1FMlW73n86+CHfCqIH44pulHZWE+H7ht3t214TnSC1hGxEm72MkhWu6bzeXiITr+3TeLf1LquSmqTPoCMMN+GDl7P6c3Tyej/B/yaj50y5k9kyrEPXQbswxsTVnOL2VPsLBb56D/1tFn236fvepe532NUlXRO75gDFh1NaUiQ9R8fzccBkzds1861Yi/Ox/a0PD2Az9aIqy4t/Th0cTkMk4H0NSERZFGOE3Q5d/quZX6HNyQ+vT78j4p+cOPwckddyPNQwo9L9l3F8OtP6UhB36RnC+5HIraUGrBIC1a+wxpSzaJRNuqsMsQmVAGhYh97dAgqaVObksOc0r93W5hYcvJeU1wGZdvI/WcCHionRZCVBzxpjtnP4MoULURRGV1RnLIZuBKOOS9rOeX4gbEGgAHUfiDmLxN2FctlpYxA/YkYT5ipOwP9ed1cnFJyUhNoCE1OCvUx3SFUziHGt/VKuBo0ADtciWAu1q5VNNz0Lzl6aYxeQvS/2qX253KaAIUBrSU11Iq/1tlqZPae5uKJsfBqh3dz4riPXwvsZ/E0pbAZDHImAa9Qhb3K+7Qv5E4OooTJYqC/y3L54gXt0B3mkL+iidUZzGHAi6jdvPIh7toXGwAMXgHm4ETicAFHg47bE9lJbfUWTWPP6Q/vVa9KA784bq7PmtA2sJlM2zQi3JE8MzKuezqGmeNnAmP0S0RLIGxxIw4ffjgX/LaFyNDa/EhJWOreb6muQy5cwprZQK0Jrl78bH7prK/bew9ERsI8ix2d8SZpzkBvEeIEdmuZuJoQtf+qckU8vawpMJnhj5k5Q5/Psn/cYCjAvQGRd4+b2XWWDG9cnFnuy4hVt/0hl+m6zVtRy7yJjDIZYV2JX84TGzoWpxL/tQ1e7gnJ6RsqsgJeZox/Ln70xK7wTO2eiU/3eVM7vXQt8hPIe8DyQWnp2azZbukCgCjpl+uT/Kvs651cZkmjDHTxdE56SLjHtV8kWr7XsbaowFaPrNAX+LZ/dr2U3VmromIaSqBeJH2kJ1SNuIrUB7yaVGpcK0P93+KEbOq6XAa9Byp8UNd28E56M+x3pnZZZ/ivALY9OwgT3BLCyIOJZHx7eo4dN/jvTiWuhn0VQxrBoupDqGfslDhGA3tL0AJNlc02OAh5kGwkfk988bh08pXFtUGwCJF9VbrIZIXK6aGDGJz/GCwH9vMnEo+C7twfEBqfrdazS3LgJ15qD4SeFz5wu2osBM+Q2jWWpFFtLXGWkKerjtUlFd5dfeyk53sykOsbAsWebQWvTvcOsiPxVmxPxv7P1Q1Aos9vedWTFIcNGzr7dmDqfXiaLx4qw1na5dRqfYHkWHM7heMgRGRc0WuFq7o6UHpPnp35OIhoZrB6wvQ24k9yGlO03kuZoYqsJS5XG6DoApq7XK6e02EedqGMZPOPxKB+RSBbrv+wngqvY8zVqPzOFZQYYNeINXQazNdIXOHOgFAH7YGTBOVC5c1+ks1Bw70hu41eyYTuk8bzuD7pSga1VaKr2BvllTtkDNYRsS7cuB5Swa8D65UeYMgJ36s4bLZmdOrXk2E1TkcVW3ifN12zVd/hHa6DNLQ2mwxCzYbgdSNiDER9S904RH4hn6wAVbPj0oSk++MRm+DCZWTVZwzOe08/gtrXrOEMaVfN9qGWurnrpG0PbDuDB9lt0Yu75sQXGCcqIts6SO5CP4AGiAs0+/EaAM0J/xeZbclGrD2R8BYnwjHwcQJyNX9r6JBf7WN5gob1S1An1JY1fUaHANbZo3D9/7GniIFTdywMkTaoQ3skyEN+QvZVqPi9Sa5iQIjM4bFmzdpRRJzbaU9hd9btUx4s9kQOUsQ+B7z7+MBOHfSzXTh5p9P/dX6LKOiEGZwkeMWMeso856sTAr+zr/tIqP0QWxI0y/yHXZTrLZc5mJGWtbnPBy03eeyxPZdkjxqKhFEdYAse8lRtIomZDUlLK2YONGXYLNAwwb1tp6GBxjDTqmfYfLrPlaG4nDHdvM9GuYf/95UQ95QI9Yi3HP6cWxHlwWD44/wwkv41clDW+sDwxYw9sC2zsEtCig/zh8tSLa40ICKIuTEZqlRhj5vPc1wfOyC9xyX5xKSH6toUq50ZLrAXHVd9LYyVkossAtprfQ8X2bUrj7y/f3zSsrgYTWaopm9phq7u0FQ72Bsyp/X3ujtfd4vlmZoVllx3nKWF3L4KoMpdYKC5AlZ0vMA1AYYdGaKQyzvoRn8zqK9N0isUwAtHlKY8HUQXWwfCwgolShn9dpxW+Vmzybw2H8xNQPkiP21LGqsDuEdxwJgrhtQC8TH30IheE1eao8o0Yi/Ahoy38jjwzivzS/1jEIOXESiqKUqcCQKMCOPLoFU1WYLu8+80DQA3lUZASR9q4nRsgrgw+PfgFhQNuv5vJbxVb0P59jy+GL3x9GGFUyg56s88jXFpKX8ZvdDcyrrw2jDaKmFVT9aVyIMTP89c3o7mSBMkgi3393yDdh5utCe6oMAHUiDJe7YLAPBf/2TnhfC+dxa/SZqz0WqtwH1XSjIb821AX+9KuAh2APn64GuO5Uj+vT5N2yp7s3sZA7CnxTKPweIjn08h7bW4CcvjMC2xtXfZPEH04xasNnIk3p8FKqltm0tmfPTdlYUhcKHJ62euz8xBdyayQ47c5PesE7GMbu/WeM1amLxhvzyRyYdnk9z+RcGIixPxbN/xrhA3Jw/LUW097I22WGPc714+oscGS0j3+k9NQyqwQyuNcqb/QcBZgSaFmSg+zNdjP2C6s5Lhlba77yOddZ6edASXDrPo+6Z8ez0wNeTMWiP2xt4nMVAsfpX0yLXSv3IQiMDzghtfsfBWx20wmiUJ/f/2er5V62ZCL12TGYrmK6H6lx35v964w52rIljjS4oZfvGlMZO7r1YB1DrhaRFWmGK72r+zEviyUNqzDe0pKQ/Y69JBlWeuCGSkUH/gF+o2sn6lh8tnNom+hTRNauZX86LpeG5ml1hKs19vqIrqPBEFy4RULWG4QURWF7aOWYiQvemeK94Lw81x45TokxCKOn9O+Y76cg3a1YKarz/DCr2HvjUw4ivewpSP3lcI4dJ8/5JjqNtJWY5CwSg35fraH+ylx4f88wNCtGYacmdHdNoRWZw+siejCQlS/kvlhIFzdYRZqDJrYwzckAzY0yfImrNsySt/2RZ3yDVquDLTcE8mDxAcNvXZiLDsGArbwCgacwW27lT8kFmxjkgeb3e4F9jmyCfDOGLyTKhPHul3AUjRWnA9YWhVj3j1U+X5UK/DvZ1DlcRbJ9GZfPL1ppaaSAggQ/p3QqFuOwXSPn3dbgHe4xEC5nj4o967wpeILu7JamK0oy+ucoLxb5sAud34ty+jqnDKF8Gp+m5qpHtAYHjKBnaBwroQ9jskSMpGT5C64K56Vr1uqOehu8GWGOqnKKa8iw42zqVtzJir9WsSKr7zhIZNX55VIuQFG2lsD49SceUqSJxnIkGtRLkbKKf2cVtUB1nBetrJgiVCWJlB9FjfY8/1zzU73FErD1W2dn4hxy8SueIb6lnbJslyFvQcmhAOkxJ9vcwUcUmTgtPOi2YRZLIKecEHRI1FbRAM3ZFhBeAIl9aynrAKSRhYNei6c3qqg9ob2WzCIa+H67SYq6Zb0gjScaBIJWB8L0ua/+fRpp1aAlYMUY7Yc7PEIXtZevDrI8X8WfnKooe9LreDmEypPFcO7yV28Xks7lEVecvx3P7tQvv+KZdje0vF34cvIbbqyv182LgIqyGR62Z+YTuemhdI8uvwS8YFlaeUY0siRvoamlHlo2q2QuqACzL95YTw1W4NXJpxsVhOA15wsRuie6BNZzfyjxwQ7I7e+sMFEO3dP4/BVGWfBTFr6A98OyrrF4e6n4dgmZahehFXTKNgpO15SbnkU1M6Z3CYQQ+Sj2DbkaK2VqOn0hncXiHGbDK5Mx3FrHrfrxQyX27oJKo88dpbizwJ6lGX7Efnh6wPIgMIVI/8sn5OrNndwqPF2ZY/ZMh1gU37PD1qDmwk3E3c8SNOJOyr6MLDn3D4v+2xAVnbwWW9HfsW+DDnEAEGsXUuqfdnv1J59oghLnxfdIvjYjmiJ3/meW4OEYQqNRtVIe6qWcbLEo9qpTRlmh+e9mXxrbszYHUexFW+pYcWXsKe2SoNV9U3bO3+gveOw/fq7DLvzJTCseE3+LoLDuWAdtG8jL3cQcmHPKmm+8wgEXdOt89VhgQPT0lz9818JF/cgDfIGayEIUx+h4s5B3vTDErs7CSvmEpFDxR5tew1Wl/Rtso58vr9CAk3k/T7bxneSE5qGmU/kN8QyfgUxLMvA5YmuBaL+OkbSMqG2BFiPttAMtoOoMQ/KQx0KGKFmEYAKQf6fGMvhK4kgSRHaDKriWYDo3wwa59NDvbKoMGjtEI4MVelUrt97mcuGExvFeBpMYo+TDHvjtNY/NVbSCWiVvVNvcoxhTpb9zzyqtuoe+CmcaXgB2zE8/R8SXebVHxF23bcI+yP1UjIsyngRdMx6Psuzo0YReTxDa5jiGI+wxVV9gAjpe/OushVTPZye7KkkqTiyqxCP/qnr5uz8Vjf23MJIvYmnB0Z4VgHtMXRZoh3V12MP/6z94rv7rcB6KQ0IN7VMdPZ4+6iNYcn6yZWvRTPt7pRQhEzZABnJ5ZCik9yGHjFMYEr7jXXhx+KuinrwNTqbKf79T5uOaek5THym1uUPOF+MDsLKaYwooxup+iY37P5quIttxbUuOpvpiaIoZLe6JmS2wRv91br7q3bUybUsHdkRsFFI8ENh0lD23D/knNAaViBWo/+vL+f0KHoSPPuDacnz7BWLUZIhJs0u2Co6G6O7sRBSQ9HZsnq/I5+/WGiN8LwAFz6oU/AKX59hv9heRmdTsZUVrpq5YTkDSa0oF5b0hzavNqba8hY/skTPl5CF1Knos1jPusYv1qseP1so5d1xc5NaTLs74X05eXBsAcDzZqmVsnV2Cw9unRUsZ6bpEaByqsgnLz+iAwz0YxSr1n0auTpg+I/gqHGa43MELxcYI7ljyUA+6DfvFzcd0kL+hWcSQpE9OmeiHdSm4rBH3w3Yfj4O+bdRzPpF+5qvz5rWUCAsNuANk8il0xqioTj7UhxdQ9ePqre4L3f15P6coajsvT97i5QkcVyw9JtuBlX/lWea4I/n3lJBViVYkI1DWdS7YRQjI6RIy3yRNRM2f5zS14/5K8jfPaREUrTjXY3xkPldyJXUA54Y2Oav40PadzHrIzsXf0mN/8c94Kg4VVhD/x8qcYGX1sfLOatY6Kc3LFQml0PVgbRu7q0ELIBaijrIF80Cmbrhx+uC0SBOYKbjEUixqW4p+2uxzFuqPavfxpREJMbv4DghIJLV6nexTBH9AlfkoL6xV0TSf/MrpNikrM89HgHufYdEiWyDSBeonCUXs2wRWDBMk9jUsm8X7433UtYeDX24Q019WgRu88K8XgjF48wcR6QECvPoU1tMrD1+qT1FSqiekUbJYQdDiOitNtOu+lSrggzaWwULoSatqLedJkN3Kyjo8Q+06rZJvoaF4uivmplo5KC/YxO2A0/V4mCKowhDprOTs4ItL6Rf562g/XcSKsc831JW8GT5Kd23Wz/UYzLpruS4EZ1zXXUziXrE0XMvXdW2/25gsP4jZ3ZCZmNS0AzQQP+EsfbByMWZacOBYCAQAwlFFU3/RFnLq3Dq1Dna/vuofCROmR0Ltir3gHnl4maisSwmWGItBnkPklBET03dUTlhgFtW3hSv6HGH3MS+uUjzRNHtFNqWy8y6JkpDX0pbtpj9sNQB6QXsQABV7OQ8n97rCJlt0+1FlfqM+LyR0i6ffu7ZRVCey3Hoxof3lnauJSFnWje7O26kckNs9UU+ZQnGdv2yyOY37gIMBoPb3FFXVJyUJFdr3L/hGBLYWgG7vVSKvHtOyn3ydnRwf3B9xfeNN7pEz9E/74cBpObrgWYpgvuUmlFl8tnbu5z4Gaj55VOrw9k0KL7kNagRbBmXWVmg4QyfSxqFYT/HsKUBiuwRUO3gHAVGTuPldQSD9928G9MshshkzLh9auI8FGYANC9L6CvsjE6QD+O6820qWR+y4KQCNk8XQi65TOd/Nh8Bxl7eJw38T011oAAAwqBoQZvurRY3n2fyWcegYPypkDLz4m2M5MnudQIVJkwnm0mBAHB3JhxjrP0yJ/PwyuOe0HcjC/6qn+t0+8JDUtu7zRZwbN7ZSfsTytoknee+SZBiQGZIVERQPDKsmZMOUpQ+LprfxF131X/PJkjYetDvjvZo6OYkuDnvskcLXr5KnHhBxROmWTIUuLQjFhuf+MsdpIUIOan/DpN0GiyRIMRn8b8xQMOFAfCpTJxluHJWXUoNNdsZZQpVEVZiSUZ+wkfXaaIUD77bQqCmz/6RVWxEMd4j+pvr3/mvs1heiXmiAt7ViVbX1T4N6eg5tTtg8BXXlpN3iytl+kg9dNDxfH2YD1ndtgF//ryqRMP78SVzI8fdW/00noSnermBIVGrFel8qXmwMeu+prP+6xCttx8xy44CA9e79Af/ESO19MXOfLyYS5R7PgNkQhcQ5WtGYIbvJTxU3nwmGtR/Z+hUYiysScaINExaCSH9b+iB5saB/pDUx07myXyZVmj4djxQVb3/7cPLyscEP5sgHEqRTAImx2p1oNSTLPTNpSSZ1ygr90t5bAeP2li1w76ku3C8WMaXIT4l6hSLkJdrsxBRqzR9YOvoy1qtlbsVf2gqJ0eV3izT9PHlNjBB3ZpNSv2g/0JE1MaD8qAusx/YZtm9khL1jTcfNtBn/sa7E5/EXRlZLN1h2j7sZmy6LR2Y+eszhrJ2jObTO6IpDZNj6njxZMqkSMo+XRvSKmIB9WErmR9EKAy5UGtt7tJvDAksKwveue7T8LNdcT/8Nrjzjs0EHAcmnBQVpBiQUp3NNxN+YjcOg7/T23clVsjqhMIsUFvEwGiXEpEaVaLj9xcbIlIH3TGQ/bDvCjnFqTP2RWsXNcP+H3+W4Y86N8fXLI9hZT6qAProy+JAe0kIWKZ0DsqMZMJu0hFyQekkCQMFRNg+GimrMAJ7Oz/MMRb5n+moGQ5NjRw96sznBNQcQGaGMawSwxsrL2gqk9gue4pgcaaNahTIdMs0/FN6YNxc6rFDcW/uSAZJnAUzOSjp/+W8Sk+I8XYth8J8ztIw6qHekkjunWK9CKC1woKZ4dxFgl70EZMp4HMNLdfsz+ts0dKikJBrot71V7K+Twn5zifyqhClUQg4/61ZaP57g1lKW1YparYa3NI73iltF4/qg1IPfIvr0aVwYN3tS6wjmzOLcuP1NyuHabhXN07+/royUjRzcjjduIdYrTCeT5wcGvoGC36cWdmyjDPIlQmQAvlmgEwFPnWFWfpN6FVaMRM6S5npz/9ECdLlLqy/NMhpIN0KoUxd19J6ijRPLzbZL4CT/1A/VZ4KHfbjpFu8UcNGzIx3+kemtX5C/QXQcVq4tt39pYGZ9S3WhR08HGFhW+q8CfnHAJu63rrkyTHkZ8DpYJyosplcYK9EqYgQCL8CdyFrFcU9NqJrYORb3L3rEeBMdTfrgA9NBMMuolwb5KP/tlv7Ov6DjvLhMd6wnovYrpbblOYXVP594y48pqY1dV8JesOIfsgyqE3z+IKFXAgUvvJg1excei56/Kg0miP7661//OUaFrAZXbL4EXrT9zmDcBzsrshvnbGixAfO427Pu7bLC7TzsUi1S/Xb1dGHEvtWuAmfmWyE6fFj3hqifj8Ah1afF0nn5p1FrIXbr8oL+lhj5DV6RKuwcLy/Ysg6GiWDfU04xqlZmrOMwo6vbLeOuzN6GBRGsMjYgT6VMUnz8DHN2tgkSViM3aSWZd6JZ2lmm0Pe8DOTSdbUA536LfTfvA4sxlCyc2H4OEEt0U5jxh43N21ssXJFnGVAMMc3WGmesDfZsmWXmp8YeqTWAmjyvmmhSuJD6OBS9u7IkT0g6igcDNljsbxhy97P4nngPN6bSuFbi8xfa+g9gayoSTgDNP2j7Kzj51qZaVu8IdLYR4Ze7cX5TN9g3zJ33bjhG8US6CbzK6V29KlSJX0Wp8xcN85n4DSHiOFje2TnG9F0k9rD+h3kFFDM1TizvaVCEFqPWOCw9h32YW1Mlfuq+fe3QL2U2Hl1BCyoiilpoMwvGipGJtckwTMymt/a9FmXQB1+xRwszdq4sGu9DQtqH+RX9bP6xM55WYZ1jJX2LX3NicsO1eBO7IlJrMQpp1S2TCWzp/rVs6kzFDdW7CRhsOFsv6M3+fp7AuZz3slsCeTW6xB1a09S0lWiLyqhtsVrw1eQf2BoWRuUkzpKOw7mU0ofgAWdxR8aQPjAqQimK9agbstiIYT5gycbZyITzYM+MehnK6pxgxD67G2kyBosEBK303xpwc8Db5X6FqHZa8+p+Si3BS9Kvq8Zr/VGvIJFJsXl4dDr4a7O3akc2l7D+jR6iTMLwg97Gq/l9anpP00exf34c49hTuOdwtSihlPZ01LnO+gz2TEqShUIQPL6D3RA/FmPrtF7H5WO4/KRQVJ0FsG2mtcZVifXMRBv8mwvPtuvkvj5sfdkhrNUGuyB0OpwUzG2Kjgy1RF2Mdf14qyRh+OYK7hUMztgqRo9aldOkMUMlJ2tGn94s1S6AA9T9dumP4Daa+e2nJiHPuazc4Hiu0E6zUhdIAx3qTx+E7hEZ+jHm8Cg713IqNLIVQ6g/LefrQNsHHGcMQp1i7V1efw4lLP5BnHLPCCXT3CS6ZaDY4XX1SqwYZSfoPWnZE2t0h4QWo4QfwEXAmjHBk++9cwgRhebov+zV6ITxb4cJAVxPJwwcu2y691ENXF2G2Z1u+2tgTyIUcT6u/C8+efmLuuVt11UdIN3UP6I/SPE39JoLiEkFkJzLI8to9whYd6FrgR19PQbXvn0es2eyDMTeOSNdHewDKoZlZFY4C18lNP4SkE/NCZ/FrAaQc0wWGsUJycB85pzbfZTVTOBI4Zdx/wj4e/7AtGuSb0htOtkrgg1FG4Y1b4iZPl5mUOPw6Pb+09ZbEy9x7OP+d/vL3Q3oKVSnAco0rQ0tR4BvPTH8px76fpmS50S0Tfuli/MMMLQQlIQr4TPGEvTNLS40dk1A1G6gJdC4CeoDaFnQ1+K/DyyorUqx57jnr47gdonMDVgEP3jkz4s/glAoFQO8X5jHO4ZpvDjKeFZUpZEd9Qro/WCHILyv3EzIe9guRRhmIxNGCVduHuWEANbFxtygakJjrh9xmFu8EgRiVfKPYXU9VTFxnJPWwIlHTQg5MAum9umXIorDkDA40RQ+yidWecHHaNaCCfg6EepviIzsP9os8oBk2+eByOXk5vmAlvdFix50k5aZhEHH+NmBXbswL3eeEXS4dKnM5zqc2WzG/Oqq9k+m9W17KA2RGVCVBkRdZYFhHo3tNaioW/5CwYmJxLhVB40iBTRxZ5NysBjmq/z5b4GvxBgFancBGlgViM5BH81p4il6Bjzwan4qwriNa5yZvMfexA0QABbqqevi9nDLRX0FfoCEIe5+f9fIJk9XS7TLoM0DJAezlth/yDS1/Z+jJyvWcLVLNb7KPlqmlkEMSFZyQutgRvwL0PLO4c97F3sgZP2vr4R0xEsQB38ZeAdpXWEKZmCKtucgxyNamb+mOLv8sPczOr7NoOsBa8v+hK+4RYG7k2mfh+JhunhtPrGKgjag5C/WvNwZCLJul+Z60dvOfNBxlH3yWz2XEvgaxTxvFUlVgI/6YxzRRcpmwEOac0y8tR1Mpm/By4YWC0fqmtp44W98b7YQZ1SiwyZ0Zh7Ghu3acBL+MunL0spi1pdJuZiD7UX0U3RqwQcNop0QZBXRpuPEOXPqzvkYnfVkdmt4eBBtxUFklbkuAFb/RhZM3KWcIGSBXrsy/XpxSz+lSkTLexnFOnePv8a5O1KMest8trFyEGhHTRGrExVR2rh/hfUCE+mfk7S5pD6vF5Yr1QsJK/hL+By2dagZxadTcCx5WWLXIh8FiiX556hJftefmSFw22j+s2+8iygV+m33+OMrw0hKSrcigcSogPd7xvonKj+D/tkj4TvaoHC56caS0T/13rRDspvtl+0fMHY1f8G/DgHBBWbpaa/eFJw7OYoHM8VUNwVXZ4dcnRIEiGRNZK2lhyrd+sp/3btB8CtAbJbRaArLmFHAc1kVJ/6l4tG14af9FV3Q0qTGzBynPQRf4zLu50AhOdKmZqmFmLhdfX1ulL8mVPugAzvoC0phTnUY5vhpGOKQPYLK4KyOGryM/9blNG/5xnaNC9Fkhqkn+/wdVCWf3exBnO28fcMGCfvcDW/aXwAcWO/ti+eBPyKkMbGfxJsX3tliVlL4ZifRD/aSrZhs49F8Sn7YvRS+FghmINNB7zVQCB8oJoThZsFMLFKxSDPaVrmwzo/wIRQ10DTrpVAIyhkm6fTJSOQGkBXvuxdAUfIHPRkoeAxzTggZkgDAUAWyBc36kjUMkZBU5O3fFmYWmtb4nI3XTms2qanX9Rq+zjsQTzgDoLu9HDyLyNo5vHny7pjlM3jSgygHK+A+vVwz+WqMEpN/Opq1hdHnwUv9ahv4egiRS1/V8itbDvppHwU0rAY582zrrIoxd+D/bCRzpcNRJHek4deS8NfuSdzkheCgX5hEXxXifxFKgvTfbbPcPpoSTB8zKUiXiUIq6W3Xh/pVp0N++dBfe1hQ03oJMOef9zt4LcQQbMmBOcdTXgY5PaQGf4Srx5BCzAuyS3vIVaAuVFaJk3Bqtl/7M1ImJ42KO+r2cHz+lvIrRoMxro4W1fCvSU3yY6impe3rGlf0e3v4WKpwKhg/pqwC+NmqCXuJRefDtV7yPriQyVKcOIfC6fYkW6bg7lzmM7dNpxMo+U+pPDofOzwS0xA9tSv1rxiBS4hbU2JVsyjWf5RAMcTBRnXjSKtPfZqoTzEx5wT/bDjye/PrzEnpHM2Kkwm64NQ802Iz2Y+0UwpPSZYT2g+80mGvos2dH+4UqRpzwNMuubQMrOFw4fTGSiqW9m2CZpVH1S8bxrNoG73Cc4PdXoCifu0WR8tZAt8QwAFQ7lXOxe9r/NSiuT6ofH5PMFn8NhRWkj7ubtk6SWZtjyPggL5PmsY2WbYCrDn3FYj1GvCDaPErqkXinTNN7qtWXphPER02Axm43V5D8tHm9D+pjKPCXRvNmfP2wA8D6MYHWacNU3FmAcovRtksRPQFNfwN1FPD7N/xqaJiOPQa615I7sitm+y4zUb9d/aZpdQW4AU4LkXSx5LjNB5LGzlHmBnea7XBgf3aH44NfmzwrSI0OW8aS67oFNbRJywTIWgVv7FtEBVaBBE8upK4a9RhrhVZpoC/m/Q06sQqSOjy2Kyc4kIcoCsDXNVDYaE5Gz2PIWrAvEyGCwkugF53ycpoe3+VDXx/UrFvY45/5hAs+gnMTZN8+SzsA7ZGgtPXEHPHL3XwBgZSKzqiTk6/QuSA2lrbn+SCXQ73yF+fzvvNSAs3pFiHj+Cew2j6WSNjpXf95ubdOEQpHAbZwpZ1Djde9ncM0fZja5ll7WqGkCKdhfhAOny7Ragfd378Jo6RvxIII85yrIcx8z6wEk1v1Q7wDsYxjR9CLSUeq45+timziaOz9qVG048tVuFZ1+/K4aTXCF1I9Lrj+Ab0N5LMqX0uFruHVgfFHj3prt/XDgMzDY0MSpMBoPsh72FMbVQZFulVecSc9I2gkD6TUn8DyVfasA5cf08g4C3jc5E3YBCeW88+kWL1OR2VFb7KxCeQgs/+3G0x8e1vieXLP3JiZdU3/R5s58SeX/AVP2Z02T9hLbmjYKfbgeprsgrEVLURfw3tbTSWnG3zIUM1y1iRCJbG8qT6z5NHHNpkTfzKwrNlANIqT8FHNqwpmTfSYMX9Myvp5sv0iye8mzGJjPl+bMnUXfbnq8Db2gteUSsEGpMg9nyxrIFk56AJLIMm/K9Rb+TszMShP3MHmeavvqbpiS9MOcT6E3sZESyvQmTjijcneiSrMpS8CCaxpJ97kNPePY9dx7f6K5vrqLUZ3PpIL6YTenEkglk8jflgG6SQxvhE7ELB0pqxnvm8+Zn5azHr/tQ+kxv7rzl8CUWClZQJScADNfuHvnlbkWD7J05Uu3DClo7BSAXxwOEfEuKWP0wdYeJlgd4oPxG4yTpBRxYDaV1DfjEo2rwksiZJ/Gst2fxKiVCkuvjDoiuIKQTEEKX0lEHhGh0xLJhfKEh415obZhYuE2gwu11/x13mEhI0Se1EF/8tnupZ2mlpYoe7ti30iFciNsuO5ENgmU0VwZH+/S0iN9/eD7sY/vx+vlKnI6UVmu4f1wa+MnHMzB3R26/KOtRjPgkU0pkIhlAjmfk1JprQxU0zOOkHVjTUxdngDsg/wjT8MgxiNdKqIYK9FW1k37WHECtFy81kKhp19LjtiLeYvRQeoj7n3QzEHKTm+9kn60FG3dU4IYqg2VFlm446GLdrK0Dr2RDTPumHel+6z9/k5qT1HQnkjbXi37zp3lUI7BUvNLOPVeOBZZQicy53LJ2bNP2QksBxmPQChJ6x6MXk5eAGJmyXziya05DZZZvZEz7BL+Ads9eZGUjz9LeBsgd9gUgPkEmKTdO8Nh/jwlCdXJ8tsiqGWZv1t7u3L/03Hz1v75degD+mcOgDGStiA5LgfUsRXAVRg5qzN+GLKp5CUSzdrgqeYk04Sb716l5OaElqRXIzjLYXB2Vq3j4yrdsk7TgQUicu/5PgTzsAbYK2Ke/8FhkOflSot8NnP21qs4F7U+92D00QYCJIvd6ALJHEBkJeNYG2B+pfL0OEV8OexXqUZQ8H/dIdJ1E4o3hXhI3fw3azl5I9il7JP6i6fJYYZY7xuI/BxxzGFaB4quREBEn+v+FDZMuNkt/t4LseN3etsGeCFgYwcUg5FyCtfZHBHCkzVgEnASBPcpHmQCyccqLvlZytdl+lhN9gxwY4tNTezsb8DpC+CaYjsXW1T9Idl0WaGSlIZJbsiPx+AB+3Ny8BNHbxBZqP5x742s06PmCdQg7rgo6lgLOjlMjSs0ZhIpQl1NUVsiUgAKJ+f9fX7H4PYD7H1UY1Ak2iC1VUjpbThsDzPiwXMV78pP/VrI65TwtodUbzS/IqvWCx/R+qgfBOxyMFTFofWSsD3VJ7v6GKhd9bZU7FlIubS4RBnwpWuNIF83/ZV2JeQ2HRjFegf33p9BkrzVz3xUHCB9kx9dOxyR29o5c1Se/XwDuzQDnkhFde8iJ3kZSXMOG/X2cHWDACcP4I/CM4pDN9wmSkD+GfIJp5XSNJbJSMWuuLCXZrdQAZsRZXijw/cfctk//lT2TnCcvVrSHJOg8Ijbohj+dq/urJYlHjMmqD38aWZ9oDeEl5Ficwa9SQl4WCrZJNSzHh3qSqrOD12jmQvxnuH9StU28zaSox/GtbS5K9qEp0wVA+L3x1tErV16gwQtlMqWl1sGfWfmkT6yizav7JL6pEebphRgM5/FQdiX2LdF7gLkeSnMIULGRa02Eh2kPnCAdu9lPIwu85gYQ4fwWDGtl7R7ObVz/8LY+/NNKHO6DqdPzOour4UrOClXJFZRGvMuSSykalk508Wh07+gROp0HEUyoSx3lH0vTVzk6YgMOZ6dwpIj9d9xvV1D7Mr3R//icNvFnesKqtCliwOGB3B8VdnFQiPfh+r4TnCiJFgcAjPCsujuV5xKHb+mr/T8M8x6DaNVhQkaAnV/wRlQ6UUnUuPrzzsSykygEau0MY+pew1rnmiZIQVlDyVletP/pflGwUEe9vrHmeo8nclfKUjmiObrnIBf2Bc2vFQQz9wbp45KoE9m9S2bv8Sjccmbr5Q/MqeoXoTmTMqX2FMa7v6xlCujqPUNQ/QbSE22488Cy52tRHKaF1qVYW5pAq3V+NiwmbPIo+/KZeDgdqzxOpqyIEGs0IqBzeFVgtpbZRYpgNZxgLbFcuKVRpf/xUfpezDYVabRP1r4fNifw2V7fv22+jV5cirzD5qC5hQlvPtPfncFH2vAEsyC3CGVRAH42qDu/t9qqSiP5yZMwJOdbndhXyNClzqviukbOWwsuyMwSn8zGl3p7MVDU/kFVA0PIX4z/X2n8Es8ditD6/f3O4XC15Zdyr6fV6rvnTuOMEqPgcK7A61q1EDZt1nG0LP/EwLW3s/S29F1LBqWg9cd/VeFdhnnxKj3f0p5azRXicZOltRrD374bZ/KNfqVEm34XF2oflVNfW1aZFxu+quP3yfuV44p+ZEAXCap1LB2IhWMgHJwmmKopBGIeux60JwjKaNisZGTZ0S3iDEklc3DP7lXy/AOZVo6zNqx+Fm9cXMfhJFZTbSUBIZv8tTxwgbZT3ormBpHtuRAzgnZt2MobVRfNzVshjeuKt5od593ZPQvOl0Q7FUeSUg5FMIQr5AuWzjonuf/lGrO8fVpdP2oLsKOOVJKjLisbj8ns2JVbv+NeC/5eZsqIrqJi6xaSnK66KyQOS011vcnwL0NeCos5Yv0rgLGj0rjYiXyAHLTJbxFabaHvfmtyZuysF7nWkyg7sXWt74wa26BWqeuRbzjH1cFdG9qjyVVku9rFg1E2WVoE+v80A7br0uQNSxfJj/MYHqIsNjoRKA9+w088xnc4gTwmS6SVGIMdIXdZpAWW5RhNm2WY7D+E6ehbskRFt6gHu8uDNU9Aa+VMKALOYrvOEe4Wa4jg/ViWgH3T78K1MEPT1rMpNiyj1kippIbW92/ZvlzVsvIzv89u3gfplfDfkuGK2PqbXN5gCeFnd/Ze3IMsmXgRlAIwAzfL3Fk8/I7mn4nGkSxrG1s2VOj7TtexWpXbpQIv12udtDdK7jHMv5fNL7fsAfshHRTfNFa3MAXF+VvwcqmsqzL/xwueGNUxF9hJz7piJi19aTb8V31tCvffQapP2SZ2/r92dSHclodw4ICD+ONUpkxeMrrR+ab9YLX+i6/X4e5/FsDjSfCfYn+MK6lnwvo8dnfydBdt3sOPsvpP9xdhRx9bqr9a6y6mCgoaJXmoUGLIOcTiG/DW8S9OnzaEvRKbrsHVxJKTzbHlbZm12GFAHFxPE6OYOGPEgxuyaDcnwsgEVEJoX2en0+3jGvoHcNpbEBivcumxHtGBC1QN/LeLlvtdM8FhOkeIorc8YKqOKx9PwM+jnAnq8izQwFHOUicCMmCljEoCEoNlKlM+r8ESV9BQUrWS/I/6GIaaGqcQNuLpbqKpx4cZUOH35kOqBH+chftH1cTWv/LRWCwTJNppxDN1CosbKn/+ZKhCQRYsb3Qkc7wLfLPA2oCt2wPIHcpk7ABnS4jdEfLamNCbM69S0FQ2SeeYEblx86ZZbXu9QUO+Bi/m2Ea2+NDr0mNIlN+zjIhwO2aHHWLSYv8w++lVGlygOclOCZEzhB43I28rJzzVVlqC3qfB5goNF4e2vA4O9IuaSmIjXlncRmds47ZveNj9kHXladMO/yH97D0KYCJv/O9CjZUNqRLzktT926CLUH88qRyotvzLRymDd2OHrvafPHaNYNO+EvR7tMlsEpIt8EXeZX3mFSIfWVsLa+51R2HcbMk6pEXZ1eNuXznf4xw91FVy/qGrYU4D/JZKy7TLfhXGEGQzaCou+yyP1461zGXNOJIzrkiKnX4GWefaPTFQxI8VzWoaEsngWRMfOiCr50Pqou2fXM4uVGvRV5TkF7PcF7+OCVBg0G3o/+Nc+ZAd/n19aOh1ycKC7hjtNFRGKBBXjPcgaQFMF4cFWVwfOOGJXzwpVM2gYTCPrVI6NRBtKLZCHOGisGJs6++DkvPojHuZkzj4IsAxqy9ytdh0PrYtTGp+Jl1ubdxVH9GGdIhMq7I9ym95LuGnaycjYm0mLFKBEA5DO9si6ufSrmsEF3MqeOQ9YFUq5Rncm4mTw4Xx8FvDQpmEvYqKrsRONSVrGsOuwSztTXnTfB4XI/mvfxlIP1Lrm6fek8xFuB+n3U9bepDa5ij95bPymOVbaJ4idJuwVV2O8bsLoeBJ87qFlWLT0QTQ4AYu+f239VmbxNNndvmow+qYBG+zEx519E4g7Jp19eoX0YyMoV2OJ4VEsYohVDkWwTmHUcQFvQ9syMjhRNGQuYAkj8Oxu9NqAlz16U90YDEI5xnupt/VIdxGVOvkUDdbLq/7KQ9mAnmQOYZk5WD6a2o7mPaz78CXuDor8Zj8KOQnPW2vatdTiWp6WysRIhRavOHipsL4S9DeVLz9f41xpDP/OfQ/kuw/mDVmGbRDp56cLbGPZ9786GsNYk/tUB//oz/LBM3k8lYhRyIcig5WTwkHbDh4U5BvyN13mH2HD1NwHxYKInzZ2e0ZAgymlS35kudz6F9SdL3XG/PZ3IFl1bjsBfBx1gCGAQYl3md24TOWjipk2qe4oiROOzwrpB7hTnZapbWSage8qkPBmJKHP/aXQZNIY9vsnTL8TSrACA95KBkU5pnR6R7d/te6ZY8TbibiLwqajt9FZ5QITpKJmYO+lBXceOxD7u3UH/lQLkqUMIyjU5UZdanXiXrVfLA92999wdrbQhTVGlF8O8r5k8xgSOFAc6BPrf1kCjWvmH6nQTU5qtZEUbTOy46B0oFg1fpk9+5/luYDrqySMBdBSZ0Y5Jl6M9tp7nosHvzx4xY9+1FxBgkcyX56nOaa8h5df8VphvPZixDFCa7U8Uu6ZrVgiVuND/qsvD607DM47hc8kMaFXVTd+5UuGZcnDqxdM20PKc9jpf29ikSg84cXLeWSeto/lkwNXKv8TZdGYRe4bvpQazMJgBy2ZQsbtlbYHee0i2pJJcRcVy9KfLztDVchhqxldh1zRf169haCM6cV3ZTv7vu6ls3KVgeHdK8/VhZxepoN2SIJM51zKQKpYla3v0ic6Eri5PCJT7VC7VYs3jZLnQOov65VR6JTzK9Q46VnQ53Invmrx0qPBVkvXT0FrVVfYgvW75qI4duat2jSsIKxJQmxg31Bg9hVC8DHkH/IhRKkZmEGVGfmrFKYfc6DlI4u7Cys4LEiVxRbofUMsQ43WZuqlhkAvMuILPEHKhZy1BhLBbpDvJxq5bHp2VGnPlZ/ljYdG3FggmObBebJ7SIhudfQJd0zS+U//N21xg6KdnOIiqw25xerviJD5+Uj0++gfPdyJkuRxqJXZrt4ilROVybBvpb1NBXYZl5tyHhzGk2dhIoQ6y5g82CLwGlZJI/vmtvoLTepFHrUUWC4Spv1eOOFl+2OXzrX5ce1IYP/m6fgbbXhkCfJCWA3dxNbyBOSjH5kRnjjXz0ZEN/T0NBRl/UBQ9r2NkIbISFAiZNWrPP+D9tlVbUciD7l74G2sypsR7XNo2Y+/G+PLwdWPinL2ZLTTeA+M3fkwHKQoe/2YFSye5PwWAhTEvUtCRV7x29DgG2l4pIjoVo1YDVnmayoBD+nq6SDKiE3zAHIwbMEow7bLT0Y4Tg7zDCYgtKRlBrLcOehYUP1GNGZgwu6hUwcNAdN/Ho37R4fQ1B2YIuzDioywywJXm1w70flCQEtQ0tlqT5P+TDwAmfz1w9oO73DnDyTpSz8AzZ9WzYrjfffnL88rvrwKfwpZXXGCJs8xQYrlb5wIJWYjdvtWmCrV3Cys4a7NFFPLvW76axCOCh+SJoGIrHPCmUWtnkdfnL4uUdPFr3vcINAeXS7HRS/75WeuesAdBc/7cB1DsEBcvzohDPFvU+xMCVRRPUF4UV+9KOBa1VGRCLI3QvtEzJf0CUdnisTftIIKdZ+B2q+rd1O4NveKE0c7hUCHwmvmmGfyekRmMHFGi/Y5nlFwedX0eKC1/6bUeQuRBUxULy92SKbwEazYgFzj+Zm+p73Kexfx0NcVUjyoiOQbalD6jqosJ9Z1arTWNVl/+84ehkN6VGEj2ywYC4/CaTl9l7TeaTro1Ns16+yK0MboPpJ+czuqc6rEuQzt8qjHXC8J+LFmWxTAGg/rAzHY4nqSL2aV4NVHabozM7tSvmCBFuY3co3i+Xm5GjnL3xMUQdNPFmo8w/Kwfe22BPTjhCKI21QoLdUEli+F23sj8gVKuGvf9VI6vXaYwmJEFQ4A/mJtT9AzrM+/93d85/bjkxHy3B/UiGnKfRFKTuxeckaUrMSdbT0NZNdrSW7DLBvpJ+JHFirexlfIO/bOM3DPzkO61ty7vjM2zqHu/VWre+SYMssQFWjyZZRFANTNQmPod7klwaAodyIIBRPWJrQC9zC9pI/zz9EITHkPcLX+Ane8Uu96oWVP7MWvUJIAvoWV/1LpifaQV/TUAd915zKm4TQ36nFGDbWLgJmxgn7zc/nr7f/aOOvVFOhCPJjNddkFXK6Yrf0SCwJUkxrGsfJxq0nyqPjwLgzYYcQ659AJlZnVNnPCFiQmlP319znestOxKLI8hRbebrwJWOVbykG0tesrPbv9aL3jK9bSqpFbs7Vd8YGAO7EXb5WC4Sz47EVWHiFWZow2HLrLBa09+Yui6DUrdQpprT2mPrJNULb0RK8GU6E5FInuM6qsDvWaX8gaspPJ4PFDEQaDp6ToGI8uPKS34a9D6XdQlRKGkHwltqcXY26BQ4vmIYPshod4t2pL7k7npF5JZnwMxtakCmOgTqgdXK4BfuXrteViuw6M1Koj5i4tNlLv+UMx4a4/vVCWFhzvEzntGnr7vlXy7JyexO5z/8w8vUwi6zNyOXlfp3lJjhE7eanOmUdAWpTkAe/M+PSS/3EecoPlV/eBlFKcEwiGBk0wst2Nw0reKvZ785HoENYXnUjQ6I/qartT0FddG38lvGVOqoRQDt2HlcHZOD2zDS1Ct40Vd1HXzw240EpNYO2ysNir2vIf8LfVEi6pTz2hHr3sgugqemnHhmI6IHSW2RXF2rESnVzLsLQps7hkOJdjIFF7dCiJ4epRDbfjsfcrG5RgNfaMe0EcMl6kH6S1wdjkvZJA4lN2Xq1ZedZWNZO28Rh2ceERXOumHpL0yQpq9rw66zFQfYb/i5+ktzK/XFxgD+L+yeF3iL90iTnETKkJdy9TmLBYLoH2WSxHv4Q1/Kp0CBdxaSVsr5bM9ucJDaCXRiurVsg57CgeVf3Dkv9aaJNVtaxYxB1onNzcGVZC0F7QouWUwKwhx4WwIx38Tr7PJ5kdCBHoIu2zXMc7iHeaPwb4uUvOCDLYUt47MPJHwxmlf7mec4nMKxC+wTZR/p4q3PYS6JC0u1vRhHJvwYOYXTbOnMSJ2G98Rf+VfqHQ0yZCyngL5FGufZkph7u/32WR3Mv9/w+M5hxC+rVQvOP2hkDf8yOy3K2uV+OvjlAL9AYHw01AOKg9IucdxGc2kdNkkN0g9nvftwPngl+HP8W0+N8CnZgraAVJtTZJ0OxNHhByN13E+PSJXrsI/PN3P7D+Ph40QDoINK5LrPOh9EuddJmxY9PBZ/1yrmRNsW+hhCk9UlYa52lmTp4n1wTz181IdTRRF+UiN95LceRiL0/snW1/dfXYRZNRYWQ5LNixiIEUvm8X5gJJespSBXVLJfZNrR/6gOa453apK9yz3jh1x03py+bQ6g/zOunDLFEkjBAWq4dEcvsisVmdi3V6aq1zkW0NYektYbgUcktCqSDtA5U/4lyrvCDqcV4ElHxXg49OaE77FfnYnoXb0xVxoX/zNvmFdSvdlRecTvDY6ROgQNvQu5ShZ295KhZ5wRnhzymn8DI6uVZ0N9gM9my2j53ISRklR/GNVSCPYu/HnV9Se8x/PW5YA0E7TWRtma1tUAVFxjiZVi+6lDurLfpKYaqQVJfWnjppXTls7JE4a5XWQ7SWWeiAM6cgMX/uhs5ic5BNySWGGZJpDjz8Kk+4KmrD3jLK7WFFSwQtO7qnDLD1DcRKlNvuoa+2aou/nPNZIELhWDqJxJvLUMvsbL54cTN7FzEwM/OJ0NFcRAduJbRsR0RLpUF1o0DkQ1Std7UFzokysmJFo4jgh4dyahU1dtDtDdsDFxhLNE1YCpJFsmk99MrKphh5vrFx+5tO7IfwV8/ncE51qEemQSfdOeOvmUBisliRWvaUNiejD12RdKdX8l+p/a+B/kadqxVfT3tqQSUy0yBzgR2nwRD9K76M8Sd2sc3oJ3mVvg0NykTA+N88kE82l4r0eCeamWfNSxIPwpRM3loPkQnk5z3QIbqyXprGzfjB7UDgesf4KzurzPHHYouwjqoh4IloeVM3j8qFx+N3x75tGiBHiGgftYWvst6kdDNm9S4JinKNMe5A/G0ShKjx6qnsE38xPzw+YiVvBS39CysbkiLpL2U45XnFSHPML7IMCDezZg7B6Gu9YHmWqDX+0zqfku+0Slg9LAh2Yb81++NWzMR8Wg9f1nzMLdaa5NabwGRm1hY+ZXDGljm5qBn/S3A4A8d23Bi5mvn3OFZmLZJjM/FKfIOK3jIIpR7hZYmWoPvJKlc7hphYidqP8TdY0+qWrxJUfrMwEPAVf1G9//aXHMJ1jAUoQEipbl7IBAHk9+jyo9RGTg/anrG5JfNTdaILhhY00v9eYW5t0Qqnx/foHrGR1decYdVvXyAPp7mYfbHqx37wL75jHZWkcEXxA9iSnd8im2zyMBAt7fcKcMT+0yyB99cJv7UiEg03GLuqikylNIipeTKP7elaWeZ/off1j6Gdu6FVcYQQmj+5wWTQVwGBABtZ4u29c7Dqxg1zP+71vMyQ7a4PNYp3kfAKrhn0jZsTh+DR0LTQoSVluDYOWszlgtXq4rp/zWbpTmv3/6LnsXzPwU/i3hPrbdkeI6O7s2zJ+GpU/qqRJDnEXbJprheULMTPj1c/emKGQ5GZXAgWmjJiEzDU7FsLE/ItTnnYNp9x/COPYoi9EhyIYX3XF2hpG+zGfky1UOIiRYireNzjxJhG9B1GBVdlUbbMSQNeBD6Jf18ZlU/sAVzkGN6CBeRsQHDth0NOkA4rIvs3WIRv76fxYbsC06N2lNnEbU8BO4wgBRNKFhtbZhfjCh5frmSwE6UZg8d6t+apHveDOdL38im7hLJ03ZdUp5gXBfGmGYvfk9YzPpCjM6qO8edU9ZRdTdpDvlk8xEfEiKcudolWnPELaeUTJwlPi7hdDOgdOc6KcWajm1/LaVgDennYIMwbNRyjMBKrCGYdfG84NCAF+bIYLjcgfN536l/SULXz7W/+vhAa6sFh4v3eeIwqmj/XgvXX0ICs4YK4HfjgcfWCzDEYQkHjlNbgee3yhyTEVD04s59Opabe93b1N4i3SMmLtJwOBIAUoQnh91xPUC+Z2gu78B5wSNwryvJ+FxyIKYwBPK96DWaWoml90mOM8qQb1onsqECgnCnFwIycBnc4s2Pwj5SMYsN5AyGY+SsrFBDO91/www7Rd1PfxUJDClcls33wkgxuaVqu1TXqtC+EvqQF9prZWMEml7HTXA41KrNy5OOSWPxZeb0sz4ho5QLe5MCXNoliM1cobB8Vm7OC1oqPo3Z7CDVMVmOJEnRiHKkpCIdkDbigyBjUWnt4H48uULhAvT60w7ANTpV4+DxrpaAN+VdNsq3O9Hrc6dLozsK4B1VQMPwk6e3xjfzS1ZSmyT6kFJ9RhmX6Lbtk4Tv4UVrtfMi/mZHO9c7rCK2evyx1F0kIwKfYimczHblFpTlYhKIrvCcMX9JruD3zoSgMWLYrd3ddSvmRTG5PK2giaTgE9ldIFxYB/9L42dLrXPxe3i9ulWYVb0JJHeu1n3RaFlNu1V8aNA4X8UKjvyNq3hL1LHcG6+HzhYvNfE3WoNexyd025py8rRu3comuZrAaoakis8/DAzVeM4RHSc1BaK5flYtlR9xeDGDFi2/MIncY+SV/20oAqmXPiGZac2yONuAA0djo0S/d7YKd6y8Fuwl1Fcv7rBLb4OMKhFFlFqLrWymPzi3W8Q3mSyxa4UjHx3xp0M7Qev7IRatiGq50aTYJ3t9LTi2MxiilvqbjSJCpZx2WxlMQZCmAlThLofiLoAjBaUyysUUAPnUPzX5d9Isuniie+Llsxvb1Q24aUgbkebnvUbnGKLKlbwBBOZkpJF7qaWkC8rn+MAiprIYpYuMrF5wKjf42ea7AMpJ7Xmo3Ra4R1DQrY0k4/qy/FKJZQa014rGTVHyfNlXKl6V0kCcNBxk4tX070/3TZU9XfJV2+QvLXtLZXvXUrRlmjjnk74v+1/7h80gA8IAJVZE5gf2xztgq/N2m+TyvQWcTO/awr0TqKwh5PORSVHpLV3afdIH/PPEU1pQSCb5edO8uO9OLsFxF5vUvefYsYCg7i+0WePkOSFeKoSlUw5s8AlCTqvDs7YHN0/pXuKWQBZGt5RxpVnIg3DmXO8wxU4b4wIt5uJpuKa/Q9fRVkOd2do1/7nxpqGqXhIgJTdeRPX4WsqbUz6gC9KKiCpLINg0ZU3AF7Gf1GU49JZl7PVh7Xyj9H/JSUdSPTb60DlXY9F+jgbJb8vAK0I9UHKs2Gj4HLfWlLX8v0FrA97WPYEGpsfbQgFaVKe0Oxh4jtW8/mgCvAirOLAtdS4VWv/rN2mQSaNm7q/ZXcfi0bpDhTAixVwswZKUtfUvN4o2Uq6y1/942pmzu2yUbVBnJ1qGNT8HZ5fkWwvRmGW7f3frDV/GmC+SuGcnmBAxDgGEjyPeCH7QFZbcp9cvM/cCZKPZLEHUIEmQ64l+uHO2jP8Hv/rACVsrf8Gk+VRsD6o99+h/V+ODPJPU7WJCVhXCX3RtMD5QsaR8fbrSldfJwc/enaNAGyy2elSM3Hr5jw6LcbPgY1RruZzfDV88wFHHUfMXrvoPCiip3D6eVfcO4Gu3BBjyDafDLHmu8p+lIxqBxYxkgZznLN4G2hOwqBs8fNFBbI520/OJ8QDIbvlIdPzunjdvivtXx4U3J4UXhFHbJGm7pVayevKBTy9/t11EL7K931RYyWqj8UiMwsi+YGC3i2M87Mvj8qbAf1CLTYExHVj8aTfh8Xyv5Mc/g/dc2of8dN42rm5oWUJhORbUN3URxIAeyV2ZThkHCmV0YaP2o3XIUXwt26nBadtkp3Pe8VJ+4GM+xbftX/IYD6wfiLKPa70c7JNTHRa9BT8uYUKrfqWndUUzVaJaZVbUqMTWRBW0cUdYxXzq667AIP4f2IdFs2zVBTOO/vAiQHLSn67+zge4w6yDX1fJeJX0j/r/JJ3ozUBnhlGpI1kLtUCV5OY7J2+qXfM9IWu4xr9aSO1MIA4vfBRKGCafXAflu3qvoTuxzLZvLRAN+poKyN3ZplLMLYnXUFyI2OP6KzppmCoQfOaXSFSdvD7khW+9lnqAQSqW8/x4ywxUb4eclFn+p39lfMOJ/NF3FltzKEvwlUQuWYmbunZi5hV//VOP7VvbxeBpKWZkRSUHv2Cx424dvvYQ/tLtqYdJC6pQEq+j7PxFcFac89ROBLFG601yC4MkgbbgiydBsOQxTUSAc7lw+gbl6IZ6BwJUQQKkVMQtho5A3BcxE/HWTfisCYzqmLXcPhU6DjdoX+jiJGLR5b7coL07B7rJM83IbCxypwQRq41/gBVEFDN51yQrrNx6XnFSIaVeVtRMY9rh9d7W5f5MMj2ix+i3AiePxJaPRzNd059Zk99Zv8SKInX7Zcoj0zfw+lfKboy+tULJFqnNxVLUBZHwYpxVAgQKjO0FJ3PB3IC2/v2jleEbmJALtWE1O8zg6KpqqNMZrNjJVQnSfy8UUc1TaaG2zkxM5UWxbH5TwpRx/BasZ9plNZSx5JaDXL+xUTIOOR9yVMykZXysEziTIcvKHVe9rQSfNux6R6eG2XCNGpMlkeICDx/vYwDBCxB2OS3+KL37JfSXqXtVb+FWpyswtT/F2m/BFvM06SpCZteBcXbUT6m72dXyTfcAISXgPpdXB4xvPxk8g82pt4TQQ/j4hoXK7/KJfe1Codv9Ue62fG/++ot6O7j4uZMp/GJiMahgzcSfgrkLVklkJLZHgwOoJDC6ZKRArQOBRSPAnoTvwo4XCZcqSjvQ/DewrTgun+1il5reQp5SuKIe+C5GWEx2msyer8GC+fLuHLPj86vhPyMgDOzuYxXXWZqafj778mfqbN50M5jKpbE+dG5ddu/8E/a1PiNt/I8qxumPUl6WreYa7MNIgEjqRL4VmY5tXIb5U+kzbGQ8cZXUywYe0u28l85B/Tjy3Q/avPF4iD0r6cDbmd0YoaJ5+n58WIhvh7/ycjwLU8l+v/yhxlxcTPGNU+YUzpC0icwtTnaXSkRMNoi2Fz1cZwgRgilYgd//pURjGcxm8vMBDz3Xe0lX+CcN7/uSg45Hf+fCM6f6Mrdyk0z2U/UsEe8EOewf5eT5m4Zz1da/O2qAq9FzlU4syJMkrW48OMmSwDWen8WK1VmxW0/OJbB8zftUbmVThvx2glNQCwW7hZjnRYT2ukpgRCaoDFapYmcGdwJc96IM8DH6edkoErgO2kYkJBnJQyydwCY1BtzWE/+xzsm/a2FyesS4Ow3Lv+e3ZXJJiInafcujUelEkBYtlUxzk326OavTMqM+clGCpkdXQN3buviY2o+y8ODXPMSnoQVOQo5JfGwT6nG/Hv0ZuZgBtOc+d7m9EnPUuOeOPjWsXciX55dZCB6fTL4GzTZjlOxCbXhq+QxMytc6+ftVkkUb/Ssnw+gfKCLaGJYqjHUQhmhTrC1qeGPp0QN3tStgQ+3IrWShMDhU6a+oUuvbQHVP8QtmrEE8A0N3clsG+oV3mG3khLv21n7p80VjX67siYEHzJbi+RLjiof7kx6r68elKlbk07VYWc783sIKTwNx21qiPpkF2G+O2LS9/lipwFY7gVcZ5OCt50BIb9YmC5fDCS6ZVF8DF3szb9/uO/d6l7vnT7mY/vp/Od9yohz31KnLk3EUnxfLo+eGlKP+i79rDwo75SBd9kX2Iyga6QIEsEG6MKj6UadPXZ4OOlJrxoCg0Vzl9M/+lfeD5L0UPPlcYVATAtuochLDeXRdViJT6vO9RbzEOgsiyPPCaIL1o57QY/m3e4FJXqFqwcbGvGTrkfUZjssHhTalBf1vWQXMxr2A9Fydlf82IVxH1/E8DiZPoK1O2sX/vhpRkWnGDuP76AUqmpji/YNOAPZICym8S0q7pSyXCKriRtX8vn6WNl/LwsM4/Ca9k4t+OxBLPXeoKi8s+sbwb/sbGwSwY0bXtNpYxx6wukdeZBdBYWiW8cVEMqwWxdFrCjr8/nohI/BBmaiQTBovX9SR6/4x1OLME5ndyKjO+qtDoiVmeHLywdQUKfzZSI7U0ySLD3eEoXG84DITSCCQYxgoijM3IZ3swi/eX+sbBeJqwI8f6SS7McZqGXoIwol8qwyu3qT0hvmv7ROyzA3EuTtPpgBgNbX/1dsEysFXE1ujSviIB4UlhqhYsP6thoTbKM4LgDScGtNKKzSvPF6PsBwKizAy8jMUhW756F3MdSpx1vhzzlhMn8D/2tjg+J+P7JLDBX1eBUFb85kl7MNhDuDCfxp3H4bw6D/soni1sUnUj7yHgmcLXdEDnL2dJswJ54V2TMW1MDlP9XkCUktIA5m65FFmI2YZm1N+YYyyMr0MpvG2aGWUvMt6QJuc1mBpGhLSkRxqAK/rjEXAaCrMTvjHAF+ZC/Vgc5niYRNzW3wAbPIMUiEGWyk2rekc5a/NeR4mgqA0FRIThs1B89PdxwGQCI58KEJCnx/I/lR1J+pw/hO1G5TX7kNmFk/l80rqsb4zzIHbLuzJf8J+W5LBbwnXwKBi40xyn7clx3epl0oiT0mbD2xw+oYyKbPdMXD/YeZiuoH9HcMEDLxkM2HGTC7M6CyAnJ/2DwvwLXUBq/vAUbBNg391/dF2wvZumDy9wDJ8ka8nUvOfprZmIF6wk2WLXW6sTSfU636J4aZs8M86nNDF9HpAPa2XeNP0kb69E1s9KoHfIjGVjm9IprvycFkem1qwsv9/Z58He6AQ1VHuQbg1Xa104bRXnOLvilfe8nrmd9cwtPSZjdwGTKYfxrjV+nTUPlggJfjNyPUwfXmqVGpGUkOBINFNVa712ooAJMptc8S880cCGzm/s01RxU9eYyV9I9OQLP9JPeG2aYFO15sEkjsxLA9zzGLdn58Zgf7pw1oJ0efEXG0tS58R19kCswvHM7BIya0lUBY8x/z9it56xd7LQXWdo+ebv91VBJDSLMp5HdSe21IVkODmmG3qcrt0+yJzN282AikMbQ7lwhVReFD0Bej6sL7Wev5SlT17K5+lJa71Mg3CR3L235a/RAlcIxlmBCp5QEP5PTcRVJPmXUYKJYq3sYHQmilSKmSG7VvhMH0ThRoKjJx5YQHf/YRQSuyE6/sxjTaQK9SdP92NEpA1Oykmntek+JC3eH/AVDxG1/kjk41jm4OFfMi86QKyEOLeWqbozyZZOV09aPBM2ANxk+m+/RDdrF2if5b0TU0iQWH5KfuSASFnpQF5cjC+tG1PN6r8ByNb4A9NbKV+3FWH6ockVhft82Z6vVO/9nUGVurh/z7Y7yQKjN/il1MVToKCspSG/8gPjTOBDRgYnrPkCCU0tBLWRDENEFC/HdPjjhvq3J6Ca+6oCtz/pwk4yLtaQbXPwabuKY7khG/fUP00udRB6DUYQyeurhDpVVPLtpJwZoTOcNEk4FreGR5VUPWxf+MXr5y3z2sTgBvCYGuesnyE9zU0M6AazMzPRHG4s0P6jTXvJ1xlJByePpUQAbIXpfeEO6VVRPae8QdKKZb/lwfbc+P7Xp6Q/QgMVUzWX+O39nSOn3NqUxBm+Ltiuc7KYpT/GoJmTnET8O64njFgaDHxVt5q2torcon/SmNu/dCK2KHvlhVeHy8pe5REqZlTKvvhbYJJy4hk7ED52jaX+NAStgEy7EqRENFk6+S2kL7yBf5J7fNBFsHElar/VgQW6NzX0JGSEyc1JmmMIMIEKBhpHarNNCntYZbiFhmavbPtEJPt6B4gByjMvf+LbHUH/ttcZ802MSvENime1UZIggLFXLApKv69n2YwaSaozYpk+jxyiRpV6/49DC6hIUP2PlDJEIlVAGlakxIOmmWgso/rIU3Z67IQYxZnfABdPYB3rVpixvuCPyoLdDILlDlBN90rhGxjU6DqXvHS7s7weMU4AtyFQs3ZMLtnDLyQbULaoEWhJI7U/RKk3wkER2Oa2hPiwCwWKdgC9g46pv+sK5qVCabMS/D+BdibtmmoUfFBQm7xFQpNlJ3ITJIXVWLtAPlzNQy0dGSz9oDPL33pkLQyAFgLwPTJNy6c0yJMDPTHzvFRifvFePaXu3LH1CxwVHm8yfjKV6yVKUswbZ8FI4dOJVUBLowBnWuWdT49vs+DoUWWZD3luXZqhL2tAqRD5ZaR9hVsxnfSfoPwUVXz/c8E5UF2jb1K01bryEgRxZSDK4VwYIJ8AEaVTliwUC2fs5Ma/biMFHloQZkEo6xU9uHnCG77j98UvsfC7vU4CU2bhwAnH+4pIsjispj4nebecfrz33mKPlfzrKAAXxLiBQ/mM9TJIibE+EHQOt1+VrQoVcZWiNuveWXjwZzYgy/wMiEp7GLAUYsU/OeZLxOhNOLb+AAcg4Egvr+LmXnKSaSWALUfGPeFoxDSyCjNa7oiKgW1ugkq4jEmy4q56I+qcZ17ncgbpTZ+pAoORoKMFLX/2gU2KTpffxTYW57+UZ4LrLoQrYLfH4gfm8Q3EYsOtCJaHIdt1zLEWwQadM9/4pvgYoquYubJV8P2tQ3/05UeJX6PqMhu8c35iGUeDDaoDCf0VaAqaZ8G7EFRRY9BRaxz5N45CoX/GguJGVADxcz37XU74GKNYegsEPRmjuiEa7Zo3Tn7GsWIlwnoOYSrYMAeYEd3JdxvoQAGbnV+CuMNa3ocgMHAb7c712XCnJWXx30alsv26KP2FdflpibUuW3jO9yTps6SRQgPl+OqGg7N6wIN43VO45sLa/G0fhF1ycvotqG5qXBZ1uC6ojTw2rlq9OLubzNkp/RPiROE5ySR546OKrMuziE7Bw/g/HU6FXJtVpBH0ffYvBtLrIpLiF/wQfdqT3CJn8Y7RU0+Fe9TeUQFD0cu8gGmyiAu2vjAc6+ajCU8MlO8r/F2nBSjHXg7IDv+efwfstXuBZLWO/7BrUbCMa8syLRgXHVvEpf2YO96Qwch18eX+zYcnn/iQQZRyXDXilN3EsbIk2i7RxYQvuLZ7XMg2tdB5vfZap9frV5Li55D4I0+owNMNR7LqeOl7pLQU5wQDfOYB1wJxVCbMLkhsVOyEelUlaj8B2WPhyoExaJh5SQ9YR8ngebo3Ral7aXmJYjiXn/1WF/NDFJbUCGOOOiC1VmaZy5lHEKIF81eYPlGumpMkbsRmGh2gCcDQKrMJZ9KCvSi5XJ/bpbhpl/efm1VTQ/YzOa9WE81xkpZnEuvKUrfMMQJnZ8nSeYhtjtMXUXuqaavS9o1ieiFH7Av2/jDxLINwASAOUmrXVZPHibTSoG30rtrlQk1UaUxB3oZPPUFL6hV6LAHaYGd/0+556cZHTgolVK0FBkO99u3TC0wIVpP//tL3zsBpdIjFaRNIqxYSXuTzLWqcB3oBvvbdIN/6zEcZ/9Ejiu22xqhHmCaC/mXTscVMzJD0qurfuCZ/Y8RlInGRGV4+BImhqoGhV6ai+E/g4GtXdfz0uQIV/jHCrQ7+zH0EvP6kYPqzW60xHYNeldofNANcFo3xJwiYiii+RLI3ogfrbNR/ZChtjoss+W8A6D7AoUcpqw++BztSaDF/fT5r834uIRzdelOBsozV1XJNy45pVl0ySCgtcYYYsoSonm9kjTg4L1ztWZDghAlQthgeTvyWcSuywBeOYqPAOKX8CTzo52UeNlyVAw/m0YWbFesphywpoE7ceJ/RSeVdISg6WpMRP/IhllrHeB3n8deZxAGnsFGcWUm/Tbd8W3/5hhA3aX0Zvz9IuX0Y+7HwGT/x5HfgNlUoDZpuCGFupKV8XCJ8r0kGZ9btxVubovdDRgQOx+kpf7nXqb9kTmzkGPcJpdOJblhhEMGbkrvO+kQK5zM4QCLEXp7sooLXGigS9qH3/qWbhLGR8iVy1oYXVikPC8531gqI2dKJgnciBuM+pVKhZ6i9XhOPtS/0fssXLNxIL3+d+p4XDAnqJygwxexHWGL/6ng0VLOGnWsCl9DoZZZP9m+HO3AAzkGkvyUZerWZslYTyuyjO0e+kJQ2URmSHmtwwN/RLE08n9D1qY6SSe05o7l/5I1xTeRbKWm26QhGlqfdxYls/6lwfbw/Jbh8oCS9rgR75M6q117gjJVoWEa9AMU3JwuTJLti/td2vhVRtvuWCxFWvb6AWwsunEKwQzDW8cvkxK9IYlP+ec9hi2N3zfcSG7k0/iQRWm58DSxUQbJ+wWVxza8OvWBKDjVvowp4PSaeeZ3iD2QerD+VSz66BpVQpdSpP/HXIIPSeyEttbvO0KnkAUIUPeT1QfsCCVASWYov0tYAy4guZfiTz/53BKrmnotSOfyjVMm0ILnhPL7sTBK/9BCxX9/2/gUl9kKK60ygdeZMOLBwU2qno+0si2ZvSGMMuxAIfXutlCmjR68uuVOH8feCBQ3WLv2e5jtr/7tvAGpdO5MfyybSpFhxH9c03XEyhfBLUZrjvMadxgq0h38tGmvzi3qbysIXrSWjSaNmj+DZ3xZDDO4AUBTq37pX82eHIw/SoWX9/OqXavuwikjctihTwdWmN8b/mlD/tlreeX5q0GuK2KrXOBh3taGXMNMNb+5JK/XfCC7Wwe+dRJ0xh8yIfcKzLFXObi5tVEYztPfzOgnEryPUTMpVv5L24k4DCWnvysmzt3/0Jjpkq5LfM+LEjIcFx198v3bDrieqPgiW5fVL3aEW8Yz3n9qPhCBK09DxSMKGlV9q/4jOUAmIKn16JekqGb9Hu681lBnRiSW838cuCgYZmbVtX37tMAj/kCnvTUlPeYG/EaEMJoYqUUChOpXSdkkL6ZIj4JX6htSxb/f3638W1eXUUeE8LAp2iaxwjhB3/2X2UJvaZBtG7y5caMN1a7XwDsVAy6hQXzlvjx/+9yIOykQ9H6IEM+rOKSCAEhPj1A+/xkiiZD2hj9zMqH97vAB6ypqvu7VvJHwNzeDVCYktHmn8n5G0I4K+B24+efjM8SHsWo0R0To8gefAlTVvD0Egq4jgW/EbyPN8A/CTK9Vf6tmYdBcnwoj/+L+2eYIW/7ogchNfsT2IBk+ur50A7bMFzGYz2bTmp80ey+6hiZ6yYRgYbr9H3kpQaHDmLHZ0iDNaV3crBjvtcDF9UehRS+n6oQo/vB8m7RiR2dNvKVLnQQ4xNBjOghfzb0xD39S530mvKvoRQi+MaigVoYvOH97gGNGqhK7mnNfXsDoe99Eck8p5LY9PlPqDH4FweChII9Pb9/2B0vMj5V2FP94bbZzx3mctjQMyKOx1x9AZLV7EaDdCs2oLMlpbun1BVl5gh8RVV7yOJv7KZkgNA2cE7tO6Zs9WJDrgS6D/xa9gsgu4seUadCv4Im8ULt2ndztHSd2yqpPli/6pZ7l76PzXzh283BobzZY7iflzdY70c6/DLn5d1YrQ5tDi8XyfjKdFf6e5eI80qSOwCz/jcNz+NmOBj29fP9xAVi5BXFf7MqrOJMiTsivbJZ3f9MOL/qvseOaOHHZImTjFVQze5vlHH50kbTNb/X06BxmeDg71KjNtYNICt5w82jBdC56/Z8y4LKEbSgcHdWJ0j1pcmJxr7hcqEZzELmVHhH0ktp7KQrVXuPnjHX/kxtzJHCC2ucjWypcl8c6k4TMnQ9qQS+sd+GQStyd/gh5aUWJei562jcD8zpoLwpf5Zbiz23vGDZXvo5wcs9jNYs6gg14F/R/aywRKAbFfogewVNAvYwh68yy0t0PBlt+jNyfPhMGFcsU+K9N8n70w6OsvVD72kz8wKrA/Amm9EP3dEIt3s/ZG1OV7hmSGcgFfRf3UmAz/OhGY3VUGxDdJ7F4iK/xlsMhvWSYv8hH9jjx233ZEyHzK467GGq4QGydlKWoSBejJMfh0STqRD+lACIobnJ+U4Jy7U8KKbzq3vZ4eii+o2/q5PR0LBnAF418YaKDjz2/glEVWCyUfQlOTJn8OpzakD8rAG5EgeVgsX+uHm56/+sdoEzs6U5//FsrhhFcKEbubh6LX/bbwNVotgsQTPYhkEsZdWHAyg9ZZCULOJCBqokLLRAhXgCnYOWp1xhXNnV6W1G6A7daER5ZM/aWLKJTW+RdAasstwItI5u2/N1M7O7L85p7Zww2deb5kvRSSn37yXlgod048eGfiT+Bl+Drhz3q0B5HDQfhVDq3Z+bdCMvhrGhHeJfALrBXefFm98IUwg6jH19A8FHn0UAr5RVn2wIWm9dSjBhMrDR1GTaZRpwJK9eWDwr/1NAhs4ZVCu/F5/djLR6KtwyXIWEd41rMnhPwh59wQVmgRzzYAx/DVAsrxM0Yv9y8lDYjA4lEPB5wc3y+lIKxmVRfK8MiQKJ/Iu1J8jdu2ZD6HcY7/IiWUPtdmG5skwvMfGNJ1stRk7CUuMSd8ss9otzxd8zxUlKaoDLODNY/CvPSZSMp73rGpOZEA8KqJhap760Bu1tAzp0CIL0hECdhTfqSopj2sPU+NK549xcVEu56vkn9UGiQIFoco3dPI/+ZHNDBiN5BMQFPoKtQ7OQ+5+ueX9MECj4JMPd7QdytGqSbiJ4YAX4VUBGWuuwDMNUcdx+NHSeD2hplxBBGO5VInHUe+HhDo5aYNKsrnD7Eb4DkS+NjIJxLd3m3SzmD9Bd/iEDqBt6QFDz36mJyRtnwgm90MCCiP7M0mO2nfhL+lk9MYEaq/JVol1Qg4njpbjGkwcsUV86XMcO1+wNMU6EBhsV68IDAizQSMpTLNqFyX74kxdPBnLtKjFE42u6N0vf5tAAw1zesEKaVXWz5HcziTSMgOuHkfzonwoyBjeFFLBEEtrUgV5UtMbYT4tMvLRZApEetBiVPYSuGNBZsPpFYxqV/jwb7/7cGxZ2rd79TnB7LbtCO723rf23L3httNsc7m6pgvdg3vCDpOiQzHiHoWKS0d8SpOki0m8ehXsJ4sy+JQC7K6lDZ0+BVaWue6iRTv8ugR+lnH36bhY9qvSMcBvcTC4rWY1HbIKKS3iUqIZCLiZTY0Xd9/Aw0Scpi9pwnCJ2T0/OfVCE+ZIyZvDYu1lYtxi+y1RdpDuIE51Kq4YaNbRYmWIsSiIsRwEbAWYsR/IPuRNGe4v5RrHOZBdplGek8vSHlcsP9FOPUrqJudoj8vlkTy5DMa5nCH3nwOb17WkLzGthG7r+aTR/LM9kKB7lN+CIEg6jtMUBP4WFWzUz33yo3oHmm+fNnLUPp1sgpDgU0KAsKhaGFx1XPCS7ZkqrMG2C2zFGJgUZlx9LmeHhOt2gdveEGpxgCXKdnm4iL3uRrx2Qphwby0UCpK67YBnCzTYjjZnZ6xxR31TD7dn87yMSJRvqNEn/hBtEKEhJ7EL0oG7/7+SUryl/m3pMTs919w9PXSaGEsvmyQToWPO6lZ8AaOlutwRJnPY/wM38OdEfXpHU1kzhHjfihKcf5Ta47qJpx9gGx5IUE3z8Jlc1ZKGb1v0JUnzK8qF1cfDfQEnSlMlaWL266l87hdyNNpiHpLX7tH/q22LkVP1Mmll5W/9Yjm/EFOQnisO4G2j1BrsLGM8qX53HgRxtJauwR+ix5n5L01WOwkTV+9PD5q/9OOo5w/7QwQT0OKD65jMNPfp4y+MN0F7PGZfiAnaipchZt2SJm1vWkKSGaR1Jz/ZVLo4QCMj3E2b2OH7lhgozzJWzh5B8PPGv4dPCfaREZwzE/2IFxfKCScYs4R7CCAVkw5hBNleWu8IZ1Pvi5tp8iPpDsPryqKUEV9dPOsL9egAVId4DIWGyRI3LAdxCLH7l8d/IFPOSyqL17TeO7CvCHnoW+AOpHQGJMMOaxZ2R7cuTP6sn+MC7qu1OCqHYcPq+CiDV5EWu5DubOk301EkeQ5gVKnPJF8en1BSr4YIw9haO0QUwVnV+zVT4wiGTdAzpnheW1f72WbEVTT1/j+TlgqGxdp8DF/SiMAP5b61aufR+9X8q9yJT4wU0oAPfbwfk9Kvr2eQT0Y8ZDNxogZICoa6Kk+2ens+eCM9cF5gzvIZ/LbS7MW5BeV8pzxLpKTq7LUxMyDzRWzXF812PqWdGDucV3owlQ2SbA+BjqJyu+jNh/s7hI1Z6IUjQhQLgAnoP3AmzBem/PB4wzTHDNoQdc6N325eqImX9MhO2xk5nA4VDt6grjZoNZHD+GBICTzgNWGB9WrV9vo701kRBpsmjBVrSF/zpfIL+ihk6mjUu5BCYZuPBrBJTOwvy/x0EVzOu5aOKyXaB2RJszQYdidmZlu50rmkLEBpE/1xx209AQ7KwGsOYqowdWkIB3QEDJvyzIK1aGqdm20DEK16XJc3jRPd+4yJHQRtBwFT17zeHzw8+N7E86sF7tfhFqSH/aLdVhi1Oe4FOONPTKBBPcbKbRI/WAppIGmkMMv2SlianXbUjfKSIyvuK8Ua68P4m3IIiToY5rSaGmt/PHU9zMMeMF2X607M95PsTW7MqoJRbJQ3XR/cUHR5l1mBL8WtZTc40CHOsag5pTudqEFxAf5vH/4bSb3vjl8cU4QtyE51mMzpNOt8pTbLioiXpK28iIvxmzJ1kkU9JzrZxuNVZTDvjeC7vevQ85//sPa7AS1kLMcL04fXkaLC8ZaaeGjbJcR8B/AesBZDvcQqveLMSYX9M7rQgoMFYVgqMQDKVqvVTdApe6T/b4/j6vIUSnXzavJjp/6Dxs3sd59raSE+M5uvW72f1W1U8DH9fPCLXW9Ndf2R4wbutG+WyoV7FNvJhv+TInM6XgQqR6XLbQMUdBAZ4QstVcqzhR/AtqGK76OnzO+Zcgf7e/w/kx3HktcNeZAiEJz7aeFduaGRpT1iwT7xMWx5h0wM5CU2jFeF9axGAn9xwkrhXIXlxePtnsve48cH9V1lxEqXy4pPmAQ78ujOe8bUZgvyW7/kEHql4b//PX5yqUTfYnWm6lihQJ9qKsPNnqP6B3PDzPVI5hEcGWX+VfAfwXvv4Zx89Beo2vnto606UtqodJ8CHXHZmVnovJUfji7wsjHbRo457lgI5v71EUgdtL+uJ/Eg5Uj9pCbfwJcmbMasBbfj2Xkl5skECHPleXzBoWpiCZCVqklyGbhrN0+dYPPyb0oY3rEsZl+b0/3OnpLSNpkMBlkkE6srO0f+4UMFQ1pOVBaCS77kDmR6zd9jYFnY+vzuqJp7hEdhycv9zKqEy790atFbijkNTJdYVEdqctoLyrIFNoIBNVYoNO5Q3h73QM9QqK12wvRkkDx8q95Xcw/ePoyBR6clxdZV8uP+1XLNmFFM/SQvQNmeARfacmzswSZwTwsD9soNXeGsihD/BM8s+rJ2JLlfr1UZpQJLWKiyMpGUdsROvPXOH3sT2l5Hcj+AVSLnfsWdKlFABZ6GPl8BmhzodDn3wi1YDg+e28pxbpgqFjwNHcNNaywSmIeGmpe0HqjaJJ5XbskXDeLIiShIhFZSAtFFH+ygQyps/Avxcw/z108ari6vAo6cG2m0pCNicuAVKpFxJsC7MlOl8mrLvfEttOou480CKB54zP48lrTORtUoDc6mFCsHRpGtl43RiO1Ar3Rns9Q7U+VAeVz3v2x6vNs22iAqGnFelz/dM+57R4CUrhC1rZUPLQ8xK/XM1I8+VKh933YiUvDmhmUmwkDKj19kKuPLCB9TP9pjOFftaPUdiEMZURlbM/rKMiDMChozn0q/6fJLvI6Ml2QJEYYDd5O+yT2M4DuBI5BkxcrrVrAx9v6axAC4IsVhuGySEBBcPP+6yYSHuwNiOk/xmtHvYbCwm5O5eYANIq/xjP9sN9Ok4B9IB/Ozf6lcIUF276e8rBPvCUW1gflcjsj37mT34zpT50Cthh8fv/T3FGHYpM0F5dEXwa7reOsJt2ppvSVzKz1A6FRctLa73q/EFrTwZ80C2gTYJn1Y2pKeeemaDnuosSRpKio0s6gx5dzoHhaYCWWCijyUxufZs19IVwlt8EvP7YDN7sfr7bUHbk8K/xlWw1FAfZmp5+H8KCdYCzxMXp5HKlZKyTiIQPmwZpPNe4myouGjvvxYrH2IKn0tJkGltoSwIujK74viYPHyzgDr4EHKvcvMjviAz0iFy33pI/SAxoWnEacmNSN1O1ZgaxueUsqRcJeQsQxgDzKyZC+JOdIiBEjoUWCxHN6QR1HT0Loh6Hd2xiAM+1sAS1TsHvX9vm6c6DsO1UozGJuBxoPaOa9BAQegUbGCyOLagot48nZatGGLH0hC2EiPqlNKaZfHX6Hu9MiYq08RDUCzytEzpHXqm2YUIPlArxeRfRXm1zA407+0reF0RMF27DVXkkPr9ZogsMVnh1NT54ZuZoR9Ay1VTMfa4uvmsyQKey9F3Zvf7NRgBNTh7XBdbxNrRXlph66L06ggZ0VaeWaOZ//friswPOjG73QWnzWRjwS8Anfwv13GirQPbMhcJO70nPaimDL3iKnXRxZowU5oFPjaD9JaAdLpexHq/RCBIKnWuTifnxJRXnklHU/jcQUdl3VjNhobG3SjscPMRYNQd5mLQnWor0/ySFbyCM4QYA6s/BDPor2EhlP9Hb+y/G0hBijwpYuj0VtcRJwYdRgcCeiSFFnfvWn4WBe5a2yJYryh/+AYpHwadDKt9OqbKtJg/2/9IaFWjzkNZ8uRW5jdGXvVBUMpI9AofyNv/AGZ1U4nOopHMzyRYWV/j1NZJ/rIDfcMjHYMruETcjy3kDaRIinK93Ks+niKXH1DfRPmLkYh2qS5mkRi59cUMKykN21Q/G4O0V+SFi6fK+C/x0wcWZRrnLzi10LNE8oE5A8Ot//S80k0uPwxsPkZWlHhXM+oMozysGfcNeOnM49/O39FZAjPOpfvEugCUvodRAEYOyNAZ5+g3EgJrasU3eIyUoPMfkd+5HPCW4+w2kpM+AUlJIGt6ovhyFqLlnRGh7fGF/nCBr0pn/pRWJz0ZBlBxTyDAJRnUX02F4Bx4m0eyjMM+kkoxy/wStR+gXuMu4WV3gZBv6gnpQpsvY8c34TRbDduYrFxQz3+d5Lkda1vpMYubS4aUljVh4c8yPWKtWRsltZAv2TbRnk6pSKR9pH+/6Cbs5RY7BeNocyH4jmAhtnXX9crnl+H+t50rm/CvHuMgjnMC87Z8tbk9rYn/0nPZDWuEmWnaReI0cvAtnLDznCv0xQ2uXJnx8Rx+4cWls74/YkTMWHlasM9k0l0ObzWR4fa+Y1hA/VgWRGWfaFHEPwKruaUjlRvGGzc1e+XogrnI70RztbJnAyKpJPbNTNe24IEUs+G3cNsEeyOSEF3FdK+FSYdJzAXb4wSgmRnJaiTJVmscygvu4Sslk12XjD7MLYqgTInaC7pUd65UqdbkP+KfWlwGI8HoOD3ggUx0uqIgT6UNefYOtqAlEdgV/UH/CF8xyiU4igQzAuQR1dir5ZlH5wRIhvpMVc43uyz+4ancXf1NmJaV9n7khAJZT1waIEY0/RSw7NVMQdupttImvwHvZ5HSO4UFw1djZ0XgJn/9HCtmxBOvCS32f8vpVx/vzCn9D0F8mS3VmSthl6EPHuYmFg4RbjBm7DF8RcN5C/Bc39elkO7bEfppARv5B788JTnNqTX8uQBO3hoHNP8FtUFN/gLEM17XBx/zcb/oEIoguK9Fuv3MDF+tcKTqCVcnOZFDvsCzqrk1UZYWhrkrQIjwxpuyyFQa1tmzlhzCqjMI0xuDMCDtbtWqzxh2cY5nVXbdHWjz84eGTfB6CpDILn7D6kRQRp+oc4xKi/SedTsD/SiDk8ytaXFLwf9E+HaFsM5MT/MrlpDxnJXYKPWMHdiVhCmWBCne5RSQQDeWiklcTiBUzlSJjn4SGjSyrb9GLS6D1rZ4oizfYx78ruZa7wc1LMH0Bi8sUq5cZRN42sgj6DbyylLYosRXjfqU96TkrKV5GpDLH3xViUuYv+GLe/US5dnIfSkd0Ep1GL9HzmA2pc7kDHgqXWfs4hLjtIbPzZ3eysVhEL/6ZdibTVhVLxlB8DeqcOh6cHirstQ8BjoWzdqkSopg24yWLzm3pP5br+6rXuy1lAARng5NY07ZQ3iXyhn4wq9r/hOesn7vmDwO6Ne1wxRqAHqhv94HHXtMHNzxJoGFXf2aOXrUEyQ9QjueBNdyJ5GOoTVU/uqaOGzZeS0fMO+Y9isqe/dRBrM0uTrC/dhbyp6XJNLrcPs2F7Zqlp0JndIuf8UKn0gu1iwqBb6tfKEk5iS/9w7odCtjnV5/Sy/XoSvxfpEVOZvQAbTH/uWM3K9SZB9KJis3DuMfnDum9NfiNpU7rz8zAEkYLraErf6fk6e2x6EfaGkr/0ioX+ro88vhT8hlMSWUGemSj8FbQMWlOSOKHR38Q4dk9gO5v4fpgqNH6fVORALDA+lgX/Eo7FDITHLUuo0NuxAlObiWwuaHK5QEdJq/h77CeURH7sliTTANfDypLW0zfCDTUZi95dDqKko30CaROiGY/BzhMqKLwVx0F9CSoBuwZ1bIGlqMFaqaMzEjEHGzQCIbMtY1hdyB/0vrutsoRbYXyQXw7T1REB7xCTiYlhhXt+JYQdPymGCM3dmLnZB30f1Nnuo/NZjRdVa/fr/S7M08RBYDjmbzczvqjXM/3Ha0jLQ8ECVCF8Udlp4n/qxpAS+BrM+eFn6WxK8nZIAcQfd/9WJOQ7jSHqMm26JzhBtQRNaBLUnxRSNF2kFYVwswLM2R4zzFYIZliYSpSFp60DGs8DVm+X/kK+H05UBdLyeCN63t1i5fpPi4F5EQhtW3lU/PIZ80qzCQbRl0Q0y88pcfyHI7CLvFwbdXhxUWfZywbDbRC9Obrt3g4CcVz+9yG0+/IPS1ZXxJC+UCkddT0wT8QLuOx2cCtPLw5SJPQ8E0v6yH8Z0o/z3jliQNAM5PNmY8C8P+lEvZqcxtKl5UXX1a2B5OjFCLVj0Ke83awzv4GToyWPPV+nkYYbfT8ZajxWP8UdbBooWaPrRYbmSnsFAr+RB64qLsc4h/DxOM/vSFAeMjeGK2qALx9axv7B8E7d2V8gCuvKSGXOlZ0stZnxLIaRo4weR34MtAiBWQ5jBvIjmS023a7a0kFsUOxh/w2DQ9jLOvgDWJ5RH6rGCte0Pm/kUpt1sq8EV4FZI0u9ehyz9pbwbAlVhh0+0qRvRKcg3YXTRCfp+s5nCYOdO1poO+1ZwRtTZDXmxKBiA2udLv9hg3qqZx551tXLxGrMzqGBZlU21pf1ItRj+O89VJOW+ECkTPahCkIsfGXqN9Sy3sZjVGDEdIgPYaIF/FN6pXU0e8ndGRVwNjlwFZkanq37UIK76R3k+zfDmiMvajnRDsdHo7UyJWerWVA8/v4Gp/d69ul/xiKvq7EjtGt3ivb79iLn+Bo1Zm/8A3eyZgzmkuQWrZJZ8du8t4b2oUxUQwnyB/gBkpqq+JR8mq+kwKw4ndu2F8rBji7y+R24u3uv9BGmH4WWAelJt38SKUIFjKuxReIBkgnWBnmv+ykPhNY5VQUdNpAK9A5aXZzk2KwrvQVZdYf920R/ZjYr7+2mj4g/fDZCewFNyIoxT/3TKliTyeAsptgRjUfM/atfqTAS16cnqBki7kllUMiEBfNZwc3WbDovGSupeBoyIiLZp7GHiB/qSGRxbJpU3wW2zSmFi7Nyhy+nv9bDbpWmrvB0eOSIBYQ5EXsrkPRW12haYl8kVgMjvXQucP1+XhBFtFgv4BuE8yGOw+qYVFkIIfv4a4VNORtxD7dTbtQkDdwJRaEXKQvkNufJJzcjwnGHr33W14P/resqEvz+eKr2/VzFi5gcmacyO8rZ1u2RT6aKRVG1yk0aro9TKGG0GYxm+lw7o0g1XrgYOCsNSZPlgnKoZVw99e5nxhkFom/elo8UFUy3y9/KjZprBYtXYu2v9lYpUO4zLV0v3wDdxMwdLJg3eUA7GZV2eJ3/dgNIlVkLVl7T5qunvq7Wv1yFUcCJcOP0EHc7SyTGMHdQP8POhr6wGDCx+6C4X3VqzSTmJoyuNbJBpWhfMegHa1uw/TAjH8YChpT7443qxdQS4UXLylRJ5A26ABo39H19U92F6z75536BSGwKZjJqcqWI+Pt0MZGm1mXmInxoVj0S4Dy2pUWxnaKcMqVPxwTp9GFSRZX5aqOCZO7cQ4nwumC/iHEH3xN7MbVYgE6EQvNbXm5+uxqw5FUQ7Qe7oAB0HQolgGQ6Et1UsHbKN7RfzIIEggYSmdb6QerNF4Gy6rDcIm5qO6tRZ619u+/+MdxFUc7g+oYlwfWAfJFHNGjCBM+Fesj4IMgt/hGuLFTyjNCql9Eg703FKVUgsdy4JitOfzgMOjHI1XawgpgOUJqqdycmTcWLW+XZD4QQsklgGuuHppGHngwxXKZhFLJTUS53CeI3Q2/FUedePgg5kC0+TATVjvhmVZZ5rBHpRnRh20/B/hE4Hhd81Qj58ItanQ1Hb0kLPccxInf+pG2G9UcyIskRz0CKePL+76PFd9XvPHpT0QhtjmeP+zaGLEZVLs0WAyMPyQXuVYG/q2msjGf6RdZqXj9gB6rmwy24YeOL/j97f0SVmBQp02MS86inc3gzmobzcCoutKqqYRqyr9ZHrlG8uXSHZaczMSNsxByTKzk+DxtinDomO4XCLnvFaxS4Sm7VN6AL0lIGeEfqvfXCOYo/+uh9EQ99SQTb25khSadrpYnWv4jy9eUn1CIiWJ+RQsULh4FAR1otuOz9+L0+7gASvwf6NJKJGwU7GLoDf15EuYASSpzrhgZy+CnpvcjoBeepwHEB3wtmH/vcMnmED2t1K+rI8y+IAV1kQVuI8iGjE/o0g0lY+2jTrU4rFGAl1rYXCq+Bzgme4J1TqKhiW3mEQ4nAJerc96IR8uW+on5NDUW1TfLxUTaxG1ZF1SxQXa9CzmMAm06VQAOdBb6VvpvW6+EWdlL31Rv9nq/XxeKc8qfYdeDEWS+NJNY7RGXeZ+uEUfcJ2EYOg5xzhWb8tuNElCitcv2/+tcXZVA78XTxUVPBTCvOxDySQwiCAk6otSmMAqJbJ1T+pOT6Jk3109IsXDjb0dnpb4QPpNEGs1Lj8q/Jr5CTMOQd7G4ThNi+sOFhpYITkEGkaDDihCA/X6TUxxaH+eSrBPNO4ZzBiSoGJuEFfKS0qNPjBDizsVXMzwEKiPRgwnqSoKS4DoX3kt8v+72IJ7ZjicRU9sUeANSyclk+38oSxwJqA/5WEL24JaqawGfscKK1EbBRSBDGCZhwBe3wp1qNH8A1DMty49DvL2o3vSQyJxhiz/PuWFEE/IU9LoT2XX32v9lKfoKkaA2BlfMDtCnQNsrax34nWGFvl2FDoA97o984mvxNfjTVbkn5pApltHl/iZckCefHYGgcexE9ke9M2tg+z4ur1XRNJME6saMBvj0F4W5oysoRiYy/NHcQaeAHsGg7duMu6rAG5i2bnUSxIdIYdF5AqvFerA8zZWM+ORMar1L8VWSVENRVJlfl8syQsv7q0G3juw+ksFH+rw9a08CgET1S6b5ki2RJ5UvwvugqvpSb+jAPyhuVLf6W/PCvqrJK8xcbr3cHia3EwoHQy/u3e4mSeiivAP/paayC8R52R0MOz/fiXFP3x+MLL9Agg3+gRPtJGZb7p2PPyF1CkeIReobTQsZo3VTN4uwFJ+YbcgiyjHbJQ8l9f7kh3q5qkmKfP7kDdYSw7DXx5dn5wmR/+ElhoXNgVOnCWeldwTap0WlHN9JZ0EXDOK6DzD+pNSC9f5WXB70PVucPq8heq9FZdvPP76NIobJsokHLWCok9vH8bQsV8ZscJFVqFLLv/KVOuOBylPbS2Ntz57/R810PID5/fG+9t9agEEoZ9SQ9sbHfi2FR03FnDmMpk0dh7pdsty85PC59Px5qNwwehf6u82Aruo8ZTPoyvx7VMvMluEH5+70stfnbewRffzdTPqxLpihk6Wi+/0Z9GAxACZ25UjARSGVbOG/nZ+MPO/xalU+x09r9zU1t8BI9UBU4cSsVdEh/89h0HU5CuqkVGeGNOlnCdfOieAK4l3DACoSZkIVuoRenaJj414WEAoWBq2Jp/Tf+GorBudTUFWzgv8GSDA4ceA5zoYTJLKVGMB0UHJsROsMLQAcU9H4KVgVDuaN7n/809JAUGd43/ZCYRr/o4CtzHF1An+6/cS8ULYlyfk2ToMwKhUBEavefx4dv6NMX+XKiaG1hnExkH5G4Zx6fHRWJH4LoJlf7Lvk1GE5UGgIGZ4eK0Mlm4uuZVSTxwf7nfjOZIaLF236Nr4FG5MkM/K8HWzfbNt2CjNfnk4n1hpg/P0rqcUt5w41FmOCMSkFjA56ewByAcPmGjep2QaEKnO7tC27AqKBws4SqRStCWZ2QA8dSoLaF/3aKbkVoUZtDjYRz0f/Gy74xew9Ll7G94ybJIrvuCr9UKKbIMf2TSyHw/ZihTTN091eOSghcuuuh0VUc9os6q6MwpWyjhgCBsFktfoTFNdafA6Rt9ry919xIw3fVADru2Qe5TKH1OweLGBHB1jjFjeGx6ZI/ycX+UWR1VyIY8ToeJtb+dvmn+vBgf4OZ8mog5wtptK/dELG5dnLkDLlHdTNwAWLyuPSoPhaFvuRR+EzxF37kHTUC9RSd9S/pmCEnyFy5f0X8Vnae5kT/Ohx2FySLMICqMIkSZCrScH5HWAnsN0FEqoUv1imGyk6GQyPulCrZHbYxKCtf1o2ZWDAED/NBjPtrH/k+hg8zAyDLGQKDVLrBKnlqkTnoc+P+9blpEb5Q9PWR+4ad4mlTJKiwkQ/FDvn398bPcG0Ij6s1kZjM2BJ3GlXU+MXgfv9JvTVIQJWIJ6bzrxBUuft4LsDcAAEuH0+xxZI5TV4rYTLsZRfXy7iIVvxjFtFR+mFpZ5TcXhOOSX87df3EWSSaWXk9vEbvNYBozEKx3aGo6iGtF6V43j7ZOBejT39+FY0CvnYs2ksda4gmElJ73IiTOYhVI9hO8RzRXXF6jDHdvmJrehTwJjsLf9iXWYyfVii8GNosPPO19fcxjX716835/o+s61qSFFmWv4QWj2hRaA1vaFGoQsPXX7Jnz9M127WxmZ7ppsiMCPcQHlMY8U4a/c0q548vah5UyKB9AJkP60+pLnDb7WlbD13P99efcw+utmBFpLNwxe5C2viaN9PGQtMmEHTUUNR5mQa9qAnhnk5vBDq7113tsv+EXlSj/VFHFWd9XlrEbe+9mGrtfNOf/Fz7Dv187nb+XZZvCefT/O2JOUzU/4GaVEPkH69G4wCHFpq1WO715Jdsv5fj64kdUpR+73GcNXF5N+lKjdYzWWB9UpwLZ3b6N9ruWK0/lRNdIvGN4anN/evMx+B+af5Up70ZTw0JznRso4+gf+wPW6nIXyPUivi8L0Qj+/idflNEYjX1Giytgiv2Y39dHoLEv0WmL0sCHhrRnEVE8KZQXn/5QCclzfyz8FyHhS95AlzdFDr9cwqjmQ5GY7IQ8+K/9qM7QJXIAS0CIGlh6gwJG4VLc9lNHciGmfX0eYBXMtOmMswLVNUOhNjHXwgIiqg2ks16J2GXS4TefWFBGo9oKZjCC8GDlfff7oArWJga71X0bz23dUizv4YPyBWzNstEDi2/N7J4BkfOsrLlikGeJQ7IwIsyL/nVFNcbJ2Nb6XPWmvGlmGL11OBlBkPZpCDUGzZ9fjKEYgFENCMzZZYVBD7487SFaR3vzD3Lw3rO7AFiqD1E0BIRepY8EGh+gAEM2kGIZhbZXEksDfMvj1LovI5BXZz8+eAFotbMEZl6XwAtbCaDlyCvR/ej/PNP67yqF1TjBS1WkuL7PATkUbBEc1ACwui269MX6+3ahwja7wux6utzcGIDLTClWdbV8UFtCslnJ3gaDrONBrV/YuCnPAsdQ7fv1A3Ippy+KPmw1D70m3wI0xmQF2gkAC9YS0a4mg2d8eXzD5MPkJyka3SnVtDG4nH72GxGxcI1NlYEaVGNJPHjJ3hs8SqV5SuOh218Klc4yXmXJOtIeH2dhkOy8bRbPd6HfeslCu7ol/iKLmFESHO2TcnUeI5QY7JvU9ZN/PYuRotaoHS0HgmMqWmp44pgqJp/T1mkgFXDzEQyZHDi1xhpSCnY9cOkg8wpjihcWi6Spx44u56qblxx4XfByKa+pmtuBPt3b0tqVGMgmUESKAPokRb1R/nYx0xnsD/Ik6yDuePDOlPhOxdHvBK696ReIBAMExuABZRQaupfhxf17ZTmH/f5NNuJQ1XO8EQlPil3NRGOjDRiiWQyiVxq51ptJwjDgwH+zKoskDGK6kGi64Z3+830lhDxhqmdpIvJ10EadmRtUqWl1gwiay5OSGbPIGvE3RdbBLqIGFpGFk2MLtm+ddVu4V8MB+lrUWv3Zv1eTXCb9KlYMmgvqnVPm6ExUvN+2FIHlSfTyl67RtnzdZK9J0FFv58WC+LeFIsVzyMmNv9tOX6JwcsZaKAqIULrvcYbP5TG93w2F9lCS3MIO7s2xm5SQi8zNxn4aqzJQqbXTgM/OvBAPxeRyQc/VZoBW0C1Wd7HgfoLTgy1JMaPwHP3xpYfijgBDdJfO1+IsKtEArb2M4UNOPDUrMRvwyxPVx2jLZX5DzGAGQtaRwfjc+6ieMPxEVXAgNVjLcYg/JMAWJFleYGAp5dE2y5b5Vy05dyqjE/uYZQ/mKfvvBIVqgivmOzplwHydkqCvoWRMisk2wuOhyQzEnZ+mfoavGTfQ7K/dnjX8pGqlDxBXxaH4gtBsq9fW41sxENiF+SQHdk5W78YcCX5p1akaubh7W8m9YrGmdiGXOvRbDOXYEPOh69/LPEzEU8eE8H0+g5HMSot7ZOhs0TnzwB3r0JQgsEWV8HlYUFh2a++mHdywxVT/UJXYP3rsTllgEYJSvToD9DoANOq4OoVU+2pfyLtIvVg1tOjPUJ3Lk2xKypaGSImEOlDZbasP8fmB4tKaxjZmAIBEk6ywA/6j61WHdQBSBd6Kdr7jX5f2g4fOpd3CJ9YA5c+3+BSeXd774Kvt7Mw5BHsXoYuNQ0CjjEaptEJTOJR2s9zmuWjrCJZhMjWJX5QKdWCVZ8IgSD7Xuyrk9fUKLIw6H0ARetcHYCqEotoAldQUJZzfyr4kXSsm/18NJc8ssh4PmV2+u0wsVz0MgMk08e2harzbyHwgmlI9MOGh6DY5JFltbTHkSS1b2WCS8moeQRQ/v0agptGqOgMQSKXRzNxvwQiBvsXf8DwmFhnkSAHzAeUgiKIocJ8+njG8RHMEO0I2vQQmuWBu5AfKcUDKzVcONt+5opq6awEakTbHUSaz5E6u8Vh9YvsU3/HeMbZwnB/goc0ovel/kIAOw1pqyQdSuvS3hy+u8RkkL4yrurt2Ul/Q3IlYVVHMZBfxyOELXphoMLAjkw6b6hfPzcxxfJAdYrui4OYZz1I78M+XyM603jgQDHzWL/R1Cg8OTp5wFxVDDrvXwiMWaiPaCF3scxPw2va4VlGZbFc7lS8vYN7cNxeeLxVEECWIb+b49FSOKtzrCSLX0CIgur6M558QKcs25tK47RPjBQyRFrWLbLfpJjfe0fnWhNlq461DV+h5JaWsOLKTVfz6albmMTEL+q78pRZeemcPqmuKoKXKlf40bqjmokSIgACqU8mecFpvz0YEJzDXy408griB727oUQOQPETyJjqr5/EvK/XYlj0aTCh8GS67jxGiS1Nt7YRTstzFZFPVUVMFinQZgcCf0poLX2//PDLl1+rhwEQuKRwnH+p8S0sG5qxFFIW6d/wwAC6esWg825QZaDHHevXWTQ4lyGnvKs7JJE5yLCAdFPS8f3UMu2jdPozwIx1Yiq59A+pL2i9+yDoVZ5K67tA/Thot3fZZQPhPM3ojxUaf1MqDVGiI9vdV2GTjiz9VFOxIlsybepzK5Aj+/rSYJxaY9VhUdDSEBJr1dk2pB3TGr6lo3rGe03urMs/38Ioi8extdhk9kPz8wsR8JCMtm7cZnhHRsXcK2i5BNFSW7Y95o/HwEkwmCIct59wsEQrErWXv8o3y0jWJLD5VILXsvOs1VcHCq/zZBy8On9CuDk/howoDEuzFCtB88dt4cTmz3nV1b/q8iHPZfeajvUS1Sy8w8CjgRZKmsUvkEU5hWPS6mW4aNwVO4ou9f5+SVHuz7VKyIpb3gOKy5ertAt8EHCxB0oxBEaIZtTAeGWHPEmqM0QRJ+ef7QPO9KjeI1Svv10X9LoegXuE63Pd4va+lYaVRIf529FHHAaoZOt7/J1t7DveLJxNfwp8X8HhFE2/wGJhFoNtQrhy98Vk8ng+vcPYun1Ewgexmx9IuEOQ3IFy/ZT99NS8sQZyMOiqrBwNl8kPNK+fy8Gxayi4TD7rOSidAnS/lFlU2vCquFGQf8pLAGyp1dq0Or6JcKv0XxWKqwDk/AhLEQlWUBKyZL5mtpxUk0B052TJ1I17bWUv42+Lg2bIS+/7zb/cy19feJxOmyCsyX6er2uakkckwTCaREzpvnxIC09WXJWz5OUuxkrCtKNjiSQNs/TaP3Jsp1aiO3yqXhf4G6iYS5eeste6n7/CIcm2ehTcy+Qv8EFo1T2WXw1/O1UWFLb53xT+p+PDWCl0xbhZbGGwFQ+fVgNEN5iPA7QGx+oP7c+D7CVkq/llfpn0IGSG8FIiYUkQ2K4Wg+QYQ/CFN3jeoQyc6iNV0Is+O6BMAtr92E87Q/d3YSiVsqqHimPvBU4w4V1XaXRepkqEoHwhR2g8iH25/styB5417jXtqQci0wQeAbDzriwm6T+1OHw60OxoSgTilyAO96MfrD+C8UHCW9RZUFWx6/e/SncFxr9JLv21c0r5eI3Ad2IyAJI5lcrglrzPXCrzbDPb7PZ9cQyXDMlQx6zNe1Kgl7wVwoX1urAVBNlVvG3b10EPMb3dMOQr4HmMLv/Go1T6chOM14yMM0LiWP4ak4WtiKKPOMhA69ABgf3P6H2XlpdRcmxE3cZ8ul2/6Neeptee0E87UROSYWAW5/skC5ARFeMNAI7tkETbYs8I9/D+A7JNhKIgntVirvAXAxf3zn/tplUVOsKXHxifdXBXTOtyS8WwlnnjrD3diQyHdFxYLsIdNZCHhGBHk7B8LS23ZJWCwAoAUdcnXPzo26ZtuFupLU0F6NsS5LiiVI1bx4+kcGVMdSqI2QoEUi51vnAZ9b3Ne5aflznxjuCaViioIoGY7ZUjYzn3O7P1WyCazqnR912V1XDsENTfhuPDoRqEbfjlHPcX1KvWDltAa9H8BFrHIacbJuE20tH1vRZGFZVA/ERF/KON2hbALl/HMARllr7zL6w6YbNvE8SJeSNK2srOW5MbnI8f3R3xxHrw9im8v/QyVQW1s18SVeMfX+f3OvEJ+ntmS21HYbV8GGM3PsiG6CNG5cy5n6q8NacWV/SLJJ5W+DBoAwDO8szv9cojqpEdtSZSnV+ILud8n9z3TzeBSRtuHtcv3R0RyMmsZ4ipAthFAhqclSGorbTD4cFiDX4B5/IdP3bckhQBg0Q2xoZ7g5LvG9Z+fCWEvPAnYZbSKbF3x0lICHMMgDGPXDLiuIZrgvZaUx1taXNaBbaTO17UCOPrEFqsIJMNFp6pV1LebmC/mIuhqiuAOgseHt4eFHWtPu1KlZ94YKqMMXovWDHivZjI8OAXnOzox/eldhygQZi7eLpB69xOc998fj6zDQvWhV2phYyv+eJl1jTDgD8UgAndZffjlp7KwqJNjn4MtnaNYm/Z3xyoIK1tViBVGQULugU43MUY9H39NGX3OIHokoMRufSjj4SBhHDLfmdyWrfDgA5mWWBS5ede6Qu3LN+NTfeIMuimqvdD6q3HHH+N0eNPT5iuZbqv3C6eYzfH52SZj9R99cGLcz6KtX+ucUai11czeqt4f5FbnQbCGdGkfd3razoPzcKfHZ/7tbMu9EDE15xxKloMyrQwEF4jcntEWNdWlYv7E9G+P6ADUivGli2ugVgqjtuD1MQSh+XIFSifmQjHkwQfXmTfKzOMBzPbnfK9jH3EvaPi470y1SjWxVzqTnBHIvmvPy/+xjxQaBM/i4TZIxqj2qcniPaqfKy4Ivghxk+MCb+yj5mj0FjjPT3gWHBeJRqAciucjPZMr5IwaGKnxzY4svfr+2GLLnH/GNlHCBMn975JeplnaS/r3wqqHY3yiz7kzRsMqm8yDn3di5NUuKlbnBPFBGmT+qC7vBPKT99PMEwuDVXk33yPVUrvOuUuDh8WpQQ4EDG+zCV9sFjxJGvzo/Mb8IXRQkTo3NKSrbDxt+Hm5Uxrh8jzHTUkdibtpTHnzIGpns4cJT+mLbk7IYA1Xv6hhAd7uSAV78/VAQeWrH1F51jGAf9YkJtEHAlECkRMUhRXkmRqywrphhCrIhwl/Y1/zf8KeAckRceNQWPFDwMjn1YQbdfqFt+WiaU0rpWc4l+8ZwM7MD/wuryvuxUky3m99k/KlqFY+UBqKkX53MsKFzf5gajN70B//N92sN9nlwf+dXVjJ5LbcFjTxJ+wG3dYqMaBMfhYOtTCNgN2yI9fe2+/L4bg+zfWxfVwkzgPQjrDfRNfM0DZ7r3PeztBpKQ6zNImf5D2L/sevs5YDLcthfYZlOoAkU0Bwd/Oi4TPiTf+6YexQl5GYCqZ5QIZx3506Lu/0XI/w/mjwCMrJvkStJ/sgvg8kWHIOrrSilkYfyooxz1Gy7jvLFzFbAMcMNFmD8hD9Ytb/i7lu+ycqHpyAPSGAvycITPpH2xcRY4ZEkFHxAC5D7uep0DTIsyBy456hdq/H/tl4x2cCaSxFP9qS3pPIldK3SVUg+OqKU8qN6x8dmznf7gOBgBAZvCH6oOawdQR3PepxDWuIyeZ+Ro2ODfI8CpNs8KNPhzjMBvclaIYFa8MQbzk+P0qZMdStMkDPacl8jl5O7PoLwG+AkgaYts0FvWOf6sIdGVSBuoyzRmOnYMWWuTYwY0NQkzIg/UJpw/iGY0VLf+8DUhlUlcxcdL7d6weD9S2CogS2x3VLW0hcJVhJOMyrMNP3Sxt/0Uyr0370Yd8vuzRkiIAJp0klpZIR2Q1E33g2xJR4HIzJxcWi4Ox/KpmQ4UFXSlO5NoXLTzs6DPE2MnN6aYEk4YZYAe1WDyNNMMees2qTbo3NpkpV1nKPKhSiyMy6E5yXC6CY419VtuJU1NqdAGeQ+XCPKq912/f3R47Xvb4wt/oC1gFwxYcnZb7IvVJvuMDl+ISCq04SKGI1Xi8VF5M7VJpWEN84TcL3kpTs2lM8YX+kC36b8po3RipmZa6qJ4vUfwtTWP1gnbza5rP/McSLoGLymz/tZqSIA9b8NdUUsJdOkay2MAx4K30qzezygtQ9rXMvuKWMVGR18FeegFn9A4J0xevtf7OSnWzHIh2da5xQNzc7VYPyOqLe7Jb+vN9nTanzIYMfQvHBy1VQjYupw5S91GPxASl8SDNmuFViX0sF8u5AqlI/EeYcouZ3Rgj5PsrN0Ut8qcJmTbEuKEUjBqJCb/0i0rlAxNxpWKWsskJHYMVykLVWU3hWOyEXdJK9kLNc0XIHdv4/CrkEl5+/UCYXQ3BrBtk7JJZ4TiBhrIsWx0825DZo91UMfopEGiw0D2XA/iQs80PgoA7c7m48micDN6JMgSjeZv83hkpHFhpqRl2Im5/9Y3VNPNqohPOOCn1GOT2txXZctedyHpX/a4VpNHGdmMbajzrJ0akULwSv9cQTBQaGiwIkS2m2M/Hs+LytgahIlCM4W/fDkkTINy4iJbpg+/+PA5+SdInbi9lavvgaEt9cPfgJRLs8GA/yr/+dP/1+8ZU73ILN3RoQBGBze9ORgnobztyqf6YEqdkqCxVrHIxRGwI6XTMZTi2ZD8XAeFxMFIy6TT7wUhCSC7KI47Ny++NGIP54Z59amD+x7ohS/O+rmSKMwvZ7yevNfxD9y+tR0OBYeWKPPSGh6P6iPeLGmVjDc0Wm6QX85qv92UV5ZpZt0xXm5N6WvTUKQs71O9FfhojklKbiVzo/R752AqSPw6qOb08uIPtR2jd7S7xrPDPf76UXgt0uaOYrX1Di8dsdVpz33X9zQIIoRmDJVYC4Ug+LwIakdY4fRWMB/0puvzAxAy9f4knh639y+LZn259+IRUE8bQMDi61mKz6tyOzriVrq6Rw9EhWgEyNBt5gjZ/Gy40yLepC0Lrmtvbka6+s4yjhacPQ+E+N40W1YqM9/PXY2Z/aH5Kze0ltVubebfrkw6FaDNFKLebh0+FKy4DYxmS4V2H81EI1V/WaSTQ1QFF4JBdav0+v4dj6qrZNZRSLBB0v0e5ijXt03TlIa01juRj4UJBSDyIAJAuh3eBSwHHmw+AWMYnYSgNneMgMq+g2CKE9BZkTY8X/pfekSGVFSp10idX/p6QJ9KaO0WrkkL3+VULLLZCd2Wse7JALnLBs59vKXKXlC/5A5AMjIeTH5TtdLNpQeiZdVC6zC7q0B8uPUqrmz7B+QaWbUn0AP+NnQu9r+1btjjZbVyqjBe77TVTIOgf/Bc+PYQ5t9/Fv1klsF/zPkrAjTcIH6ZNTd1VKQADtX9SwsDrZXtj0sz4J/WjiBV/KUzM/SEA+qDNLSQrGCCfwrXv84DpohCvhsLZinKZkRUlnfZ/L6BGEO10TfEAVcUaRGr7rujzmxu2rSc6+IPOlt16+WD6h9+0awPs0XrZubqG45pKSTop8fJyWBb/cLc/Gyh+56EoXjXU061WE+YWfeLpCzv3Swpvc2gVM+jfx/UNoXjgLD1Fb8DMVSVSaR7g7XUagcA/wVdz1lvlvTALnQeFaDkVQR6awx4tYx2BX8nP09T1/jftvd+sb3/soQhEIgjQf/NOeiQU0YHkdB9akdISTAbyaFHHh+GlWK7DEK3AQbkzI1DWzwt6UIaIQ/ef7rXeY5aKZncM8JM2aSgMVGrFhiHU9xFyhyVO6B46gMgAsHoDO/llJi4C0TiEFLnokJeyVZDMY9vH3Ylv8t/flP2irG5lr92zFnYCFBx/rTwow6Azr5OWnkDFKKWpWjCOarEqV8KhMIq9LVegvIivQbnTbbMgRhHgauiL81VY4+VG7q9WLzNN9e1n2DFfeh7pIWUhoeRV62DIBVjWTGNuXeX7syX6tsgZw9bo0tPw8bPXFWZqzMxD17MedxLAk7lRD1RKYuCO64O65QCn6INffkeRE8U1taKhTIMeibsGrCTz1xISKrn2hGvWH0NTYyJHfxIYvGWXfaWCY+ZOXm+T9MApeE6LP6HAO1PcLYqOlkLAdwmDo2FcSe7SKcpv6PBwKfrb4blPZZd8UeKryxcEDjiXDw2AQxSh827SOLi25NPfaCtrX1d1V5NvihxjtLAuIKlsoOTL/j3JBy8jUt8wKhmTcJtqQNPanDVmM2NmpVwG8qdK5Z+aLYF9puJFiWbZ/VPD1DFz+ykyTDy4Jf2zw2z+oTCTcLqOfsQfnFBBKHby7/t0N96eMDg1v86+WKpAIJeCfSFKMADlF9SqK2byXodRiRgujyOu07/4Q2iu1Qe/VEugDSznWS60ewwnDOdWDLnaA627VHXE60+vZAi3UNwcqjekm9uWFFGyw6y8XS+RUC/HJy529IOvBaXp2uQwbHTp/Zf+SQtwqIFOFjKPpLQx6cynuA8k2yxdUSi5EGMAhmylnBysFT5xr0MHbPInCqJOkAufn6zY/3Y0aBx9QYTdrPg3DugKx0Mee+L+v8wqZWU3mO/T1asf2Tpg4JJLxuQbfppdSMlalspPOdRuPFKEq4E8MnrY87W1RfqiY73r6YHXD+k+d9OlYOM933kmHuiDZx2dGUP3BS1KFigWsDc59LgdtO7x+Q2Tn/c34mMzOomLaF4i3Y/YawYGwRHLoRwkVVWg1+7xM0myZbtZzCjvzKcdYRo1bK20VmggqxV1kQUssmCzr5pEfp/EYNPKh9L9wosnXe05KkqEEQVAX8To+dkpa8e1P2G92UAu4JBlT++S9YeBKWOASKcDmlRy+2tklIUFj6vNyc6cey8bwKsPQTglr5yV+93wjMRn8fuRHA80OQ+tlSe4n5YkYyx9Oqny50YoTieNbmZBic9C7FrQXs7ivcgTTn0LzKupBxKNf9rx3kbs40yWbO1akChLKarNKEoW1e6qktTyzJKZyPp45jSnwdRKnyvkOGxDRu9+ruP+FlAoSQ2uBhE5Jo/w3ifDLsg1+8DfPlr0Jog+J+LIaV3qc5sS4Di3HYO3HDrxHu4tPhAqOmP7FNTdWXmsmAeVt5c0GLDsHcHSaeG/hdO0JI12JBbHg7nUX3mb5lglct93QhReWVeouiEI/KdG6GMr8AOHe+foSy5LdPMwRHn9FcrmR/TFoD+tiH/m+kXh8DJf6gviBupjJBdj2t8w3g/Wzfjj6EaSseK/ep3CSl4AvXjyuiWc0JXvx4zTeptsALWtHaZ3slz8LYtA720DGS/CBZ9YUHM4jyI4La/DEraXMzO4ue2f9n0aOGeyiyd39336wbsWG9oOEFoenLrJzbuvIxqRK6fOUkKv6BwIOv8UuyED1mahDlSNNPdr8Be3/L8NKjBAIDmC/9vNMt9oTUhPVCGd/UNoWEUuW5r4Fynj720Fw3ksGq2IqqqWf9NqPGvlRpr8YKY2gkimUZ9j66AkNvx7b8c9iQklr7D8lElbWBUUa1yvQukclGVl8vufRnmkNnaOPaR/AgzmLjYZ4SBIKgotQk6DOs4gPrn8QXa2IfdswPelGDfuI4vQWut8sn4W1n74R/qdmaO0V/0GcJlP/+Sk+pgxQBoJ/fbJG+/ufWnBAIB4RHFfmsscfEjrrGM/nbqeRFzG+HpbAG0a9ejV1/BQcpO66k6Q2TI5dKStpv55deMIG4bxyW/K7ZZmbLKECnD/UC0AGDjpX4qe+1aLR+HYFDBDSaUWtBjxQz8S1HDbYoejt0gpMnxq6wh47+OX7Rq1Tn6EFxcVi0YTDtycD4JkQS98xmcmq31nMUQCJUwx2kW7G3cDeFVDkud9f/9ykM8SppRez0yV4xUVRm7xd7CbjPH/Ci4mC7J7MJ07X+boal8p0w6nMCdr28OYHlfMeemkQaN5LTBu3SUQTcegOsQeUQEYQDOhMEafyRzP2fGnGGZcE5YKqbddWV6+vnWCYSYey3UW6IgJr1UHU7TeCsNXHdg0z2kYkjJevGr4Dp1z0Ebt/ZUaNH+h8n6jY/dI0csOudYvTDL9ijaqgs0U8vK3QQVYY0YPmt2MZkQ4UKO8SKlg5IPeYkTH6V3d1rrsp7+NDqnBXRhb8PRrPPFLJpHQPtqJLl6sC3IyllyzpSVezCbpucP5AzIGw66DQv3oJTtd4jxq5drfyDJRDMd48dfwIxAHL8OJmXai9NpEN+FVwRjXNCidpVejA/fswE1Ijn4PVYo0vGRX/LI3N+i/C8iosiZkWkTHgh69+eN+ba4TQpB68EAygHkewBIsHjR9iMwHD3MdSZEmfZLt1NPmVr0NLULSaYvPELafo5KOy02lbr6CAPro4JD9HlbfM7USsl0akt10ux+Qz+V42ozlBQouKQUXUTgQ5tjjbb1GVKtCj/EiaMx4PXeP0htBu+CT2Exg/EtBPTBODxf9omXvvfFkdVyi56HvJdlG54Yd+OIb57RMdTkrPfnd0ezwgIA8fykjJLhjNiDIeG2TQTMET2vCYKCSAeyOEcN1/JylvM3fi6v3vlZd/hKUhl/e3w90eaamD+Gj3OTBWLVZMZt0JS5L4VLDd5lPBkwjiyFPbmj2khjoDBXdYu8s/Y1cLOijzViyQh2hLoMmWmmjPgnxwnuW+ZC2yaeKokOzdgIniWCzWWyLF2IyrgJvLMkonPmL9VInHjK3r3S+jLFWXz4uP3b2qHfUD4FCXTpDFgLEV3AQ9p0xtxIf5yZdqinkTdPLxTanjTvPzL9+qkw29dd4axiIltMPsGQxogECyJduUvVPJt5Q9ob96cgvjWkoA29uTJo5/xZMVM9ida28m4jqJmsJaObU0Fm97oubb4B2Rop5YWa7ANj8bXOZs//1z7NfunTF4PfikwurfllAa+igUUsRHlNVm71qPcXL4STpYb9ni+AG8vlTaJVuY3JpAstdvY2bM7qfsD2wF8eEwftRtRr7Ll7jrrs2vrBK+NsQCEF4/nynwPL79x+gsnXsOV9foXuHkbaXJdhnS3o/JfSAx9J9PEhc4YtprA0mLcVfZemw/qA181kl+EaDrP96ll2YiebYMeiYE9tW4/coW0F6YYh5mLUiR6hmcZI0XlQsOBw3kK5Nv8+FfOVWsTvbVB3hk7D97Pq1EtmaoUcgkd0szbLXwXomLnbeUJULZfSNhB/Z3OMoR8CY/kbBZ2Crf+pPvkucn3HR8fJzJTYS3Z/AWOL5YdjIoPIId32IwCIT4wnClFMv3uGKgFP6SbUqd/Pnh3bSNLYNY+xEfJURtTOybwwnKAOLG3rtgwO9RmJSkRY8m6cTLuGYK1t5/F55UMYIOXGIJ+H8TXrcSh2PzS/sjpQulM8XHQpFa3mgpDG5AoecCoeftjCCWU9Wf83f2jRmVQXYSF5i0wuCrLUpJGDLhyTo741EGt3rlFQ3veqEp6oLsTun2zCJ0bG8HNn5voHV5ykpSHwNFiRteIqlkIicRgugaMMeeb8Q97oIjeke/PWEVvpSRghmWc0lQdOAC10EWYXoGKC/riC09lzRbOWqf3NAYlo4H6hfliT5arCu+Xvgqv22qDbBni+CspG7lZKXxCIr1+qawhPMaVHnS0n3vNQd9+i+A46YcvwrD2yV05kbmGGzeBi8rCNLtuq3DDnIvjCgA6jshMP2IRbMJRGbp/E0uzvl9B4NgwvKJmHdlbEL129VJekPF/ZztZq/4IMfzWupqCHO0lMe0mp5wmvgnw2EpmKyZQj5cEqO9zhFlWQykRlo8Di/FbuqLXcuU3MFhZqPQzIKzO3YDIHAbByIjvX1EgoDgxulNpsZTTElWsoc0FdsY4OgDm8+t2g5fQIu0u7brV/B4R9/w5A6aFH/T6AbVJvBvZ4NGQwDSk71EJUI/6Bq+bnikDSAJZs2yO2AOEFSxpyQuC4z5EHw9fF0C+GJ2VEvZS0Hs6+ggKi6NzKjVVZwz69OhxfBWPJXqkIx/n5WFbaJkGsFugmmpf7bMHvsZyzqdBCGf6l9dE3SmGk6IVt43fM/UMM0NNBS27+lJ1iSB/s8GlWK0eCtPA4MPzJoDdh+TH1eMnF9vO8WRGb3kqDaGX8g5sXH8gApuJfR+PchRTrCH2neUaqX7sj3kbNkRXk0GBkcqUprlmHjYxg4jZn8l0ToLyayOe35uLHPMFmufy2I+QwIkDR85K6FNEcrPe+hVzhEviVqHOVZye/bGf1hnFuPRmowBYpivyQdx0kp5SI1xCsGN0v1ZC+1XPKXvFBu+6r7wbhIw0DW4Cjk6/sYrNSR3PwK9I/TuHXvwjmy9F4ZF3q/rEONkIv4PsCY6vS0fzMYr5h9mFoopMtRm4f/kJlUr33cnSSz3ul0YLOaTM24qLhjAGjuo/Kn11EM9ajvCdKfJc0NdZ0i0ZP0vhjQtVPsMQw7ARapZeTBQuw/M73WvuPIudSxfSXE96T4/9TG2XHFeed6D/YvXXiJq+18+mPJg62+8MJxAJzIzIZV2WuT1bS4SMymHqcSo9cUwIX7DJaMaD+tkEgIwztko+2zpJy/rtZfuZrDAu7D14raeEPIvwrjkuWSpznTTv6CFZQnBaCoyG7geWb9TpkDMidHb/9qmcCYcaU8ubOWZl7AuWME3gYhizVo59/zmUNNBTVK8KARUs3T1k5nbIaeMpxw3YdB4xXqG/frkfiL0I6Yr2DCRdvlRzeMT6ymk9x8GED1BvH3XuNgrsU9GrDwGqeEu8qD/LLFWJHZ+zsSmj5cH1zWBWEODpJ45xNXDl/kb/QMj+zpTWa+n+6gQJsaUKzcg3T46msAR4oYMoD+hN9WwXIDI4izqQ+c2fxzwCzjUA889fu4Z6D4R8ZuRQz3Ly0Cvu4GZ0KDkBzJuPAZVIVcrrW4141T+YWC78h5gguUsOszpcbRo9Wmw+qqiMozm3XhAhnNzehjsBDlX3Yz6U46HOiYiu4qLi2/9oTvX2NJ2FWM71tcOM7EtaVzKXGLEflGJnlCecPZpjSBAMI0dhEm080ci2Ygk+CfXt/fhOID1xPIfL9n+h5qhb8NXt16IkRn5hHhvZZaMeHN/fecY0Yp/0ZZlpp0/XlSgeobnzF/yhRQasgFjigh6a200Tlo0ty/hbMpq6Kl+GjxTE3RxCZT3SS65GgXImqM5fFUz/F3gs60D5lToeWC7SV2LYNrRzVtjfuBxAkfnJnN+KmW/UdQXYIERlbsVkab8vJBphBrf3jIHh3pMUwGroVcbqZRjRlTwR1508PdPzPCf1hu/jCJbIFUMwldPwP6B6ZBMYX9/SKWbLGXcYUCtnUGJqOqG/Ybo7Y7Tfy4M0YEk6FJ0c7bphdqkHcYzexI/1IIL3MRVEmHf7zyYlgbufhWZbnedimc0FLi0F+kWXUAXrdlyhLMiC/hsy24Yk9f//dH9BFujKcn+5sbeEQ5pieDlqIZlToBpR22tVYopdKL+7DP39DTQDmBidTUmhVN4lt2LJKbNRLPnrTEmE7zLiHGMtZkpx3c0MH9pxQUqzynOQAerR/S1ZwaOgg2/75S2DheJpweNIF6UJAYef4Bp7sMSPlkq6S59RBcLpiaFs3oomila3IuaNRPxFELGAq4CSeAJ/UlgShVVt10Z99nHhnoJP52euHZPkspz1EqJDZfVzfS2EDhO+5t/W+BS7HFJcgNnFlavZwrCYE+klgXFuyJmqdhHLod4EPXP/EZmdgNYuuMGKd//2E9iLvWEu//uBH8jZjrv12S/yrUnMGrXVHtA/fRuLxPkbTXTdfpxzkz6l+h88svqlxbN7Tsi7PBe4d5Ra+MyIAbdysaQUPUsTAK1l5Jw0pDxGTOuZ6FZ0eys4zCfPL6ic2coS+mxh9c0LwGcHBJ1cKlw/PoqTd1rrI691f6SSqHk6qaOOu/2WDA5/b8aBEBvtyckmmoL/ahPrNgCoqUhTg2OfGSIHlvqayfUMVbWxgSzyO+53w1Ynav3MLCDx+KF05G07DpQvJ7ECi9Ko2UvgBHjtu9ob/rLoIClguIHtWDIrkdx3+jYRJSVh1cAAs0W2jA+S1TDdHbkcnRi1PeSGIf8I7CSzNxln5QkDQGoGqdSvjv1v8ZDv5ZIRGt0V6kvxBREHo4py3yLEQyooquXXnQRjRNyJikATdTZBpsOE3tYfYJOd2zlvsVvPzMXRcmQvil1QRe3tnSiLv6RXSc5OrR8Evs6bNX+J5wsfR7bwlVxz5igGQHKGXHe5hzaJhH5pmP5Ze/IbVM1MKGG5733qPykZ5hh++Hi8vkh06KnhuD5jFnZRTXjIAo9IZSEsummbSXtaMtZ3rpe8srUoYRdfNrAu2MeCN3/4I37cs8kW+S3OcVM0ZPv2DAD3gQAHFwNfZhzpdwXHg8WDGE1coMEeX4t8PDEOG7GEjBn2BmWCZbe5IVbuAqGSITKOeLIHwyLc2nUokjI7bcvR29rBKLRJEnvO7CUvcXknmV8DidLadNlDFPhauL0tpOx1+arTF09H2JkX+R/Xq9Q+LrotLy7TTkbv/bZv+0siXoxihsS99SbA2xf1u0x5pn429Mdfo/nZtWjz8HAJtvfMh+eDLkXP8XM+ocusVF3I/gzIg0+JZc71cf7vrTla1v3+OwJgxqBeWJigMXxO0UpOgtwT4rdSJiOKP6XH2mk9KJgv7ZFoUoFZr+ypwUp3UB213k7tFVwuPhJYu7EUlrqEqRXWRvvJP+1n/qvtGfi9OiU0KPjtzYIBMVlxsfU+/BV77oOOgZG2Fg5Jb/pxZAGYUdoOuWw0XMRTWF+w5JIH8ZBdKkG5xrXu/k/QjzPR6zGLPwF5X7X58yOJYp3cj8aL5EPpKUxCeQCLWZCbeT8HruDpU97NOfOv/ziMbD8cHeSn01ufKv4S/l/3Ro28AjMlRzfwNMYri680tDbf5Xbdlfb7+M85vtD1co9pN8KT8eEAbFnrP01IQ6P+WnGKG6FZYjMR8xB9U8Lt1w9WwziEVLGlpniV0yGtZLv+r0ZXRHI3iDzxdK0S8+J3gJKWAKcwbDIQeLSPxI3dYQrMPh0lBahK3jU3JDJoLr6vSjMDuxc4ULZ+j+ozQDDZrNOuJWI0UnDPbHuYMoTaPJpkUPW7F5Pa8/FGJ3EpHKRfPzvzYGK/xfT28TjSQrLN5Jr9mkinWnMYejqEDk7k/ldRczg8CgmlkO0kaRxOTlGM3pRNZ7+KOkdW2A3P2HjXVZABsDYCCUrZSJ9zO5iUy/f6rTCVf+bSV/NBDWPh6F8Rry0EbW60bnCeEtHUTRNldsyGyZ73jO2r1aI1ArJ3RM0ypjEGA+QNxRlQi0XN12UYmr22eXN4xv4NUt925dRRazsobvoY0Z/Ew1CKqIJ85LB1ZZHVa2PVAJKckWMh6Rye73In0jN39PzQEJS2B8/mrCNGU9VrYhCGqMRBGJ8DVSiAOKk98t3LiXjtblz3fJ7OSRgbKI94IAcKXbGHhEfOonM0j3k477bgK36aw+oJr+N0lroYQeAPkTrf06XyGNf7pQ8WMNn4UxSgHtXsmYfyxWkXH9veK7Do4IFiTFfIJ56+yLimLbyIApo02lVWfitBqqxNRsJ8xQxz1IY6378pFeJ9nOH+pw5u/EfNr1BxbbBwydbxxieXRT+GTlQT6+cdJHMRCiUDITpHiPl0/kG9JAoGDzx17M63PZcYeU7wWdPpQSMVL4WuLdW3nKH0yv9zkj5fb36nUeMIvXOzNdKzXp/6Y9NLYTNyXY/1YBsGaDya8TZszWt1nfWq9MUD1I/hv7P0RFRYProOyXz8QgHB2YA5DLwGs+E8APpBjjaovmQJSXHQ5S1sWYafS3rMYQI5/sXxIb3LEBfD9HfJJ7M2BkOZu/CXIT0KZs9UU8qEDHOrlq7qq3+7GJzRv79RmoJ7OHFW0nmSrcgQtHxKeEE2/OZoWUhfCAuo2wvBfHTH6enzAGk3PTcrxOMY6CnwlwgNObu7Z+Aj0zw2Vbyx51PI1NntGqikJg0niwRGzBqvbRY7tgJtg3FdNzlpPJznj81glPsKLC09NQiOgUn3D6+DbeCZGBHt2jWYUZSp57e05rvVjGuge02qPDwvUJC/1vS1SNvreyektPx6EFonfsqB0zhinfq2BaQ/E04ibU1aAUkaBVV51so5zvJvlfR/ZnyD4OZ/TN4zyhqca5e89Z8h04UFPvmHOCv+BoOVZ/Id2CBaokMcgjsMyVNVPr9NqFqZT7C1y0vKvN/1RN5jEV7fA8CZC4KBXZbnVNl5qeuaL6TOAAXMLEZiUzhsrmWWXfBRqtlnBF7FCiK/TfawTOzifxTj+4Q1a2xBiXcNHKmB62Lss4T9fCPXlo7GtmcYhBMfWBvKncKlx1EcrQcqEVDCEWGUI4u6CmmmT7rHY5GAkVHI492zFPuootWlqe+w63eY8/0SzjoUQ9Bjapriz6Y3qrbSa20dSo+ZLu1wOlSPQFUh2pNbIRhnka8q9RlZ4eWjE8b44+2J6QeX++K6KIcW5NgdxGUL7TYACfzQF8MUOoVvtEwsMpaMtpkDgyhZiebNGjSqbFqQ7u9BKMwYuyrPb3AYVYjNH6UuXI8bD75ZyWORf9q8O/H+QnRtGXNPeImliOjnp/oxEyGw/mReF/6RCfiWWDtUKNgpJRXtUJu9TY4ZTyijbp6GLkyQo9yVnB1VcUj7LL4n9xNby2Nq+aicbVT3HS90bnoPIje2ha+lhCw8gWfQShvn6tpxC0TpB/W15l2v6apI5Ae4+YS4HsipAPBc1cgUFK20j/9J+b8n3mM522fThqr0euXL4+2Fvd6lEiSa3A1MWHd35YblPIGIr6xLDOYxjdQAzhvBOtXMMJziIqScemOCdt2qCKUCqmeEiWUlZ5jHOTLh0abv6NqgISAxUwBwsynf/ij/P6CDEZVVZT8f6N/5lGWBL+MukUFDnSqsMiDeqV0QKzTt5mXZC8WD4pwrSVi46pIeGvYTZPRK+PZu1IQZrXFsa/X1pv0rNeoXEQITrjDkXkDF703BSS5bmH54ZSLv2DgzSUi0Eze6QtZwMF+MEaFd1Nq7DiOgBwLgSQ+t84zU8O5L1f0mnf45rFIxhucj2eLy8L42ySKtrnPjxh/XmdqgbrjyHcX4xZaoNR8ZmpGzEjkHmNKGamoE7kihHVMTlF93P9hp0BSP2zZL5DVC4NTezUkLHS7MMb77k6X0cAkN6TjdL8AHrR7x2zJa1dx+uyby8OHj/lgj+9jCg5sSrroaXfM2pwL4ELUqtNla1jnWleT8x8acChMco2d4GzxBmjpQ1kKA/foSm6TO5onDEDntq7RRck3Y8ddM3qU6T3Gn8EIPewz/gBNLRFmtI4lWpAO/zhAqrKEt4caGzbQNqAVEMy+jmmoVXSNmsN4UUD+20yqJ4jmEojSq3CxZHE5MUP+5l/pfrscKv1V0LvHb++2i+ZbxLIVYj218CX4D1lNw3avZwalg8WILX9m/L4AzrlbTJbQd9yFqizULMdMyOL+DdzTPcR/nEJlJMpsXu5KVE+fDG1X3+OqmVLJjKqJ5PhTIENyG9dkj9MiWaxA0V3/4UI6H3ZC9znyc7+tiVJiZ3flh3I3os+gtnZ3H0f4rHyOfKyEVRh/MifxX9Z+aQpWHM7ReiNkmQnoBqtfhc647r3UAeq7twfTzJf9xRTxhF/l+FW+foPsPzLX03QFIN+8NIkrgu9lANfr6QQ7hQ+fv/ASKFeudrtNx6sX+VWVmaADtUzIv4RH+FirsRfWn8wB8x0Xftiwe1aKCUUPl74WEOjp4PILRIUr7es6QYxwGnZWQ3yl5mXHn+MfW6H+JqehLRX9Dt6TngsiR1kLbinKypFbOFs391BAx0Uxw8V43UArW/N/BwRtN0fuQPQiG3y1LZ5QR+lvr22rLgSHpw/5LYMRjp/HW5EijT8xnDWuH/czIUWMWFkB9oCnpOWsFNg/DeV8frVreSK/hPbsvQfJ4LwD1rksc1KB09+hudwrB4yevcle5JDc66pKUB/uJFg4dGLrKDBMEoFdfK6NpCBGcFsu1A7NSj5+8Sezk69wDQFUZgwR6FSoUNFuE0dBX4Qk+R9w/4SyrhVYxwilo3Jc51a2yNa0Tvt8YQneyYOJZ97V0ZSn7aKgaKgEjtZ7WGSGqVI80hzlKeETV/lMZJbJ1AuZjjLU7g+KtXGvNXrKM8ofGlR5X5AF0jYKwRZ4+bmvTajf+JFD+gwM/69hYJeR+F9szpmRtOSfRO2Igt79LPg+JO/jt/Q+p0TqLBkZ7k/Tbu+kbg5PZikz1/bg53eLPbE68qrQz+RQ9iyf/tVNBaKtRruBpMcMb2Oi1N1oz7ZRE2HSAdBtpOqrEPaJOiL8Mcb3+YJxhCQ8yN+UkAd+7FYlF+WQ7vn+vD0ghGBdDdx6aGIj8N3onmziZxdYHXy5g6W+haP2kYgyE4u1fS3uppYMmXmcsSHdmMUUi2U9+mNquK9Yk4lLgXNeSAB3hRt6ZNf4gPJ3WD82NrYUZ+QOcqUDqGnuCYDK2VrUEKBxg5LLYlxIm5fQVQauKsDqlk8jkjtnSOalTz/Xmw/surJxWCqp4HvwdSMP00zXl3xdrA0Ha3PZGaurRavVAg/90c4GqNQwUtfllpRTmkXMXJ3KXN4lOy1sfaF1anYtKB/wot7fxinkQydvD4kaA8Rkr69Ej7Ok1FrVrxjk8d2vTRHruM3IaNrwcq6ZHyg+g3MXRzF3NTLgU28LEazt8XF0ExFkGJLwx+L/x9NV63oOrYsv+bmYgjFzKxMYJHFaOnrn9Y+84JJ5njbgtXdVdXEqf/5Enwq4RvckPH5q5DgfWE8XuQ07D6w46cUdwplY8dFNF7ujbvhbMfdENLVzvgh6RYoC7dGgFpKtkVc0uB46cL6r5Mpte5yDNMV2t+Ixfff/woUKUdfK7hAxvRbSkMMF9N/K0dQT81EWiWIMreVY7DZCSsZ2OHfWxc2Q4ZxDfsq3S1t+RedFKdAMsNnVrrk1ccBS9fFn0taY3lwvwAyZJ4m5v1kMY+CF/hxyb8Oea3BfosWbsLv4zgiriFqyxIvo1shjuNfhFtKEvWSwz1aVnBRxWOrEwyq9K5W17txVsZGVui4wnPhYRGnlFABErkG4nsEQ9OsvuTPGgbufT60hYOCvdeiPAn1vbKh6D32/+andH3iRT8UIXiilYaTqye40CrzU6S/vx2SEGH1Xy0cp8laNSfCnV3OHhzpGdEm59HSXN8aZ9HpFX3Bj3kNBMX9wyc1szVMhX9Xl0X3D5mrlINBKysof/O2gXcSeJzCH829PJQvCa8TE0kEQj7y0wyBr/4arvMfG+Yk39CiP9WKa5idWystwQJRS1AD6FLI2+VixF+T7PgH2iyn2z78vc3G3EqElTcpiPkvQfGNwe/ohXqdNYXn1lep+FR0ePiAYBmSBB2c85i/iZ3kvphSluyzQNllEhjw12dXw9+uGGhghKg3CbxUcuTQkdEeRu8X7LXLc/n745fU14rlvcgB+rFvmCaGec71rmEUOwdN/WrnPYSdYr9ahB6KLio36s9wsr3wbJG+d3FDTQ5d24iycryYw8nPn2KwdJ4lQ59bx8lRruj+xOmsOMsOu0v4RFGciXerc3/bpIjqVFkv6pAGpdniAhYMGbiH9YNs9yygE3h0G53svHIQXo5jXvDV9WZ07UbptoxZFo65Dc1wS3echvdrGVrrks/ZAfEMGmb+b0PFFII3pVgOTHvU60nOfV8gIKxiPPCavyd/+dgpfr0uZKhfJWVP8bED5Tcx7esDEmocIRXGiUSb2H2ZXV79QqO3J5Nlpd8u4F/K6L33S4Jbf3qEYMEUj0YlkhbjpjV+mQVwbfXrXx9Kdcq1faG7r5B9kRShy4MmWXmuOm7m5GinRJGwHiH5Ml3AUA3Arp8NJfUBevZ4/K+WysPL/JnuJiKvP5HhmOWvzpA0me1XvHmJZVlcmNlE/MWQfbyEN/YMXXi08BreN/ITWoXcENBRKRp9oyRKM7uKA/vVkn97EyogoVIF1YEGKncX4KO07zNCbDzHBhv3ghcMrNgP35y9y5ZB0kPmGnTEVu0+QqZVwrIKnE4833voZ9RzMEcUVS9i0dfyWXP+ueKnq7oKisALUD+qEfnXDpYQiE6kzETL9f5S+YdYdSS5dxiF/YnAHrUdVpWU2Efm67vpgdApJufrHcqTnUk3dLxSKGN4/4oT/eMwohw6varbiOkHNg0L26no1L9prmGEWWsJiXuI/Uy+U9t0o+J2nMwwaMx13zrdh/oeS7BrBuhbn+rynMU6zaBnthiWDFJ5rSNBjINpVZl2GUiAqaP7EiPQAfyvMQ86I9sjCJ3khcGEuWay9SIygD3XHgai4Tl0Ab1kOkYkivVMa4bzOTBbCuh+X9rNRvlU0zTr1Q3O5dgG/lQKLNSwwj6t1Y06YgTs32Y/AAEup9yrdQAK4NST7wfrJG1oj3NzoZCVEUyGJwyXnVpmkKKPvJDm4kkZKwXiDHpV2B/JQawRXGwnrWSMktoYmBrjSBaixO4tLNE3R5svmyUdkUBAJPEh81JAJ74hrvjuqGoWt9gLLPcRHEZfhZwt7MDVmUv6cJdLZp+62STeGerRJ5yvrOOIXcZ8HEeMrm+XQD8lAWiozmF9jDk6pg217WT2CeafP8nCXa2GOdJoJO5F00vJcrzFehZI3GmZ3tStaEhd+G8/Ijtgf1tLOZ8VmYnOyB0zfrH2DcDyUSaTV8MRVHoUSSP+Cm0PIltlKKPPg12fcjnBf+fK+3Rg2Q97q+ABV7VviJL1sQ62VIA0iINc8fAD2ZeMLvZTl2OO7I747M5A0I2bgmok0uUX4r9vzxOKjNiQ1V6zE97jFjZsI4ueiAiDZpAM6udHZDWlp0CpLem3f/Mc3/8+JQAZkPKZVe4N/HJhMcuWDTEYd3EFO/WiEwSdIYHQQ1Mw3W+I70XqaqbifJNMMcST6VPgkGLujs1AU92nXDLEC8zgmS1EgGitSpUxUg1exrmmTIHGLzYTOaWLTysO7cjgSm+nFZ+DF/URZ+/knnnTaQcf92ikgFL6V8QfnvsSn3RnypdmERJbldBc7GL9sPmgJdeFJJRqAI/+HvVp5qTsazrki9GXq7cITokxmUfgkbCmRaknSOKkJyUJJn3j2+cml5dfe0Xv2MmdGrtw/VrB4SToOhMeU9Yy0AeTFHjxCVovIAuNizCc3qFK5jeYrj4N2b3Rnu1oPJrbDxU/8zF4v0fOFcJ+T6RRBgZ2/cnL477ssvI3wBl5+jrw6c458M/55QRF0R0Qal9UsjqVl94PXXxBjeKDRmu18rIDZPTKMAZdupI1I3GZg4pLkjK7zNVb/ZHR5xgMzg/vxkeeZg0P+Jb5ge6mwKhxO8FftqZ7AisPnN+FA1kKr6/If/x7kKf2AjUWmKzNEf97kLBIyP6FU2D7RXXjlpz4sZ12ffQ6LKldNsf3BDnmp5fXsUwcW7X023Tu419cMZPX3Ww5HNnxvO2hEbjIuiCTPk77bENa0i5As1s3S/wywLTPFf48G2KjuVEFTy5ed26//pyoH+aNH5DvHAcFGrOrT5V3zmXhJNtLESiCwAcd4CVR+isdRjoTPJ9rcjnFQwaxYVgV4iM/Dr1EqM2nQicsdq0yWBAPhxKuQpCTqM7KYHJN/4eyxaY3XVgdajKDvsr8+bmzEApLGGR9rXEcxzRimljTwUwLXsQvE/cmDokCpeh0geXZ8PeNFkwXjcEJtIyp9Qj13eCTzfoOACP4jT4DlhzjFn4jaQUqr11+xauX2lFUX1IU/Ve//D/Q25g/HTs5bE92v68LIJw3dxhOrh7916detMw57VWVQMeHfwJBC2/bhD6zu7TBMqCVHXwWY/XM7a5kx8432cexrbdt94rp392/rkz6hcveTZCDIQ5lC0BRkj1fg9rlUcNyRz+H8B5EmTuIqEGz5sl6DUzSATOxDmb0BEZY5ur1lD+EB7NWObhLzgfHiUMVzi/L6DMgtvT8uK5SW1dz6k1sqDMnZl63g7pOthbpv9rAbkfM+0SdI/XZqTIeBgZdMBp7UR9FUvAZ5JYwS8RyieeThb8mu0WhKwshDZH8qvZsf/5el7axku0AGUkG7touxgkDZWvPATJMqM+F80eT7ErXF5DOiKXIFUQ1swiaxQSWwj/rPS1c3xYT0WJqhG9kh1hIXh7CV/Dh2z/UZn1eQ0Lq7wEvqEbScmZwm8Yt2T+eySSJ1uIaoVYYUrf6MseqbQgDQ9gc3kKAnhdWBRP/LaE6/d2E6Rfr8ACbs5rhfJ9QUOMlHv2CAj06FWCgLXhAclQiEmDkX3lHqa1ltx8aNLwq6jLHIA+zYKamwzRlCLR0QW7ih20OS+Yx49hCEFviH+ZfVN4EGlkHaeHudenVfJStlJJQ42XLIoXJpkWSn8r3Qvzzl2h49CJc4AiQwpd4AQhAQpkI/c15ce8VzeuX30k9XYYvDvtr5vV6fcyuEhOdSZJnmN+0j17XiMP1wbKHYvY6f/Au8Y2Bj3wACEQRb8n/9mhu251izUGq/GHO751V947QvSAOvQacZfgDL1W15pSS8dSO5spfIfxvzqrx8/699zGovwlHSBtHqd+7oA1//YR6Dd7NB1WShGaYWF6wr/ttrHrZl1/h+P+KSKeTQRWQfgN5LTPg6gBSbqiJIPLmld+gNnZ19LA5wFgpMUG6deefakMaL4RilSpdIfq04MxyOD7BqPXn7V/aTNGneN0QVvqiR7FO8TmzIMpA7DtqRoJxlQMJkD8H1iy/L+qmIED8DQ99Y4SnSnOSOMQilkjHnkQhhm06z6Cjo/Bfv41Tvp8c5HI3RyxceM/wuXTvxhplerWLPoMmHFnjfwu3PQdplFyLKZyT2teCWb6c99/SZgXe94ffm0SUtExtN9f+xj+/2SXGE5Pc7Ko7/lF4xtnkYcXNhHnPsnK3xRBRvoOk7PHGYU4IYTr3rD4TavBGLbJmk2Xe3NWRGNoWnEqui6HKdwKj0fOW+qsfecfWFzrbJuaSjycyHeXIzd/TqHf7Oc5MNV42JL1kfY7P2UhNpjjy/YAaWR3TBSuH6tmOm1SPtnfaKbTEWxCW0axbl3vJ4TU9Gr3RRvz3qHoK3cwMmTq1Aslgnsfd+rY3iVx6+fvVeSfgNNPozKsg/uZ9RJR9pPYPA228K7dGiCCFNJ5eFWf5P7Ml6QAVKLlaAc0yd3HB65c4jWAnzmZF8oO41ReFkOyjx4QFO5RrwCoHRHbSABbFIxRZfKdffTWkeV7PFyR12TG+umZT1W74pHbgBAN9TNb3hdqogIlREFNCsTRqY74Wb+pb03Su0Iiny3exAKBv+dSYRW73r4hErdW4+sKt0dPwKOTgbDO5+aqkj+Yt4YDhsICTVAEtAn9TefIa7I44m7VMVT0KT3pOBW527mc1NEp8qDIBNVMuItpCbOXImB+++pBHwzorZBVZ8jwf8IjHcYaQlBEOqbxIksz3nb1I+j1AdnjDaWL+AgeLSgey2fhHnyNm5Ta+UJSGBp1x9nga//OeK1Fr4zE3eI2HqOj4v0NhN2YuzVnqm8m/plBo+NLMgTOgKiXCHmjqv5Ov+kFvyTOGwZWLhtIGbY7RKs/0+3nmcWVEw6Ys0VrMAFmxaBrXJAUhi7lVXq6Mwal/umM1kSNCMvaOMlRlFUtajZQT6PE4yFUIjQ9MpkeXqXjaSo6PFEaHNBOL56YGx6jQAQ/NVVtdzWW2P4h844Od0Z7htIokfM0I0K15/ZugLmovFjYaiS65iXc+9miNaQL9kkxr3c/eQgSpLHyHU290FpgOtNkHq8wo8XUUL2uVwcsPU/XscpCmUejvj4R+f0sc3xdTMnp+rYc9zzOhKVbKxd/holXsKv7t+dgA70Usrf4wsxcuX2TPK7FwE/qI3atRzDw2E+2BqRZIhOYwqtRd2T5EqniZBPAcCe7fNtrfr1QoTW+pSSPnxJfR74vuicrmw+Ze/LUCOb8Nyaw1q+a5jGLzp8udow7k4SxYUlSMP3JDqJ2RuHS68f4mbR4ugiSCxFNOv951WDGZy/EZ86gzhA9VUck3OGe2JBxHmpNnHSBZ8xOEv8ZXP9eOv57WK2nCATLzeW0Q0elkGM5iLDgOhpF9IE11Ra539eOQU2gYCJ18JqjFW7Q0o3C3oVvcyiIKhDIKaDdQ2hVUwj+tvGR97GzGxZ/sYtUHb4RfY/uz5Ls0Rtn8koeCdkC4I/nYKpO/hTPAdxQ6cIZlwb63Zp4Be5DlX41Mvpd46bBYPq6s0Dqc45mmB/uO7E5pByecykiLnvK+5N9+nmhVp6unYTCHSCHzIb2uOHqCu17e41VUgvSlkqj9ztql17uu3OWaeLTzIkDdb1jbubQvfLqbMmlqlIPAesptzCy/WITTCN7LnFw/1saaMLBzBztvvDrNCFqXYDPZGswARZRJ8JqZ92VQ5bWL46CcxcRyxrxo4WQVeLNi4IXHC48lAq5QyvPbTh+hnU57sA0uhEuiRrqykW2q4qN4qgHuELqReIIgy6i1or6XlVWNlrnlYTFY+gA++IL/eYvvvrjBwz6YEv8e+wMy71ckZbnKHfG2ZdbhNPff0AOAj3xvagCuQnWVV42c/6EyvmxewgZeuY+iscryx+SXGtk6z9OQxgnOEXCPnVAOgrKteGZewL3ADizeJAV0E7Gl111Fr0k49ahaQb7Wyj6P17hUEbNbRnwR3Cu9F1IFANv7+XH4OIp0dk6PqI7qj1A+1IVgeYGaar5jMyPRJPkQ8s+nsMyOkilnrGr8FaH7co2rS6njDX0f6j9pAVRrHFwD+Z2ILsRvwbNQFtNY8jGMZa3iwLldcV5irwzBjVyx12ISgUcpdbIGGDLwkWstConcEwwoLTLw8mz8rw+T+d4Ik4Ffud9nk5vcxhvsTSRD5x/2mHineCX3i9pbM29kc+cjeE0meIu9LnpvgiDmfT6UOyL+NKEOGuftx3tTd0CQ1N0ulyGRPyMQp5xAJGJTpj0jMxp1RMzI3pAdz2bJqf3K9hDLPwr4s1+TvhhYQgN3iurmjZ32tvMv+3BIOv7KKLk1CNCzfgzUHPqLRgqGBXgb0cHiIdYf5UjR3wjj5iCWAk9nYxyribdl6LJs3n9DzcZokhuVPf2vDsHAQmnDRoVbMp9cPy9V+pbed+OII4AZsV33P3nsr7ByNLHR5m8m38/3PYIF7EA1ox6GHe/Co7bMGIkw+LQDIE/HGe+FzMpnVa2/DfvKU2HINPIYCQ3/AjPdHRNislDsD/Bp9r1pAi+O6nQwNrr4ANylTqhgHyyrtlUs/NKh4REd8p7I6hb+bLXUah0XNKasZe7B4a9CKAZmSsFVqA3poOfgQYm5GHCBXCPJVUrJjN/CywpvCazVlUhbgBrrDavn1QtGNo0hxDOLJleKMwDf/lcwh7EmJ0HP+VwNmBGTpMOMcC/22Fn3+LTE41qJXB31ciCtIjYI1vkN1DGVlTLJmEzHNb2s4GtMFFkqyw4ly9e/blyTSxc2WZV8FpC+iLu/I0lVMvR7nyuCHbB9Tm5/8U90s+zwkFXlFAc8pdJrTjTCrUAiox/qps8H4uDbmn1ZcsLGxAG5A5dtufeER24oKPuN6zUMBILC9Ez8h5AYAX2ExscIU8hOGC6DcCXKk8W0y+eadoWd7HFe1zOnLXgzCcbevHbtureqB6r4OpZC5DcOje1llH/zGdxJggXP0TrfZRRy5LHqoSlfCo5fzTcnfT+fp5B34wWzQrZO87kDz/9hr8o9g84vm/7zfi+MF0r0N7XX7pIUxisWi2Tzagk2iQmMquDXSRNTYc9QQ2u4iTutKaTDvmcyhuXtDW9XWpPlVKE9SGeuQc3QE4YmRt351NjrodY5wTdgL9cj8K4ZKyRDvnwX1fEg/ZTDd7sEN1R+kDSHl59TDANPalXScl7blxL0J8723ghKj/DunnwhV7QJ+vM106VaedZKlIf6DA8wwSLYV0+tKS6/7pWMNci5TAn5GO1VgN/c4UmBXDvD9nhRJA9/wLl5esc2Avsu9eZFq93vYvjlw/0ppDvOCUWEST0bTWMa3PDUUY2vpUb+oiCWDdx2MLEl/0l5zdWpXg5E9fnp6d/Et+xnRPWDedlkSiPAge6Fkz+p7gnx0xzVJ11BDsY2rY1M7ez00dTJ6O0BY+tFiv2ERHDvJN0GY8duuj6OLUzT9KlGp1p1cIx/yZtekWDlF4yia2IobnfHeJezVaKVI1JU66gtp1k4uReBOrzWhcT2PiTsDThq3S8ZMHERiQ+JPgj3ywcAOEZB9rk0YpUzrUZKIqRfYjxuX7kUme7BOVDFCY4+joKD4t94jIOntPs2NPg2xiswyHpItbJXn0/sKOF0pnMQmZgAyVnKQLt2/Ccoac4P5+wlfx3UDRZEsJWa2jghgI6dLaE+UJrFYS9nygTlCPMy3T+8GnpfevG/Ye18lkb3GBPyv9k0p3p/3W2e2THx27JSjmAarExgoSsSTcHJmdz2O+WIr9LtySot6z/QnkmjISIN4UjjLuxaw0CFIbyc9GZSNLyopmTX9rjOa1BGuAtgtupuwVlrQ9xxO/OjtSRVgtNxhFKhlauXQe/J9o3RGXABbVJH7qj5CR+SAtqOo+f0QGe8OWgFRn0RhdEojuY/EhPT2bmgHwwr7JSgErJyXVLglW5ceesY6j9EQbaxWuvnSKXQ/LmwAhmRzS2iR80wRXgunaljhS+yK+3E8HRfOyHt5UtRKu2y0KxbkaoLrsCNdP/8zbHzjfHE2J4dyhGrX2KTiaxHfD9/k3hw8KQ7knLWBeW+SxiA44hOPWev2Lzz6FeK1h+tOUn0r1KEXT9UEuzRXxJQxOIIe6Fv9WQKle2ttP1tz/DvZOzAZlIawCJsHYRcZfWl4wW8fCCdW2YzeVSkK/g+cF5bmAjBKZ3XSD+XLlxGt4nTIeS5ZrId7cAZT9lPttu/otpAdsaCXMbluJIvt5mXFmWvte8gsW2vv46Su1xM1fI4xoVs+1qLmU40GCjGiqVVM/2Xrp7a7Vb8on6pUHWYhLpBKHIFbRXVtwj/9K6XJQJB51GCvRd5kZneiEFYYY4XfrM7/C1+eVcwuoLDCAu1x70nsDYm9Ap/XaNsY0Gn6i+VzAfys8b0c0s7UR6U5u8d6MsYms9m3pV4F6e5odpXl9ycVHTZcDtIiB/ltm8HODYg2rJVPI1nLiZzqMbLDOoFbXCc0k4GtVLWIBeRzXHfO1VwCG90oNNGyI+sm7F5j8467B4oJhAI+rvqUSqch/dbD8djc6tqxeZuXYzpuqN8HOKH1zkXADlI9/bYECuF8j24lVP9RT5nNyMvmkZbbCEb7HOLNgxoX5qEHOPAZ/JCd8dRWwjtxJ4P1uJvdMo5wrwG7oQuiOJP38UMqJWk4UdzvCutawb9YJcDrVFiHOdYQw6YJ9UgYQXELaKlCF7S0wa1bDTI04aksceZRNbavH7gEvPrkE7zX9eukHwkaE3ZNcz5IVXcQ4jCQU8z/DXjlQ6SrYZuBg15g1cHmf11LxamimPcubnSWwv4NNGlHoOPO+q8cAgBTff5kag2JSKD0u2JIzjdyBA47UeRuewDLw+D0vdqEnyVrYYFFwtMGWXNppALpZJVnV55XfPqmyDDwDUXscpkgAXdAE+d655aKJv6OY1DacneIItvhwZHMG8nHnPDF7CadoQxoEwYzm1x698YE/EN9Iotw2Ix+EZ0U/BLmJ4CSAiloWzWd5MH/sk0G9GDgANg9HP4qa9pxZ+PYq++nFedO5l5fW/wQ5k7UPzQlfiIlt1mdjfPfLX1gl3GC13drMffg+O1fp1+vkX/N7CpHCCG0o+r40b1bP1+77OCYV5y6S+kIGFaaBu7+FFAFaVazdN0YAJbKK0CmTCjtmsEVGQ4g1eWmm0TeTDOWZRIBV3rjruVa5Z9p+73UkndtjU0a17A4ytJJtznl2Og5LnBqKEvDyNgV6J4VHFMGgJk6+7GR5DDXdttjZ+ankHUsdP9DFNS94gDYNZenhho6ZNZcjTX3D4KpG3HcvJ3CjWgcE/KkdcJCvWMVNSPym10IUs6yHzAI0CjuVgGwwYZ3biXLEztF2RGa5wJ6iIDCzP0n1zIzRauIUk8QzRfD6uxm/F9OS8QYGA/XxChuWWzcEJvhaEjqPyZxD7mrUR6JznuBFiwKEV6Tz2fQksOVbKDLk9Cd27zGQf/aprPSvh7T47jRd3Qbv41AZGTKzazsYpCIL4+WHC3ME1AFQh3x5eqSJI8wuTfrGyUIgIoHfrYk2+6lGcjQAa42btAyZ3V0SnzixJWK33h13u/t/UlFV6nsz2vTBClEXI3ZFGxPKWHaN6amtcNRXThJVCVbp/OMLQeT1yBLfOXbBgRrFiqe4yNdjdHcBCLhP8r4GLtYB7HRwg6PVv9iSVb5FGn1wYdwie1p4Aqe/h+avx99lvaU8piv1BrK0IR+3AfbFsJuGZayYt560uqRxmCI2yv4IuJpOwqqZdiluplL4v2dNF+YCK3SO6dixsDzkVMcdh6eDiK+itDgWzS8XwGqLnvaVnm3i8+FiZgKCo7a/968PnqMlJ5AyajsY5Zix4d8ib11yUnS/Ry36w7HfKQ+dRrc+gAHvJp31XtVHTPmx+B5wXHCK9J5/TR4IRJ3zPddkwTvorcZl/IhNq/cJmcRuGko1s1RqnB9j4xJbLzJ1cy8dTDiLG/ZLmnde7qFlKiRGkCsY+0hp0JxjXyr8Ou0s9JTjclupw+/mJ6j/YyAmub7mejT51jVwzJ+1gepXMNBHUFyaqu+ENrIwB3u/b1Ox8HxP2JacwSu0R1jbgb3yuTdLyDKtENQTB64aXtY96Wp+5CDNsvnfq/xWnqoIffSxRMwSd5kEEQk6WrRj8+kSzvPOE9waX5CyIl9RzDLeZbsCp0OpqRsoO/8GBZ5FSVQ4zyj0iMQd4ZOHK/vNW9u93PLiYW7adfSI7nCjXWbD/raIqg/uVk7CKUNRiAJiZt1iCbBoqEWZ5tubmhFk/cYOyKc3r4+Rrs1pYcW+wZguClYM/uE++n0Cni65FLl9dxvKdGcLahu2BsgKeadguxKaas2NuutBn7mBpi6c24Vq8sZLFY9X08qBtpfeKjhhsuTMO/nRbc0AdZbcv25OrtTxt4tg92e9gRfLxoLDfgunZq6FeWGoWSZC7uRHrVh/zYiL3nfoM//gXc91ooP7CdQ7ShuMDhb2VYBP2bqF7vjbRNsb1cz/umfVGyZnlMoWRk1b+zyr0s8pvj/S0UQsOG0f5gXa9R0LVTlO7rh5RN4PuBmz6tJGn/Fgda+4c+ruDBGZ6/RNj4Qpi1S3JhSKs+7M9LtGrJWV9c5nUA5OXWROmS0x0CZBFeIuNTaPijfv7TxIDEU512BGfbgPxgPtztU3Mj+AMUelN647/T60+/wwB9ruL5yETTLqK/gPZ8cUfzbmylUf2rCjvG7o4POdyFQfymT3BbEZF4UauQnF0UcM836kNgEM05hr+tnhiF7djMCI985yP3cfBCBj5Pmpw0/pp0QfEOVbu/+itbztEQtMDi2BJY3a5PltQsAa+KV8fAcbU8SgRrIPT+gtRFy5ctZNzXgBoSV+AtcIzP2lBri4Gde38wRMxj5SaH6vcQVEeD/2sC2IIalZem6w71EvERxtLlr5FZM1iYfP+1Rjjmb1l6+W8A4FKv1SROYDR5GompDXaTAYQEZKGP9blc5+tjejf98i/IMr6f5w8qW+hyr5VeZgWFFX94hkBaeEyE+Wm61+VXZsEc76lgHICa3z/haJSv971YGAFcI6p5a3OtpGfoJ1cClMk5L731E2Fq9gyPo75TclLHsZ/sKZXb6itOan5JenIXV02+LxR5U6kW93hrm/73fEkbo8K+etrsc6vWo+VlO7Cr16ZNgZ+far8fMlM1sw+afnztgl4tvXlf8rVGvQdyW0dcRZbPZWTBS37A0PHrYByYk66VAcCceW/35Wl+i4m/jR5GcnikHoFVh7q+OPgAP+cQxVYjuWWW9OE/JGT9IlexysWTuE/64bMxgZ43hjmhfvcjTn/6NyYNV5AUkxJr3N84ZxVJ5x0B0f2bJWfW88KWR6FVXCRxHX3rxlEojb74guaBymmG79dYXT1ubfAXWfogLp1c7Hmy9JPXN95ao9AbY5nqGG8oVl7AOKKl0oL8nNU0/GxY3yhKdD6BGeS2LXgbiwANJpkCzi+yxoRYo27Iw9vCf7SytIMGZ572yx8sDsJzEnWB6b0A4Mt8JRbq1+Bo9teQgt88YcvkO3bkcNRXBfugmEm4lOMkeE9dKbpJOQjSVVCKVTAw8WNu3WxOGpGam5iCSTisv9KMPuyyycGKYuFVCB/kDobGoVIYQK5D65KqvzvupE+3rt6AoWxXBJ8GHFvrJg67+ci4KTxmeYqg1FVMOhgeBSll+P29Qv6e6A3lFoE3gy/x4y+B2RnG/ttfrhz7N7KcCSKgTCJ2M/zl1fVEugjsi+1QVXYWoOcpEAwcGr2S8mOo3HGDSY3J50y0fXzMbXPFAGRB3czd/81JX2z99ySYhcwMG5ODJdu2X2NaJ5IExd/X519m0JN/ZTKtX4K7p32Nu3vEFMI33/cyVkjf66M8gJhtN2uGhqQWNFHta0ukuO1PGR6VosfoUhdRm3X4vSzWl/zyRB3J8Nub02/MQXdRNgdDMpHlek/QKQ/u2gaPOURlqfQdsrucBvhUkZDh7pxYqXVB8XEH9ATOURa0JTuwvxLTuTjzC3PsOnrwLhhyo6iR3xh9AFZGfbqfOWeSel+d26VBO458o6Eho7qYev4/GiW6xBAYBLjYYrXuYAeM/wfKhFj/k9WhTGN9m4zEZpoodKsM6p5vRGRfTKtFkE3kijsM4fRIzDVshmHnz854BAbGOP2duk3scdFLIQhWVQrVYwXTyaVvdYxaxDzo2J6qQ25ZNR1JGiB0TuC2b5J6OBb0s3x/x9cBOtQcklzlY+zJ/y2soVHNjs+X/cZD3Fxkz/+2yCk/UkmnrosUaKvWlNcIj7Gur1c+Pn8lJUMFM4TIfAXG105G7dFao9FM4YUvTj8kkmWndfLKKOvNwpjQ67xjnqF+jnzkrvwZCkL/YkfUFufgy38b/ZyaDNs2/GRJZfuA6wp9QEloLvDYV2KApDLN2LfPMWcFW+pY6uo82qFvBbG7YISkX/c3om986NH62vXezuHLalgh2lZp0VzghT6z8SsNNETcZmv6jn0ihddSUX0eyFQEA6+1eBsosYHFb4GoddI/wjT2abB/6nZqVnsAUIO9VCG53egYP+bEV9JOw3k24aOF2ZVx/urbymsSHPt01NSI1zzjfB1jB8I5n1AVzx+GkouN6BT6pzi8NVhzefy3XUJsB3+RXu60SPBaagr1n75VAhWxKuPqUTZ6E+fgfh9S7fmd255meWlPNU2wmPo4z85ww6T8xfN8Q1It1qIBPPzt+ZHmPLq36mwaYvVYVijsE+Ciqw5LA36qwCzz2EzXJVkq7/ltJZ3Fxtx+5TSv1cKefo31fI3h+oYaqLNgFPa1RNReUb6/FU4r9NT4aJvJWQQ4cofn0+QzNHQW9Sm1YXQiydJht86k8SxDmDuS7DRWsjtdxmJL0xooVxdXekWvQlm/6mWfoIclfz4uztUApI6a2djMiSPcrMKUHbtE5aIt7otiMpNLZ5RHja7Ai1ONpesnrPwVGANQNtPsc4VQemqUEHOqF+5Zwil9/WgdTlz0VP1YjDsKb63BX6A/UE0iMkOPttFC7E87e/2y3gT4KhJp5ZeLaFfuM08JKmhYWJV90l8Ho72VZl6WrxjPgnOSChRcnCuumenc6LXUAcdkiiv+lQh312U3Kdmr03C1edJXOfEYn0+cozRoYdgzhDBBgYD4nr82yUlNUCr8x4ArmIIhYg7n83mUn6M1AoCRgpMp2jK55oc4lIrI0v0XDvH0c5AnFjSIyZLOGOyglF8Ow9eLUqt/A54jy62FDiFFAk4V2dUc+XONHRWJ7xU/d9Cz/dMpGfa0nEUxMWfQ5YHoA85PpsMjUBHEkic/NIgXMYKOddD9oOvFE0BLQco1kwb65Gbqxe0c+qvTK8QUPQJsuyT2z2iSgDetVRlBPRRTxtBOC58Q9lcjzO8EG+YQApKYb3LeI6hnS+z3PWaVOeQ5/BMOiCyoXfdQ+B9o/FQ2gKUUKGtPacqpLXGvwsylqUDjw6C7oaZ50s8M2JNj2MGPKUzTEVcvpQT4c8hdumkSX2MvJ4l1678p1DzxEylkddONGIYRpwoDbKtnr0i8vdiS0nioO4I64+ND7VgCQl2Oadg9bRuR1HTKeY8PxMRn631CfsF3dXq6+XK/LMoNxUldj3FY/vr3W3iEb5TKWeRCKB42YCAXoheGcMRQvH2VjwG37wnarloxyXinaOcL0WWLMz9fpbuyHesMDQigWLBMoasgOfA3NA0FA+/YuT9h4mM9GH6K8o2W0t09/OnDLLC59+xz5yyq7tKnS1afGszA2fjRPzwOJqCIJTcjl/XgD1lMVMHcKzKmjY+bZu7+Mpky+R4nDl1gLtDT78s3fzUUri3rM5zBU6LwvSvW2f3tcL/BBbZLNswnDDv9SNtxJh1aWMWZHvUlgpecdSK1TDO3aPgvj5ID0mlMguJ2TcpVKI/Zlqp+UL5PmcFWimHClqWWv+JrMLf1In3CksnNqiXbRP0kwCgLpETLLVKoyeJbCFdxAuaa7Ihz0r+pGIfPKp17wxobBzYz2CueH6a2ohX+Ug7PQjE76uZb+1KKDMyH2JSUtCxpz36797I2Bf7ZN/nzGd06Gz8S3SCgN+hvN8XzpUXVEzR30jxI5apTX+UBm+lUrSrNDTT2b0vFGVu43mNBByEMCpXctObt2H5uXfp9+M2FsSbOGnhqTXNyrp/9Yl5o6LdZVz5XMOntt9+HAFNGnX6Uitn4MflyhN/pELNWOoSZVYQhJRxJ7eWW+wB+0PFuFCbph9k36VE9YjTdqcFiZhCYfF9bo0Tn6S6PiP/bjyNYmfbr7qKPd+MlxcDO5b9Nf8qpTgdp2wwG65XY7cKc//U4ZuXppytU4WkEahQBBxJg/rbQVXxcUF8p2Z9rywWrFCkfvz0Oof3dQkvWBufiGPFiMNNeX+HlTsw7seza/SbCbn7se2P/Ru+b055MT+uMULf6cbFHJ/rMRCi+DF/k6gNuijj5F0ff315+oLQ0Nh4+W9xAapXks0FgruDfXN67If2O9Mw10H+1lFUeAKBVL/01ycTCHIKj0yVXxtVYuF4MvAaFIlAG5HRYyOC3jWSinp76Rdk8LCaa6KcPZWBEy7Smy0cwt8L5Yc/rQogvbrs2NN0ng6SqpriWbEcoGlyIA0X9dmfYZ0EOholR8RaVSUJ3sj3grm4t9lHRAo+CgejDPZBYahifHwLKH4pqP85VmurZLAdRHPJlODRtCZxD4s72+1dOz78nfaqr+9dhpRfOKg6y7KyFJuJn4u282bvEHvu4IM5bo/2QrkYUlgvtpvbQdKMMmVJpdEk+uuTsG9uks/tM80uOUWDTO/0aqEmGIeTnbF+6ARKb3+cTLkP+4KD7vvqnX7CoUgv2o/0Ier2BN9H6puKuqM19FIVpUAmYsKUCsgd/Y5OvR/6XILvtZoNprf/CDW/yrZ7PWKrwnM6GwuwGb+wdvIEeOIGoCrtr9vYAuWIwjkS0VHmbidXPoMBqv3/yPBzUwU3BvqATByvR/36BHX48lyD3T4m/ecXhqJ7TFCd8B5/xt48tNd/cwHzLCFk3sDtxb5BB8DTJPUFhaXJ6E6KU3c2dobShyVBknxMa1Yhq5N3Odpga7JpihqH83OgXQ7qRYMy/ldV6u9wyDXV12YzCBkQjkGHQ4ZvgJdRtHaisqo8IJnoA8wGM5PrhRG8jUkW4lZJmPK5JA4oO5jzExzGgq3mdY8QOyQNDDncOmwWaqKbGa18IFl3rXlsW01KBu7w+7ZLO09Z7FJSAi6GYl7ZsP45BsO9vVtQnqpYthcyuqqdZPFCFOxdQdW6gAcRFLrAIdPwStoQlAJEx740FZhF02Zf/Yh9UBZmJ4jsPaUGechhviiK8zpnSeLXpt0/kBcKEdfhGVNU5GnHPlzAT4XOzDZNY6Uc9eWeFkmHJQ4n8iYds/RvzNFe45UOJeqLIgOZYwcvTpgW3j2WeOzG/GhdicNByeAEjKljfLzLuhrXXpyEvkZMzWuR1CHfB5hZR2IWa3lk8LFDSRvTkw5R2XgyHkY3TmlwOxyTys6oNy8BoKbw0PFz2v3akYQvFMAhbkiZYsxW73z3IApNmyrcSTmHeDqJwjeOW4T7J5CCYIxJTV3LBc61oMIMJDHozvUdNh/QTiu5vBV4qEZ+QJHGLaYgzRf7oI3r+LX+JlvQYHYNXeFCvUWPJOD+ggFK0xac0sFoFXAhnKdN/GXqd/Zrtwr5PE7s7A+5y1jHANz9ENZ1lifRhFYncsfKa2nzRvw6kpQqT4Ih8uL1pZiDigKmIPV5NoCSy2fQy6BypW4oXE5mYwj080PN52HuzOCek3oPN/3OyIx5cPmTFphTBQjN8290bhA+9NZLsF634vcBt2s83PMonk6gMa/4qDTk9KplnIjj6vL+igFOhwe4X1UlaQTkR9/19jjG9wIBwkUNSXXdHoifAAgg0nPH3FSTlhlVFas1+3L22Kqzlxpy9pud4A1fQAwc2bsMmWtOfUx//Wij/B+YGNHO4Q3/VnW6XNVOj/HUeAa9TUbhLXWZ7vSA/jH0+FvaHnoyxTY+uc0vBvDpC8uUIkne1T6qR0NJi9I0bQ6Scd+yw5oFj5Yyiki8LWJYawl3urhV7vUQQiYf0CNI8dKhfbt+gyV0/yYDWmYewQ+K0/yFA3x7hOuYhyKQYnb3pyG1f3A/bZvUdgqN3JgZy+ZdfHEuY5t5QsLbUFdFUtDjaRc093kUe/ywJTlJBWRDnzlxf7TArrz5GxyYNz8ooYVz2VfQXgWcT4kk8l9VNNxHn9m2Yn80XqB1KRvNNOBhWLYhdGCqmfzEaOhCvDacjenj9aVoZ/nJhHQqMxZk8YljHntRzf7WKAKSAuX2d3d+e0OYwC4Pkly94IoBpIos2fFUKuJEzVvHD+hjfvi3U+vf1PousLHOuhIeVGC+7e/R2jwaCrM46fAPFApGfZ9CJtmQhm2fQl3UCPfc/8Hz7NozSOQMf0+Xt/AJa7VnrfniqEqEix+/1XhC9G18SDzSreJT4FUlMBPsLwnq/4Y4489o5CBW5nvCCFX1wMghWSm1iDw2MiKYvo+s8l1LQhpZidjypYxut+6yZSw8z/lX2jNikN45ysXl44KJrU6hHO8EGjrGNNj/sWNFztzSDoSW7p1BGcdmRgvBqhuOsuJ4PI2tRFsb/af/ZJpYQHUQXztqbxR4HqC6SLpMMZt6Wq1k5JSQEkt2nnVQOa5FSfOyfrgTshAH5FmJuYYp/1COw/ZwuihVEo9xo35hCtTeE+5/O843P4VH0EepCyDKVzLgE6tY6kVuZHGqoma/WNKE5YkpnrhOVN/K6mRqNVILH3iHGYBanZQcO8YOH55CjKvu2SP04ePsdrZxJLT9P2UPaflP7MiwTFF8Lvxc3qkcOPxFlUGbnPwz0GKi+Eu3W6ctpE4GCKKnJ0UMNRy9ynotUxzDitMyg8oClcL/vR7Y0XtD/37LvxwhCkccyAeMCkRnxulV+9ygYMtSwplEguK+Ms5zazm12QOzfhzrP/J37bNnCxAKIHgX8J5M+eyIs+g6yzeOIg7d6es3cUC8eF3313JEMRR13ZgkwkUtgGllg5c+QdqdjFQ9EtOLchnOGmA3FuMMPfb3zGjCt2q6s4P1mrL55Tm0avTsH1PbHJca2xbl9Mlr24Ywnw+t96gdIvtp4URi68RGPJGSlJRUpfnleROUfVbnjnY29RppIyMjfsThm+lNM0yNz5tcVy0s4PXq7igJzKbni1WF9HOwWtxtJP1j0OnNNczLUMVQtuldo55Yq8f7mFop1P/XZTyzIQi1MgHO/QBE9hbTzoHvF1vANg93iuh+JRJLnbwc03Tyvw0XglBF5bsg2OxoU18b7TFIkfzy5SXnYFv/W9pDXlNo2qGe0l6z13hqvFydMVhYOsUEaD6cZgmZIrkngBdj7hspr2eVNSAId0I3US+FJlT2tgngh9VdjBg4XaRbDHNqj/3KD0Ni1evw3xvZHYvT2ojDe9vIeyWFugOYQCPC9+lUFbLzYRMn3//Lxm7nO1QvASRzjIPAYOt2OGDc+1xJ7vobNb4ohp7IwI0E24ojvXm2AGfx4VtzmmgrkkIf/Ira/BsVL6B/jiJu/5WeadMG9VkKGnVx2XoMVZCKDNwivO7uWcQNZNlSLnM9nQQ2y7DSfwC1jXlYRbQtKaVwqxH1xnL9XszMpUUwYH3dlFPlP6gQFzDIhm8TOIf/zF+zgvBFKoMEvP7mM0uzJxLxQrBNorGCzF0kk7BZ9PkjapjodmZAM4hBwxUQ7RU/c8S8DTIWrRG+IA/XL7/mOPiXd2fzP8zbfWAD/W3nnr8aCN2Dl8x/TQl9AKF/ci+JUv2Cw30071xdYkPJlMqUZotcsJPGTYBvZr1IX3HBLmIbzeimbfzGfe/orDI5SKnJYMYK0hsrXPbjsW2NCgT3mRbrBIH7R2v8quuUEGv3fJwyWPtTmYnSc+PjwsGAIzCQyltIKd2r/zcSfJoOnNRVaPdFncwZylt7L6C1tc6AtwmW5GOKX2BYxiRoLVIHaITjxOyd/ME9m8TpSxItKeeWkJKVDLtmrXpBvZuYUflQezRcxuxDfUbJU8t+/lrvvZ6M+Tpxuf+MVxhP721Duw7Pv8WylmJZB6zMt37zdl9EqZtEw9RtfBKdhqxH4bP8ROinXor0DryauB0X4q33EkAWrTKnV7Bn2ost7krlxYgIxu+Pv4am2eE+WgQwS4xefQ+LHkcntEZk4cfgOT/sCqrk4I2JFqOrhGHyrxLYaxcM5PwcaiR/8fbPdwvEKpGh2F690+tPXz8U6L+gVg7XN//aU2YnC1fiaaakweU98O0K/xw7iGn075r6rjU6/RKpzMcnymQm6uEkiz1OnxIM1qz93EYvGCitYybz89ZPzFHquu4BjmR/cEwaEzD5YgynGoZePVIcfS1p+rkuG6Kn2Pn9NprCdsaDtC0SI4Qg6OvFDYWzIHX9etCVNsgFEOAb6b8RhPJ1UleNSmuM6YlP9TjLv7fOEUivq6/1WjDg606ilnv1MC9G3aTOIZDsoFXkFtAX3I4rqS8QsXD0p2iFLvHOiec57giUEgazmLRiMjBMTac+IFnZfPnL/QEk2pXwl/3VSbigIUlQFCdg/O6XeCygPtBDrbTri/G/tUvTNpS3L8yPuMVpOCAak70s8Aa3a3G/4bi+ivSCIxXvyuUHxsDgXinyleeIe7WcrNa+PvW3d/pDVrjF1SVcWzQbrOCT4uDjCS1MpMqdy+g8XoFQu84yLZovt6AOYwTmqJApPZY0VhIjB/0fTVWw7riTBXxLDUkwWWryzmJm/flS33+z69PE1lLIyIyIpOWp1g+qZyQtO+Ut4R1/j1PULVLdIRtb2vi/rTsfMqkDMwbTwASzuYoOoi3AlTQ1UFyLcfocEQd6zKU16KBP+BRqPdGEOyAuLYx5PdVLmXbF66ouWsb2lFIQwQPA7JBJu0Xiy6RlousiTpjCiGQGZHX9V0E/RUUMVXGbK2SJ0Zb/GgeMjZJ2//iE88J8JWwWYjWgQ08UBHFiD8VT9ksrW4B4P9kObU2aur7ZJr18cPH67OUusZ46C3um2YClLle9Fd13hpdbdlmvYmRa5yDuD3o4KO3elv1lDonafJ+wYPCs4JPsBsQc1ZGNxvhrb3S/BC87BFLVRiT4x37lEOBC7UzCcTnxW0ni+1LgkGT6maNG+3gN5vBi6+9ixeTiY/ZkMrGSCyyycN3FZXoIsXS4ZhYLejA6GqKhsmiE/soTaVsnnq3GCHuWt2vM0ub9xc8Odv/jo1U/530YvxAykAdXlEIWyZO6JEYh2tcrJOzbewl1Z+IpMsERRATKEDJ5mP/20zQZIFO95UAr32YLohlOFcQQPQa1TEE+JJokdy+V4T4aSL2ttKRZsfcLj0xQJ0kQW5MF4rXhcCftXZDIN9t4dwRAF4Gjlm/rVyy/glFFKtRt132tcE67Ye6VKS4g17n1xxdx+Yaf7Hq2ZutGuxQ2z9y5VmjKP92GwTpxd20MDL/bXdYP/0HOc+vkt/xxMj9DIKluq0RnJUN7D74RQFYEzOyl3T5X7JQIXK+OXed/AAWMGA+Yxsbo6h1xUllvvfLlrXfg8x49OURmLdJ5kAoZIpUFRVCx7wDt9U/UuWq/fADaABOonl/3TIHjidVCQ8gOGOcn2iJrqkI1n8odFICXid7zsKSICfGn7+kYRwE3A6T9zcJNHA2RcNSgd+n2UWoTVyZCGnPA75yuJEcM5bl80VwsdXDLEDmGBtJuc/g2YGx4tSb6I1+1X9CiTr42CcAxqn7De/aUJsI7yEHiDX/0eTuzb8Rbf/4gVi/dfFI7W3+lXc42kr2WJ9i9qgSZhXthBZgV0410cW4HRiJeJJUHnze0R6i+D0xNDPMsRwAojYaUmmtLtr60TPA+//va6esAUbrooptJC9HMpz6wHh/vdnU2/pG1r1ZV7emBtttTi+OMIVn7aOr9NNfc0gaK78roQmBppEem1rkp4LZEyGl1siIAIJOOKmOJZeclGvGVLlCqCWdYv0bp1kUce8+xP0Ob3iT9IJWhsSLBC4MdiR5lhM2ok7imB5VLcj8RyLEV+nhGyXPLUj2c3YL0TRuPxCkulSL1cMHzU34j2PWXImKjX+S14+Vb48FhNY6sko/8FhlgkS/Q9kHEzUZq55L9kK2diLta/4Fh9sFwyOfSXrfn8Rum4T0AsSNeiCMYeCvQUnci02/5Nlwdu2F1Nf/UUzmzrD1Vv+mTnd7FkgOsmEqyBnA8aLPTn35EHRe5tVjmG7l+qHOrbEv1hpS8Jv6rwyk5oGsccQPnDj+pBQKW7uoJqCMs56aGe3mU4PmJoywvhrYSYcZVBmWJkr2KevyD/27J2Kf+Laab8KS9ydpbeP23u0mymziRhP4Yd31+uvmsGPbyHshrfsns46OX4Tm8g8xLMSgw04a5YYDJaYbxPj33+onc0RjbooW3bX/Qbm9e5NrVT61lUx5Jqu07qmxFNNK6xjSMWybF42aOW+TxoqdYjOmYDCWRNPwwV4CevPqHQlRi7ggOXk8CeS1F/gwcINdYtJiWTzN3JhN/cpVz59BCF5Hb/8X5kg/O18aHuDP4RSjLV2YpnZik6SyatrkWu4FoXvxpr/yqLBZEds/hRFW9AGDePGCv97tdPTgODlOhoHnNvj1DW1F+OyxyCzjPqzvWlKn+1bHT66ELJJeUbDK/E7whR0OSe9Y6j/CfMYmmc8uCk7iKRCBw4H4+YsSTC0i8wmpdy3diidJ9LzjYn0ut1nu92/tmN5+OdP6pWo+hImDUXSjji4UlvTC+9F+GbEOufsxKJ9taGm28A4DTdAk8/k2klxVqJPogdiaUJxeTiLlvZczCjhRpcKYDi4HqrtR17W+C178N25lomAoXLdpvWk9rGUrN0o3X7QQBnIbRv/Tgra0+Ow6Av88ajprfN4RMCnx1+tTbH9gC857KFdf1XBFoeTwIrVmRfQsOlXy5SqSM6/pn4Bhoo2KVRLoqGwG4XUrUKxfrFrH6e/E7mBhgDyeKcIWEFF4H6cATQJXz2+6N16RkvUAj6FxufuMWrFTZHxdHGzgjnuxoRB1oCwfB+fGiYscU+f7VSQZy5yuukFwuq0TNNJsAlICW9cCtdjVTTPrHnQu1N3KG+GFLTcEUVMSRRC8JvLP3JmT+hkG5X4v2UnWuMK5Mzppf1iuokJ08abVF4GKVwATKedTCqMO2UXkDNhMJTZwLbCMUOJV84Nk0emHXiHwBi9gw8+Y2r1tJNeUrsfZt2JfvkFNe/KaiMV5lIBBTIEwvOAkVv2Iw/VacQi+gvbmhueuBUU21Tlsx77S1rBzgY1a6ob27wfa/N2+K+nztl7pP/5Hq7bpDLZ7Vj+ebq6H3SSO+ZIdVrFAEfyDrpeYj82FlWWMtBIiKJaOSEdaboDwFmNkNR+Sei7PK+81XSR7SAinwYiPRHT1MeIx+1vROYMNCBzF14djpxvEht4D/XsZQYBWvOt/NJLFB2w5o/8qVBeQGZ1aqCzAnrBcKPV7Sf5QpcDier+aEuwmwa9Qjb1zyJUs56/pAXMzGVQqP2pf9arFF+8je8zgTVg3NGjmIvS1cDqcEFJqjvC3tfRw5CHLA8b6fKA+rk/L3sBfZLsz6WDpSPxv4qo5h7P6ZxMGfyiyCYZNaZn9A2Kx819Rk7pOGg8WiuczgFChDrGlE4PUCksCx1DYyI7OyaLux+Kq7+8+I4aVYmTy0TiX3pJZSF8YBowwfDIbGAokz9UnPa0dCi3tPoo/qgTsEVRQpTOOTDkBJOfuUqFwhhcL9A8BK7aEu9uJeElcVvJGfITLf/llytTr5DFWeR0M32M1ePKrtrkOY1CEx3Q7LDsrOj3LqVlDcad8qBWomkFXEwbeH7Xn9Jxcc4kWMbqZfzs6o9Sn5T4UP0DDSUDSve3w/BOQcssEqAVGJq1TMguGPqzi/lzvm5XK/0sB66g46nkzG+UxOjP5XjR/B559FD7tLtA7QH10OB/dO/Y3E6rbUAcmhqHx+5KrmSRGaUl41c9I6swJMAVgI/P1IBtyXdfszRhaNCaYyq92aOT9LW5kJV/kLux66SVJz/JL5VkMRzV3K5Lhmm4z+69lfPaLHen6BU2Zs51CuZ5wT65wuTE4sRIkuHXTpelmEW0dzEYTJRGQ3+oKDYpLfZhF5/tuZbeZzpelxCztbLiGXUEsh+qo3dMknVkGmYk8svwYzlycRhB8OVvPk88nn0pCVWixFi7fM/qvvkMvjnA+stwZYlXyQPV/xcVp+p+2U8ABsCgdNfoYO8+MvW83OZSEOPOK5EB75qfdvfvWrt2fOj+pq4vrwW+MrCWvI/dPA36Igrpco+P13qIPMt9nq34K0H+Fw/eKh/CkFgkh7HrZCjKzEYuAD6/I9tRZYgfCCIV4gYpDtE5E6DWFk/8CIrJ2VZg9wL3dNHZqw5aLmj4KfsimIyX7PQ0XV0jpa2JLQYFJlX1ZndXlSwQhTDRmVkTOJ10GycZrgLOyoos2OrNvwA7peszroncI+Xi6Fi0wnqtikyvqFU1/EVn94YUnU7yKZh3qey4o2VX8tkPmZgsT/zc6gH2nD7Rw7/xpobHboh12kip/F3+7XK9xXsZkWMIrrVH7BMvGgaxcg0AaMnZZYJxIyAEywtDwv1/QRkHyiRDgFJwB/sunqOVVh2ookjJMH3ttaJwF/uu1qkltnWmHiEP40hAmo0452JfggVI85LYK1099Dztc9emH6L96MtRTJR2QZGuL2YfIhLKVIcT2ahcw2aq9ILfxNMljrtM+M/ai0yg4mXShnjrf99SWnWGosM6VMG/F4+GvEcijWuPN+SewGQ7cm+nqhVDsbxs3nRTK7N/9q27E+3V9ebwGi7fqEQVkWXFsVKDI9F3FXSSe7IaUq9+c9KgfwgPhKFXRslTlAt4MJLwFkyHfX4cJg2/l3ME8srCtAzPRNc7C4RVoAfBQzY+iYmuL2z81lBmdw5UE5B7OGkvPd9XG9yuicXzi4X79cH8KD2KvwaZckJIvOjUfAV/eDTLl44V1M0T4HViqzVg6KtLd9l5mqpGrH96GuekWw916gbbfNgDTJ/JZBSiYuJ11PFyBfu5TbV6KAxSdvK9/GFc4yucdCHro3ongO4mCFlCk7zVa6qiLfv6Pq2accHnQMk2v3i1e7bk3ftua2xe2XiV3ws0NU36kQ8hTmHPaJ1UMXjIWjS33ET0VrjEZgCqVvFXwQk3eNUEb/zEnuWa4uPCVZhs19Jsk58MkEFBptAS7smsmnMsItjzKA26N+456XQa8q6YuSTF/8A/JxZzQ/kl8/uxAud+TLMT28LAccJChv80v3xe1VazOaLrDPEfzqLuj/OEh3Od1y5g3Q2yXB5FEQWKnXdbSMXgl36CjqB6Yqz56tn5CI5eEGv6aMlQzhAAXCSQC7cEDblQ9L1SFtsEb++DD6W9chI7UoNEtmIXTM2WQbYRJ5IjCWMh6ux56WxDkP9aTm/JMiOM9mWQPdejpOOGhyWM2KaSeSf+s4PjGrsS1krvSQqS5ajqta3n9p0bLa/7A7Jh2KnxxbMkWIhEr8TCzv0KvnIE5TKnJUcGD/esfRGkmZG1q/8Pb+hwMTs67eZ9hcAsy6qJG0+PnGB4hBPMvyBRwpV1iirCi62wDieKawjmWcKe8z8jMg6W+TfOHw4hflhhPY4fFiBhlY1YQS1y78s6gcEMpPZuBEfBAYwVTxunMVrbPf9MP9oCBV2ajrO1wxH0qkzjNGQJrm9FBr9DDfxC+NTf9kb8HhqM4A7hP3tfEquqaxbaGic9QvG14lPDGGI7zB/S4TXUtU1U+GYjcZNoeqEqTZp276LPgQzwuxPW/WKzEQvVQvjFsymG8R6QhKUM4RfMcCY7EsfBf6GvcquVbo0YBsIa7d3u+9B5uT5G+UoeCXHClSQkHE5ojOW8qBy5H20VBQ86S3kujV9yO140ukFvRKfIs9cL4p7cOYtvT8RZnhfjKe5W5Zrqt2J4NIBdY5f5Mr7eBB/Naar1DzSX3ObvY+V/bOqrV4tXaWEk97kf4zDEwt+/6UOKrmP/xyVKH3UhW29gZ5XuVSDohjF1w26P/PWH1gBEcUMhkWVGu37xSEBHBhFA/HmrzEz1oJglhbYfB7j/X3OXv9ptZSbxjhNWX+lntByiFKp4vgItZq+zj6kTrnCurYcGN3XtyiCYE6SasheXVACe4E3MC/Yd5KIilqhkJRweSGZ9XXMj6tNLkXBbsBmgXhCyZ58UrbVhR742uFAlyb0WBADYN3/1JL28llIAOMzbJ0dxfGL8Z/C/HEvzBUiC+vO33I1ynHpX4Hej16u0pkz2+pDzq0RFxwWOQcafui8eeHEwDTG0JB5b3zMwe31WWRmzP6bWv3LLqtlsCZ/0oO3QopvOcG9MyCuGdV4tr78gjxupBTJVdp+xhnXg2nHGz4/nd+lWl0ZsilIejG6hJOmlUsbMrZ6xuDj1/gjv4ykD3jAP2uefPM3+VsoNRGmkX8FfIbZMXbcE4HYd/MPQwnlh+VlWWz9Bm734U0pEVsyMn2+1MVN95er7Qwj/zqN2hZXEzH9YU331eUgKvD2ew6QX8je6d5HqgWeJI9zxrYVxaDnfBOL8n5f/JTRErmobwjT414Ljgees45UVEz1bIuSZEmcAcnvaL3A2rSixu39VSo1GE1O/8rdRH8kAmvDNoCZYje+Cb3ob2EB9eUb3Lc/khh8HFQIUWa4eF/DMl4cnR0H8vqoi6iPZ9ry9517NPmb7dleFwXuXcNnxT4gSbnKx7EWO+gdF0mIUgm6BrmKL54HhQJEdyXgDxjowXlfYCMB1QRmHnFmzhtM60GpfyKhX/y/gizjuPp5npeb6Q8eAXfg/vjOJjYIGarkT6mkOiyedT2wg/19khOfa55NF0PUzu54oLisUlNqLt0/pO+Pjszro4qnBD+Yl0yE0hDmanEgzJfimXs/ZDofaH6svxFSMtR+5d/xNcLyZoDzIctVv6c+XO4q1GYhKK++FzhTloDYNijCSj0gyMeO+kTsB7u1PMS5lEy+ozWZQxtiknaR+wAEhbsj0Q6xba4tmWFBOHo7qY9/HM3wIFFRnMQLR8jqzP/m3eJBXvx9x/9yoP3PduGWAv9GusWOtrVq16OOytSmYTnK8xdDrAOYyA/3GRPJrIws+xx0Hop9yD6GGtTx5i5RKZivKBIdZ+kO74kkjcAU2nNWsnmLR2xLmZC7ihJ+tsut1diGv+8dMPKfqFi1y6yl1n8EwDPEpBiqUxzoK/ll0xr2n3+BngmZm7U/5XT8OS3gHgPCJWYhas+1jii1d5/rmDDafMHN1JYjN4EKGfOOSFBN/hDPT3UJt58kz3fx+1RESUiMWo+huApfQM0507iDfORBNK4V+tMnTAWfucRqqdWk5hjUufMGzvfq4lkJ7pZxD7dzE8Rv0OVSgyU1tl1rsnlaZUus8kLMNU5UPmZ+c0Vd3agk2GnweQqn1FH8CVMI+CH5hWugF3fsrQtd519rHYX7fdn++BlsOLGWdjLCvsK/dpfa7vW3ysoVEJ55fO7r2tlMegUfy8oWjVfecA7q55WIWo+7+dDL5Vnq0VwjdbVvFTgdYjXoTv9VgWYIeU3/oC1FZtnvyBXvSU6NSXkdragRnPrCnj/kxSa5ahwfq6kwXev/8lgAio1q4s8Ew/dVWfztx8wkXwi0NVZIYQtvruU/OREbkS4ZnIHwJ/kBXOU6xK6KPMQ6FPJw2ZZcqSEz7w6/SbmZsFrCv6WGMa20zUHKzrUHh1y1z4vZNF3UXCc9bGdaMdjjAKec7IWR3JMqXZD60mzou7rPsdi0IV2UAw/Kb1JJQ/3gEXbsQsY8K24s6dppuEjtH85I7fvxg0AmWHS+3TNpklrHMyr2TgnwRqF3phpxIXj/YNShTsQnlmRbcr8lFGbwSeslJUxBV31dsR7IZjo5DodIGhOTTVuyJ8fUhWaETIKJ7Ar8J3s/Wxqcxufnv0JGigQjNUS58bkmkhEIHxODD+AmxtqdDDOrlL8tP5SWgvQfdbhuoYGdPU3ANzPzFXhDW8BB0jgNezJ36grkDG7hx5J/5jWpV4lUum3W4okRp5/0C9wV2UJdmfPNieJvQ1L3GSbA7LCP8AEOANu0H/5C1JwPUdQeNYzOsV9kuGdqzEKBekUNz0UMJuMeRkmgV8pXb/R9sf/XwbppQkmZ1mNLXRfLRzsMem1/AZ0woT93v2uHcfWXxdsqat91vpMNusIUumXOZlP64pX2AwzTsUhm2izrZfI86AXOk2xGKqyc8ly2NJSpQG6Pyy0JW0idxTcz+rD6j/lrTrJHzFfL61MR6S/jAH7Mkf56fuJPnvXXdxy/xSfAArTLPS91dTce6DepeTtzKfcfMx504bL5BRUbBQhKuuYe+P1QCQ3fhdmnLK9/+kqKGuGTMIotODp0j53p+/YogRidx2Mqp4b+e2DU8GXkcKPAD+Jslzn0r67veyW3rkgMSHSw1U1j1gD+We4w87KcU4PXki+0O0HQYiSM7ec6m/WLvooR7IoCxVJeTuKNx9YhBwun3NZZzGUkUgggUOZzESBTb6Qv8JpGtrEs8IxlyfEYSo367saXyOVjKTISFCW6W6LA0Nyzvv7iYKchPAL71ZHGF6yciLNcKa1LTAnvl8j+DL8cw3HXOiGYtF3IZaEoxeENlNLnSUilLYIKmi/HgzLQpK7UurAWfezjaY6SQvzUH0ZWGFty2t97/hMjtvTLl83pTwab4OblyiJV0DYm2mfEsK2Y2bHsfutH0qEwR+/BzfuNjFRxn440PNVdDz1YbK4AtE2x33wYL8KTqrC4gcGx4/wljnIztknqVdv5m9DqGZatmgf4sUOHcrwEqqicFiZ6cX2CrMSy9Jkuozgh/4T49HsgVii38Hena5IIEhQiOjf9GXXMa/F39gjKQtFU8r3tI8lowkcsJSxgKvxsLsNfAbDNegajM9xTfXZC9E8hrL72n9LG/uvcl5u07pY2YuAQlmZribb6PL2Iw7bfy0IQEsonKAHF9GIMMhY361ojK3wV14x8kS4KaJqHx0eGea7n+ZeM63L/xjNC4b+dJGM1VDrHX7SvTCDuP216NAGhk7XYO0Cm9PaP1GNfJo5UHcZzd18yoLMNo9AizkSdKKfYSwKB2iCwSEyXsDVeqkNt7xxU97OnZaeW8FugBdy0xAEu6dS+ZwD/zRwGPauv/zyJ5cgp532vz5ypI9qNJwUr8MvEGmiXf11utHpLf7Rb8i5RaHIE/WVN9LdPq7lmeyC323Ad5jtg8Y/hmFJpuyDws54Oxo2bB1EG9UrfoGa7WltAiHkZKr0/OvWvP625ixbDYF80G5TsvH8RL/8epS1ZXHkhtThn7sqhyMfgtTdkTRpX6o3rdaR2wgabXc3zA1TohjWFtA5eSEgJ5JU4M5Heq9jLzUU9eu2oaMzgVoPtGllh9kO40xEKyvYJKhIsImXR3IHh+CR5F0y33VXwNQx712/q2GfnWLbcsTMYIbMm+U2mRyYkPje8KzSrUMU6lTGTr7ERZNsFoi43ghV5ug8OFYSxvaRqBmAB+kIKkDRa4ykyCV8rTx1uBqg9/zqeZwhYhYK60KnzC4L1AdChWjkB20DZvZvaGehOnw+kEHZzeszUHcuXtcQOqJ4kj/jaLuN0Ppnbh+ptD5VwmVlhBySmNWqefnA11oELexqDeeKT0qAABkBF1I2RxQUJRxbb5t+1zeO0atdjCN8o7C7QEVOE60yFw2m5hCp2h6lIXxorv+tnHshzpKykpQbRr+GY4Unu82LdH9WI24wb4/aQOy9eE/2xwD3Ryljk5PJTOtdOdJziwKADX05ur/sufa0R5aM6ajxcJZ5gN3TWW3lmL5luScYcB3hksp+zwdsb00tkaO/JzaiXuiY8erVb4Pea+uUC7z7W0+IZzTA8Bx+tbuzv01kfLsLdTwn38VzoEANKbHxbMx2UZJ+WzGHWvxnUPWXLfaq0d4UXuZcKysYVybyBwKitbUdbDnPLox1SQ3mtWVgZZpfMUsL/IfVyVTO0fU2X0zshEZu86iLMdxjqEyzVCVSS4LMfmjdMFB6vlu92IiWePoSpN3/LvyQO3C9Yki1aesSsrimydZCougDZtdpbeoluFx3zf1vJKEBQLJr6gAiyW+jLFK1/MHxCr/393DfIFhvKBzYpiYPxkyrOWYzsUlQy5DWvjy3U+OIVit6MMb+gTp2Qa6qHh8xG9XuqgwDsVNCiLJom704Yn1tsi33xnlpW1/Ekd36ws1HICFziZUkqlCvwd6wT6xgp1bqVI0B/jVGAtzFqYwrtBSpLx9DXxWQK5IzEUPg2l4nSc6tEuqxfV0ntE3APC0C9EU1+/dw2sCQ+/yRtUFLLqp8PlQGm+mnIYD8MCyazdrNig+DlaaXD32+ESIIkEK25fW8NLGvAAiWeIyppVgC63G4hhVXOPxBbcrCzZmpjtdEjzoguG0BZDSfXOQQ5cWNC3SoKXjGponmKo+8H+TnV3iwkZl7Qxamjkhp8trgTnXWxwrBKLxkaulBgPDTbjBNmcxa3AKlYtCeCjW3dTpdbRKSXzt+VBHKALF8r80XokWXa8zdQhul9zxdEfHf2e2Fa2SaipoAgaJtp2UIDO8XTnJp1sqE2nEeUUnEwc6f0+qtj+/wskBu78HlLBezMdQPZnDrpLk5SfxK/PZgoTlzJpLkqr8S6USF3CTvyWlFFIDzYMnJDg+d6Q/cBnldh6xtLVFEEvfybf1rlHbF3f4PqwojIv8WOJ3/CeYGVl5FbndvOL4uiO6vCe2KWtcnT6DkoI8ydo4B4HKERWixMYTK14o6RRid/ghmRpKyq2SUgwHcsDtRenzSMJZPBzsBnZu1eZ+1AKdyOwyKEsd2SnpT5cnzkEBJLuWv/qF8ljqorqlp0kJq8hrMvFPkTktLoWEMV4wyK/zDzJw7IdTuFNvtSonhzTZ7aQjWAENQvDacdFFceZtKhZuObxIwh3DGQvcyZY0Q/An2psTb8EGCblKXdJaUm7d9EDvP3HGXtIXkAAW14+HQQBNtIBcGWJXcvFTiMuazELYAMvZBQdjBTt7EU0K7MQp6oAJ7coNwA8dQ4D1TLv95v38yRiSVPGbUJ8Dy9sZHPHqoVA0PNWCG+JzoN8lJ7MLGwbYQ0lS6/XOPIMsoU33m938KjNfY666XSQ9dlRqPJI5Eu4fG4OznfShUpk3dp1myYaVPr01AryB0cVtNffj5XEZX+UhQUZYJrs6iAd8uutDE5TjkvvU6zlFKEsxklHb5sn1bM8FNHJsitTNr4vNHWBcFq86eDeKHX1LD0xo2SUR4B02oNO8YcAoQRMG3qBMwg/+FS0HjsKdArfKkECMkP9pCkj0d0kpwn7pS9zN8B/AxKNNKVfeW08Sl4uNO7WXS3fWyhaQyI0CUQ6azCXexCAOYsDxBii0l8WwTKmFmEJEAZpi7j0ciVi4JnrUAqSTSz+N98zrEIlShTNK62yzYs/hYzsXSANrU5eU0q9mWp/9RAuoEcdnxDV7nhvAz102SO6wRGget77MSrNBxuZlgYYnDV6ku0eTwN+zdGBKuQGrM8G9MwIYFMAMfy2DRT5T975Zla/YiXsngz4qxedWJuRVllRIPr12N/2ZgcAmCQoK0F9860eG89lSWh6DkNoyi3srS13NGpuyUg+ZJ3U5rdr0dU9a+wfRLnCG0wlI31IQatnk//PsTt60md+Lzo0H5c7UZuBy8V2GFLC/ppWd/PysOQ3tRVwy9XlEZcuCH6wQF68gd3fPrm4wcA6/0tgM9UYDvEJH2T1k7f24CqT/Y6ZorbnVLMp0KfQrQea7IIl30lMr4ERkCJgyZVd6t4n+WgUAPH8Vh09r5b5m9WMo8lZxXFnOLl1F7U8RYmiA7OaKXWMdtejnZiW4mROnnxtQqX7poRIKrnDA18l4Yk/ttSMGyE4S2D6EKJge1hA72fPf36dQVtAPDQYEB6W9FvLFYC82mOEyEMXmwN9KPebOY6MDsavIpcyVrsw4aQberBnkzeX4Lmywdn7A/v/fKxikJMuX4Jsa8xWX0X91sxKVNcs/O3EaGdHIpfCKM5hwn6mxAaia5LAicItrq4G4NZZpRV8QlP6a3LfNg4cQqLO9AQjmc6JtAcJTReSVo8wvks71jCy3dvQTuVGiQUg79xFYbEbrNeleUmyC3lck2ZY5uIceFF76wf/0CSbpOO+mLawE8BTfib9grJf9056JBmZtdM9/PGfCWx5UlA5rFoU9mX9vmlgOxYox6h5kodkJsNfR7rM3wV+7EqxeIF2u+6fY0ihTLX8nLeaCNUwGaBqlLKZvHkQfa3YBDoThMSxUU8h5+LpBQTQZpNt7U4j7W+GKR07oU9gjnFJaMqe19WVuWSBnfUHJ9nwMhlUSX+ffF06vPP38JWsdYUbiJhalPwg06vKwJN35eFqVPX+x3weYjnzplXJz22n0rhkWs+A8OfQlI02DfgoRfysYyxUv9i4d9aqnCX/6Y4gZaUF5WvYJZzQ36nFojdnp33iQc/QSBOXcjD3mzEC24CYFiPq9bCgOHiYb0yEzaxUnIdlMae934GGJWUwcGINv3FX1pf91/GqF1PiStbq3LZO6t7kFtF4UMZnBXjyfSsUQ9T7afdslBEzkq6QyoC8/blnpTvfoZaYy/hWD/OT7Oi768/lpqoJwMdA6kamgd5smb+PsmYWu7v8KrZ7R7nawXL86chIzT6EpDfOEPv75cxePnLpQmslzzHXPVfu2rBQ7crZakl/rlhWXtxwsA+yXPplRa1BPr8ite0AVAT7A128kBsMkRju15PCZVINWaUTsDZkq/Ay1T9bRcplPOegYygg+nx/TTBOdqWFYyA4CWHvDdo+6oO8+m9mAViLKeLR3xbzksBeUWKrlPP7P5b9iJxVLfJDih1lOZB0sCyKoJev79MQE8mk5KUwHJreB0Lxf4IIDVkGUKohmR6J6WCkBWkqHjf/Xt3ct+wbzORjRYVv+v2c772oNZ/O5XU8ToHTavPMTwKR9OBi9XVxRN91mf77zZhTv5r4XTNUfgiVU4eDD+v1APA4UnrCkWwB3E0fZuqPNvixBY9VlQ+njwfLHJbyCc30QoCG0tDDmuQzUWhWIXNpYTHWtIcz0w2LNcn6og82PXHL+74xL4QyLFIMJ7SooNmhsQb78MZrOZZGn7uoLYFhU3V1WdX/QlcIZJ1XdyJWmZkdgEpDfpvR4Qayu3BTlMt26TjjHXZH9H7oTf3Jf94jigwL4a+CQP4S4B1440x2SiBuNcF0XM9wYV8G8F3jYIX89Hvr/h72mS8vJ/ENkPXX+C05FTNHXXxFbQN+sM4tFyBIqkbPM8t2V4jtY+kWsL3kdOmMkTRnGAOVFkhwXkK1xpJW/Lyj2Yz0YIF8PS7BIHnT7mUnWAb+KqeM64PVoVFGJ9dbq0lRSJ6PAHkRLQjAuTCvvSW/ZHyEu84G4/9a+U65pNkvVLpW2m5fQviRa+vKMO+b/GIlC9WX2orZiRSMcLi/J5Mq7uDv0Kny4OY0DQsWSSELrkLkxSdU/FfPYaD1XLyQaXBEvmvIt4hFOH0Y37RLRjYM1VSswxm+H1017Tc1L3mpFrPBEcdBk5Rcd5sSV7EVPvTSkH2PM4ky7yUnWMiP3nWd6QKHagI86EVvpGiLQpAs6VJm+e9nIwk9DcbMwILJe/yMYbXii0sHyDpA/vTCO1YIFY5G4dVDgjbfWjzg8dUAs+lHe3L77ejZGIQIoGJv6iCTMj7KaO6BBpUefWLnphr0u02FhojAnVLYodh4OEuvhjCuOeHJH5h5BVMgMR4hLP+MlC0RdMNkeDbECkRM+07WpkXo7DCtsIsry7GTACUcyFI8kwzvB9KqsN89uICyf3qnl58eZicvBSt9wFajVKOfuN4buJfK/jip5z0ZHa1mtU9y73Sxg5HgYoz5od7IusynAF/4hUeZ4+Q+fNg80XRVmO3y2rwTjOOBCmaPvXL0CNUUCb49DxwMpeRSYEo8rkEXIqGdE9XAy13P+QFfT1I5plx4rB/fTsh60h/M2v2M8J7dfZ/sIfPne2zaVg/+h1ZCm0a3hdrB5BWTp34b9WvcB2RyZ8UtEN5/FiWaP4Y4EINivxeBkp6P/Nh6h0zFZVzu0F1oKD2nxzdNSIo9xv+9HDVVAjKG39yVvhba7D6mcWs4ZTAkECR1y2+ohwzHO72Vh2PfmNWZl9/0D5Rf0xrmxhZZVlEh6QmGvsSrQPcg+t1mAM7/tnyFVFRxF+ipx2hIyD9P+UjfGHOov5UnTfKFU93UuihrCyY9JEYTEvkCgpRDnpMrvuWr1fYJ6jmHZk18rtTnAVu/L9U7/In41WGnE0nhwYXHHoGvKQC6/6xtMqaJx3U2fa/5HgfB1/KkL0zh8vfhs1xaclCsMMrOlFLbRj0SrNazuve2jqTL4/JdAtdzYa3wEwV7/KO0rlN2fIU74uXRF4U10DJnEhviPpBLsmwFvo6KcdwSvIr1MEkA8JWH7a5ngTtMHWL9nvotrvZ4yS2rMXIfDGO145HGO06DZauvKrtJVNzMHv3PCUbFMrNKKo/zZjKaNSe99Prv2rlgVQfGPtc2D/sHN4v4POSDeGjsxAml3BueQw7jnFLR061gAlUp4iSSM9x8cMRcRT7XjBHqU3Tin26wvwl9h+Kej/hE443hYJ4iQJDsk6V3ZIM7T8ZahBKuwJJBTsyl3/xSRb7f1uKQhWJC/LmKb6A8PxIqvyDtYkg7NtDXS7/Rs4lOMgNt8ISSOgkTFAqB1C/8LMbSGCVAn+DJRB1FPRWDCGXA0TDQAHvWlOuRkJKaA3wlWSfAv2r8A+1uRmzT0W/Zwwksj5vr39GNVgucyZ8uV+5g/dfLGXwZezoLboFpUG4dEu6SIecjw4210mJKFiMt4cLJksNxhwZCn3C1ZELRTzv3xlXXHpjqadfeNfeokGv7PlvfnoVY2dunyx7hzM7/rYQGNuCWqHNcwOj73tSYpvpdrhxbaeLzg/ci32bttQfdgaM8eAGmsJJq5CjonefKmjqbRmdjF1PysYyrQsM2+RfzAGQC0Gn0ySY3GyW1YRipH5YeGdmwzXjEeV+H+29RfgR1ignTfF/FQDQ+oYNpnROR0zVms81WGXXSGfBYhlBq+gUVHqsfvdbkwHRKXYA9QwmW2K4ugU81GLMKqQ0SWG6iYbTiWRftV/f/4cFPdK0nOCqQoSmLQsTMtoO099di7dbkw6wAtbTF2cqyZi/8D30W1caMX1hOSQad6k2M29MWVetAJc/j+fWHT3f5T+fQv82e2ArIEse70GY8nW2QokIKmQGmqXYBu1dvDOWm2xrCdiUVIlDhBJT+kKPGVkLOKlKBv3gj48FQ3T+GhEntzqDN5+h2e/ZwAKvj1UbifCORq5dK7jiOrHxVwsUk4NKIhfycQHmOUL1MWFIcWf66AyBsYQgZKrUWCyMKsoQM+kDheBhK/HPl1wDSeGKSL9YQleAVyLgn147E5oNCwhxtNSs5/vtE5hAJv2WwE+dxY9/S06OomjYqn43HWlQk2h1zkRG5PyhvoH8Qm4Z+fhLhf2IvdPYOO0+gt3ImDOyqze5MMwO8ax2bTiPNweFXH8TayqqcnxXuXcIw2cyzrI9c7w0XmJIrWF+/w2OpXH96ub5WMDzEZtA590ez/PzQ50BN5n2duCo9jV6LNuHGxQpy9oS7C641UYTj99znE9/h53JQIijeJnN4YIBJntYx7qgtMBff/paiUyMcWnU/hwkjB+j7FiboEgMXJFCN52jMRwo8WBNS3iJVOZeoQcn0EdcC2OV3cjL+lJ//5C/HG2770W/lynk2IyifjMjRfRjNTMkBoqkOHdiHU+6xusoZXmCCFz7pU5PNevfjl/n01TPM4+2vPj1n7/8fYeioQcnCkqDjEUrtXVnfD3wYo+FDcPBiBB+USQzuqJUt4/Kb/II8JcIabPHRRWylydnlXr3goR0r45IbLCMx/Rh921pcGKHp6YsZQaE3eM7mgIIYDj2QEvsp/G7cHLxazxkLOOhMpT1k8xIPFeW1payfgrotNRiH9ERXH+tk1ix4ShGThdYieFp+iV/cl0MMCfp72NgqMsyzQUmLF79GxFC2k2wcH/N3QbZQgIBxQT9+odhfqwVIY9VnnyVTRk35JQa9otQZ+N7BXwR+HZ8LhGXL+zp0V6GV+jLDEMC57TqKpslV86eHt5n2o7aRWTG09H1NdhYXbQVRGztEplyWyVUcByKGTIJby2qqyNRtOneG7gd/EKIs7DiGx/t4erkAGyelZ5QQNW7hobVZ8uVc0XhRYkNB+KPrOEJqcOlK2Vj+eOdWtTOUdON+6igz2zY+8gEx2auDmKT/m/KEoZuzfWHMVmZUVKiKn5jyw0vYFnTQbZUY0uH1IrFYpemOTZ/I3BB5pANsKQ7gRQgySr2Ulr3ocx0PywfRrEEjC0y/t7cNUXRlz0zzZRUl/cbu5kH3tZQYrxgT0hkSrI+PdaSBQx3QjpV8ja0rUg7mlluDpeahcYUpNGdlZxv99/2+VuzhiV697k0zoy+tD93Y3eD0Cg9eZ0FLiK46nqXbqlBZC1PI1OxaL0FiawnHzlSbNq5xz0twfmjn1yNDr0HyXekBAy8cTrlPeVg+tV4LmrBAESU121fRYOmO8tQniP4fVFYSor70d3n+Xwp+bddqeq2I3YXc+t7x5mCVx4dr+hMajdijnMUCM5lafuQt8frvn+2xwi88uyViZLq/VJhHDE4jiyZ8mUn8y/Pf2QnHKG9/HpseoTC3bRNYnUSke5Y3hBiERGYZ06ISouwGoV+/NtlPsxRd/7YDcRh4rykWprhfidZa3sfUKb/bVypoj1OaZxCaddVH7zHzK/6NzZxlSshR8duT4mywjdqO6aXY+adPFycfzGEIvP0HBsOkNWyfnm5lMEuo1IGqMHvoRogfn4/ivEeMIp9BOfl23uKkvZrxv1aUIgpl1i2fmuKbtlsbCTReLnEC6oXZc8jX5IxwXJ/t2B/xi/Wl6XMV6vDHR10R1rEkEZUEd4vAkXr+fDjtj5EEiaTJ9oh8rPkZ42Zt/NvSxCSPwPxnk1zhkSAfuSvUVzOYKvVeZR8FTpclg3ZRX8uO4MfRwSJhiOoJMPxDSXlYKKa59sLLEsdxpe7rqJtIVdJKaDduwmIXi7lIohHroroL6Pr01/HEh73qi8KCerANOC6MIU10gfiiYyTd8SK9iwrwOtQkHQEUH5FOgJUDhByj/kjv2LWS2P3MiLl2zqarnteePz8ijHlS5acuePfpNGHfsm/pjpJmYtnrTwCpZSU1X4MRD7tl1NrvZz1fzujzKHMcrGOe4YhA9P+9j5cRBCPeit9uJDkWP7XX5TfpggXbcw+iTASnwl7DqW/l7D9lEnCrs6mWYEPVea03I++HbwFIwxuL/VFFkbMjdBU7rJ0pvIjx3PvwcFX/UqrYnS29+Lla/d1TxTwbBAaXAhuxp0P+pdlQVciJ0f/KX0l6rJq+56rhSY+u/9gwUD17Mu/6Iu5R/IX1d41xsFFky8NGgVH3NlC3R9pluwHZZvK/TGw78NdGcNRGmkvdzXNOc6XK1dZtv6bwy9MnWmogzEqmLJ/gYGU9hH4dPK1+i+M3BHKKK0PCYcRoM1xRvKjn7+W/dzjp31g9a8ifOXVChBO4Lcw0TmPZUNOuaDk5K+v1lRN5QuNsmeTJjai8+jNA3Mn7Hw7vOYCPljAjUR2JvnrM2Lxqbz74n95Za/Za2ITpfYqOzSqUTVfiSeNnkZSvl3gdkFAK6Vs/m1wXbVGi2PIyAb7J9qeczJXqtT6436iw7NP8cvTbRW5WVUB+QZq/Ju53bL6vYHf4e6/ngHw6/cSgy9JGKDpE0xZ3TFgo6hQ8ZNwkUm6zJmzB2qCRfJGxnW75ECvItcao4FZ6VP7fHas//8GI6ScqQwAvy87et/GeDmmTLqM+jAJzrxx9Af+Goh/omM+ftZ/ECkfRY9Xcur1oB6IVYnLHl/aPVECTfns2uuOE3ia8s3AL6cWTh31JyGLk9mkfflOmn0FQ9gYSU8GI7C1Nu+mfKq+ShU5p0Dvn60E7LEItbUKJtF18nPiyjo4mxsBY3zYYTrLtfzQwbb9TQ/iI6gWv/NvEhXEaGyCpUr/d3jetuuyAkEO8/uiXU0BS3qBrLX3NPPXr/wEmaQ6u8GXZEQ4QxPkLzZmjzvqDE2Q59EfUs+FhNgsVjDznuV/3oUCD9C/KPpTPQuFYvrnju2XD7uJ5H9W1gIUta5kDNTYoR60OuQ69wZQ/tjP6O6yYnqdwpLtGTY2BkvX15SlVDsDMtd6Q7+a6wjMwl+5YsuUT8Ps5/olqi3Ja8GKMssAjQ+QR5NRm0USc+sZ//XlISQSKHgE8eW1b4Qq6x3OpgqV5h+q7/rNud80N05fTwRJXBLGmWruhC8AzwHdEIAR7Ki/Ce8T8v3YMzJnvnFfOycBMXLjbiBDFmC6+H3GQ+ehc/l9oUX65FDnn0/Wrz3R/mNeZ/wkmVl5cydb2T6n7/NgFO9lNdGe7GHvfuzihFA8qaQv/fkbTIWD7TWi99dpEv9IHVQPnliqBxAYcZCt2N9+4U0FjC2IlnELJRw2xRblL5Iotvlx6Z1+WWP3sCxRHZyXfTSJ4HhYUBTIEezkZCOjTYuhBfprz63hhO2aNkLFpYfZqWv04KLgKxSNUh1oxlQP9yLecZ53KBE2qZJm1VxOSul6baPo6tZ8o1h8FSdSIgMP1QYeUBfkwhVWdjX/pmyGuv0ygEcPWqEdOFzorau8Y/DCmw8Uk47ed1h0J9ZxFSWV2OSV9auCLBS7lXyKB4YKj3XJW93GfpAPg0QW7fLL1UIIQqoCuR+fzWP7ZB5zZl00SmU4xhY8drnCZTu3z5yY+Sx6Xe9n983nUD+i5nHXnrRCSYWSbCA0WRST0u7hzsSFMd0bALUvYczAF0oCnQ7bP4SOPN8RB7jpRbffjI9v+S5/LzP5l1EFNmOFwhd3OqGNDdr5YWvcjEwpOI9ujw6K11lJN204jUJ+8t/mwweFZyuTofZZyJ/V5yNvY8nHklEdjQIpRWUPr9vW0cW/rAUIidSjFCj+ErvJgiHtKf+aX0GFDBJ+c80oa4nVbOHF0ZOfft3Vlt1U/EwUkSLi+EgcYStz2dYvzHV90hHiNlyh2gJJbSMrEUWqGDxpzxSKON6BwHgeRmChj1LoT3G94bG5upjIk16zm4X/mPJfp7xl0bBpK18GCJZZ3tpzL6BSX82VAz8VGI5Q8o7ssAv7s2l3oXVn27S/muFP98SRG0ahdB1L9Teifg+oUZCTdm7l/mPxPXMoMUr1lkdKwu58kBovCgO3zDgwPZzHjb/5lf+j6bqWJEWW5dfcd7R4RGuteQMKWWhdfP0le/aYrdmI7ekuyMwI94hI92T/LB50nOvcez/5Ps+vvt71g89tVanuh2S5daF+gub4DxbjdLkAJPMupVp39hdoCJ10izDYVTngTay6dixw5108Ahv3N4cDDY46HBap8vHF9tJAIL4EVCxoU2FfcPlnsbgkFWxW/rw+ysPfetXvRSz0KWkTbJz/OaZh3C2l6ibI2XfjebQEtQA2jzz5pzjliUXNhsv6qW/MBzk64UJVkh9xbRWo/AIdoz4+1VYj1Wu4YI9HoFbOXgowi0HIKGO4j52yA683ETKzpNlMwyFFDPfJzqtr0t/kkfBLlNRUrq6pOuJqrLTP8yX92E9LLfm882E/lb43jgHZg/7hK7XNtrxv3FDzauE2/1xm6XwyXTb59BOTU4aD65lg97/gMFqIl9YXFzjaRJjf9ccljzheORKX3QRPZajovJIfrA7vXFECXwrxEDBms3GSUczA0+Fl2fdc+42c4R46zr34vuYjrWi4Ds7zhfkXSzPneslyFGtgJOrPyF7D/jT0L0qX3nhq0HfTam5e6NGLCRlw9/8Rf91m89A+QIEVSUes92DHnL9zRC+ObfAuNy+xuNPBO3jI4n4Qhk/hD2GsmM/f7TS8yS25fFgE8jSpobgz/p2P+HmPK95PGcOhJTY7Zl8eqfqPbbe5NC16X7LnHKzi16V0LFAmN1oBB7PK6qSaM/Lxlqv3ztsto+DQU/+2irRHfBe7E7c/mtV8bxCBl7+ZT5y0ON2ozD/dHKqzfs8nwyCMU3rF1h1tbi5X6KdrdLdPvnOyJ2io/sN+rmn41hhORQupfD39NDTHnx6uhxtaZJtnprbv/gWtT/GkxtfYRv42jgMy1HcbtE3DdH7a3pTnR1Vu8e5gKAk8OO6QDqnougMK6dhLiFLQaR8AGKz7sbr3nV+KQfnTuI1WhfCuZ0WylNyUvVAGyVMfGyAdRW1v52sY3IBpxDzjb4aNxDXWMaDkJ/a/JRTx4jBTY2Io9gJt68SkJKF8noZzbgcgnojHfm1U4W62LMM0w9i7m8qxgpaPWT718fQJCwXpJkT4RX/4CqFO3R4FW0AqkzAjeqAjs/48BE0RxIt399XwgBceLBj2o7ObjUb7mlHAVkV8YhpmhZKnLZ/USYLOjJKVVMpmFat0f3qm0NNVsHYkiq78IdJwUx77M04Bt+rVUnkrVFombwzh7defVd/ekFOPhkEWREpwShx5yefLsaOr1PB9JUs4WFLTKzC53y4qNJzO4aFiR656wIyN5F9Rc5askm0GA1O92tfrPEFCA8Ho12V3Yfc0JufE857n2Z3Jfvo3i6RWJvnmahbszfGOJd8+Pq3wReiTgI3qi9SoHILgvHLH7ICySqAvY/Gq84V8MU8XfRVtqvmZkNofuk5sGVNI5Nroc9KYy3Cp/m2ifrfIv/AjEZQE7gPjJaRgRpnw0ZLktfuH3S+Zuy24YZvGu2VOIAdiDyXQ76PwqyNXbIs3oLaytBRn//qnjbf+t9M2vvG9kNnmQpmArtinjZJj+vn90+B5EKnzoC9exsGn/hHtlxiIa66vj4QghBT2uJtEhvlZ3H1RCrocfYaSHp2G3hBVkX/30R7i9+8hRh/Z+pdZSQHeg5uzbL6DKFLCVocY2sI8syDJar7DBkpQfChhR/K9r5ZQXEd7A/evHCSsSCJxq94cjloVGOpnz6qE26f2M04hf6RiyesIU3CMYXAE/ZXlJNpw+jcMAH5DGVyB3fb1mQnp8FsXcSL8eCZ4EPTcx/eQl8T+xLJnRFxHYkgSApCxSoTRiV5WiWRKK9LwaowDmFALTtUyoK/tC5k5GyRdxXSgSpnziMpLd6pBK1rkE3m7IOT0D/UJ4X5R/ymh33S3zfn+U/PRPrCVOKAFZIMEPfKrezf/7vaxxRG3EadyuDZwzNPTUYb9/rc70rU1i7MSPy4Nbg2AS7FAoJ3SWYRcs+F8KPJdRbsGt77F5V4R9Tjnyt9Pit1U54d5X/NrQ+qltu+5Ap/j97JbgC5z8sfYbAjTbhSTMEGeVXVOZfU5VkFbxaYKoe6JJSBSWcVxV90U0nlYbWresF4eH9bTIa8W9+Y0itJT5YvQ+/MBX80fLmC9OGfHo4nocnAvKLjxypY/h7snMDY1Nc1QfoeEbcof3WvfzCKkmCAym786Oqcj0YwzM1rpauajL1XG09Vb1Ty5AueDcB6T9A92uPw5xqsBF6H4mtNs88+x8jRfZtlyXv4CfDJ7iM8xNirlI1rGUMDBkSXA3eIvks3W+AAjKZYYT94rK/TbnO+P4/Mklw3cSIVDNMDAkA3txJOTixL5a5uWJcAGtvgF8ewYbL7Q+SRTjvyFtXMKIzQTQAWX13D/v3322Dx2f14gZeS5TYMqW+Ks4INQ7nt2+by1T9OO2FFuevVECVMKIw471x+jt3JxyCaNYkLnHbOzZk6V1QIoDt0fWiIIzkntXXg0prm3snj/5c6ht74qlcOl/uHmpyfoUZSSqaiwl+whkdklyaSKcTghbw6x3t/QD0EVXEU7aL2an/VTTVL+MSCOep48dGzFIwNBH5HE4O0RLegEogE5GM5GpOAEzlZBGrEnzKHakQPKsw0CUKF9kY59+rsXSD02OFcPGv8SVihMwej6w5JSeBLEykbfVILNnxAOG3zMzAQXidIeOSsK8OBuzHTTSOSY2DyoAEZJX1C6TmE5IwhVJR9ip3ptWXV6RE7browUnT75QCo4ZuI6qJ2cQczcgmODIoJyxcnyseVr1oZlkUOCLHDnENDo1twEnziKGclp4uaJaP8sTax/QOn283tl+otF/xSnAZv7d+kepOkjRgesM5FN8QGvMeBkM3kT93k4F7ZpkWubw1wnFiM82QvHJVrxC2N9TB+wskMN/+FVxZFu/9B3QrOT4OcYmLWkrLQooTSoxzhpl0D89qxTODXOM2JqJlHg8Bw6bun5nFISvkEk7a+1vgs/W5pfZcWaTy4vNs2C04RrSbqA5B/bVeoP2Fyz020WEejjgakOjmfrI2A8xc4hGvlrqcvz6u58KuCYY3CYtwjOSsSu8SDJIAeCIIZCr37LdSxmMCPOOmXS0Q1/E/cBGwIGBpOZLX7YedqMTyi1GvYjrQ3iR4G3kFBptJfDeHCzE8ZNWX/54kv5ykduzTeACf2+DaU2x+NuJVq//zkaglaF6sms2qA5CdFxQJwhuf2oZRIooRyCB6FG+++WPUEP6R6/oKrNd4ZH4z8hY3otspAO4Ae4/LCQwc5HoZbi8uc+jYTP7wYDybUzTVR98o917yR8b3dHVfGJc21RsImuvyFYX5iPpMKKT1tzOKShaMTLuWawi0t/JnigfkPHIOgFBT58lUh3RFvqe6hCyYIKss5+llqn6NLX1syisR+fO4/upxvILf9cgFk9R9OtRPMoZvClFRom5w+IqYJLMVtKqF0pYVQEApOkO78rjv5RHNBzNALc9P+D9efJLpLMSNNRaJ9mKuRLwZEI/j7MyjfTHs+KZMU36ygdjtTcdg7f6Sf9lZ6OecnGBcoQHcmu3xwFRbuJXwuBEwdy6kMZ+s99EbwrLQ1NfHn9+0NK74UTGegrVtcAat9iSDvH8CbB2L4N8FoyPkUrQcyVQtZYrFX4m3rRkt3OxYFoxLGU1UrHU5nPiXiOoHkvn+d9i/qlpbt2yo/Qu3GYL0UTHeUL3elzdtRkDdVsJ0QaqsyPgeKIJhrDmfc3SV58Q2Dfs8s5WrTmR7aFn9Hp+wtMC0uufncJTjBJiCz0Z326DzJoHibGm0rtRgoNOLDC5cg+u9tTdc5WI01YfwLiQEGSasVImiUhhZXO7a3BfvEO7MYLQGplVHY9nhloZwzr8gSZH8UZFcJ1xSyHLV4EbsuMKWZjhs+S04z/zVRwZHRXA9uDMFmDJIZ6BjkwACoYQzlPtMv9CMpZKSoFeMbOVxKUcej9c6kHaSj+dNcgx/i7yzMmLf4pDyb1ZgZOR8ese01uaefnG1E3Z5jOJkImHKK90IxSNM6iI/nhUUDDjNY/emx30wOmc+UnvlIdzBeVFtiYpBzSCP9u5TwUg1i4rO0Fv8nL1xfkW3uhCFmwGoaNrcNhDLtbHOX0Ap7vw7rYAG2/4ueMKr2iuxpiZk1+nAU+C8Ry2zoo7SH50A0jtQqHRe4G3/zN60DbE+3J8m4+WGh6X9mnFbu/wXyKvb0basRk9y8Ii+AC4J8QuEqVxpXzzHYhXEFQ3wP3MOEODIH/c9yD9ynIjeQZ7+/2IhIHPW0Zw/q7AIfvWhmh+AT1eP5mcw2JM0ceh/uGh6C1a1UkNK6I1dIa6476qNL9KIjQhKo50VilXsI/Wyguq6elgx72ZMS/Z7HlP7nlN/SvQlPlK/5V/uoTL5k6Br3Hf+phWqX1YXsmZrgs9eDKnxXsZ77wa5jWQOrQLwU9n4TRkeXPzSgmRslOA5vyU4Lp8B3DbuOyq7zgILOK+U7LGStau2kXpsMdDUgcNaN06gsP/QTL42rDCv8ClTkyKOibue38fjLpb1ZH2pqhXeQWRHO48bD2iz91GlwMlFOPEUCqIJoTMff6ca3vNrz1kUSh0LtiMEUAYD2SWGMhkvzQy/eow7Ca44g3ZxkxrjqnPO/K0PvPOD9ae1TmOETE+Z1D7/f4e/5olL1zSxeCfaO8uzehi8TKiv4LRDDo5qJYhoooS5YlOqN+5ChHqQOZ43LboCPnNlPDWAydm4JD0B8WaMhdIpUZv5780ae1/DatTQ5Z+Val7iqW2lGSWUuijDa6DjUCsK57MqWLC3Lu0d/IUvZBdpSwZeQtmgnXNYvh7gT/WabizwnFww93yglaQIhlWYntFxc/0rZXGMJwIl3oit7GkVatzIsW+MDXGpwf9OC8d00eD9a9DpPFres0wSXdNgu9VQaMjf3iGJUKv8EPCl9qmq4BEcCG2St/vzsIBmk+DEoS//jz5TygPCpZ1HOV5BYb4KjZ+JtsBKmgwBeXno8TASS66jc9MvWWlKCbDf3d8tQMbr2Uo2EXGvWnQDmSsjz4G8q1uaBfTZ718ap8M7b2BPMLsUwKC5aR4Kt+9d8Tt5x5EnlFvFoPJM170ISfZV9delrm6sza04JaAvgMKajfrCl6/nmwiZs6J+iq/pqP6HtLLzgdmdA6fSCqFqNqn6hWib8cZctl3/tlFxpffuPXtVhpojIZ9Qyy3MAb5XH53zem09bSQNCfmctNFpy00PE8EEEx4eJ2y4KSKUN6/Wl3ap8x6EZBJ/88/nBnJBTb1bHMEPEITsOQ3utzaR4sstpqf1MHKOIDCHO/zDaTECExFFa+Bzrk+qX5At4xHG6kg3de5Ro9YP0VEq6XgebbLKh3fUH410jv2mhAFHvRj/7X2VoRuixNvIEJ9MV7SMQ3W43e/PknIOTM5fGTE2jnAAdHDVB49z+nVa9UtX6DcVZ2PKXw4H1MftfdleSQ2g96Kon1H3yVO7o/RyHpdb1y2WcJSvSwvYGh51Z1smSKllEQ6JzvvRrLkiKVFHirdHBbSjxFIwnsu3POcI/PlNgbTfeJzzeIzzzTsL9ew9YOztQLSe81n3Jqbv09EPD69WCi99ro/RhXXFZfLVl7veRb/Dt1VpL4agqqbeXptWA3ZAFu0G+ccrQYjHDlA+i65P3CbYJ8lIHISH/O2VP7gZVWMX/uptQMpZebK8LxRfbzEQ4bxPKrdC+0LguQ2vEkK4oTGTNKlnQ7qzklUqsjHNjKfe8+vt3VV/ePXGTk7PNT4j0Np14Pc3tcVqHe4tnCLO4XFNhXf+H0l3aLeforURS/N+zAQ9Nsvviy0JvGzs36BWNAUMP6EAAHPHKHtMKhPBhdFe3zPKQRf0/tMf7GudLK5cr+F4oRjNdbGmj7Mvu6XV/l+U9wcSVVL4aJQ/+da1mRBVADEEGc4Oc9WjZmlZ564oxHWiPMcP9ula3JSuccC8UywNceY0JBw5/ySD+7L7aFN/bW1Gwfq+5WbEXR7Y1XMFUHrD9fP12S2MyY7a97XwVR7yMyesHSLwbL7whdb3r6Wwvf4MKdsVMrH/L9gG4gsMX+sm3gQHQaR6xYM+0LWpPsTzP2Nwe+WbQdBd8oDrV7wX4JQOR7JDwQVP50SHBNu54Xfags3aLV/fkxzchVHpjP83j/s/98OMcHiMVKgHt89cP33w3TW6kV+HdFn2om7wAN+bHczc0jZag7jH4Xazq1egqTDl78oW+Q2ii26jXf2Of3jO7hUQ14ZYOdK2u9sJANkUsKJeAN3hCnsbMWLNgGJg13FZwazH91vIXoIw7ebBO9hGvP2QGy0/fUuhSpc5zNcG4+X9SqiZ7ml0Eofi7pvLXQXkQH9oYojC2i+3Hw+Kzp9ju7kZ/Uh9rNbyqTU7Ljn6/MYNgPQtRStqvyQCgjM+Puc+xSHe95xB5oNtT3J6lGfCBf8Osfs2B+yq6GTamVOgXbEsWNk6uE5GXyoJpPZUdgA7HxntC5tD+rQL7X6Kp1O3yJpqxgny/xG9c8v9KvMYxBbXQmAZd+SMxBdnKxp72HP94C9djr5dnibj9WqXRPjLoqnLJGv3N2QDEwZP1zMiE9QvicwqmHcmzS+1dxIBfKExb/M/+edIfOlGbbDNV7xG3YdyGSpJcMpEdgll+97xnDIDuGRMDmKaXzg6NXQ/rDpY7iHdq04l2W/ee8CAvMX/MdxMC88E8BqNrfW/VyJq1gCau1VjsVhAcDd3B/QHMW8PA9htyWKp6bis3xPPhpbvXiG1BIjlO/AiK9YzX5hFzdN8g2Lpc/9U6aRn2GIPK6tv+ulzB/q6MpuLosRQ7TNl2ym2u3fYIe5xVFHvqxLl6KhSCWUT+FoovIrdX7lOUh3XSVHksV1VSwkOwyyPtkQC4Pcl4bqHdLXOUzf6FnuYmW/X43IVCFJz8sR4vAqFD1DfCkUfU79Kg7zoQPg+BA6yiDRhbVaNv/Vdu3qhF/RnBDgTVH9v9U2oWFmayvNgTm1z3lokbd4TTSF/krISLpTd0dS7dGgktsNZCZ6zL3gHHe19y9cR3S5WzHk8FbrN71BwdXMhVHyPAaJIXkc/wzsBEfjSmZHbfihiIVWwuP3E6Iq9t9HxEc/hTMu9g9A5q8DcVQDDjMs5Rnk0ZQK5A+FwLeaiAJMv9Jjw5K5rgco16fBk2OGN0eJlr/HMR/nyPAjuFaaNDWBnWV7hzpL3M8TPymWEhqq3+aEt/fxFMuB5RKwAeca+QJ3TrhudsX627bHcdygmzV60rpNtNIReJPjCQ7kiwZiA9WjKnuWtPfRSB19NPjWJe72WjrgrSsNPm4K4Z0CHs3UO3e3076F2jgGyCfdePMGoZt5aqpzw0rrHIfOoJV2edAGbZizzq60BO1ZlatxtxgA6j9ZKUlG7f552Rl6z8/q9A3wo5CsZcvH94gpJQV3G7SVEOkTAuGrnOFRgMY5z0ypfYlG7lo3d+uhEsj14tYgewzp8UQSwGTKZuWpiaCHdWJPZSfm8mgH1gmC/cb3z7lz9tOLUkS1Daee2/gNWzvLkDQFwlRTTD1X6Dkm03wQK/X37BZXrJ/riiDyjZv4iVeAPTLsZOK+rkElXeOfFRzpEq/qxTpGp+idD/C/t22JmZqzKESk3yfCbsysH5al/YgpyPfN6aaowwyH8VzMABYILSuZVRZsAbOSbWHm5GOBkFzTTkl3DiT5WkmqZDSZN6DClE1yKibDlUvfxX289zJN+lEv+gMwR8SsJSs0Ss2GRwk7HJm0ZK2xP5Jf7M5KClsolfc38y4O35YngUoJ55xHlqPmra/6pwHaH/oS7If3sntcwfjJWpdoLGeg1q7YIzHxSK9+ZKf7E8/7P0vHvQH+5rYSOVpp1XwGasbnB/19DQiQxVWJ99maRqUkcAZt4X6oAuP7wmsvHMtSb7Z+PRmP1k4MZtvHLx1/UdLsUFE1/p+lRTYvDES359ke3uQPaCob1fMHv9N59j7GBwNK2HTltNbu3QP/Z/k3w4KOXu00bo9Pko+gsqMCCwfAqUbMB4v3Bj+YijCmW9oSH0uZ/q/4rckBJSr8yNeRCe1khi2lcaqRDr/9IpDPabu/vk8uaeRsJo+qtWnNQ90D/t0Z4zvY/Fixwcrm3ggJNvfWKXx9708KaY2uU9eUFW142doezvgeVEu27MMi09TwYKpWH+VClC8YtODE1QoWbl6ydDmU5/n3/3wHgO8WiE9tSWo4u6aHd8J+jsvqOntGV7BpEnC8ErhYFpVRpcgYTI7DhbYI0JPS4N9o1Bvm1PwI+4g7AvvF3MYb1/LJx7SgPvUcGhp2WeGMJSqPUgWkso9P+B+lQhIzi6QdrxDYPDG3HkWC9zoR/7NnKN/Q83F6Ku3btZRNcxFfRv2r8X+ZjTWlVUc1AO02hOHoi/bW5pMyF/hrxXQUKg5zVC7ZhjDsDt3M4Ea3v/9z8/8k49B9EtRNzm39/VUFul2lDoYwblH4KySMV8x6OfLfGvoqvugKQe/IKtK8DbrOvvHjIEzuXFwK0L2pI7kTtYHyycLNdfzJuZDfak+lSJFDLQRnfuwvNIafqnUKifxzZeQGPG0MP8aeZG2axWGfgZxmqR7KGa0G7ONyyuUyBdi//RjFMdNdR9axeHMLSpq9TCDz/R4PPq1jzdnPa7HPxKPEbCrDMYPaNPE+M9PLO/LAwMHsXzWpqqPZCedeXCGd+2lwU/7OlrE+Q1Wxmhui/3ofyrCuuBmSauORl/LYicjNgZbBANyqf2njMJOWZ+Y+IqGqeJO9H44v8z/GwXTv4h31q5HOkudLYyyFSwyKK2ciOWFvDETxyWacdaQsdWcKI3m9PR5E0E1jcnpj5uN0keGm3Ff8S4WCnoNf3miwqipbwcEuZ58q3GzDIodOfzLcJmeVAZmb0SqzpQ1pxDLU7+xAHD13vb46lY5hefDlDR0ynaVPqP7m92CYYinVkVifzmRhE5RwolnLS27hDySr8GPCZrzIp9ZVerxyLEQs0gQ7587LFdW/UiZNRQnxJcHQcat9aKH8vrlhnuiCNLFEu0yFF/2iBCg/vyocWps2+VRErqhZ+uKn/d3anqlUsZMTmZdt2AK+a9YPkWNtOhmBl5kRNXOxtvfxNvlnUqlQtzZ80pKdA5nvV8IAW1zk5ZwLR2VO9BmFAB+rfvcEDHEFERQh3Vf1UdusBcmzqG70OE802YjAS6hWeNyIXNztQJ0MTH5O3QRsf8wwvtdkm8aZUHuwrpPHy5H51rvzdlcgAORssT+dYbLMkpllfIAdQwDp6HoVwvXwzzUN2wUVzLGvWjBqN9yA2kUKkhnUKf4s6R0DaJ0WFJl3kgox8fUXKYv38wAgV5f4EBfDLr5Fy2PRW6/7Fa6GgMOTAVWeEVDvrLeP4b5l0CBzlb7ZlAPLvPbQeugeA6Ne2nS/cXKUu94fUc0m88teWq7osX5PycIs+Xqy5L3H6isiJ5X5J9ALUqYR+p6y5QhA3C1UAwwCyeG1pUyHsd4VEVdqanzoYDTpwTwzwJHcM6EgthEBAtCzBTTPp5Wb0qRb2+3u2adiXJMSC1E3mClbz7NXrM7fl6Mx7nZX12HZD8Hocouk0L+d5sFA3xAa5A10DJWbw6+H0oaPyJI5l95URweKBOMXzKK9XhXp3nDUwPAyvlXtcn5S+0T/Oma3gRXdv6Iz8mfCEzu3UCsXKyt0OFx90FCZF5596z6plg5js7gRC3t+WPRxr/IeDh48/i6kXcspHmfBKpgiIsg898KjRjkyuqScPZC3Nv6wyfoz7Uo7ey+Gb7X0LmbW/7ivdZVLwylhmQnl29y4z76Lq85dsSpwoCcJBUttbiVwwCzMmwX9b46sTGy/CFO569Ro1MmJ/3FLu6v21mzBwe/8ZWxZSx5OSwf6y3TCh/fQUowdUbDmXN5qAZymTpYkQvW6so7DjvyrDYh+NbWZWlQkj5nFa/YPVH+tKJphmzIGHqQd13bJZQ7lPiRza1Q345VQ7DdPijaUE55nvwOvVTcHQXc6KznRX+6B00Tdjoi60Qck4yzQXhQ/Ce1OKBoDhYzqSS2/hvUU9xfnfFG09oscZr6rwVIZ7t8XD/Ur004C+73fB7Bt7nxKkqJ1Z8KFZ5/XB7y/TxS5mE8RDoldtv85h99/oABaIEsB9EYVRbhjERDL6ZCoUk+tr5j9yrDnt2nmwvb7T3RhlTZ09uSZs6BCyPtqOIcbYhLvVCxA6eOmQhr7M/po/0DJdrzp31Q2D7ff/76L04oumP6RUOtX3T4JRGgqnJBGxVf0uXiFbAOeejEq8KsIehoY11UbNMMLGHiPci2oKWp7X8+Be+ptmjBGcoIaUfV7PJVdLWzztdBnuE31im82aOjfgVnXCtgY3tNftA9yinbL6p9PnAXQngC4nMvDFta+EwDoCAReeIQyHzZp8LITy4emtEoDRsltIgTdJJN3xCV+ffX0xD5bl9aZi/LopgcDmZm+k8jaeSZoYl1zDzu7c65JumuZ5ZROnG6xvLt4HsbP7KqsRiJT8FXyiBnKwhqQAgOneUD3NRsZcT0DF5wKoIybfsWqTp2PnrQrOcvMTOBWBh8hN8JZyU+qZ2N7PjJ4o3i2IdxY/ig4Y1D+7VSrMPI1kIFA7jPuBV3PZPErg7kWDm5CX/jJRfQcAZ7FArq/gu8h9Gm9e2f+INLrf0e9bfuWN5VyMZHCYrlpJlk/1vtA2v0arv+SAQozAWrAEaFaUbLKXZFCUITPg3o5nk+UOnx2brSmROmvW2DmuNPhEI4YpL4E/d1q7sUmOFS9cq9BXv5A0OPPMDH+8NiXVmbH/7C7OFQp+8bz+Pyl5hBGL7Pr+boHvE/eXcF83sZdMWcqQo3/Jrd5/oEkeLobk4MWx4BXce/aTyL8egY9H86q+xT42XWa7Y5xvOz3liaDjGfceQ+tcwxw4Jh+KjSK9ZjiUwk3vbK2zimEHTtdiyntdNuMLBZG3p3HTXsgDkh2BZuBu9f4iP8XJahQbUgupY877Or6QXWG7jbMLwW9Df7WceQWjE+VBIvuAPPQ8Q5z8s60N70RVCDLdS2SSKJl1fP7gMUjRvXz0FYn0kyqYrsT72il91woyji4/NJYRkvrVh/w+mBe/9rDijpscxdrf4aRqqXnIObdOmizKqLvh6ccgJCS+61V/kKoaDM+ekeAuI2HYc/M+tVdj8xcfouT04KtoyeMFyE4KNFYye0zFUgQ2cp0amT3QlhpNMb0086bV5tPBzPwTh/fhhTU7tCN6k/fS3Mr5JOSyu0guwmJU+Q7teGPhpJqoY6c0Kw37ukjfwLhC1OKOVbcUjvcLYrdJGla5bGW0IrhwubR/AXdU8+j1dGCqPJx+L/9MtqUJDlnXO3LPsupVZ6YxkuNFczqxhV39/gYqtRbZj82nh2cYfYxYm/CguG+1zmrz2KP/saWc+fY61VfnEOviJSNxMJL72fN6AkmasvRXJ8yIUZAHqNaUY3r2muE/h3DOhm+buFfhrvY3ShVwdeE/rckW3SU6T2Grn/OaOWtXOmf+6li/Y7TLsOZW7gyu1j5/L5rkY323OfrXi5Le5DRmOA8jOvV8jTo0jqbtr0l1Yvn0MTLiYL8lM+Mm9cvAHZZrz0bj2Fv5lWC5QOWMWUnZPcr4Pck27Qe8MPoHRQZ6da3KAfUEqZejknOOxP1g6vPrBsF55TG435ldekB/7hb0b8OOhW7FuH/k3S/p2ikcp+eRezlfPzdV9pEa9vBMZu8qDnU0RiBobUd4VB3Zd93x/acHSYILimsHKI+uszUIlQlc63MrMX56iQtIV+p7LNX0CVgKWmuJ2lo3zkbzIKXdIUvW+2GE51efak5lA533TW2r9iRgzBDM1yd041Oj69cK2aHB2o7V0ayjC9I11B5ewstzWPxHURwEuinX/2Q7QfCDUP/beVCRJ3V4FPtB+EePGrQM+A7IiMEyHjr2ohIzdMO+tEfQThJb/4yWH6d/tikY9C+ucBBd8ju9rnYSaJCaW/mjdGzEdqgoZYzwQBm4QvL1y+8kvJZOaDYBYHBAGerlGWBjwSahJVmXLY85GaCxS1wzm/JyuuKoKqUL0sYfy+pMzyhOqECcT7gbPFJ9F9QjvDtProWHODXObcMokpfOQ3lS1nLZW6C9YJ8iDh0rhZC0VtQSN+zJSyA0Bs2AXcJQsT3NzbsAjH45XQSOKTYf9mp8VRwzDzkxW8bv6I21vK5M8VmldXdhR21gwQDX5cGf5MtKBgVfKJVU7r7kEZUi6f8Q44WwOcnFfn3nxTMSZwAgYlIEdvlp+jcsXl6IFCCB9XS9xuOnSCuqLalsSI2UDOYOe/fjUCGTME5FdRyT6IRo4DFHirvP+/hasxHyNRf/fal/9+BYHHsIROBq8z5eCWDwaMcrzh0vntHn8LwF14boVo69Vh0t6fE+7Ws+trNoy3SPd0/NCgAlOm5Bv4pebrEPZXsdaGfCLj+PMUiJfB7WN5Hgl1xqo+jwvFE/iv+K1fArT9VRr4epxxpYBcxSeZDRMK8f23YTqvVdjnQxd8jrG8Ype+PvBvQjg9D1ielR3j/YtYX1X+1jpCoHS4tCOCLzZPxAVfY/e5BXuzuBgUApoOIHR72FY6mh+8RMRSmw4hdjnazaspwUseGvo3F5UQ0f8qnhgzzc19wu7305YKwVrF0ggBQgKQZXwmPgupU4p7bjFb2V+1tonChJvFkLQ6K4XvfpMxyI+XKVCbVGdU4ZGqF3HhRBXGs6kNMSS6AcPEK8AF1J+zG2ikve/FBUbmWtUokdM/L2CHnc/f7MhBAqhI0JWdTfJZydfoEJX2sjyKY3jaXileqvj9GgYCcjEHfZDo012bwT8hiMI5dUmG5kGYx2+cqziW43o8vSF/dw0Fm0Ei7cO7lSewYsGYhVMTaCCw40FkoI4kCvBIAlW4v4tnD+MC4Jj0hjqFqr/x6634aYIolcSn0MstkitkVVU6FCUQ2Q8bee7VqSMRM3RmSnenofTh4cu1xTpyqHXRrMTfRSq67FW9SRyMKeJtNH++A9lK3uPt4tk7pfYKcUrdIf9Bou9+T4MQP1miXyFMSwgh1nlNdP2T3ahM+NSP4PFfG09/6iXS+EWZBux5CjaG3jtC4N71QpIbzj7V92Wgrchsm7ITiNnWLkj70/sXlkz3PJTQdZl//7w0CdTHoXM0qOfH+0s3UvGXuP747xhgNlurtdH6NUW+B8HDBElS2nF9eQNwkVR1ig7ktaOkAwBBmWep746urso1lYQbtenyOui+CC553UmuL3+aeMzHXd6kUXKTOOM1qOjm0M0Cecafe6Iq8GZIDJBofAPBnpdiT6qmJOHZJld2xNWA+Fzy0FE0rCxnCWZ6IjX5GJNt+n/DQ0NwE2oJM58vdkQqhrHoh2arMwN5l1d27uuDRqoMwcFJXxQbyWArmTuKQJfeyP7vSzUZ7vXH7GIZZ6EtCSnm11XjJfm8KCpHjfBmVOXTd9ZUHWVVT2/mDH5f+F+PSSbP7Vg0aBmMOqipd+N7nOhRFH2OsQ02uxYLyUBd2inCVIbmZgy4gBu6KN8ECkXqltkqDYV6jMMzLjIAbqstSkNm6mFzLC27d429AZ4ZGU4d3Eu+Q3vGH/WHNDED/VX4vg3v6g6a63LjNFNb13tSOJh/xh/zUyHmQJW/jQz7tOpSODf+fI3+DOH9R+SvQUB7ljdZzQCoLU6ixEJaxZh76J96WAYKe4P83BQvT1VCM2ZZDdnunRWT0hyfivhM8FwPxAZYJoTvLlbW7yXBTiTfzxR33F2cDLqr0Vz8wF28GqF+BuLDhRl5bJAPzeW0HZFAAc0bYmdTlZD2s6yAbCmZNxOWc/N0pr5Tdw0vbSRML4vx1YP7SlFgQciN/YUaLGjbidwh4k4gyiYO9gWbYK+TTOSSEoSoBJPQY8Dq8KAQI2AzI2AlCO/t0hd4ubNTcem6VUbG+/RB4R3iZJKQbffJRzyPGkmVN0E7nZ7TzFx/1tkLFyanTP8okw5fvH89+hj/5YpqwS8bLdPd5aevKvpN//nJA3o3Qpb0XDIqNdX4rsCan2udsgkIQRUPUAppbLiuLnKl7dkSCq+mDO3GyDFe13AL+vZPUaGsthpUvlnJdiaxNijCoS7viQRQJplB82Fxm6njXwjgGohr/4mXGoI2Xit4XtBEKAfbI75pj+7U7laDXaf9oJTigH6oPExoU9ITyJCE+GUOIExmprydWrSEvObtq1FfkOiUJixYUT/dALp5FVYnTYWSMcZCX/oM3M3rVh+nP8EbwJuo2rHPI1Z2XQsvXKpxwwZcHKaxXJtTBXIUkOJs8a6CytY7cpqr9q/caAP66oEaAoqsL02rlLgoTK1eI0B4/MhPtQXA7KDYQHCXcqurmbpaSGX2skIbPlHDnbq2+SnQlDrIRZ4hDd2XpGQ2pWVO6/HM5ZshMMyzjCf+nAFVtH8angLwMD+N1Lmn9hqJy1YqfGZlq0I/nyM1dvM3O6EGekIURPfjg6V2h3UGu9j+y31fcqg4yMPq7ypzbI3/WUtQYaWO2hvuZEY6tdSWIHyEBZd/P86P+YHJqDIaXlZMf1t9CIfOBfLg79/eUBMvtOFHS1IZnuaVelM4n3iivT9qEIh9SXqDM3D0KCZBrwbp2vHvXtoel2SET4gDIcWUAO66U4NyxhxojjQpuCf9m6XA+pbMXON+47X0eDDtp1ECOsbOTQqrE/ZvjMiTIzpqNLL7UDoXnJERzlM77mWCgv3l5Fm+xWFQOI1s5jf6/HCoRWpzew7Z0U/8wop36/x1r+wn/dGidyN2V2i/9b9WC8djez8OVSaawgtBNr/wvobQyOHmzT0nMbnnhIkNvwc7Pb5KHTDD94drA8OGHtIhnD3+TqzCmENaVOdUmgyOePpDH/PYBGgomp9zoMY6sfLj4cuHoPwah1ldDfaa6hwU8VFq7oOV9XHw0KZzUisz+Cr07VfH1RZOQLIxrka7S+kRZv8Vwc9MGkjTaf6Q5afk3/SKbp3L714YArB8p+Q56refzhxD8JpTbu1w9ZNcKptiZeZuBSpvmmsUulML9ZfT623XfGvqwnltTFdTPMRvI2hsD4iajET6JfPZmkQS5hAtYdmVNhKF6EAFDSoM3kvuRuTv9qg8jvAbhgyzHxYlraqgCxreNFiTryQUQj4EfVyIok/o5MkD3o4gjkR1F+qhMd2WVxBT8ua8S40HYRK1eforOddqJO+/UHbz6BtmcnGnroohgtWvbgUBaRSRzkm6QYS0GOZBo13ejSTf+CD/+W7p5f212L/olYyYJTWfw1p8uvBt7+BXFd3J35+dAcOM1JY9AJPtQi4473490UZxvagW+mNTh7GK0y861yaJoAmW+58tcZ+dVhGmV+w8Gx23/XmKe5sRHThHZZgK2UoIMiis+QO5YKIvVlCakxTdDCpMjuJHwNamJQf+rXQZfxQA4E6Q1BWbHY4lW455eRLxhI8dXMwY0LzavIsqLjiS/ZJtGfPr+LEpeHB0oogK022zty/dnGHIPTaiA7Ijokss0TdFqvtlbY/VyLXSXl8FzWla1bvkOkCmwwrPUvfbHtUJJzKBs8keZamVRsklK09HRYu4IY1ekjY5K3bUCTOGkgrymyiyQnzpkHd0om0loCPLSjSiD/F36l8mjcDBcT9mJ8u3LhzcgHsEtAI5mxOyZFt3v/B0wxaavc/lxFRgcnj0pyZ8PDNQ4RBD9Df/x6GU4wRv8e9VDmKjQWM86hZ5ZCYSsmEELri4FjcTzR7UzEd4X2Hs9PW6Mx0eL9k8JsjTsuayNH1z7fdDbSfr55lNVzHlyIarvwQS31cOwnxd3N+TMdVw97mg1RC4BVCHHbe154duUG7+yMAsF8gaoa6UenhgyfyINnZycaJM9mUZhpGGGn7XcK6TjGz6LnvtHLOUVqoWQEx7K8O7ACTHgWb5I3Pfrrr+tBpJHiADaOkGWYhZSClKADgv+vBVCldZabfGddPib0Yqqss+EqcdcrhD669fHs77MDWjYX2/jYuy5cnEysef666AFfe3xfE9PTuakJV5/RvbOpLQKm1/fvJdNG2g9BnyZ4VX0VogTCG5Uyl+Wu9UX0z92Gz3pNTfqEb2ORA+fSD6CMp/dfk3tpPUSGrj3nfzSMPYEMok0pUDAxc/HOZqxhVSoK0Pb8vOtLzljDsnRvtqZcq7GW+44dnYaAmSmnqpVZguHHMJT2a5JGolzeJs5qnc/XNloAvkO+4ZcljsF2dZrh5XU+Ft/BpEZgz3KjMsWpmxm+jkKy25+j0U3w7UR2VClOXEUjX6Xy0WwzVJYvOMqjqrN+41ApNLw7wJMNphJajZ7QRutq3ZG5tgiEOR0/ed9jzDnlMc1asAKqQJaEqBaQslMaRrKY0qPgEHPRAyz84495h4Mi8x/dYS7yzVL29eFA5Rmm4uv0RrjMRWo/BhwrqwZcTAoP2ims+w6biHuXHZrMt9I00rOT4iAKVdgHmNOPylVzY3f27gIhou+RZXcIStmj2OeaHvRHFmx7LPRE607yMKzviyYd77bQHnhJtEF9kUdIytBwyBwEaMNBXyvvT9YBZQR0CH5pEW/WFmBAOQ7re3a2u4PlS64N6oee0N2gdMbVRW5fsWtA/5kc98/KYPgCFg6t8cigiAUWxMGIhwTnRxT+ddFvzmw4SWQbeA6viPRHCdcGRJ47Wei/wEu2Y/lNZUlxnyo5zyyowktX3uAUJMDdaqLsP7wldT2/dw+aUVPIeGb0iaqNrs5x9VwoVVGzeCbxdTXcKVwkLPfoDrgUgd7GS0f4MzIGUdU0udU4bn8NzSOIVpQuMPW6lI8YdYH6rSNnR8VjRKZEf4kU8T3+5f/XbcFu13ipcq1hoPxgl2dErdXnf3SKneg/C+F9nwDbcYrA2yhH0qgW0lMFb/LSgH365PTzzQmpi+mpTq+JASsxlgmxdGBv8JhpWvpsIVT09QgzCMH2LweU5kCTtEUOy7bwwoeLo6I5tUsQamDu8IIbg+XGZ/hunKhlhaKLr6L6SnsYfDabZYCrKpNFjtuYU+1hfieQPRmEPnJG7ivm9sWoMw6R9PMEYHfxluo7TyT7yaTs65c4Ydk/SD3QDIg1VSmHxCTJNH0M9xO+T3+ZBXtwkomO9OJFsnfrPS4k9izrA0/o173QYk6kTZlbFbP6b92C2Ejg5WOFIlQt4SerKPlP3sUWxOmP/rjru7uqdDHgWkWWLXIaQ7yivBfzUdpfwZQ3yevIy8B1W5H2TL3jBcFly7JiT1s5wj4Uzx9kIpw1/8w3lOOTSfxrnTQdvgT6UwoPbxZ0rxBHLf5FNUanttsg/kO4nJH3ibOvTCQS8ANuQSXjJ5F0bgFrhf0KNPR8CPLBeNlQUc/7LLEaL0WzbInmTTZ2IlCWBuBFuQ6ungKJRbZBcuEx3zFV729e9itFtYWwYYF/FbhT8DG+nHQjL3MzaioZcMOauSkxpn6aFINotOWF729fsorKa3fnC5VtY2zAA8zRg2TzeEhG/0oi4BIgc4uyZp+CDM4pRKwygNa2I2EgMXNjUxxNI4NMpwtzdHrTH5kMLW/agP4VaPo5zH4zGqe33i1bm/8jx9kjB6UWsMP0Ay1aVxHGgrJkMQd1s3GqDWGLJim09ps0a8+1dgmyFmJf+m6I3Ze+G5KKBzUXb7uUNK38Gl80YBW/xEU/1Vsk4RuAsrWZFE3tfhCdrLs4R3TzZnSyQjqF3Yq4pn+NFqBlZ2PzMAE1zo+oWWIyyzncNEEIDdYuzU+R/V5BsQgG1Rrik7/c4s1gLm8UFBE4v987xvikMRNjnK708Wg/QI3ke262sI4lKa7mZ8y+kpPytAGjOcd/Rg6OT0L3+xktm/W0nnhk+ilKYTQY0nrzBlS8siq7j8YDAjtVr8nmne+JSXYw2X1yGCwiBuAHEkSaaNx+ykLTNoUrSY65YvCSeGcfjJGQD3TgN2q/u+DVYo/j51oY4//8YQtcWInGnSaKUPZxiFdJn+1CdiPR7V3Jiyf0/bChQKtLL+pBJI7taHrhCeQey/Xdhk07gCS4mKbp9A+85B20One66f0VFW7UDh9kraEOfdObHY7Cvvs6cUvv/DzJ/BuCFDrrcBIqit1UwFYKs2OdZqVsm746JBiY0s+iks+NxsCMWlvnpJQ4QTA7ka3jThRpz8djUacsmZxKx0vFwGAlYlDURvnzySAe+cSwhHSCUpE19UblXVNXPvK2WFOdTZJgx1sWHW1FfBj1f5CdbNOOiMQ8Bpa3h0Npfg/1BJEzteC1SUWG3kLmi59T0fDyiQv2wqCYvJh9On1NB8+9BzlztxJvqNo7Iv/n0JkL0Q7pSzXwvtEpLDV3BpxUaE/YuW6YuX/9rO0x48+zeGGg7nlcvI2OLRlzddg8ZVn3nf9ltwGt018iCA3lbBqDguptdBWWhDWGuCitMk0OvyQwRzWj6Yt73rcJb33SiJEi9/NWMOgZGq+lEJ64p0q8RUYhbkInHcJrj3VKhrBbUuArlOIIMxw8E9elDZ/9s4pu9tbCdsxuopUJwIaSY1d/MPTytKDnT9xR+2jX5oahyfGm88fBm2Q3wdblzi8gfseZPWYsBMe+8oTGwke65lh3MVMmkGvFej+u9kGfrgj4yIXeta2OA93I411l9MypK6mAmRBdVuMKD13OoVdicYpjY8reGqmrZzRPB3QpkmyLUr0clAZzV3CTLD2iR0P5gbjT5zNA/78lG3+hDhy6ewvxs4YPAo+RtVeL+NEES/QjoggCThrfT1GfmYb5zMyTP/a7IOX/j+XzSA4Y7s3V1vjOvyvRuvDInwnyqv0mrhhln1rKunBgays3qCrpdRgUFw4yo59JzeyKT/DPKFWTUl0j6/DQr8oyQndm7V4cJa/X+mvmNXUm0L8mt6jjdDvPeeWQKJS7yHr2/2qftaLZV0r0p1TpLstVdELFt9ek3UcBOyMI3c/JguR1M1ee+14VuKOaW/tNsBnlKBcmzBQoSKwDF//TEF2zlWWt4FheTzr8BprqAsmdTh3seCWG5jh3vBGBCV8j/D3xIdZDtDUHv06B9GJvp+WQjk9NTr8YLP+0qd8bZ//BfCRCYW96z/VdlY0yFNPQYbaSdU1kqBmtsIZtUrLKOxOZcazikA0vZLH4bBBQRjTbVd91kpcSsKod/3VzS9VMUMIt0C+SCxtH2rmpUadVh9AaRrWSOQPNIOoxMfKLkDe1qdIj2fH+jNO2qxH4tHFS6UFa2X+wk/irHvDWeeC4Jd7UpjyU5VpSJfGEhWMpfvO6kjTQ3MEWJABhbDmQ6XBkxNI2v+fb8ODKpJ2+j0fvGsOIAjcAWveNxspiPcJEfpdyQIi5hJJQvLWhmgYgZJbpRlbe9cwmUT7MRnquwI7U2IkmS7+hi5gsCEqqEAq3Ehb9miYSaeZtGXJSfYhwXROQO9jqQqZKxf+Uo4vu0uU4OZXVZrWwtv16OSJsvnB8KLyJIVY+VA3EsxSA59BrPkU5H+XezKMRRq3AmqLBEcOsW/28nodam4xFEK8xw4HuxTIKdYrK81CZ771I8W65omfb/pFPXnct12VhRtx+cAo2rTDeBsowzmxWdECzLxvRK6FXTIskaEZCKahp/s77NuRyNVxE1UKpx3P7o22+bGXs1BeZ5C10VCxqNKGp/JO3bwratrbOQ6FoQXzE06cJakFUkdeznkfF8jbvM1G0MV/gPw7906e8KKqibu/i8PpIgntxVj1wVNjioYwoggatI7o65xAmmQhjBKDCoRuqac33ZOjqJqnoQBrVCBJK6vf+CK3PhW0AifkGx8OBV0YFZVnPmvzEwYderQMW8T6KO8Cuq0WdxZLZUb1jC3Zi7CenqphROPyIxCkFd1tJVLv+/p135qLB0JL93nRo5AaPi33PagpKJ260bl/c9rnF1U5UaLMJ9edqv2UrJDJBqRmZ7oauKgKESDk3iEloAyxBMpikBWd56/MzHVF5OVPuXGDKiI01cf1KzmThjPUU98j9dR8oVQKP7ovzAASvpYxGfptNgkOsPUWYpAp6ktwRlroLDLbF0wXjTtOGM+v0QCz7kX8kDEitmF+aewIwvfndyPUP9KIeTIaHbwT66CpASSutsrbohSVjiwF9RkoFcsTt8rwEIjafkvypk6t8/zjIWQlz3i2PzKKfmgevZhmgH3IFBZwi4uRIPd6aIL3a/fGbq7qnqp70P4CibNsvu1vD0VaXcw9yScCS7egGMI0I0/LLdZUPqQb4rw6UPjsDkpKsrSHFAAgH+YmPw0oWZG0dDhQsfNNfIhQSSQOSmlRKwZ2YM6iI0I3+9U8tbywDM9IdcqtIZsRgroa75YLur8y1wADVlbZ8Kc04S/eHUEoyT7lq5T/GVc5I3LMe2fPZJH/lbBLPcSn5xT3IohZPW5p7ArsgQFQXClgQutZM4ncSAz2GbM4c42wgtsei9aENHCV7kbG2bmSdQtvu7q5fvq67Z2oa3LD2QXrJm2FwtNjKm8lCj8iLLaFW7YX9KLrcBlvQ419AQOEt3yI9fJTB3fPrP5ObEiqt//wkKOqetXfxz/bZWN6wpBpKoDAcvYEZebskUnqQsVNQ8UqpN//VGsSkDWuH1NlauRbkVJJMqfuaQ8zfRat/oj6v64pgnSBTc8zX/L4FapuS0VQuLIlv0+WO56hf5mRkkbboabnQwf+fM3buUm6SsKBjyYYNEuX5ilYYJGfN/m3AUMBhBpPKCJ7YCibNW8+68i+FrrIA8iAZJWePBAoACjs8ZeVo5fo7/hm1XsluHkhgfKj3/JC7v5q5Aoh3Y56Q/SOJlCQTD0q8502dvr3kjWyTy/rY+4ofCBIMAXo19ijh7T8g2iLbWMEhQkDCWCA3Jc+i1/PsWvjMc1l3h2WxK5+LkRubcx0pMKDL8GUw1DfYIYOCfpSGX7qbVDFkiXpRMUZMLGqVEAklo7YYFcwor3NxR+coKusEL57agrK4v0OqH1CJsmDUjf/7yGpG2xipBfU/TdkxP79AI7MUXxdzA/D7TBrkYGeRoEvvBimg7sROKBB5HUUuMDgisR91xipOhdcz5xQTMU/Di6nk6NEqHZBIczBnTMWM2hnBDQhyidv6UU5mQ/StMLNkhtsVBkM06N6YFzvrYXvEKqzpXmZRyjAWMWueT50/9AeJ6ysAJeUXsty6sm+aKM4A2c64EKl0vscn2gXjuOBP1dBj21/TKaCE6DVNIEkfmfrfCuT8CrVE2G9Gni9CKc5f3ZsZsmqjRcakFbq2YVaunQrNsC38gXTyTuSiVAWSOLzMJvvT9LEw6fz2kz3/jb25v4gEpLdSOM+NLN8rtuvHS5gRE0lQvJj4i6/4JQFANjhkvP9V8NmFWoVBi3BX5JQk23SPl6HcDqnVdnmNUvgH2NW4744xkWMWKzh80rqLgXMdlbl3mGIoHtqt1k1z2owpI2v/qV1qKU/AyxjqL5vp2ftc6XTVPJd1o/Qgxs5z3Y/dLpIbc3KOQX7b3gyEiMPU+sYX2Dj09CCVnPy01MqsDo8xPq0zpjS1B+AvGrwz7faWjxwQdXxqzX5var8tOqgP+/s5PZ9+zApr7hqw5UZNx0yKeI5n73Jk/VMZ8UqDCTsYSx5PLa2JKrT4hiIeZRfii1QEH3Vk1lrRGgHBLfC7zy2DAeI6/D/WhCGXJ+n+uVkDr6VWrr1BeyMdaMxMhZCSavhl5wZBoLAwvDXmxMzfn7MsJpuOYmiblja3CS5wu2/61Z3W9P8F2rRyY7xifnu57H3uTYZ88RB0P6Z9teYfEZlhF0OQsGVLNFHaPZSGwu+oBG/CGWd6xEk35vtfku9r897cTmdwUaHzgV7gh3yB0wnY7RwUI8kcR/j1re2F35REmX3/aJoekRKKBKfP+7YsPdBUJBLvt4+YJP2NtuIFfCgWgeUrGW6DKZtPgo18zFHuRyVbi8ubg2n0n7Nkv9vJGIq5c5E/32zG32Jwg2t2gI5FXLYBunqnu6TZ2pc5SK31Teh91gMIv+MV8ph4oLDXVk5buC8avftxQjn78aGVdXV/SVxxibj1Sp9XLwKtME1eEW7lEPfy0eEca4IguVzb6zy8sz9jEkxoqEl3wae2+DSIla/+W85Ur7YaFgCMqJ92R+8ZvXwsGMHKwoQuPEtmoYHXMhz3RlUFAzKDqfiXbIsOTh0MZtvd8Sb+xoRlZ85hhE63WVa4OaEGubJeynGoJghd8vUi6bcblaJl7GmeXb3xhKL18Z/DEwmdPS+QuPEhnt0g7iGiY3Ax0XnPxBdJ8wshGlh3VnPFtT8Frq9T8r6bZ/NZqwnOpR0HOIRczT2nDy8gftCRcIvmLRZe5rVLP0P8rfWSXEAYS0SwrDqKswujsBnhjVRgGRIu8JR//RNlJuF/b8KSaUoLR9P4GgvuA8bO2YZOOpZtBL8RS/g05S6scP4iLyooL7FleHCXhK2P/kKQmh+1O59wvfjNfYX4NiQqlbtPdqg6AzkcqwEHF199pPfCvm9fJwd6oFosBV/qcZ41eKLQ4R6+QLa7bjKlOKJU/MvyjP2ltfITpzyGbu7MJ7yDwaS4axeSmvlKZf/wy1bBvpx5wx7DoZ1FbvCYUswajUb7u7ct6M5DFBPpF1/1bZIb1HsoolFzpKLk7oNSLkcMdwO0pX6L1wY1YRvdQcL58RoucfS/Hq79VlPTkQbjQuhRm8Z4J2TiI2xbbznlru5eEYcuHzmVz+UugnsXs8FXpq1pa9C/7MDcL4E9I6/MdDLhWPEf64JQZ5gRHr3UpQEACuiyc/iXBh0w1ITrfhja/1AwljL+Xni0jgBd00HBREs8ZuPLtXacLJIGecM8DyoSq78ESFNd87SBCd5ZWIy443daG9v2yWpu9Y313E/elCxume2nA+xDFfFJ4zbOYtSIJnnwLB+T60+tmhaJcfU8a+EFAhruwuBgmvLjXTBNVQ8SqiMBFTzNwYlA+IdZq31zJXV8iBG9okZz8dp4XizDHu320HDnWeSwwWIhRKRWOyG2qfHcTPYj47FVq/dgzEhRSDqSW6dD7jL7YN/qZt4wbBHLLXGCGdePtW6Dgy26UZd+fz9L753tD3+qPohf0gY8Sg/ULh5DM23ZXOOoA+myG+trFtv/glo6DjqPQoo45Hwrp9UgWb1ng5+4n9UN4C7JEzVo7bXx8w99eoMqxO04BbCtHUf6NcHQKW/jTGKJ6GQBBt+DqxRGKvVE0NOtsQBv1eFaFM3NM/Ua0FEqIS+Mvtk2n4RNFFgSwx2OBs5KAJ9Oggwv54c1pPYUVxPiLKch4aTjPp5JdnkgL5pbLkBBiTfPBZ3Ba94mXOQSvvZdJ0etN+BaIou9iE93i/n/UBhKP9HIqTNUY1b31yZTZlvGSeWDGewasLbl72wn8vxjFiqzGE1aRyUGWPHgVisEJkDYo3LmAPFTDYwOUjBHvxWrmLl9F/o+GAiRYtR5YZNuNrDdG0taX9twL1CnhKKmSPyPc44+k1cYhZNOA6I9J/GA05+AmTXIqDsSg91AYvj7+1EDtKS3tRRsvf94Z/RxJjqrod9/humUKAQs9zPfn8LQPBN+NPX/r6zKFapsJohSCZ9/SFDUB4IdpQV+eVSjcsgB6YOA05GIhhEM/vmP8Ya/LyjhIuUB4livQIBL5fyPYnxw99UExwIrccwc8HUuN9N2eqZitXJ7Kx2lBCSoJZBpkS/YhceAsQbztxjIXJh522tXAc5GRX0/AQxl1NKO1PUvT1ZosN/uE1Dz+DpGARhLJB1MVoWSLJXGhU3I2ZgKGafSvs8Trt3Gi+DOL9YxYn9PPcrNUfDC1LsXYi89ueSsRiJtyZCfqVvIEk/9bn5BZafbpNp3bk36nhD4QwsyqBco+Bsv/mEIBMVIRuhoSXMIrlO117ZNHUC0x8eI9diO5qv33nvqwqHJVr+nxud9ctwhXNxGcIDGESV9nG7zWCe6TL+Vp0iMtlqFm19Mb+/a0Us2pxIrqZV9mrIgvhtzN76ZcrqNGCuL+txppy9tc6QvXrMVvMM3K6AuD2zHXrs1NniIOr8lVjDbYroeCXfu+QU9MVUdJvAJ+9Eaa9IdsX/Tv/u4dMpPiLHsAc+Ia51/hoTdUgSW8Y4QX+y+/walUsn40606JkvWrbOCObGN4HMrtO/p4+oTlabD+vIC3n4OwTAvuZD+hBGGfdeygKBVMr5nge4b46Dxf/JD8l7yyZ/fy9L/0KrtUXZLncR1W7gfVB0ZFHgi73u9d2vAGbplvkiravv+yz/Wjm74bbyiMLuh8c3hNj8qAM9vw80a50uouHScwcOZ5ECI/3kDZkGE7qRSXOnHibR7PKpRQ13Ka9hnKNfenPoUIMhR+/Tjqa0woU77EDXNQ/cvyc05+6DhiMGcpwrh+zWmPeGn1AIGZWS7/XwBSJUaLj/npYAso07JfQTlaRmi6CdoAkWqS0rBFYMHi8SSjxyj7aAUG08veagJ19Vp05HxsNnbNKwi0LMZFwOhCbRg6/2+QccZMRM4BnLYx+Pimv80w+ggUHc5/h+Kwvj6aO7Pxhu0qpr6fJhq9rznnjulNjQUFVyC3BSaWHN5AsFJk7fqwj+g5mn7GX1cr3ebIH8mlkx4XpzAXh2//lowWmkiE3gfjm++Cfnc41+Rc3XcekoSa7EFpnT4/r/WL6ARnjw8NsjmZEQOR+LJ7Dg/tce2SscZ551Q8PT19ElCRTcoAsl8uc8xmOc+Zhi4oryCHhRTCe+VuuBdkvJySGT81OnPRRFufJkfK1W+Sjx9tfEGnD8dcjZqlvBkuXmoneEyHBWS8FYaK/njHgDWrLHEVYe4lLh2JGK9nBN7kvRsOIseMolTuXlD7+VmWDraFueUH5Lq/9J+sQXH3fmQykwAaOwug/iPC8CJqD+uc0ey0Tu6DmeTn/4cSa8zUF60tZiYczpuK0X75qsfcZzDEZRbMjRAluw6mL0oA6maIF/UTHF6pXzHj+VV3/xXBGz5jqhtCqL4iOsAo0LMHU6GlImlW1vELZUf0HsJ5t0VZt782rePl7+b1+oL7LkH9BogQ689F6E9RbjlL/Ny9d7zBY9N0UNWpk/zT0Y1uEupz6S9Z/pC5yZ/hJ6v1VIbvjzvBGzFQ/A/XEvM/lc7fPgZiH876jj/UvR/B9mOfW7dRJNuF/Eaj3jvTHp4nowboWtFzvDnjPb/LSPQb7NrzRN1ro8fjrLq6IGiZKz2ks3ddWzI0rQP5WPR04b2OvEvEdEEhqMdLcttnu/raS4f6gqWrzhQ6Bkn83Q8b7S3PInrC/AERjrTGFgnBGoV7bT71cIP8r0yjLoCkaryl4D4lax+fRFLUkO/BLlG4TjJQS2R44O1R+yKiboFth+dvCfIWso6lQTivbiV3JSJQCWQBwZyMvIOK5VmKtQ/wWKvhB2N1e9D1dzBEI9wPzZ6nUEZM1jkfznsEcsKIgzW4r0mlqeaIhlDGtWH/we3Xu4tbO+aXiJSn0R4KKQ/7zkHJQ13tEi9MzVlhNTXIPvwrznoa4NWONJulH6WnXEf9XQSWcqwSxUSz0uS/z4o3gXPTiTvRfZTcWqAqYcWQ0CiVzJJVbyuABptKj/CNSwvCcxl8rOHjR4CR2lbeeLCE7dyFWvjTbwf/8Lac6Y8TE/AKOL8T8DZ9GCXXO/eV8zn0HFVp/wZ+tYL95ANVZ7CughuY3zybx4KWmN5nYe+dHviNUrQtoUka28yKkbXtc9sBKJIDghoIrjOTqyatD8RiY+yt3tIZ6mLJS0o6MPu7eQdOnboWrt7WzdslWhnOzd2O9RhmH3LaOBbW+l0o02yTUrCLAH6ze3rvK920sQO9T5wRPb/NYz822IBPpkIh1OpDzPrTGOvzfKNNtlMxDyIl9/SwFLoJDXCFLYo7ifcv/L1uk+L7DKE30epOKQqJfDoSkwAePsduPUv2W66tNkoOes1iqfWnCoFel+/taWvzTY5HE8eUZZxt/XTDFJY64mf6nc4zK5lUpFOc9AYOEJiVLwlWAXRaPoiSB3H8eY21HTJVobPsJ0P/LUDKr4II4vk+MUFFEkssalL0jq/hN82WGl36J+mGBOBEGX9MCYQ5ihSjyGCHFtVcOvjj+l6SjCblc9dmzyu4UWxAODrMNaBU953QH1nl0YHgoQ7CncP9CzN8qnYCOmXTrXKqk4lVCYcO8uPfHNRT1VIWa39wp6vnfNUIE3Vff2A8J3P2bh3AlBtkhW/LAv9gf+vcQrq4n1cXDjmmeuh4qQneCdZh4IYrcouyiWTeEhisIUkaOh6xM8PBTx/GS2cX8eIrHfStjgOY7e7qmhYOOq86MTJrPEqQXdVMZ+O5t4JcZdum4pJ0GtwnpAja6wf1vznza8wY37Jpoz30XIRKif+qh0h7gMoBYqJXLYg7pfOV9nEryzvB+Reuky+sUacB4ma/I6Jh0EX30n2AjJPxZz3Yyw0QugrLydDkqjsVyPMeD+34SHUeOP+58WHYnGM/7T25hqOW/5C5ICT1lj9p2oJBlX2lL3YKnt9dmmZKx4F+muOTPez+0EIXEgUVWgJDfKW7xRgwgNPXbfbbPrPZS2jr1nfs9AMWmLmCobMsWRzAXH3baBTbM//PfBCHxR5r0gV0yeSMx7vVRcJU6iCCHIUgmJseZ0cmu8RVRP19O/k8ho46jNWXCz0rYJIYHXAZNi8H6XirN0Llz5wb4P67NuyVB7x2I4rg+WoDRqKw3R979Oq3O2URmnaj5I9aDq/c6qceKW9W/TKVnaZMJ4+M6iFK2yfkhNK7Y95dj+9Osfnd3l1uZLJzOhRZQx2C4XTEPsnM3QDwNc7aoSXbEX66uamQsTM9/PwK4dskSs/ASl1mHRbL4FX7m3ETMVd42TPMYqsQLb5btMg/hagHOZ6Iw+u5Sn80rUyeP/8Z2Cs3HMQmFhUWPFv3EQZ8UBMbRyTT/mi1c+0nbblcRwuUMhzv6oPL6ZCfskxywb/KeNihKWaR5/T1JXSE08iuWJBy53OjNn4rGwetf96QlXcVNTF/9Sf0Y+kKuFcj0ebLr8FAnLAhkvw2Jdl/RStomg3xgMpL7OrPxuZ0OEk7bVqLsOPu87OKk2kL4FCE4j69Z7KBs6I83mTvLCg75HqZc2QdBr5I1HYpY7Te5Jx7ztY5yqr5JWR7IOJ+1+bXucuvnl1QB7r/t4qtHZeJbybz5Ma99m1svQXWS5ubMA+Iqxm8rrT6uncDb7t72CJnRDFvqw14Mn9PBL2STMit2PIt4DIMO2Ri0IvhdVKdMIh5q1SLfKWdds6lu4Vx8PVQHrqeo+tj7hF74b/4gK/kMHYwhl3/FG+wojTCDk9nXo1gmb+tQLFGDDbljE1N8/EkQU74DqRWTmasmkJ98rwgwePkl68NdYSPtejepvB+flpKL7zyyB4Atm8liZuYLl0oxhj8DIqjVaJvm98NpLQqRbfaNRaHnC/j8UCkgd0AF9/plE369SkrkU0eN74pUiDu/EeQLIlGgkDTma5vfn52dE3b87lOz+Mf3t06kUtFE9IG/MzGeF0t2VKTJtuHdqkt8N2X+xRGfypG0WTDZKwQyzU3eSCR/fI3IskWNQPCssDqCiUGtPGmoJkPKzyyFIOTa7X2WlW7OV5VC2epsusS4bo8FRpWJ5VfiWthrtqxW/iLcAocJXNIgTpfYjGMTJtmBpRAl73uRMm49KWdLXfWN2UGlN2R9OUx9mtvDsBML/t6VTcKoaqVZ7pQcznyFCwMdKZ9UhbB0Q/2tRFdjNUaJ6/bIBC2hluBKhojM1XOyP1eZGWKV8jbwVnwS8ff7G2Jn71DjKz/Buf2epTiiYOVrk0/HM3BdBPSJi8XoDCLc2sbK5L1tGmX8Mr34KP+nx+xJoEmtenGgnQ8ZFbpp9lnZc8RmD9Jx29BDgE1RQ6rDPWi4QUcwQDTsYBddLXnRd08OP1ngYvgp/PXm86Eg98n66pYY+TC+hZlxz7LT55TgO8G8sLYsBF2+/ODKIehu2H1ZRP3tS9nbrPVH2ukeYcHj/aFSH6PSz0ZAxc8psdXqrczq/tf7njxCmuaoW0WZNPwMGCZGz4IJ0WVWUfSaPux7Fb7OdQ9mTG1e4RGaIQgtpPWlvpj4r3JEY1eOVhzJ1+fSB2Vq5QJpDXTo92+q/+ob/n0YvAYiU0kqKlzVWXeY+32kLwCGgVxQh27Ylj7pTQl3mQxB9ZZpzCek82BupqjeApxVU1L25YYvOP2FhT45Mpg601fEJ6o8ga6d8GdZXbzS7muD5dpTnFuBWNTrAM/NRRcin7MQocd4Lu7MSpQsXXg0D/A2Y2TjU2ncJ6dyQ95XHRREzIsvPNVCz3v6gkuc7vLiI1v6lW5RPYwZSR/HOxKYc9ziRaBsugxSPWRiRbcrv/es+ESR8QkVydDdfIpvdsxMLzPd9UfZyYW8EhW6+PThkzoQMoEXQat72gWJ9GzfmfzCOiay6zh5xlk0Ny7eLAiWqoh1+XxWjl+1qxEXTaFD/D4ZCILA6lko4CYxOVG3+qu/CSiIZZV7Px86LHAAnLMiWD/qz72JsjaFJOxGIAEcyKybTu3+DVZWduVMIYM2ePE4/7JQOkBPKnSyhGyonTlmv9QBC36oze/WqF5GmTHxiwE/kN1aUg3ypdRo1Rwu2ZvksaskbfhJVYlV1XN3VcqWj/4DDv101qgdqdSTikJTTZVHaHtoq0EI7sz820y8owP9WaemyqW7GTaDekouvxfkWIjjUQ+eWup/tsX9wk38DFPJz3nVVU9l9ww+aWH7M9MWcGdi/F0Za/GlLm7sVZX2NdHDiWzrXTQ+IckTyf1lAgL0uNMrL4pzGyRr0RNvrTAwwe55JJuuUN63pU9rYwqckaS3BWvcLWsv3x0JIxYovgrnu25rQUjsXmOmIrBVK/7nIhobpaPQN9oVBdki9EeHrwGgssKgL+EkxpSr+UL41hnfk1grRXAJqghZZkdgB8waUq4jSk5zlVuseBlMVc9THOpMKDALuxhSN/iL2HhUsQSRkTe/ajXE+l6/s9WtrxPIeeajJvCJYeg4WAmdII9GcPqs0Vsi92xODq2ZbCJaSFHnba/P0M6maPSiwsuQNpjzjE6bVizlcxMWe1wc7iVdRr3EigZbYFH9IynwGOFehyzz5+r+BiFpdfyccCaulRlijRKv+2391eS0qWPhWBb96olojg/kv7Loy754Y1/nsSW/npIqh+R2stnLyOlBUTl7akAJsBoY/2Rh//8ML9CQ+5yUnf001TKAlBQuBjYeHVDgzKqFtYKoWA2eZLdKZTUrmSizCv8iNV2aXpjWMdwoIEOmIklar3t0HYrl3BnKwNRv1onpb30LruxJ6mhMZXRTELweL4uEqyv8yZI/v/qeFHBGDHPPvoNu90ihwtl/SIuTE6lcgLnrChxNrQeHYH8OQ53w+56S53Ob/ayMunbv8yTjKztGNxJ63a+cWyifCh/Bv85iGLZ3BOKH03/7AZH21NaEeQBORM/RGjCF0fCFrCdKqYycxCHrBdyn4Z81B8/pJ9DkucvJ5niunGLNDXKv18d0wQwXdv9XAp7/XOGVSjwlgUzZsFNhyCdQr1DVGH/9dsqx5ETHxC9FfJuOKjIK/YLxb7JY7NhHlnx0ed0zR6b3QGM0Fv56F0Q1kUishmzzQwo6ybgdOQeui/37sC2Epw0oKw2XONq/SNB1bhgyMVYgosOVMOvUMCsgz8c9FesQSH39yvIrNIAT6TEw9iP+4UysMK96btlXgsex3EAM1rYs8vNWF/7Jytq8Qvj3AeuPXoxSawuqmdTYGwJQFnPADUaslkcbgX8wKuTDb5/XOYFYzcPmr5bMiMAnXdY74mW4hr+ahfbPoobqKh8MhHzVRzlkjPgtH7xu//roQLy11qgeMEHZXRlnm7kfwxuU67w2Slj5rwAnFC+0PJptuv+cbOGQGKVAio67SYIwX5iBozmQUPglCwBrywGhsS9XknBNBVoFSms0FaKCTzff7V8tU1OUUXfDdUKVOWo/IFKKZLybEsVOa77+McGW5G/Za1Gwe66kXGuoDXCCfa2+dQ+2K5Rn8VNXkSGqqQy5U5NPnDJqrr/uDJrNQdJ9b1ByZdL4x6tCge+UcG4SnxhH+5LN3u+JHMDX4eaUhPwW4feB5C8T93l/anE45kUyVu7gw5GIBTVenYUYRe6HGfEO7KP9gXIhVm7zRmxN6uNYkk1BsWlCx8mL/zy8/Wk+odFXsmk4NFW8l2L6m/EGHQieCHnuk6yMzMgJuSKPfaXpkzBc0h188N4rmW1h5oessU8WjVbNS8gtzaEAM1AO0S2Nh/m7A/1pgHc7j9OM/0rC32vMKc0dTZJpD1idloVW7kE5WRb7eWjczsqsOWx5anIiQ23LIdLIQUcIpNIuX1yFydM4brw7mNejApYcBqMRrSQ6RGX20jEa3dvuyzMnCKDBGk1JLEXmcjF4lPuJOp05eAOjp1ARX7XHVoTOgrEUS5slQsD66UtvnlC/QDUYtC8QJd6FpZWvYfOBc1oe2o25uGVX3EkdEjdkcOVHkr0er25SMAvDr/Mda0QBU2UP9c6Ryb4DnP+ys+j10z+s87TjJfxryHt8qp8giL9AAfwsybxcD/dP7ArEms9zcBI2Wys0UlZyaNIqg3zL1GJ8vX5QzeJf8ZuWbax3IxGnX3klzcejDl1iO7hz/Zg8+DlKqmpyZIH7IBNtWy9m99siNYs+p9SQ+48Yq6vAW12qLjCLKFH10xIrnES/nk9XcBqhjCWvYlpJ7E9uky1ZLcFjx9lWi8JH+yPHm1KIAWZiTiakMaV00E9srcBIx8jo7s76tfTL5fp9ItrP/IqvD/D5rJ3iecp4jBVUppCVqmPW3VVJ2fz7OTvDlGiIkgT84fFKBK30+Ab5TfSJpuWzbSY/eRGU/QgA/0ViN4HMVKBmz/b63ZWQpYN76OMVfKiWOkKVht96dTttRRwAewiWa/sKC1qCQNtLXocj4NE50GpGp2LbbJd/MRf2C6IQJw8KSOA7Zankb/K+oCtEI/aNWKPUfoYUo/jSU4GRkFMglCUoIvr8IPA52rbBfDf6kvVTEgWnR3ArFsozS9ZZU5g0FYCipxId39IIxpbrhSkXPlVxxjbKn1lSg7CW8tfdG00z0e8L8UNs07KbNN9t0EXkE3GcgK1BGu89OPYUGUYeHJJOBYDM7wZJlpjL+MnlW6qRnMwZ3nfzQP9A86G2n8LvszZ9RzIdCsyDj/VjmoI3ugqbGk3Fd9PfitOLQbr8uQavD+QsmjT1oaJ8kewAeJZYnypid9SR/9zfsUpxPjurLqcPoa7BS/By5BrGTN8FEwWtSs5viAmhZi/0ACEvTkBCV/7IdEoFFjvL/n+zkoLsI+s/kvkVIAz+EzcirlEZgjtyxAl6xyWTjz8C6yUPmLDrwtTLL3oGePRpjmdFcjDgbkAe4TadbfCx3ToqGgIhJ47KfB6z3KmYdEDxGXS6Qb80e4DKjiCDunrD1EIo7Cd+TML6kJ8izsCvCnsJyflmVcAkE93ybCpqF/6kaYoQsftvaaDBXNW+Bctnup75t9C151o0AcUg9VhutIOZL+6Q1d8YFe4L1yovkU87LKOiyzS+J0autwcq7k7HJrGeyOnQI0PqXPB+LKFd561hxzU8HURmR+SizcZ1oAikbzil20/rpcH25XZsnK7zSZSUeaiztaokWQbxFabEEoTFlEw0jo5YKLTVc8MX6c5lTOESuv5WtTlbhyhdUV2SAwQQEz+0hJqjjzyE1qDW1p5Oo3qzoxyUkeQq0ufbiWXQhiqFJkbLqDKhY8vpbD/UkTHkM9ojVAotihOxsM7P9Dfbv0rY7wy1Lgq6bvPW47G7ZRKBBYALsProkrkrcQD6yTRhMnWOPE3YDEIk9OpW6es8eKMaYQW2Y/Pb8WytSEfrPs3KAuZgQSEnZbLAD3TLN+pnsWdBKSu3d773YH/Pum0d5vOEFPD5DmpGT/irQlbOL1L3A/RvTorX/XU9ujzuGYIZdV3M3jivHEzve/g81yTjjchg4zVcnlicMKnIsxVk8DYnyx2JauPuw3NY1WP3V2AGkwJMD+swMgK0XmH6rBW/mSyJzXmMOz+2s00xFM3YgyZmc9yoUdhWbLTaw5ycrt+Pa7r4oa5SKH6pj3B8GBapHl3j4+Cjek90AVzV729jJriTHRMS/ZV/rHYMY8j8wF7qw72s4AZytENjJU4igDf1Q1RJyk/qzowiPmj8b9clSl3+CpP2njsz2RF21iHK/ZXnwj0qpq/PRGHKyGyg7G+lDG1sRU2kxt/oZEvgqPKVji/o2Dtx9pZoOxvyAE3WoR2aeqFJbR9YevJJeXHUDLxRX2OZN2+qHELEn8lJZZOnZPcgn6KpKPTNQksWhV/1eq2k1ZN6iB6qC0+fsBKOKbHk9qS+IoP0T+oXQiKEskcnHEP4EDn450iiibGQoDgAVDlTwiOxhdGy7t/Y0tGU1fZhi7lIgCerjEXsDqj/oW2MY5im4g9uk6ZQQIfE+LnmQkrZVQXqD+cg/xGL4eYhSK+47b9JddPP3H9FfhgBJemX4Kz/+BXwSuidUS37979rA/wM9sojj4cubZWFbsTi2GKh6jsGrBPo4c52mCpxBFUHhPy7Pg6aKRRq1udRmWcQ6/w1L/aw2mWnW93J7811EqtmhRdZBbAZgo7FITi49DKiVEnWxJFchlu6z/Nz5DBMZxdDvny9Ri8SeRAEOzQr3C9FA16JJe3K337SqAYdCRj7iaIy3i/BgsJptA3apC5jGwaR6W7xrVHOe/IVGQ/NjwnEHrZ5id2R1L6JlA/9F8Dxw2GHRI7C7+OrIX9Ktt1Geprn+uLmi9aMk33HZbK3Eq8wlwMwgWGyfduN4ARKVodvKulk+fMEYp3gWkr6JCL8XugaP+l88OlxLBnFbaSpd/sDvFIAEEMmMRt10XzXu1SiJ3TG7/yRLkw+HRDOleniPDPXylD2+5cpYbdrV7hXKx6R2S/TK4fqka77k2caS/G21y1TlxSwjJvKPbpggbeGyizUx6S1/6li4Ky8aUnbQn2NhQhyTtEyP8QRrRxUuqKGoC6t3gnaLLIkEFtZztun8nDCiJySd2ZW07MdpdWnvWRP19r00E+myqlJCFGM1qlhVmGZW0erDCI12T2ZHWOwQdjTEvQXn0ZknAzBxevLxg777CW8X6Xnq9osAYZbiITY4N0pLi5Bpt/sQJrPoxiqkl7a5RCKL0+tUQyawrfrGIsttrPTKssHTZ3c2HWG/1ENyM9mbzyu8SVWUtkAITT8VBpvW9ACykyGJxqLMOc2Qq7J1U6eITJdpzKmqsIOL93335w8nsWgSovdrOf+OvfjlT/u3p11g8i3GHYXc6lMM+z7F9YLtM1Z3xHYRSgrOlIKC4Hq/IMw1kNiiKFuXY6LnOxSJbLpBsL8TCEklVEteV4fAR9UHSwYqi95LCWVuMPQZ8dkftrv6WMcSf9iOxyzly5tQfd0BMbt8KbjATvESvf6Ecq4869DvsQ/wiaWRkxnpArD2oine4ztRcXBl8+8kF4YVXJNbf3eGn77L5cOJPXJ8VbB7WlpEj+FxM1imCr6CI1c3RwRwXwVqqBMSnNrknZUqtK8RDGo/dB2plFRC0eLRv4KRUcQWVZzE4JxhQrjGFX1nQhdymHJtp00UQO6kBRJh4gEM55flgTgz3qs531KQFbL9SgpnL6eAbQTizTujLUMZBbyF7md0FCvnuNjAXZjwiiKQvRPQ16ZkkxbUApELyfuqozOX8hwyCh7pzvkZJ8vfD2H3WwcMYoksRCWyeYe7jSb7Kt/EQCmRJRfQfleMMae1tqsTi09UcUF479utT/B50ee2PwMyJsJOlHRj+qEWBFzHMI5auFV1dAShes2WGGEIM5s+Z80ORg2+CAdF8s+fkvgi3CxSLcZva0lFg+CLv1oraC6l8eEM9daTHdNN5V6fehLx6YA+ieCXxb1xd98g/fPjRGBQaCGudb0w9lYYbmKcydEHChePUWcgCL5r6w/rxCli0qoesqUqL1MJs2L6/Ej1puwJ3w8tmmw5CRZ7A95nVYO7fozcOvVGNPuR7BclOuiHPFC3hQpt38zbb+a9re2Ks+XDkxtyuVtPJbXvdwsMXEZTD4lv3Lzt+fSNhKLe2N1M4CxUfgL2ikSygrOeZ65fzbTpn+jpYGBYn2gvfSgPnGtGpuwxNFLCrDbUycvj6U8QkHTh9KZuoijX5ZkUiC+uJo/E0pj9boWDw66ZJi7qIJ+G9fuathGdm4we1E9xFrKWFCaLSayRv7tMTWsNEqc9/KJuJxrbY6+PBbO6Egz//YN2/nXAiMisZYCvj2yLnqOBC/jla/eByhaz2PYOVPjt4B8PEyDzUxpuB/oSbKF+hzuLwX0QUdiZ/t99blI97xMVjrR8Z+Buo7G+kAlSQv1On0n6PWI+eSaOTUme6ywt3oEMMhS/4IQ+tSiRcserlOjsD8SpwShDbaE3swSWQFSQ0WvQN/fCw084l2Rfv1A1ZLJgCcAJ3V+3NdDgGLOptG9ptYkH1lv9gzOcFCRyAszvL9YZ7Q8OfJwEcb9EXNeIgXMrrBYEDoof5R6cbwr7uVfQVQ7/I7n/ghKrnqaPdQGmg5iZ5e7HKO0+lt3AVwVUji0e4KwRtstEb+EeppfohR0F6P+EhUxQRYHfWI+I8Wf/sIocPiW3mIDufse5U1RkcPgS8AWyptVYu77EW4o2ct4Hvmydw+poGAoTi1ww1Q4yqTxoqBtAQiyZTzNg6kji19jzgefr7W63fXCujEv7ELkBffbJZfimOMoU8vE/4TUiNFhp3XpjGljs3SIsGl10yF6sVHJYhvyh1edFHVZ1gWV9hEToxlHuYokvEzIWxPLpgUpMec1vdNaXNGgfF+DFIpjY6MFQZffq7DX7zp5nNTy8KNMQlZvJFq/cmekdmVOVRdLWXpkrJPERqckN+wHtrJFfxPaADtqS3Rzo+W0KEviQqKog4dlwKh5WnKFdaxoqi6ySKJ6rd+xUyEhaZD7tANPixPop+eBVYnCGtjk9YGLev5qny1/gdrzBtarw61k0Igs57zB31NyZpGgLafMBt6CUCxiGXg2ZFucDTFQ6fOndk2wghmQEyc0gkn27XdAlR/pXURuScVAY0dPvZSGuOaB62g+JBLECyyR/JB35tMX+RXCF4APjh/t+NR5IDmEqLf/lmqzvjR+tm9vltaXnBs5kTGluq9e72quw2fNDsjiTBIpGLGicJMXdE4ZIueukuV6WhAZ69UWC7bK/x1r+NcYUWsPQpq36PIZFD8pxXX570xLJXTWHFtn+jtPqTXVfWgd86/WNmCdq59SVNiFlY+l36B7tZngOYpH9X/77vvHZghwAX+DzH/mcKvPr3hbpgSTf/mBQz3Pks+SkEvjQzXLe5/GM9/7wT6/Vrz8jfMAT/a3rDhbffurc2EJv5ZLcMhNG2Wup8W2MGinIAKOW7K/cO0nWMLa9D9E6IHwn4gj6HeNL6koenO1jORj+TcdBSck+MeDGq5cn9jX0695hTWPb7Tg0a3o2sKYfq/qkQdnk+Eyoqsb/ZfGh9CKt9in4Svp7AyY5KIIMNM8xzfxtRCxnIjmIqkupZIRXpX+IPwfCHVFNmQM9/X+WIZ6FpTLbpfGncgO3InERVB4Z8ANK8IMA0fNfztbVE+o+RZXt5FcaxFiHsNj+jN6VTptKI3O8YtGqh18HszNyd/XFYNVKqxz1WGQS7+jFZjzMa77VGtJ3aJ47s/s4TvUFclY5qhTmVUMyrP5kw61Fup/Cah06iN6JcPHbh59NZjEpM4X58mTiQ6a2/XZjv0fqE5qjbIMZ9kRO4Ru7HtrsBHdo98rZbCAU3SWCUn+VPMwcIz6Sh3ExUaYF9TTFZJDEtIb6uS/OKlOknVmCfcXT7ayN3LNv567fNLB3xEFJs09fnFfqIxTJNco/y5zR4t8RWS57/hZRWWFRKlB1i9ykUzPBHIJbokPKCapY6R+1kzVQhTdC8ZCIRL3m63SsSbj2N8CC8Co+E0+3Y4hY70+vKWHjbzThMfH7t6p90lOdYahDB3kolJgsX6KWgipN9fnfZSEyob2GlwTEEJPo29IyWe1SWNPDS5GqdWdMq61/H7I4p+OfKTz7zcdpkM5Pv5zFeMH49QaxS0O3umFajsXuAylN5ZDAWKXUn/rSbYo+kdq/nYw6Syljxkse8z3O6ZKEw6To7iOTmITuSoFHSrEt5eAEsY8teFRrjPc1T43E1sLNMHuydVUQO2tXk2nO//A44CB4Xuv07MI+IkWI213tuztUfCen9HyhAqucHx/+XQiPjwO2MiV3H+b9upgzD3iLL0aVCRx3F2YCKStrGgg449qKfBv7dG89i9bZOhNgUkWWDTJ5vxg2XtvYej4UTWFppWv/5pzj8wZCX294CeIBJPnWbP9Hib9uYbFaOWu2itlteMs3zt85aQf24nO2vvXrouP/Z48CO6wI07gvUqam9p4x9CZyPcyMLtNETh938Gqi+Pll2efZioMQiuhnzMBb6LavVXSX0XT9/VFdrhMD/JBv9Uotj1vRcZUp6DKl15BcXI5tl1PqGRnQNYZo2g1kiVJnbXWTD9XmNTHVHGthV7F3940aNFGM/1Qi2Gmg08ykLosGg+Iialj0v26HnAzEdH71gXHbtR5SP2Vc+BPOe8/uH9itN1exDu9thWsT6RXc7+YKePDejr3wQ39KKZPi32nvSMxTZxsp8LhCxK7tTnF9zwu++Av7wEcvZ3rN6h/+VVLPyUSJpsRfF3ulYRNqBHKe4f31NwRMnpl8MntmiF6D4HOxSLwOsO5zfO5iMT8ls3XgXalRcLnlQmrnNaIjXzwx7pQRk25CzsOL2vaCymTlz+8XhYGlRaElODlOGgkhYQETT8M3slcdRmS8cSjFt2Nkqd43g9YIGbo658Y/usktYUs6aZhhXxyj0tlnGz33sQ5VplqRu2tKg+XAQriMoXdnwrs2p9IaCD7Ty3C3lN/qaY/C/JcqxS+yEwVIaPgjGKeFISLUu0+DReHDkuu1z7S0af+47hS1iQFht1YUNomZj9aBnTYbNQ8ubQlyzcCAV5nHOs8BREoawsUNR1mRO3TBgLs23tKfxSTruFPu6iceNM72OrFvgDdCFVnLXUHKt++8eJ4NEI/6vD90mDTvOg0NcSZ1VOGPIkuiDeQm08VEfF7jFhmlw9J6dwX0ABMlriXgY7+dDOmkMinLtF/w9t5l4btmATBeWCw4faNfEfL1jNv193S10aRRlhaIgEu5FyuQ3WisFt+9V5TMhHIwNT4imNYkZiS5K5/KW8AY53rTfyQhV/AlCyN54lSOzFb9ME39qbRs5igmz4JYZN+WR6fafaYv7LPHBzPc0Gvpt3YxfTxKRq4UjbHstZtxtZXVUerwMTNiT+W2pCZ2MQMfW2TpYmWrjXVlap6BTl98lIk5xoBGV4Ylp7RT4Agndr+JXHK8Yw8CffKT6pH6POHux4Rr8RfB72JQiCUhEfDEu/vNWjtsSv7tH7IBuaEBVxv72n65Eu6syaAnDN7nPjYDcTdhCA/zUqR5wfvPQe1L6WZ+D8o1Na/wYvIvBUjAxT1E9+uqR80zrxcIDkjJfLoPtA5ptIu/4djA3gsniGDtKY5buqoqMqq/0vTdS1LiuzAX2o8POIa7z1veO9t8/WXOrM3YiM2dmZPN4eSUpmSSqJHOL7y4P4Bcs7Gq57VY76e3kpwpB0C0V99Gb0eoC6GqSpje9L/PWDXiNAOrpbZb0gHjGudB7D9Tga/+vfTb9Z/6QNwfLXhjdWqyS2tHs2PIAS1uQIr5kFvAIMOZV6jSFMO5dT9QCDlP3wHe0LcHB6YCP+VaxE2cjo2etRA8o0i75VCwVgmWAUT/77xD55R90Xl+NaBNLLOl8aRZ3lyC4Q/4RWOHOkr6IQmBjAkP34fgzG7OtufpPdVDs9EQqEQGRNl477Sz0dajf16HqM2NJ8V608dfiuZCLEmFe+heHI+b3TzO1WZUtVetQa2iMk1vguslqW8EwQOb0DKtHz1GINOmftYwXjJV6J8LIeX4Bei38gK3sk2CqS+Z+ltJF36Rb54j6u/q+rR93so+EIElSVNKc1j8N8IVv+ux1Nizxo3XzB9Z4VA0ngr4RJqoUKgpj19hQ5IBeI1p291N+32wWZb0N43oo/lUHVm1Kyl0MajYW7eeNW4+Iszm6VtApk7qshklaMWUVQl8Tehx0+qUTaDXxQBhhMKWe3XO+p19Bb3lknfuULlTKdPph3Djgappt9PJURcw6DfzrzkdwFyItcwujtcKWbXT50MgssrNtjN2Cj4GU3NwmwnfOQNyspnijCAIJcmTquQDVYrfL15nnWNxZg5Ya2SmzNo/MpJCPerVHZ/11miG4nW/oA7uQZWx+xV6K+E1QQ6mzIfSqtsVP0Szxv2BVto99sh2b9LyxG7aoR0hNFXfQYj+gGmJEdFzF0NR1+ComQKrASg3PIqZDCY6Y9vlZKOga3JzJOc1djN+DeJOiSvI6eAdmzuPZ8/6QSUqyRArc6HmDW4b6DuY5XJyBaXnEZ8nSRcqtQ2YIJiekF4zx1W/NStXOG5jIQw6CX5AlSIxjCikVi4217fv5/QoEWmRCVVdHAmUVn49DQG/9y8TW6pGfLJEGC5kenyMV1QTcXpsjwC3olkCjVYuotIGP5NLPsMyEXW0K0AvN1CsSRvY2CvWiYcUowjD50dOinc7GpoASwBNn8Ppp8bXDP5YwM1WNkKY/cgA3t4Y0P1Jr61oZreFhrJn8wMk0CAOY91XtbFdc3xqs7Pa0B0AeIW2v9LZdLY8CEIHbahUvgxL34aY76BbkUKnqRI+pJtel5Lwvx+/fsp9GeXWNnb1biULVLOHYAwToX+gqojehDubo07B8TaJJEAmHsRSwhBume5NxtnFg4FM+7o36r5Zr8YGc/yJ3GZyS0vSX0U58CL836465D/2rOZDmlf7IxKrgAbU8yE0sTydDc/o7Klgf4rAIWLsBcCKI/EZ5QCBvc3UgTWX6EOwtSkKIf74pV4zaH6EsqPGWHCRIK7ajDLfRY/UDHJRQtzAwu6GT/zl9q7Aelt075T5bHpWjkjDouILRlOfs3Ujj2KEsTYYax7lu7UM6/ABsm+D0GCZuTveXLgGQr3jmDPjjzXmoPz2SKFlQY1jTnLSopBiql73aa9G9vLp+OVQSM25uDk1jlZoIeoIr/BqCrw5OsKxRin8+mDb1rZlScgA/LLaQ6VH9NkuoxS8iiIVdSxGGhVedXwNtSLj3TGMhW4OvCUtKtqJsuV33Z6r2huNMZBOZfFEiE31oCpgti6pkT+DIxLhXMbJKLyF2K1iwebz5lYdufIIlnV8jRsdw/cAp9K3i76/Y6r4SmuYKuvm0gua66JzsEDURz7MO5r4Veo/a2vmrFtq/8GHH7lpgmLIFWGJO/RF2ogl1Gk+7O9hmVtkV80dR6xDPMgmr0WB25fGu24dpHTiJ4/J14GLZilRkJ5sdqUb381COdhtDGCpQYmbLOqNlhxIIjOZiPZRf5JiWXW/uzlFEcywGcxYvvNrH5CQM9I9LGYg4Gcl2DE2Mh486te+G+dQxTHyElxIq2danEiOxkTXoB4Od63xb5iA6vV9OieCy8v6vQpbJccBy+YDiSWNLHKnOTfIbIDRTGaiXf7XlkcMTFefG5Z2mtQ3Li+P+h1bQlRcff7403mk8atWXr9NHPm+gYjd9zO8T7u2v7JFzArMIyYHpnx4Ypq7r+58On4Mv1tZVmaRzGDSylzr/WvDi0zIS2IFJhmdb7PpaG2mNNCI7GohRJ/PcOaabIr+JnmawGXGNw0N6Nk2r9VTavgOs/XHIqVjvX+R/aqPiOw+NNu1OLl8RHHRQFpmm/KmsYJu3Q1Z0Z7oUkHVM93zEAWlxYfwDEyn6K2f1REpxiZT5bVjQkDIahJ1TO7z5bYa79YUzWeCeExVVMKPmfcIgTdTsDaVG7ZC4OnYF/d6xTziWhjuY1euLkzCpP/UkWc15WO4BAxRimPapDnIPkIS29pHsLlXrCueEK7EctIGq8j1W/thCvHXKoIVTDHWC1rU16aMLifsqapH0EVZzohqU7Ut5uMUr8FphgPe5Dmz+bPRs9cHD0Nw4QxNZGkJS9cX4lcijbyCiTZTadgADMKNXPqHNoZmMytjAIBaj4Xa4CcJ4JjQYRprpMqGd1PEjD10USKg3pxT7ErTsbZF8Dc5kBhffk4NYGTtHFAsT/8PL0FGnJclpmgoKqswEEseQHzfHEUBpHDd/8dVVIAeYMyRHoM4Thh+LuBgRAnExKsY1hYd2PtSRGZh9E5QdDM+fpF8hKIAifFy3f2wO5TovQGlOM4WZMWtYAbt82g+y8lAb6zqZHzy+aUtRhOn6lMJlsQQpgZoJFAdQ43WEvPCBPsooQDJSQt353HqIoNIqc9srzKI3pkETb0KobMa1wmE9l4yD4MkY3mI94T0T3VsIku1rXlK9MB60L+ilLN0pFyILq/uA5LZze399euRIQRP8oekEbnQZ8HTkd2D7VsZ7/nET6DX35NBhMY4hAj9HV575BXM5aXcWo2qgjTD3YT5iJ51sD/oNTUlUZKsBMiEj+FMpnhZsn6WFUomCl3H4LJpPjVyeYyZdbCikYZqE23+mmgov3qbwqfpy3nyJ1WgczO41uEGT/G90L7nfePc3FN56sa9QRjcYK4f8TRWcS/rUnzZ8F6BT76k5IVeFVeGT3MxWuQW2dUrd4QoCF4DfvqQcyXVlaFj2i+CnFiNuwK6KLgHh3bod/yt3WPTzxbo7fZ56lPyI0Vuz+Sjd89i4cm1eFU48cmXddKXIqvV9ba2ETniTDSbf4lo/rR1G0BCAtu0oyjd36Wv/uZYybhwHe+19YP1cBeYoOiufMnkIaFRyoAua7jl3T1UlOP5DwmZDrF3BoOi9F5Kn+9pF/2yrs3FP3z4oKnZFNQZv0CQvzHFswc2Grj3gjRHODQqzQmXz4O0v4I0vP2agZ1iWhebUB4JG9/gVjYTwXtx2fGR/dbzWAp7NdPgilCjsao23qBdbrE68+JRmiB6ylGlmTaxWuyhV7qN8HFZpwUk8+nyKxGLNs9i/86jkNj5CUUpFrZkBj+ZpuPv0z+PoLp5YjNs12uEtanDP9EEQYLbjqnycvrdEDfWTbUT4DhSlPRGOsr+uFKdeNdSNZ5vpz+rS8VMy29As/kib99QwJ5aJkpH6EMocAq0tSZmw4xfKlS1FuObUykBvGL1HLpWXTr8yWLPGQLADg8g1x/8AaP6I9Nu2wQxgfSAuqIx+0blAvnWGVGqQ1QphvHYYNN4d9yCCbw0xW7t2xXox9VdK0BCmTfBJOnNy5kSL5AqWVbDpKmbf6w1c+9/9DnrKUntZmXAsCHTpQNeAv8zXJ8hYcglgykd4+v+MafD4YnpoBt1OaroGvwq1WqkhivtYEMtzM1pmytdlufDyv9zhqwEfY0AND/kpdLEzh3ZOurRHo+6BhEVUINA62YXYNYS09QYxWnA2bn2YF0atBN0JQipVz/qkllpMVXY//lB3bkMMQw5P1ubBK88S2fKHNIXhcCxXE+yhtcVpiWF07ws0fmEWLEa0jhbB+uw/FE+KyaomPjRhc8Lpvf59VDcsiPr5SBU/ss5tTBeeLodVAX/qjGN5DZBNc6uSleYK22fkjdMC1fBaqRUHCFlZwO4MQjR9zVQnRCYbM+2bN9Vu9rLb/fMWvXGFAQWdI6ZI+JOKC7l718pzpjVbo/cizOHIafXv35qlV7Kgq5sD014QhwFaqQxvRgZTYvo/GouZeNMHM7tOfFNNja6NwNr1V73FuK5MPg9nHifR46GrbLegDjKdIHm4Lw3iqDl6avRxxck/kxx3AkO5wr/qxOoPbEvL7yN5kh6GdL20mDb06Kj/StYPuxBZIhL4Zen/4oblXvpuYclNZHKXj1jz43wDqp7ydBCWZ5VpOOOl0F9zm/ZUHv24OMbWoOoFsalL5vHCxv/MKG+Ep3X5qfL9bHZfrSTqpHUFcQA5A2gSbk4JmYU2148Lm4QdFdCNPiNkVAikyUs2q8kxLJ4tovnBviC6bojW+lFAfyuRPQ+jUxntlc6PL5/lhqjb+sb2HKk8eufjfyHn0NzxW37d8oPSCoZPBwjYuazGOdnL2fcuZZMIsmv90dzP6F+dM81RlFw2tsRhKRzzZZCIy6aB1wdeXr8X13LNeXs7A/Ty2TPPw2LU3/zv7xNsig10oeK9oBGXjc0sr3MADeIvEYlAn/MzzT+tnbauqYCnJvhugeNEOwnvc+r7/gUA9adLDvpxN9QhJFs5Ld6JYLnA4zpkCc4jVT8aOnwOMwlEWUISL1lUAgNAK9GWVswF2F8Eb8IcvmQme8NMa/vQzRRQlb7ZgEzISYvByyKpQ0C5rqvibNXWhkgCEvX8tqPNsVGjlYNq3iiALx+TqlSEeKc8jhe1XELKH2MEKOhX6OWFEEWdIaSROcdps6ipVpXcb9KkiQhmN5tDyUzxlLaFy4Voxn1F3EU6rh83rZ7lUjTEiymULle89bGsDeU0fXbP4iZzJ9k/Um7+v3K0SWDusuEAGgE80m5cu/skj6SmiixZAVlh63BdT7w6wptyvFHjQp4vBwfAS0DDFcvH4Lq54KJXbUoYx/vy9zgagjecn0GjJsF0lCHThTPKGmamnxzdMfOhMLKxhgJ6OBPmoeVtbeXJopkLa06vUP/9uvFq7r8/9aaMBmcF1U7d9QlaBPAjpj1eREiEp/mhH9bOzZgigRJKye3U1KZvphuBdeKDoOlaureUnGheodBf22MveBpPXIIGQtrf1j8NG+Gkj8Qb4UTn2WQiPGZzq8EXy1+1jefXQS/0YSh5Uz8l+cyJuDx0noqjIM1DFe/R9+bUtwZnFbWjngj9s+fi+JGFCxURe1YxI0bQYe4VPgMJr9DONYKDVzZZYQPtc0zQpUBumOa63005pYxZSUJ2WBPca862T+OpnB8VVOIxQupTUmpT8o2ZSCVLpr91kzDSOXG3cqb2oSxY6UcT4hd/05V3kbMfZUMq9vX9tesgsd9s4ICX0b7jGvSU52X9JzNHaSfjU/14+jjBx60YN76VZ7UIJqpIPs8aO9Q+YP4dpjN45Q+zedNoSVVqyUf2W6nXIGI7SeSxx1tqvDRfdBMmF0OY/wpIR11cFBXlkagaA3YRsXSTBTL0es8yZNDRvBVHVmgN5ygg06X7P6gzBNHjnikCuImSFO9Aes1PytlenTkeGVAlJ8koxi9EpqnM9Ocef1AhErqlh/gvtlIwIjycVHga9UVPQ7cldFpgqFAeGyjcbw2uUjINyrCr6qT3bE8aRjjUA1qJV4vN4VOe8sUBVl357bOazdUlu9/3KI/aEYPu4PJjpxbtUfF7O6gwKGUu+qgH6J9iwHsVSkRkJaObcFWm2NK/fYE4YuLbnTfeSEagmCngE+4OQF96q8lOS1i4RWCsU8rHvekx9N67g2Jf8WBymROUtqV9bxI/AO75yR/kEShsEmNB8StB+861MOzxvD98fsfzeuABhMQzA28WtV7F8/Bo1hcbFGd8+bkq/Eix5vxVDACDxI6/bAQbKI/PtbQ1C0GqivizS/bdEEPcrwvtVxHoiVnIiSDD+pZsgTILl5iBDfIJJf3tvaP5vYT/iiWg5Q76jcOioFXAjFhWeTVcn7zq89JfZS5IB7oZpjOsID5j6PNGJ9Kq8sYfmRJrZP/QMphHRJzESkB2P+wKXpQStOmLaM+AZRKC6j9roViBWho+QkehqtMh9KARvxvgiyjVajCn8zu5kVDcGRJ3oYDq2/NWHUvFyIrDxy+FPqQE8Er0DiFyh5UZ1F9xVqPmh9pD3K9iRQcclTYlamR8r+EU5RB9mu8pD62pNlF1T4evBBjEPZ2RFuDbaNIJccxUcYqRPdtzqsCcdXc4lrfJLg6mnbJcJY9+3lNbmNpXaYaPsOzAJrzcH94TFVHtzucz9V/abob1WRxAwy7DyIZG++pTyFIAjQW1SYJ/JqOakOz6bI+NUiM7ww5lC3MmYz2b0V8KukQSTBIrgADvlTQKntVpW/+bV0v4O0KN2p4j83rl55M1G7bElT5gNSXD6OxJvB5/DLai5p2kWibCjlJ/vrozwNo3Qytq8wfAKvAHmWx6CPVkVZy6kS78WfG2PANwqjugySJSO9CGQEWA4O3juSe/6C9ObfrAv81fgH43lD11A3FVuIq/BSgc7NG96/WIUnTY1box7kwSNVyaeWZAGq2XzL9PTicTzN8hP77m7HDiYnwlcJkcL9APOHZ6f59ErzMwSv8/Q9nxplZyPiRYB2Rxb/1UbDnf/l/5vwI5ExQuwr94qUUxhDyL//gb5dFn+DgcHKra/NHBdxOAj+iP6tmUVaURd0evixOPzGm+arQhOncGwvHMQ/HVpXn1Vw6RctvtbP62yQCT5HYf00hWxFmvnnn9qN7kf0EwjA/0hDdisYGXGXEBNLtEGlf63X/MC6mLcHwwc3xF/E0xDWITXVk3EWZY70ogCjYr6Ykp1rWz0RGTzjaZQ/QG0IffilbhGtX1XIWCghs09ZYlB2jo69Pi4PUVieKmQKFIgj2l5N73VFcM1Mwi7KuaCsytxcMeb5hiyxgUOQEEEBaGsBh/xXQpslYAnee/oHJE5AgjLQee4IG7HDH3mz3TnNT0ZMT9grtqdJ6L6fHL0XNKTgfxRgw8MTeUk02dlYs6aLLhJLA17CyI/1+OBEkdU9Ow15Yn7Ti0Gfp2jt6eBb52otkHt7f25tbM33OCG4n1Ru2pGPiLM3RLUK51D+y7xJRvb51PmN7++rMdixAHv8EuZdQ/V3hy8bnpT9jZnrggSQL1DwHU9K8uX/1CpWY78K1RIdxrD10DXauXJzqGIIUJ8q3BCD/Dpeog+DpEXHiyF44RYt28eeMoJDoyWao3bzrxSU/YAQ/dIHDAOteH0lcHnhd1/7iEIL4k6Fxlvgj5COi2vB7858s12T32qUQnML2qvM9Yv+n/8S4lPsCLH6mLjM8+JDzqT9OlUvlennGXpmAVITzq2gEC3oeX0PVVDqetsSaWU9kYunFjICZXf8hAJcaxe7cg8wCaLvWvFA5NFh/VfmKleQf81wns09GqIHhLqxyJnzXFu0A5JSxZO8p2lPi9aIN4Fa8iszCuQMymmv0ESnQb4EVWNDdAZ704gvewvCYFhbQfEKSK/R9a8dT/r7UBnD4dlrvtcsgVFH10VpZcxUVLGAJqO/1MnA2TOtAXqAkjngiEx7i1fxcvoiqznpZY5sJzmSlavXXWaqcP1IjIqTl2y9yi+DqqlK4lY20uLxcGdeEyTtXzq/mW80XUhZK1cQSuUlzLHvi7K2/OeIKCfG5A8pEUmCSitq2adm6rusWiEu8i5MCAKFX+vMbgMKOoM/NjbW5Aqtog7vHE1udRACEUSfPptzt/l1vS6ckqVD8ewHVQXC1ZdvuML4IcbsJtbqbW6MM7BkljIkXmb8mAf3s/a/nCpS4jYtP9iX1sZzmPAPPO+Yn9T2k+LbBcufTJ91PzZ2RcmjmikJORt37qPITGzErorUd43JWP/3g4uyvHYdL1InJyhx+bvGpovtCX2h3Ym+/ksIzczAgQ0/138DveDmmiSSaMs4gcII0dIrM7rm88UQ942wudCGazQGxpB3B6Mglzjv0Ek+T0ZqQw9y5K77kOMi+R2SM+OVD+1cQhRZmxepfkk17JVFlyCSvF681I1izjU9TGKAqVkoJ3YF0+cBBm0y6o+tFlXefjkgJqguPLJlPffEl6v8+4nM38DKEMO0fAXvL3W9u6krJf11irdd8M+wm7HN+G/wbQe+XJTntm54tPLmMVFjE/d1qg+LU7YDemy1e/iM80kFaNDU3CP0m39ubu9vIqV/H8gz4QFWmR00ilMdlTOCTljYxGs6X9rH6wO3AOqfFi8X4BVIyybOUp4SweH2oqFsnXzSH6ykFg/Lqb1YmTIEzdMQFJ8ddiTMSqqaOjaX02+qTjJoU6osK7oLRyO4Y8aYScfNL/wNGrRnqflaJp7iBOyyV2Obf5N/J72NSDNG4HzOyFCwfsKE9cg8TtA16K+8//OXnmt6cZP4lSyMKxQgKs0qEnRWqAN4eko/w3mXOvDyHzB6aGcD1skS7xcxvJXyOYvgw5eJrLEnn/hbQAfkaunGjpMFbL8CACR+DKCUk4f1JI8VG8E4lnvCCnZNCYzqCtTyXxpBR1dauFf++jVlFPKGfk5JkhgEs8V6J2T1Ytvx02AiGyMMXMaYpTkN4tKFww/u6zWZtkhDlYKhX3tJv7FTjocjZuk5gZ3uNZUwdLIGXxhvCQTtma5nSuaX1uKX5UfDCEQJPz07fKZP+kTfm9nEq5cbb8t/fLWpTT6d3iW5hiPBN1tIsqcScEG10qegm2gW5WPuzJOoKDf3kvFgLvR1MtV0x335YD9QnWPqaeD/lm3DQqAiSHu4C04ltLfVScCcEiic9400LMCCT3EeRxXpef1nc/7t5cG+ol4z1qA9iUm0faaQmKbXk4WIC9wXJACPoz+XrDq33xPHIcRstdeepKExnYoUw12kVY+jL+Zy6oS5/GnYT3HhgrCw9U9lXh3AUfinlKCPyQ96tw/By4S5vk4m0YrqqzIMhSlB2/G+0vAi/XMJc04xwJNBYvp9W5wvW09pe1bGIsxeUq1dISu8vKZ18auzWwbky9dlflsb+ibstglRi+PZo11EiF6zKUjoXxUQdE/87eEmHlXOvLRDS+EZVex88VDSVy2xqD4Ecxq+9oWPRNTHQZgjxPTrCiwwVLCFnkn37FDbDhtO2R+c51MnY/7XeWhYyRGZ1t+GS0nAfssYqtQxEuneM+z7tqfPE/V/9l+ewIAt1sbVHsUIah8ZbUwYIjjBylmGCt/3oklPdC2NYebha7xYZaUkzG5hGkvvK3q/Oaki+u7Pz8ZyF1ZuV5txnluvwiLlnLToXlIIZhxztsXVT+0GfWUN2GHOW7PMRA8HRVGcCDXb/E/wLVP35z3sxWP85UY0R68QZhMC1GMZP5DYBQDiKzLKB1U7TkIIAs81ysE+p29IdtBEQ8X0RNLN42Lbp0BwH8rt1QOJ54byU3xT0CPIF1AJ2MYpV3Q026j8rHlLs7b7UIJgieFLl/wRhkWd8m+H2CEHdOFF+f7RC/qMzCc7Q/zrzWO6e6MefohZZzFqVJVpmpxqpvVJjo/7fMZt1vJxsXjaDNa5yeMdVA5NwEX+XykhvgsiLd6zXNMSKy9xALuOvgpI1Z+4Dv4l5o3RyBymtx/2df9H0VT+a4STiHViW8Ncv+NkHpZ1VeeZ8N1TZSO7+H6wjXC2adRFU9ntBUrlj3ifLeWui25zlkEWSG4a43Hau21u7XfZqd2dV+NDUIQ9I5aqrUepDYxk8w6qd89JZBk9oVJ+IiT67aCGLPqgCxn0SO5bxcOmCsG5OGdKuk5tFid3YMxjXu13tcTUXz+QtHGgYYC5hNRib0v5puwnzM/gdUJe7ZGS6kmjHo/i9ST8chkz+n/Fhe9xQm33jI2SjuWQEKE/73soxbvmXudlQNdcVyOn9Tf0KnkBeda/tuezLG0XQoIlv4/NxbShlVHR1wfbEC+HvkjES4Mm5SsoQwj3+OS5pxTSZiwoxeVMkzPEUctWXn53sLXbVZ0PpNM2eWdji9+m0I7BVIOZplxBszRC1UPV6Es9ZZppnjxBlmY17Wds/JuVx6gaHthqmqV+r/8eSrswgSxXoDJUfny/HRDI/PNT6A8pQy1VDjmbZURESV7G8MOtFcT7616X3KmrnmKrdfOvVMnghjwUsnxVyIJudUuKMSrUR4t4PRbgxRz166TYwuMYOo6umbXtHjJRdaFedsjq58+itd8HJvLzHDhmQiyCY0YvP8NhZDYkfVVObxuSRH/syqHdz6OwWIyND5VS5HTsOd3IjVojYNqvq9f5cYbOiWMyCIObbv01FU1S5/V0LWg5yeQb+/FYEx8S+oiA7bPS5nzc+m8WxBl9IzyUUm7tk3n+0SbFGcZniLN95yInLmUHq8W52QpBZ8tTkeIbUYkyHxuI6jYyOqSdx/67692+dMaIFHPLURqCR8ptFLba4NUK3X+igsJ00wyx59Y5WgzG+SSF4u4NTwL3K17cIYAk2hzMHTicPATulRb0B0K6+Vp9mO9vfUcykInJKEQurELYdIo6N60ckFAbwnlFfqMJE+SHLKLlh0uT2pQR6ajB0e4yM4JiigTgeaxgJa+jDSLm8FxA2uXQB/d74lBWypmFTiXMKJnD2kBGJQn1182ExOV+WHoIe3NYSnLZS0FpPvO2/9XoqQR5qLJMU3dYQJBFKINrNSr+BzRS7CKtBHKdt4qWzd9gfui7GLuoE06p3fH5wYjxwSGginuXmKqwU3toClNoNX6K4AYFs5QCcpAfheHJYSGEDbfCOzqtCUX2/iwj5jzLsT60Qphx4JWsYjwE/L3Br2CU460t7ABodsDPagmSZt+qMKkooXqqhFOQtBEw9hG1pBluec8b/LUqoy/qRDuDMLa/HYanZt0tkvQx0bB+QP7aCFQI+gigZ7YASXMujE3zWG9Q8IbWoAWNrD2jiNrrW3u+UGbPW8j96P1myjl4bWNrVb/YEERzw7gvqk5V6VGsekIjqa9X3/i9MNyzv7u38oiMxmy5+vSnIk7U1PB7uNIgksxA5YFYei5+imrFbiwrBbSr9pX6ITXGoGj7dvX4167BQ46Pbi3qCy4aECXVvmmuCfwQ/r0/UmHSXf44KkIR0H0Ql/41bfzeYVrcrhRI7NwCuoH7PBUJwy95jF9uCyz7wLtXMOkQAbhTUb7/5K9od3cIoikg+vJHFK1uF6qr5Sh0mmuA2KVaX/j942/D619c4FxOj/dqlypAtHjnmn8kfb3ina1u5Y9Hd2I+uBBOjFAAwcYZUqG7SB7dbUPCVNlKU/f2u/w/+reAz0BZWpRAn2uIN2Ind9oxglAODgY8tcuGNwVkQ/GvQMLg2uhuLpnkbmA6CP+M4I31Uf3NxJ2C7eO7NpovRjytycfHjM+7Pi+qgESVaj/Y91N/8DwHl0IFoigrkLClIPjzkpOZ9euNVnXk9yFx2X0I8LlDs5Z/eQr6InGhL5b9ENHZ2VXzhDPyTFEc7ET8cuAG2LfjHveuDifVKcawXlpceinolsnN0sJfeH1pJmTiAg0auRnqPP2/1Ica1Tk3YHVoQW76xaDvWR7Oiu7T3t0qXViWcK5Y4/tr6M5dmAqHRkssErNk9Rn6ZVCC4UOI7fy+yK7Y9rhySUp3A48tbFp/iZUxfvyHQqMX74HP3zAqdwuRLSYyDi4WFIDbme4KuRYFSaW/XK3IXmDP03f7b0opgtDOazktxB/MG6yZdbexngV0184XM8ERWIAqIqqoErs6YLCMEyJr8+t9NoUlIZAXh5pbykoZ3EEggAcvSL/2aXZ27KwCRhHkoFyIFhvp8A+kLVgePJUUuPbeHmlHsFe+bLrn+NM2TxoniFwkFZSWiiHE40jfnydI7J4HTtUbRw0/OxpZkIrrBVi1keyhVYlA4LR7JTaeoqTacHKURF0gywuP7a/kmp3o4sVWNV79D0JTaNWgkS0sX8EBNfc6uL695a7RQSpatw6Lwh6NnNLfyBk4jtFIx8VQcrfum57jSjzgVYM84Wf+B665Ibjjp10M73ubYvvggOf9zWExW9hfN2EVub89Ssiro2t8OFgw2/CzOPCD3eAvkGg+zotjm3IihKl4wyPS0Syu30LWKke/e5j+4Jh/IOtG65r23x158IMi7kc3UBIhekYFa62+y7yCB+yJZ2mnCjVv+a/yeKOkJ3Itl7NNWHWcy9ev/owc1Gf8gShJvKvJZIdfBfiUAsUBTQzp8Jmb6HT5LO0ZPmLBTn8gG84J8BkEoWEN6CWof5v0WkwJV5hw8RmnC0OHxankktx4kYD7AZYRSQS8uv+O/3ekLUSvC52Eaz8qqJnuyBQfn4ruzLiIN4F8FV8rhE4+mVjGT0I06zZLF13qWY/GjC6AXD6eJ73G/1V7r4uyuhDUnz71xCtMF6cyj0VHsA5BG9FTC7PQrtOjb72Haqw1uJeBamy+mc6ax6fU2TBfVJVLpMHPZowJMpYNvNOynotjxdvshfVQxrnq12Mtzw+90Hg/TxX8jNQ+Ft58bbwSnp6m8Zy1XLkeaZXrjtAVOdmyPbr4+/SdyZBie16YetXnJI5dVUtaBR5a8P72CA4dVv07qkWHP7a+rCkAp6OhQlFeYt+Tng9v2AjDsjEpa1D5an6QekgLOgUsZ+ptwO6EtPkg68UuoBONfQNH47gi4Rjn1qsc9MHPZ9agsWhEfQQAzF+Wo/2jqUFdB3LD44qrntT5ITVaFERV421ukYqgb6Cxa/J6+ERIWZLdixriX9pMZULgB2co/WxEB4wIZEFAPqR7BtSgE5SxOATyz2yu40BsRn0ikJ00RMX2ouLGMtP6TGelebEIBLY0uuAO/YeBmRo+ZtUfe+tFF9i2BMl+TjSBVpt7SGsKod/JjkI7F6QoeFu9onHVQp2e3mvf7sOh9z1ACXtMAt6glgeN9suJbGF5oB8Yfvu1LFIwVb0ackpNhBHK1wywEKkSjB6izbKQUdhiDEXhi2s51lV1f5BbBHRrMqwh2pGn7+Aibmkqbzy+yZ4mw4Tb1SFNfoSuljqY/aFEJ6MpUWku4IzLX8b+G/D4+WHZpGr7EQ36xNxV04XmEvlfG5mDrERBWiB8OYTLZtU1j+iTb75bf8rL/heFtfb7xoLop7v+jxM1K5sKsxS4Zhgnncwa24H7WSxaCiYgxOsIvKRB4wZgTATXnuVPJoiErM9M0lK9MFizzBayriV/c82b2lKR0kzDRIpzhiw6CuctEAKz3QCrwn6Xx2YAGWtp2hEGRSeutJW+KrriVd/IgKb62OhY00LMWnrznrxy8/ULVTkZKeZ4YZ1MC9sFCtG3jO8n5dbjFtOMBxB0OQ2gopXBNVu91pgya2dWfGFFsferIxbpLAbv0OyO9l7Ywl8pOL9KE2+L6Jd+cUdOdqz4BjTaa71anlgvDemjBjXMpDlxuOz7EqW5cUDcnWy1ifCvBGFNfBqfcdcs7C5IJJAnxh3asT2Qanm1EehheT/owdw12/RvfIlxcLfRZIfIX/mcuFtQOfh43RrAw0yxxtZoojaYVoQ0ooMIIgKav4X9QFAxQLcRpFTIM/GtdrSWbNcgjoZPnVM7586j7x0PatjzxheFNcTQfBV+qSv/BkELkOiyLAnmd758+e/6j09+YUTwbrNmji86o1f2O6K20vbeI5DlnyeFB9w9cuI8+EChMFKszJC2ZCsQiFqfZAX/ErYOXcjx8JfjyBD1S70ehhXZY9umv5NJMOM7+P6iVBhXaOuF36UWM++ufwMlwvDDGkrrJYtkGIJ9nYe45jnxOKTOLKkDcSLYTGq/oZWf5wkS62ZwCH1BavBw7G83hrE3ghF26+Ijf2OkKn/6Rn+vlx8Epjp9RBcFFE8Tt3LOvxPETPvAIb5g0tmvAerZy7h26RY1DI59n3843+hEMmwaXUf9z+gktPtJ6leYLSZ/ojoMH3vfzkeIVcYlv/LfQMm5bc22poVGaRrHMHL7Dgd5T8vjig6sU+/fVGTbgwKpsHA881EaEedzUhP4wJoAw+MBxmj69ZFS9rg+C9p9cr18GLqEalRjuCTBz39xT+YcGBq4iQTdQt9nIln++kCUN+vaFyVbtE+/Fbm9lDL7dEfwuq2Ui5wHI1hrd62muvhqgxyHeZSdZ+7yBRjIGuLt/Bui9hDyp52T0K1Pdz/yAqfJK0SxZYMyMmdtV23tA8v3rlUvznom6D45aGJ2Owl+H8vlT27zTV2Radic/t1hDktVVsZyULqlb5Yad6HRXYJ8YdcY0xFmYpdgIYMNr/3+F0fcmubR0+EcjSFSQSsy/nUEuKuE4NqUlmA1JMxMaQF30nSOOOzBnYoH2pRNTa8+btMe/4Y1qqeNvLa0EWstl0TuhrkyQhyRbQNV/tVTP2VrG2+Hv0lt8BNzSQHeSBl86PixskArNn9d8N1LeUcQBcxBxPPrfez4t/YYYhRZO5LUMwAfTAK/T/ez0as4vQChqM0N1Hqf7yy+hNZWq6LqTE29vYWopdfrDFAoYbQZZF37amPsoJUE7Cj4R1NZ0F4ZvCyD5GLjS1w84Nf5rwz9v6uSP/TnJz8MZ69G8YMWAtK3kX91JV6E9TUNnDtLC2CePCxQ0OBunoLbuCN67vfKgaveXHP7SmprOuLGVvxheGHKc8mLl2VVMnj9TObd6/2k1ac+6MIPtIF8KazIR9BDXBQ0UahkbV+UFycS++j5VEjOq0K5Q6yf5WUCvz9defj8JRV9XiFsA24j54IXpHBsjJs/5GuSSa8TTotCHhOi2lPDUJmleZslzbv/mJhrX4A0qo4zTqGg3NtNsEKbF6hNwYEXeQLr2uGp7jvCV0zIakdmu2KrbbxOslDZzawuanCB6r+hoS/sfeSi5FrN5dPNhq+EYkvUPVtw482twjAdVPcIDLG0zwAzvPBnHJxcMZV8xIC4UaM7Kf9W6Ez4dB0Bv59XG7t+QZk4tY1kEZpGnxy5Y/I2tA4MRWjgxvkHVxBn0An61yupgn5JaxPgrZPHtG62708IZ8RdWPaiykPytMDAvo8vx8W4I+oDhj0y1J7JYJTNV021v9wWMCkjvMcEcPYIZKlmr8PXUDJN7JN6IDsThD/Yr+DO2FhJsyoHqV4B8FiKBIoEMkZ9lcMlj3307sD/vmShTnzcnxMHuaqTxgG7H1/XEMYaxj7V8gYSPA4I+PZ2jiG2SOfLA/EPmFjVskpZr+NYaV7Xtp2v76O0zKxDg3pCJ9QFaASizM9COl4acOnTK05GGPrLfkGnn38/9oWJmMbRq3Tvt+Ev0BONtAgyZk63A8pyhSXT6a9C6ovTOQ/25fpY5hlZ7zAghd7/1YUKZkTCZlRWPxkbNjAiW8KJwvpkv+yHlRtF1QBt4zli+56oatPwsYGy3+j90iQJjAI9+aCPo995f1gI9tvCDGROuzUB9XLho98udbxQmDNBpPXdfH5tGcxur9lLgq5XvmBBH0A3j+HSfZ3bs7HhVcegxdUQDFh5T65ps6B4WO/o0eRvHmezCNMjem0oKmSgHoejvxbukF9E2ZonnUSFEiZoIMmRutLoBf9eRrsr5aDqmWHkg7mO8GNDc3SRvmNV1IOXMGYb9yFu4+8qj/L9weRIf2In8kDqpvdRk8XrlopCD7WqVemXxf/OXI7y4oEZqY2QHTtcwUlnOtNpUL3yy1dhHP/EScLbjQvY3QvUzeARgPFpNzU3OiokEdg0Z2BH6tYqbSEppnLG00IlCWJpqrUk8dlab53gcEZxHeEpehVsyDM2cx8ULmSG2NYdLRTJhGMGuSRkc1R42IGFzcccDEboQ9brO4KSwPI0tDQwcqhk65cMTSvraewXQYDpWW8Hs7LaSHtUZzhJdKYl5Ly0an5sRU4Vg7nwwKImjebPvbsN5mOH2UeZ10kJtV/ULU7rQBHLnhcOUNIv+gX1O4GAJUMn6a1qBsDMijtLbvkTnQMc48KnZ2jkG/hJwvYc5UUTb6u2dNK/yBz/VhitkJQmcrRQ3MK5yEMfoWLtH1470yEZA8j3/6QWxAXN++xxwuLxIM2Yq1h31xgK7Vj+q4T/Zqq/oB7SIAO06jmc+J+tcGf46jrSFTslxGRU277CurR88sa4cPBgM4L1OYi/fj4JYZUZJjN/PitIw1I8Mp2Qo1+DcTdd1PbrcG1zqIsovfL4eGQWkvFqD12RzYa0jWR13WmX2/UurN4NL6vWps0SjDyZzjOIX1KcHjG9jHyQpQwNCIWJqUG5bw179a6CigNVkkVU6jC9ztrxpC/RHO+l9n1C/9i5+lQ/RJjEWrFUH7mwLr8iyrVyec2XQIC/X6LeDXyaCr3/fF7zuOWxr6DOucb/9+Nd/nRArB3K2JjMHCiyHn/p0Gvi7Ms69oUzU3C3576YT7xscM0vIvfhemWQPUgg89WNGCm7H0LGXuknukejP62oTi2z1y8zeE7ELLZXO84vR8yRKBxXw+hzvqQxMCCLgdbvbf+ufL0+MNE16wfGf9+vMmbEjTJpUua3Eke5gs+lu0OOhrMrCSrBjAsSSDnYJEBesqqEqWK5J9pwJ1aXFBZ1t4J9MOOlUs9PzlGBZTfqQOVkrOqAt1TPcqEF/aeIXyPkQn4Ic2P89Xn/Rn2QChURpRkkjplAvpQZIOQiFQ7uQTNy2MuucKfeoozSRaoY2I/yVQwirfFE1UucSj6HjXj4sFYwXQx76PxuqxmtNzrTGw8MO4MyUQl+5FmXJ2RQVZW9FMuf6O6I/jqgutfdqZMWe08zYyyIDOuKru+wO0LFX6j/6mpK1i+ODbVtMCi39fPU99tdJvXDtcEt32ERqWJ7Y84iuzaiSST0y1uN/3l4sCZWNayztW7GNQqaBXVUcqoUNNLvp4ZL5bUHFxP0mLjMUNGJ8EAM2jC+r8woBtrvLkYNCF+RW4pz55eEISYkoPl60y292IXCiLYxr4pGgJ7AV6mW9LNQsy0mWjB4osAVV/qEM7FvumRPQqB+h4dkLTsSmij4dMj14tbR0QWRwz6qO3v7sjlOkYMlK4OYYTraR5vF6/MpGrx5e45leYKLoCVnKYNXk33lWKoOUxwzsEYsAnGCagYt2Ljf+BioRP1lVMbYoa9CoOv19Tr6FzCw7Z7JvON3UmRdlkBz5MQoVPtOPJnfzo0/dPEcf7uNNha8gwfp29l9BRB/d4feOyJPq0Iwl7ZmN9pvC80JIMXnQOBRXZA8s9isVC1mKc6dC7xtloz537yO3ZN/SFj0DBezuLAPJPdSlfWvesqA3jNLv6E9fq1B/ltu7k3AXn+EcfG9RIR/gYnsNuKO/8t50q/aoYOf0mrZ8NPE0GF/6rxsDo1mJfq+lqM01fDcTgcm6SO2n6JImhztCdmwP28Qdnplv4joE0UXwTvY31B/ldsxLJGbkIsZqn5IKimvLMmrTvqjH5JKNpPbLZcK0kQ2IMycQmTRCf+62yR+knKEZvfRkIBIJ6W2gXUkoNPoYJk0L85R+7bcMwRKGFK5+Nyfkf8JCVQeI0wg7OfhNfwlvRZ/td4RDnZk2Hal+DegBowINeL0mtGqCbFAsidLX/RMjamwNWwvGrwQ1eLLyODmgiir4lStfXXlmmni1cMoryEiiWtoDiMd+ZeAJpzkEmk3+vnmwLNlRaXN+PdnUfpywqqrbVYVvmTsEIBVuSZzC3grTNTwBEkOil1MqfM/9sUjLF9IR5+IONQAuSRI9LGwZ7eEv9M7PUlzWc/I/RKZPsaWM6TmVi+d3SijUJpqe6mwPGpzDnDlSwtygviF+yN1QvewbmeiAu/Ez+4cOAfDofoFefhbTz81ghDke7pwWvTFHnVNDA0Uu1btfP/O+WIN/SMbZqmNIkv1TBUTqDJzNRWs7EEFxbbe20rh0wvgfzOKwf+lplYdoSmD926thYZE3L/D9YAHcFNh7p+1cx0ol1XhGptOjEHdmZbHUCE9XuN9ZCebT5N2YhKkaKkIWzoVAD9LWNQ+6O1wKBGKU6FBeNobYTpbFmo1Ew2KAC7q9Jd4agXSwXMS8CgWSElsnB2UxRWwniEHlia2Z7mZD2Cx2Nj2aCGWqoinaATSVuXWJJSkHyjN575+4korwgZxoRG1TIj+hD7+NOTYViq5Rab7XJl+mn8pnLyeprpgMvQ58hWCjGMaaSVgtfTCcQYN5nlxwWlbuvAwt2MTvxKWCgkvAemPuhA8Dd9pxq3/1V/jfsysB36S+IKD0FTlBSiRIjzqISFg0QPyzGzIudvawTUeTWokOlCTsP9btgs4S7Cv7ldeomkzNFe8fT8M3m8mAEsdk1iTH2eU0IzvynNEY7cPtfg0XPdRBqB93GpM6sfGoxSmK7NqbZ7RpOKIb1neVg0xKUQeQnSKw+dPneoFWsGrVpYZ74k5+zEn+gPp5azkYDjhxZQkr7jLFsfahA0pKFb9DephaWT+4PtxFPAUUgLmKWEc4JvrQaypTU9hJEL/NBjVt0X1ikN9RTuogr3v+7n3wP9wV4PXSf08ukk73nOMVdknihJlGLcE1ZUgIE27M04hpmskB9kZRrkzfWKfiHVZNWJphmOLe4Tlwy5if66WGI4BmSo3pHScXk/Hq/9NZLsnXWL7h/GhVGViJ1i4BEvY8WddqMCXFgx8Ne9kLqabzywaZM6R/fMtzr8xqF0GrY1O1IicsvdXfkNeMidu+ILJFhf6DH+K4JcpJAQBJ09gLTsZj3kZtGIbENhdIgP7s5O9QXGTXqkz8P9H1HUsSaoEyV+CQh/RWuu6oTUUWnz9kj1vd83mMGbTQ0OKCPcQHu7f7G8AB3KODzJyHWbftzzRlx32nDQLNJoQWiKppeccS29cDXl2l54n/Xx4vz6VCoyFGS7/kKUc/LP/DBfqmKD+gnkTFtsY1s18tmLkJEO/kQ933KLrB/ivSVbkd3sDnsverBTI9xMLWgTdnwGcguP1aCEWol/4UVp95/6aw8m45h5WztG66+PirBfBmIF4ntJkT+vlYfkXngJRt+1Uz6jOvqzY8FzcKQwdFWK3zSn+KH2roP/x70WyfjBh5dc2Ml8Gb7SukoGLceiq/WM+bKUaQQVpGqkE6thuZv5V5fGASR6EOdHwOLQpTXORzy8NwQ9CPnbtTs7r8GFniT0qB9mO3wajIGskiKKBu6viyuBSmCMJsO/lSVVBbrgw3fmvxESlWPtyYgIEOTXjuhJ8hzUYDQgGjNFi7ogYLxe4ROYpJw2MmancEAIiAAzcddeNK+a2bPdu0Pma9tARzj+fdU5jWjI1ynlTwMEUHWZiCSHLaAQlBktayvailZrOF0JjG+cW6AJGx5dNqA/W7knJuVdmvYg+gGZ4o86vydiVN92mtGqiP9kyXHjl5wnNKuzLEdYh3UIEiYlDIVP1Jchm/1z24NLsRt3U2Wz6IKlXxnfQ+upuklFPTGMkYE+nX+DzSaYP2olZgvXeg1DOc62KRUnjdK6ggaw5c+wumKvJSHHcU++xORAiNlr9L3NdHoXgHCcXf2Gw8IRepvAQb02N3vmuuCU8bTuIZ5GMqRGvJd1eV0RJAa4NoSOXaPSY0vkITxz07iOo79Wh5ArLgK0ET/fpjKRM1MMyYBXz+Vc9e2o+c7La6SRDDu95cZGeGlXuJYb9KW1pN3usuO/+Aiwty0N8fU6Zy4u++09q31NnzRyPrl6pz9avpRnlwnFd5Fv4hbbKdTdkm3FYxD81kkKYj84im1M03D6a03DXCZDlSvnBHFRz/5sq2AzDXUILBsLpb/uYwiW/2yRFSsMjZHfkavAdu+QAHPr3/bK/aQhvKs+ewt/V5hv03Mfts1mpO0NpY49xo5LIFDB/Vs0OMt1w8fWOXAfjGCrjZK04A+5WnFeBymhhMH8s0lp+1WriuhTM6LhGreomSiCvD3paFMrQyNMsGtb+pgyZ6B0VOLzFL1VDJEB2uJfWw478ne31psmUkRWRxXRo/70+G3ighCdUkB6YXn6HNStQpBEPT+yDe1R3X3EMBeMUsDGMGG6g08rR2+I3fiTisv3O3ZeP4WiDp9w4qEo+1EpwmH6Pcdsajee/elfNoGAK/Sxf+Yi080rWlnspUae8FF0n7lzlK+Eb0LrwS3+f9BNHdvB5fTo+NyjUqs2UfF93XZrXw63eRelqI3MKdH4/uDJBaQZqXjg+8b7p51bK00bhtuEt/jW0eBQ/aV3savfPLoEFxRTz5/8GGQ3bLyjH4cv+5i0AvfWru9gVMLlpGqo5wa4dRIIjbUVuEgukdvMC2KRbfJ3Vrv0Qx6OmukucCXybUPgMtimeVs06Gmua4hZ6nmdCRhSZGwUthhVnys75NkrxkaICKXdBW4Fqgz8vPlAuYTJlmkazt92PX52DGBrMepr2c3pOT/5eSipdJi3XLdpGjcUhm1Zyn8QecfHpOdpb4XZW/vwoJU3t/bh+bNXaOO7P651jC+7nWTTg7fR0SDxvRhOhl9QeU3Ga2mvnk/61nkpNiVSiF9L8YTHE93fWTfwXIhtVxOFRN5DB8SDLU+bZezfSs7YPpApa4BCRE3+xKYjpHE3WJv5nzB0LnD2B+Kb6p23LChFEuB0+UKzSRPRL99sgLqY+V+QrvufC50Sk9BOpl0NtakUyT78PpyaJwqQuBsq/Ct24BRF1RRx0ZVDunGwaTlX8mOvdOH/OeaZa0NAvSOs6BARXkyhZfj5SWUDhur5gE/MieCcyEhlzUbTQPyUD3Hyvl5tbZ+nKIt8rHFf533wB2aVpcD024WaseZ6r6PLZMmKWDWobw00xojwE9BoLkddQ12fUOSPbhtt4dvHFG97Zk9Z3K0rgtY1K/h6+rYuLGkyC3Rgx+MXn3MmumtCdzMxX/56HS/15zVlQ62+9QeD3Tziz3flJlpRTOZ68MUyh4NZvGH++rKt7HwKEdS2fddVY35Dr9pvPIkwAo1tZrc/CzJx31MsWgnXUnmEVa0rPX41Y45acRVEJanglR14YnpjhzYWczNWE4tpdW+PFEzAaw4CHGUjlim4bP347MTAoXggiJX1C7jVp+8e1azRiO5+tm0WPtfY3lF+M+73/LrK/J4Ofwbv9dBjiqb/SpTSj8NJ5zczIjLuMsombsFZU/dMd7wbHrdZGcNjAyK89SQGaexLgfHyJfj+N1n/lpyiWz7UoTNAkuVjvIf9yT4kbHO1MS9WXo6+PBSPOsDd36HUMLN9CFQRouBOsscCjVMxPx35iCDg5zTde+yzlHRpVXyQQkvU14cjMCXVRjIkJ42Jtg9IQNfZ6XknuYUHab2yCeLS20jd0MXfw/p7gBSbfNcolY8Ii+b2tgSjsjFT4o+IB7yZs0+bmrH3aYy+0Jsfuy2lpKiZNv6h/+Z3AxCbQmmLkSbSLfuLHgyKRqNTTvziVwF10eiohz0+No/6pYPFdlF0J2hzDkrt/ejVdkHe/tbJSWCMobMPALGKBMjiGpIpDQPmfcZXtwHEP+lJ2q+w7gOboeQBYTTOlSSiNQMOOXMCxnGIN2ebtWv5T4f3vWYRWgvwZ1l6q+Mus1evtg7aWrZ/Qg0UL/RdpU96e6yag5c5JOVaSq0cd3+HeLj37fBcYLefXR690ck0HvUlts/nEeufRrAUlEd1h2Us4culSWcsNKn3eH1+1C8kxz/4RH3ZXoEK81JdExjhWHqlCIcU8m/NX+fzU4+r/yjyA7Rs+5RQM9nUQEqgeHMlsLBAiZx4DamL7pnaS6lOxPHMV4kMA5QWBRO5faY7aTCWQHiLOFmBZaHkYhCVKOwbY4zQBae/rSFMdlK5/8lzx2LaDWhAIVYxCAfqcGQTFRiAcLCgblPZhAJwNgiDTk26jW5P36yApnoKuoIqe38NzX/05JAlkm+g82dSvORDgFMwEtUfuPBYfE16Hl4DiL6OA79JMq+EFzz5MDSAeIMxb/u7/ikLNr24VxiFNDs+TKNlsXIhXS29PZzZCspBwzUUh2FnRnC82H1dHgHBpGvM3JMWAOQB8/DzqSR8VNzXHnQoV/zeuF3kfZpThAYgWp0fPpLhLuUybvV8HTsRBkEhK6hIGory3qheZn78/b0AmcbTtlpIE3O5C/uNjlfW8sa+jf7y4Os2pciB/XUb4vsrhVwBiLTDi3qFqCFYyuZ2X1x7L3QGfnWV+sdtRb+bBsulduf9JD4Z/3vx9pw+aBb61d1ji9zdU7qH0qHrbI1IpOeL5HoOaRwofVGQKFDjuxGPoawg1YuBqGEhBc0lquWZzRSfzfCRH0VRxMBKEg4XvL+dZ7hbGZwg46kuvwTBDn+Uh6boJWQa3sBfiCJxYC7ELWpas+UWBacBMyKbnNzPqleuJv8/ikNT3WHYtP0y9obptP7NhmykmagD2sqzkBtlTg9HJSUUiShoeixytAN+X33KhNIYgHSmUWQKgC1sC3kXXu9UD1kMlI8M/cVGuYz2uLIhbpVyLJSOgWFPx9UxWGuIs6p4i9ZjT5J6rvnOhMkYTlTSzLwyXeGl7vJqM0w/IOZ6uHKq60ijY+8kgIWh5AxQmLfdVElrLyqoll9I74ULItHGNLwWI21lB8AxusPa8fTqLaAlyPX9SrM2GIz0xKV7jl2XyUgGAPj3tYxnAhh0ny5nyvKu0LSF4iIYcA3+b+WcJokl0L4Pg5oSiA4I2xR56F5vBZGWgixY/RZbppFS5NpgkVfbZBMs6v8iE/GoER18fFPGl1iHdwlchXPi1Mkvdw40v4/76yHKBTk9hcagk8Dz9h6K3qaXUZ/4ClyBKNtG6kPzTbLjGVZdmoRLZc/8GfsgUzfM3bos91Z8hxG8/RsfB85EXVeHmVmfL1O7K+9bfvMaxUP1dU4Rb1druqrefL8Wn0B87bflCbeMUYezsHT+ayPxMCoCdx+Gb1N87moEJOcJR8hSKLvomx5eO53s7t64ZRdl4w6oEFbNB28IHgeLXoUEl/qnn9dNa7ckQOajqBkVg9V7RALqO576EL46AGPo6WPpFBGMPekoholyYDsk/eNL57SxSwi/xzzuhjLYLf46hYvFZ2mMtWA8Zr1QSi6sS39NXm2pEvJ+XbWKJjXU4md/E+UwCteyjphsLHXFZTwKOACt/Vaog5rJ1jSAREwfqGxwpqy3u2wxJbjZudlu/87YLotwA5bprhWrUHL1C3cpyyI5IRAe8Y5OGqDyGjLypmn0WYFtD4/EZKLZm1NsfBS5STllNs07oNK/RgiVQExltnlwBSlMfL9nGTGHJA/ZtBGQVn1JRq+7sZaWWY5nNOUjlP+He/zjVoEq/DlAhTH5/MKxwKtsxMtynfb/6c5xM9X6vw+QvSuHGkjy699mTofE+T+tR1sg5dmi8pm6JTVbJ1NvN4Dk7QVvgRk2p9pWhbIfyb1jPEb3s/cpfy2wI09pQ2aEwDxZiNfQnUrnWpV5oP2qgvgpbSp9fElHid60uYbQOY6VK7/5TI23uyzX69ifH+5reQglOwWf8Lc/umXhsuYckkDW9VpzDO5fQNJCFDesnJ+WRaL/WqKoeI5zk3B8fMLvMnxpkQa+/1mTvIb4HUh7G8NxSLb++fIbj3XixwLEzERhBBg8FKP2/XhLCCV61lVeaLYmr2atWZ0INOk5f40QN9sePMz3lCPwGIVSxRagKl02ubhFjYt/VDo/eLzQxAIAjABGslRrTfEexnFMBwbMeu2w/cy4BWN39przyaehre6QMAli70Um6awaSzHCFcivJ1LSRvj9VO6XxnlijTni2v5NP+ewxCVIff8XiCXCHWEBV2dGa95MAk/xfntDnSJ64+jqJfI+1usyyZ/3XVyBsN784BGxQS3yw68PfDlPKz0oQyb5vU4k02PIhoV2XHKLioJp27OzRUfDad4CrskB/nrH+rIE5+X06y650YQkp5u6Qt0tzqMZf/Hl+vetpRzzrkhsp8pr217nhPUYkUAApnGiiDXGZBTRZA+4KEvBhYu6fVNlpwhQ/SnXictpe7elKTui8eLqdgcMP/Y5FW56jk3eP2ari6UmgZQZYIVn71voh2FncMrwwxwG+hIlIlE8c/SZhhl32a9FOBV+GDs4dliprqrkdiBN/osiK+RaP9JuhZr14ulwTRF3lW/10Gon8b57LbngE2Vmn1Qo7n4JC8tIsPkiC8blk7Sp2vcYxq+mmnnp3R+Hvjl84NmnbQxI5+mL1Sz7b/gPSb3nlrNpf1ep7NCRHqmyggFL9IgQGYU7mW+7zRaY5RrnEV1Nskq/NbU5h5UljUKEx+6CBCPpL7DDLw8pzLrPlDWDkBNMni/4SA4EREIwkGAnmTTlgk8RU9WdFv3E4c1Be80FNTHXnj8nEFYlZtn/h1akoIbrjm9b4tin8q/Qirc0TihX7skounp/CZrkO0OaFVMGu/skMcbdJ409o+4zs/w0TDwdUhoWpYcgwszJRduW/9NJyVjZAMrWR+QgjWsCaR88eYTGTHy3E+AyFWGtGjNk+Wssadgd/BpZMm3j+m4jsmZyMz6eGhqzgZ3oZIh3RPC/hbqMZrjabwC4BqMw1ndP6TX8KMX4wX3XD6dL63XBItR9JNhwu2/wolL89/DsOwJM+1kEd2QoVli33nGFsv0aDiTbYCU7ZsZg7PliNWcnL8oKLQPE5+xuaewgaKB4TBlVIDFJFQO8jnzzkceD+eqrNQJ5/Q7HCHgZGjW0PtszMb2mCyjPWDNkfQnF8iLWHhqHH1F36hQbthzcN2z5LWmilnTRETTOVRXHarEPpDc1K3kmGMHgC+xOwzwq52ecgqzQtbQNls1FrBXYitD/ZPUnRu7sLkOFutMLq/FooFoSJasckcouMuNSj/4Sl7Tu2aKrYyjz6U0vak6I5IuVGbuEnOd3+spV607wv6A+4rNoMkMs79XipeDThr7K4DNhpfCVzguNUS1oW4nKiXIXwvRZFBGESVaz/aHtLGdL2AAB+ObFJOr2rb/wvSj7rTznb3A/c9dFwzx3cJjqQtrk3Emqag2bLripwE8xdtFqstXrb+j3nbbD4J4wEBU8SikGpctevL3XBGOQSPm9FODOqtc3SbhPc/uW9mGF4ikXo5/5yEPaH+gJQ1RY0EZ6d1YQ/whYt3+rMMZxYwiszX8Rgmh5Eeup3+xtA4MauaIoY6KURnBekgIpPbwiaKy93r7oDtZOqmHd5g2fYQIMHCksOGjX2MLbicP/txPN4a0oURlwBA67+/nJyV6t8l8/RN/axBwItZoWT7cXPtv+lfW8+93/dZGmzGDvh4/RdLhQHZsit9fSQPN8/TpQcTl9px4G81FgCb8NqOwxAgakfI2BIKNNzlRp9YLg9aH+UWrj4GTwf3EzsuJG0USlwWmtSrRsuN7Mp/34m7yehQiCAedzBgNmMh1yMdxEu0bH+Zz4udkWqbhamyJGkdP3rjJJvEIb99NxJEBSTlxGbivKHUUhi2u+uojMpfwDIV0AdzwVC9jp1qsGS4h3ZNJnM+QryNagXvQtOKUju2MKBNQxuf1YsMMAeAFngAQxCRNprAi13M6d55U9Aha/32jXXQJQHbZhMuRf3bQivNTSUpeRKnazu4lnzHFG3HGa8HaZBC8s03OfAIu+dpy/2Hjn9nN/TqNs/UMUnsDIUKCCclhhyaaLZFpXE8NChVB8Job8nwT2mqlmnh1PbwPibCQIW4ICF8QZX5fcoYyAVJ0QzSdzIKG/2AC6/CEdDHEN3fzacYmAdlL4BhPBoggotC1U8bwoH9r1qnSNHiVYktffUz1DCdelALuJGU1+2TycwPhT8URmbtqFk8UVuYupPcE6ZuPtwoCqYDPa/9NLNjNqG0EbJmYgzc9d0zPzF+itoJwHSfW23WoPwwP6n0CRyZ+LOkPyVXLsy+Mzgb79T7is5xDH/ENkp1EBfkiESgtJo2oVEStyDkXmEjG3AjHsID7Y0/9ilNSM0KXUe2566pQD+V90Xoyru3BWk/iIM9L9+4w1mNPTnVzRcSgc8If6fnrzdRGS4Mn7B/MgMFQf3gkhKiMZ6ITG5XFQfBfCBCVd4C9RZBdrv/BJfm7gvu/w3Efr982It3nKTdgojS/a+1tlFhlYM8FQwWkZ1t+n0u6RR6KfEArv9kNmLKmlDZjGUppOprbS7K+WWWFxQ7Qq5fSo+HEJY8AAaiE2P4Uk/zoffdBDVZyls5Un831hgQvj9RviBUj2Rz+cZNe7JEq2zPlKxmI1Mc+BUyLy+dvaZUK0Xk+os7qakTWjYZwGK79aBLiiLvsiT5+IiM+/1KzpFO+HuDwlWlEpQ3CoQ9sPOG3YGvMJADU//h4mUyf/zUbBsludfB33jMfrOIw1peSj/0EFFf5OwSd0b/yJk1RUSFyK8M3Z6yULPSO3nr5rMVVr+iUqI3FZmx88gcL1B5qccY61x3RcPqrKLxwVVzGFbCGb1h9O/zAvQ1qeOkKmFc/SRiZcdGDMmaatQx36RngljzwNUZACJMr7NtB8EjYM0ROJJffLh2TCAk3bECklYf1ooh3GdsVyDQfDVm5VPqa1BPnDAhJNIPask5aHU81qBc94RogZwTTPyAf7eu/3Ytw7//11h6fdrzyFKU7QNA/+vhg7awpiCsKqEe8dBm86hEaVeHthtCrfdrhLf66BgeLwiuIB/MUQPZgW6xeeTbUBhhtGVz8+fN59tNfUCMYZmauRKNoN5lkT735rwtJGVLv/SGgnweLeq2xr4ACXHq5fwgB2CVoCmyqsomAM7em2IQOx3MjjFiQJdNqzLtz9xVr4uOqSIf6hUKrmNTKvMmijPZ6pQbu1AKCTsp6zIX5q+nIhAadnuI0u++GkYvqXyBmhMd3LZ3nNCaVrbQDgV/Xteoz1fIPIILmWApuu369nJee9Q9Xe2avEEypFMaf2bUSgIvT9079fDcYR97TtwA0/d679/YywD9JxQJ31sF1fH9nKgtWEW17u+HUoVLIut7ACINd/R0iOnOPI99OfE09MUU+Sbud+ToHxc/EVpIu9PJynVuyc6Sb1H0Xg+jp5/y6grm6laG3vBP1gyIhlf0rgFwlLCndEfp6KghYIv/2stf+P/BM/Dup6fpgQS7UL85SoFK3mb4w+9K1xLknSJlh+iJGAMwFN3BGzhPZE/mNJ5DyOZ9vmZLbYgcx8u/n/25V2YhgckaSisQZiOC7Nt2UGARRU3yngADpRL8fmdd7Y3D4QRd+6sTjQJX6ezIf77n2VUkjSaQJXyJ/Zq1eFHkhji5JEbaawng0XIVP2ArpMGTZR4K4Z0wz4ouo9faEkLcgUSQUKfGj9ksG59PGc5NeID0IAktKj2kDy8BDEJndbVqsZHZyZbTHBeBFXgh9SeVGttLvSxyQABdIuZ09eH0/2IhES4iZ/AsYixAUHXkDd2Av7rGWsUjiOKFUlXKnthyLpYxI+6RU6CfoYTifL/rZBc0/aMhJ1FKgSeluYCgWS84E+ByR4egw59nM+9AaQ5Ewdv+Ji+5SnxLzbWAQ89s9ndoupzKCOnoOa/k91pY3vocX5U6VwvW3oCXXnmA1Ywqf1p7D5hQb7QcLOb+HVUAiCaiz3qCdFispGWz8JgiIBJ8vN6vIDjqrLN2hYD5W3MkGtDeRgHRqJxqAUOuJptbf9Jpv55e08l7p51JkicYNPIUSk7ZC0YkIJrvcFzSIoovBT7FW5Xc9RnmSxuMYLlADjmwgTknnG///yOSG0ZnTCh0Gi+YoX3avA5Hsz8pH0R9jF/fgN2gPDPZGxegA93aY3ZiLihSbov83kGLmpPINNR1hL3OfbOyjFuIlTwhjEzantBZ/eCOJFJNtqn//qIKH3DKOjdvyFuBvaHsT4vOtjrhmogHUAUQSmIWyrdUliVZV1JaWibiki+gQliDPmgxIlSGnKnXUJHVFUYCOJiFLYr5sqpsPSHtau+izkOheZObvEyLRdC6dTJNIBhGDigSKiyYl/7KIZ8u08GtpNSKv0wsU3dqr+Evn7/zZn5TLVB/kUxVZZWC+P8e0aMI+anpZDyMpkmYql371oQ4EItst+Dfob9+lu8Oxwi5cG+eCSLaMh1azjev+KsGjdKfredk3itIfXvxtsYdBZHtDxEZ47PtuuAWmuHCkh+rk69ku7IJrRx8pfFE8BkxL9KIQyCAkFIp3NIH+eviX87JZc6hPpPqPMJb1f1XHay/7AhxEBPJBRB8s86/o1lAfGk54YMRnGZsBfbVXGafBvSclv3rTjSx/2aJKOG/VkU5vvsPJvYtIP/WpXG61toJuqAOJWzQdyeWH/BM6UxEWenzADnr/ol8SSZq+4GUb8kFNQV3LpRpibfiMbHU8TT9UxsodD6qAgc6LZwIK7EB9qZk9xFUmeRp5gr3ZorbfAdIa5DxDf8m6iyb/jfQ6ee8+v7hErRKIs5VXJJgSk3Unv++HB+2fAeG8pxObbhppK4fcKgR/bg0dex+dKXXmYNlHa5ZodUJ+0goYIq0jiureI5aypQlr1zdOkH21HAH5iUGzU+G8dwtp+qQTw36K93rgaj5jEPBPPWwWC0RBmMnxeFOeZ/xY62hrVMPSqh+XeJqglalv+CTvg1S7/cUIcYHw6wjPSX+6EoAHro2DO8AvqIQJTSQVFEb+VOJ/LPzxlN8sul4rRpbrUqXP+M+U0+zz3F1cDSZ/ZXTz9Jp/pHdm3Rfhiw5xNkMgr3iFoxVVrDPGeL2lPyrr7JfXU/CD6Wew9SKjz+l/+lMeujYWM0cgm/rjPslnnI/B0uYiX+RSIp3oqdGNE3i0YIfT3pmD+RF1bd8KMJt1Yiw+b7e6AhA5P6r8ZvvwArwUvQ5aX9TRJNJ6X1vUdYsV6uqIxe/fwOPRf0av1T+hA6fgBrcmct9y1c+DFwGpjXUlD8BM1OF77aSUdSb5SlGp16YOFNuwa8xDqN8gKqTox7zjPN7XOcZd5Sx+KLQdtptR200DYvhP8QSn7F4zpuP4LVxAchr9nKB3vg6utrWV1MFqyF1B3gD8GH9OfWYbKqKKpktKgcEMJJYxt5rcYVAb6Nwjss+U85IjLLpR6rfPKrM/HTYwnWX9BBoiqBEgzGuC7IKFIPHlIzAbeRNMZ5j/RRC78ckOslIc367ay5c485St3fxagalgFm4dPQNpmUJl4bOjE15mw0p0MWA2H8VT6xa0OT69+KwiLqXzbzBwJM/IdS5d/A1g/QBTvyiZZ+ZKrMXzPUbXHIHSuueduL9wq+GI2FgwGAQkGHmXd9WYv0fRoSGYjoonRDlzqzLNYGMDIXb1/r415oWs7J5OYX4OyLyrJATaOoQHP17sYkf8m4nLKxa5YJJsea6PmSgcYy01HXfRPB9oHTcy/+EzfFzGwUgfqudt9X3JmxwzZGq9XPhe0GRZMvyA3AvALBm7k/QWsQSdj4i+zn5PhcLjKFkFikStZoDYLk3E62At11U6wltlwZf6yEBpadnytvdx3ey35J30vQTXv11Pz01nspX/yY3+HJQAIQ+VHpF5nSimx/G+PGImvrjZVewjfY0yUfK1/aIgr70acdXfplImkL/GB2Nd8JUQS2KvIKXFkyCjiJZQP3yLdQMaMIZn8Bt8BX12qZQRKtL0NsrKT25wwlGHOmAX9fUZcZXW6ZF7jY7GvrniHTVb6ym5/aKJJw67Ku9EbRBPNvvrsVpuxvKwIg7SPVqP5b0Y+Z6t+Q6PHwKHcaq6xQLZFiCXp93v79BO2/ftoVdWCltRXESqzcXPxj3OYKvg0wTbeuV2389apFDwMoUJOn1f968lc4AWX+Qr6qLbiFZV9si4IkWKR94NYYi+XeCXC9tV4yotmrXxdtGA56ZXGfTPUSaFoeUFF27QPW+UJehYLitaWf2jb74qjazja9EiivQaIfP2uObn3kffj+8jD8rcAbXaxxi6cP21bspVxD5fB9wkE5CuFY1C5DByocLmT2RSfMaAoN+km4k20apXHGxwl3aMtPr8qQz9kzX1TqAqz65JVy+unzPZ6/L+uKmVp6HP+s1euE9x61IKrNILwuXnqWo06KVytPj/hGBoRqaQqOW5z74qvf1NTWRdyWFfn4cbYIf7aYHkmVcUEWb31dBUf+EjMvsNzGIKUhhYc8yeUEHfdgBGPMCrulNo1yP4D1QC0tRh85AmChqa8M6hm0BP1ptTwT8aazURevUItlf5IHMhyWpZFUkCVcLtBHhfvJQ9gSnC70VnsQMIx5WbD++cf1RbcH/Id8kEEsQ/eGzKD0rO1P8groCYq8IzS/OZB+ybQG4i/8wK+VF/1r4LGKG7K/yhAA7cLZM4RQIY3WMZlQ7W2uQKKKrGovQ997EY39geFwoDVD8Tz9FW/RaSLQReG8SNC4N4vIuW3fNhkdThy6l7qlHxFZZnzdv+xrjgKIdOTPnZr1680QZ0tmJ17PX5sl7bd4XOIHp0VKfvEUvTZV7GNVHmxWVNJ84jPrvJYl2WsdxL0SLP60gaBZIaPy96dXz6Kewj4f+Bn4Kxf/5R/658jlwuksfTNeWdpQ8Fd2/yEV81HSAcH7c/nqrAvDaI8dp0j81LNGlK/J6EVG5lRU1lGINSiKyaNnN+q0KH5bZl1I/tVfgn4nZuaL8CB6Iyr4OIO8DjzrzH+idMSrv0dYdf5NXxtm9ZzV+KXxJXpbCCOc2+roi4BSrz2fAZDVMLZ16hcIzMy7FJjBubRkSM5W5n6R1jtCNO2oPCROlIcIrnkp9l8mFYzQt/9TMld7qYddzwiTqlmjgaMa3Kw/Wr7ZiJwobQZKSJb5WRusFgz69GqUe1/wPmIjtttPlj0s7BW7YUZAs9J4QC0KUOkkee2CYl7LxE2OZcUeBub18DL7py2OoiSLzlm6LedTEBqH5Jprbiiag7SS4I9YXadf/ZdsL1ApAzyTuutTQRVBDvwnZR+R46ncBMQLSQ9k1WrIw7IDi+7Co6l8m+iikdvzl23l/uKdvxwQgZ0L/EhaN0F/7RpE0qt+KyuaQFjt7ONdT53TFaVZ1a1DzNRkoHzncAmVZDv+xsVeq/d+LiQrpYKBfOUuDmunRWsfZLTQzV2czrCR9Evifmk28XT/MwMeFU4hDnAHpEQA3pTYxYKklRzjlnZHLyNsdjXQ+w9ahevSki9d1oOO2kRX+BKyH2nLTSp1QT25yD7vU0KvCX2ZHVCUkMfSRd+9nkK1/rTyRn9hX2ogJR0zHvjRNFmC2+zIscENLFiS9YHDnkAKqr1y/VdxOws97F3szdmdSWY+qg1PqOxYF045tGaNOR/Nz9Zz66wG3Gf/E03+vOZaqifib1pboDOtKHZxtXX3J1+WKMBvl0w5wm9/H5x6emv9ovdfcJtXe15iZb9TKH8OQPUp0Y4A3k1gv+XX0VQwD5K1L58TB0UvRWWazRIeFi271k9a01VY9TX3/vufBWOBBaMdX7ye8vaxF4A8BParLIRaPgSFr273gaHQFjl0gxLGt9swfeY28iBK/xKQkA5ce3ZYVPoU5SpDH4+TJMvhx3Odac9T+7B/RbDaCAnnebMFEV5vBsyg3KV/zx/jMJXFZj7rvwcRxa0h5jzKZyFBnU7SBXOqKx4Ea6M73vbesDCrkO3YnaOVOW0macZpnH8JDXdUTjcvVNqh6ps1fF5PM2eqFyvJUt7Zu4nKK6xbgz3aXjOpLMwv8wfevy3jLcnm9dYh6IM70u/PRXJmwL4uMapMoNWGroqetGqKhloSMotNxC01VOZcG9fRSyLr70j6nTb1ztZf1H5As8qKgKx2XvDOxjiLyTqhSPAtBiITtEMtX0IQOAhee8WNOx8EtijdCC7H07I+GQN8M8eVALIgjImceLzFJwRqc0GK+MpqGBz8wIsTudLq4HSRemp9+/TYfyBE8GhH4rA7xwd4l6mu7qfkD4RqWIoQrzs24CkA4WWjECZvOnsi5dX3EoJE0gPF1MW0EbCr5k+tviiNHD/ITLGqXYPTg/P6bDlSFtq/WbGRHKrKqiZqmq1crk0mHWbeX/qy39j81Gx/DFRzZccF5g12LaK2RrJFTrRUGU4tkuKRl/MoyH2EkfyRdTwZ87FJ1icpde2BagqwlnQyFfHvS4xY0GM7E3K3RGNgHotx4sMOfqIqdvNllSwqYzGxXwfeCIOYfQYOmtsCC7LyGlXkw3DqTwDWdLm+ExUMEXFBelGqvwWSzq/5xf5JdJP9VKpMikGFxEHIAlPl4NMJh0ftMOQP+4fpwsUFfMAinLJFhFYaxmjrgxtqkZ4PB7nh6a7hAl4XOlrbkGgBETT+QeeYRVPrYz0P+Rm8zpA7e2AR+EYnRnKOhCyTFVJugJbAHHTmdm6K9O2fhjv0y8RKSlrZaVigBhV8N2yV4YWtzm4aLdAYE1L1lC1jXEVKsvMV9YbB/6z+IUvEaOfyL5Q+mydOrmVrYVA+bXCCoPVqUz1/0sXHrHlQwy+3x1/Wsd1d9qqxKLz+hIc6sqleijEZVbIW9tZYoq3lL9e1DMeyia6qMDkU12DyULScp8AA/v272ZRqu26wlNZOX0X5xGByfAS85MWuFsdGo6TBkNASzg44+2tpDHx/XZ/v1Z8a1toKhahVny4O/zLm0dmJ3Mj2/7JzIUJnmVYzdhDD21e8ncjl71daIAUfmb9hgVrFN7R8wmfcet7j8EblgZCuUlGVh+XXfbXBPGakDe7G3wwgMHP2VjSkYHn0SxInxbJX7yaMBVOdh5u4/LUdPNOq1lhWwXZLAYIylOyCGFV3iaA7NiedO/Nje2cNpjENpsDZpcZY9KJrQsVZdwfojhuWh/xrRQMnqOtMl7ZfBqkz+JTwxa8NtTC6a/49fQ4ykaZZ1XPrwVsFSkdI7uyr7JmNPJOvPxlBtIIdRX/dgkxJqPRXZn9FtnDf+WHpaHKzvPHXJajVPlYjdCOY7VyhMnMhE/oxQ0YXIMlXzAbClPeERmGuvKwZJBNw76dpWVefBWuG8lVWZJybiffLhb9ceZgyXh1LjCQycZO1zMSdBMyrAEKcLzDgnb3ju3F87ztNn/H79z2906keG/syva4+2qF8zvD9vVDCHqxCDV3mj+uA9fe2zDXtvha77OYzmRpFC3gbWDrA35ujopsXBEiH9rpdalGv6Pj4rGeGqrvBjzFO9KowDOmhon4FHzG/f6xj//ZtDZjqXCqkh3BMhvbdOD0h18jrOTj1fa2X9qH0IKvpQoy5q/Fc1pUr37TbPeKMw5FipijJVVXzKajD+/mBOsW7HgfTwLfePquYqF3ypdiZxR2+TU9p9q+WZu4UKYA9phy6p6cJRidBWAXVEDVrEILsadnRaYcXDB+AaVYg5Qt2wA1BQB7QN+jYwqthxcbRH1Snpb476EP7Pk8xTomOHvJZJE6cAJkG7rB55vBMVMc45jmqqptFUyYWjcxUxYiP32dlGggOq0Q+Q/s3iE+KoaM3W2z5F09K6E+ipDJcabxRG3QqeiGJz44ds4CmFs6AWRMqpD/8EPB2/WFN9UzC7ys4XFmP0Li87yDarwM3946q3MUkZKAE0mive2RfxhowxaNzYr9vSxh4SCvQ6SdGcZSg80u2ialyz0ZneNTVq3rhE7r1Q7f9+uvlwlNffz+WHbikoBD5t6pv9PsNG3Z0dG3KucIz3dCYdGO/Sue1DvJeKW4FXXCvHg9VbCCNLJjAcP/q/0K/TJc/7vLdGpZ/SWMV4o0zaUqWPElCfMljge3zgMURTgkES/PjGfuaLH7KM6KTiV8c5+KWeGJD4/imoTui+wJy7OQ+85POkg47p+1ZCfq5Gfv5iWqSPDLrSFaVxM6PgBE0Pln2hhwlr6GB1yYS/Uua6OGHQ1kyOVIz2Wk7O0HQmdm/tvL7Vcvw+3paO8ni3hEqNiFFQpM9qt2oxPuytnku3USoSJENPxAxYXK2ZEeNZSSwqEZizmfFmdBI8PvOoxUIVSQ/J5pUFBTE1WvPvFNKUpUiqoHQnE7XTbamUkrnOd2orIjnYJ+NNJJ+4Fi7FDXAWZ5/bbE2sf70okfAVxkg2AX4ldoCOoLv9eg3rO+OQZLCZsIAQR1hC63muq7srnBJtMFNEAr2hByOMb/fXrvCiATotVNEdSDmRGUXChTvPJm94jNPsE+3+XOXpGOz+xEqrS9lhmKl3vjDXhi3PT8VtoDBBIx39GTaWqLznczKjj9dBOyS7XbPJy6cuPtUxSXzWK7cHTo2zgBMqaDUeK0m3sDJk/VVpEqYaiWk6QVfbD09I5Dvn96vNHjHb+uBIYHHINExg0xPZIgmvBxOg6CcByURkE4uLv/xabJOOY/f65nqz7ikv0LdzC+qV+5WuZlqdnBV8VVRT/byhu6C/rVK/oSFYXLn30FlQIgIcMpf3d1K/DdH7fPM5W+W81hmye1Lchko/h1G+ZvSbXgp3qfCg4ry24KpHvEED/nr+DJ1cQRaoiz39+aXkJOkkJIHcxrjrp2VV3cJIX2F6CWJYRAUthA96jdQrdB9+dTwc2yVuWOrs1fRs9ouyQete46OSkPMTn0b5wt7ZkWR1pI5oYtTCH7JHRVktveOO7+fBwhOBqLxH11gKglZY0OdvtnzFevHdubUbRzTWpS2oufX0VQgeCBzBo7tiwIE94TmUhY/0/um938bX3Y/cXE9mQQUPJ0vtN65j7tB77msVEa2IafyGRScnjMyuO6qgpGVL85XbuUSk4D9wVbQvQitns+ekWjQWypsZRqcJ4738EgbC/XXsX52RfmXCk+Os0xjqpqwDUYtFeOFahax/twvRz41EmHAdCXHjwSQXk9N/eoMpAWs7l+FJQiTWgTlVEgxtvj58hrv0bSkCgUnFhY8U7AMUz0e7UYvjB9w8x/iT9qOsHoQTjrKPMU+YrVma3jcuGfmUvlXQLyDikyAGIkjKGbi5HXtT6MeLMvLORup8LJzS/YNsou9jXQgRAHoOhlgaDsO0v5j5i1fRxV8LqHvO0f9xi6OzV4CtfSJOyP0TVsXaWv7y1++ljdd2m/bRzC/CSdZ2r1KMqtC6JdxF9lKIPWmHx/KE6viTyTuod3DIAmPFnUpNxGI9LbDXzBVYbOgqWzSaosKyUW6p9G/L8o+gOEi9fg9aKP800QGFsV7/5PZDDqEHt3FVq+1Ju9cQjhKsJiqhd2UXRuDQ1ZQmhU6Pfhv3Mtrc1lR7NN90s1xePtPtI7o08z6JTmZQWRVkbKuiPbH5T6q/GjHNgD1mZYYb9FzvFs/4hMFSL+JMtXQ8NFwg1kMRT6cp2gmOzt9KfOBlgaMvDB0xfOuNU5Z8rCHe8Qv+xrhuKezYQ1aOjzm1e46uRGZEH2YKbcGUTot5/VwDfHS+U/TMVluFtUpzH9jKaLl00Fcp9YqucPiDH0yEc6OIojsjoFCjmKW/NtFS5VNCrgsx6AEGDg46ae4viGuW4leptv4clZHz1/006odym+mkbPcuT0JefdGUKHs55rbcmuygUlYMB+SkSPtBPV1NhI0wvawgBboC5375YvW4f54zNPAGSoFV6b2KAZTxBDrp+rLIOC1we6NAnOFTCKOgKj6R7V8SMGRb7jua2fqUpC/mqpKGV4nzbs+U4sMyVGkzieOg7bA3PHtcsjf93bzeMlWn29Jd/RLtbJncAtLHJEH245rr0UCR672B4FwEmWJsV0DTWmBoyANKho9frwTNxjIPM4vhOf2bGYAWoG3THH4w/JRtsX29utrlWfrWpXmpzyAdKHAWAzQAlsxRehn+SejBTv8dUWSWW1/H9KchK9vlqcMv1QJLyINJuYxX4V4wRQNx2LWmw8lUVocZy2zbLTBC/W6Z8qgDTYkC/j4BDNxEjFMWh+21DmOXqJyxq+feaFMIPRGGclAc1547Jkqj/PlcPzL3+zk89EG6QPkNp0rczNfrlNxcmbDC5nYZL7uuP7EPjcJHhMEx2GzcgHfgcsvsPQaNIBeeqQBC6W0XpiIOwwZpHBIN3Jutr8diNbmaxSM+4jQHN4aDK3j0fSI4Z+OcTGB1WOPUx8w/8tYROh6guie3SNGjqsvbLnvPXGUL1/dmBgSE5y6FOeX2c+jEdHfkAhQHhJZzPZ3BK4LPyHvxaazgMWk4tqoV5YgUy3HRNIHwRbZh+yA4+BtzNQIZwF/nFVt+/deN/QpdkznNgheEXXBvOwf3+e87zmGvdL0hooj5PBLLaRylA7GMwcDm3hLJ9w8OFaEjNwRWvop+AVcEWh/LZuwb2TnMlr7I3YKW1YVYS2BCs8w2xIKAI2saOWJibrsqI+W1uAQB5LQSe6v3vqr/zRVn1H4eie35LsEUldLOJpzEBx/0mxSLPnBC7NHB045NIo5ORlHZFDLbdj+tiQ1ip+Y6WlJ7aGNn/sX5GV+e26+ZrqcMhDo+OsV81T22hFBv4oXEuDDx1qqEP3VmtT1h50PTBXYYAIIc0/zzEP5QxDhe2NBNuq1+sLro7DdxpCE6s3+JyegTYnFWPr2QAUG1Y0ExcO/tXrMqR5SlNpRsqiTvQ9n5E9dKyA+23NCBfxavclt2uLoAxKLThz5FtJt7BCxWt2a/ZWb14QUVeqWgB5nYBbGMf2cvKOBB52epvi+Xnj7EQmERWwdyMhAX6mWxdwSHG8Mk5Ih/VFZI9G3sj0cqGKf+0Cta6iZINCv+FOol9v9WWyrHz5E41hzykZ/AfGLsFTfS3+OR+wtRKaPK+9H16afnnvZyyQZs6duHz/6WiH1cdrAU1th+cZqTBXlFatiYR8IU+6JuVOQP27oPRRrFJLenJrfci00ZGsQJyHSSOPaJer4PK3PmiMUVLQo5hoUpM2/8Ws5wFeZKMKGFrDSrGhsKd9ffsgXgJbrf5EbD7j4SKxjVyUCrMq068CpYrk+euVQA1zlXQlOV9OtjxbMQXHlywsvGI5NHl0vk4+BvLuz43rreGqpb0xXeQ6ImG6jIR1q38XYCoNflBW2JKV9wdEalRmUR2Trhf4sfo6NuQmQ3Aq/8Jfc1qReI1fJAjzTXaiWBnL8u4TH5x4aG5pWJBF1ZgdGAckLpUQWW6YERMwvl9QsQLT6OKuCebNGaGBJnRKlJobOjEINLx1C8SeHqimsyIpINx42tMLZMMq+vtSgO5NzJJ1XhJfIcKjgo1rzOsk7LOt+OwSz92FsTPtOjBY1dlhme67fA+oGQFmWoQ1mB4qPirQ4Rv8fcCYuuQVeMeQxuQf44nJvibV1PFdR/qu45V9LH0+K23vwQ3BMGe6x1pjh+GjZqKdIQTTzQHrdk8LbZpn1ZfSLEjz9bkhc1TWLaDWHpChPGw508x3X+Q6F7YOR5aXd4SNe8Iuv/vqUHkfY9ge08D8v0kqx6kyFO3Q/2Wkg+uFy/Z9IEjZSCnV+wCqS53JQIWkmn+uXBcEeFVvRG8zTDiEJN0Y4RhUFglcsCq8ncabrEUkj0t3ttnwBzrMqCeWeUNoKtf5U8NAYxF8B4fJQwsC/uIjgz4/R/PTTklnlyBxQtVvjXqC6k1hauVrbK29XkxKnqYZtfZvO8+hSZl/co/7fhC2AApRzVHqXrbdSh6kyVP5RlyLcn6+V72ufbPYMr7nwpb6sDm4BPq3z03WhwIUv+H0u8qv0nU4+RLW3nxIE6ejXlZU8syxpQA0j+F1JEKbUSe34ZAHH+FlYz9pZk7rD074URNvGvz5OhZNXjkmB9XXMzeGiUhCCzMW02FeXtKAZguYjaCEoQUCG/+HpKtYcx5rlK4ksWIosRot3YmbW01+d6vnvZr4ed5VbkCcyInFNs9+L0Dm3/fUMaATQbrey7+PdYTeq/THR5v7yeIDZUcPCHlJETg0+nsE1Zdjg+ou3HH3aa530nktiB67kgdqmL+bpk/z8FoRZq4zPXUTLWSTPsUqigSHqXMXp5Y+U+u8nSUOu3TCZhzsk4hjcJqAfk6AIRGNgijvki6/iItJQ90zP8tBLVU+qQkJb+LHvA3q/rAfJn6+xIQtmHFQBpPV3c52p9e/yMIzd6w//X8PA/3YRtjKZIoCti6fqEPb5MTuyJV38Npswlizaos6Yr6SKlg5SniTrBrHLYAXx84TxLNgOzs95NNZwTi8yjdbaG9qZfUoJzzdokxv+47CJSCpkdpNbY7TVeohBVyuEUlvuOh7MiI2I64r46HZtBqGMtXiRv8dnbr2OZ1VT96GdUITJkQ0Kxh1W9+OMKI7uSvQV1iYKvle3OTyTtAYj3HzGr+qY2L72GMEihmbZSHWzs3FYvaywWXBmR4T3513M9Izv9wTYWzbUxlBHLlYwp/+YfhlfonVvJPq71kkB6RDlc7Fuz4Y/CIJFhUPQrF9l5+8au+u00adnhQLXKflvr+eAgCjWBJ8oGfrPRtiCn/43DFf+3DY53QAGEuE1lxohfYP+nPL92qO4jublILRo+50wnzAR/51S73YQ6zK01IiZQ0afRSnodXGd41FuxUgqJ2/gtBybEJFDbzbwUvnh32pAIxC/38p4yXLJd4Pr/j1zwBIC2ulS5uaqOytXsjyRt3mq4hA/xjBdIFTXyvk0xe9MlGUvu6VBnQNqvHEway+0McU4LlxIcRDHeXnY5s1Oe8ShJdQJcA5iWQdmmf6eZ8CpQA2CNBzCkrMF5gR9IzxdmhK0tIH1N3yaHXTeOjE9nwuF/rOxiqgbsZb+lpBr8870q60VMivzgHT/Nv7UxOFvu5uvWanCSds9Dx48WvDhoBGBi8IolsQGI2ba80W8pV4jgKbFwlBh0CFjL5pU6/0ASm3d30TCUDfwfC1iVQcnrwKnGRqWLMgqeYbgr9jHXN5wbehIgxeDga3oV81XHCf87ezZkV5TXW6Fh3MjKvrM0w8AvKGsPpY/+2r7NxpfQXTaLb6mg8eWBWrOjls6eeX5RmmnpGd/qp47Fiz7N01Htij2pey1L7kfhRaFqp35lZ+Fv7VlIFdgd6actrLEKvEvFT4qi7ROnoCJHA/b8sl7T4vTTR/kPM1fesfmcDh3knPYR/HFljTt4zjQ65oRQuwsU8rZQbUxL21dKI/+936ChazIEPkd6mYTLi99F5YKL83Ry4u5Sxduuxpzq9Ao/RcHjhFC6Gbn5/u6AZpZDtgbwIoC9nIlwp6VpVpQ7+QvaAARCgGTi1YJnoL/5qXi6pUZHh0pTmnQ6vgEZsylCg/qOjPp+9WvK2z8PYC/34B0gDuZbsVqjdm3M4qs19TeDDp+3F2z5F0H7kJhv0wRcb9QlGP36+QpcJ8iFggscdsVduAZvIXxLZUvw0bogcn+GsiAMRjJzIqLx//ijvqgWguxtMDf/mUkQqf31VBIjfw3pK99UoZ/D/2hHqPESl1LVVrVusc6mG61ltsNB51OGuGxTxFmyuWZ/bw1Ew/OjrFiDObFmxtmrVVDt35cKrk0bH9NGi3tryRJ3kYA02+QXcok3yxfbftj6FzOE/8BKoCpVu4unMhse6k+0qn4wvg5R1M9Xi9xmj1WMEqe1+1CP4Qtyj7jGGflet/GuSnCjcblakn/7SfAqiWeWWkNVU7L5SgWLzXWb+JlKfSG0UK11liTHWc88hNIYJQGjiJg+IXOhvuhNm7fVjmvKZx+SPyhlu2aadPXXlW984BLFK/dVjWhu4lILHj2YqCPLUhoWIaUp5ABH4U/GEGfblHT17FkSyJfNmbj7F+vG5jMBfiJdmijatuhz1Wq+YLD9qFLDo9fsn6kh/uyB63gOM8jao/efiqsu/E9rtks5fakkwHE7k3Y+x7lwYkLQoCT3fwNbk004qxvH9vbFQe5yx9rYwsg1nfl+PUnDCU+EKuoY88dw9uIfVZL3GE8cffzZWD6ivgmsg69NOJmmte5nyN5eliFB4b2fUcP7U9bT7ig5MwaFpFmBJ5Wj4LS40SFt+b4pxJ6QaTDOY921vgnf44aaGWRGDCHeKP+sncVJ8yySPNm+yLOEiVIaHx7LbK7dTjz3+veFs+eOeezCY3rUhlDByF4TxMdstHFnX5fdlghKCaaHJQnd6fjoLzKfReMSfGHk2Huo0lj8mX1PLcvYvkbBqcX1wNPvmkzs/O40RwODcHkpyBPR/Kttr8FeE7WPxfWz+aAsZFP1yuX3tcw++dtsngPr2JFZNhWXiDyZsfwK3T1fa5kVtWmNYRSPrO1LJYd76d9vxNewMtNgkrVlwtiZ1YpmpkzYoWypJsi7WouA8IP2dbfn6ATK7CG8Jsl+mXnsr21r4oGDuvM/q4el0YE32YiTpN2fkVz1yt+ofdrzlXQYYBCBvgaY/52pgPNZ5Pt5SyJUA7ELcux4rl03nzhM/ka2WCB3GDTnOwiMTcN7Q+OozklLmC00Sqa1PzyWXcKgiA+CrEXH4z2tTXZPmdun8mFbVF0+Dxx+0I5ikv7YkisEV2Mso3nHvG9XzlT/OJaqGSb++UvXFoXNE0RlWC2IVl9eE0MjvIBOO+2JI9nGZf/418ZDODh2aRECuOskMRHegCvvEWUIku5ugLen2bLTQWwA4IxggQAYPoQjJR3jAAAzP2aXciPQlT6jHlIpzCeHZP8FtzVebHGdeRo0uMbVyr7maEPNm1VPlevOW60j9Gnr2qa0LqUJvOY+MVH8pEbxLmW0+x1Lmb+vl9UchOUHA3v4etekhs78gniPMdyqV9y9KokwykhniWS6NJf3UErWy9dcrhsDnOXZrjK9KL0dAN2Orqps86pKI7tq6HYNAWcG+MT8hvrHDL4JnPtnnHM8bwsJ3sKHN2yWuEy9M7HoChTYrgd47mbfnRN/NfP9rXJEfgFhmE4j585UsNE1a/nfuit85SI7nK0nbR0eYrRGhLzFOGuTqVxUMV7yK/uzYg68RgsxgXDgDo1Q6HsQQjnsNSc00z6e+mAYH9PqEBHuKpA3hihMpUsZmUajuj8gYsoFSyl3gffjntzaZFoXQs2qEYXeC0MwkQNX2uszuYTF3of5CjHqYK1aNDbTOP+0jbNDkSK9ezfRxsPSbRP3yNU86NGsvswH1kyfoQJL4iRnvmLCNa6/g6vX41hfVjV8JxDP3f5LL3q4qJolG7mdlnLKv42x1faejY+s2r7GqAzXCp8Mv8s1MZWwuLQnubbOxYak4mELh+aiF+gSkpVJuE1K6dXPFXEAeLjMEtMOWAqigHeier/6mENlbyuCmEl4rSwXLpYkRltDAfF+F9bsJ15dE3JdkK2H4zhV4ZPN660WLeYJxL00SPBgP41RL7fQX/TYy1Oslb5SFlfHzyZ9mkE17+4ZpG5bdSyHI6MGtdog/S+b5oCk+VqPn5YufCEiwtDbLVaW7Zem2PFO9deRUBdKiMb/dU+zhpZpcNKWt+0OQ3LHzCSnulC3XX/s6TEcrtTNalXpZlTj7EAIU26T/eWLVuNiiSDjP2m6AWXFqJ1pFB3OWj8c02jDrYdNmCZRkkfYDnhY/PSb/rHwQKJkXFHi53csmm9EoRaYfs4bmbHzX73l1lFJeJcxZaMRme+OF675VlwnwBu7HZ7oUUc1R1xrR39hd+SKt2IrkGuTwmtHGnkwrcJ6yXuj7U5A1xTeZHrPppRUD0iJPssy8bEUftzaFBVSjusb5cvEGlyTDR/QpGHbZO+4t71TjKFzcrt8LkJQ74piBKd4xJmWr0VQ1c/l+/VW7AeHpWTMUJ88qKkcKVVr0JZ//4poq/Uio7gQjBT+BY3dRrSaDCT7eS/v2bllOg+TNrJTaX8tfZgJ1K2Dku+jnYOrNRp0+yUwJf9eLLb/Zy3ymLsvn5NyixkQh+GVhl+zuGhTXyeDeA0BF7EvSDdl9K/ub5SVN8uxIdJW0jlgFJaG8HRWTOWWSan97Wvl1RSu8GGCrMh799Y+BcUbywGXX+73pi/5KFiwPeqnevtVXosWvj9GZuia3/KB9QdnKG10BNpvnrHmDqen6UoHGELtKc8CCoWWKOhYB43IwpqjCwu37d8/ktPex5+cPrdlmTyR1JtblA0nC3seTD2ygQX6ztfdDvsx4P4h0Y84yMwETBNPKIrh7WQv03V2vnJL5VDjn53IZLGCRq/bHppcM7xWaJSPNQcotp/NdwT7lr0+mWcEXAWtapD/S0WusDeS/Y5vQx5Yp5xHIb6akpSDmIgxvpUmS6+Ptt4HfrDiY1JxWjSeQhT6zF8z1kQIM1RlMQp9jVcsQJdaQsQwPvt4Enzki70CZQTbgRO9c4eZT+f2PfoPDcshtQ+zj5+SgeRgvuwX2aZIBcICYes8rMEJ8zrgqVOwX5pLoPJYo/pFvfMqJ8cMA7Daq6H1mCmpQFPPDeR227/9TUxrCRp+jcDIahLd3+RbOEX73j8MuuKkp/QBbZhfBsUyMQTA+SCcGBfKR+RSRQwf/977IgupH1iDpTRXLREBsxQ/HAM7qp4msNGKbc5KgwQq8dnpWK/93uYSRokaE9aa9ZdhYuiXwsvilosPSYk5PuTfR3mZ2ujAFi+Lys9tOnfeFiKv9QvCe3cGSSTitQ2rfVrQCeD4I2JKADnutMHDCa1md4EPaewfr8qKzWwDBZsfptDTedICT86AKgkGgfa01Pt+9pWu56w58Fnjhhz286cnms+Oq3ojVAu6Hgc/1LnwCQ/9kLY8LGaYx2yHXSoNR2LPokMaKIuxYyA9GiwFFr4UcqxSFD1AZmGhm1ktNID1CVVFH4F5SQ/69rI328Yfp1Hrmc8gI8qDzkW0oWRbFuoDx6Qa6Ris49LMHgy60G4gVF4zQmJxXw10GtO4N28OqAvM9W6uVcHCCcuZccFT/Xf9ARekrs7oKqpsE6rGGEJcnu5qb1fC1/7gj+u/ZtK2JbguEU3FLq1xqySa495GS55qnlNbzc3yMu84oaL+yRl/EZAa+LXK8/4+AlsgEtOZzb4HULi4OmSvOaM+XNHnsz8r9Fw6JhILiqKnjf12UVoyveHi09W8XGtFGW9CHxZUJyTiR+5f21XaFqyyL53wHrpZigJKGjAcCMg1lmMNn+U5cv0k4xIDmQ4zosbTuh1WRCsEFNRY68P/f7b9KUwLJuk0OHGvqu5GCpIL7u57+0cy7C026LEJTmFbaXT+gGqvNspyaVMnQNFaSLsxp/43UiK2h6C/HhpXvKkYr+Oh/03c8Fiecu58kpYww9t/WIn6r0VQBLXV2dmDtwG4c2FIcZ5bl/SNGHLrH4SM/h2kavpfbR+e97/Q0U2lgRKGy6O/VBpRJTeUIp/icV/0L8h+U3YQ0tnuL/YW2qRrpuKG28hkU2X9lTHoGm3A7Uwvzk3OnMdO2NOFThtxjrwN+jHy3c6lCOqfqmc1MWVGsijSp2/ANJOCUqJy60U3fMA+BqS1AiYTvMF82aZ/gjReqd4RsF2rY8WM4ppEJZwHZmWDC4QRq3KXhipz+Djel+U0dRFZ+CiAlJmi08lfDigTZLSr9uw0nnjr4SZGO1nZVMdbvv2xsGJef7m5/FrmEBV/4DtSmRukH3iBLw1Yo0J/LYwuXAmn39ztoJWiv9mojghj04gCmt5us/boQeqxHt0v1btgHKwX/yrDMz8kr2hqqVwlsRwI1mP16CefNCKg3GdW7rXFK+KfSiD8IiYFBa377mK2yMZRFOoo1e8x9sFaj8uwrRl1NOc/EtTsgZPkcJXr7WQ73mCpzjsFQkovsdIUambWfNWtrDei+dxXyUEo4fzkbpRwjlptVhJLuhXwTGvojdvx82HVrWGkr3xwAC3y9Xt+mN0e5W+juGpOp3Q6xrL04tmNW7SEFZvKFZg6lEaPpq7U5R8v86+5wM21iyJQPw35VNZjXUStRbzNG5DkGrtW3k+8wW5zSwXX75ptFJIIYiYl6Mi1SEdqXb7N+Bh7WQWtAiB9Qp+/LHmzVWqv2ZR17ubH4O7sL3rqdRZq8duE383jCd7/6KGUtk/h+aIHxAKg+wKhyJaA8Z8915XqJHyNbkIs1JOqaMLHHGmZbjXZc+Vt8Zh19tz17Oo8d1DheaAVYKyr0JEH6p6VRYGdbr2Ow5qx+KU+stqpakpfndQmhRHr8+H1vJ90TQW6t9RZK/LqD1lgLbEFdqbyom/Rtu+doTXPxLnUIOILahLIu2GewbQu2iAl2iO2VaOUJSVr2AnNnqv9U+7H41oLiUVinUixQauGQ9JlH91vjRKSs/FeMq9jq2lq+XdCD8jPt87YkH4PPmmamNsrjZ4E4jijdW0nNf7D4wIRXg/twgiH3tNYrBX0dzNlf/uoKJw/pCZnSZ1h4EyzMEEl7aJ9oYTnQ3Z5yubXfxvwBZIV20nwnGe4oETQfHdhuPs31wT81Mfw6MNL2ySOEcQ2t9+brJCJVEftDyUXxK2wbpUvYQcwILWz91jjMrCcYSZGP0m4EFRYFFBxHRnWqHxVwUk80qB39q3AGGFiyKZhGSFk7/cjL/INjy+ujYoV7xg4ivqvxUmU6V1Nf4hIIMsx1tVPMTzgZ7jwoEmJZJNixYNhrBU/qtxel8bjg8aJ+gYa4yVPL3fDhLnUHynDWthHnvUgwgvRVzoroEQoD+VBEnDZ6kX2kPhIiMiL5Oufv2blkK/8rmjENuR8GAN5eozsmPUvRpCpfYKe2b3G3SB3jkQI6PoS0Gf2vgkQpeGrVO9koX4nEifA0TBQoiCCUogmAyyWT7njaL/Kthyn5b+1zVWXJBIfwj7vb8ZvbmITK+rpGh+e5HRJYL5K9EmGSm7aPQiWWDh+hcZwKWYfojh5F4BKt/PHnSg0uQLilRdFzVChuEDoyyzkHf4T6DrzGTKiRqBVFdVqgvatDCl7Tt8a9VvP6kRqyy4+lP4B1YIr70YlS/akLcqFYhCM4uGPAOWWVsMTSjMdv39V4r0bKYPiggQDXcvrJAE3tdu1w6tkEsoutxWs2dWGOuMwQW5gO9pSL9O5bOXsyOdPEQccCzMcYYaaIr+rs9pauciqML/Y3a0/sNsrDDyNQj+qcjP9iMiOZxPjzkHriO1PXm5XqR2OEUCHAkGr+1lZ0FV3yeGT7aSGCGuOYZskjt9MUHzHXEmPZDp9b0tU6zRW6iVqOA2Bc1CS9IQQLcuzehKOX2zal9pcQhG6kfSKgzH6Byf6mc6IjqVlkkV1H42sGaYnxXRu+9ujhTrH2ZiCy/6buii6jEGVV3mKLZz2rSSI4cy+12+zC/9FTS4/IxRRcHR/FP63nN1waSlPH1PlvQ5vpoTwFCaC38lM3smN38pM0Cw2632b1frKEUrSorAqHVhngovmu/n2OjOO8/stzoKdyYNtgIeJmMQcFINuQ2csBCYrkNNo6vwz/rd2bqYNzip5316v58PJ6B2nTSxkKtXKWUgRLJpuTags65M0q1/kvAqlzwNj6VNj/enqdY4c3ozDgtKk3Dn6p7hIA5aLCqnHPtYn+pWjDDaRiv8wtlQ+C7rvhek1/7i7fRt1Ylemqz99Y7l8/Bpn/6ldxbp1jKBYz6CcQpSbBN7CUqpfnekMifeo3+YXuIfDAd+CsTQHOhDCauRyw3JqXXRt6T6npFylZnydLFJZ6UieQ/FT9G+Wi6ObK6fRDPrhnEgH6moM9rPwxWhgXn/CUFx7UaN+xIyK0z0M38dOepnn/h++4waCYg4q+szicwkhroY1sbi+sn0t6XPUbFmqwWw2fUOWQyTeOYIBuGaEklJx7j/QcaMeg8hFzy9s9Dx6vUs/WtgNrwLs68sDFb/1rgE3YlTyz/AIo26d2feuM8S+53HyDI3hsidl0z4fmfHZ8uhiICwn0mDp3FrFlrwKLfRNhL/JSQQ7sDA1PBv651345rWyD3VRnV00DW7ZUZSG9D2YXhcDTHIdfpxpors+cqKbtMZCxx0+skLcGxQAl5m5YTsNrn5StMHZwFPq1dwlH7uKDeMV+BL1oRIyhYsWZqbyyeTsMpV+IfdbGtr3E5+IeosxX/dnO9/QjmU7dwnH9f9/Ivq8Dxi6XhknopNZp0gOsqTgVjEymlYZjYguhFow5FbU3L0B+oDY+AOMtwDAKvggkDXGhMSAgyq4b7cR69v9EPK7TmvQJRuUCJQpwJoRYBSpmjWsvy1x+X+4SP77QdAYHk/J3z1pRA8VZ6C9Te5g5oUdBRNgrCXIln/FsEU4Fh+GKESdRha6Pdpkirj/r5bGZG6FYPLzpgigUxPsOQ+mWScC8QUdIgwZ/K39/TFz/W13dobWZkxQMAM6MwC8AHsYzwRgv6NPwbX2uOfV6IBhuWbDhS1O+MtQuLzV9tISfSkT/aeyQ9J7NdGmrlMRhqRTVYnOxBfbdwfBwanGxgbcHZCtRci/11paH00nPQ/Xa6cFbEicBGuvtH+9F+QPIXyV9DdwDln/wQYFkg5PHYuHxg93Hdk4KF2E0s1SbJR2oe0eF3g37rPPvIo6kCFGL8cKPnLz/92/JCfAl3+WOPzyT0MZfqwdecu8+Df1c4tlwOP4JAXub3sC6+T9vfJrYSkeSoFF26epJmgxzMt+Prov6q8Qaw+mJQfOTZ6TqwUJb7oltnbqHhgUnq//m0lRJvO+1bOqt5LzX8ihLDH6IumRbXzBG/Kf20TvDPTxNR8GFN536E9zWlMAM02NJXtwt3EyBGbXdaM92tjDA9AZgCdJRS8/yCIdCXB1c+aDUR5Mej3rjNzKhLVilAkxXqYzo+JGbJ6bxFdQtTcr0RFV681nSIQdzVIOuvCveR/peveR517zTTA42xy4Pln+P2cOuLJQ7IRr5CyUmMoz7KhSeNaVY6gKBRFP3jemUh4NwV9jK8K+MwSiH1LjiGAzZ30+B3Dl1AWoUpAtRBtxV4Mz0De7y8X+pc49SbcjdCgqCKAy5nn2jBAV46jAjKxXZMcsroGkwi+GxJI2h8g58LxtIBBAE689qT2O+ErBoR8x15mYAQm067P02F4cZylHqgHZBYrNw2R2jv6hzIWfT+9CmvBux0IFOr+Rrnmtd4bSSe0V/v0oOASVFG4C0qUKAuZFYmC9nKYDE8EaNCVtqpKMfwRfEnqBjiY7MEUV5ZCNJSXTZKtIQ2vMJLAsx2KvefDewJtYnHF7KWu7cbcmh6Ats2OoNJlhG8yawa46g+a1pOI+6C7mn7SoyfglfwBXvQlCmgN+4w91wb8P8iaMUdC4QRBMNuskaXpIuJkqOAgIMRkdDvapcRey4MfVG02RNWkDe9BwHHvJ0/SSqLMHH1nGuEbHouHExk2hMAvi2keHceqg3ZMus5N4pXYqGk6eXSRerwlP8Gz4nqK2kAdC/c6m4VK5nrcYQfAXLU+rD3KXRT60lZtf7O0i539FzWgpsZXNjBo45uwpmXabsvVx+uC7v1eH/8IhJmNei34zXD2d3chBce6mFzYQa7xtsMN3W/99junavbet4ugyejuAVH1d4rkcOOsSqzlCVhW/k2D/vnh4IsB4u2o2B7MOt1yrvGz3P1q1+HVUqhd1pZ+i7VnNMwDjSHoESY0/I8M+cP8oBKLZLqRlyRl5NgCIyre7yIo9Zg7N+6RovAPB4GVwkEWX/25wAYuhYQujr1WhRBOlbUEV/vrd7E4KwqmFqfm90WDCpXnhXogkEIEj9YdF18ztnkm3j4/E+3DZDNKtkOl/UE/hFa00XNS1qEAw//uH+yLju/LxtUw+NsnD/DrufwdRbif0IRJCHoK0AX+wfcn0UWT4Ru9Ejp//t5q0mndSIhBkYLgKfWdig/QmchXgfA/IkKglKNPsY38WnBDSEHl9+VTZYJimGbA/+gKg7A494OzxNujdBQ/kLRGmXJ+c/d96Jk5NCiKq2xV0PzRCXIFIoJdd1PhX5UlHTRkzvDV/jdFknfRxxE3t9tQHyUREd/1yN/l/LR/kFtZ2/jtOfcP3sft1W05tqm/TsOzGiBo/9nBRRoGnFkJjLP88+ISONB+UbfnqiqkSTeDczSSi//NU/xi8Qb3HUQun7JrJFyJ4CmfvMwTjhyN1YEx/DvsZDZLmPSnNdK/ZMe3Z4NSyO1S7FNQ/Pjd/xsOamGY/x3fk3VfmgPcpFlDKz0Gd+ygzUwRVP9hYejxOmqBhWkOxLIR/EjFi0midk9Nkcjout5ffp9i64lvuyE+j82ZmXTHyeuNhf3qs1WdqkQjDckgmgtZjmAoGP6gzlyZez1iIxgtYfTf+CiyQoq+eaCCN8tv/nsS05fh8gNLmabp35HWS1XE9mq+i0EQuevya7x06VZP9Z7nx/5thiBsGA4XUHhTNdU4qxuFZpSTcsPQINfrFcv504Zq03vK5PdnqCd73mGCt9Rf7czrREYtDZzeL2Ng44c3Veiz9tEkaJWRugIzhbvydzwFDk0cF8Fw6bQ0+rp3D6UPoASOF2ziDTjBg6dv99HCeojEZJhy5mBE74vwRoWdYUKNO5v+HmpDBda6q3G1/9Zd7SDiABDA2MxGmmSHaUa/1qlPSNA/uTA/UCT8XncVtrq7qD8yMEX7UAHTFMlXHeZXHq2tbl6nxBK6ruOcNwf6HnjPRfS09kO8sSQMuo0RzRy14YQyGr1X970SQ6roq5DhteeVaWjkG5cRkl7V37m+hPuRZ6vtfas6KmpdH+I2igIcNkwqG+j4yRdrbLEWK8XW/WgFa7AMgTcqa58CE3TiydoS1JEt8NEFL2k+WdTWerVPQidv/zoGeccCSHA7gP5BOOY9AiBekRTFiqw90+EneeP9s1mxf3KTopRhp40XMlwgjbHj1pOv9mXUOhxQDyyVcXb4b6MJKg4/XZy0NY0+1y/s6j6+kQvLdk4lsdTcut5wdJXz+L4F60TGF+8OIwcz9D/J3zfLdUh9f080c9cusWHXxCIvBCvIlb9Hcn7NMGGH5VtvGULGGEeLYd9X9aF00M+8mhe6sNXcAnIBeby+iJhXmh1r0mE0yTTXWmlr/iV9vSO7REaWDzURjQVLEvF1ic5Sf6KR7qbT7cs803kVmf7n+Ovai1OnYPHAQ6g4pptiUfsoRWQinQpIgnIsTYT4ZqspXlI3g7DF3pQmCENQ42D3zN/GukT3fiT/kRN0oc7eLFJ18N1doT+G3lfH31JlIh73o3xxSArJQpHbG9MxGEW8+hF+h/Jy51+1b48SlyPkcQK3vkf06vaPEe2+GmFfouLVQDpfXLv7urftKvT7+vM35u7fcGDmg9HiyunhJCpsh3jbFmfSU2lGnxSWTw+Lm/LGnihXclz3n0TZoM81ODQYoWwJyQRwlfg6EzQ8wURsTg2KAALj07LQ6fPGJUvsVKAP90O/WmMc2DyiFaxn+YuViEclmQ2tXTceBLsFynR8CQNkQZmlTkzbeWw266i2LisM8NP4MNom9lRza+SPz8Vk/T6j44kP3ozHABzZki2ILF8caRH1a4SDYNi2lQPRNc358wDr+EMguooQ0SjjyvMc0zV+QcrndetgKOGwYON8JEDKkhyJJu/i/VcinBfrXy5CSEnmgycNHNdzn6WzsdoV1zoKV6rmHCC123OwB5P5IQZyq78PHL5AQQijfnaj6ZkgOwIVhsDjB19rov42BHbeOpCBRl+KwJjemHx3/XZrJM+tAy+Fuf68lHWa8WLgYlBVZsvpXxd8IhJ/YXEP+tbXHZ4sHOc0maHcPzzdYg8tSrNLnPusRwkWsrz6lbyvTfb5YPru3WO9hcA5QDvqYwX9S4zqcN6HDu68eAEk5KshCob2grC1E5EJXTPzMMnTUczKC+9Wjqh6LxGEK7RafagBUG/MM2p/7aQbnJ1wYDRXAOYs3YEaTxfs4KjS63k+ohnGYJMKT1c8b5oCRQ+5e5KVy5sppSHGRYafRyjqvw2V9jmO+jGfyeE3X53IDAIx0/d5TZTN3hkgP88KRVp+FItIduYKyvJVRw8tI8e/CG1RhjN8Cgl4JaZKjwpLzsj/snFUWW6QUNQOqS/PNlMIphlJd4dhZcd1t6ZTVIF2Naq4udUs/rLFUoUyjenKD8Hzw4u9liCqZ4LvdjMLChqawlrBzNQln6vLUz42a8lc3I5H8KGACh+wrNRAsHYuqxLKvvYixKIjlK7nfSY12FMTxteUua2jS5OhDvnvvdyLlOhoXCTUBxm/ZYzOkwckxLGTqOuYljP2cvzUYcsX7+sdFYTM8h9oi2LM+KUs2lfauin237M6fsyyfDCz7B8WYiDfBeGRPOAHYNKktmcJbWeiyM6jt2Hgs30bHg8khyVZECqs63IU+Ib2k/QjM9MDpIMzCuqfQd3USJ4VnRmxhOLP3HEddvZr2BbknoN4iQ8/yAdEHf5SiZjGf+bsLhSdast0cevGTUsWmZVfhQqYVfKHsHgE+FZkkabZcF+jSane9cQdj0xCbokpgPsqzcDGHyZPginCR1+akrkEHxiRlvIosREaon7hQ5AJFw2RGPaP4QBB523hYiDLNPKl3qqcyS/KAgIJwwxaok9fQmRQGxfM25CtOGv4nV1YqaG62wfnOafffS1wWXOXrp6Od1IbKE0xSnPP1tcsIiQnFgQxoAwaGN3rU84I2SueCHIA6NXr8oL22ZHoizzi0tWQgnT13IRLyPlQgNOUuam/nPL+dp7IatbMP/FOtejzKbjfp45ffT50ULg0rC8/WzDOt93yudx7WRS6FWeztFWz3BdDWxOPOMU2ydyc23EJCBC5sXydFL8GZqcfb1HNAFq2rlXRuZuo+nsdF6uToC+K/Ju0p1laCObYMFphZEX3kX+Q4zfq4XvzGFXfArdEzZP2ScAgqR9eZ2208tJ5BFtpyrl67M8vJYE9543z43lbFhibwOt56r2hbE7rJ3hz/LtdV5tUhyqceEhVfrNXUhpEJaP6gQieQT0QrPja4ldsgv6W7JsxpKnpbbfitUW0Ys5aymh4774wRAf8LPw681y4zp/id/JvUdnUewXEefJgtEDo4/20TY9evsx697p1+LR/0zR7vInwalXoX093/WjLds2V0PS9vMDzm+fpUEiooyuE8UxdCBER78FN63tDoZygKbFCtev3q8qFtsoY77nDsQbl5kImNB7dSh7bfW8LeHJDRXOKAAwfk3C6907jW6slbiH9XM3cGIeaTv3lr5rimDYBNUGYIK/WgrFaE8OMeYPt9YguiJ8uOZyborJ7Im3V4Qa/BIXfnvkJr+ru/PPsU/oo/AEw2eRJ/IJr6eH5L4RWznZp5mlWj9XFEaQexK8FY2ECSk2xgN3QEsgBnr78jNMb+GWCeRLDjXV9Wt24nezx3CcDSSnuOs/crPvd9bA9MAZbpyAOi0U9ceVKsyUr6usxIPtm5FZ6Cx/VJVmRnLtH/27HaIWCTtZ3LZ7R53/51fJv1vi1vU7Coft61qlBXMGWsiXefReb0nUsT73tEvGrhD7UfzDOOg6E83u0vFzIj7aZ8C1VH7HhNX0stVJ+zoUGNNSClpQguUH54A1frNNeKm3h/jh293TEIDwrtVMYM+XrLk1N0+EU2te+HuRtlqt68O8HEdklr5v6vn3sUuJt2cwR32xvs+ImztnyGdHCo6naz5RXtbuk75WSRkNa2XheljJ0KC92JXvBrh71AwBRqhn7UV+PAQtKb3uJMwdByRmyOmtsuiRr0v5RFiap0jNxlU/f1e2PSVVlssD6Tvz4+XGy5BGDQbUZ9vbNsSCuIw0ec86Q/gIEcsDhqxnP9ex5nPheWvSbWE2StKr6zeRaGLcaJaRqoQ3NvdaOt+Jw8W6g4Z+DbvcGpT8eCQ4WPf1Wm039mjeYLD4hYb39FyUVGBQg284iBku0fPbR2K3vh2Sz09qDgnmih4mc2+tv26v17jjGoZtAi0HHWGNSyMZteDXE5UyML0wBY6vWDRSwPTph+d9y+oM3K0t0s7u1jzEKYWzycpvF1uiHX+Yq+7H8PzliViCogUpg0varLZ06q8qVmnBSZ3eQReeu4D7zkl0/F86t3S/dUkTY4HjawWsgdI/jgF3ArjPguJWjhazbczxUGENoY/3iWBhGy5NjudFjlnrPiUv/i8jQltP3E8ojFlG/9HujYZx8eiyqc+e3ttFdDi0WyVbWBHfPfNGM4baFShPF3+dZD5LDmWlEbLDPrzUb+EDQ10ABw/6L42CMjDkXFHGoiop7LROnozuYJXrsRh7gLFtI3L3OVcAtWH0l7IWbyqWeUv2r2heLnNfopjiKPdwQ+W6L/bJQgJ5rnypIF8w96ZehHkfxb5HwfXs39oqD7au/ZhAy8w7IitD3bmbizJq+JJFeQLRkb8QHUIH+lZTkwFa8xAS4v9Egkszd1t0T6AwEZLgdU5nrbKnt3oPv7bkwbOa5MCaqWxbW4jVu4aQXTDBjd1GCuoHkk+9u+hNKpUc/wSwMnrdYQwBzbCNYmrAh69/Un1XIx8k2gy3nGPOWFckKXDjLYpSJWce10NsQNvYWtsQSUxhEMYq/CJSMMApylF95XvNpjA50vrhPSGJ5gnsDKVVhIn2SmhY09XUoafw3a+MshAEGUwbPhdb/CBCy4fa0zMIKybzDYioAFlJewA0TlBQZlmOCBkrKF7rSX+Ec7buxtRsJPzKY2HXopzjkU6YlBcWv9I2DrBw2/1eeNRHFX7stZOAkid9oDmvupYQWcZTZhDsrBYw5IBjyCIO9BVAarxdJhiio+2XYrcL+yXLmMDFT40feXPe6bqUIrDv5qqYgh/HI5LAT/q82i6U/har2WRtIN+LIEZirdxKxWfQm8f+R8XRHKHSmr65hiUDOP7wPAqHH8nOlMvW3MJL+arGH8Rb7QO1xbNn0lNuoVjS+fObNVI4muYtTlcVqRvjsH6sO7lbnLGSAsWXEy4/SL2NJBmz8nhbeQtwPvciiHG7RkRfi9n1ivrZ+eNxdNQQnC/eLUtN+qAgQubqtMOX6uUHfTeks2s830PnddejphizvC2f2p3st8+tOQySfDh3+GmaG92dOMjJl7VT9C84LVRwJgee9qvsW8RDtPx+ysF/mvaj2b6S8WVcwXjYmaLNwlXf61tFa11Ui26PWwLXeRzRel3U+E/e3E+GvqZlEcDUDHApUtOy15LPZ6yNsP8ab6WT3NShDLKZ+3KvSj4DobG+HS9ad/XWeYeSHWxYrVt+P+0zIFXT+OoWhwEwVSYByNztkYyRZj79VZtnO8NQ89zMz5szat2e4io69YxRKoPgx1sfJ4ewAoZCFhsC3szoUPNPHSsPahZzil9k0J8Pt3mEDJ2uDDEYKMYWOLOa0PrMwvopujUbfWmVg5i2Kklj7/qxpmFOQKZazOhqf6SSSf0qq3T6lJ9s24FOSKLbt7wyzCliADvwHGSvkIoOBEPSPyF/+QcFuVQfgLtD+16s75xLj9NsCgwP477LyVQtAtbUOsuc/R0tb/PXYBmOgy32HUwbSK59Kk+eZTNbQmyB3o+x2a59vGsgPebmK9yh9nlr211Hjn54eo55uh3R4PzxoiuYD8Gpf3OW8hFSEojGwRzhzXtVrNMSB9vuuY2amy/WnV6nmfUqybYip1lqbfMa687qvgdArBPUTTaMyw+2MnyOT5BUo0vubms69XC22xU2O8rSjK4ErcbhLppg+z+UYnM9v7Nho+O6j9gJDY0AfYD9iMo3dS3ObPvxr//BjLSYjLDrM0H7W6cuKLRR6B2qLkO3frp74NdtVsftlTuNJD2xRSD8wMeSDWhTJ78V1UyXUsXtRjs/90E/6y0XdveTYW7IjpLSrj08bDwpbeJ0yOMvHLPMnIdecwqj3YKgHBR4TyDF56su5jLEMmu0UQfKyQAlK3DKQ+c0x6FiEsyOGyGL+1ee+0h4WhWyH4MBV6E3Z1eJQBvNuZ/qvkOmOISLZxiVETDaMhR711Oilo+QeCS8Hkco9lqqZSsm7D6s9AtFyewfWk0xn5MTqzFdz5QOMjjRxeX0uCGNFD3S3xllF4JqfFAqW4m8/2fyN7GuwLsgBxlkGxkFVTXCoH1mZvOkF+9fOc+6VHciRkcgPzjT/+c4DbIgynQoaRz4fq9v7SH4VeVQ6LffFgUt5MGZKfq+K2BF0aB+X/EdFjoBekNxDqkkdmBHJW6XYqA9uct1HV4ED/eAryrfHawm7AxXNQLy/gejx9jeRCOuKWP8Q+ObphYsph0mGNXndBVLk+zYh/l0M3HAuu3feIOP8oVZhJ8HeYmjVvW0R24/5QVGmf0n6C9Pj33y5VpsGjaWoT2HirJAyyfn6wsnvTMeMthKGBH+ebOozXvMdfpR8oWAicX1GDfv7Xq4h+Rs8MA/ckc5X4uxmqFauSWgdnwt/kjpXELrR/IGNz/VjADfJrMHSBeOm1aW2ogk8BIN6p8Jfk95/Oxi/KHGE4M8wfCO3tiRKpKr8JPBF4fl3SB2yT20mP3w/Lz1AQWz9YEkFn1qS2ZXnk9AoIRU6HH6pAUWzAs4Q/IR1ZwC4MAGJRc7aFoHwuO+q12OEMiiWGrns/nlUGBAl/6eJh13VbiqlWvhBf8bmk7MKAZJxK7+j2LJdcp6shkhwGOkXOu67RUysA9GJouJCIqsR5W9+Go4lNA9uKx/2yknqzvSZFuzcttuL6HYFXoWY1LRLINYF8z7phZ3p31UKThK4XCzE8LISVV/h215GobHz3Tw4E9bVjMBqAcjOSahGfPEf1Q1W+SM4+4GQeVAXcACLYxh2QoCc6gjml9X+2wzHxPLPpT473u4YPH0T3KqkitG5nNNW8vNXHoGDjADlhms84hKWA/OElS/ZsA9kl/E5UCgSpzL58ijUjXmeOK8iVY0Rv35YfHhw0n/6aYyREMvy8lp45nIC9vobmYzFKyfCeGIFQdX4aNTTtkoqVn+TUr0Y8VgZc5j+25Q4v+46epFAiOLErTBDzRyZiLvfE+ZDt2EdMV4ub6RUerc5cA5m1GCS75rp9rdVVKsb78TGn+NK5JXRSsOeTzPMNzRYDUmayABSeRREdIp/75do43KkKuIr836iM6vcxag/2NHD1Uy28Ei2RUNSJQcx+s9NsrTHc8Lu9bozk8G3c5GUHGTDQcn7Z/ww6rDW0PaNUATjWN/7nyuM3cGgmOyTTIn0Wt3fzHaPSe3Q9f1yMsYW2xz+L5L8HRW5vOCqGwudSnWw02iCEy5vs4w5iXkovgdO7eiv7NT2ozus6Z/LFlku09B40TOTDXiaNbshtXEvLZAqiRgdMdFR4klaOGBF7vOcgWNmn7+sclhArTf9LF0kztYYRQZ1GZmy118E9+E9jBMbGzyyAlMLoSci/+pW6AYb1FIUu7lUxNca5gs6KzRDiX3zuDhM+fxvElynGp4ydXzZMtRjQ4GmG3OvG5eiMLQwi6V0PzCFt6lx8XcXZy6SgbOyj734KlalM0RbcusJC7fNHYjAKkK26zvqscTmNBstyU5uLOgV4unbfg2JF4489L5c9FuJS9j+dngoWsmTWjLhEcitexrSM2Lt1dWrUCmpojPJ4sO6L/l4KYLAIIClqxsrXfB7bH/lLjaQOLwSgHQxXe+5zbxWk320WOKN21momOVDwvTHq7RxND9F1US/jw7FJnu2ihKLiH2bo/Mam+CYXJghLGM72dkoHnTds8/5JS8srqKhq05ms075LefH/unG+3JaDrZG/PJqJ9I1bqt19GTbR6nYX0ZOpdprqPGXLEBafDAXEaSdPuQkwPpL6G05f0/g+4ld9cuU67PGwzaN9y7lngzzckw+PBmpV7ro/ZyjdzeylzOiAQwPZu5+zHhDtj8EwMNPe/9mPnoFmtnBk7S4Xi3p8iVvLLS4G3hbbHqUG/+wEGnanILSGjhXv9u/hOrVVQUR/S09/wpRdjCiGrcTzR7dup8lZNI4F0IOz6Hx5O9/o0P+lhkwxagcxh47QnKzR8rQfxSIj4dMCT+ONzyH8BILpB9mRhqhSDu3OX6JKbukTszJheGPne7BWb+Ly1+Z+5bd9990CYH6yjXUGfIv+/lKvUG24SvKzxDNrT7ADQOazmff+hgZJPRsvctAdcFvoH3gwhdpuDPDGn1U48nq9/lG6pbGmkwyUSfHfovh01+63PGHYlo8sd95dxlcKzaG1xOjswLHciOFYuRI+yexdILX1wfd8PTYkcS/EFpJf8OXFfTu58Yuusuedz4/nToQSARFiQ4/lrk32dNNYOKPm39E+gtQND3kFhZyCa2BR0Y8fk/LrTUh0zVw8eNNzP1fQUHB71etT65lvgTl4u3bji+MRsrGnvu1pYLUF5x5MomygZ9RwoJmWsWC5acOVnI/veP3OclPn7xKTg+kUmQpwUCVM5yMhAmmrAIhqYMLp3tIBUpOz2osrjO3G44rr34aAk4hFnreNA3mQtcdBxBhYKKlc6Fn0CQ4gCwsWB+btWAeTHcJZQeU8wzC31YyhhOdC8gN38c8r0Zp22J/PmdAgY787fVmyjENre5qqx0vKqX+c2CKMt1LZRU3cT0kb1+pBSFhGj+1K6+fKCuka7CH93ACHskJYk/kqkaf+EYxo8O6FjkFpqCG2hHGYVlR2SQKE8z/m2U5NBB1bivD2+ewEP8c68H+MrSodSf+7BIjHfLPi37lBhfBIhPPYS6Fb4WmkIHolAj2fTJJo0UVjY66qNPEElCHUbt2w1IMS1jz1F02s26boyqC/1VKGYyDsXakQCvaJnkxefWyNjQXvm/jhdu5YkUgpTRdKBdaKOinUpOrG9xaA3fIVE7wEpl9n5tP4f7NgZqZ89r77Gb1Sf4/oq5iy25sWf6SGIZHzMwzMTPr659U7rveag/aZVf5SHtnZkQk+QGYw4SfLRYlFxc6oMiHOzmPGT+KiLkLb2AeP8mxBOk+reNb/yT54asaxcOJFCwuL4d2vX+ZAv1eyjTqknDU/JmECdCetMM+bzwN8E+69oHwqZ1gMUj0g2VVNn9Jva8U5loSRHz52BndwIijv465MYsNhwHvd0+po1gdNvPrvpPxsuqmfCaNv6HIyTl8j5ulvhoQ9aTUY6wWMAwmwUD2AQwp8hX1TpEbwHB65w4WBzzqvObV4DwvLhu6MU8zRqFLdTjTHcIcHwr62ji5mg/Pv4rFoEaWr8A3OLVkyXYwV647vnyVGTwLwXcdzfAfgO0Pb/DGOeC0VF8nmKLRLLZUDAur1NNbf2R0N/3NU5+9Et/gXDeVCYKJMgAH5y/4QwAKtuLgRKvDIwGgOrx71U+9U5RaKXMWETCNLfPkefEm+TF6NtfrWv42guAJcTPVcp6Vr0MAgybO1pKJ2HmBvxqSQoVagxAwjzDJwgP/lR5FuiqMcgYOQr6GDuKMk24bloTDZxUTq+U8xO+Aaa41CCZ9TxXoFxh8OfyMfhg1Py76gXWffxBGAWYWn+vGOtmXndBo9SUShyRbRwv6ywZ2eg1AJbQaKa0hk0z+dT1TEGIKIn+zIJcs0hszpInJ3ELrn5gmlSb/yzOJWXoYMZiR0Es0oRKhdH1gToDCPt9ONsdIGn5de7RWERqm1VCQr/6uoW7QTbYrVdX8SdEihE+bJm19yKGPdX1xyzhD+JTcJzKckKwALKwdgYbYULcY2KuFDcJNXkIdAwVxbY+e2ML89k6zAYJ+PoyHpP5kxyEECVY6GAPh0ToHznsrMbiYyEEyvPwoRqbKEcHZCMRwJJf4SJeMOpqooFuFN1MNXSfPSXIrCMAXniCcrP/6aeHrdktF2Z6/hvMZjKZSe/lzxRIcZ/pGAyx6dmIezZoZcBYehd8NXBHr0k5i4yZl+5fzyuwZ2vSBgLNjP+jTMjiXTQj0MxROXmKl/JOmUF7HneXpU6Vwpo9J+x2iV79eX8UyL9JeAQmEsE40Ib9SnpDp+j2C0WH7iij9kAe330VNY604bVBXVXrXo3BIJ2Yxxss/u1B2uzwKRUt6aHPTdSFzbz7JyPzM0AgP05zwy+2K41LIsK+SE/12MhMqX/5YtJxEJNuhQTc/R6lm+tRywhx1waOOtaMoL+yC+FpO8Ydrwy7yvdEctn7cW+K/DYjHuLjoZ1RtYjExsH8hgVvh5QWONhYTu9LgJxlKJshHJUKOgz9pzZBMnA7OMZrMY8aN+jUuMnEOTU/eEX8LwxbdXPffFgFi6JGHUspoxJiZBIvc4VeH1Lr6WTOBlq7dyg12R9+DYewaKudlAh3scLMCsXOGBio2B1CdyPi/nqWKjTekPWj/zpKvhFMPD+A8Lx/L6pW05XpdsCIqnXHTObKvQL/5TQoFohd+DshHWNOrBzY57q+OYbQxoWcHpzk8FwrbOcASwor8uXMm/pmgjlkYaFeuCycksjYt8NR/o40nhf6lScrL6qS0zwSxZnO1ZoEzgwij+EN+ozUZO4oROV7EKebGr+FAiZuW3Fk/eW80BJYEBCcuiNqw7lbTy5y3zBDkICsBYJjiL4FhGZHoKM7wbIRmVP/mvJcCJMztiP41JXRod8SWM8jAxdeD9iW/lyTSMeXj1rj00nnc0/eXoYimcOpTOgcnPTp7tTQu7wph93XfesIMBjLBhxJifWrIqbwHxM4KVoTX58JBE+p0N7pA2cu3eXRiq8CKkZB5uhc+FFg8vOA5+vziEGEAgrJj1vpYe3q+ipHs//IiF0/rD0c9caE8bcFdiRENfw9PRqEpfAiYV3xnpEgK5yl8kzeZbnkYj5vhCpKooYi/XhGXuzxIKEwR5pOjxnDiU/c40gJ/d0pwNiEUZZ19+Rb5pjCvgdhvK29pln3UXgQyTnktDmerGkN0WBqex6yGGpKl9wx0FHtXPOkQzgc4AUQuK0hr9g4IY1hAY86adK+nLIGIl3zEbyrEBwwBjpCA1Ox1+dyuVCHh8Hnu6wq5ILjwaA53Ribyw2sE3GQZFmsCtkbzbIa8xgQS/oqDA9+t5K9thzooRK7piatdULxDlvF86QpcmS5hXPxw38OsnMAalxYjCxtGoSfPrnnn2RN+cekAjyB5uPo+cI6SIrmtuA3rQH+lP9tbvPab2tcfAeY4O3dYrEjNBb/FFBcgOsEQ+g5NJ8L8+v5l1ZbNEAJLbF+BrikEAiV0uU+9QeiMx5Y/93SUYSv3R0z7ugrEsjFjxjYc9KTB+z4CJ2aVfTFFR45kxUvOReFE4v2cEYQiGvOxYuKvLIoJuivpnjZMRgOnpFKqvawo2DpgkhfharKN6xuEXgr7xpKk/tLtLyt8qCzn9djKmjA2pu33gkyuRQas+lstvdEpLKDDQvyqT0/TSNn4CqqYGknThi9Q+sK6PE9BrOJsKAG8DvG5aRbrYpSU7EmbnujkFylra2AIzE5bxkFT/Kz2KLGAVnpcnICodi0mf7mfn+n/tliaqd/fNIH396M06ai9HxwwUH95+F81a1ajIUBjU1JBnVAuW870NU1PpsWL0MuCaBL5a2w5pButZjCsmIz7l4LShfM+cXiOW0m5L+BP5ZoO+aoEF1PqbyESJTAXAs+9/DC40F3siESC+3KLiqzRfl2UnajhePS9ghd5MU2G1JaHEV99VTmAxJNXJI0VfnNvEeFz3A80NI4EOVGVLpI7ll35YApRg3f+mjOKOAuYSBa3bzJQxYY8t9sthybVe5driqDOObdsmrDg3qpXcM9H3frIh04/a9OkK2dIIJSzwGxWWzVylOkfy1Eej8cv2ixi7h1CjKIwunedZRDyXwv/7gi/7Sodq1L4uQKUalD7DMUB4hY1oVs79r5iIzGOrc785LtF1oshRV14LKvpRw0vB2cL7A+KfsIKh54E07AY+Vp2R6ypUst/OGuejco2ZUc5Ib+s3bN1Qb5CAuXS0jW9iakjmJe18NGdejer06jqe34oWHFh79dL/xr5WeYEm+Q7JlnzPFutdUuwy8aNcs6wU50qLnKNf/Q6Q8jcZtVWRHUBNBNF72jBViXGs/yVqEJOE07KucR9rTuYlczfQKgGYRUF7gAt0FFbC7Q3S7GbnKKDvZYJxZiWdZqUQXZ2Htd84ENayYYtu9dxyazyy3uSmtltC+kZuMqqbnReX7vrmxODfvcRI0E8mxZkh7AMhU7t2uSHc+nPru30LwVdpQdw+cGNb9mz63cQ17rG2sdvjbuFwKIhhkbOrDn01x/UhCYElxtNcFRg8Mu7+ncu2nGvH3KPa7NcDznNzd68gfgaiJ8TvW9CVShTpggcJXdgATE89sDkF8XPoUHxx2P1L8ce9HP4oRNGELiK4Cpe/EkN0P4Mz3yvvuyGPnfzEv0BgG12jDZ4pvQrxvS+2bEc1lSuBIvIeOUlYJ3Pjnbcz/7LXmj9gX8BGvxbIzx5d57cjERg1IXBH/cjr8NkftSx3uEu0MhFrab/GW6MEN1XDMSB10PvaDTcokWPMpO4PkHxMqVR4Rg6D06tDFOdotwbFJ25yWJryHu7WCUGnjiNtO/FjDCEjfbPpIpT3NWur+flq+1svz7VmP9iCQVJmmh7aO6g26Cnv8Exd2OWT/Cln5HFVYB6CtUSI4X4pacJLGkM+kdRPLqGrT1e2mSUpNiYbtbisPdZQk+d1ph8443Ak79ff1AOy5AJY6TEoqAJLseUr0E3rPhlXfl6ljRzioPlGQEiQpmm6gHNi6UIE2OGBdZ/fqqMRLXMlXP/m6yh0OuxCJ+3bsnQ/q7ZV1IVHI+kyPdIwxXYRcaNFn8ZpfLOXypEalathvJmbAsXLw5KkJ/zhr85zRRd8g3dOniKqljeT034+fMIvL4iPyqi0UTvCyc8DOI/M38m+EVQn2wPB18Fz+bZSDd4w/Ma/lgUcLcDvfalk4tSAWLTCOBtR8WGetlcwnLXOe31Atc5WM+4D9qLDGXYt22n7nDa39bfWXo/8QN/OhRfuzNQNoV4aVC0JD3H33UqZmMNhITCVgD9zsQmrDtSg6O5a2gg/xKDCGx+wPrD2f1wxGVurmWMfCSj42Bnh1ROERDnFCXfc7774Mhd0C0VuGAcYaw/72+5T1muq/2CLRFBfIFGO96GfpU0sZc7xuPugann+fMy14e7pUlv51AzTrtQr4raq3T2QIrJGpz1TP1a4OpeLEGnQXL5Q9snd6we8KKWDVGBagEhraSrTSssmKTE4rmwD8kYZV0xRNz659jQMiLHBRX3acWHBVgwDXz93Yooa8xxVjefnqlf/DiD5ZUNLb925jBuEakOV+UzAn0C4EfSaYyJW1h9zHXScBVRTo4eTw9s9jo0PLHjEFhsRVWQZMPfraymNHmndUvm7IlpIphi8cVI00WkT61GRrorIwOk0D1aAByZDJXk++b4yR0CgCq95qf7KTTQfeqf+MI7IFZ/6LKNyMr7EaDs981p2Zkhf24l0xdi9IwHrNGkY5CxCaqPXt04IR2QBuGtbhyws3zQ8y7092ekScZqdOGaWj9Y9Zdw+4X/sqfmcD12+wJO5ss5UtL6u5BFfmzLLQqaBwxu5zFOY63C9ahQ5429eNywqMLRBo9fJgRlAks2JVQg2Bik0+2y97fziDg0ywhJNYeiOKEeEHLT8sO74+g0wfs5fi/uBKPtiWqQiD7F88W05khrwhFnGt9KHnd8RZhLgkG4W6ifqv035ZSEgQufMdGDcvO7yxz106w1j4psBj/WoN0qgxXc7WpNCLgX0XBrQ1V27EO+zG7e18Z8TWo0GBZcqFyGK1rUPx3WD9l+kucKej6TcGGUhICDvUDTIVFsTbIeJECBEqnqSBbVx9XvxphV0zJlQxLPt+VP/ENcSmUkihHcims+FC1MFWSQN39/XlOPCuRJi2skDkThaghcmIHz/wYja9sp3APxcPeDfmeQYyhtLePcDFH7fjcM3sQ5i1+NMYwiY5oFFFII42j3AIGmN6a47Y9Vz93Ou8pxlR8uIdmDmp9TCqHHb6jUdpurf76sSBVjXC0GK8W66muTL2qmv1ELVPYnIoyPEezyJXtYpQkPDKzX9ERrw7xe3QZefOQiWkMczPWVjm9wWRYUhqtBvgkN+mlXOSEDfLB/aiBpigPSnFQdfN74U2bJnRL7m/fEoAI8JwLb8xMuLus901PX/vZiQoULpeStUMYZwXL7pXSBv5k2Q5eUop2o4pp17dHtq8IFs7xZHjUbUcSIiZP/UINDvuCsw66esQ2Tqoznimh1IukBNyi2J+TLbfMtS1+C8M0Y4/5myUnrFsRPQTGJAlWkq9SindPqoD1hoQx6pgoNfETx0WqwQGD683REpA5nDn1tijAyBH9MNd3aXRCIix/qm9sh3IwEqUGUg+J4dUhe7/lx+yS3/nDrkUOwgeH5YRwsFOhGY13VAWv1jTXYEy01coBFIbAvED2gJAOC+b0Uh+HIZekfJRxVXW1LX42fH4AUN9E8xiBcFboOuiICjx9+A+Ab2l0Tx9VEOJ0dR31V/NRfn0KEsYglmp/uw8Ewl1MqWCPJbyvorwrEqa9Mjvlt0D4HUZLVJtmHkkIxESuNbvZSNeJZIKe75f6UFxx8h7bu/oDcKDF5m8REFXjj7va9k/B5HqOWLaiNQhdr5/eeZkZxGEaNCeVNHle5bcgbw45wQeD0PcR6/y4s9QVpjqKlzhohhRtw5Nkf6VGV2gDyhCZ07pttV5mZMMfTXIMetk6eZ0/ZkqGjVk0fs8mtyyFgqHnt7zAlVO5hRsNvfXcTD5UxNLlBybEUwWPCuEpkrP0K6+ny2+4r1j+RyY+S+rF8KLJ0kmzwT4Vfm82s/yL3KuuqMj/JQf3wk2Vu37Fz3rGoqsmOsJvZ1W57RUf946RFJ7bpsDKmJOTKjjlPBylo4bv1tK95/f5EE/XXYvvcaAQXBUmUQsFE6zc6hDogYoclLOSZbgLGVH9ik43DZndfM1R1hAs08jIdiD05ht3S/ezN9YXznxmTZFxXFnpItHT+rCxczTZQ9jO4su0hfGlyIwG5qU8dcHL55RZSamHztnjxUqALjixvUAjxZUeQdFi+UYpU2qH459O5r6Bj6z1y11Mph/82G6FYVi+PsQFYJq9Zvi7HX8KRI9QFt+v7uU72uNq+RQcFcRkN4G3JVC2Gtb+iH6k3I9WGtM6Z0rnwA3r8RsjxoiC2PTbdBZmpB/ZoeO7Jg9XN9ZQ1Gdqqq/Az8ff2adR4dhnzN2XHR6Bbnzr+70524Jh/WwgotCgf9/5b/rLBePHpqecZD2QOMUCUO1ub5pIZNiUWmSL134y89xcQ2xNIQryhPrM1bDQBRecJohsu9XHZwznjJC3iyImEdN4j5h+e/PmFdDtcSGTGCRWv66YY7OV7aOrNVQUhg7BJ+GdUOcDToZfHyxL/TergGwG0Dx+aJqHpnhkutt8OJ4yq5wzL8K2YLF+dIZUepcZVy9wLlALiUqqHCiHYU0wcFjXW5zoqf1W7f1sqpAwDUhw2jHhLlj9LHn4ayWwiZfPBQvRfm06AlmH7MQosHzLoqw3r27PvG336bvlYLJfpcpvQRa2H8DePR4IDkydKfsIWCqlIeJS5d6eq/6fqemHSoNcuVCV/FkSjfwBx42uRdMWaXN8jR2VnJNs0uOUakDuinAi5/sUO8thiySBGJj0kvjXDNFxR9Pzixo8b/uM1BCOlW4nA1hdAIhLDYAEN5MvRk2/0DldPX1KHw1Ph823GRC4q1WwFnkhYzV/O1o2q5HozcPEQOs7MKAjW9e2d/v9orfZwso1i8kKm1GlR2efAghN9k+O52ERCtqZK5dt3Y3cBia+HUl8+1qvWnieFUZq9cvolnwJ++N1BGGeiVuEevFubNgQq6jW9hJXOBcz5VtE2rnrUqh0ngXERtIOP4RmAw4BOvxancZWs0wJxue+FHn6Nacn26wxkZFuG4Savvw63Ha2/3EP+SAB4u/LfPDit2efPXxDERqIEnpC1KJqFq4ow/r6eLgomODqIVNf/U7ufi8+QiBoCdmn0M/2D8lITxXpy7lRUsbn2Yyw+4Gyoqm2dnxJpOomn+gDM+DdBQ/kEOM/6eVoenVkO/OvSY46MiDlGntP1b5z7p7LgiBhoVbOE/7agcgl8FxJKAoo+Oqd60CFDeV+V7ktMnE/fhf76/44sRywNc4pzvQCHQxDA+p93fn+NB1uN1d9glARtW3CaIQQv6oQS7tIWWSaZxaiKNH7NmSU7PiCCQB5dvk6dDVAoenTrfcwPJV78fZ3evCuBQ7OMJppD7tNc9SIMbzBI3ggnjPr5YCN6d62yFkuMGNtrnMlFx+7mxNSOe9aTDPhaQgFgjg4lbsDJFxPWpNr753iRfpAvSROebEhKhgGAjH+tuaC27Ws3m53eERgkBHph6/vpPmCb9yvQAzC7d4R+NsDpz+/pfVXxH0ErnSL4G5r6EuzPsTnlWVk9OjXVc9pCDaQZMvKiNJVyG+qZcYAUCNoySc3u8nIP2DT4/Pfl8jjr93dTqw5IX/IrpLx0n+SRH5RBkpotoq48uOsI/KShuhFiMt5zpTaqhD9+N/63XeX3H3oSTro1k799JK/95KVL2JClUB+1/kXfefwkqO9mD+NpGXimGsvg71neg1XiB/92UHvp04AYaSLqNwiIcgbp/m5EsZnV+PJdLNRbtuRoLILBtGdB4Y1+n6rC5euRgrEvrMYOJnBFuNOdHuIAlN/H3Pwx0v3sRr8JY5yYtnwZGzSGUeX37OOV5XAKG4o3k0Ov0eoTbvXr4f7yYlF45PNLJqXtAeipFx4FbzNXF8mtXd8A7ivofR/lJ+oCIIk0hjL2rtqdPcr/TkwTjYJGjU46jcaRnu9BMAgW+vT4PG5n/FpHTc5vDTpghVfP0nzpy6dqPILSDwZQ9lCwZa83lzyKOQSoOfnyPP3Xu/RQwsy3bDRZxHhcNHrqshTZYJe7m/KG4GDpOZo5HwgIt9MjIO8HusSwZUK6Jx9+zIVZTPo25ljT+W3ZqA/RTalVvTC+42fwhq18YJsJeG+sYrAvL5mRNjj7Fx16cawPYPy30UJQAS25kuFEIpQbmKyrvAgFTW+yRss5W+iZMDTLOTuPKhVfdT43jbKNnE5fyqyjEEmvJfzLyhy7jZNAHtY10Nflj7yttTuV7ezgSdO9otBQVhmb8+BnjgtMYFLqc/ojPquFmKtysgTj/ct6f+BzMLOSUz/v9JcrlfMds1uKkkXB5MrSYqv3P4mSJ+b6UaJbHvX4MTeGLb+Ack9abYy5zMmdTfEmMql5idAVb7dSRUuiuYqdRNE2LLvDh6vy4kg6Vdu2HYewoyp6wtCepCdfRxBB2VAMewJ/HRT2TCaMeKAPCgMz0KOlCWoW6wGKSxWeZlxoXxKT6ZXf37W+4TbvJ+qWCV3ptXnaz0JMW0hfPrE4QyOo2pecmIUQpKm0dPE/VGO4GPxjGvl9sPPBSJFMQ5hm6AbY+i+orxYQ+NrprbX/vXIVNelrXW45+/6QniqUPleJ4Tx8p1yvQ7h16qlNpuM+bz//5C0kZPCW7rURmc+RMlfS83pI7HQlv+8SyflrSzFO+gjVj1mAvWPk+ReNBlWrxQ1ddFn3OzB2dxnKB5cjsH+qHLfUMLGuzWk9fAD9PlIUXMj4uHiyM+N2NT84F+fZfXQBflCyB44vkUcJmjgrWmYbnwIHAsWKpabzTD6e1ibBGP2l44mz5Vd+hvI8qQZ9mtS6Q0yb/bso9/fYlroENkxUkjBLzHEZC6k7LxegCECuJTJa++3+Gxt38I5pc8Qdqhiabk9SaSmHUES8Ftl6Z4r2Wq8vqnBJwgCc2Jpq+0HaTlwPSOptNsiLyrqMyD5IuAWkiUkeHScGBKaZYLWxXE18wU4gxTzClVN/YjLmc+52yMvOOdGKYj8CCs+hQQ4TUmxi0aTQZ4Xd8AAVKzdCFXZBsmE1uvprd5xY7r4CjM35UbP8uOf03e7cvoBL/9kls7tQ3XmeVTxEqmIvNab4YJPcFO5mVCXZxW3EuuoWeTN3zJCxHRtHFQUtjB6mIBJeXrnlhuRmbGYIU4oqnQqVGRJ4UQpYoKfmBvWXRKVuvzGNqoh/NBjvn9vLVgzAqxc5KExevtEdMhQQvvBseUEDr6qP9BoDUano+DzJfFqAFbQ/Oud0vPKTvyQctmGz5toPHKzAA8xyXgw1OG5x4I5aWuduOaA4JnEJYvNNk/fbS8i4GKnuDWyjCo5gD9zx9o+57MaQHhOv9az313tVgFdD+wl1ItlpnT1DZIWDCFyoEaG7Pyn/755+MQhFyeaCOV23Z/feAxzFtgCnza7PNGeKk7TrqKE6jw6H4XEp1zR8PidR+Ni33/GZDmXSBr+Ipg38M8lQ3PiTqYRs9mZxf+H5zOIUiRAhA4bqgAiDObE9+UZaAmqAROxOrOIsN/aKA+JJaOoh3n0K9qphsrLWyi/fdwHcvZDLbfPX5VwQj/ka4DE21l+rdCtYd1762Meosr3Hlpw6TrR4RvgDcK+DenF3XVLgV8TmWEsNIIYfB3cGTY58z3ndi/S9tpMQEWzucaFcpJ1PwWXs76QDVBy1fHLUtZ+TYbt9MWxR4n1UYHTn7gdERtEzd8LwUe3rA25KrsZi1HnbJQkaqB4oDfasD7oAX5korf0N89u1r8JHdd1e/EWPNZCVzLz04beydlQun/S/q7yH2AI9VqeNkpIr0uWCH5Dn9Iv9KVIo2R3op7Iv5htEZaIgikhRyT+jvpZ4u+MOlhSwYWz2vSyGBOZHUOrPyqV1/7es+5+7oKv3/lmQESy2X+Eghj4CG4vDUHov7zm/53I4Lcba1IwOp/oOHemTT7Yb+V3O9JNEKdbugHk7GiIclN2UjdPjM9FMxJcP5dXU6AOP+lcgdgpecJGLguB2TtfPJIMJGrE7Ir5Kz+TY2weCehFR62LJNWIJTcASK1fq9geDSRif4y1QUHP2zH7C7Hp0O8Dis7tmVdPK59v4+zFdVNt2hRMI5g+vRzXDsRhrJOVexMKXBFeqUon9ldAH4pOvPkN1TyWfTAwoc2LtdkRGTgR8IWr/q9S6Cz1APvsAv1yH/0g4v5dIHEeWGMy2XC0OeJP2KGc9utlJa4YCv6UpJiQb5ovQ4G7d4s3PAAl848XT11nJqcCLxYA76M4DMATeNKsXI2iaa+aSJj0U37X3LjHVuo6Lwpx2cV/9NhRbDUnUslnaDvILqC12/gI1KnkA4oHvfzkgQ9RNDTvUiKdCbze74kBvPxtXlzmBKpd4Ptc7mx+IscvirWzR9Fb9DQjZFcItHObX5svW4VAZwYYPXj7yXrTqNF32TywlP1Dk4/hFGv6F4bv219/zxrsvQOdJd01X+2CZ+HkdIDOrmEyLgi3S9U81wYc0Jy2KBl5cQrhDEK1ksQ7KVM68E+58/kmfK/x+1NeDL9l8k0KwoFjyhjz5YK4vEf3yO+IuZNt8jgHN75I6VuIoi5dhisu1X/57vBxrXuaP/U550bMJH7E6GAFipYePTiIAHotiKRoJEycmac9efeUSet5EZxLAC50+zE9lsKR6V85xO5yULOz+pJM1fk6qLJPq6qMccxhNJ1V4RmzykAQyARKCNYXVRu//NJ6CR8dXjjZHLI+DrC5JrALRWKW99+2gnxuUOPgGQfUv5wG8kBr68T5rtOInIRoZz6bvVRSI4yf+GBWF3sg//FK8QM4mrr7TkewkFxoottyfqiaf1a+gr0hoX7ewT4U8dcxiltL/dcxwOMeryV8VBvrvK+TKfnqcY7iBUqKnn+Edcb8PQqMxGSbp4+wDPhQqGwCx6RD5A0IEhmrX+P7xp5AqhRrE8xYyBYlnyHNtx1EpFVRz+78f/4AY8hMrOeLxWW/24fVLlHhxyPd0fSaOMR2k31/1Sxm0XIWnIChm/RfQ4SsvxWG7LNOpsdMbJeRGPdZrj5VJkddFNEfWUJ6+udxeSeO9tbKv4PDiRQelzuBuWmgLhD/CntluPDSmbxKQZApmN82wzFoBZ6Wi8s/fURURa+taJ9nEhBHhbabP5BGfobPczgpg9zlGnAGid1fS91BdfbfvBcMDawKMnxmnA29hjyEXjwdL8Ks7Kf4A+tDHLqcBzW9cJUDyvV5yu0rOB/8WBO/yOimPfY+bumHe73YVaQ34S7D2Cq1fdiXfR2/3fQS+IbGBrD3xDvMlp0HqAT4xu/pfwPC85ljRL8kqmeoIDsxQ6X85ITXuNA82V9nW4MTRK7L80TjImD+4wnwcgco9u33yl/XmsVKIA1vFbwjoniyMKkcOeeTJL2QHN8NRX/+VKDIqQazMXlMU0V7yJ53umRyCHexxnB/3yJX7c8LZHCxzPI7gfv+p6YpqDd5GI/mwbZ0RFt9By8rVQOLyjbulwmA+YLLjy8GDTudv2NkMpk3bwodJ1/7eUb+T+84oXsXcj3ZonvwZrJbRgSxkLgSwqb5UYDOHuanCO0yQY96XcXpFc5EiLGgJhhWvx/51MxCOK/+7khWSBbk3TO2doy9rJ7ogGdb27IF8AczmtrWz8vsWY+d8d9tD0KxkfwEGgLuFRoXVz2CCWJTKVvqGuHKW/xql8iGB7XNrwqRJu4CxlIoVW5aNHOrABm5qiNFa50EqFwnzIJkf1b5yGkI99J4fZRkQItRBB/goxhvPLVZEY/5WyLsPD1+JNm2wLEZ573YRwPGyAc/GW6YJ35BTGGzH2Zk37d8MJaJtp5EG9lpmQpk0Mo8e4PKwnswB5olYKOiM4QR8zy3gqpBsaqYwDkuWxieVC+lM+OQ9Rg/RHx/DfVqC235d99L9+A11VhqMdeFCCILhgSML6vrfwKMLDyQzLC5y3fjj4fuV3kNqKqU9ObhHQRrf6Cqd0qiPxGwr7dLzX73DiYCnG+GkTv91jBZwY911Iz1EKUWNH6nNrgCmzym2+c8ivFVyxPUWNOc3A6lxrHfxL8D9rbXwYyDTY9SCrNuG7++U74X0l/Rb6Eot6lxQfZLNNP8X5cV/lyDIF6e0wWJ/38OAlujCUU2F/c0HwnIZ9ZJ2Pk2EdFdr2YK5JURM65eiZvg3ZO/994MGvVOztnnZz3o+oZJjzlh0p/eUTia8L8QN0JyIWgfLq2Z/ItKXjEvjoL0ZKx86pYnTgiCjRWbk8vK1zmyA9t0VxDnsO3i4qK7aigNmoJ9mRummnuKFk1qn0u5KESdkFWQf1d9z1PK/d8Q7eatD9c9DPS9PV7TqueRLca24Z2F8Sx4krSYEXm67VqJelj9OZ5vX4a6KKdgtooPYs9+aCUFwQgugDapUBgFXntOuzE2fF41ly+ow9WaXE6YFgkGP2fe3g0bibpMmwQviKiosLrCDARNnzz5jggG63/iwjZr3lk9mFJIqkaRLRWHi+s+4ik+qomjqozkAPykKCuded/lzZkxbsNxIP4F5wziUkMdB+5lYJ9VyjNZOjMTRb453ZHd38bQ43JE3O847OEE/SaFvtsLxlj70Sq/K5dX0i09MJnXdQAcCfbRweAkT/OeN7vrw8QIXwNq+f4VafklNI1XBMQNMiT66P6HL+pWhXrQfkbCSPk3wRGDArxaqJLoUg12WZ9Xkd7gmIZqWl9cdRobGV/ELMs9ukYDmm1xLGLoAlPolz/MEvPCo7/Ur26PY7iZW2h6Y0OnCMLRL2v+pxVQlOwAx/yUt5Sv1HRz+MoPHTdSzO9xHsHS7qYY0QS6/lShObuPBKAyDoRISosfTBc5OlAa3aAyDycY9rFcH4RN95InOTlLPikzEbawvuzzfQ8bjGsVuF3epP2Awy5m4r86LsGUA+gHds+LKA4XLIubTOUzYbqUe/zm8nAA+XV20SbqbXDdyVZGgrE6vvq+q4SYbDkzEw/hkn/hq/pehiSaPIdIcJYqWpTTr6MMelWxsUzlFU79/f7NyaKaSiQEcygMNhNgYFTbVfbjBxMF5uzR+g6ZcuZjLrsYZ+nc7CCTa3VWWhXXQAhfT/puobAptVwanPWGRcMcrqOfRvFdYTgzU3whW1Le89x6v8RMcURSje6LzYTxuUlViYXMrUk/ZkGsPWYg0zT9mDGLBLy8F9fmVgpeU5kl3Ktn6sbr9AjCfLMAE6YJYzrkqgRkHFw3Cau7pIAwuKax7EUrs9egXlADGoASVmXKhr71UTz4J1v5mzFPp2dBAhmSIpZ8OAYwbVFFsfvgQO/PlOcpvNEtJpZOhAcZB/QltbNxasPY9kk3FSxoEvdNagIzYb7ku44c/0NKF3tBCTsZR5TbHzhU3YZKCmfZ+RLd5KGqewKVOSmMlB7WUnqK1BCqM4a6EZDLejCir/V97DgRsf8tS8L85qUq3KTWX4Su6PaKLk2lWtLLDQGHxAAt0b+/XPvXyAkJtuIFBg7VRfeHjmrcNRgpxwEWWNQw8f9Q7cVAHpDcXXIlknsg1RWpQFAfBUgHIjSnrmfah7HGo98lmQqcOzY6kQhmSK1CzR/M7PzDgJhvyGbEjbU2umnIaLVMc0TUiV7E8/QloL4ZYEq0XgWuOS2uic1nSjJfhPgU1IMAT2Zt6tNVJYPWlM3WSVwcBOZWwrQrbKHAPm4xEzp++xebv+Zk8LH+CgtSg9gs7sm3Nba2GdMoIb1NYuwCLB10BuLvaD8hmnsf2vkSlAntUbMFjVrxGZP9o7W7tyoMw5PGm9Re9XqLzczwsavuFZudB/20esOWVA2usBaai/uV1XToclf25LNCNZhjaRh3iWpITRCwmfrE4Bf7iprZlPNmOkC++kzPVsHVs+YPmZ9HARzmjQH95rGxeY4YdlkOIN9e6wwe7rAWdgP0QmpBYvUXHO6YD0RKnwviW82D+BlVzn7MSoYIn5nRSbuL3Xtw9Idb9K+JFGuy9jB865Ssxkh3MSDYntLLObcTZivbGxWjH8djv3MDqbxLu921xZo1EDOnKe7Ml/kf/StFjHt319w9G6HKp/CVRPu+jSSORE+QMBQEnVgD0QmjxDzJozMzytJaXNaV6PlEw0Mv8IKKDHZf8kV8aJBmlwjL+6kI8UcaVPuSVXJIgiZ6e7M7u9ol2/uQabxkb6sKjyQmBL/PiFMrkiFImVn+q/BNVEsM3pidNCZYfDVbnr+/6Wkp+sWx+tGsai0bY0F0MgQSyXw83yy/PypfbW0GZK/8W6shbIWQ3RX1D4WL1wb3Fvr4Ow9CZJ5eUm/xJUYx/8Vkcz3YNIfWZ8Rbe7dbpyLJsNmXdkIe7KzJ4k18IDEAVg+lvQpxMTGlOIx/NyfPwYEnKC01T2Z7F3EeuT1B7lHj4ew1H/Fcf6nlr0XBbW4GMALKyOMm/j1E00RbFrJd3yG/XbGKY/1Q0e0hnyqxH9Dq8T2g3qMLKlLteQOrozInUlEm0WBuoO3YBPpP5KzTUY+3YT6R6NIL+Y4Ix7gA/90or1MFegJJI9zpb9z3n6C8dO8eDo6BDfVegECI31pVocS208lF/3eCP8eUwC9fdP4s70oUQogHfOJmSQbBPpdBi73jo7ciq86/r1rUYYJ+/TiXfW//2UiaIzkfjRYA9Hou9mL9IpzNmZkvjL20X/UwTcqUmYJWn2Cpqe6QRiAlymj8LwSQX6Dgw/fYl+HkQEwJzyWTDZCM1LsrzXcX5S1ggJELITkn/OM2T6GBE+k47yGd7mb4/TLzJ/s1P/+EowFPni/1p6qtQpO4GkWpo3UMJqw8mCjz6TA87SQhTFbDIh24zrAHmN6k+873cC47d/q/2t1c22At9kWe0pU8erTBigl3VSoZ/55GM4nfnHrxAc9f1JvumjsiSqfR+WMrlYaUr5WED7mceFD+p2j+cxB5J1+J0my6dexsbESDeUCfjSuRpNteXg2TS+uMrqzRhpNvknzDHc7vpIo9aLpKvC8olIDGwxyPlPxpdUFN3B0jifcxgiklyPc8lb99LktOXMPr4NHQ2s0wo4Zj+pyUKTFw3sC40XgbP+svviAz6k9Gu1UiU7K4i0/5N9TF4r5PXXlZd5Zde9b+oyhuc1X5ZXmyYrjDNlpSHOM+4iHXqeDhDxvoCYQigTO97ql8dWVgQgR0CiTwlvz6/dhmllr9+XkhDSFzlHU4B8c+mYOvjLUI4/kig+ZKbdqrjQr1h4VbaLgfH0776bp29sdUCVKDmJW6mR593TpNUssfkpPAryUHdR7yF9gePwCHsBpyRXIsloHE8SPCGOTgUMg62sCGzS3hiKACzWbB/vZqBHQ9KKNHf2Aspzk1u8R8Jua8wR66lZEboXpQbH2Ked9iaxQ3jb0ekqRNHJsx16FeC2RKE/UnfPo8mSvkAtmwLnh3YbFDHXvlDBOV4Q+ZYJxuAevLR8rqXH/BUyCgNZc/y4LFZ8B4zkCkyjq6z9EeSfhYGR7kbDNy8wzhl4OwTaumJ8mHbL8OniiS6ZP/ssvHYW5w0sBo9ca5tV8TmUi/Wz85QyXJ5vvkAZMIdYHkAFJLd6VPo/cqkRpd5J+UH/Fd3w50lcKAse/dZ7GixrTqegH1dAN0d32XpwX/iI57de2QVIPajlUFImBX+7Wp+RVtV9ur6BPW5/7XZAxFFjDTYBnVBebmoKPNWvMymCa8WRlEW47xL8Cjw3hb4Iqu/GTnMfBrDTHpNPfaxKBBIihR73FHk8rk1Kmt9/n1bop4h9kZxumrqL311moLkCdT0PUOABlU6wDDSfi1ToF718MLfDDre6zoPvbMNYDlOF48POdMQuSXS5GLzEdwkEJTk4VyIoV4flGRgtRnALIz1N/CJxqdXRxHHVXM2C+kTLcvMawX2MzI6G/6hWDnGxeOGGc/tUEsthIs4NWAgBKfMamRZAqaMTNewDCxwuIehVskEjoUm6cT8qXR4eoL/VZdcjEhSBjHZlsrZlu+w0pl5gKdmS/SFjXYprFMuczrzVtKSSm+JPTGxTPMGxhnhlFFvKf9e1YXflRb/6ngefqw5TQYCHS7Eg0Rflw98/xBmBOwjv36K6JKU5y/8BP4GFn6gQR8rkcEr7qhh8t5qqIqqgOI5c+NUJBC+s1V19RGe3j7aWFKt96AyYius0mljuZnsgbZAKt/O9nrtoA7RVP8i/cbcni17IIMb3d/iaoSAlftv1Q6W7TBt+WJA1z9XXRy+U64+htLpJxQDh8bfLC8OevwFQfdg246zWf2BtOpBr6TmoRTzsrlSmxwn0gaUTM0IfqETj6k5r/5Cu9TByPz+GSkSTMQ2j/DIQFfFRzL4MIcIkNh5a32ZhGJVF4L1s+NolD2cClAsp0LjJaK6ecHnI/cOi4JxSs21+5cTEBGixFmYb2IzFeRCy4lFp2P6sNnX8wGWaFFYQnHOfv1Vo8RUNAewG1R2+T2Pa+cnxC9fBZCPhUwz7wNkFcjPyR0JtTeLYXhmwoaAvL7w8kdmfjF4Lo7Uwkv52UtGQSL+Bo8V99DdZKAC0P66LHu1l6B8h4J+WZ0N0sO0IjI9iC42X2QEYnOherwZoLUvYJ9YD1Sne1qjzALsKgEHZY5NER6WhBG07bQOZJiu2gYBbWPFX7kAtvaOCxAk8ALA8q8FsYfpY3u9JUyXDdP0W8blL9KI1FoCNi8z3QMvhBf1MzUrV7ZyReiGOyxGpoERj2vgGq/TEymRB0xYDRyfm6KZZleRL93RTFsDiMhlLL2ASqjqjaop1SFxOEgKhjA8WhC6TMV8hRsv5foQl0K3Gxr034tgkmZvNPglOpfywI9q9ut8905m6vONDAi3kMB7opAueXJqQ9Tuwo517OX0Nxp87KogOGKq95Ma12c86c5FCIwhyaJ9dxHBO7H0denkoX/i6/zVMKSF9E1apbLLhjt8+TJYlgfXQ9TKn4BbgLy6KogGc1fYuzZCSsThc387eT4pgdKAkt0t2/ygIMPh+MgX+IUQoq0KP+r4xAYEvD4M3CNMwxuM+4mGk9gDNpO2zVxbxT8B/iU/gwRZhFVjCGHd26Q/5061CaAAsTK4+nsAGWRjHjsWWH9l+bNciBAAbDgby+g79Fia1TfCLNgQUnCGkAqtlbs2Qxj8PeJBjzGUqRPyNbuxsaqGVNXx38TMKFsMoxl2kYTA/A617saqh2Iz2e/sATntTG5bb51xuAVuUQyGV3niJNMx8K4iMHW3MlEaDEl/j3EF8teb4Ql+nGLxvVALw8WMdXl9PVz7KmuVhmkHasxHm/121s61fAKEvbbuGroTTvPR/6b6cUIAWUsqzIhniCC0wk40YsmXUKNiCIy/SocsiehZ7YL3AMBHTPJO2gXHNMRbbBksg8UW1CFM5bVYOhB2emPI0H6sKdXgQ1Dg9cDYZqgw5xotnAjBKo/FGhRpIfhbJgWqvoYTn3BSW+hJWuhY/OWdVfDLbONUu0I46yQfbNj15fCzoa6nxVCeTNDe8EnL7rmLFSuIP4JEVAb3OcmWd3kOwII2c38exUL58tTeGY9dg2Y09/OispvxfszLkmIyhQEAUBT5bzW8lFgzNp+6nZkTk+/slnlg2DCK5ogu7gfcSG4/OhgWU8El4Sfki53+DQ0W2V2WgQvzfwaX8d2XpgI5aIxovRYY8lir9P3eTTJvg5c0+kDW/QhTUbhmqn8c4yr2Whz8aCEVyjmwKz8q4NeHbk/GDo32UmdngUJh5SaLmTTdnyUV8J4DY0RkcJzZSs/qxlxQOpzujgoFBxSEMElwX4VWx87df/tlxufD9yom4J27LcENYxY7Jt5dyZIYxoYlKwFzEQ6RRYmCe7g229fvD3LGQzAdVDBMjoyGKGSH99XIrqcu7IrsCCW2vFw4+nAwBe5S9jfuibI9n27J28SrUCxYjfaFnP8FfGTFtD/DE8f4tYPnOmW6Hd4nGEGJf5VlnlO9X0mqG23Xpk1wAtXki9QRlhan5pkV+fa+qPBynxTDBQAvoBdJMt9ls9lhg5yOOBNyKMWwtVhGLabP0L/WsqT4vi1ZU8K3jwYqcXx3JKiU7WNgkpHGf/hSD8eBum3qff7CxgwUrYdm+1H9COvfsGvTdCZRF77R7ZkadHU57IAoWG4kZDvq+t5ZTRtiV2ZjcZZzQHi7KQdEQlYb0OscKSf1qW+UxpwviP55uSrBLPeidkP669e88sV6/zR0UyJpiUBCWfQFPB2m+5PvbcHScFOx1L+KUV0+oJ9IlVvoVICZzPND+KYq4nXIFZmgCKn+z7/xt0Vw2euzYv5lRQu5gIMLEUeDApJefzdjILTf6n96CiR9liiqK3oTTZHxgvAlNGz6LBkhfrLD+VvynXEWHLGgdJ2fLPS1KGgPbgGLyCsgIQ/cRebwLpdiRncPAoYWfZLJQrP9oJwomutO+Drj16sju13zdts0Vylr7I9lqsGl/pAwl0UN9vTbRMLSAQvlzyhDmPj9bZjoB8eVvk8tyeIAg9Io7ys8SIKMMmWsq/GU/liKjQXgM70EIuxymU+b6eVRJsArxQoPi0zmb0UPLkmUhr8sIxvb+PdFA/WYuuphX4pXcDx+ULfWUvURqsiT9vEqJGKrzz/HAS7peUHCyP3GU3vjyHnK0UuTat+Zz6/Ubusa4MVFQZbmN6zaRvG1hhqQRxnNsNXB+Vw1jrJVZzoS84zoEfSH5VJ5fqXRDkO3VyCD0dvrjP4ecqLbkf1qbpalIYlfm6DEzleKt3jglD47uXGHxX38O9n/j6m3WnZc25ZFf0kMj2Jm1pssZsavv9Koufa5EVURBbaH1aFlZkMHvyAAwlBu6vUAjY7+CygdDGA+J8o9MfmqjU9N12Dl0OqWtdpQu+5xtAx5DI54USFsQeQv6WeuRsDnZluoCvFwpSNl/utnqX0/pudYgb8nX1m2LxClbr3LX3X+5G7aWIxp88gL/pmc4wcP/uhnQa59qTwEM//6Pg1sz0vWn3eJZNu8QCoNNBaHtFf3w5cHE6DnCKtA5G+y6TmquRRvcTE0072ndFFb+fw8tPEEda4DAGZ6dhsbzueEzNv93X86Qk/NvySLCiW4/9pDIh7KHF00AnHAEFNmzi/3X3ohkfMFzh8P6EmUYYsHIODkjNWt0i3wvHNyZrrEpV96y6GXLNIyByTpj+nng+t49/xLk7OIrl1kMaGhhh0EVyuFEvOkdwuQ6fNQr9LLzJKn7xbmz5nmtwk/u9OLuGbJwFk2z8MEs+pHVHe+YMLOyBNud4jQMnu8uFyqh14FFbqen7urgkWVwX3TWDmHoAi9Xn+/Zau1xLvXBvqpTMTtpa/tAbZ+gaKccKwvTVqcOzki5BN8ZbU6Pj6ElZglxw8/mUtgMSpUwKg7OlXPnq9ddf1BfVTUIfu8jYRew2KQicueoS3LLJd30yc3zhewrogiCtNJcqtsiBEYOnTXWirBjaKORMMdI6/LVZkCAIwmXdSbQWAC4ZRicI32UItJg37t/lUz/ps6e9u6rZekTbOgHlku+qXPQUrxQy3/4zKjI/RjdcxgEsp1mP2XIXggEJKL7Rgn4S696kRTbkEX8AKWW9aFlnAA5tIOgxcxNurOzydlpqXDuzASq18TqnVUcg3/eQQ4ufNs6Y9S1MC+0G6kWQWsbWzR2jPDByUjlAJjDJDcuUcGeZGhv0+dXNckXc5qCpKLf4xlmv59rwXTt2kFSOiwq01zQ97vwKJz+7xqZijXjqoe0ZJkYOF6ORpzH+KDjkf3nQ8C3wL0x8echb7EG1w1Ekzyqmhg7QsV1jWM8b9bIsfJ54e4tl3WiXW3XFSH2dzXhMIejkIygg6xRu207ACzsi6yNwvmF2fKpjM2EXIExd15EUS3wzl4rJY+IfhXgT00IndIxsq9LdgsvlgLCaxxmhsEZq6xZFKYu3bh1gRgpP30kLKaar9Zr4cFPIncQHyn0m2/787X9p8sRkq3gXHIPfMlrpRAd4t9FM4RzJOmDeHk2FTMVwpG+1rsZ0FIwR5z/FmEfZO1E+gS+8kaYijPnyJ3V32uGCom2TkayxdwR/+q/NeFUacGXRT785zumdq6Dw3D9vQc0ieWxVXQReP5G2x6L3JDFL6Yf0gl/XzYtG0yMTqcOMYO1YdfpGS/HjpafZrgZgJ9Kt6g3RiEB4TJ4kmUwuLpwDZnaP4yW7wvTxLuKdHGgTO6iFsIrHJNQt4G0pd7rXT72tFHzrPLLYcU3ae7Kmx+Mz5JXWJKk1d1QIHaE11JkHnjX4VYDSV+XnxOOa4ggm7scd9Flq8dppcakBRllPzikqR8PPFfbhOf4tcwjnjXVbIVgOCYmYJ500xVQeqgbsl59McRR68EV3NrW/f6vIe+JEFmAQtWtgP2ReqWTsZK3LD7Z+zQp+GkDb2QYs1NqENokTUWf+I967uFoLI456o4O060TzGNmO702aOfiImBGl0GZjc/v0n2sHQLxLbaVZxRaT1kwD/3h80BN4ll58LUTchBIV9RE/0edGXfvNEc8o5mp18zS54jVXX59f+kDdO8XwuAioZPAKV6ZwssOTLVf+ayBz+5Bdashknu+N4kHZ9X5PDMHq3iwjgI67eRurGA2AXjQcwkWTMI+mR8XkjIL6bfEaldm00fbLzf1+Hb0TzPD9yOctnB+4ufaJS1H0FdZxc8G45JEPGTQgyFuoxMXN5EK3Iz08WOKfW4Ab/j0GTEXXEF7cKHeI+Po7Xx7zefxd/k1lo4Jz130u/UtwnECuG+YKZxtPUHZ/oKRPC4BVBKj//85yueua1yD/LtS+a6elCSIKOMvFzwE7/HyQOwdbnhIT/rGBAa79biyzX99c9ZnvCvkpSxOR7UfrsM1D2nSj4ZJfAf2Sfu5vuIk9VJx0yBxBTTLGkBuVZgXad6og3PkDKq1HChJPLEvYU1WSg9IUUxNZ/YC66INq+tYfz21cmZQcPDjQqfuIHr+Ltss1pB8s0QKqqEPA7DhKU8aeufIQDOvrUPkqHvuFGoFW09KMbFoYPPNUX/9T7ZfuAe3F5/Td29HiD+wIQnVcp3nzOHhb9zCPR0YQuYk25qjX/0BiaH9CgbOnO+Oo2HVzf49wqWCy3EqX7Fdf8wTn4T0IjJvmf84N78nArBio1JTpAEdP3iat571FbxY8DjfZ7aO90wqRTYCllX6V8uK/9TjkeDXwv63dGEc0gL4GIYbb854ny4rwrVSOXl/+tgcq/m79DYdCp6s1pzQi1eLD+abhx/5hG42mR8K4UZAsgQr6Z1pcV/EsZPUdUUyQrv8uW0fsCKDH8+E4wiLxDBNx3Cv5DS4TzPH1NFV79wGVYioSIB4RVINuiGNxCP+ftTd9Qm6PGpfY4SXmdaM7qpreE2WorUOj+sfC+/nGkIuOiwGMK/Fv8fCtpDpOUfU7tpes+o0bh6dWwkSlbYYI9tu61XSgIvKTWJNtBoCHJGLdZh9tFI6iVxR0R0Ea8HeEBDZGveLrnzHPgT/GKdd/Tey/uxF5A3bM7oaUn6vt2zI9fmFNGy/E3y+8vWV7VODnzuVZDonijiSRbmuSn9MICLyXJHy+nYmEOVfhByHEpCE2+gTa+m2NbpbKtJD6iV8mxaYwjoEfx082+e3qp/EqdXoJ+gE9dw4AErU4su387ceHOVSLvv67jlIjXYPSqwosbJ/Vc7KTgMrLA3NYNPGTiqx9y23LgfbejrTmDzZwqkCchnVGd4JlqxsAPRuWA5kEOpiCe4W0WvKzlXwjO2ZH/VnosEQ1chHbJi0iK5s0q9MpcJ75aMoN3vYbxczW9GIu9Rn11CpPjPWUfrwSztCDc2l5wU8QSKckLTX+96Oca1VZDp6XY2ZdeVkQzuGlqB/TlnkBpDR+EoHZ081ailXJtG4t3bXWif6aOykyODntgHEReFJoD9S12hQ9Be87EAK8uH1bxSc+Y2I3eWAvF8FRdS4cE2lAON7bxL2+71Hk8y+8BpFxOKlPm/fNL8U2H+xe/rUaq7V8K+NktyhXOQ0ffW01Uab3nHgr4odLH3ra+jw9VkwRbenX1FqXJklziXZd5EbZKx00hCsfHKoUqp/ESgBong/nTDGfGIPwAjThuUgdiEXGoUImaAU0sgayQXWzdkyE5Xzy/vsSQhzIbD1KIHLu6vrl60DBJqSUNH07eQ2/XglLNNeqxAbKGpiNmq8qR1dyGLCLBWu3wBT6NHk45YilvQU0SP38LDxJ05XNwUMDUtFUZ67ulGuH/iI+2XxPUSTvCSBXeavmx+/mH+IkWKIkeG5zTmq+QVpJ/OCzNeTu6exCrOUhrKaQBQL+wuYbIOluz/uSwFCgchqsIMfKIPHCQPz8pA7tGXgXm/0fsrYc+AXRugRRf4q6/+zEZAvy/jP99Zz5pYE9XDCVGne3PKV+DKZz0Zk5oJZdyV3XUUiNVJkk//NWoIsJ8JCyb5+8ztdugnpKO4dkKPZ1z5WF1xd5mWbgeYNys3sKsvz0hpTTjmcZLwp+3s3L/3zM1ehcW+vzMLwcL2K3/4XwWEGVVIbsVWrcp32LadV+X1q+WEbeFibj5hh0JmDl74WajcpJVH+R7udRZar6s2I2gdMMeyvdOaX5cGpoVMdI/jQP05NDs0uUboVxCG2X6lLiT2uUQOWqX6YpJDQvuLohHs9W4VUvkyHQ0/VLMrLfTc6m/UNbvtkMzfuNH423vXZSH8xmvQpNpCS77Y1vA+oSzYG9ygfxMzHaLs2ZBAdJhwq15bI5TIfZqz9cjp//xO5YfwXOd7budw1adAwq4Srv/fevy47E73hdqgHMnDujTdZSP/3UkeNHt3d42fTg2VC3XSwgMfcePnkfPM0oYszRDlXjVLeO31KGrnWcuHYPhpw0WdOfD97AH8/JSS89ULvia7+9isjzue/7EubkDNwXTtGJTiuFgeMPqNtYaz34sTM28Cpw8bZWA8cMCLnRbyVAtbZtj5RqMrLjaz3cbzb4GgEtvj88tR1ngEfrcjwO0Dwmi+vpkOGPckUID+a1eNdHIG4S/TAZN1BSFDm+LUJb5jriNmVYen63G2tHfWNVlOco6fs9+9XwsBESl1S+V31v+tXXSufy3Ia2sqOyX+qUh99+RTB7pQicxwSX240HdY7NAvlfCqEUJue8/v+w5Kei/Huct8Ec6iLfjd7dQLInmz1cYcGqeYE+xzVdrmsCDfcv2rDqmaZLt9+U77cSN/LNZI7RPB+XF2MSNQd09v6ms/kqT9aKeX6wT288PiZmLsyPGvu2Eccr+tABizwny2YY6aKuU69QV0mmnvovTAzweK8t4bNepfdjrnESr1v+e9BF536uYATrJOUdkOjW4uRJZurx/DRrdGfOnHIt401futb6axZswDNbeEbyK4uuTWo0Jqeo59mXxSSckrnhHu1dH5XwNwnPxSVGjh2gJVaNy9DNNj0GDWmvnPakVZfcCWwCfguDzztyPkXm6HGkE5gyCGvkm3tofCctL9ayEaOpLr8luFV27MqkZjS1c/xAHaCtf/mcLhQ1k/mPWUMRmbq0hCo00oGHFDK+OGcZBS4pPAJ4d65X3faL5zw7Ef02L+b/8fId+eNI493wXCyJhhX4Hu9AsF1m4d0g22urZTh5PRMECSNonv7fz0Kgr7fDaWAFgYv+79tZYx+r3HpnbFTWaxVA8Y/6vjGG/tXcB0+XcP12laUy34mY1k1ixVK5GYuNnjzURW6euDIiddtWJpa3+NVh92oZfXMNOmZE1FSNLFL9uN/dw0OLV4VDVmZlql+v+hSiTf1vElKGvALBVflSkdDjwaJEGjQa/kESjR4Q6VoQgTAdoYWEoaalHJ4HRpivNjUp6EaPQENC6RCZVacWZGgDTBpraQvYQteGJ3fny5AIFK1qXlTrolq+626LdUUeDw/BBqUEF4gl3NoQGc/ocrv78TegQs34KXXmVNc0tUGUKfrKk1/h8u7q+MkIzroC89zEJv1u2NtJkzOgTipUMN89eMGPmRRYF1DwZGm0zL8kc9qTNeSsdmMjYvG1d2ZA7JV1W/Rv79qH4eUyoRHgmmiQywezTwrZE31lBFZ4wwTa7TrQ7Grl1sVSEjv9QUXcThefJGsNH+4QxHVOrMlE7gO0UJXwDUXu9x8vFB+l7+irk5ab56k2FCCzUxAFhCJK0Jb6LI5G3g/w9brbL5sAFzrxWex4iMzOR8FDkUwJQ7U+q1HB+s7AZdZkD4eeFwM3/t8+YF7qANwEeLqtGqbmYIlfRy2C/MkB6A+qPgr40gX33/sImkFUkMPJ0E+O61i9WsHRuMh/Xldn6i8gf+dPcvk+wVU/ZtlP/QA6uQXWIoR6SXeiL1mthsXsRIIiKMi3y+17/m1lP+psrvRB/8skmHo8O3zv/QmC4HKugla3NZtIc8KgJZ9Xv1vnJHcHFc34Hf8zGdZdI47uNH4QZp+MUq4yYayJSfC3jiTr5cEuYX/7xbCTjZ6h76tSUU+8+Dn409f1LgosVO7BsTGG9jYXMxWOkbHbdSI7OmsBKmR+69nxFH6H3WBOCwyZVjBE+iWflm2BLfcat+LeyizvY3owTBjSszDQQ/h42FdsmhnM0NORcr+I7bQAjBdc3sXzKVDUKBqsr4cqpKWKrrfzePNuws/mv4Ufu8m5q5XyEIbA6++jMavLIW53yx9gP60v2SXI5R5DDn+aEEBlXiaxHwF+26iU1oBwyWz49QoeDJFeKDBAIpvAoKyad+mh7R6ZjzLOXB1vWm2tjAE42MXWPPjnhX5/yP+qeJO+7F3MRr+Miz7Hdy890wu7W+U2LClb2dgSg1guAIxf4cEP6ytGf9AqKw+yTJJ01fLYtgXgidDwo+VHe5682DSgzqK1wcpiORZ1+hFyW7IgjtuPBkSFezyivfrXa//p89+jz9bC/9NQfhqDMkrjvjvJ0SZgnFagGnATqkKT+gq43M24zhEYcuLWGtrWCuIOkDWdFph6NKd8Je9Et3vYXH/mwGG9Ub1794aEU7aTTQBEiKQ+/mtRyncqfG587u/G9eEu1xFIfcS6J8UdxENOUg19CcHH88ek74UrcIwwnUBKOwXwJ2LNHlwrr0/91bt7SyvxppcRlPagZWvggIDImxmU8WEIITwYbBdDx6N+eQEIODSya16m9Qa4bd8v3c5Y90mC4/qOvg3AklcbLpEQ/UvU588R9JzZTEYl1GsYAHwVpwnlkpx9LeXuv6rKL+nRhsC0Im0rFcYIvVMy/5NrCsau+RJsDDS5o8hFeUDh4TuQjFUj89lZvrnr6rdvZsCkSqNrJ/zyQ5pVevTpFh9b1WL3P3Tt3X0sxdBM5w/8MpES1TE2+khd3w/Pg699AN68gyxzGfF6FzAH4wSsYDdE69xS7tu5K6g4Bzuf90BJNS7l8kDciG00ORnExt9zmWgmw+uZ6ixSmTxnx7kncE7j0+T7O3l/V14+eJHWPQnC6GX6L0UzlLmjIq9jeAGs4+HoGvJIARmt2tLto/vIwwQx6uZLxlBpwx3G3fW6FwGUGH6b/ZO7S/FLdJOl6pck3V9RZlfVaLk15blmT+8hXF0aL9BKvPlOFjgDvOAJfh2AD2/ty14zPPemWQx8see2BdMtZx/yPAnz/25DpMQi2DjGf4UfTqTsoIjJUvh1Y5e+k/BNSiNfpabKfZ8Tl6+I8RAlWn/aWGY1JjFOESEq0y+sy0ywWe6MPXB42X6tZY5RKf00kZZbXq26sDu0Y/9WSjSvDXWOaUI+bPHpkRUF23fJVO96OxQBoaafgdMgDGL299YCWAPB9pP6p+AEGZDtaufXSbzhWRhzu0M9CzOi3Yy0FhwY24oAxWN97niXq+cGS16SUAZDeJxxhlsDm5NTxtUZWVNxj4fCKcjXwzp76w2Ra3vxXFIpp9KcOGU3AwNNfmJfbZIM7UPifJ+uucg5OC7ahPE3mqXD9TgJEp/8sYkbAXn0qtwEkMN+G/jpV39RoKC2G/FcTiDJYBmGw/6HXffW9NX9BFltNn0fdIWKVrym36WuDYPUVUrrtkt/3rTXgJlwhgP2MQgUEK1bI05xE3tZ696SQf75j7jOPMZ3l4qOC8/3x4qRFvGS06CoU7xdMFjHC9Tr/d9EuH9NZBf8QYsF9qcgErp9ieRsTa8fBfh/GL1q2kfYS/+Z2OCjHb/ll/KEqHOFXtAOgHbeWF3Ocq63d+YT/anr4mePSvv/fDWbfi86X06JDl5SC6G+g6cwjueQmfdk4+uqa04+0hbtFPelPP2869Yril7Sjln9BHTuxOJbVJSYRSqnb8q04CtpGAp9S+y1HhX63LPCl5cKdFmIrz75rgmMqjHy9H6aUbQVwrMD4ltS2ZnBv26fkX6iFxayST4gdOcn/DGH5GmB1MS2jSt3+GW8GfOva9eCN0POnCB8a4gf1c5kjBxTzBR6BC2obFsH1WSkDOXtrojuYv/96WD3I4jOYKy7WXJnlpNKZ9ruRufT7H9j0pbRDdQo/u69cXh3Q2D71/+Lh7hYACkoCMEy+Mg0Rfxe8mnwJQrD8FvNa7lpWUl7XusgwH7dbk0RHt1psM8VRijs4MUT/Ks+H8Fg7Pef7Atrv58AMu+iFL/qYMpmm6zbcmyA3cdPYFP1rx2NWmZnpZOGgM7vPbvhJjngFEHkknSob1FAS7swKnwB6rYpTIQkrXBI84Nojn5Y4lh/5rR15TY+R0neMtoWWwsTI56gx6dR+1Jd+kmn8sGEvjDGyhyyYV3+T3r76Zn18wADFFj6T4r8rP/9y3iYpZnYIyia71zYow9KhfeSY9foQb1JrYhtJTL8YC11/u/RdGeML+imf9lNFW7fy5Org/5PxUwzQyCBQT1O9HxkRLM/mwnzZ2s1k4LN+3cHDh/jEHYtLnK15+cT/sKmVr0LzOm/aQ0V8tQ6lG5JGdhOn26qinLgBpuIN5n19F58VA4Ek+muPhRkANNwQRllIReL50kpCQuJoaDNAZoYJZvjMMT3feLoePkXPfFoQF4UHQekDrpu0hUfIOrVFlbNu+8n8v/ptE+QreeU/JjV/QPakCyDYJITPi+XiugVPUL2xsMATfvai4JAeCb0a+wL8NWnLWpNAPxq37AbbUBplazN5FHX+3oGJh8ZejS7MmXurqAg0ySFIlwh+HRK/+Bfsf2+VUzX8K5q+XOaX/jW2q0I257/4Yovec3t9z3nIw8/7mt2m7agdI2AF6P568K7Q2x3YA4b+xRtHtS6RKVtghRhCE05dASl8FF63/NnU8HRl2uosiXar5MjIxxcc0WRqr0Aw28Rx2JyDdIyQI96Aa09JuXDv9ASBk1zMEZU8eezNDYPpCvhSn5m23QW1osi8/PyUmkjXvC7NuZ4pUwwToXzYmshI4OmB/imMPn1dzM0QiM1RVVxV58odU8M/6wniVhGoFTBFGBqkQ/UX1lFqiCx3EgC1io0kYyl0v8mD5TTIZHw5yqEUBrGtRn+0YFH/ZNf1IEMXBvXZJ0vsewfmYiat+k+sROZmpbb+6apKsU4R0A75hFprACa649WRcRFmbGykfRL2Fp8/NI60z0zbL/L5dmr/YapWCiCZbyEsvav5CCtUnYDKL5/iqA/UOQXY+jOpDY60r/iulFFxeE+uyu2YMLJa/W0Q9hv71rYul+BN5IaQEGEGgvRnCKWgFHWaYf0E7XHUNA7gSlykAODMFt+Np/S9H8hXowuj6/KGS3O1jaOzVMkH3fS6HAPE5F4xXMTKQDuBxHgxdHGVjXizkRaMFvT9mWjUO19Ei86V60+Fi1oGCc243uQkaLzhQQUt1In8tnZFLN0aYfPHLnzKOGs3wM6+PwFEInqaPW/7bJVMbGnJ0TMJMw9sv/hwL+Rx3sYn1Y/ytA2NPtFDzH752o42tKMUrZEE3LvkFC/svHLQiE7ePo7Y5ePsN3/qywbfqAzrLLgnFZ8ShRYy+PD+rY+5scQX9JfjHV1BA10lj7JdsewEU67HQuGL/CpFoNs/mb9h8KGbdvgZ/+XaJ5eZmPws+dsVurdmmwCQ0wmI8Ht+j6ZIAn0lFTAv9Xe/hDdDFpqulPJHnE8j5Ltrorf1rN8KLkA1sxC/jrB3OPYi9vUaKK49jLxLWDlXZxQ1LJHj2lanVlr82cCu3c4PMzF0uGViN5gHz8oi7LvR+QTdI+uLl51+11EB9R2iVfQhylWql/F8Q8/f6myXrn0dKHYuHGau93MA+xEHMvEkz/WPc0DgebHv/tCL0Ei/Asx79cgDoJtnsP4fVDmDvbVdgtDHBHSyLPhw8Zgo/330M1NVoix63K3c9bZvQICu4dCmLcfd0lhU/NSVRlhHVPOj7B5tKB4zPi3ffIfnLxYuvOPpE3ETZRxSAoStWZ2o4Z9ZDZOGC2tH34U4MLd7Iv452dT4APVesFc0yausaYf+ofwA30KhWsAABfWnlmftbfQ/7a4tJ5XFgMh1pFhBReHQdtmkBVi+6KgHuxtBZ1XU20njRvDsgrxCTi+a3jOwNbJae8hWinIPWqAMltq3B23H+Mhz/8yhjX3Mvup98WJEzIsLX+5xMo2dV+fH0fa0JxixM7Ir2Xj2etO/V2+Et6IjdE1Fouq/PHpMOpa73FYs2zXk3QZ0HBgTTKpAkmTFV/b5XCnVBQBq5hf0ZhNVbSI/HP8a48K8rGl3P0X/54gPuRsgvPcK80F1xjhFbncVoFC0bPPjH+n3G6JNMsX3SWq2cLJfz+G+vicR4z3KrAnJJ2sw/v+Urpx3L55A8EQW7NyX8b0JJnbi34rYwCeF+7PvBFCiZyoXcobZNImLTLNDvZzhe6k8VX9l+38KUL0y+fqlGO0ZUZ7bxxmdpZMqpyEjm37Bh8QG99Hw1tFAr9fBb4V9BEtLQu56Z9y79UrQnEPmuItSfu9P9EMNjIk74HTZg4exP3jg7vWGE2JASjdWZ6DuMvcrV9OXiclAhlKNwu3Y2lsJaeVIpL5+jb4QSDXeBgWZlWswcYJnh2zkv5Yh3uF9y2im398TJuVNH+dADHesA7OOPsOJ80haKbcThaTb2CBLkp9T78hcjeG7pzK7PLACy7GI97qw2uBsJJLrOl7DtIqgSGcGM0t1tQU7Vdro/I/ijf8XmcbcbNJSvKeAGsIyFPgjTpVER11Pox3Qxcn9jy8dFcb7mFhE0J76JGMAt9Ui6jjJSuKTZ4cir1FfoGpEh/JF3Paes3iM2kOgE1B6HsF14RESSvE1fnN8xhgN2hFX1iGt3x9rTGMY6Qr2Hi1c+wpovCV9gn25Tnq8PO6hHPBs3VYk9ee4GZ1fEUl9GIAd5JARsRWCdKXDO1PHQLIWMkniAUS7ZETOpqoXUOmSfVjWxs9d5eUohpmzrmmX2rox3rylY95PIwXBwiPo387Ph3G0+e0FqbnJQwAqqvhGCPHdnhjwGbpVDz6u8oDvk0ZwSYBFvaeOwR2EUavBnwiRpzqGTc+qideleNsIWruHaPtphd3puoJb/QgF1YAJLH9gJvt+z9kTWQj1pyTEUcbaoWb9FYr66of/8j+Hltbwt8e8N+zRMTDgDPiiTy8y2UzZnh+4ulNxoGsyz1w+wiNJ6P1vs+l/nCgR2jJdfgV0OCF/qyEvT6Veakmubbb8WjzKzVAkDT50USpXYrujfwP3NyNVKBrvX3HQeL3F79vBndkMIvBNlDwv71Zg1sDXmalXaNYqbUg9O55Uq0JePl7Jhfb18p1y/8nqaYQu+8WSnHglOHH7sCnIZrzP+xz6K/vkoc3JaKBPe6YghI4K6kpomLSf9Tj8sBfqYwlQ7gLPkwrQIhSetkmy/pSghhSwyIAFdGK+EeS0mo6/KmiEFZo7YOBL8zg881CHKppipcYVD3EpGHUvZUdHdrZS7arwjelVvdC7lX6ZqOq3UYqX4JOc8JVzq4qzF6SpdXh8NGNgWwFFWwKFSx4s4MMPbn88n+o5Q7naz5Ae6zvoJZfVK38ZkOVO4YpC2F/Yy42hTiojz+FNyT+CY92a3uUOH4Wlh/JIxUh2C9CpUAqeQtbdei67OVrcKnBsvG3/aFdx9iDJsqmwGk2lF48dtIhaMjZecorHqzvVf6mzwuLNYEQOAN2hurlgzF6JnibKC7V+lEa9fYgP6seGetyK7GiOu8lH9WP5lmHxS5mW9qvgKAY30iH9t3+r5fWCPE/kYTb5rWatctmt16eLeF5P/s9rSsyCzxYwTC94QZZHpH+O+89Dx3s+EJykZm7lsC09nZp/cskJPdKH3m+9VhkBQ/rDWkDkW60vbXEf2ndGnnx/PxoD3ie+KK8eqSZ7q1MU8pbEY/arAXU5X02CIZIY92igCMVXvSqVfX23SCz01qrR+HCqKIdDv/NxlatSn4E9IiFJhkih0L9RX3LB2okY5XlGtB7+Ttnn+I2C7rm/sTCOMJWn0lT66OtnyFX19DDA1RBg4SD0tmas2GJWIdsbM87fAur9LY4k4kC9QP/LOatgYYqEBbXY3PZndX5+iY1izgUpLsd+Q3JQdGl5GpxozGRPQ8dKzqof6OKHwSqaudaw+od5+HRnkpJlnyrx6B0x+WuCpGXuTdS6l57RxwRbXNQl4mNWTQXg6ypx7kkVxo8I7/4G09t7OMots5kcfuZlNOpLqvS4dALmq2IHRkP3wcDDKYryMlR0Crh/SeI+yEq87TkdbnkBTLgJiZDhArc5aYkb7lsmkhr849XGv7ZwKdEEznE5k7uygmbNef13FaqC0nLaBBNzdW398BTrQRZDnaTuF1Ryg/q5HR96bVu68pGxy/GibLnUUadNxUGBxp11YHPkR5epior6K8VQY3i/JfxkCT5+kVEynbsyR+J01KcnpAwnA3Q39ZNuoXd962OwZwFPNSfshWEzPzUYB07lvPg3PvXQhGsKvveantYTl9xAPCdWLfXWNYYmNuFLAwk/f0Dno9zdb+xUC6kmXAWAxFi8BQRwav115pV22pMhvKlKy/NT5KZ8x+55Q5z6omFcGMM59v210HvIpKuXP15ZUWA420E5UHzH46+z1E3ZbTaiLWsMx2ddw4mzQBF4igOl9GXt+MIJV4pdsR8bzLygnhQZGxVKmOOu6K0hB/S40RZgqgoR/XkF29dW3CHsT81S7cWfMuIH0/Ly5e3fcoZNp2rWpZumPSo28hJxXoJL8302ptRqK/gaHMjDGd6nPvw9Qhrsn7S8U+/LpwbN4s14+7nKr0pKtBoj90oux1v4ac+LX2tIqilBliH2ow05huFaIDM/2Lg6SOvHKd7WvSftSCOguVDhZSGjgRAqIPUeNYoG5w7nfks/p6BDKx57o8plD+ohjwoxD3y2BgJM6PVQRj+F+gBRlsM3Tzx47HlMj8YFOQktKpclJECb2o0gCJPruIlhqIHVjo+7mUxBCNicKetK68dQF6vN5PgDdzUKytKZDoHDp2VnnxtokYTBm7vFQadBhMenxwhw/FXBIvnwtcuw5GK45+HwZy/mc8ZGIM0PMCoaN83uowSqvetJZj7L+v+jazi6GwrwQm1i/ZgEHbRvu56+By0vaupOsRKtHpRK1889BTGaM8v1nI4+36b9PnvKg8DclJyyRXyPLz18//j3kelTIpFEQT235wpujb5Z2lykWZy7p9b6dLP1sR2yzuVrmmmOcPU7nz0bQHOB5aCWEyYMf7p2Wf31FmzZUIMXntRsczRP4ktAkDjyYO22yuDTYDkykpgPWZXF1KjZHkqY1SoX7LQFyYRoEl/kr40Id69NyMiaRqndRmDwdlQMGFbixf4mXygrIH462o6X2YwoCoynxhj13Xi+EKao3N7CjlixM1uGmDssPOlW9EHF5wdz5MZS8NkAXrBD8NWcM6sviDzbk7OiqHg3qiXFHcEINj7XwhPzZ2wwkak2EbifY6MDn36cplTIBIS2CDtG3FtpXJorkSePCz7m1rOQpwKpogZxWLXFR0Elm/NXvOLDqDL/7B+HIfv7ldrBUFANMM/4Iz78rzVD1zznUuuWnwkF58S5FVn/PX8a2RP2E+hzkMOryA64LUpwUtUPgefTPmbXwM/Fdc0MFc98bI8oIiALZGuavzVpVcFZKw6TSVen90OxveG/zza+zzKm+QOfLxWAW/U0VgKrCYPy1JWoKJBC3K4ASgCZQQZkZ86GpBh5Bb3XYHvA7+KfuG6Xh5I40rKm4DAb73IiQI/aLOGwCAiFX6BoPLm+HzW6B2Gxk0eM53BGRNzBDPFj48pEX28YdrXoi3x9ZbhYipnxVW35YqwWaOpMPZ+9GHNSQTlOT/HMmI39zpVAOo+gctopE4bdYo5uvAarJmQWVNlfAZl2G/iZ/cvLVH3DzrCvnX/wzk8Wfp4Y+FxGhi2nMbE8+7tQ+FPDrYfAlC9GRYuTSXH1QGHx/p/AJvfcV1jRymmb9NArf6mK/K9zoFOSCuslX4HVqjfHX2U66jxjlGnG2MPsU4gwpWxTrD4B+Cmq6vuorsSn+mF7BMgMXDIHMdnhZtgIooqbO7bt3gFOET14Fc0x1z/HzOr5Hp3pMcE9zA+7xzr9CSg99/wfdcn+td64J7l2K5A4Hf17AYoBrMn6J2OFJORxbMNQ4d6xGWw5aVMw1fCv4z2L3HZoPrdfKtceRHTe2+CBP5dcdiG4smfw8YOCn0OZ0UI9O+G1JdqB6FDoc17FTDoP17vkT9mXo57FDYM2FW2QBQph+iI17Dg72sVCcsOSx2eki+UL6d6H/8L98wlibOeCvzZuW/ot6kXEEQOx7meaMa3Si1wZObfOvE8ujde/CwYh4ggyV5IJ0RuZv6/EG466Yjt2InUDJ0nkbEd3QTj2wfpHL+DpSVcSrCA9SqpXUkBQByhMHITaldiMB8XghFe5+JOqXW5yRkTDwne7RIsS6ijUCgySim1RPoMCa2iWXyrCiXPvbGfl4f/sCUzDub59M6EkysoKWQgPLA2budvL/pqca9ucLnd1sd/mNI89E/ee14KgS4fgV+iVPgxkVojBWjW9VdBnb0OJgynm2Ytql2U++9kNzaSI0JJklO/LmlZueDsOZKEapdZXEZpZBoNlwsmhkEos1CQHdd0eMo4LR/LcdPon24S/Cn2yFBpGQBc5ikwF/sF9OD2RZAnm4UR9RsfFgw22hFXVcRC2pnulXr/pULf1N2bHMRbDSsTQ/gW9Zf+ONvLxvXlKxmhwoBz6eHLlTXhWAvepk4wqHY/5adupt8MoqE4+e2GNvXo1bkgVL+2TRyivMsHiC8q/rdA1/jUL8v+m2+9HL9V8TpZCdXrWIrMvh13dOY0CkaYhWT3DdUng4VZYPPiHIsecDfql3J4eMjCNIrg460mCJLiK5bgHSbAEjIE6+F22M0CVR6eb0bC8+06WS7L++Vvri75C6nkvWuvtDMbErqv/6k4SgfAXRI8fqqnpABwxWQk+Sw5U3N2RfRICvtB56EVRGeSDYOmLLBWwXtwbLnBD/SG3Cgkb6L79LQdppTlVeD0VZvWvqL1Kmy9tXIcq3FF/FOZomu/HrBrFvisQlKfPMHJ+0XcYITegw+bF35ldxZAfcq9kALw/fWWbidpxsKZK5mH0OzuyeoLruOaiAb1ageKCYGKUb78L0Kk5rVzfM/xXPswOlK1svhRpXtoSP54U8tW4PVVZm0pxIvY0Vf4A9grVQ7QvR/VU3f24pdocnOFoei6AfxEQt018pey7PHdCVKzmDHeO2YMcL/a9VsCElm6B/ViwVi6OJNvVLA+DvU7+rd5kqFDKyKJG0VwcPr9XNWpP5G+9pLe4Bg9UAtnRsVMaaZ5dPpR77G/GRsWWhMd0n88wq808+F4OY401kPAFETWCuXAwkqQlPaj+yKu2rlKqk9szmVbtp4fx1wFjviVMRpw+mZOat2eUQDRtjzKHgxw0/uC5LCvxusIDq66uzIRUE9GR4Vcgjj3B1CBuKc8/SID/aYHL6TJCr0g6Vd1JFTqN4F/F3by4DhVmhqSrh2+vkL//hvZ7FFj0W1eyD3YcuupoukWv+iJRtbir18VvU4dy+okjopIAAAgaWY/4yzQfAXs/pumpqtg4WJlFemYrP+S7OrnsCDD8gpEhORm2K/vQagv7gJbWqzfZfyObl5JxkuD8cLd7FdlcYeS9jZZd0LNnO3ETaryVGRvjiqGJ21j8zELVXmY46CzQrbIbklGS68V21lvjpGJtEz65pXKqZevgvsUirtbVyFggbK9CGK1JvqpHFb9jfcmiwPf9JdIpUDNd1TWXhrkrvIGUogWxcm1GuC+Dc4ST4rIyt53wtvlrjFTR3idEWXKUzx6M/6XeORqp9cw/gdQdBz2wDVZKTwimP33nxV19uPht8SZGGaiytAq4a3cvBF12yo0FnZZWIb1JcGMOyOXlmWZH8osBfYnfUENlqDhjL74s1fZbbk9OcwK46/hy1Y6J2WqrVwnc8V46yT5nY5C03eJrN4Gwww7ltpsMlm4awVlCdtvAv+08ACzFArecVg2GBnAfQgI753jq1em9aMTmmb02nrvsK0TAqmx0D4ALoUK0c4wUQ+OcFNT9maW3nCO1hU0duiR1/zfqDcIxoBDdz10Jy8nfwLz4HHdMQB9TiK6tz3azs15eYOTt5W4IAshsY+4V7yWHd86awVaaUz9v5m/68fBIh5259cND6/ZBx5h4GlCQp4M2FdTkOK/Og1576ituANrdL7Ck8nxyvn7op/hUbzRI3TjiQf6XOA3J4BfDK+PMWnMbur/hL6DOfZZXIQAB1lqy4ca8lWE4CxtWBEWawoFdD/mJdQxdqP7oOcRcPlxn+GyyrsoIDWAfZ3xipT5qTuLaXfBc1gBcRY2vtUzDT15tAUZnG7rrExl7W+qp6aHQPtXCmv8TND+4eVx4Lans6nA9pVtcbOaPPT8Es44vRn51zLDJRsdP8w/CM8IGkRwA6CVvALhNpSATMcD0wKyeHBbgv9naaUwvfxAmemYSsNH+XoL3rYrtl+iVdnViPmptbGPAL86NQVaqh1xgP+1yQy1EB9PmllAwg5ZDaCZ7vsWAPskxZhT80yPdjF+1cz8YXbYeW0Gi57ukkuczBt25BkaKLu3jypapw6yLv856PIAUsyEn6pWwshkY8mbcGnKVyqNn53KT7sGwQAaaGIR/mqyspxpk3bQc4LfGXA3uAp4Ox+6+bsK2cQbLW49ZRiI7VAlrJ/QjsX+556BKTMs/s7Rn6dxj/Ct+e3xYfsJKXuYQblW6/uloXiCSaqMHVHRnsXCCpEZ1zNzYTfnNsnN48jMgHgDFO5of/wGSKGi+oWpAicqDn3p3YqI6cnPePmnEeCTT5m9VjwSu08E1pdePv/NslWpi2V7g/dZHW1id4lBT6BWHE3es/1+tpgz5FBovI+2zUJ0bmqUCwtr8/y0A7mXD+5FmeRq9Pvff0lrGy+dQ9RWZgmScYsA8XfUeMUbCZ95RNnFxtZQTpAdVvZsJLJuNx2/bZUD/qkxcJp+WiKbjegiR79Ffhtd5UwlI+HRIZtARgT666fHkvJw9eyYPu8qIMnrh86RaQzOVmERBQvOvJLBqtLLYmYYjbsC2/LOdmKSd2czMOcI1EkHeHpKrU3Iwzz1pdnfuS3MIvuc0d38sW9OKooBtx8HIb0S8XF6dtS1AkR326j0V2PH3oR29eE/c/DxL2+BXHnOOqM72iG2vvx3vOxL9ycO6GB/6FM/a9psUX6/gLGrScetJNXykxOjphsM8zM9/jE/bZrzSNsTogSVLxHH15tr+8N3AixPf2/xqOv2zTcc5Sqi/mmvV4zfMB4zFDPBhBjwD0JjOjyAbuGMc27UMVnQ40HL7l3b3QGLJPR5gTo2fM6qc3G35F6sJWX2XQLpgvfhzSQ7dATfX1UNTYeR+LjzfIrYi/ZA5C4BLZyxcAnP/SJ6jPKT7A6U6+QovGVsF9OjApTbB3oizF0FRuSl8HBw1WQ7PToR09amBTEmJezmFeD3A8ZLr5Jjmx9oKjgR3PDF/HSGPQUxlbAzSoq29E7342K2ZD0beixfH7ymQJegN08fc1xqN3RWfqEa/TPsblmqmNe1qtkLUUpxe+A7gm2wG3QeYunIBp/Hsazz1+FVCExLX2GIB4HmUPuQoqZrBg/7FeC9bvURylkjBP5YVQsNz+0i6/Hz18l+On9xDS1B9P48s5EfnIzFP2f7vkmald/jS3zaN9FLGucsUvukQ06uJiDK4MPI2hRZWoOgtB+YsnhRasnta+Fv0QmvlcyYrtuJ61OOEaU+BXX9hQ9gNvUy/oAJ5/z+TZrCBzFSWGUvKHxVMHoW0xLNXZWZ8Qj2ojbK+p/nXfJeRBJvQ9k3sqJmuKL/SAM+7s76fng6k5e0IQOvjJYIc8JhvyE93pXcddoEI+1kv31X9PmG3Bg3zv/MClWLlU8TpSubmNoD6G43g+I9pub7+yNqnGnP2b0jf+WXp04SJ7HDwHtIB+79IquEbAZp59qUibx0RBEEQLGDU2wbduCPcvWzhU9mDMkvS+5vOVTgsAcadAVX9WRejcVxWKjb2pYmn/DUufkiBcGu06P9DiXTWNCG6OV+VszWF8P9PbQo7jaX149eCXkiJz29lT2IIwSKwZhhICvODwCfO54FDJroj6ZUvaJ7epbW7/ujz8DNTkmXYdunVnhWIZ4spyDmrdZyn8bdyCtuRi8QqZb5k/gCuPkOb9Emt2bMBJsedIeq5mdA0i6EBPP404+YwghQkrzGyzZhGAz6X9w1W7gHI8B9pA6qsbatFwjdi0Fbb+rnyzRvhiUCMJx7lOTq1wGVtMzM2h9DpUqxaiNOjz5nfL7y7HJ9DbxtwtCilLMHLxPvJGayN8HWksCXnTFOoSnRXRsdtNqyTWt8C9YEeTtlQaqzXuLBPCAb6cvbHV2nwCtPnIuFXBZBUlOPYSbcgFPxRj2XQNCE8rzvIuYEvFMu6f0/PlIqOtySt/uTz80dQcDFLMjHZU0tMl+DzgX4U11M6bBO8pURjNL4QUroXjdf0wyvft8W9O3NdRNyRh9+/szRGSGuVYX63p23QxCPLexwF1R7I1oHwy1jpGz7U9G5Vs6XjHhblZLo3sJ47CJbpAfcosoEj156SMBVQ/xi/URXmsufGS2XNqT2dehPgbJoYHS1epAujjEtvpdYLoyjJfzP3ueq7+Jfqx4IUjXENAxlAhEWS5e7gcfw0ezL2wv/ynOIbb9bOXiAzXu1HM66TU7bb0rJ4KQvXyFeNIlD+HcvxaFbmWXpM7/3lsjeW3BPxgZIDAf04SVNE/PlYXCyMH6LoQ4B1e7e9VCkyuYEsKqw9wLitDcgba33dEGJkSz4akUAquQt/hDnzel4dgISP2b6JMdy9cTFJWfQGN1sz0a3pTXPJNLzVZnFzLVxLdv6bSaW/bWez0yBtj/UZZybkMIBZc/rJRy3FSIZk3MOGv3zQTPTSqKZNxVp3RoPqt2chFAYDCRDM1m2ap/TRWk289fLYgkXrQX/J4I5asjxwT9Lj6pRJx7VDBUt0K83XcufrhPZKccJ4zQFsiW2dFMdSOf6fCSVlnhMunuImvTgNyY4xh2E++DIlojksrPb0Ywr8uSrSli9j/R9VXLEuuBMl+zduLYSmGEpd4J6YSs75+lKevPZtZ9enuYwXKjAj3AI/2m/MYQRa78SNCDIJu4f7bKsKZO5P5dQRmzMIKNrVGeABTVKaV9Q4xOMxhWsL9OyPi3PDRvfCsBnI9ikX9ydV5bShAu/IGC6X3PVPgvWbAY4FSxU/M65c/Wq6kclZ75h8fvSBQT7hKijMWotuaaYQiU/QxmyPrP6W5pFod+ixv6sKFL0KOm9UrOCdARIGEx4lookCYjaeJSLnUUPBYCDNvnMrG90XdUa1fDGn1qXJapE7SmqsTor2uoBIWz7NNyUfTlEZ4soFKHuZnLw2Eg2owuQBq2J21kxjsH4EsMtNiiKwbHhuK6NCodgvqLSuCQQHtaOc0/m1WBc4fZMD7MirFv64DkK5YTDPr5yBVLP1PhvTlN+PHwjffNev9DYO9eIF0Y5f7rnh9eTZHfEzFbmlL4GTF1ynhDDqcWn3NNs38g5y26pdpnOesfROHux/5asLu09laSubmipXZElHyXxtj9FBYTJSguwkmfta85Dn9F6HgdsSqEQeEXdxbZaKrbR66Xz51ZSjXYp74AZ0fVpCWFHkOK2XDZXzkVgJnh005+hGa9udy2f1hmUX0NxD7BdxRKF6aSyitnWcgra7zdL5/oALUhgPvMVzIWwIS6OUhpOS9j43w+qDz2J2Ax9hoJuplyCV8Sh11e7v+z29uO6XRRfXSVJ/I/yn4gX/2UpjUa5NXZvvlTtik7YXTZtxfWSsFO9XUyvWtvzMYygXzWqOJFmRZYFDp/s2JmC7WHKgmzcJ1LHJqpO3RJ+PMwgLQN29+KLV11FGZclslBC0dtcv2tQYNHJOmFqSihPVhOsfjMW+sV40fev611u9fbcbkYNh+UIF5+dTWWTVBbhdS5K/fx01kP2JbalsmeRnrfmJ0vT5VHHLyXSek1jqZv6HV/LmOGkHZOY/O+skqCSeEi+8SnFdzxr5+HGMixaPHov+Jc5U47bmv96okJPOh8JktMc6qOe4zP3/Ni3oOxi0Le4pdxYacrW6DqcQ9d/rT0l7seIyn0gNQ5lQk4g3coXA64Onr02+wJXCz2dp2npFQkLo3XXIsLOT51HX4jDD+y7Fr1l9MUTZZN6Bimi+8eXdEflQMylXT/AFucP7T3x0Q9KGtytHpyPOwbPEJ2HaSrdwZgokF5e7zguyH0CxLTaTgYwOQaVk6Ag4q6lJp3P1gd/e52+RGazZ6TMfzwBe8u9gv2r5coP4NViqGBTdW+yMtgKMMItjg7gGvyqwSGThcREzbIaQ2kzFUO/nApzINbk1qqTofvt5l6SE+EHA/9SCiKetEOXlb5Ni4WiQA/lqf+Clsp5+/XRm6I77ujxz3l4LNs5tIyV/qDYRmwVA59wcWGkmTOYCP0gRL/vWZxocY1b5cNKMZ59OAOtMBsUqaMasWr6T8DXpzJzo8jufxF9IPG7CtcsqU8uH6PXMEQ4T/0hE5914hFIt8YXNCkp6eTkz9makEhZ7VIPfNv9v/4rFFJ2o8xRui5cBZACfEDlFy1ZQZiTf/W71dvAe6RxgtWmZa4VRB25QVbsjiu42HyxKKKG9OeshAawHQNkA1wuHRXR2/dX/pCn/3m0k+FPnbpPo/5uvbzj/shGmhz1u2O25mLDgZWz0fh0aQvL2ogjltKjKtP6XZT4M1uIPb5h6mXpHCM1o5e8T/0mbfqGoomktepfGlCgVZQ4/QPQI+lO2A/F5s6IcvivPqYhWZPvth3RxZsQ1RVmismayW1V6JG14l4/opPUJ68M5XfgnRC9Tli/YXZC2ZA/859FTf1eRPJdsSz87BPSvtH9qEfy3b2SjP4L06NFGPrZlek5Gk55mJx9An7meH/Ktuf1W2qB5DcsV1VLksoCy/5uFHbAg+Jmy2r9Db6fIUwLiwJJ+iERoktiIkeJFcNtmKUUTfJzoEqmrM0hfzYIdLcS1BNUDkwpZndVVyOmk5i2rrhL90VEit9ln7NnrrqP/lLW+ZWez7U5Jaa04aZFeE76C4wADLJUUzJK3QLu+ZMrFbqOO5hN0j6t/00PIncx6S1ilOnnz3GducS5TTOA1TH2tEvHRWPHkqoHVuetZVUvPK+MEQ67aTgsgygm4e1f79ayIiSDNtafuiMSdGfEZQP7Ookk2eNasf98+fAseaskwJx3P7AI2l+IDr1wjNj46qHpKpCOQIYzZP8Gfmk/obU2QFwy+QAvxjkBFwkxGjv+yZWAUKJkf8lPNnZ+1RGKCi1++HT/QQkfamEQScqX1FH3wymWgEn5R1WC1JgmbbT0kQD3+5/1Onhri+SAoelP4yFf+abONjJ+NJCJjZLF04KaILxyMORwtLcOJC0rMlwykhJm0xy4XH2zXEw53EkpdlJ0YVJJZiZuNNiLrxcPEMC0Z12M8mujwaTbqsKUjupPh/JmXKvJ3QrpBYwr1YKXVRoZdSkh0Z/KIsjbl6DI2LmT769doHqsImu6yM2l/OLkm6h9glUHCG6EhW6kr/KF84OYY628KzuFZQ09NQd49VSumDltanmoY0gtvqIliCT5816QWG/u+WQ9dauVFYoBW4p9GxHruVEXMtGzpq5aR7YT0NV7xrikJ4ICcV+36zbHAJMgC8Pldg3gpnJbMnTp5zeTzCkyqKjDRaf/N+cYW9vAEUNIZRVVxx7ICyxKBDDtguyW2C+Z66sSJJeu249Uajn34a+Y5WI/pbSzM1ekot4FTXC35qViLNvQMQUrzFkWaLZFLZZzvBmcVUESEKzSmMmIjDYUHSCSKxDQU8oS4yFpj09qIcQrCzB5Q3Ipymqu7HrtzRw5n8ESsKNRAsd7b56zswA52H42d/Q5NiDEcuK6ua3ynIG8Uf2YnMJgSJXCpjZaISdzhdzXC4Ie5v40oOquKfZEOmDlqLcg+ZyfV5UjnvoKJtCGwKbR4DxnZAQo6vsQHnnsq80vTOlnEQPJ1X22k/SHSn3e18c24i0QOtCHYkokoM0tZd5/iXhSCGm6tPEP2wYgDg2X5dFGe6H2qg/xbMnbVtA4CKxuxTjDek/bKmh1F8hcraxVYYQfoMi20lYw5Pv8F5znlTfu34bwxQ3pikzIuiQlmrxZqd/QRz6oDZR6Z3VsJ0IvAQuhHVaphFCCgRyfaqQqjmVr0FFO68z5Mipx3+aljIrNDF9G2dGCECTWF52qs8H3N5wJ5BLCbFEEZTh3NkhFqfStHLRi/OvDnsI1TBxEcz0Rj9X5ENbC2G2V4m+0vg5mqfH+OLUaJ0HMyzHaAVQQRqEA/+bfPZqMZP62IXxq+SzlSsfYnXejuC5YGGA6WbNcANcP3bxz7/Eej0AUmUkhSLHrH+D8JzWkgA3dPRWTKhHErvdVXrWao095T0XpZCIv2O0++SOKoTD72MKRr+m2QbX7+sc3ZfkzkNEkOcm4ktUlU/fY2+ke7XZNWiob8yuWoKIibW4Qb4t+fbOeuBu/SiPvDQ+3L+6dLmKi5VOSqrIpPP9DotO3eOdLjvi0RZ3OkvtGjjnh//wBKHycT30iDaFYMGNJX7Pi4IIq9nb0nNNxjI0Yax4cVRIoL9oSsZQG2ZtKzdaij3T+1Ylr7VJ38/DG78avZ0KxXLYeWNhKOwLRvC2blrtTzK4FY6p8A2N9ur1LspQVEyPnjmVD7rucRNQlIURe+GBCqb5wHSaRluI/R3jmsP4pH7E5FBzwSQyk4M0aMjYD6/k/lRg/VAhKv0DhRvoLVXGr9L/+FERKjov1WfP4nMd50oBUw5F3GlyChmTbh/ImfwnMIqi7JkD/TCDuGTnF6mSz7K01gXCGdGlHQdjKrTEH9MTZxJJ5KvP5thSJjKKzVC62I0hv3l00YleiLbZxnEZ595jXmVyhoNH6jT+lZhJkrRsq0zHc6TsE6LuYMaWSTgrFrw8LHXaXyYpy77AwlXSXmLM6R8q2cUZLuukz9fvkCc1H6RD/2Z2G1uP96qSsT8fmEI5KfzAd1h+o3MJo/22HU0AbjnasG0bI8BLiqNvMjy28hiHLQpD6ankZBZdmjHRFgyDiojFT+CbEwehbPHgwr9QXHgpQvxy+PCcYMubrILJlGnGaUp9OQsmupf5vElb/scZVFrQEqSX1jxMhKgF1Kw0T2QNKSWax3B0urwnzF93GU3w3CkitikDT8ImP7+03h09V0/xVb/TP6MtkU33HvuH9s9ndjW102oE/HPamvQLvpNs7rVsSwUAiYXPFyc+pCm0KdJdmTRMEKJ29/RSAV5lPOS9fRVnaRoLczZLnQ47nwudAsGQVowncw3IbDPJUZ9A/I7dpIfHoO9CMCXFMlFI6m013FJg/OavxaP8qbqfbgPA7pw9ppO2GDJdNR1gG9Z/oXvGobP4m/HB48082aEQXX+oVo+yJM/FNbnZgsP0HUnNZcwaxsx8oBuexhvXNp0bk+HMFWQeU0zCdqIs5JzTd9pO3PNnanZ08/TiIGM0t+OplK6tJbMROdXENczED+TI3h8nm6TrPWBQbIVcokgreKo9bn5Hw9kkbvLxuyMJSCT3Ix0Y8MglL8faewRu4yEpVf7MKX1F/Yx/lh55nRqCR8rPqDUCQ42RYgAcvGT/am2efl4+qenAukiv5Y3MOw4I3tEKFol2+mgUJypDxXs6Vt1/LL3Ngx18V58gYn7HPRXbuLz+66TEXcvvlqSeP7VNuyZnfRG3rYV4o/4E1Z5HJUf6MDmMnE+i6hlOCqwRrsQ8nNm1w3VHrpNtqBVBmvjWcMybMKmvS06gxkrFAT7K6zhUI7Y8d2GFFFpeml1Ai0n62PO/peLisObhpXUghSIB7EBozpKCKxUFsSXaTFSEbGtM+59FO0I8ALiRuF319b6rgCHBdIRPjH4RTZ1f4uuIuYbWXCXy0ygt1K8M9wnAlpUDCBO3Y9SyIJZTa7PCG6h7zTUf/2u8LRPLCX5QiPDtmxnS38spNkvsVdYvCh/51+m96TrLgZOgaQ6LP02LCE7TO0tReHSdwalm/uX6+js2xrLvBHiGdT7f4/6ksnQy5oEfN4jUAgaoasX/iN4qtZ0uaM/jRTuWG27n5hOv5RFGyu8xyTzP4ufWkHA6VOxUp+lc+Ajc4Vu4EiUti3SlFINZFG/+qeCG+Fu2SWaUKCbc+B1FJ7Ra8BjhmQKoBY9dcASoPN9bLkQXqlE7UBOWNnKn6Ndfr8fStohZQ41XhgTIhyP5ZryB9y+tmzdO07oqWmxwtw3FSa+bCtVA8MvB20MQr9LoC9+zwhMqWvmhe/D7C0HvF8xS95SB8zQMGZIIHCpd+Nr03m90T8UHtgeYPHRV1KCQ7tOGTzC7cfK863efq4k9jcPcXXKZFgnqwtMYm5NNFwv11Rfj/lTDzxUxprWxv/VSQoISSD932yQ+yBQF63RYxh6oZeD0v4kqucrkTcoSXSUpO2Mn9BU2VcL9ViS/xb7TMHHlxpuXKTzSf2eLJ5eTyV2cKxUa7/ByOBJHYbYkO61rpNJ+56Q97kiNdYfvZytvx1IFwmVMPzUynskUKavmE98tcaulEYSQiFtU+/Bl9AJB/XuN/SC4+ix+tThiBQgKxvfNBoeN6bhuzNbDM85UgAjAyERM60K8rAw+kEjC6IKsSodABIVtLbgKnTGOWJhaz3YbYnFDoCcbb86xrGPeKb/hIoXx4H0GoY61xKsG8z+kKB2B0UjLmMxOis/ialozMyHiJxz6lAuZODJ3FwwsojufCncXvs86lWXZdqS4PVf/KfQlJ4AsFQMryUwU62M5yoziKLL9Af06GJH3nN9TOCF/62CLMf/1lXgGc967tjY9L7QA37TCNTKWd+22pKtlimiX3PRcT+1BVhdjdzP+u59S8xC0rNhRb6QXNa093Ag6iLtf7HuBTKcnYaWnQPyWmaS/swXgMUuv53mIVp4R3QxBceUDW1oc8SjjU43Mr6/UOprU+tuKxLHtp/RKG4rElbhpjlhuJp/qwVCKYkC7eYiAs9ryZPN424WTZ/RxW+efPO/nZkVgg/XHgaO6uV6BpSS5QtiOMS3aZV5TKACLw5WJARrz1Asmv1tcrrxtmI/LEyx3Q+Vz93vSLb8U/uL8ZDA2Ta/C+Ew6eIazkOCE8iHIoEOAozjUMnpLEjdpcFcGA+2egiAvTUWnxaGCaPkfhxmDOzIJnoQU54oM+J3jHkRU5zEn5WpiYI3TPFp7O0O7Feg1nCfleHzCUTIb8ytco964wC7VpkW/qhSVMoKATsov5rBm5RO1rzID36NcF2tYFBCh2gfo09YV7/uSfJf9dhWhJLkBrJwnLVvhOZXrpPZENuFXrQGHxfy6vmZHed3Afe/5O6Mux8eiYhiNtw3FlKgtQIwRaFo3QV0SO7kl2pBP6vox76pTUUg/sqTVSl2fVbotLcJfu1gh2IerJxm/QLqdxVAhbYA9XMAwOMKlVe3lC7Hj3BJ6i29a8hJ/kwWeLNggluSQ0KURLh8VPm1bukatELpRYjtwPWasnF1Li5oC9jbCpJyPXrg7Vlk6a+5m2Ss2L/CnaR5a9iLq6XF9N/a3bYJz6MccuYfeBn85LunRPwt2M1uUqyOPr582a/3DMwEppkPTDzeHxOYwduO4qhCKXf3n0/r97vNdouvMOPHDHLbHqcp+dssu6kUbLfOG5vei3/+PNinaaxm03hVbTiy5PKs3uBk1yqu8Z1KkQGiv4QYM+Aj1G4jXe+v5Z5nE6PiZOGvXfX2fjtO75V+KkMvevAZSq0oI8hIEwUqhxGJFowCyVe7cyYstDWG5WRkIt9fsUbOrviStTO4SI1h9YszL/sGjpDTEUggK9KXC0ixY6aAJ17IkXPJX41dALs8AXUECUKbNKs9enHp+TQyVMwpzl2TmDzfpH0dLngVbY790OjPX3bYkjmoMq5oziSg9oisbZaZ9t/LeKLFZCrYb5zQeXCbv3WusT8S/WkWTz85yu10SROnH9rLm/HhczHE/GCNj3z24eAHXV/PF/2pzmo80jGJ/e04fx7v/6i8pfrY0I+l+cD9bXzVkeyy9XtQRyatjDDLNd8l0dDKq2iRxoMTwfuW0Jy/Lot5hg6hc6CaJNZYSiUEfyUmCGqzHe0m9mGd88fHwnkmuPaJhS1cfj3Z9yQX8RvjR2cUr8/rdRGZNw8FABVxB9dApLwr+tsmc8zhz03QYOWnfUOAZD5JX0b/qAOXtQO2U2j9MslRiOVoRP66Mhy7QXmkZD+jAXPCYRdWHiJ1B/U+dwxBa57Rddh75G4VIc1Ya1+YC9/AeayzgyIsw9xpIIoGxFWHj9rpe6BI4j+YRzOs+ayyLptQ6HV3uh4mGGWxQRMCUnFoUo6vGyp5amtizfsYZo2uGdXM1sB7K+Om6JQgI7cqzfWseCeYmyf6L/+CujgJuD/BBEj5uCYbrG+cESNYHbLY0jS9/9u0zKbiZ5WT97MSjWAkFn50wzbReJ+YkgZqDr+lbpFb3rpR5n5+EC0REA1mb9EgrojhZxdofPrfAK/ZIe+VsnGJF6aX90fxT8GQrjMECSRRxeh/dWP4C7pGDMJlIv7jmEDR0+RDKTIv9W+nX7eoj4bwPHyNiCoDsMTpZyXQithCU/jQP4TMwZ4QkXPUR/pmIIdRgpDR2KdVd7cgQVoiathgObUX/H3HiEdecOV/57KNGUNXdca8XM79a9L3q053fx1JzN9fPvefVYEdBjiMCQKp0KIQEJArqhK7j4q/TWsgcUCqmFtRR+UlSlvf348ptRcx22BsStx7Lz/EdQ8FmGUa1d+I9BebyDyFnE+OnebjputRFk+mTtYgM/7Hb8nupvM9DK+rgc/pgqhccpXTwk/wdjvyQJ/DvdkD+ptULHQ7ZTCFYyhgwhfARrdm11MygIxXlLgOqF+eybPCiD6gUwcxX59/T588AjYEReCNG9mA1cXGrb6Amt+bJHhfU6aO6wQvF+VfHvKgqf9wyPyLGFPUH5wmZwoYZLmfRIsFImxAJ3fTKL5JctzFFjt97Jm1GC0rcmBrTLTNJhqu1tVDcD8KLR1Hv6CAMQdh0qJWanBqU9ZNkOioE/Hh3O8zAl6gUYJBs5rIBZJx3Kd9vfhrhFSfh6TXXrppH8aRUth5K2fjTq2aHiOfw1kx+U0E+3Mf7P6D9tJ3Tk34y3xmWZ087E/1MbifiUr+PN+DQcuf5NkO2wZFq3ZQsYJmp90lwMa3+5OAsBtDMPmYGQVepcuHHv0sX6YXiL2I+p9/hnDZTvgqd3zaYUmLciMZDz8EHyiGvTwgm3+wpkmj/TAp9l/rvPRkVquQTZB/v8Wu9606csK83+vWDTeryQlCclh4RBVRYD/6uZzxhbCArNzRtOpmAxUE1eYxA0CN9jAJ3o1VKBhC5ppV0VWEEs0mUXux8K3XWOqvuqkA4Rbe7yhyRvhB3LIdYal3UEY1DSKnBlv4oURUd821oim9GfbHvZLiBsX4L0BczJNwTL/9SMxAVUg3OOjpTpXmqS4SpZchmujLuhquoTPASVWRwCgzLzcQy4H/2U0unOlDYB/PJhnys63XKFHej8u9IHps2nHBrOCim1I/4g6PdKNvz8b8hhN5MIWW9YcfbX8Ex7czjxrKZrBsX/BaKHuIrhDG5EaFlbiPKeWAYtzf/KblXT5Pdp6AI0izdd+zXSMTQ90Yt9bEracqHJVAGk6JOb4mXESyPYGm/1T90CE//DVPgP6gXh9abj8EiMiT3LwdvyXz9Sm5zYlJi5nf6FW8T68yforVvGQquWJQW5Olxw2VXchPmm2zYviQSJ0cZG3DmcEZQVG8lvldaC7dHbrrCbAqznbLnvZ3FPouvV4irUk6x32No5TsstiYzpcUicSSJzB7M32Iub4afSVF5M/ecxUlZITa2phOlrwWeBsvPcd0WuhiYGlFPOCzWHnRv9i1ZFq8QgJ1uf1ukoeJ5qDZQ2MAwmuf4OWBJXCogpdXJfB21kD+1MwjdA+JrRShU7b3qm8vs0TxkqA7f+3DHjmJEycVmv1u7v0MNU5rB27KFksM0aAsRwRmUl+Q/L4eq56GsMIOzwYJ9VU4+IX5SRv+yZBWNtpkDkqrbBDLX/3iRibwISiztj3j/MT/MsA55N31yW3Y8GprTh44PuID+8wTRSxl2kA+XC29NByyUjlqfH+O0NZ/zBW85xYDkvazrcExQcdSyJT4pxCtaCXGzTvpA9VGw8BcIRgE7yNoUD/9KV5xiYJASh/wbJ1rFMsQLVkX6wteIyZrJciJiqU+3/Nn72Ftq37Zydn5G/p97NCgaw5vEgZ/Iuk98u+J5rSFWJsSwlRkXIzBhXVw9zwMSR/q5wCOzPipSKV6GvCoEKl3YIJc02HwrWZeZM5cH1N2rrndkAdLRbGylg2rEMYRWi99kL1SXW0T1Z7R2QMfGYQ/qbN/RIor26t7WYcbbhhFZ7bAdv7zIixgeJNWZ4NPNcJXx9jphevWjJ1wK8E1H9lqn/o+68+F8al4R1Ar0C+vwp8/WY52h/QyrVHHSGSeiNREIqTNpu/HFXRxRCiUr01qkJBeGSZ8x2rMFsqjNixG/rTdqCtMVUYkAQJgFp7yL/9yJhHsM0QrMHVmYHMIm3x1iOb9b1LxxPxyW3bxThwz22A2VuG1L+lJ15PeEd6EXgTIjAv0J6ui2FA2NXTMlCGxlxxBNHKtdcCX6VKtS/vv8NMPR0sOagdlxz3RB8+cmaL/pgkSg0CUqf9lba5ktKZof8Vd/35xSxVHFj+B8OEuKovxrqKBtgY2Ex6u9KU+K8Xl87JMI68Cc2Ve6+W7r//zICmVQUKOYqFBmDs07Xg4sxJBz84r6V00HV4L+aNQTfHC5fcnlAhueVa+ewXKLeyVX/SXBz/Fuk7cGF1x8NXK9+sa/m0d/mEU+dJnD59KRZM/6myUyxnKM+wXiimPWgp6d0WdM8oLgYoX/AidVEDqbbhwaJ3FZwzzlqv5oPNKqx1ThHuhipouH0Kdz+YmZv2luAj/YrPBJBOr2T86f2599oKIFo79nvDAQ2oqyv3GT9Zugj/XkjIciBwp6Wt8NEHwK8ww/OrshS3ZnQy6Ug6pkWD42l0uMmPccFQ94AMfSY4iflm15dmuug+HBSMg/DES6DVPINbnKdGNioTsrjuVMRH41dI4yBD7BbSxhN+xl65irBo5gKM140AtN9VNSFh1ggVakmLPQeShfe/xQ0VH64dwsZ9HGBJXdlQ1uQg60a5kYxd7HQUWVCgV1RHxT7oe1Au+/lLI9uzy2XrzL0UlziIY2UwbQjQfdP+EdG7GcvNRiJImLdNXIQDhFDzWgClXdX8C7c6/CR8DoQHCBmDkb9Ii5z4Gs0gj3VrjxZDH7bJtmWzSovY7h+c9pFY3hc2AHYAWUZEiRa00JDMJc07Iob4h7WJ0nhGjLcosq5fF/sJJ2ZWZ4VRZiz2AGP6AmXzNhti3n9wH2WBVyBKh+RGHen87qg/o+yssdoR4RdolWpmDmsJnnOXoujlzgK/eSXihTKLfuo+bfhev9zlbJof2H/QxGd0vNe0W3Z91DxX1KxUBx7AwDoxtE9jXtB9MxREyxpxu0Hf3M7V31k+aP0KxD1+DJb9Yk54h8iPejpXvA6T5x+uLOQnJjFGh6s4eJdtgCTFIsCvhMh397FfDjCrVxyJl1yO6ygbDa8S8TESCdq9Xl+F/3Y/Dg+IWVvhh8LtqDH+Cu35jCElkIQ+501RtARzrUCJN9Z2UXHv+4i/Stwk31+QWXq6/33xmVDpI3D1GuHym4ENXk/cL0NUvLht2kqXGmAcHhSSGd+zlfHq2tENMhEiudMa0R3OiXkSif5LJL6mGaJ4CXuE6FDB60dKpI1npW8vYR8uYYa4m62sS9lVKoB+l3dvLUif/3650lr4rtqSdmfanJO4riTjXX86Ys758qvoAWxtqbpRp+tO8tJ//eFuGI81031zh3ohzz/GeuubLcsHx3wdPX1jwRiF1iOmFai1FrgZnsN0I9mdSYhLuZfo8JFg6tueyDTiV3loPmkPiejOHaUi8bEDaPnLijaWtg48n8hMoBGRm+O/lBX9a+qMnqKX8jM+K9uim1kkYuw/Tc6iEPfnES4kJMy/DXrOfDCkAKWOGNBLoF6rm/G8OXUrwwA9aZv8JVQf2tt70kUcSNa6QPnzQwmVd37ZW3KGQRmm4Ev8dL1M6XqYadI6jhXQ9aeVRHmjdER846OGexJPLcrNNOiw7ba/yonWuak/73JO4o6KV1irxcKvxazgLea38B/964uSFzG2ymwmlrDhnoagzazAB3W8SOjM4GRB7rbktSMmHiiPmm7S7FHeWCSwW3+izoL5nlaYKsfHq+uXK8yzR6dtTyeL3z6r+MuvYsDLSxF7Y588UNyQL4WF+/qeVjoOYrTQ1CziwXop0t9zEt2dnCP5RjinnzNHMkapOJxXhX905aYlCH61pOgKfZ/n+9lNoZcdnT75Ibqxy8eGnmkgGBnzAl6oscE8nkrUdiCLY9Q6iErglUL9L6DIvsWT5zi/29IWnNk6i17KKjTMLQQeICPGalkyZ+9fJhb7osft4TEKAT9xfJPEZWnjeQuBP1EIuKPMZpKqxnpOlH8mGh/IhqRlyCi5cEcr4pvqaRbcSBjrxN9PqlKMh1O4oDO2sg4iw82KY0ie3Ibk+dNxJld+xPmFQpTEh29Qr/CzmuqPNB0JNFUZwDrlVGYe88W84IkNlrEM3CZ+Zw4vK0Pbe6PnYHxz1qcKkzcssBBlF5QZarkmg+UXYbFtwLlv2PzyQHRMd7UWC/oHYRVUx/mPRdg5q2sZ4Y13GWQMWviGDLzbUr8fQEsPzgUF7wVfoRe286RdQH+p+OoV+yUjkK091nP456zd08R7MzZ+vGzqKjj+4jX/BBVuKZpZJEE/SyjqyLqMAhQ7L9KKpQfOoj33kJi5IKuj7vAI0zgr5fulN3WYiEuwJv9L5cR5fqUhDY8RFBoQSh94Hf0WzaUzCFkUPFOPgsqanioWyk9RfhLCFrrgRkF7sgKskzm9ciy/rhhIiiIOXVKiOk7JwwCBhMrvWB4z9sOS3u/lVjjcHFAzhXXRCOpADZeMayIg+HmGFgCSQOMhZ82WzaC8E1tqWFaCfB5QzWbplswFnUWt5eZs5LvFEQOUmHNEDBA3QxnVzZI3G0fRdqIOKIUy38U/2fVVmTbJ+XdUpNBYJ7JLU1sTjB6xpr1VuPbz+kKLZhj8xOf9+gQNVsNdahD25w1/6PkUEz9aOSsaCwcBFK92X+uDq4a8vsE55OtGJ5Ep834U9i4sU0AVDTTu88d9q/tHk5hUDxZA6eLo0jH+XjDBclgmwzPNj9so+BtCxSOGQ5rsfJ2iAaJdjkaCNPI/O8fMs9scFc0YoMcfaoo+mv3Yn2sLZQXsMVv61WL3gMKjtnCtl87IE5C/C+ckREMkuWl8x4MVxbSbnTPW9p/8wJEg02wgM9Qc6KR73KUcps5VYagD2+AJw4GxxeYZfFcXOGAJhzOori87iTnxvr1fRbkq/4RJs82NhTvbsRpsgK4lvNWswrgTIG3DGoows4siwnzZau2HKXp+9EPf5LH5m8VRj8zxBlQZKGRskaH36p6hQgl5gMe6O8BLU4y53K2SEowvavz0BGCOiaLMCqRfwy1V0AtwS+vCDSS1leHeiSKBjuLJcr9LSA8HQH83U5O9FRQQ9Vi+dGeavx2xeeWy5GAZgP3GAMd96dCo6Z+LEwKBL8QO1SkHGNhDw83V2qzxFni/DprH7+6idfC+asY1LDE1f7qjA7fd7Fy2jltlun2Ti+dLqfUOhdk62qvZyTA3n6oRqgNNNo+UPO7yc1PzSIR+ZEKfck/2DljaoYqRX8dfQ8CxZlf1D2NgA6bF9vUCf83m3Ei2ui9aZ/m8CETTVEL9Ys75R1GJYonuO8vlePdht5VhBo7ON36sJc6OjJs2RA7v6eCuRzyFnyPaySkqd5s+Ee/df8Fq2k/2/f1vlqij1W72RxnXQhBuHJ1eM4J433Omiq7Zz8kV+ebgcbsiYZEdIPoSZwLfl6KHOCmzrJMUHnhZn+ttNXF0pBo3a3H3D7ko9YaUXHp4mVEOBVXzhGUOQmWCUkWNOvFaXb4AmWzXwGotMNcYLyVPWzVMlQ6JKaLcSTfunSPp3V8GN+NOBJCI7ZSElipognQ5K+v1pQEHEDDCadphfxUNJGAXpD2SesoeG5LUiJDsxgnocr+tmvin1qAi0Y/ecDKJxVn8quUlXXr5n5eFMnyBa9XYeTUnl4gM9Gx0dZ+O/R5Y7p9KsI9Xu4uphijV5yDUXZ5Vorv4SK48Hai/OfWXsOErmcPV/u6e/JPe8JHJUgpLEr+dAySqjJfSUxhLV4VuuKokCZb+pIEbGSWBSQyzidn5QAFmRbU5ak2l/AxIeJ7BrTgnrC+Z8fwBTCoMb31nWwPt9kqd624ElLT6l8VQlH+d7vQqTa7iila1PwA+ovJRKyWMRC1L0Ovu7PomHbrc6dX334I1kSBIKybx20Q6ewz+QfjE5Xq2HUUq/5ksVubHzjOmCpcUomIViMg04AViNONjRLuu9Pj0c/atU+iCpLlHSn4ohv7riCylRMax04bQ5vdSZTTte+Pm397ZMvgucX23Uri1//+Ug0+kJeaNuRZWLMsvkeYQZDCd9IaCk5nEgV24SvAig6/f99znrtf2tXHEXZAbgMpkCl7lnplHaT6ybH9ZHyPqjv7zPUaW7Vk3K+YCdgM/1ctWGxItm9GQMkYm6QvL1e/qEAULfHrmxNMyXAXQIQGrzQAVZKxwuF9zhRUE6tmitE4za93h2nG3Tzwv1BuLFx+xgG8hsRn6qPsp1vpe8MkAtry8lBuwCYzXDDtShO2mb5fkHS6Z5OiTxr1Oh6r/OJCNjSjsMNw1GhUwG9ImHeJ5Kfdiidmy27ejzXQ8gVthDvAcJzKEsJrnjRRtaLVno2/376zXi20RnkPnHQur8aJ+ahY4IuPG9b0P7xnJlLvPsyw4yeeyKzSAhVw3p4SV8bsUnuyV1ox/BD1WlWk+I8Tb/qeBLXf/lneIHB53IaEsaG8w4TeC2eDadllSRcLh5uvmtLCJF48ZDsLBC2sNcespfj3+9qFqwkiC60QXDooVX6Jkp09EzHj1qWdP8YRFSpxhs5aHRgT395HfAZIvX9RoBkn6Is8Z+LMVsp73UxHtHK0qTZDvcpZ/GVdC2BWROG9GDq1kYFQCKV7/aOD9VHhzuMe14Y2196t6pLQyf6yp2aJoWWwEfDuVr2uh/zEHnI+lY+Hpjoy9vRPGRitpc78o3mbk/wqX9uc1jhxr7q3Rd+5uKpGiH09qvSrAYqTX0TkDYmcr6N8ZasCxCpI/OJ2V5nAUjPfm6pk53D9H6bFu9Njkjc4m2hB/f9s/AlXEAe9Q7xDZO8Q44bUCwRTG/p22jfx+J2kKXlIyVWHjhb/L9DuAStODjrhvFSMMbEWlESqWqpLeFhxw/00s0KQ+kIBb/Kzo6XGkJ0zZLqG/X0quuDm9Q9+lchz4STsE0eJ56tvi6cAiikIhKjhWZ46letvYUoHJNfPjoULOP/z7T15iWP/kj9fDyWTTcJyQ3+IVi/FpTIfOLg3MkBWOx8PAzyaFiam9wV6CyD66ffLlHS0K/kQJ9cFSUOuhZRQW2j7BnMOatnUaRVKvq3fu5cDwKGX15H+ewq4Su9EpQjDUqRLSErNPMZIJhU4QyCseahXBB1IGEr4v+KJhw2WVdL4Egip5fMYaPDpwrvEjTmT0rSDHdSMg/PZD+cflMyT1PTqENIf9mMj6HEck3p/uVkRsLk3/1aiIR4fQeH1tASCWpO8oJNbHy+4wqkSDiIOuOhb5q9G+TajqYx0el4Lww45TZQq47tO93+5a4PsQ9T+lE4PLIl6KxzORHJeQyNpQXP+9xuLq8Vfoyp13JM5YB8UWxEgh82BaeK6/30tu2GGSSKzjG9XNryOFZCHR9VBWLj1OifvEbCu3g7q8+kDIBCWL+M5UEe0Q+fgVBv902l1CrUFUUYVmJXjaysv/ONsTMb7ToJuFlA6Ipga+Re4b5UGyhHV71T0MqFgMEeFb7wPJejhl/5gU85BEB+izJNxwljnZ4TlnkNO/YPqoKIwkqSLlxZRxB6GWPS3hclX9cDjpz8wzgpJe65BFTAzlS0PIdds485gJZsObIf+oGV1zeBPOBN7vw+hC9fKTP3PnwKyAT/zJWp1pEP54TZIb+9I48y8v1C+mBTlsKY8cCE7/j9cdQxhKz3Dkojw8olB5G7+biNfSDj08bwJtnhiRCtvtTUZPhoMHkY8++7jZHqUK11tK2ZjCQf8RUKIPR/NJHG1qi5cpctn9wofiHXUA6F+RQzv99hq1uqDsgUOxwsqoBtBQHRcozyowY0SmFa25M9xY0qLDYQkEGpZBUJra87gqs9KBhcqdiDS4CY27ER4kNMIc5+cWECwpY7MQGsC/yk1QiLSeCvbRPz1uZJjZYrs1KSCU41uMky6z/FP8sjnEDysmcVVet80W0LIjrx8DhWTj3zTKWxqqBalrlXPhijdJmgif0xlbsM+KrOA19ZSdMV3rZ6T9SS2fHazepI6pJIE5+6HkxnWnNC2nqQnogQBh7I5fb/YmDBjhGPevhQXzWEA3ttLry1T4tnGKU7KWpVaOAPlnQshQsAPKxxGqm6flTahzyHY8+aZEzJXrMTeV1+g/JM/p5B/xrJth/akJslcJtlF72rw3tN5aAxgP9fY5fnZDes+U7U+P4hGUxQ4j8OnRJEOZ8jC4uxjMBoBnygqBSkkzR9Iq/SqU8KyEkWEv9U7CXMPNX0eobBAje9dLSszuRtj0NmXziN9/RZz2vo//0acTx+q3PwiYDj0rEkQTuytgRJEy5MaVu8BqK1mePoHL6uXjHtfM1dpqkg14J7PiLnmA2B9H7ay+6qEd5DmCGadcuaUU9kOcouDc6+UdtJbwUhkSLEA5oudM3MWMcUWPrRs/+m43kvkhSv/yUVs7XsYFr/KeLE2IvRTJ9eTjtT7MU/FcAobowRgw7wZ1dbPHQWvHR3Iuid9kc+IEnv4My09anyFuaFxnJ0YWc56Wu6GVQcuSKLfzFfmI8OYEzgg42W4kpS3wlUA3rR+ALxhqTpSJzqyvb45UYiNxvtwHamv1Bi57P4GnGa0d5QdvT//WkaKDGEgTcou5OMrEY95tJKj0a+2jqwFScQXSN7Hh//6ybXS1/2vHrDWW8h5gYvxp8Q05nCvX5+ZuP5dAbMYazZwOAz8hce25phJNhxHyNWTzWBgm4/AjLcmGu6vWYvGDjf7MIOCRNntlAvv8BQhpvGOcciKwNCTiAD6j+aKSjK8QPguYX7oJ9PaJ8uOzfqtAdKv9lkNsIX8+CXPnrZTl27drvBRITNDtUqKqpzdcFZoNZ/pfVHRx2sDIifCeR2/JDmVGxcMLiyZdiNhe1vvRL7Ghkcv2hrm37Hx6PnAf2Ztr/MMGeDyxTy6PKlHYkILlHD/qLWj9t9FFn1NEaV8EMtBTXeHJGM22U5+b/GnI9/K61KN4xr7FfNy4dZAUbX64X/Vkpuu3qgufxLMKChx3stGEL9sMrWVvEKcZmX8t8eJTvePcj0QtbiJ80uujQTBO7gDpSnltpWpePB8edPDlMQ8/yfl/pPMbswIOSRw9ZTE3X0dzLhOy83vtBxtcpKr1g5r/Btwn823Ah+0WCe+cgUmnosgwPTIJd0jTHOe7HFhf/eWZNY/2KWjyin3Be+WoZXgr4JjU8b4R6ZAA8Lcs9cEzVlvWoWbPLIPU3f1CNGdlb/6RO1c7y525j3KxJALzKjecducMKrlYgXaLrEkywsZxUrkDyAhzBcOqSJts+65ygdb8IeA0s9OT/dDXmjono7wWg6nRY0Gev4famk5kF68l9YsPuvNj/qxSSlfFeaEiGPzJBnOQcWBgG0sVWty7dv8mDCsvhQqxJ4r0IpAHJqPvllejr7mooM7O6jUGvEJ/ZkvMqnJJ+hkahNkWf4RnMtLetKtkIbFzW4ZijNCf2eOe1WQOkIlfLSlOg6cAi5WUUcmNsHQQP5HWB/qrU+6tP8lu1lSF9yCzyGWZVpPchjjYk+vmYphiIwfz6WB9WdvbNc7ytJdtMK/3Li7nEpH8WgT6zAEreACOVKPRXhMYwIrEsG9iMSI88kOAw8Hvkxj58qRxfyiRJHUiebI5wbRcTHZfqwdYTEYlUu371jV/D2g+FFNXtO9Eh0oY3m3gt952LUcjl3CTg/PCezJKNi7J4Z9fR1LpIFJ5ZtsLbsuoTN+d++D2dv4ShRtBedOTnVYImsIijMdVVhpq1vwSSGFhvFmvYqa6pbfGOVm1HFSBpAxzNGQ9HfP0DBkiaB4hdQtJjfWfyJef18aT8NvRKAY6RoNPV1Gtf6WDHKzXYl5qTwYQfUcvOr/S5VVLjiettPWcscMmm2XPsFufWqEjK/EnUH2+BDAoK/NIBWyHuviy/TQUnMEJ+1VuWQSd4omF2++nWmVsduaAkBZRtxfchQ/Wnu6pi+kvqpd32/qnaDdBRG1yYWJt2c34Uq1CCWwR0U+jv5flgXSfrf9nJesnc0MAxSr8HpHnfJSIL8z01HQdo6MoAoV7D1Hp+Dwo2xYkux4ErdKms4Vi242+cA/Q46wrurF5ua2w6j4NIAmz2kdTFsfyaiGL5AKUbke3HLKVqv6nkCbxIzvh7xYHH/RLfTwqa4MwC1WqoDsYFuAFxKyxvhEOdR41nlFv5QPF4l6eXm91WAf3k7nVtoPJf/kbaK4DimRYYZ2USBzrfd3Wljv/4iYcYxHHi5k/YVWO4cw3UCL7uQTmgW+PHyyZlKZELspoCcjIN1Jq6u93irtAd612Yrb1ARbyxkg9mH7T3aOotvey1YCRk4FCObe6MlSaDwIiiWjnGwzndjNjPLmudeN+Lx5QoLeOY4pZ6obrrrUQOmmyYd2BJc7C1dAlUpEs5Z+1NCeMzPA3ow7rG7zjbbQTnnAh6ZC7l6cHfhWXlwnUDnl3ULQ/zKtIaPpa/4tWzbNOSD3zWYoi98Xr5k+hIX7rluZpb4SyjD4l3I8X7dT+kAGBIuirnw4e4/xEd5ctMmBAOKrqs34Yxow0DHUjYZG4ZF5DZXiHPa6vjGma9m7JTvF7c7H+Z4muO70FDK09YaomJU2fWo4duHXf8s5/x+zjmkglNYrrYklNmSM0GdvyBq8/IN1+UdDYYL0rNUY6D9LCsJD+lFmPW/+9s+VBq9TCK8U0+pOyTJBln1IV9CZyUnh+4qAj3xd7YDMJGubWsyPIsDlyVee5ehdDffOSeTnUqJM6su/BFZzp8m9rLYUHvPxsG7BB15x27ETLImIodC/N6rJ+x+AlEyqFEOj1DKi8hEKu1Hau5/stibTqKghQA5JIJfuuHM4k3yTyROXhgtOB1apZLILgRfSHbJk6/4BQNXPgvckFRSmcm0DV36VGjjWO4te3gXFuKjT/ZNbPnQWZ9ksVWW2TreSlnXpVxur9nWK5xrdYodW4UqnpQ6/X+z4XvuLm0T5F0TpdDfzomUyFxjIVVP1WXap9nLfZ3Kh//Rg9E/mo66azHtDplK4WfZPFO32ql9JvjrPCa9k0AQIsIYZSDNO847LRT55sRj7n1L0SX5VEJi+MO6YbhxmOAJ5E8qAJSlx9MnHGefaFU9zOnOPX07eDxDuZPzSv0m0vEn4cTUxDeTrnWVF/rFKzKuDacfPAnvsR6vDwEGr5Pcj2zn7oa0fyrjohQ7Q8ktz9FdIwXMSy9WZr/w9Z17DiORMmv2Tu9OdJ7K/obPSl6L/Lrl1k9lwUWmJ4GqlUSlflMxLMIOC+/pq7sb7iSx1EGFD9cz0sqgJ9n3Rh2EMShf17i9Q0SzwMwGgt46pMhliwS5RkRHkH4ymM8IFtYf1H5poH08ilEw4vVQOVCnIw94myuPVGSdwxSsM5K4OyT66dI5+0DjgvV7bj+S08xYmxHTtAVVtZh/GnpJo8Zz4YCUhYHpcJJxdXqo8dIZ310RgrMP83ykvIEPljRIAr965Wm14Fbv9ffhZfzyDN1nXwKZ3rPPTHHYV+k1rpmfnmukVisE66RfsgG4jSmTzJiLmHSbSCvYFzuRxbtY/wFOqi8MZydnS0Hxp/eJVmhiZJiWy1MZcj2ecaVJbvX4xKwsXSYPHcy6mtX+9iLLArq8wi/z8P3QcjvF65Vqe4FNC2c/qs6CYbRcXHYonzX0KRPRxYn5PwZVU3rFXu6DeL86biyX5LxoBeJDbpWWMMDD2hSRxGIRQvSwbgouWQJ9dOh1U6utq23AFQeFIdblUTx4UaBpADVIXJTPn/z7OtpoQdots85Y5bGyNGcYnCu+/X5hLhDKHvm0ftayDdlO0MwdMMM0ZauFQ7UqE3nb/L/yifEFzICwPdfwkzX4n3rEF4bLyghgLTArBOcXrLYYqleRlZGGCay+6tlYDOdWHf3Zux8COMrY9ARj4BeRjE12q0tWgyvqPCRPXR5PYFDmo6z0CtETuIoM5+mP1UUeBWXNqtA3JA0SNKfDlBwHydj5dAeSMpG0DOReKXn5rWMs4J0OEI4txURzFwrSLhaknjD+TZOVejGKh/5B00ex84zjYM3lf/wECR1yKAd5wmoNXUFiJriZ37NvKQvn0tYpuIq0dUQ1PbGt4wiZCs9wtc5TRbNXgQNH3ufqE98DP5DSTR3zWP+Q0eWBumP1+fQ6K5I3BKmlaLCvo0JXlg2z4BTcoSOavQPXodpU1l1thJWpXLlSNTAZOgi67FXEL3MR/0ExUPhOFTqyWsVKVWB2TCeYhuIgEuYsoWDLYkYd8QXeaLQUnPxdIbfsLdo8hvq8DHIvTYLzmpHhIRboHgXwIISxEpG93R3qvSHeCOYuJdlCWcG1UBsYPn5WO4SAO3ZaCztfIUzEKtqWrQdMu7jbUr016SF5+nflJSfOksrnctcdvBMrQORcW3feM1C/EDU9vWlBassj86PMR5264cU3GMzBf5LNPaj0fELqorjAZAntQBva3cshl5EnyvNQl842AhrZoLKKmppMQjP4JJ14/kxgbAMZ/VgRhkkGF+cduQPwg/bPcN999cjpLRFILw8b6mbupF2lIeKI1uKIJ2bsnfYrcvzO7XMqAs3quzqTuaTnHtlp5R4dq432EqYZHL91ICO2gM9XbXnTYF4nqEsd7RlctekwREnPeLPRr2OyowlV19WDf6eg9wrViNlMQk3zYu5fcegQ+OzB9NTqKr71Vjx+T2OiazWNQS10LRVYaEdCQJ/UDIDwNKVmIrIZ72oPPysyZdOln3jJX7xNGibJKauL3RlMKnITrRHzHwfqFoqJ2LusPwLGhVZUGmRs8PXOPPgv+zjtEdiL12LeP/Kv+wXitc6Qfvxdusi02cRzeyz5fkIAvX70CHFxzqrE/tcbq+gnyw3wlhoBIzqX6TgnNRH3HomjtNcFJ7FWunz9zeB3CtSKZVkZJ2tV5bDIBe5KqMbC17nhzBuR7uNYVM0v6YbLeFj9jftlZKzy1rBc4NMosYG54M+OTzN1RcmKvt0S7VmRPDei+Nn0MKNQELjk3DXupX+Kg/MUAEReWaFbAyIRZ4Pc+WeDnKy5UWkTAWsByAe9YndmSycEAeGjIjVYaL/ABr/6PSBF92p7PvkEnc3yzgjx+fNGCrTkiqTjFRqAr+1MHoLGaOk0eFYEtU3AQSLZTWuGsmKsmBHAyEFRBY90BeGz9p+RQR2qSkhPBlnr9A3Lk7lFh23bFDQ4zhEK+ybCmDUC5szxh4SCei3tQOsAsMmDjQncuv6S4c1wS1U0SdShbzxeZKs9HiIC0tlOfgvfX0znxmHrNNlO9NHyskcqNSSBVyfzGolnurW7n1sP63pKLQVNpErcEryWtDPxWTaavyooXCRiS6J36QmBiV/t5k/XLoWLzVxbBAD43wlLR6MUBN4CC/EETDlPIyNEZ30xCiXYuuAUBxh1ty5ha7VLZKK88cht9uBRdgF1pvEzvZ+zjGeD9TFBQ4n2zciNhW8ylJRU0V4benkfS2Bvt8RNm5eyRoIVOsgU7rUidzppobDq/iATOU9vobpwD6hmDXUl+AVZWqn4LYa10lYYrrSeWKUZBd9Du5/gO6hV/cSKJrp4Vg08sd1xMc0Q13F0atllSjD728QMK4+jZjziRgNc9meFV/07Qiyo952//xqy7PPdko+JZwGm9aazKDxS2sgB6JeULZJY4V5ZuRPXjzHWhUJaMw8kUA+1b4pwdfnJF0/JBHjJndXXC6riztQfArwQyWMH41xd9yR3fqpdVxjFmKpxYA2b4SnJvjn1ERp5m3EvHiCi43fn+QLsXPCAiPqjhuRjh1Yo9emhvm1/cUik96rRNr9gMrlyYx95X1v8YW7XZBwLwNoMBflXxv1rQTWg6eMdzsl5rm5GWso+21gKku+xy3+yA4kkohlla0FdsKKJ3qYciUJ17LwCbqw3k8ksPsD1pNL7OPEyOVWpnMwObV0SgpPVfYyex3ExWy5IUpF/Kz0TdmVnHoRf+YaXMHNvjVoQFSFETp5aFg8dYOLN+vfZmd86EkrczO0yRT0Ts//3KlTQey5yw9X0xcPNi+wFJqJxOtBK+U7yL6CnNppSdJOKx555nrGQKfeNkpHJeO3oBbb4lDQBxBrbvprXjLOv9z/o02cKhgzr6r5n2Yi0je92m+KHCLtsRCznMxB61ge/7RNXicHs0j+ai7pegq+M44eMwgU/TxtmlpL118EN5MExfuglaKq2NHywWYeF1m9vwS+Gxj6B2MtZsTHF324OVbFPs7Sljobe2RhDnkwr8MbOYEi4BZ/GVBN8cRuG0vSzNdU14OYPtW0BC9oBBBaymdnohlBovA90z/a4AYQ0WRmmE7WIyEGB+zLx5jHStkhL9kBS13w963sU8e5EANlCWXZcUxpM+fvx0ShEqzjh7Dl9n4R41jEh4gsXmbsLo9ClPzhRUxbXc6S+Bj0HXCduPrV+tdcz3rxiXwFDKGg/PiMjVwMeZ/uEpZDKeQt0rycvsiaLUQDY4d3Sr+wH9iRgWnk765Of/4XpqilVYq/ij1RuH881rkB71c9E/rYqVYmwI6lXW8RgmrB1WSLEkh7H7NlvfowXDdZCey8Onp+kW0goGNJ6PIzJfl7Rwx9Ewr/2cLihUr89LcXWQwdHGMdMtQl9nYMPzD+xsZhJus7fty0IbN6CCCxpbdoIQO7ZHm5OMtog7lp8XOC2h6RBNBmzrlKWxrUd9B67AbAzXgX4wNA63Pezp+/+TeyydACQj3elPL2uRKlOHyG4vXrGIuBORfiYhClhf34/ZTRaukyhPo6h1pxX9KpDqHKVfv3s2t5Cque4qmOFTf+71DSy8la4bXbIP1Zlq6y/Nrr8+AvewbW5v3z3V4Mf1ifj/T6FsewWxmDEtSSG7TTsGTrAkVoiNBGBudlad8W5mU+UwBWaXKSTj0nSclC6gHF/OiUicAupyUb4sCRtomMb4++b5c7v+r9ZAxVbZO0Enskc0QrdMeGqbHhR1tMr5m4Tk5ZtwmNrNikco0jZmDDhEYiKsgZUv85SVyYJnOrHhcl8/JcTo8k0YgfuPmd3qsd4ch4+bs0rst2KPWYt3sDc/bUjLtSyT/Un57XrKLf4CvxRb0BeTi94bslNSasNx9LCa4WtFvKpZ1aNGBDB0JqEupnnkM8xcllru4Ww5A2Y6jADK1r2OWNC/55lb+qlrNYUAzl2DRDcWUEWiBqn5aRqItZRXbknAt6v1wDz/tn+XBfoCW1ukw8AGJVb5n9e0zplJ6VOqPZhC90LQdgu8r2qYSW5oK7p+c+WlEBRCYCZlYjzj2mhmBPXI3Uv6QPY/5MFGJJjwbptxWZWxJj84EojnESbP+iy3g/DNEfEdkX9ShNeQLHKc5FG3f8Di6vbHm3hy549C3+sgosOTAMezUAwHxmPjk+mIIGt81fl0gzP+0y5TgcEjV3rQElL431E+diaH+GCAqAV9NeB9jVG2SBh+NwG+0Z/A/73SCeA8cvfrnUlHhdrjmWdTqw23XnQIND95AknytGcjlx+0IAHz5NFmszSdz+Wlf7Pf1xjsG2Rp6HVJXH1PCTBJEdTM/jvUmrJbbGaSvvfeAgOoAR+w6BXhOFNZss+fzeTab/l5Uz5pY6HND/IoPKnokmzEALnqbLEYeo6fxs5FxzeKraGvo9nCd4AjX5ZHSKGVw+wnEKgLYdTRs4tRKAmWXSmU72UuerkIstRUwGaznf01wrcNGOkFLWi8oGfArRVvHfDhExM6oflWB0s4ueQe3ZMapwyb0MiH95fHlVl6bnisZf1LN2O4xygfI8vKX9qwoMak8RBuVYF09GyST4fbQPdjbsukKmoKRm7GQrL31DQU7O+c6ReRsPDcI50bHBVmN5cWL9cqO24F6XQFOXOjFYaneZmnCamfr+XTUwscGKudxmGafeb0okIL6O8ewTSf5aiASrqsW8IL47LBjLExw/ncR5wx0/0NesY/PmTkv7TKMaBGeWH2Lk9xrjT1YpT16yzSz+wVzJnwIhNmge5GUaGrmcjidFnGFOlFLL41+0rdAtohWbkgtmW0r2wDnFSIhvzbbQDwzsOvuAoWR9BUpZWPjXjuTx1yYHMmV1V52gt+3mVxPuTGsn8SQ8HiFRAGcQnTNTGdsHLDl4gcFfPh036izXsaQmHh+ZYQfnlSfHuBlcNCvtEZ3NtC8H0Ku3g9dVsPVXf34xgekudFRlpCfkHyd4YWG4ilf0N/9IEUf+fL5053Gv/IGATj2Ox9HktX2fKNnQT4pXmF+F4vNwLzM4V5ZMB+M7Im1QHlAXX5OZVo/bMRzZQj53QvuVi4QK80jI7IT1xNzJKMRAwbZbX1Ln7tiglfp7Fcb9wNRIWqfFcoAkdr9vDeRWXkGHPD5vfqoM4jX/jdB5rU5eqQ/asCkkQYA8sYwp7JaubjmLyqV7hanI2M11qj18T8rLd9fu4pEB5JlAcAq/23lYDrRbLPmPekUzIv6NIjC4BAQhdJpHlAfcrAyKJuhWTBMkzAODnE50pMlBB07SzabRlEy2ALTKivLI4MlLMNR7FUy+t+QM6Sbkpq3WhfQ8fWzejEQ+0volXeFJCYBhVH/yiDNA5fTo1sQTLzMJ2zfdvS6eAFKTCY6KTbGjnNmOhBQk0gut1aT/N4L4B0EMOf4lpnas35hFpWHBdrraLwVtkVm7t65vg7LpK8DaMernlfeWZnO/igc7iGp0mlhxaYyvGtwcJVAHFFeP3ENL6OMdnL7HQeOMNjc/ZqofjQRBrxrKqZsh1G9z4QnlORm4rUj/wjtxntLzu9uBxkLpNU82QuHlUVhULjdut5srSRetuhGj1GOqm0mU5RsUY2Mxwmfyhx7ZD2np0YGVtmRj585VqO/iKSgjQQ+cbTnvFfEFb1XijHRrBQjiUIWKzOPEagfEI8v3hy6S0gyDVIHeGX5VWnic9JiptTJyIcMlbLx7K2L7JUj28uUaU/+bUb9dG/crXlPWTH+x3QRPzyj2+AM1H5ki8byG8J8ZCrbxiCGPQ05um7db13CD/FNfMYro++tGHkD+/EduDWDB31eGIK7d25fk+hW8mesU7fd3LgisrDIibrcXGIoxqFfQXxvFJ9IUNQxUHo6zJMcBZgblEjpuxnVD8prBLaq6XqEcslwv/cmsfztUhCJM1f1m3rN55CEmL/T+sPD817+Qx98cy8FGPDasi/i8roizs4XmVB8rqaTdJyZFM4PU4q5Ffqn8Q5Swx3mJd1q+9my7+04jK2WZbhqxvv0+PBY4nVhsRg1hk6HbfxuRWd1Pa4SpevbLrzWR6qArdFjXK4eTqrQTl/8rIjIEwnLZ1+FUg026MV9b+CpaU4PdTpxC/l1azSk2k/X9kvBpc0XA6wuLtqBeIGDuv4xa86kfDyr65JU+cL6kgXztW7ivOPc5UDMmcuaDCE7MPeATF7RSe5dWYUqoKLjyYiwViuv3HR3TA+HDGnmBExcwtMtoJ9beY/1Fxwu0DcELeH+1flrZ+7SzCoRcGcYTtgmTmSheHn++l6SB6YEPVXKmwn6eIdJ7DLYlNQrYxHZJGK3WTCEsrik4SsgyeP1ITfcAD3UEDggVDfC159E6qAimqjZuOurhsXJRy7KA4uSrr8DjIIVqSV/a6EGcmyVecPS67PQ3+nS+Xx5uL3QSIV8j2BgwF3p36CVPiHX0VeLLhxZ+I000x1fdrp/aNjoNcXeplRr4UgAEOaAgW4UR2UMvS/5LCT6uXh7xC6kQn6HZ4HPSzYeM7pHOI1D6es7L+voUzkrP7H4292d8LMlKwVS/lujlXXWJriJxYN5GGfT1/2D4iLdsAvvA4qiNhsid+GcSUz6t9XDQ2uX3QxkgpBw819cBfifVtoNTzM29dtqrLZooR+Q67fA13gjpgjhrChI60vwB0bKYJHpHwL+HlTGpfXmIJxs/qpTTaFPqXw6iK2zDmMsvvqS5St10myEGn+9A0olP8iFWNg9ZX1OUtkytc7Be2FuH7F9VSXP/29ctXoX+YugWq9PX6nNRRhk0wQaPgqeFC6TAaMSjs46IT/mfviHJ6f57lZOKxRh1gfGzgRgNIYaV+3cEpX+/9DkKPtQhM4+b8PllLXjQj8A807IXfL1DHG9dtGlijAQmioaffuJcGh+WuDDGPHCJRUzMwAxutyqlhvFFi4OIVvA0O8X7cVZy8ZcQFLBydWv+LcSGppIFoifa/eh5L45S7xe0l8mv8x5FrleBJLYoEzG0nvmZ/UD28w/evG4A0DK5aB+bbUjoin/kfEt/2/VgpW7Am8+S71CWEO40502iH0DC2L4aEv6GquOCbVteU0fB/2Ij4LY/C4ai4t+EUKGmA55nEo8l2myYy2LJjRTbYRDNYeW/fnTqSEBVkVEX+wt3BEHWo0Vcsedv/HC8Ly83atQfdt7BV7iD7YZ4l+DhmwB6ZmdPbqzajQnEGOXBtpufif76qhMlFJCfvKibLUiSaG764Cx6VIz4PVJ3o0Yr2x8qw/5XdW+eGobj760zkj/oZr6JGFctzMelA/WJQV+epbR3FLBOaqgEMv+2l6Cp+xbpaSBsMbyooeny7gRmhuEDOIOM4z9gx16G/H2CSA37bNI7L0rMAjIalBr8Fq/J1H85rgPlIRzkbz5aGLqVAxP+z3E5vvkWvIxA5TYY58UuVYlv96Sl11TJMP5igoUKEXqe3IRVNvta5+pWQcf/l+WYcm1+tTEPuANfzunCYmTmn6bDLtdmrRONHRZN2/yQefD1OkAKOmIrVFTA/WJ5aLyKw8Leh0/UeCKKWcWvXv9mzemaKHagpeErQITc0GZkuZK0qcEFbmRuZXr8MRlx0rMo4AFL1R0MKsfyIb6RrrInIzLG8MxEYrG1LT1iECgnPDDqH4K46DJNb2GMu1A3aGHpKQwTAwwV8s38T2be/35Jv3sB46DSnoIecPEOxRfdjWsLYgRM6+/6jw6l9CFEoo7qdimnRnOVfYmHvzGZbJXuH9/ot83OUTNGMaKb3fPrQoYJM2PgUMzafWhuReB8h9uQmGW1o+cH99TUwA/vpjXPtyQtOxyDaCXiT3g1xw5vVoI7+mRf60q503C2cPe4TX6zTfq6m6v/Pz7ERyomvnl3ec9AAVEbJEJDHW7pB6vuddD7634xP24/U9ZPQ3ppneddFdqQuysnVKTeeLkjw4sNgs8WPVgoC9/JoMr6A3Wfa9U7Lf08WoZ1j6i8Zzw88S8BCnHDhVeuJGl4CnNc+cGZQQ/Vjr7CmfH+riYBExItUgkq+yO9J8Yi2AzY7E0NFs9u/ltDKV4s/WPC+eUy+pCLO6SDBE3zK7lkPP4KyxnRJGpwwBpepo3bRqs+tHnGKO2xX2D8LPFF1wkvTXZNulIIILWevTMMqZ9vBpHe2vggRKNy3KvcKD5JtF1WfZUpv4SXwbEkLNY4S6XPwpRC43gbdaqTvDd5yMkH2BbLnnl/btGqMHBsC8H/tUQ9xfMKL83xb2r9/gyrSlC/dstCrBPQ7m6vXwmkBok5O8xmoSfnV18VNKHoX9hM+mpPcRb0/FfMbfypBIOp1Bk9ORxO5lcD23GAJVy6pmHVz4u3XpMZ1TPbIuQccKTj/f4MiscPavE3LlJvp32teXHUX2z1HFs8kAUytyBe9jdkLT4md2JQ5qjg/xK6uYv0w1ONY8XOqyvrk0CDRJH4ZZ8HhVA9VpD4y2GsMY0tizuF1C8f7EU2q7DiglfnmblQUyEopg2xKfm3WmPoc1wgVzurGTnH0vrxV0u7RLBgQISf8+ucEYParuV/xHyeCDh3G8npDLWXQYRZfoItEdHzQMATYs0HK9LAN7dppTinyTFkqAZjg4y/RQQPpn4giXgNytOOSoFHCJkrc6QuFd4sXt2l9Ux8KDk1Ma1kEeziw9cV85AAMyfkUlkKppoORsbBFiYuWP6v0hxsIRZAWTsqxDwL8/z1EeaBmDnAbk5aiM+v9doX6CaJJn6Er5foweysUjxGRmDcIDpkNJHM1qrkB6CvWhwVoxK8531dWlXf+JN+Y2H3f+01gPS5sfsdjxRraPyU50Xwc1XVKCXTys5d3crdnunZPSbtRP+U8Eoln8U6nU/j5f3lSJ/9VXBwuzJbEW0AhIAyjpLpIaRdPG/pQZ5pAYnlddFuBzfajWTqnqkM+gR1m00Ih387ZRsayfYZHXge074BbvJ61uPa+Ij9kmeZyJc+++m9m6To0WOxCtrreO56L9DdL/lgMeMMwa3irg/A8Wyv1U3ncE5X28CDvkuioaVlJkTyqkCWCeOfRXFtpxyEGQP8efDUv4g0oIp/WRPG5OiIJ3jJS2TlDqhvo/wC+Rf8pOwrq2cvvtDvpXTsYavtrYR/GUZofpHP68riwvERw/K+H/fgM5h8QfzjZb7dbvOHWQ45kkDHgvxaz59k/aEL5iocipJYpdJr2CWJ2gidJe9F/avDRmJWv4oGuig+/020j9T34h/spr04RsVMzjbupU40bB6hLtagehUSzAREIkhpUtCfSBCtqVVIBnnZY3/1QOWwzNrjx2Jvma59E3U/ulZDBuCbYuUl6krnlQ2dKau98rawOVYEN4+c7+2//MfwqVLkKqaD2NH6PNGkT61BPglwgDJd2QmHx589paL40wwHw/++04ITh+y3L+ioYeG6beunuGZF0pLYHyjINekihY7PGd/Jms49dNXKssiL8FG1tB/R+YTzJbe2v66gkkanzf0Et4H9elCz0uVbxGQByA+YvLpJC5gTcLPRPEsCr05Xqlc307fStKwQFsNn1HM6qM6eb/GmBDOEVb861k/g5TZP1GW9kC8DG78EU0CdPCuS6rLwirk0b03da0gUOEqKJ4M7iYcoft3j/W8BmRbF53s6C1bk/58eC9+r3OrhfTotG2iG4Riss/hayXomX8ii9squiu0PU5xrHj1JWuSH8b1Ec/OIxCjkCMbLJDrk1UJPTtLblyVl+ObwXe0QIuCK3PYgM2mNZ6henlGBTRlxhRTXa284wTAQb+l6DbP19D7VCy6YtE4gF9U47OnJIHUUiLR5uPiDyafExLCrqSkJZU/s8FjbzmLiYdfLDWeogkS4MRqD0PMf/mMDKGws3ypo2/SUY9BeGi78qy7+wU/QUvd3sDp0FWvnV2bnl6m8CxJ5QpIXHGAgSFbdPdeHBAnZgP8r6z25oN23ELYdpy+Pw1TKhRMOOxP8tPtL6k/NRZnB2EJLT/xKE1OveybhZX6fPHIgCkHDjn2dQ+zAolZH+2peD5hX0h5XjLdf2FfD4CKnKmFr6ObCZ6ZEi4d9MvCQDp3bf1vNPAMOJokYZBaMZ/urSlgaoh2M9r3q9xrqPeShQFhfcf+rEQH1zkd99MD8ItmU8xRmuHJ6lXF/iSgLNw/zWoDwEn3IEDagxnIydXL1UP0govkZgRPzkv392miBrFVP9X9Oml3L0X0VCL5MmZ4qjwc4G6mUameKgTpgN0N5U4NioBjwC7iCzzGo3/c3Y3hSQX158SljJbIDFf9+kRRgir8xEPKG4zSYL4CB0ihQTTOpUG1stTuMrypsCENU3vp7wE7WUSsWGc0SqoK+NOAEOPNZyXTBazUO5UJIItEMT0+jYvoLtpGpPa6j8rflthpaKjAbx/PEtTQf2+n/qk766gvZqKtWjGChrNr+KhNEte4naUuhgJPnIpcTYJfzYzlEbXF/ZSLcVCq65sQja65fLbJ6HGMpi59u69P9VLkC9V32/eD2rm7yJjfb+B3h9R/UFrxp8LL4BKnEo+4K/m8stRMAzxQcoDO5Dg8oy0Eh1s5SfoWO22MzVhxcssjgdhAeWruxCb6lu7R7aFGkS9NBhSmKCxkBJ5tI5CPYWST03iaORuJ237EMXg7ZiQX6xZEfzw4k+yERF+cIxDiA63VdBYsNgt37baChw4KaU6BZFTID/hYoO7pXSMyO/Hua+fracFMFky3Si3XoYv9dxVMki/8hVRQLEd2G94te1GdEqWgjjYUca97FGICVF2CPMOpmyOErEZyggdn7LL0iT+YUSiZmxvsP+9+qINgHsooY0ldpNs70vWul9OoDmw5xfDeKEUeR/uCCCZxmj36g91QoA+RHYwIu3BVKOVPPdLGyse1vBIlA3sunRe0VjrdxKA+eE4jHBo3krD2BEPVwA9UkAZCsAo090igc+2WPU1g1VEgCqPEZy6FqLZt9zxNfE+wnr9xnWWPXCBdCNGvoF2YIctYOMw4xwzV6acS/NNRwvTZVL6eOamBK76JkhdxhZl878LnUb7PR/hNq2Xvmf+uHk0+bmFuKQHbIYXCrTxa5R6/UE+PQ4UurTBFL7MOwT1UtWkJxne06zMkDuiy/0iIh1ekyIg0TxTdJXlV98EifGPkBVO7rFLM2ZugHK7vGR4nCAC2zyGZ+z/9QXxdF1S6CY/nr1sQHvphV6cV0gGETdgxCG3hSVfDfeoTvXwTK7wnWi8VcAPMk58ub2YN7LxJYyL/8i3DTlU8bxbd86HnJfQ0bYunkmVtP/KAcXwz6+uROyfV1UZvE8H/CcMcfDBKKgbVywUl6jAMWUNANcGLPi5l8vsGhiAbTdkW4Y8NOXtUWRF98Z/QbaMzD8mWSoG8cX+/giVYmeTHCSrrSi3s5tSBajR9k7ZBtpQUr3z+1Z6bVa2WUj9gZbTcdP/5F83rgwFkpPRF26YMtpTFd783vZ7drDtJNNP4hIiwayAXjAwf7Pcy6fNe8eC/HMcOip6HzezNoIUtMHQoiZO/B/PxLmjIvd3JAlOtbBcEnEsXg8l6DQygGZen4vt7bst5+FesNVkYDFv4l50kZexGjuPN4VHDuh+ppKUgO8fcJ4bRCdL6jD7n4Gq5VqNEq5toQ0fehthSI/znz8n3RH8hwGta2DPxd03HUL/6oe61HMMHwq+AwKyHmpcprUHTJyw5vQmDUtY3HScQ0HehAqAftEkBCLxIbnP3rXkSxJ2sJXVyDuaX0Y0lQoEp7pgbIX0zKqAqIb/Ov8VjQUobNhXiH31BVscvd3zhyWftltpj7zVZvv4zWFbg6Rnllp7XDvwRCPX+LnL8lCSUgfhiMBJikI20fEAFwMAXAZdqsvgDjx7RIKqR0Vlm4dcB0hxEFfa2zjXjz+bI8KAogGe/odBk0t/NMym+eQX5PGCmMjTh4dO9uSqlx2gFoKlbiJ5x3BIYwNhR+QiIXnT547pxE/QiWsrGD7WmpMVbz91E/oM4HLSIDlUP1hxN9AgMksbPni8mMQFCK8TKPFpdn/KgmkGBzdkV3ivtvdFdNu96dGjcYVg3RqHsXHH4wsG9EbJTIr/rpCgt/kGrNHlN2FfTusr32qbQTOaz++yZXyFwSbypHQqYTuqFeILnTY3H5X1X6MXs5gn+8eBUYPtB2uHWLc9eGJD6duYOFtnSGETzU+HOaamMBhRMH5OF3srHCupU6yqFtFqxNxo6pnwSuOqDiyZMoCkCvA2sBrCkiUfmaDIBDfMq5NsyTMYAVQJjjY17u2kLYqHPYt04dAFLWtF3yudKvjAqak0nJgZR2tIehnR4/liHllrlcw+vlZ275DPARLGICTLqNeobjuZxf32al/27w/iYS9L1PYUpvAg6NrlgO/k5YIzJ8N2J+PgT97DAvKh39Gf3TT69rAe49bLAkPddVxoZp04mz43Zip+2XvUXWEUQk/sV2rb33GAT+1TM52Ki5sL56z4gbnjNa/Rv0t9BqBD/+D5JfcBegCrZLa76yL6C9kUNGRdXrusJqh1DRNkKfXBJOxeRw9WkHHX5i1f3a5I/7i83tuF06LHuedZQsHX/zODDnb33J0vHV38C/LdiDFfSoUC07mkgsYDVN81qnHWBJOZtOC4j+Y8iLY30bnRQ+Af1Z8s7Zw6nO9HhipnDjeKTOjs5zT4y+0J/Y4fGjSYNs69pwb11mjcpfUf8YGxOVccN54tCBF38T/WbUX0XlKBp6pMJKakkimne+HiPhJRwpWqfHqhEA9bTWOT/P2TBkyp1Jbl30yol37f5ZQF2ytMB57RTPtbDohwe54oVMrj7x/Z05kyXA7qjEajgY4MaoiN4H6+YGyv/OfZGquKlBGQkXXk0aDJ6Ml97ONB5VKu4LjSEaYw1WTOEx7UliEa9N/pvHHUm5lPbGtVAlAkTHH8iqTsdJKILxRY8HevnVRUP32i+gjSe+eI+OAl137jBu+9ihvHjUykYjdrK28AlJHpSmm9KOXTDM+M+Ktd2yg68yu+UvMf2Xs02BkzzZXoKKEfFJqkZb2hQaNL1lamcXHMomP7WjHOyMOPPpI2R0RNth5z9NXHd11nQuaQ21HXmPySvV2fPt12fyqXBLs+in2Wh9TZt2yaxMO6ffA3T7Nlr2IjZZY45T0SkxxhBHUS6FJr+CTeCZ8KiOw8KPO7XTUnef68Nn1Y5kRQ13v876bFqxOvSsKLCrXOZSmUUYvHDlOZYG58bQt4RpEXOiyr7rY2wlsxjSTgEMrUm2FhRI5UWkIjrN+BcnHoOCafS5WVIc3Pw1uCMFLkNWawsEX8gcXemJ6IirTgIBxBbxn4DJxudvCW5cdkrH/032n/2LWjUytB/Zy2OnBMv6OjUAnUpEcoA+F7bTaE96Ma4pBGJbFIcwpT2tysVBvHJ9ANS9Bwu/G8oZI3+5E73Q6L9orTn6UFIvmxKqmzOj531My8Qf90XNvQoqGLKm/i5hYH7285a3UgWwu4FIEzJk2RzJv26D+ZFGU5hh12HciC0+EZunEr7rAxKnpLdRnARTQJytRsJGaFMQ5Rr0SetXp36ZejfVeLQnKEssktOLL9xmI6j8Qo0CUjvsMzRwq7GJyC3Br8d6+2PxKB2efcG18/lDaHMG5QAJ8aDlGF/s1LqDt6R9EeKXZBtUST9yk5qGh7o1eqDaAcvljNNUn+SSnae3VfhCAum1+EOXjxvEwN7+EKpCzoEa7ythz9ccPhCcFXyaAJ/MbqedRAmMJhsY2pDQ+uQdQnGwapdoS7iev+MvKAKcQq5zlDRoLWhWnhevx07k5De8OSrMuzo029FyH6oKQV5OFZ7Vt91MWgTFOn+562W2vG6kq8Ow8i/JPNVf56Q4S+fKInCg/s3Hue9LnInihe6lXMcUvMWOE0hC96WQ6COvfboC3EoQx1nVW6iaUvXFwFB+De6fQ3qSCxncaf3tMbambk+yt0Qr6IImNq67f2VTog8cQTLnXyGBG4BGai1gVBWYaWaZYgBT7C9IE4srUr4o/S/52tiqFl7Ekq4uJXmVZwwAjyEy37bAjI/O0/1Np8Q+8p5WkqFFAW8Ol05EGwte+QGLI4wzMtEL957FjT7lSz+ef0iirAbbxlc7LMIJ2lg5FHxXf66Kzlc9ssQ2CPrkAvyCpKmzMdNFcLmpALFv61yUeNuvy3t91a2IF82yxfFsek8h1thgMbIUxDfMivlHwyQNCylcxza52C+PQeu9v441XT9ZQcB/A+6Kwlropmaj4hxHANBPPAzDO/OQ+tlDcfaBxusw07b+0+JlkOf5JfgeqhxR9gTgH4FtWHPx/hsF8rPIRXFe2MB+X6OPyRoUK1tpl4XyxZVU/RsO+7odfZmVWHev6XEdNAY8wT6ZP/6xV9I0BRM5mfljQ7SJE3uSvETcwWS39Otcwy/WBvMXyv2koK6VrW+JQi+xDTLlWtokyO+xR9d+gzGWx2LZNmPsT+T6vxUJtsWnMpkcNqTa6iwqL/ejuUeFsbLqqr9LwxPqwIWJV364NWSWIKVCxmw2GPAQ3D6Rn7jmLs68S4OKFz2UxDc60+Ee6YRJN8G9X17bdeBrSrKJUP1wDt6v7tFE9u1/U0CkZyFB0qwcyKB9ptIVClR8vG712n0WirBgMGZWOL2JqaqsIt6VKnVoUmbxjVsZCW4B24TK98bnCHthwd+A1Egfu8zJ/T3QAxSTyeG4nMCCfdE9pKE8gRnc2J6iCZDq0HpOUV3j/i5GqGs/6iQKoOoEmHQK2QbmwdFz3pcrV1Qd/ehX2wCyHGA0yIMdmbRloE4gKbqTVd2MSFik1BcLuXIkG7hku+PrbiqctaMXyHCVnnzG199UefU9UUdSxHQJ3D+SY0Qd4Ff+5wUUjurpczwxJFTg39fpWn9tCOJpnCcqSVBMfmLpmbJwpC2c3yJbLwy0nsAug7NCr7ZyDbFaF6RGv57vFjBymXyPUF9DUnj49TNJkcRYjgdfSMiUfzmkWFgr8ndnLC2x0CGxOQhkZNGzdNuR+2UkjHwEZ+EyP2wzupSjtLQcTM0V6dfe42mfJEQ6xCDtTzzlUbDA6lbi4ki8odcu1LaxBqF5Rccq4F2cGZKlWzZ1Abn9UasjkHWzt2D+ykE0yRq8DERHkDUaQdl2Bre/GOQgWOW5VEy/Isr8gIVcDRmLRGoitxQCvjRMUGXLP/+Wxanrk86ltVII58af+w1MUHxlqOfdDnJ098+ByUbXJG70egxgGQM2SGAM+2gxq4OsfN/l9GzH5XvHdgQB0NhH/G8o/pwGb3rNy4Ovk0tZGi0ClevYYhtZvVNBvZaXkTfyPtiZbH2/I5BhBh4ERd2Ha3X62gPbv41Trsb4Q7uMA30fB1vN+CsFgR1WfYX9uxXwjX8BDLdk+dkD8wJnQ51xk+VyfeUg6EhSd/7cBoIEBi0q2LpMpdIZsQnxKcYhIBDtw2ru+LtEZwoKjlkRroUBrLNOsBIdyNd17rW9uzLki1803tze9FmwTMAsr+qEkDVYud81JWU1Uo3D/nuwf33WJjgIlSU3Jh+FcHeoasNX7G+/jdfTweIGvZhdQfzimK8egI1tfZjN81ezHkfUQU+9LX337SaF5Dv71vL6F0eJRfbrgxTKGGyqd951WQpQK3MQtdMo3eE1TJWyxTe765zpmvpf4QmGBpLZTxImoZ99y0uJ9zNqX2pFDtqamYEIfF4o9emCwYSZqKMS9ffnpW5DS+KpssRDunmT2WGp1vwGMgeX74+fOfxghgcPH+uWgXQplYj7YYCxuHfEvBg+i0hgXfE3fMCHWmXN3FTFS+jQWL8okty5XVP9OqLWQjSDEExaDdqvshzm/nXA20T8s0KPOqHfpVyI1cXvrvrKala7FvJKJiPTkEw6n7E60Ao4efNv9Ty6LQUVvQYLwL1jvSDQnlGzYG+2BLHm3c1W+nvBEuEh79tKmPe39sn9tNRrs5vxJZmc19QwllAKploIu/xb6VSv6RE4A0KKKLBmrUZvtvIdXozdUUpaXKDLy4OFPYI26kMdPiptL3iv253mIWPYoiz0S28x3dNOCaY/ZDBsk52CWAQVxBmsU2ckPxneGkgHN6tQNcRveyq2oZDfB52LFEoPPFqIrmJJqNTzKemqoQm4+bfLi3IF9Z/8SMNl6t7cDepnuU9k9ED1e7Y9tGON1va12iuhiRFCdI2zEPuHxIRWmyDwbfm2PyolEtmT+VBl/nrP6K9vDf1Z4yN2rcFLsWvDBCo14y7vQaTu47BvS4iGbqOa4zz+jAj5rUwl/IUZZKm2cXrl6TRKdUmxSADdsr6qqCP9bbb3zWJ5B4HHYq+XvWwNg8IfJEvo4kS/LqyElUqkHb/eleAqH2W21BX9YIv2EZdzsf9y/UOVA5MnKtrscHKmzzMbgK2AElzpP4xMb2kimu7zdCANZ+0B75v+7sAbgIfrzR9e/PKsC4mTu1QMTqgMu4yQkjIxchEGkUXllZvM4NOjZukVNR+kUAW8Jz7SQawCfm7hAfFhm+04qF6O0HsW2UpLA618vS6ATw6VeEb4LzdQB1d78mYTKQWSlQIXSqsvinz2b588aUdSovXGPnp9AV1fl39/5H7irSXm5rnHv/rap1qc8hUoBSxAVVkdiwhAjQiszzn+JUFlFfx+fWuQTY0Y3waYaNHmd4Rr3G9rlAhTu/ENBj64cLJAMXbUG6zzDSKf32g89dk3tdOuQkxD5eRegqfZ0C/P+xS908EzakTqflnBdcIjh2zJ7Wl8TGLClHSbbszfl7C86VwnMV1LMk7xxk+GX5EqQkZCFESZ0W945SFjp3vFCHdUFaK0bznpfVikmrwwxi2NmsO5Iuv313l1fGEcbVUfDpkXPiE9ZdTtCnK/L+R4/8+qgfrBG7Yg5Zd/OZsmo+DHEbYsAdoEYJ7coKejAiJXWLWiRM6fM9VE4XmE89/qHfe3ef1L/PBiQNTrLjujGWEkKfLqg4JsGO+l99obylqUicbthTqmyEI6N7Z9XzU3hWf67tRLB2A3+FRL98ACq6cm4yH0QgtnV5OiQqTXZO1wbsE2crME4rFnzrVyowmfMwLP0JvfQ/pW9N6JG9SSjXHJ2j5HVbf0rWTqfnGbSxH23hdnf95lAgYMv1e15oL89Af567Oc3JpCb+zVl2OJB1kuEp6rCE1ZpJVxnIGBo4zLhD+fbfDLvQ2o0raJ5wa6J2Y/7EJwGad8EQyrE3l9+TyyWfsiSt1Qyi6UNzz/3OypBa/dBQlA1QyCFJnxMjv2OqtsDw1IRWIokcn2m6iJlQD1wQlFjeHnquu/euSvi7lRHqmRCjFPngHnaBv2cqwFoAMq00LhIi7bNvXJOm+5EWb2N7YfsVc+XkKoBE28aMY8EVIxssc3+b/Z489lCfWt296nn306Yp0/VCUGkd3YmkA10ha+d7HoHW8GQh+nLXXqP/rYpaaEULcJcmNVk0j9c9nWqJ3ZTKyriaol7fK+0JcArKHoqO+/+lx/zTLlDmKGlXf+HlDrmWo5Dec2E6sCKajF66yKHR3wGAU210vn/Bw22ucvEYWgZgRGlncdDp+BxoOIB129UPTPOIi7y4CMJT+MFd2P2bhFOoQvVUQeoQ+vC/NkN3WdzXhkJppFKbUt2nWyVmFVr2l99suaG9nn5xjt0V5lL9trsfP4Fr7fB0F5Y1gkZjS85EacXyB2ZRUUZjepefigk7LDXLp/7KxIHprIPnG7TIsIIz1K4PzNUKM9fz/FX5SQIDkpZbQXRME2STVXTezYznMh6Iu2olsfHK8/AdndD68TfrwkPEt0jG7x9zkad323Whu+y7KNKi/xJZML08C8vrnQFE19CiO3J18qPFAUVwog0ESqP5l3N8El0duY21YxxuzC9kKspedlHDzbad+nG36AYoun3JBwDtITN4d1whF+UjuUDMJOkWsq+fxbsNlVF8owmIRLmx+lfUG+yQSgupzOWfkoRBn2+caaXYIbvgP40lxFfVQf0dtyhMa0XbpkKeVZYhe4seA9QH4ggU677IVl+u+vfd2UZle3ww/MUH/dD+hw7dESl6cd0sNaTaKWkJb5snkKSfxfdzMHlBj5p6MYBaf33aZB1sNqnvNvs0HUUaJk5dx2GorB5lEqTtULmT9hOnxbBtozamMq+kR2b60/C/rx23muXlStTEl8pSAuMfCiwz1eELKvbCifUR1e1V0scig6EwjdQP6aoxhLCHuqiHsRKjRiHf9ScgCbkvwZ/joXXclf9lD3SnBYL3Zt8X7eLPulQ4r0FUcCvWkheR9vAq0ArOCzSNrvWO39G0l54n8TeMUGLzRgTGyIAoY5Cc3P/lrIZTRxkpFEIepNdgABF9qYjRxlzM/6kCTVPcxm0PcVb5Jv+SdT8QCaEN6KTSixQshMAoOi3aE+iIfWdkGg5tkQBBIxIjqWBc6Na227Ca8GqypFxc69muvRN7A0mV7V1sE3emX+f0BVCJhmZ6dh2XF/41Jeeve7PWKQQc+cClPNdJPGCCtLe2t+uezBQouThcQi2Bknh8QhM+JaT7o17xT9z/EzI4h6IEOqsE+XM/BfMMhbD4v/DlVdjLP5HdyX3Fu3dmE5L70gK5y4pJLiwQrpKHkxCfmjN9fFfhJrgcOZjIAhRRBlznSGbGt4dxoDAueqEycfLmq53ZqhK8occVvOjd2qiz8CGrBkUi/B7aXqh8/163eePX+WbDsy52uDaIbogWFqhYuovoUZi67dC6Cp0Y8iIfqUL2qU7apy4hfNihH0S873CUghP/ZTL5oK2LSJFGiHMN2v2ORHtBQEcZSjt396kk2+FN9M4Norn6NGepYgl5GJGj4e8KU4xbziqXK06T3tu3D/dq2eqbvbF185TgnJwyLtr6aM7+Fvu0CHQ/2i3zr4y/JLvnI14tzZRT5ZaoM4yvko6PzqJxBX4pAgjyQYBIHT3ffIsvB4GsQLtvqrHAebOLsejuXQpGD05KsRyyD/kvled3Nup8XK+k4uXzRk0uPPJ8AUeJbH+2dW/8K1qdB8U/Z/WbqKRbeRLPo1sxfD0rLQYoadmJn19aN66U3nJenYUtWFcy7GmTP3WxvvkkpU115sm109Y03GXvXhGUGzJo0ii7lCUTIgUJsdZ7UOsOm02XAP6ocg/rYV7M7sNZ9rs8qXrPCNu0SHmZ8Iq5r7Km5hpPDAvCnKSaZDgSILeJQ02/3LWJh7rkd2T4ancc0r7Fv1YVAqYsjsImML0qGLuA/lfTPQbgsoKo3jrMEDW8vmV85bhb3/BHQ585T7kKNwuk2OEiSGp2B3Ck95wra4kNWv5W0PE/OKrS8PejMemTmZq78BiNpKoWh0MEnLOEihZ3oKghnHBeGrgUq1anvwnQFJCwpyMnta+VG0W6l58H691FyJVh+a5Lc/LENfR6+qCgAlh3FqWZ5kohr/Yi9j3S45NMTvZbIq5PGuIS9tWdJTXLM0+6kCo18ILR5ooNCte+gpgz3gongv+au2nQDvW4C0UrbS7hxS5mXTKPSKx+0U7VG9IWPgmhDT5VYQePCHJi83wqyjNApbIySn4IhC9U0FGRT05C/J5NIn+ZYXjNdXyjTz9d6ZDmYVNFuW+J9QDUtdbE0zWtu/AJABR7dGPqThJy2I/NJPpTZoG4eThdUnqGu4KdL7Zz74JZLaPZyuHtx/h+pBb2SoSowYZbBXsuUk9dDQ35RpvFj9INk04SX4gPq6LvMYeHaW8AtsOU26n1DDCSiPylSD8tA5yHkQWwkRxQOYT5d71RwYAWGWw4ZpTad4jy5MLOZJeDaCXBkPfuRBOE3pcT7G+OeJjjQ+NQCKSWqpdZgdcHxxjYbz/K0u1FTfIao6gu7cFNAQ9EdNDm3+4rj9dQTZB8trVIEw7B3gYrL3OTnlvZpPqGkPYSWaSfCdyPeLbJ99hX3F5sKsp0olRBsosZxclnb5X0o0YjOzlQrLqKcapucHfdKsP9GzDcf8af4kwzdZrVwWr6KU1YPEXo0WgGMOzUTm75MhMb50qCPa8zJKvz7HgtCauZ4MGxHIgRPGj0D86qTEAMML0TlLkfQHoSkngfA6b0RDl+BWUn3N7MeQ0twAmABAgd0h5YFryWzUJcx8ZQ711fy/tgzZuS8tQ4F9VcRFaJyTQwhxF5StF4VjSZQ1EKMG3qoqc9uXYFWiSTrb/vlLbmy9BCng9uR/QlL4NGG+TMx7ns6Y2E7tu86brYZuT1mqcfVmPyJCjpaHHnXIt5G8lI3o/EhhCIlWwJ5euV21SkRWs+tVCTJKWPsCFVqC7O75kGdNiJSY1W144dhMEz8QjIb5Kf4AGNhwXjI+DtTszZ5Murd6NihPtv1h7yN5IpooL3q95734XLZI9kel/mSt8QIQ1LJoj5Hu5X2TLjqFC6vBpHETBOFcMMEtVfSXGXjadeim5apZ8/HGehz1K6LBZFDmU83UIlfDUvcf0fqrrwuhLiCoL4s1zytikNZaYHbr641KrPjDldrZRn9j9n/bsSgTGP/b02NFaY3tRv6j1t2U1bWqh0vzeT1RNiLBwpQ/x9+ojMwmeGmRpFplUrqzAeTPlp1EW2n3E2tG8ppv3z9Dux4lbjceVlkAVSt6C710vCTlnE3EVK5Io6ekcyrcjN52fIKZD+/Xv9KSQ8KRrHBUAV+hB+fORq3H3DGrZ38p17KOQbJaldENOExyL/oW22ebB/gijxBSjeIhT4r+b8A9O++CYRxjqDUsie1DstNa7s33qs14lWwIuSc/2TfiPQacSXoATotOaPkwgH6HGVNl+uTJfKVZMtDw11i9/E/MAoePjzgBu4eV10ri+tBSe3f+TbiFJ0oJT/SMLSVSw7Nnj1glPiTKSrOONbzFY1XEedaOip/mK2871MMJN702ZBNS3f0N7st7XSDPYi+n2sKA18S9xhczlMTPOfxS/MTqtZ4fqS48CKGUtaRU8OOb1cMDKnXF3tUj8Fj61Xd49CBMhUe49Mqqn5TKrLHuFYi61f6DUCL8uZCkd0ajnzo0N8IoDSm1SDKjubr6yDVEe/IIKNtYcec3bmJ9jnp5n76e/izV1amkLalOIczbzwNze2oZm56B1UIB90LEhzD5JzX+d4XipnxVH0jo463wX5EJ/WHOPnbbbpxrcZSXalNaHHtCFIBDuqK/+wH6FAThHlBw+OU3rEC9ztKK2jMLPo1rsCnCqQYMd9OwLPmVzxe/LLT3ObZhlsRyPDxjvy6nTGzWVglNjgwiyG61wgrjxjwnm5KaxOEewDZegY/DcitIH0X/ZmpfFecwgkEYz1jVmxwb5ONZetDeWialPdIMk0q8Z8Ca2gyqPPkUFxgy915M6b+Ho6js2d9etn3NIficqqdO/eDocQVb89A604bkKuVk+b7kL4WfSWZFPd8odVBUyEm66FrJ5PpVToK0cqj50uIxWyFPzA9xIepQFYyLzFHvCGbp71+d6fcLxkDFMC8A0U80i73W9PD/BhQRtET8VYr1/TTYMTS2etbYqhVp7AJlJsS3W8zfeCY28mncMIOXRuO+pCcYX/8fxOVTy3JeVtLRh6qbQc84hYEt7Uu/9joIoRRs43HgyXsPCebtCnkXTV4YQt3M7D3enBCXl3iJywtWDKqvUQQlbXOq9wWjvZD83BX7ygDY1FrtS4UwItsDEO6HhX+urbL8Xm5fJPzG0uLT0fGpuR6PfeSXZpIgGHPo5F9S+cmIxetH+Wv2Ucin32ynItGB8fxogqhYl9+zIryADGhT+EUAf0rs4MnDEfpJNr+LFwxj4vypnh3D07NQuS6muqEPYb4bvSHqzPfFH5Fnijl3McB/Kfqu2+2ufN3f1zZMuzz7Gu2/nC4srk2QuZiBaturJQjHlb56Cv3YGQNwrobG2VDQH5S+XgH6m/GeUy3eOLmNvVhkO1BhRfz0ddgvtgL5YsvyUSIJw7UxKRb+MHkzfZyU5TyU7Kx0L52kNDEoc8eZJiKtvNdFPqXv9pl4z/f4MYd2OFG8EWTHZ71wFrBBmg8Jo9at+HDuFxsf7reBbDu1Q0dfv4tyEyg0ZDlkp3X4ycSEBWUPYfHXlkxq3RDs5MUdo9woseVofV3F20tMRSt04a93BJNBfBYRR5C63/ew6sek9S4kxZwxk6MxJcGkKh4ndIFcnKXSMu8ay9jk8Sk+PftVC7zDyOby4lIMMm3Pi+CF4z9QahhlHWJFr3Bsfuns0T/fb6Op1UiyFE/El8MYYqLOnqGQeGPNs73JovMcyz5MJJagbvVS72gIYTmW804J49XueCtF9kIYgXzpPaliCIGHsGe5ftb9NbJuROex8cAStVD6PNyrLdpEh7s+5Y31RxSwEF8cvmE89A5utw3DvRJjpGvGC00y/DxYZMmBfgTP8JeirT56791MYTnNNycsE/701+orXElsXgwSS+jHw/+bSFFd8nPT0Df5b9UgRCWExIG4drX4y0W5PNugMx2cM4Zljaon8ZMdpwmbCJ1gJmO/xvUXFd4c1xZT/dYeK85sD5TZ/TUX8jEjlol3UZCYDs1ErcdToHmPu4cjgOVpEeyxJoEfQzr3+7opMT037mEaXm1FZr/vNgJ3cSER8DuaHXf0PsxEhxEJEfEd03nBfIJfp45zgdJRdoQsAvdUUsAbPoGJEVhNt3xHfwaWnjrVUeap/LyYHht5Yfqpw496jfD3a3JQb/Xdym5Ti9BrRfnlfrQYDLffO7imR38ugNoRuJNBGWg8Q6IjR3W4dlNQf13E634eQrQT4gBraoTJa73HHFn+qlPkW6xfroIbu4Fu219gcmVKdc6FnFl5pgxFGGnw5b19ps2u5wWydgXWiDOH8O+CAGcdwtrL8uZgrJwr27b0LgIR4g9+1N1H8qPO8ojg5zEp2Tdp/YXjqySGZrwBC0XJBqRcGUM/YjZI65Ee0tjnEKTQhQqKX79zzmBHIgiowmADcSrFz08MZwciP5sElZ9TPm/WunfzUuH4QyOrKjKh9B4A/dlW4cUMU9Way82yshpNdXxuitjgWDuwE2t/zUXr4ZcWQlRWJ8Q3kiGwuRIYt0zJmbxdz4swrFH2Rf0fZV4SkSpqiSdnk7Bte/+iQjE89vrh3SMEYd95HqKnCrwMJ3C9PUBdh525kstgXvYXznzQiercyosQq4067OkadpZHA2QUIU2PTG4LkVmYeAKj4qyglZI+AB5TJljTbIximPQ7GaaxfPo0yHPg4Q6lw9kDhVYOWeLF2n79JLavk3eai+S8XqxG6KuT9uro8Dy3oBCP8JsLpok138E0ZnuhEQ59oo3nxkXdOdnzoQtUHsaaC1WhPIstuCJwLOShowUDnvWWzGUSj82EN3HEDdilGcOiCDM4P1/U73ijgEhrgh0Zii2dP+uEWSATbJZgoO00PmbA+pu3Zq7Nuvy0wU0tu3k5jYfMA9tYoMfwsSoeKpLriCLFMOWKeX2bVM5fzEhnSXrhzaes5VL6fj1/ZiMRkepagmYrjJkfwVz7+P3+eJfhOZdTf4cdtpKD4O16dEiTkyndpcqQkS/CeP5NqBH+6ivQjATrZsBNa+RKUjTeRyJKYbimuGk65FGawq/0/O9vei+jmD9pxLVcOKgtba4/i2FgcEFm8hTSviGwZHUieRG/x1M9CebRj3tG3gAX11R0h8b+YLXVWayQZMNFTWqcdTusY5xfeqLDaaaCNxulSexQrTy0u55zNOonK02nIAWuyGtv2eWyf/H0/AU6FbS4YKVHIR3ogkNyuHGuymQMWYsfPUn1iA4U9zuMwha4FcD6t+BgQp01TluIxXK4S21U3ySgTvIA1T3Q0IoVRuVsCCJiHZHCR9I0z5Dqj6p7rqcYtVBlgw1tAU4HoSq03UMrNiinZSRpxj8w13ngN3FV4Ge6EUcRSFyBGgaeSvmzLb86bK2fHdNc1NCzblyTAedTsQqyq5wBNwTbLs0af2jaB1W6eEUw8HQE9nh/e2H49gYMEGYwIbzy4Toge0Hu+HViA4UUd0ICbdyRxPuQLLiwj/43ylc9pks5WHj6FdhEVZHCJi4BhzNkFvbhaQN8M2b6tX576kWmEgFSswd15XnJYeP2Cr863yMLn+N3uTXQeZHZDls077gkSHEw+6I53yFHvhkXf0coT+A0vnqAPEze2umrPa/Q0yDcy0sjWQ0B04vsu8MvOEpniqTnKukU0Re7FSp2EL76zpDPP78Vy9ble/kN2dD2CwlBlIbcHniOs+d1L2bJChdXPOzW1ZR9I/CDKV+23ALEfxDoha7Z42dTTqJ071ATn0/AmnnIa2ie7VJHvTqCfLCGyd8rZ04TI4AROMgvEeP/euJqrmSxvzb6lpqSOHgtBw72K/LurHt9pheMnmryEGXJyS2MvSMpNcYd3L9cWdylF1TAOVnw0gzK6tClkZHYu5et3CfkgGTLbDR/6q02Bkl6d9OouAnNvMz1LSW8ff6dZ4TE2t5DPU4Y+ZpLe73iIiDCsDX8DT3zBxa0GrDJ64t3LHPxQlf/Zr1Afx1FhAdWkfHls1HtNA19MNFzXChrxEdrtgRfwn0YUTWCyBE9BXzQq4e/JDExHQ7XeAWbdwH6UJKo1nnhdkZZItSmK+GCXqQ7MbrvCjpjMSKLWpzjtcDN26ehOfClQFKt+t4ZzuNnnJvO/faWH3dxlghIu2Fc8z8/GkXZz0xoXwa+/BKZY+k/5DcKJLv2GWHZXN/9O/Lin3XSk55OC8SB4xlLDpMx+eBjfML7hGjuf/8VRvFXThTZzaIiCH7WqnMdbslHe+Env0YzuJv9b3WQUPEWTqUFRl79NrS1kSFE4Rw0Oppc+Ap4mCLxFclqQyg+GUyN/Sv4SF1b9Bub4fGikJ7Odgc8nRGhKsFV7gOmtI02J0gagxAM89S6wamb0GgC16BE9VCShuKfGfob2RoplVsFbnidZ3JW86v1xl1ohQ6Cms5CHq8po3It27dZB4OXXg9ddODEH+tIO7qJoKS4nAZk/5ONjh4l/NuN4OsNSbRPX9MEh6ycBeVzGB94PnB4kLDO7ATPKlZ5yqSWvaOWiObkVBfHsdMFTWHogQTFGtBWk6Y4aioow436r6ArTDvB2UpwR3XZy2R5v6P7Flu8Nc+TEidWg8oOx3iCdX7EYmAp6aL0QfdMNORQ8vTzpqlh+hggYxYW4Uo2mDUGa0UzBZ7teYnelyeyHl5RHR1eFnWMztblX1dvoKZFEbvLFt7IzeLz+8UzrZOT0nlLVrI5amnEtpPSjurPUQh2wUiKaQ/+mHdTk1KDTNDQjLIFNstZVn1wUdst0vZCtZXq2PZd4tUphUwp9iFTl0Fw8VcvJEaBigtmhCwpAH7SEAszX5T9Vtgxzx84avddaAQGshQLx3Z99Mr3J1gXfh+5uyRsQoT7JQLMZB2joqebIUD3sBFJeg9CIYy/JhHbvz2pkWz1uS/SnK4+njTvPwOkyXi+WCZ/EE/581E/NCNPJU5SS3pOchrA/lVeNdg2ZdgXAqfIRxXxEzwuSEQ49YsCVQyQJgMnM8FtU+LuJnjzl0Rqfz/T2i7hxyJmH9uMLjr8xwqcv629eL311FCcEYfCDKFPiPaaIj8bqTxzy3/hahBpUi1dysNKHlD8HvDYAd8U3mhouZHhuuevuVfh0NWFaTpv6tLTRY3GiQcfJjZ7dB095houOh595MInftyYlu0rxYG94CweuVzfHr6ffWTLA4ye4qP7tUcGLOCMCIYs88amM04Oc0sI2dNYvJjmJdHOZAcNW09pDPeDPCO/ejbKXYS1ueaWLvMKD/e+8Qybrfa64xWeAlrpPlpHYAY4OP5JHvHxD/sjCXJ7DFizZAJNa1XIzh0IEuJMhniDyvMpRfk8/Q23YnIjj203a7OKTWH9F19eA3vfMPJSaJvyfX9HyiUL9C3EWcYwbQCI20te/DvaYTmzyF//i3MseqwHxUgm6YgN61N3bXaTQJHAn5PHJgIdubhBfLYYrbzWVzz+l/dsmWbIEuG4LvbEz9kLeXgVxSBaWmBKFCOMTUTaLNKgQpAGPNsR9jcDF+MNMeTJjxPX5UYLly6Tg5EB9KeHebaTFAUoqEh3jCuf4mEExU7iwOrsJol+TGCwSnGV6vdbH3cd/hKAKPWV6Wld8PVqKxwQG0Ynn+LukIO7z1MmdrX3fgY3aTNsvxp7E/0PRBTcloFWHeUlFHOTo45sXudUS5IWhcg7PEfzwe/RL07fyH2E1nxF7kV5bsGcN5bkKPVhpcurCagus1oQwZPVX5tUw80d6ccJx531VaNUaIuLF81avk5F658XMmruEX/qCEbS8EtN7RpAj/ghd3HSfh9D4olJ+g0uNktUUyX6y7nQIEFQIZrySCZkcBQlvP0AhCybwcFFPSn4CVkUKuFROle7TOsLzpbQRf6bQnylgfQ35qxV1scDKHl7n25ZKeevuxj25mZRRfnxxI7eu7DduQRWBiEfebOfC/oQXhq4KMWXxRBIFOOoskU7gnBfLiium5NYNNzXJDggLcrR96O9dGLRZ6mcxI8hW7QhUbL+eS1sPyKuXfPiYolTVB1t0CeyB5eJmkR9xpVqXGIrFvw1RxteYfcjJXm5QIGoaxCA/9LpIWG7lH9SYIv4Z0SNoULIAmd3lyr+2JFJ0ucPUn7mitHWzzJf7t0H/BQHXeTvjIODai20h7DcYN1KBP9mQbFv7/gNsK4wHSI2Grm2PJZlXLOa8IM9QxJDUbODDq+0bSqpUP8N4lp1deiGUAWQZfIa6GyxmAJZSbY9M4hY1HH6SSYTaoHyAWxdpxUdY6LTj9tOqwk5kbcsrjZdmq09PtipDX4U55NZEvfdbynNlaWqY68Z8fyCmIAZSaJtYSlIKmbcYi1KuQoTJfEr+vonaGyPuZ0uj19DO/7uqq7bdTfCy69CNwpV5mJ3aQuTWaKqX0brxIntEjmAoLu6U35BW4fyZCWP/vRP/unxCWotmprt4AapUIYpYJIaXy+9tRSLZvl2ixDeq5lBNiiMmYKCU3iLosRmKK2d9oa6uMShOCDkW7WgCptBYzz/G17S0MykPgDQfSvbDsvWP7/FUsHy9LtZABp4pBDw6iIKMm4cr7acsSss6KZmcD2mKlzC8qQ4+ACUY9q48AENBOCTlwJGwqns991nG/ez5ZvhPEvzy3Y010E/J/kTezwo06lDYLdtN60o12LX9Y6e6qyDdt37voxJ/Ir5J2eGR/CpM8MYvE6/hhwvnDX8uUNCQHiZElyhE38leKZc6dhxk91L2OlfFfCXmuXPt9JnKz9pevM9G4Jize8zSPvSTdgQZJwZooO+TyS6cVT8CN7HySKS0SLrn9RCHOlLlha71aAojpG+yrf94Uifq26mwzGx8UVGl5OOwqTzwi5c0UiKYVgqMEGj7flhIui1NRnxnhhC8svfFuHMKT35YJfX82koW9ZLFfcrkYEoAogHMD1N7UM4zrbFqRWq165WuKFtqSDogCTHS7gVxvtWAwxxL4qsexP0vQ5T16NJ3cbaPBQVKUPiFfTSQJyxoX8nY1yR11X8aqZZLyrwOAe3YaBupdfsBKQmnDUCg0EBBFy/zmrKCYDxfX7Mk8GduuDnzK6bBR0n7VL2SulglfS9jnK9ZJjhBnV60iZVZhFzAob9fPrW1yfsEJWX8aSrzgQWhJ/nWZaKC0XcPJ5dJezW4xOH7x7E6QIfsSLK387m14bsyotCo0DWRhRQmuV69P4LSieCs1nh34hWGnxY0owCeYYIHSbbvyWp0Xh5z0upX8UGiaphTgpEJP5m47+/9KVBBgS2GEMx8llmbZmQZ+RiKP13EChhFNfj57HwDEtLkkvod+Bqe1DXb0GxVDY43TP5cELm2RPR9vrKTMf/UQkakMKRw+J9bpqrFV9eAy1ychilFM+eFMUrQGLgPYRHRGbYGjXmTGqx2P8rhcbHQj8qmEaK4R9TcZ7o+6KpeQC58Z38G5lqBAmTRezUyZwcuX8bjqNTVxSERdybGBCAglwrwOcDYx/OjVXJUfiVmlJcdK6wl3rCpDZ2UqfguIJGMpO5n6FNbeOXGu8SyhnGyE3eINMo2elMDteexCNZV+kmAtoR/7RxyLmcGQ03w3GyFrjYdebCa5uBaQJB0/xGVqfPK5UQkiPwN+yMQYVJel099D14wIf8WsQU5tDs4fETwVRub3r8WGElsguMJTHibUXD9xhpHcCBQxJeaG8Xw8uXBOeTW5LZOq+jJ3JSyT+l9elmDu9KjS75zaXvvjAu1UEmYOmywFCuZblVmHkInrOLgmmKlh0eTPO9KCRd8+oechIa/sUikQPcMdaCI+Xub6y4fFVNzcr8BcEUlaJpNpuzonGGYrVp5gMMnHP7NiPVvftCh9W0Z6Sb8sQiZdlo1Q5MNmFGlOPv8mWtIkJeaRQAi+VexocsJgiaPitT0KnxMHVGq11wPr0QEg4FMmIAs1+rgfPS6ycUGYU02A6388pSS94E3kfAbArGUMkONnmjsOTenexocW7HVD2sZvFsxcW/oSYTPXwj4sqx6zv6w9fJCxzuY4fahp0CFagZNtXWSHd8u0eogm/oUwfeA/+chBHrevLwFfoevAkCFRcBt7R97PYJSEE2pGhB5cfL+/CePX2PDW19skF4IVACKiYP3RTnMLjIAwj4Pv3snxHYJJRPcOT7Gtz+LfDMgfrcGL/S1hhSOrPBcP4t/cki1sX6i/IOGjQd9BfWm+n7OOYohqx79t/O2cinWp67LmIHiD6T64MNz5sDzJaa0iznT0EKUiTmBInYHoKOO6ahDhUWfg4MUNvZjTkd7AOmyIZvLTW1zmU3b2n2lJkX031AL4yIHrrV8QyzWSKD1V0zU17r3Fs7Ov77bPDKZ0ab2dXde0rjUr0Gs9ePP7b2wVOVoFnnQpKmOEYrHYj0u163G07S8EpsTr6AHf2aaBM3MJGQ5KsGhWPNonNyH+KJ2ChaloVgAypReq02iOpfwudvyMifwxZzBQTwhBYBo3o/RWpinKGA8hkiUo2AtwIAKTZ4j2jOIC7JyMxoSJMlvdw7L12c9ZTptXyGxeZ1DmJr+utv0ErKgerZLAQz4fdbv+ZARyknL6FOuZ+N9vcebdN1x74Wt3HcycIcxWgj40Kp6it0kRgjeNKeiA3n8xpYp1O7XoEnlNaOrfIyxVHCVO/xl93J2Or7oU7sfrg6okuOHmiuIrpgvTsMNwzIsiwsg/wQNDlKIC6khcq91pOZYyBYhA3EmP1+0XY8i9rBSoP5YtYdv2nXd7mR64H09wdRR7Xc4+cHK+RZJCjF7yD3phY3a9P62H+nvIh0N04lGhwdFiJxp9Qtbig3aSLjlM8gx+mHqSYSg8IVMZahmwk09KftXdwATYx3xMLDAfPfF9BWbx9v6L36vSYspwdXJMndYlysmNogy6UlLVkF+Gh2vxnmNjU/Fkf6ccTcYW5FO4ejw4wTeCvgL4M9nKM+20NvqbAYdxd7TqYMs62xazbyZXsR1vXBcGktRe7HHfRATjyyll+TbaMvHIFMv5PI8lpb8ZP2cXUCH2l2ZO+CKINGH6k5OyB7mMYfUC6b/6Wx5GnrS4jz/yZoY5nmpY0e2MllTbYCLrfy4smTT3ehMTRTDhgnGK04JTE11EL/6+LyCN+NNrSFyzI3/loQcp9o76SoFgVQeuDWzGfa5Xue8od7lDgNpyuoy3RYQSWzC3laC4IZE7vaV4K6ymV6xiehGHLns2dT8BxY2BSV0OFZNcH4aZeEFknX0Gsu46z+aJW5dIYsZy3Bnkf0SAaePvidEgAXaIfswMBpDyPp2qWsQNjIobDr3fk/LbvJczdtNYuHAAsxGjUKLigKMd52eGzvCBae0NVi9wVT18MddIIJWAUxZtkOJOYyuphj5UyzKKpVXjEylamEvfbkpDViRGg2eNq75SzucsmDDDqvEvuXNYtxqpRZIbiXjOJDcbZwAfNFZ1QQxpG6sLoP77SUNF4Tc1EZpLcOkK2tBvcWTMXfxO0B9EeD/pJo1qYi8hIzoeiHVNYw/cwhIqhAi2j3sp+nqwk0KuC5lhrRUwp7pQwX4IyKupLa8CTG3bX4CMiIlPnDUJFHhxY/urgX41VxFTt+XNJzDW2f+MCklh/37vRZWO3IAIQpmymOw1Xx4pGMMI9qvHgnlXF29tH/TlCub7TE/EjzLnTYzc9fJklODEpVvtiLuo5f03F/q6j+2q3h/STlxnOaQRiCngu6uEO46gz8ZJVyMlOLPhgA3GPsAqVskNuoRdTqgBwu0J28nPn0cXCxtceXFG3r6F/JoQXNLXE0WOu3tl9u/hPf1OuHVGuUJkXIUmpW+wf8szHXxBIdb9Zq0wEJFc4QtMBWRdX2pQ6XLxfP9iP+LRfMN3F8LCilccr8yc8a+KLdnS/nYNgJ0acVncE31wMEt7w+DQ4jpTeIAFAuXb2sE5fV3kysYMLKJE73AEbbv5lLEixImTR0hw9e6iXS4KL+Sp3LHKsnl84vXS0E2i1M8PqLF1bFV6n0TPzOiOYwkw9iOBLCfq3Kf8AjjAVrRHa1t5s3X8kQ521xoGJVzpc1Er/+8SW+o79tnEFlwE0dvJTVK1K8K+gZs+Sf9lngYGErHyOzu100Qp6ETUYBE3xxtaEYG2VU1QvQk4tNQYj+BXdga0eT1Sp1d1WFvq7w6JyqWmX7fF1nOmioPQ/5oKylstBt9reOqWvbKugIcoDNAyvB1CgqXFhLqfsvpdTZLY+9hEu1GEowSmH+gQvewrgg8s18KZ8jY/ewt2jgbB22KoNBdGC9Omchsy1BAfaO+gCoBF8TwX4p3GDGrZYfaCAgWWqgbjKJkeJyvaZgKwviBhhdkOgSebxN42y6J+Pr3wl7H4vmr+gUgQtkLY/sGT9bvW/PKBpNtIkchsJa+E3qmA1o5OTSZUPFNdrshJFuGeO+FcpqZfYtIGD7ns0/CSO6AF4+MtvfT6twXz191UkEnrDO5vsv+pJmhbpmbYjWprqrXtftryL3TvwrovaMYcAnt17D+em3fjP25RvlhzFBBvL4oKQ+ONp8g1Tm0RC81YRIZLWaiuMjvlps+0i39Kjxpv6WQiEz+3OaP8M6V7T4ogwIHXxYbFvDiMLbhF7BUUpimOUjFCkpugDVvR/W0LjLSOq7MyeP10TtFzxMxoGKunzNlnAj8m4K0fwo50E8JEc3p+95NC+XX0T6xQlAbqgRaXyHN6vfohe/Vhw+yAIa+BarwQo5Gyk32PLgrH5ixqyXSm/NS3gQzGCRSnXKwdWf2oZ7lIKQbBscY3vdQxHcn99JWVmGY+gRiR2C6EqTg3dYtO34xjr+SWDKfa08SDgyEdFOvyG3J9r6G16Z7KIfq06lOBLqfR2Ym4bmBbVfaPsZPqWFutSpybZVrAGVEz87dIj+aCm2uYX2QS7KlqBtiV+bahlFqVau2J29GzBKYdL8HrWa7tQdOpxSYMUOttOHMcx2eH1fgNOLo+3Bnltj1VXvKfFRpA1lQSKCN363QvYgNlVgFf7BebX5Ll5yt+PmjYcHQjlEnawcgRVcWksW/3Ezbr71BuYEst2IiLqKs+rihcN9hmA3SOx/9gUTxyYiMMgBZj6IFYty91Ubzv/zE+nh0g+tF3I5sfwq7B8W5ZivalXqlUC8TcJFzO4DKXjEPac/NtLxydX9F43/5K03Xgb/ocXU42rWd50JkhHNFp+58bCCxhf9+HEYNulSqDs7aY5xH+rQvWTkLUx4aDd8yarOT00+XZE0VN9Rw1m8lhsjReTV1bVlzMHBx7zwLJfblZq09dGUMzsc2OEvyigebuvtwnL4hE7S+H5h7Wbo1ye+uUcwUoeLVbkgULQ4M7jQ/gaNwrguxpr9F6J5TzAi/2BppRyB8n4KyLDR1LwqJHlvH82Yk1ZU/oGJcN1FF7D/jcPbzb8GZGiWurM8ZmaOQvAOpo2Ttslkb7d4Yafo3umiObVDwQqExSZrTgClMiu5O2dC80oRseEseFs7RSRMH1+cOHOnrebMoFMQP7k9/IweqyUimagIYdDMfVQPrf1b0UupOkOEPwn8zLp3Ejj8JSWAG00wV8v5Cz2szoIORipOVWxrGfAKKJq9rnS//gQCkD7XGUnWRkLo8VZWHIPikfEGzM0zXbRxdRsrnBZdEFQRcIXGppr3F9VgiuABqRvSm0hNJ5HBoz4sku9Jgl0SAMp/+z/+ZoLqOIoXRi6VBfmlhm3/W055thf35+WNCc3XOSizU60+oJ7jsxM1Y/qkTOcnWexbGzqli8E4gq1pdOv4cB3dw+XSoiEcuowq8c1uTbPKDPAIRkHa/oet8XHdXhdF5yc9ckQh6V53fqiuuT8zdouwGMYrYr/tpCEZvXLqDpy7mY/tNga/e+zN4ketf8vtGv5Xf6D4GvtiiiRpJ4nIQKGXWnRWO9BETtnP5yEh43MPD78btu7RWefV7z33r5fK9zSlGRTcOERenUimuVRRj9NtLtYP5/q3h/FLesjzVPvsHtBvpoRwIHanJp9dwMoY3Bi9OF9xUgDGNWbJjJbX0j6SvcCZlbJt0rgWB8mNZP0xEjUPu+fIQ1uC2TwLbLR2Kw1iH5FFh6qPVPpvwxAews9uLdf4tWpC7DbLk3IoD5cLq3Ul+1taNn3CpoJdo02hwsm90c7O/WxF11Ajv80q3l+7/jwy7SD/pqcAfuFR23xgDzxe2J1Vjp2kCQR2uY5UBMn2PAuM9Y0U677xuGZGk5HMF2pjH6W9jKB9oExIzL71V7TJb0TRP8v8qUKSEvjyVdxJkiz2pQfSHtMgYs2jJE3rj+Q2jtyaKjZFiUGWZf9y9uT6mxVFOrqRmjtWMNVRtpfAAIy11y2c27QULZ5BUvCkrktK55iDYQ4aEu64C4qR2kJKZMAI7EDT0SEnS7goXjxp4nvf4RatBobnfGS7F9j9YyKLi+nMyULtcLE9m19zJmsSDf1NPuyX5wZkdIjvys2BzRKbsekyezEGHBhjk7j+JI1gZnsPjeGVcqOnceXzPgc3v3b0Fw/e987/KxoteTm28i3dRRv7FviDttZ3noKIFWIqcsVfudf6dSs4dbmhlCSsPSJ8TrJTDd8HmpnZ67GqNBkfmKyV9w8v27grov5J0PjiSDcZAxgZa/szwTlK8B1164P7DIjprGox++htWCzQbIxOY+Nvi3sq54KBdzL1wT5GKZY/W1KDSdY/jqTP6gtW82LHU9f7diIUcZbaj/bLRSw7rJStRGjDy+Xzbw5WfDMCv2WwgAq6o6H3txazsBGxMBctbFRr+6zbi4WvkgmMzQo72g7RgClRMDCSB9uYGRo5oG+nPdutPckV4bm/oNgQtk9wfZLhk9Wazhmb9/7F5JO3j0GdKGyDrXS16F7uorGDPNaOK6fqX+MSY3D5HA/uiMHKV5u2bxikJpK2bTKWADVNSfr9wiVxq+Y6pCZ0S/YAAp6d5O0zFKOgT6r9TWRDsdrfwJ2fHVuI1Y4sr2t9VolXkJMUVEkXcENZTyYEWh0EiEdep+GhETSLUlTrxE7qbo5VfC29GJaEunAhiYFXLc6CqOQh3Ts95q0RQkOrAzh1dGfDntWac/QrqsbH/XwwBvsmrfDXqosbbYSGFmM2OUGZB1UdJ9cpX4KgtP029GCXpEk1Q2ITKav8ERVvMbMSxbNx+r381cXmVFSM7NQ2JWue8KRUhC8EJ4Vr8bs5x0Dp0gDmlyCHP7uIvpwVFMFPNwTkhSR5ZlB23KbxCxMs1yd9wg0Dczq8A/AYYW/b10r1cihZnuDYN0b/zd7O85VKht+yZfghc5XRDbGMyR29WZrlAFcFyj47q6wEwooL2uoKjFW575TTf/M/n7/TTYBPIi9+bkw3xVQfLDniDUkK3KKv3fbnxiHIyfiFXoL8rtXXQCrPvYfyZPlKI1ikxrTZnIA8oQUMUG5SA7p5J2d29Ai4On6jgW+CdCoD0lfZ3yxhMUyHOiRk8PN7BugY39j93mhlpMqarrT4hFI1nWf2fufENPpzofxTCLBonwm0f1sRVfnmStdX1oThY5gmxil0/OVa1QM0OWBAluFGkihgEgr95UGPLlCuYtC37JZtl03iZZWBQlO+Gk6Rp8mO/NGsKfoGQMa/T4U26wYdyXbRHerqaWXV3Ig3DnS/gLH4tje7wGGpYmwsFcoXVasvT/M9il07DFb3TfAW1M7I43g3VBSZ3JEBMUpj6GSh9SvtrX8ohjdhaSDRPvOEM025epPv0ZIMdynp2arT81Gj5aRiytTP2YS5DWlqy+bZPPmv2CvOa+03I4FQNn8sp/UXrRihRfpisKEi7B29/3cGMFSFEabm6/YHzMpCZ+0jPSk6dH8sC0T3FESYNKsQh1v899EkI7HB3/x0oB2mPI6hWZ0sCsMoenqCq6VEyVYUw/IZObzwf64V7Gg8D7HUGH8NVTAUMfy9tO48peMgACAFYaBPn1RMM5pCY0PnanOllDHfT+SNq4ZyOlgGynxwMUTXbf1blWV9LpJgFpqQj4rZJc4SYDmezZC9WtlIdd+kL4SMmzYez4OTg4b+8NXHbT+oONcf3v/521+D9VmNQM5BXDkv+v3liWeeFtBYpld+i8tHsLAfKZyhNoDYwq/O2Lk7LTabef4FRcQPiho+PYU+CQsxf957VLyLTSZ7o7V87EFOhbqATiGc+oe2tMG+XizuC5UX65f2fjI8Mwz7n6+C/lXbojthhxKR835CciHbXerQoft7WI9L5yNs8nLTfzqZTAcU/7HE+fi/gsXckc4SFzamYsQ+c9r1K5aJu8H/0EDBKM0j6FxW6vn6TgYOG98BFaE+e8m98+9eocWGkdcGJHiwvOyHDoC2kAPzl7lqggDBuq88PTgt1nvLKoNP/vDjRHldhZmLLkqegwujIrd588lZZX/tK5lDDd1VrHrSs3Pdl9c/udTO3jAXevqRi/a7KS+AcWGVxDJ2dQJbSTZxAGGA4Od4XeLOmUYbC+hg5NsnPEMBh5l4gVPrYXoUCkYMtJHmT6PnSYkSATKjkKbPttb3D9Wo/vIj0BigQAWEfXiCE6nnx4OoNQ+mivN4NmFUdk+vI7qE0eg6XDFH8L7J4TKlKxOx7X5KtvwzGZAJHiy0swMmMBY2M6oc+wyNTPoGn7U2EAFUiAxGkj3q3fNN/xjv387niTEwBUKnMOtwPU6kId3xQg9N8qkqfjhLtTP4MJPY5xXjrVhxA5CB0QsAGiKe9RcBwwoThSzYNw0YpGNBtKC+H/YSkz5BCZVf0K83r+gyd3yYlYIKdUMXa2q2bq4nUIssQptyG8c0XgRxNF2uI5lM7YnHMjCRTSaSv0gh07aWbpJOcNcNE7l+hbn2KOi5oZ/16scx2o1Kaczlsv35QdKxyt6vPoSQMeG/xvy+Fq9i4vCo+dlfKLP1VxKIMnRC8Wkf0ovHH0RsfyNbIUKF+b9ilVdcF9QJysgl+rWQ0K9LWvtCF9vxN25QzDIQ6eZd2DJtA0zSYYw/621Dy4w8C9xKl1vmrVfmBmxc9Pfg7RxGjq6hK7sjNXGweyP4cz3dNYcvJmiHxQk6HB/PmA03fya/Xwup/gaPwdIRNHY/aU685TtC4ervmwnd5Lqb2CWSLKjqAG9+pV2sUaqKy/vWTamU+Kt75m8IsfVyy6RNrxS7Cvw9tUOsJ90n1N4dN7luRbXI6BC/UtNfb4CTwUYKXr1fx36YGB4fxwU9iVRzgI8+3PLzk/I1QSAh5Uz0L9w+1/qVGA+zN+1jnQL30evZiG0FVlQ1fzVkQ7zI8vFeOgDOzNPge0Lf7KId199eFnB/OWooZ/wWCWOccQw0AMWUNxQNDXLszL2o0XT89cVF8Ew5HAypFIAZmB9ek5/+m3Ph4XnkMckhHIE/CvrZZ+736OMhuf3Zg86CLqgGTWTcUf6YjGd/+0MYHYoyImT2PSOYRhhtsarZo/p2F2NhWSJP70G+KI+U7KCL9lRXcVfuvUvA8yCdq/v5OYGniRPkOEBae6Af9xMTIs6lvEsp75eEHUjuNHBxsG1Pp0aEfqdhvWffhQ8a7wckP2gzdlzgw+s0/aHxJif28PRf568YaN5Fh3bvPtiGYfgg7vfVm8lwGOgKjb9eF1huxA6+qZE38AEQ+UtT2cHX+0J+PH/eCh7iv+5QHLTGPwpGP/yjFbPHaUKGOgssHw77b/nr2XR4OYmEv2cjLYTy96v/vBucFV8PYR7+pTmX3JkuWx+Loi7x/GVHYLLd14FFLD/F4xoPQVHOeTZWWh6iKjw8jCafXKvlS7o6bT4yXLbA2mSlB177y72E1WF/Q0Nsa24QZLSliEF1BfWzB6uk6mForIysj+yTZ6G/O+eqO4NxJQ6PaWM9kjIYsMlwVbpWOZ0uuhvxmDNGvKVPehBt5DptViWP0jfPTWJ7fUzEPTgBVDgg6BfFAleyfSekMhe4N41RipXFXHf/+C2EqVYXgYTMgoTEh2XVoNC6j0BPmCoqf/XvlFF/C3KUevuo21bkL9XHDkLlmPBaiTxsIsTCgkn0xJ9XQP+k93Fl0R27rEpauWBRzsQyG0168fTbyi1nnpIdSR20squVOjZprVeYCSfB0fOJ6Vh3PuN+nsN5T1yq5dLyZnGkfkLaa9HuC9UzANFwq+ETqd+9vY/c2SBBmUhKASCxTrKTF3FOnywshsguU+ui2KvyldvTJahOYI//Kl3mXxlWySeNlhSAbrGMJepyiN30mCv5a1ogtxpzfD7PPDQWZpjXcvS5QNmP+w3QIKG0tXtaHKFgHskn2RP+VmwD5Cxw+0oydozIrmotP9AkInbS4yHsVVjuetxDenUR2vgE8K4od1XxTeu/F3f+A36XtcE8QQ+aAlIEOLHvrXbaC9jjxKTfISXxAy4Sfu7DtJoL94urwGy56LwpNoXjIEc8827SPHwze0AIER97UmjNpulHvXRUrY9+UYBYdZNmb7595NCDUZNFPjQwx7/pV24I6Md5sJE02gLQvLhVKe81094SJsyvyGuTAA6C34ukkh2fDS/7EYzsRNX0yDVokIlDXYJDOttFu652+ILAgdLYmVJTL04bXnYTtz4eZs/IZxDSSe41HAeaJ3ny53hsqPvZ0z9stiQViqBsmRR4kL3mAi4rZgZQAj0u2Jmes7H6ufmbXS9yXoOqX/VZUYK6SL2GxRsrDETgPRVZiomG1PKvWRw4gUep/WMj0Q8km474MT4ZPaHsUmEcPehDdmB5YVhewXoTegAbF8gVCk43+Hblr2XbuIX4Slfqvzi4lvxK/GqUYl+Bc/HYFO9CKQiraJfEGQjncpG1mv2LPzHmOCk/shaxTbO6RuZJVj6Qn1Pn1GkjBi1mzeBQIosTL9NRcdIi5ahwgtEzR3XFitfWXsFKkFMcx0ITrlQzJw2RtYO8sGXqQjIssLNnkCxs3b3703csHfFdWSm4C4jtcRbZeJK5+ctOxurkrWgCG5UlzpSpbBkNf05bmMS+znU9z77JNk9+CRVpNmhWPs/vYwsuMX79uLUe1A5nT8LCLemCutGPbt6eAQKveH8nN6BJjPsc7pYTChypP+PE01yZy/HfzZ5ENOAbOC/xL3lzpk2Ydx6Kwf0LdoqGMmyAIaA12dxqkveCcDOdXTLPSkqlkYNADAZ81uvvxFNI32TzlxT2vlKT+eZrFBDyTosX3YOf62rIghpg6bUJMx4tyNG7SgdaOhl1Msh9J2Tmb0QIVl8jSkN+MV4Oh6c7auAocDoBim7xFc1PIf6fpuvYllvXlV/z5sph2GrlnNNMsZVz/vonbp/rtTywvd1qkWChCgCBdDhQoRqRyTx/+l/76N80EJFRwrCuBGRa94nBTXSRl83dXDd2Ia8/2ZQTQxPaUIunKLze5HYpoyafyBt58mmUParZLUDT7JoRdhz9hO1Q0OHENgHO1kYYzvgSbyjIo+Nz0uOg3wReDHITDcOKSm3vhb9dhiL7QKfHPCyqlu+8ISlqash8ksQavpQpzFvq736QWj3ysKb5Dk6l0L67TyZHsIX/ECy9wjnsrS/ZnWNVqh0ZpX+8SCJyd87DhSSgMiUzcm/Tv8bzGKphhwpVaLRAtMZq7WRFhdan/zXYsdxVrrQVro+fuBHTqM6gWw5vYdDv9zG07zBSZQoKo8SBsBofUai/SQ+8R/aC7Jq/bn3tRdA1s/FiFneyjLr54phsmFRz1dRjW3LPOiArfpzsh5ZmupCakXzBGgACOHf7WEjn8aSbew2BZNVLjI+4SZmD66wlTttpiu7wUfIu7BgmSyiazXRssY3J6IWvStgVRFvONqGbf76D8cIpd5yI+AHrKeR5pPhpT5cGKGoeeAg4edox/oVNknDECKsSh0yLrsdLt0pcXPqKN2tG2DkelrUDgRretiNDFmOO/OiHD6aAImS747CWGbP0cSCiAJ8KUqgkin2LtVB292YWD4rS0csIXvDdro+J7lnJACaWXwlT3WMwv87dZ6+TN2X3HuaSgKP7C0pMX2fHU53nlUDP8Jr4uRO2HkVRsAIxva6H9guHy7xm7tWl4BEUhBtoadjEQ0L5Qm6wzeZlBLHzwlJgaJEpOnl8egZy9uv1c1t0vFQtF5Sq2UqmnY7O1fhc4JjPMJXSICL1ZKUSeDSxHf8UlvYrmvD1VBKgY+QN4ozv2f2bLODEcCw3KDc1E7CoYRI6uxNyd0OJlmsurZfmtixzRyXpgVjDvevZ7w5ibiY0l5OHoIvaT3U3vRShLwxBPIl+ljt8NCsrENCcKlIY2GPVeIfvC67yz2wASagrAmd4tb7i7HyuZoZyXai/OCw6/d/8jSYekFex1IQ0pcslYHdXkhgG0ELvjxAK5tST8Gyy+4mlvGBB1yhf4Tj9S44AywT2gj9QsQXD+2EFZysjEed1WJ9LqzmEqOOOun82lUJ0ns6GDqpOXN8zBJvcTSAg22SKDdbqDtKO7inJJexBTRWe1EMisOzvm3FCtIU2e87duRnWF7xmtnevzvRvdPM/L0GEFzFfMDzOveVM63WnRbAhQn2RQVR5oQSa0iyvkJmhVCTb/Atqf6KYBoHD1JuBPI4Kw5R0LF3oWM5t5YpfPm9eSkgjyMrRx1e/iHD8/MCzIdG9nrs44xRCFwzEId3Ww/+GZiF9RMPkAfzGX7WBbCJESRldYYr37/Jl1G/LyNIRDFv7l9ODFPkhg8qMcsSqopIzsoYxyn7drxQu0iGG8M/KSt4mfJ2xgu9Q3Hz53A1V195akTRAuqy46JWlurZpgAgzCni+cud4eUnB4fxVhDQwA1aHib85I+R6DbLdmRnsVHZv20fNIeoPhLDmekXqqlUP4Ykf6NqFAkEUw733JqgBzdJe7iWCXsTkeY2UR2dTPE47g+4HFuOE087dodjUMCgqksReMS/m+huOnSAewlKQCq80F142YwsabDfq6Fa/UE2+RzrHpo5gnV5fX09M71HmpcQAv1zq8oDrK0t4MVi1EnY6MZrkCqVn0cLBBRTm1+G0VS5yWhvfK2r0gG4d0JWOxlgHQ/XYQ9q9JXRFCmCMT+eHGhOW8sPa7uTSWTq8NrIyGC4N0KKrY8b0RYTqnuarDWX1/eB4IDRwhL/FPk07qQR8hc6Zyn9beEUaNjBwutVdqBCfnsXuhW8FH88p7EhzpMVIWwtw568vRQ5NtAKFukqCar4xWJH22hypTr9JNv/f/y7Y+ijLb0gmQ8xPcQ0f38zYTgXnWvUBYQOQahxzYNbjqHlULFRxBiBI3hDs1ZY2Ob36a+D+jShnoGJ3L0nmEjiCpS0ZIRIUaWekeQmPuxOohyxqfhOJJ5TmpI3OIfORrKIFN3TKfZ6kOSDgjKQo3MigLDnA1jVPlD91v6VN0/88Myme1y3xNDIbx/M6L7MHbnd4Noigy4OvBn/vrnndiu25ohOhDh321rJR/mq9qdzsS1Whzg3a4gWX56iBxCuld+oU5ick4e9RDv1KX71ojFgT0i+3HCwQwJEGozfSDKMCIYFgo1hk/OdjBb0jI6IG2ACU7jrukMCRdFlbg0YSwPqerJGRUtXAhjKaLy59h1f1Ijmx3oIMg/saNZ27KXyhkLjbMMs/M4Srwa8HiJ/REOPW7aSFi7s9Uq+CbU3PvuJTVmbIwsgvAkoYk/sNlCV/G6UZE+Os4j6fTJrCXF0190G9/ppIkh5m6mbijgXyfA87u4aRhl7tVeZHBpn2XvvdXkPha2RQfQvj3SbWrzA9F5rICWYvHu+DbCJGglCPdKbh+mehH5NoQ+mGMmaF8IzM63ERr9yduAog/IL08qSTJCAkfhpGfSMkxHAF7S5EIzFx6T0uegQOm/iXS0m1yAwvGMU1216bSmc+M+kewbh85Nxd3s8kogbvfn3cLhkue2Mwm0xkk12MHAt8ZX/kzs+SYxyU7vLVG+vdyog92HGmG56E8GUrMO0MAtiplyebtjB3Xo0LlPDX1tdfJPerSxPaz7zoL5fuerZh+cIjP9pgGlNQzSbVCCEfC+rj/1avLiDCdgqBLiBfeuLLitPcFq7V5/i+1jfSeLK/Bv97t5BnlCcbXywSXf/nHn/N4h3DtYGL2Ewv9rpzw++3cZXXCJLWFS/P8gjpRlOkqHvl8MfADHxlfZEiMSKSyLswhZOuTvVVEbuY/9rNYIiN30jExldVFjfqEPdFtg/9Asz36AkqQj3M5jB8k50I5ityH32BfN/3tYRW6KcFfhSr4V8HOpsNz0xskmQIPsRIh8AEDYd6EdPmy2cow5bqXVboyjJFlI6v3VLvIrg1ObgvwZWflHAKxA6HsAl7VnuW478ewvyuPi5+T3LxB0hkRc3eOtPI7teD+uhxqmPv44Ti4S8XmgdTy0Ft1PCzoy/wakPFf6Z4K6pTFswZpO0YX4vgPKqx/W5pcKGqMHvY15Grw3GCgofdO8iILvAXc3eNEX+Uwj9azM87DgEmR2fo3C+onox/s4zRNLGzY9JvrPgtB/kpptLxEP2vyIVF/3lt4N6NHDCpI1xob/OJlxLUzrqUDN3QP8pi1awJkQBFQGpMhW8ph2lzmeBahedxmx9kqNMf5yv6LDte/3ed6whFGh97lb9mYnEyDD+kCfkFK8XXzMT0Ui03I/HBN4T4AM4j7KLZtp5Z4j0mrfTeHsQeEDiJCT39oOfppp1pYLD/F/sqD4DM70Nji/os2AsZWvpBP9SHZj4/h7chmjZ9vqdLvQsdWUYXn5e2DovHQ3amkv3+yzHxKf2poG+UwLlRhH/Fy/RZwf7inMdBKR0O0I/Piqjj7do/UA7A1LJJXpYRhCh+YrZP54SmUenXADr8qkDW+7u1VvaDnkwCPLfh6+4PQ3Hl9l2H+3uewXxDIKnCh8iSGqMsr68IUKbRM4bXQmWPN53WoaYWCnjAOvXl9W0LFxuHmrWTqrXbJJjG4zV6Pi44leXl5NTyYoNKdh+F16IePeoYYT0NlleX6zGoR97O+qSJXIbFyBCihXt0QmT9uZpqadXdmgmy2yx65vy0sJ5URCfPIKTmT025cLadNfOj2etGzyNbIUKBI4xz2/2xBH9NlbrQTOZe/k20cXpEhImBEkRpnIau5u9rrjfuhFK/JDupMwfVLqFnK7ONcSHhzShTSSp3EWxub1zdUWUGwjuUNBdmpbghwvGi5r2Ahuprt0/STaukK6O4tOac6zWc/8F8fUxZm3Ia/4V+lBflGC1eGZiYXwg1YHsyY++PO+bDNH87aCHkanO1q3fgL+/yVAaFfRMvgTRwMtvn/Xyg0L9TDaddL6BQJLZknJbp75b3eI6bIK2UwIGV0Jf7ras3o477AB00WhnYuM0HxUmT6NPEP0/aN3jaCPOWiSFiRFd/rEBctFuDBYSEhU5gGt2Tf8TL6m2k9/ZvRFmC5NIvkvXffv5U+bHDUqaafjABxi252dO5+GQwiOnvicdVFoycLSEr0c4LcXlrnbZ5Y6bh9LJvOf5CNrp0cBaNo8JSO10WAubRcB8RSYZyho2YXf53zaRlfneh7YYpS7ixXw2a6cgNaqJ+HyJHD4m2TWqZnm8Ikj0IbM/PSvX4krhqhvy0i1tVx/58Zsn9Tbb7O+UPYxni4R6NS5Bua1cjTTNtCGI5f3JV6jiMyy2n/hzq/bshVruz1qJZTFYp8ct6zuudb1Ts5TVVrIG+vnYXDrTbSBbv365tJU4/cNcrjLYmrkESUK2jip8TaYAm4oV9iINxcHNkYoxwIvAEDzT9AT2Pmb9w4FBfPBpE48tke3a+PCd55LTAZKBFpEiMwvWiv9YBZQAf199ctJQ5B3XZXRpqLzbRMC/qIvUhyEl8x55NXVqM6ft1FixsQIS5fZ8UX2n0Ig6xggvtiR2O8I37HgwYT350vbrrV09eMLmZePCSKbiDweZYD+bymS98RJl51uQLfkVehXL+IHemcr0IWeA0fAjSS8cKiBESIryfGgNU6RjDPO5Sasm0+cvSYIax6uttxSR2Hqm306F+10n1NHEk0OygXnIIaSq4ofH5teVsYhfIxnZrW8PfeUET7FCd/THUBeelwM9XRysHD82R6mfxqts+yUy8Wx2NppywagpyLr3c2OWjKtfLm4Wm2MW8/syhMrlwodafKxx9A4ICu/IVRBJKimlq7Q6+I6y6HqFQOVdNgdf3fX7jNCpKZUR+z3BAZAc/JTcRgsTkP+jfTRyhXg/lhZvzE9lsrrnrJJ7Wr3c57uWmO5z4S13sB21yV8xnDKdpspOo3ipA1HTrxjP1zpgOxMDfGEWUj8dsgsCVE+8qCV2YU9zAHXbcbIz3cGE9R9AzcPXLOS+t5KXJ1V5vtk77u/QWSK0/vpoi6xi+NPqDTFeXYtuBHFkGA400mSeWlUCTNv+wURiGNSdf0TG94upvCgU4BnkdYR/niKH17Gvacc8zqkCl0/vv7SutYdGSqrI6cmcVQuev91E6xOXfFOR+SMHdTCJycpgVZ5mkL5bu0XBJJqO33EwfexYh3SHf8H/Ru+pax/eVkFR3sNfzZ1frcHCy2h5J967Qx5PHDM938HrqDP4UioRZSKWCDBm9926XgdPh0rgD9HkhxsdjwlfhqeV4mzXSRTs8c8HgPftdDzfPOPGQKEiE0/zhuqOnuwDPVdSHCr7OiY6DZ8jvcWF4amjV7MXY1hXDTiTEiYp/6UlqCr/XjV3z7m/BzHftoDfzsX9c2Nh/nnbHx6yfabQYJakhiR5/iOFX+6KIBANrooLXbh3VzxfkejW2AZ8NlD29OjeKaOxfHizYu12/8Hy2y+mbPCQCWNfhL5WyenkyiTNu37yoG5nV7ydj837gSNBr/SX2e+0llWPH6+JYsCP7ebccCF5nHixbmZqR0g88GFVaCaN61rKySmcr10QJxW8yiu3oryYTAyfPByVcyK8RQ+W32D4IxfG1SB8q+oVaeTCl8n3Y59XoTxOsBD3IUQn6vfESYbUWERtP48FLNlRftitVLPwZ4jYxIzacFl0VNMQ7JVkiPup026P1VY7yMEie8N+pbBmis0F5xPIZdmt/UGHzIqK1t5zbvJl5hiqA2w0xOLWLp6+2busfGlZM0mB/RaF1E5L/pPEXRrnHux2h2p/DvfpSV4ADhbY5hLi7mYZ/t4CqLwwiWZMsBeWsdYcY89UGj6fKjGuWgf1x9zm6v8S45XORshEhLNnjL+C08Vlq/14/wKCeofT5OOk1NhuELgVsJxEVAW7D8BfqntPr4cDDjb6jlSydc/NsVlpvgOT8xl70eN/ZL3dE1MX+VsrjwWv70cJ1gBBy7ZUiqP+iTthC4M4tGdR+Yh9L/35dKGt2WnBNCUhbMeGRjP704iJlqLgF1CdAiyEk7sqjdDKaimlOUvSigLNxbVDvQqUU1QrZrDgVXifZursF9iuoRXYoVE3h8+63uLpiWxVCLNvpAhY1Ji5uuWkGc4V+r5ViNE5HIDET/A3QrsdOGHR1swY4+Gn4L5Ix3GgUc3VHA8CTaOGXRgUXUoJr0jQyIA/RfWlhEy6oWDKp1Xcv6vdLc7BgBBCxpTAFyWl8zoWCtMGuZ11J/EBLSJ64XDMe492/neXeL8S4DZHVEYuh3D18SeVzd+gi9pmBzp6dpAtAEr0INAPj41BLDKkVpUR1/r7VY3OzjjYkYYA/P/1XmFCURK//sqRmhYUcLtgLBU3azrYAfhTPCZNs1/4urB8a5qfpAal2oLJIGhPAz+sgvhklLPf4mSEcdigipOA359KELedLMDlv4D8j6hGkLbqCVcReKQQM60P4S5fEhPHTNvfZvm5eLFh0YaK5lEj/OJNAFHIjtRKEh2MvijUf9RCvhYRt4SEI4/GeNPWvRzzCvezG2SlhWwT1CT/qlcp4cikxGHLPRJDoDwFkBt8Pzm0I9bFl0fbsap7EOutqFZAtUNYuEjJ2R1wPqv0G5j2Q4Q0Cc02+fWxeMgX62IiZCnFWTT6ZGgdhqtwp351suE04NThXv7L0U04K/lU7beLj15lVqMlgA4m3KjgmZIJlR50thmqsFZwGW7XkLdlhiGGPr9wEu2T+yApWC/LRclcjMShmRug9K+7tuiuFNV9s1tbCerlu3uHBwa/VhxKT3qrbUKNex3Is91gadjKFsTXSd1ysanRBhJ4d26FYBTKY02A4ryJR8Jfo0t9tl2pv6a8aiMCl2efTOEHI//ORGrGNYCzHb6OpsH8zRZmYU2Hdyy7GI2cxpLI1TqIgqXAo9EpepE1StjTboyrm9WzDgz2lOHvLPkYPDWI3d2ziOCWPv/4bETrvEJ5WfYB0WozYnYcQLRc0RWkCrHp3doUcDDVBQsoHhsyu86fb8R4i4w8YNLQr2E5orr6olHImwlZL+f7EIrj6u4wD8uNAPQ7fwxIe86FfHcZNJ4OTn1lRd7g0lCHDs7B4xVGBOCjuGq7tIc79V4gAPMNhjOL7Wh0nD/nxfT6zOLhN1lER+wNCPUXyv59y98L70cRi7Y5R62ZAfOCuUdhkEcBEEAoXv7Da4fGl0CJ+0suI/jtrMkUeBrE+/aCootAXuDs/fnXnKi5h8x87NKVV6sqcK2oXmPSHJkS6OQtc2DeeOTZ9Ue2bdvGgL2gWjCVgllL1rxx/VUHpdf92C4/vapPOQkawacAEc54bB/laiaHWtEhLppITcLE/UHisYMF4fNVYMS45fB80bX59W+4TOI0tHkS5GA9ySQsMDrA6Y6UeM+Gcr9lVRJlpY58V2HezWRVN/WGFeb2O3FtIlDwnDD7wORKcYKLa6PNP4GnjzaV0XkrNQoQ4OKYzfsDYuMLNdI31Ewe/A7jkvO3EbNmSwVs+eNhGiPhQUCGbofV1AdiGS1pWkykpck/ujj+BiB2J/V2mpjEVky2eblNTz4DrduHjmb7qkql46shgRI8r/1updfjr3NKTnRZg7OqjInNJyZVB0TFJhg9KvpGIMtiuOZ7hG/dJ8ocRiEjxaut86hFGwh+sjXwk6Ta4CfgX+nGW3pncILiLC+Jqhd/S4PFw7dFuVYrFu/Wnlh5+dz2PNp1jclKHVROrWZuz9QPfffPkCqSHUEjRL7URWSWzzOLRrnDu1L8QBqV9fswJQh7mlQsOqoOqk1UqpnUAYnHo1mP6stAeMIWmEP45qpI03NenMbKGccCGiTuP0YkZlwmeHwbipXufFsTv4N0qnmQKzoZaKsSovUeddHR+0ZJyznm4jka5k19Kp9Uwz2S+JJdYVLjWTtylV4iwQALaMaTaOumME3bvkdM57C+a6nJIMbRrQ8gkOO1UMZBgRDyzR3pNT4s+0UbADg9MZNTz7VR0yLBN61kUMoTTeLUe1JJZ3XhAzmbummfxNfQ8iVq5bJYLDfRYrqPTFIaCtGrPZkrUz/AMJLW5fYPxmCALFgdXp6fKRWkEJO9ZaAvuTaIQl46yOd6rcnPIcWLIC223R+5RGb7ma8YCMWrawSw9IGY1lyTJv4xVsp7HKLbyC0XeUE7wvmiUsw8Lkj1OxiLUb8DIwt+5EKKeo5J8oDA8mPzS5GxMfNNB929/n3Lu0JQRDzbIT7+LE4dzHuhPgLa0O+4co0s77Zj0MdMyyJTxS59VWXb40CNf+FzMShWfjgcT62n22/P80AxBuj7t5ojCsFY2hc4qSFpu8vlXKqDdOS/cS4nRQHwe2y2/MqELpfJAJMdyj20pG/HeM7kdlt9klKVIHkU8aElVLJ6sGSmEI6090FPzjV56yKDsDVbeqw0iFw6cBlcTAYgpCzPON1QwLT3Nm9Ni/AXqtXjaYZuCWMqC/+Lj65n5Dv/Oah4FMMgCMX/9C8pHSs+sF6+xvT5ISW+KfGabRitoTe0vFyhF5zjPBGoI24bJE1588a6fHccE28fbyU5ESBHi6hfxZGpTK110j/D34mDzjeuO+1etz9uin/Sk/Ojizvgut9HPF9s2om044t+P9pgHrmHgxPJlo/P3+QH1OBbNDGK9TJETUWzYSKqYfQ4nRuH3r9nu+IkblsdJFy+7LSlsyV7AYIH6JP/+7L+ZNKSsuuaeFfMYGvpX/VqybcdO/MrcJeSqs4j2TRTQ7n5XlqDaIyZiTUQaKle5XvL7bRo5zfoAW0IPv18KqjSK3oegTu5/fkbc1jBQrlhwujesBVLbkYm5pvYSu2PI6EJywzk5kCSFEZBnRTmaLErGdW1808UwY9pSkflwFxug+2/y/bIHo503B/XO53iPCLoPZTaIRNNOcS0TOAXblrIQbCKT3AvY86GWIcgPlMUDq5AIwCj8jBhalOHOAl7pvIiSnQjSoJlRmBymu0TX/vX5+esJMhKul+3JsNj2P39Jkup9dN+Zdjhq4DCHhgdCyPuDGLRYSdxoa0CXIx4Cvgfej04lWdtCXus1iE6gdwoH7em0v/E9h05/j5fLMg6NhG04zgrq46fegGrJr4hNWvR9OorEd3/A6ebPF+s/BetplNFMax5INjyIMSv3EdlhCNrWac9MEA+oFDLrUsoC9Z1IeEUn56UhqN7DCfxWCMvIkN5jmY13fICO+jVQP78kQn99RVn42JrNseGAEkSRp+w/JwmIswEZM53oLve0XYAfnDiJSKVLFcvRh7j/KAueD1aYYlyYSCXLZfo3gN7PzDmiNF0APtMYvd1wFOW6z194NV3C1nhlTwzln/b2J+js2QGvr8MtQEeFQ44fQtncjM5XAA+74+w+QSfXrASKBcua+wIdTe9WSAtg4hrIkETKldiUc1O9DTa7k0mT/bK5OXwkQTXmjd3Hn/bJtPyscMSAwQir45Hvda5m4RsTRSg00ZG9mlrnjOAp4Kpf54ZK72+ylGn7nARFp/R+gDSuT1ffVFd6tUTFRayXVuvR/coeUIzJc7Jr2aIjLTua6MkWjXrO2F9M1RGQn1vwXJwBV4pw+q//3sCDbwumxPC+iQ/4sdIdeWyScJSuIAAfPnceiEE6brCl7C0ctTW/Jn+m4wSjJEOSSblfLs+azao+1gKh/9JwLUXRW0WbgtbD6Z4eWBxWvzoodgTZIDioIX2+aw7+NsDzuQNgP2TN+YnSXyDEw9cQd+TUJAgEmZgzziYpcNaMA/QnY/42YBv6L/DVwUPDHQqXof58NTi1FZpnvxMojmh/dJz53rbHEs4prW5Rpw9Iw/XXGZMp1U38c2Dcg+IeCGshp3PCbSXSIov91/1a6VR+mQ1gBA34lHRuXXLu5SknaeyvRpfFYdabtQRaN3R2YVx5SEbDD1MqQ/k7txPe1u2guMirYgROnQLvhI2whLK/+1W0jzob3YXzL6N2frt/uMSY/csoAClzgSoVG+ZkhSPPwWaRj0X0wecBwOsxIDPHf1BaG/KAve+gEUwT1ijcWgYcwjI79LvWf46plEkVJbYkiOwKMNiOowz0iep78OiZaMZMRK6ZOVK1k55X06y4xW+lHCYQxk22G+0f8EuseBc0bMA7P086POyG5weQSXeuQb61EsIKTCcGlKNcbacrqs/Eh1OPxzpCnwhAAwKoKedyFcsUIsjOi8ncwvzs1VXPAlIus+/kDG+nv3iYG3tW+qx8heDS+X1K98AR0UIBMpEpSxuU7cmP8hNgYVgpGqlhRKtTGFXTPLxBPzakhEtkseUL+DrednqFqMMzK9GLtddANGtcxkb8OKnQf3SBp8PwK90zE7s3CM1pFuqO9Jch+O9rDSguxfWodP4peIN24mbfZeegs6AizN3W769siJfroOnUJakbsR5jgGW64liacxrPI+ND6c/3oGiz8zYaVAf+cKVgmWASbpcbAeAz3kAhMXBDts++uEO7UcLpDgtVawkIPhv8XphpqPq1ugdNgfF21dh4+yj1gdoLL1y1z5Vn4wwsAucDmviUpdoxiyeUsZJJcrKByBJP755ej/P8LbeRQq1UCnm7or7VltdXvv8l+zbnSpaeNFir7sKK2LQpIHvEiMvgdnyjvbe1M5j+A+Tx+4tzrYnrovMDcy3RQddTqoeB95A8cgs+AT2BVl+uwDfK7sMLEkS3RcWjPGocBbWVlAF6BuTsCw5/+RF6QjLc5JCYlOp1WZG/BsqnlP6ez6o34ExXZ80aYF+ZaRE5m/k8hUvHOGYetS0GPBLug2ykPJ/2v6sXOSeCLZcm6HncRqeGoaosuVu3kteYKT7l/1jWXhaoFMWfm2EPc34Z13ZD5zm7AfDDo9wcLtS8bG2/abu99hZ/iskDGpZ0a8d3r+Y7ifiDMfNXK6v26gXOSeF3NwSrRZeAZyX0s6HOyPk5ALAozNK2kocd86aEKgD2jisIPPx1FYwpnfJDQyPTrZhGlCUOtisI3f68Gh1wrd8c9g5PSFBkL1vweanYuwdfTgA63OZ/bAcTcxOWebwJrzo8/3DUXMMXXvejZqWmkHCZyiwQSs0n2typv46dRGXVguorh9e9ZoBPPagCZOLabH9tH/eo4s2/18yDVfWYgclxKJ83D72g+mN/SnkcahoRZc36YYXpB5BsJ5WDLCg6/VidhON4GiHZTH6c0bqsVFQJ9XcpguMI+XWWF6LYCixLwXpAp6ztGjeq2/ZVPq6MnVZXLvdt3fLERzMe673cmZ5Zt0qOJSv510oRsZONcpWPwz7ZNGf3YyISNf7GLU0lwky6Bo73Z7lh+28v2Rgn5rx90KTAy2SY1437M2OMoa0WGbKaF8rFxmbSQCfCzQqg9B/mA8brLRd+F8cv9pwn/qHUS2xf0t9LytKPrIx4B0JQZhHwVwnIsaWvoLp1xxls5lNJ2pIp8cUaTlTfKaGpq1leZIJ0OjWXS3o0oeQJRb8wDmOLdGWSajyInlMhqtUUJyYyn5CxVqCm17FCihNQpOi86LACWjqV0qTfcWxT2PFJ/Alq+Z7yL7G1y0tT5vmRKU8veUD6Er1LKqqVR95x0Mm16jvwsMh8Ki62o4VKP1tW+VJo+/IkJ/ywWdHkS4X3kgppk2EJFMLXrQm5MTfhRzlfvB6I44C1fhD76kSqOPuh3yX3lcknP7ToKkKSoj5Bhot3boXrjhYWrR6TJuw32Ln2YRXqThztb/1BNgr9ClTwRfE9QkyyvmLJlemnHCcjGUChEJocOGkMwXaP10ehKZa24g/oksbHcKijN5GP9bmBnIAF4my0MSXWNhwZW6FrVF9Ec876ltjJc/C1L33jJEoan7GtP0bQbJGNJ2WlVP53mK8OcNnBH0byy80jsal/Q+v/xf94f7tYSP3B4I9/862UJwBuAxI69eVFozi3donSD7Z6NTbtSMeRc+b1r67R6tktGFj2cTLxWyVxii149Knxnkl+VeNuiDWTq47zwLVRBKVT6zCzO+gZTIM9FGnSevTGriodq0oTxhUraftqS0TNK7jm6uECtNqJjRPUdvrBXVpclsCnxIpD3lojB23YutB50zDrsjZPeP27UQ+hAy1GZRPRbMOHzFzh4pI07cqbzI7M2gqk7GgXdTkKlW9X0vOggUyxxd6jYr+sO7I8H+ygJH6lwZQWTzGiLV++g3v3ZmuBAc+8UPWmCFoBEZYD15d72dhA3O5mQbXpglktjKMVWL2d0LJHwQ3t1YSwt/kdJ68LVh1+Rfhck134aCXu9HK9+clWqbvYfaxllt6Nw6OpE6WQRV8u/PGXbjh7O6WBmkllFoAdfHzz9lbCCT+DxjvtFWyepHXrXVB6AolIhjnbYgsuPikrdwcnUG46mnbwCtmOixNP39+xKhlCSbJ3e9JiU1C/KrcO1p6ElTsD2QyMJV7b9ljere83ohC/o8E9U8wQjpl1NE2WUuUAlD8+6uxFDHu1tH/OEyAAudwtdkDSZw9bQytB0vLpfF6a++FQk1e0Sznwlpv76/2a+gY95OibLMvJPnRqNd6xjIUvhSAT0o/nuIIxQByfLqGmNHXTQQR99ZkrqbzvVGYn1Ujv5p9b1aAr35dSQjlKgtwFVPudak3KsxYCdEQWbU8OOE9gLbgSHXaaRFqh8weJzAJ+nkLNGSedrGVReX927qxWFp26P/3BtzAXsk7gm0DXPKFOe6VO9y3Agl77bK+rJPMtbF+a957Y8Kr42Jwrc9N+xUfmnNlhHJaXX5dUvKjLg2umlOEaaEoGZmL6rsS7amJGt85uOVd1hertWntJv7NLU25iy7nR4tSftG3t46Z1xcdGXAIr2KGjLhVto1Ns3QKkrxljl3ZRYDhbe0X6RoOSSQa/1vjs4BZ0M2BIlAQZHl78sRtpwdd7YNmKfjTbmNhJbZdZ5L8mDEAIEsgPpn5vYdIsQ3DjF4OnTGCTzd0uwv508McDhuipKI/2zAsRv+lHw0wy5wHHnIE46w4sPFQ75zbN/Egc6SPVTbqhkQeM54RpTbyuzd2Rm7QXRu+gi5wuXEqoQ3LyaItZVzOrQycLpvy/CRPeumXw3lFbS5WlF5nF1X+P2xIMjR32MTiCEWmxPcCtHjW7sJHKasMcXU2VULhKtFVk/cEa6VaTuPfKBoMOrgNnxk7+irjR0NHO57UGrqe7SnMFiPMRD+m6etklL1LYh09GpOO9VMR4JDO5zLP8exWgH8W8RvE5WekpsuOHn38pBJPbTsfn7Gp8nZTTT34r2avPICuqAiQu1piE2fRHXw9NyNKUm5z1V5usNutiSK8uH+XyOPSb7Bq5udH8EM3v1K5Kd3dRKhnBa/Sh4reopt2g+QL/V5BQqd01AQKYcv16NJAF99PM+f1lsLWUqAY01hd25cZ72P6yIX9Mid7bm4UhZtglJwMpmJCd0LsBM1T+NUtlZlf6DILwG9xdshIeTU1Toefa6mTnALFZns4dE8bG47p3DQYJGgH+gax4mp6mAhGEHSwoJxmduty55S0z5iJhSdrQ35zq+5CUd5X71UMSWlalcXagjf3CMEkSfJDmkuMiYKwNI+OgNPm+1E+00emF1uesmFdEj84c7MBdWVgsK6IdBfSgOpj0r7mH04rb1N3xCVcG3YBcAtBD54uTZXbIc6iK09dPhtw6b2cHUcwTsvewG50RZnIjDshMIa+u+RtutdOXcJSDLVPkHkU6icEX4j0L+TP8B58b3+mBqNbYK8ODHjGHjEofdm2kscZYpzIJUTgsWsEvIuAuLH3fqm4qLQYRjmcg8dxxCf/ZscIWBq9t4LY5aVfZ2TFRSKOVggXb853vdUfSkAJS/QmKdJhlzcjyC76DXLFl6IwFnuv3YUAjteazBZulf+8tPpb747N3ocmd4uIU0R0S+h4YhbQ3gro+Iou29TESYxIRz4qN+hT4tVMzP0nF0FTb5yOh1PJY1bIk3G5K0KgAAZfZ/J7E+xsxKoWcBWOzyFc4mEXyBZlFBjGFJkpgYXFGQI+BKVEZT45toHoL+Jtakd5vrklUKao8a+ScRoHycyaqDrATMrT3Bxv2MHLl9LXYNDmHwflTP9od4jHSTSQYvuvqxz1VIejOErRn+SB0bmCzXazf5T2Rm8L5Dii8PK5Tq1Hjty4M1G3b1lB8E/MN+J5pTYCTEIOk/Ug2TmAcG9LNTl6+NlHs7JIidLbaNlCiGdPQSUzRsnJmP6nbvGb4VQiMI8X0F19ZzX0HCa5VVU5fNYHEMeq91YUHR2/hJ4BjUXzlCKmn8NrVZyCOvNq8GRd77Ka4pzIB9MLjX62trdhCAytkdVXDnOjzjOcrz/4++uB0ds+RLvUVV7qS3kfks1IVxoagmit+QVB6pcsnbTCUI4ntKf+mCZyc/X7W49itzQknotuek3PFWEn5aMqHyNL+9ZCjER+qjAbXlZnwzLGqGuw75577+vC24917cmOB3tdXqO1kzaUftRatrNY30/qbCIlpz6YYQ3mSy5i2ICIE/buT1OLuqo2POTzLnl+3Fjk/E5N0AmS3XqgrL3oKXlxPCk7/88+RqwT/6Gm5sE+wD0rcaVdn2eB6LxDWeplu9TlNP7P8ux7FT4H0fXUlZaVgDVk/lU/a5PlW8nbh2RJzcOllbl+cQz2DXbMrivtIs0Ujvvyp3/bpAYFIuw0XNynoYm6vT2AvjdxO8V/vnIwmsH/t+xlfgTkB3C/jDRDa9Y8myqq8jmoTukp7xqpEXZzGPE0994scNCMzP2oxKGjtaALpX5cuDiaByiW8Cb1xbQGCg7Gc/L42XuEV2HL6yV3oIvusSOArQuEvJdXaGyh/IfPKzcORSjSEU5Dpd2c7U+43BRAQxb1en8V/MWaKae2ZnWwyy9MuSaus2Wzq7x7Rr6WDFYTN2uzyZu3T7WfG22S10tZc5Y+pR87cinMc1ETrd38dfg4+DhW7OPpdU89O/MQh8X1mMUfZcJK/ttGMiZnhCjo63bDkeMa/r0irlfU3knwFVde8joFrbMwE8eoTL1AElgUhRW8Wwi9p5fInFKaXAzFd/I16HYuJ+CgEkvcROaAhgUkOs029lT93LIvyD9HOHD5ihDZJtOxoo51LCxrww/jLGNg+gbyZRzA9rUArlf69quU7dSDgWLbxx3KeaLY4ud2UnMK1C6e/IJKsqd1XSJ3uEzFcqhPPAPr18pbfJuen9G5jgP8GfOYHhDkhJ9fRsbkTgu/OhsXggSzYn1+nf7VEUFjDR1fcAGqBdZlthGL5+honZWYgzlbUjppbmFNt3KMx0s9rrYurwfCll9Wq9AJBll5cdog0q564DfpXbp0NnOlAi54yUp3/qLyB0wWFCsQHeevH01GCBkFvl/hytT7LBjgWzQBiNNsRshuMlVJN5bS+S9cx159SVwWbYHiyZnEb9nRO5W+6TqQQ9y5P+0V1jhz3QuihP6CYRmNGrQS8gf5Uv4f/BsBT6dDUr/qSpMm7bDcN6xvmMpKS8klRnHWl0HcZL8ZlDt6FWnrz3reu+ns6PJ6iX5r/F9tHKNEWRu01m8SRSo9uG5yokCMrztLnFZPQOpWYrpVMrQpofgahuGrzO3HJUYEPHQImSl2/1EX/rC/JBkj/Vwg1r42iTudfZyrb+nbTDrQ043SwGrjhIWavzft/dom6tC0npUXEU0osZ4amO6s/83oSX/tVozU6yD9RKw0rlL59GgADvzMedzp80FLyxrStbqflzBvmAg+mKXoSfrHqymlDt0tB/s2oAMfgEtOVgjG1UfOa1fDfGgu7KqqBd6i9qJpDvO/C8XhZ+mLnnbQWcFvGV3SAUfTjCd6EPoPO+ci8sZc5vEvJ0y60q9LBB0tgHK1DB0GuQDhxwfP9iWy5X/XNw4E+rANqJlhjRev3+ciqRWpC/7OwSld+Mef0d8VlxR6UU19l4rGw5zWFgmv/DTnpo+3TaGa0HyemE/rGZuOI2Mi9duxfTyR/iEoMKp6idebrxm16jepP6yG/taiiGu6zX14/9F/pzkDCfjtrMPpdPmTPy3PeTZSquAVSX8F8BRoyS0gB431RWg/duubzd/dH8omX8QvXp5KrtSyx2VOVoEXdrVthBaNbyiErzOOLXW06YiPqT5I7iQmcUZu8+lmu6XoiPI/0wmsJ8mSIYyCERu1nCUl0Fp5Vys/dVqJ4U9ciWIquSeGsOO+7+G1d2cjX77qVQphFOohVfdU1N+gJVvAMinwEYpqhV++APGWE+5K5M0a3dYnqfXzzlfzd9FM34RldqJPdRuDssVMaNs2rH+3WWZwkGMK2LTtZZC2QCvOQMvFZ/uH3ZLKDlvXfmU81gVCpTsDmjbwVnGg0XdBijWDIOf/xUvs0k9slYXEUXjkQlvBqFa+WesPdl1T4oxNbOn2uU/p8BHH+m0g3NXrxcnGgq5Y2yWYFMCC8hhK1w1B8RSoFI1cDLhqyNfSedGZ/QXpN1ya1gO/a48F+fmoQ2nG9MCLLgUU4IdRAxNsroqNNoTL5SR71CqmzRImPAHayA3RIAKHhOBan6rLsDy7Ur5+degxxamj/65PRVMwCskPDfUakQl2k83f/JwiC+8W6GoEUoFL6D9Qq7O5+zAUleZAhHpRw1QsjvWBn6ULWBCG45fwa5LG9bi54hbnGjHoH6vF6VJ1woQp4pEdHF67htHeHZ1Z7M7M1d3t+HuCFo/03LKMpQZsa9EQRjm81YzJ2hKlcNVMX4YHxWrbd8u6hiDkYyXMkp0FLktB+l20omm9UQhiNV3vzqV5XRY6xc4lwmtKyoCshBlYxZtJdVBW77moShQxYPVfp3UEuurVG+oqWdNSGmwTy+Kkg8SNV34nWp9ydFFq4hWhnYGb8NE3P99QUA6Q4wjQzmK0tPAp5bb0d/Aat+mIQDzLkycBIjzysQVigyIG/KBby9ukluzgZxbuYNhruQx4T9jel1EZ2qUTmFcslw0XZ6Rsma/IaOYIMaGaAuR0ueZFJyjsMule0CXiSpVXsNuJ0qvbRxHs3AJEtcOPDJZRj+JEpffhiZKpBCgWaR+cM2JBGdUdwF0d3C3cfll0TMaNMgyRZgnqsd4c2XSI6bIzKziqUFJCdDrDs1Rz56wddjmyF/GOx/dZItVCJ1Lz4URPOblCxk5RJfwFZjc3t7ouDWz+4eIib9K2BhvlKHcT8qGtVrmhH8SfRiBaeX1Mlc4GVzFZxGMgBxXp8VLqkeHrEdyE/3Mv3dMeBMNrUza59kv2x+Hx0WipQ3KT0/lLG9gvMWgqRNt+i+vxtxNBjV+PL7UMDc1rRcykXVcNeWlrAxrdntHcH80ZqVqYc45KhFdfq839T2xYbVEah4Rfe/9yZJnhA9IeLCZeEEnqr6CXwt/mrazVmoD9oIv5rBLR36g1d/YwFL39dekGTM6MsrGk76dx8+vj7/lbcPtbrK/OPyohfojikvWPvCFegHkuuA7e29CTXcnRa2v1d/gZiMrI1OxFeDlGaOw5F++yjHfbdWxV2C4F7Z4lguGv9dXCXGXqQteECRP3yH18lm+BrB63AwLLk8LuAnev0ScaumpK0zUnSY6R+46xwl2yqzS0wtYcnWMaMbFHtdC3Dc6yPf+cERyMmZAh5jLIKSU5WnfhQTsEoaJ8Py3l8FQnGzyp/X83QHh2/8c/OyJLFeRSNls+TB2YhmAo/pq6WzIckZ4/qKuGDsMqJFc7Zmx8hfV/YwqXpXls3N7QKaqOKuLm7xzBU/sHgcNTQSdlMuDRtDZGXnLNULUFr9T6KszhufjcaQlIzx7E7ysgn/xG5kb0g1u40zRrH7gZmYo34sP/X8YRCKWlA0asgxSZRHyc5Lz8FOUfpQ5mePZSmZxEUaHDLVGQeegssjMQxQjilF/LLxZhBmZ0XE2TVge8du+JgCOdLUoO24xeoUPQgTRof6qQqtyH9PbXaTzzGRoP3hsACsTvebxqVIu1WymE1dmH9dcZajB+r5QEZfuorN0U2OiFVPPEwRvSVSFQ9nt+9Ur48elO/47SnT1mGLLfb397XpzUfev8bUjxk9DG+rugrlubE6TYpX653ZQHx/pPJJlAkCafaYf6LFpNz5rOxoXd1u0cmDJNzkcbV+8O7WrQ1tVvAW+hHTb+Xpw6RhUlzf57aJ/kE6oiUILJEqHyvZijGJYeimo6jBMnSJTRJmAz9KlB2EAMJzXS+PuNJ14lNxwmt7AkcM4ffK0QtiVD9QtMG9vqXUftIH9Mf9+0SmLqkvQCo7K/OtUa8LFUtVxClpGbK9VewQ3xIHEn3Yz4rWfPd8lfa7M9eDeET+kUmc6wpfrsReeRd5bxl3ysC3b0ZizUem068ArW0nPFp54EpCQrE8GN8g6elaMHW9Yi9J1v72DilavgXaQZoS7Yy06XZo+nQfbi/iswg9inMNMySYFatyszWfYGRj2v/f3XxXPDKGTFrglCwgN/l0QdhYOPlbB35g6EP2Pn4U/eY+KrecWsvw62/VhU1418a4jrv7XZlAtNFko3ixXweF1pLSi4wx3Q2tJ1AuKS04jkvnGAJQUCHchmVii7lH78ZmDz+tVQR9bfuaHN/GSsYz8R7Fo8SQWmEiZvKbHAAmd27MonNv7+2b6OtMkYDF1OwbDAIDBajvq6hEqvgg1X071Ha7cbSBluOMuXEnaDE5H8xuYtqx9u3/Pmbo7Rb/8/elXUpimzrX1Nr9X2oWszDI6MiKCCCw0svZFBklFl+/SXMtDJTzbHM7Oo+leuc7JKUINjx7TH23qGsliLIzWGrSpHpmXEwj9NsqShBSEtd7Gx/OQoLs9SB0IOCyYCfIHISZwm6gbxep7LjMgy9TbPggfsel1Nj2GW9R1m4QH/ih701ZMCtxLTWIpJIZnuRqFABJOBRc8wf4sBrt9NSTOvjYW4S3Duk7h6ZRSQISqdtUrrBYYztnaQbmBUsDjZQtLBUYRmH0ByHKTp1tWx17PesGnNwCCxbz0NzHEdAC/jlQh2WMUKRQTLWzBldmLBPHpilgyeWV3eF6sV7I8pAvCU7HEu6uL3ey2MQsUDNgRepUnPE/ma4vpNQTk1kqxYLzGw6EDpxawJWm++6JRijyJNIQYwttLUc/eBqprGXIn9KLRUXeAngjZx615Kzua2OaDYd+Ydlsg74aBiNQt40hMZI11R9OPDAHDWKxSbDtzXRIerE7yAcJ+qyPeZSAetTO+5V6octWi9H+IByl7uVplGLxuu9KR7Hg+HWXe177Ea9FUGSkYoP2Gq+sJvMpKvEm6d1mJsOI4Hu0oEB0Op5szCSJv4225lCVJQHEhgavYkzrkwZbMESVDffI/NqMjOGyzW5q2GSdKaamc3GUL1pqV6alZPZsGeE3jqwVvkUw7312jTBho8/GZVY7FkG0ek2FdYHwxBgbru1VDuOyJ1FSbVwML1Z6o1aezQ2R1OutgaAIYTB2qmthalxBjfD9MHSrHhLZw3HO+zEVouxfXFIRqN4VkVabTozJdJ06JhHwTDGeNbrPqybGrY+no6bLpkCYev1OiaYThbAGuoNspHcy0Jy1ttKKk+KATPnqbBoWlSMQAihSHOGLo5ncxTTZLvCD5qm0MO9wUCCNMA2yrF80xsnko7MJDje7KAxKh46WNypGYU5S/TYlwLpYGhQaEUsLO0K82iWNKwDvw+3MuFi23UwrBR4gERYilQkHOpBxu60TTSdWrMEpw8xpc/wTeD5ygyqtYattlJuQb0Wr8OpGnKJrhDFesMbcahkMigpa+nD9iAqByF0ndTZBuTUEJFqBAIkDSg72e8bRdzxhLJUp6bnc+LUMSeDbrmZcwc+hdH9kAgjR6cyuUbmKTWC7EnsWKNoONv7B8REew1kmoqPmTjJ7FJKdlBYLlZTqUlW6RKebZPIGQbA0aw5wO5G2Gjb/v3F7b6dQcZg37Vemq3CSDtxmHzq0h83mzFk7wJvBwS5NzQHWFUvqHJVx51/bMLZq79YpIXisNoduj3mSwNpXcRBhu15xS5QJyAthqaj7W5UVXotTrZwVoyyLW20DCzwcmJZXLZrgVFrlDGVtOPpIOFL9NgbYd7Ybkes6xaVq7iegAiu4mabOluQ3BiHCeF4GnGKFxtLCSVD6XnSKKlu7AamgZF2XWcBLI0iyWThcVKHxH7QrWLyWGcyZ7ilhWbHTharrBf5at02xDiWgAtg66HY9GaHz3UrNT4M9oXhRMe44a7LQtOXaHbXLudBN08DE8/mCbKjB3ax50yi94YcEI9yqgEsmHGoVuAJqqe2mq8m6rHrFDaaL4KRvnIihcQ7tp/5Fp4nvaOZuUOBi+UN7BKa74xTb1rNevsJZzGCom1paeuxC4J77brQYtSvMLq3AIGlPWSGETrk2YorYWu/shGiqegeLgsXKV0yUznUo45nIxrs0vLbbrC5syMIZ6dB1MIaDRttJqsjT55ZmhPn0zhd8Gvg6irzY4O7UvW7GvJyIuIih86I4WoSrZxhOQTZxOtJvDMbO0RLdbfacoFWD1OyKLO2lzH6pB3G+STvmTxhs96SEmpTTbJq49M8dN8sEDX2o0oJsEzmNsXY6w2fRG0Dd+/b7vSgjPlVZu783TQckLsNLQlCGGWbzjG4nA4FM/hpE42Z0k8YEAfSu9ayJkKV3qXRMVqwip1onW2aMJFmKT9cGhCIkqxbvIDWvXgoxhyT7FqUzNadVgahXcrhulAHk+VxSzEN272hO0M+PiDoiLfdhANKlp0plm3w4+nqQK8oSrOXaO/K+JqSZZFs9ub7sNyzAwE7HmkskXQlUhFTDNnDgWC2zeZemVEM3fLOcT+f4TAJFwNpOLHUZEqEXI6mLJ65IGMsQe0pwoNENdEVBZnGOeMgsIKv8XhwLFvdZTNDl3WHoRy+c7bV4aCXC8IYDtg4soJdFIbLe++TccFOCapVjHc/C8lBe66tQnrL45KHcrxcJiSucZpthOOWmboeXcuTiFllS8brpSywU4igt0DWUEhNscMwXiH1NCVmW0Y/DqhD2W4Cl9342CiJ3Or4IVq3Vc9QWuLHGAhOZ424Bucp9T8sR2C9lShSpDNZiIMOYwbSHiZVRVk7uSbK0XArbPdSStl35hqIBywSGmWH8QixyqG4RCIDxOLHUyIwg0TrXKU3HQ2x3bbAY9Et0QOKbqVmimtO6WDXOeismOZBEAjBarRcHuqx6G+WaVPU8SBcoEphle1SD7O9GzbZiLPzaSH0CzGPPGYiWUrH79XmwA5wUZRmlqSK0Tptjufeg9i9OnWXYxPdxXs4mXjkXA4n6lbNDvI89biuWFrBctUEG1gAIQBW623OgwSDhlOso/WuaDclBpWViNks8/IpvV16nMKEg6y3G/mpK3XDTCKk8qD405UtDB1NdlaMyJozZsTspMN4B3HDJltzzXjCbHvijqBSMZZEIZIUFKqqTI13vR7uH9a1OeImojvPxLbaCNwU5RFqQazUO6tGJAIqMCGBHYC4CYbMDu3aD6dYsE+0mnfrADQCdXSJWvGrEYVGcCyNDlNbsdZZuG3KVSGLUbsdM5vUFCQb3ylNkRombK2Typh6A1EcKaluK+rciJSdOtUwUZKTud67kSxKblbZwA7p3Br3/nQvjjM91/E4Ax17DSYFm5hCjHo12L/ID1XvZws7gVDjDjT8kUarLDmedbmGd0Y+tEYbn9FHC0cD5SzTAdF7XEac8oI7zKO1MKcwiewEDarRSmr695vhDT29kxzMhi88rCK2xh4Z75h0NmiXDKqZ4UTe9O5MD3Q+OEae6dwutLku+FsG5QVnNu48s9ho45ne7VDB6E0TqU7j2UpRRBpqh5UcUXiooGWS+UcqmoSEFoaW1bI82ll6Klo9IafodjB0ZgMbUfPtSh2xsnjIBSQgVsRK1M3eE1nBo4G6kccwZutcGW1c4FINMZECJ6bPR5gWV8YItQtTVO3dcizbuhocmLqcjcaYsZu5RERzggbyEAQ5Ckf7zSA4FDA/aH25mln0jg+Bf8/qOdk6+3B0CEZiO59seUpL7cIIo7qoJtNqsBlQFBEQ86qUVgotowJBa0uPXy31rawsTVtc6f52K06h6OgQCkkp6wdvHGZ0ux6uyPXQ8nTUTAe8JXKM0JMJbC6OegWeIBiyVFm+N/bUfFoCu2+jMwJjDlL0eAThYpRRRAyOMlnsuoOjqUtC3TLTdlgse7kK7T16mGxSNKB8WYnIObdtQSfjYbMM0tpjuKkBUwzZCKyvouoc9QD5RgJrTWjEgYrpEIOxIB2PDit5RCztFDukiGIONshqHMVBSmkK11CJuGYHeuM4A3sRLw7MepobA5IsA5fBV1IRjUhbH3h2nLdrxZe6QdbzqFvPN6xZF/o27xx9NBXseLQvFNaYQoauNR0uwrt2Ny+pKEqtLGCsaqpbO8ykeW4cWM5UlRRcWUwHA/LImyNRAT4WtcIlbGGKS3c7mVBdkjPNfjf0ZfMoO3ZMmGiecojorT6YtXG0l1AsqNRcURlvG2xWsRUp1v5IepLwENhda5NuHMKD3j8juWxPozMWuFiTvU7Cxg4b25TKLXSTGTJo7z27S2nhLz0GtlZ7xD7s6N4K7Ac78BA0AqICT2zD39SD2cbcTYfVSEj89Q5Gj8UkAyVZcqAccQpJmjM30NVqBtkHjL9nQ0bYDKultzseidgK9HAXlloRpgyxms8Jkm7D1cDWjif3bctOw0Nq3WXmYT65sw0220JysKKsDtai9kO15bMxRU9GM6LtEPDYQbiRUhsIvi1N9Oq3q0RrO68118ZH9C7QPWmfWau0LLssK1uhmO+Utb6fiAzRy4P7iMwCY4nBhIXtSf+IYaBUswVwXnHaq3zdw9yjhuereTBDBM6CeBDXFmnJsoA7O+8A9KwF0w67xpVgiMackS82q0zysFSgVyR+PLSg0EdbzHZl63g+qO0RnXRPI97plizpDZymEPzF2NGwXTUDFpYzrubK+DhNjGHXmqGSI99cI+RQcQ6oJBqHrdcFvWUj7w7rFgRILd/wl9M1EzMbKV7WCz/xCGGYrtveJaBBWKKch0W39HRqyvH+ZHNYZM5KE/TTYqlNr0gQms9cxlGHFgE5i2rDNMJR1TPDbBW5A76OOmpAiOZUTpwGGLHaAi4Oa/POJmxW4Hg6cVaNtFTmGzaQAjEZxTS/y0YDHngx1vxgSdPpIpZQFMaXtUfUmDJXY519FCXjHbAE9QToxRpAW7WIihO3GntcjQ1eCAlM5GN+ge7gYuUTmmEHIzAjfOhG24ILFztJqHiFSEfWgPDGBpv3hJOj3UgZTLezQJou5wTnJOvNrjjq/hnGCdzd4zmMdTu+wpnI7uyGrAaLoPURfz52Yim8K/tB7BLl2507USoXVN1O0G4feimcok2ltzzkIHMER+YZP8AEeK+DyIC8QtA4JIFxfnQg24HoRngJkmnBq0ILQkC7RpDhOYFvPJlmFmPEhQUOmTcbv1+De9qIDXM8l7PCJ9gAdL1lnVkGoc78sNtu0LylHcXlgXXIMrI0HKYmrs4EWZNRWzONjVlPejG/A4eOsGpjZCY8X+XCQEfxNdb7db0LlpeREoF2gbNds4bW1dDTZuAgK7aOobiCQB9kdrkCq/3TFu4tU46sBPewRCCa04DMiIHTsl5MteMp1C1lkCQ4GMSYSHk9VwN2bqj3mJuU6WrgCsdTRXi0Qg+tOJnUa4QvhpVUNPhkVNTUkR90xQqbZi5tljk3UYcRhhVMby3LZlF5A6208xoPpjiFYzTL9iCoBg4k8kpVNXJgEaD6aD+qCQfsx2GdtexFajOXkWrX7IZpvZrm3TgopBJnioXJgbySuhWyHe+PVwYHS3KEbxEhQyHI2BuWvqGsQgLFE00q5pMJdtBDPKV52Ty2wxDqQh0VmFb05ig0mo6kw8g4Hl1CR8yU3QjZamX3XtqW33fmsFAay1xnuxARTZCAzYZo3DVqRTY8NJ4uCUddAlWRHGuYbBeR49FmGdEoOLMNSA9hjFZWQ8w4bu55EbzZ4luyQod4ABRLOlvty0m2YoYxFPZCahmsdvhOgpUxyLmclUROBZEymicewNQSHi0g3VpQW76liv1yqZXzqSjD7eqwzhxz3epmhEwjccoTkTym9UWybfcrvJkcy8uOzfWXh4k9kLG9FIlRIA/G3sxvrD1rDMLSI6l87K4PYTXilvAAW5pmPoE3BG8ie8moOVG3E3xLaFOi5gYizMys5WAQKUVnCR0Ftk+nfkpLaO6PLDs/QJG4DnuN2V8XNb1RqKZhIyUN+Mmdq9H7FKFZa3Rbh7uta1hdsiH26HSLSQWn23Fk9ra/ph9gIYKfWjZgw1YULBZFejmqH1mVU1M7I++Fg9AYa6scDUYNmVaWk2VzIj6E0I7RrAOyBPa33BhlvKfgTZEAa52Y1y1rZuyY3UuKgKtYyu6Oh+XISxU7NnREcWjCtLNDaDoFgVYBwOqso5Fmkknb6YgeGVYUxel0aQvkfBuepLXO995galbDqED9wW4ANgim81g9unI8xVD4IONSMjB6iQvMozKn1hbNJyU638M5CDa3BMhXJIlRS6zFEV3WYl5bmD909BUt5JmVbeKD1sC7TccenPFwONmvgoTU3XQ2k9n5DjaV0d5cavB6sSZn9pr0bBEVgiRz1w03mHfwFFtlm9nsXnIx2AAboGNVx0vAjmzM2HcRxoHgTqWsDQ9OrOzYtTImVVg3l4fOoxCm7NFdhVRcJSQ9QexAcjJNXivWLBrBeCbGzXpXk3nMIjwRbjqIK7iqCNWdhsO6YI5M3weSaI8vmHon2qnJ1dOoE2O69PKTBGIaEVKq+9I9ZsRziNmGsd/tGTaMOrJd9jik9HRvyFPrkNLh8TA+FNnvqqHAibGkZICZypS0N6ufdo/O5Pcc2v97kFfWSNvPdv3lk7KVmLVr6/t8axflfVSH6W3oMdsL7vsPam/rmXtiFDSpZjUmcaLjRmRE/qfW5jddaFShYA323bwNl4LKakyuZlCF+/oqNjuQ8qQax+zKKRBPW9Jco2gE4KLtMD3Vj/qd2TPSQLoX6MyQSyTLlwna1vjeUtQH3PFQ1iSZUoRzzBGwxk3pp7HnJHgDrVVO0dbpUOLvBuAE9NGr8tVkzNC1XE0Pa7QKs/kMw9x7i4Pr4XpS+8c7uWSe7FpqJYB10xyTqC1xXsFJspJskfNX8P2XB/yjJ/TknOy2x12ereYea7f9LREWy7v1GDrWkmO403fdNsUH5hxeTqedPOL8XC+h0x89xhmffEhG7XUkIrf4XDcDkJeVtCI3GIZItArkSForyuGQjMc4sw+JeVOw21pkvXnIpdSEKlqBB+GdeetUOGzFy9VgPmt3qQpO0r4fvv/zRnr0NEbdyuDiykhhAfVIZWDnLkPYomQqsqgZ9YlQQ4rrDSvm4ofFWOYxMX8SB2jrjb55uKLymxKltdJLViOaPU4B5cM0YvY4Ux6SkDnuizy6gRnkXVKjqeD3PGCPlf7Khp1mk14Q8Iyk8xG0fPRlfn/n46FLTx3WWweGel+jH82R3RaD14NaT+AlIe+YFpIktnmwbo4Q2JlFhx661YqZNnfXG32zDLjhuLGAPMbJJCG9xqmHQ6Qp5tQmlIJjE63kvsoeG6Q20wD/ACTbsrmgHSLhUHclCmuQzR67JSqFTzebEUbTM3+CG4aXUz1jtU6qb7futGgYI0LrHT/cdc2011FgP1DWex7j7JxrGB/oZBKwkGIR1FRejSfH8xzMWUn3zuZdmyWxXmSK1w0D05ODyIMpoJuOzb+T7BCZwWq5n84LBvWrrgYyBUYqiK6paQpUEEI7uioahoD4lB+MJK4Z++JA1+N+BhHI6xPHHc6REZDg5kzulRTMdW1EKyFyiKce006a1heshWhV2eDoH2+2oz2Uz8n5gcKs0sJWU7uTzDsOkRiSrRbWgHT4oa5tBqTbDS1y1NTA0EMPvCiQlT41maW2BYyw3qlZmjBDjNplljbbOe2GyyYE3dEearCDAY/NZ9E2pbnNdqmzAdimUnd2CjxkelTPp0Cd+1NwvolYS1ts4GNKOGZnzU4vSBMVZl40Unx+qTuwsBkIy0bkcIYIZJewMlupqzzvpMHBMWmMpVsRXlr38OeAJb9AlIYS1M2aAaFeg70XScxGqRYahnvqaG6Y8yUycmbWDPgqGjfUMV3jOGKTEEe/+O5HZ6Rlsz1M3WEN16kwZshgC7ExPI64dS8Sp8pg6PC6MYJDSWd7GdMxG5Ifj+Y2Ot8Ss047Zv6aCVMMmFhO7wQMiOH2rCvpIXRguEM7Xsy5RJcmgmC0JcyEwsYdDQSmmSDjw3ii69JY4OtGZ9cYdrxf2SmM/iAyHjHNMUmYLsZjJjuoKwU5+knsaGriQh6ONpvNN5Q//o8tEjubpVoaJGV/AeqvxGltryOv/wT3n/K0tMv7z+CvXpvZiXv/IfeKoHv0x28I8g2BMjv3jqP1H+G7S7WXl1776BIqfEO5uB14vdIo894ige7/+p0ExzaAew73F2AIIe+uNIFbbu+u9nb9D/T+8tYLNtv75+E4dHfRLu4ubH4+AeRq3z0XaIaW86LoNI3jvxEocO/uMReFz7ukPKfzDbVE/4bb71I/jbuBi/JwfN/+k+duPOP+Y5qX23STJnYkPFztqVclrnci18N3lDTN7gm888ryYAQdGMSuyrS/tC3j6P6vXhuUC3D7Dwg6fV4eP1MEff+Zb3+uTf/hcP/BT5PyfliYuP/MpVGaH+eO0jTU/9zfpHl50FPJy08DJT3F7h4Lo9Tpwt1zafrnhYcHHz8dHn86H7LoXbKSyfO06S8kaeKdrokBWIf7G93TN5zILorAubt4/xX4JYT1Q2288oX1Q+6+B9bsRRzmXmSXQe09Gf0amu5vvWOdB/wSBPkUvxh5NsjdVO/ve0DllaFo+gdMIAhJ3/0QZwNjyA8EhunTD0k8fU6RVrnjXTzniP6fL/wLDIH8owzxhBlIDH6RGR4BGoGIc0DTHwH0r/DXvwHF8A+ShOif6LqEHo7TDz/410IP/adlMfoEfgSJvhl+GPIHfq/DD4N/0BBBniBGncMP/oHDD/ijvhh+2D8NP+Qp/KCXTYHH8CP/SL83wA9BgWaFrsCOIjDo5w/6pbC7V++1HVX3b/YNIaLynvpP8Ejsq/T0h+/FcZ2Y/gswkbXHBTj9vf/X5v6/x4HW+bUrvzDwJgMpaxCE333vbMLOT8Q83IcSxBE7l3PE2bFqIN9w/jQKCOwcB/qMKcPU8XuvzxeCwIyv0RR6ZaIfpwL8OhVefuavQ+VjJLnJCj3ziqeFQ26CNUUA+z6suQLBx8/G3FvmCmQq5j6PV+zuGVlagKk0Qelsjz5z7oERqxII4OchibM/bynBcIMJf/fWdtyrJzZZF9mvI3dqYL2qfpWYvy20EPJOJjyhCQke6G1i7zhpNyiyyAZKiDP6X39JKlgTEJHstdL+/36DVzy9C3H3PWP+tzFjprMrS3116d8MnJu859Mp4z+nPBUMYfYKjIrMTq5S6n42YKh8s/6rnwIHCNZbVcd/QP/3HDSeI8jdk24C4t+A5r+OLRT9uVCc+WeZfttlQq6Is69drR4hjDlT72HypoXD2TLdbCLv+29K3FcIeEOdd1rGe83v56AZ57+U14B1A6JMV6yGp+uMWuhvYY6B40VfWhT6XgSWeZCtUzvvLTcI6zH7vUy/273fn25emey7kfUyeTHnpdkSVyUBxIBTWCEtBa2Rn3n2WSCk9Fpw/VHcoijzNPROwYH70L8fRNHZJTsKNkn/MfJ8MALYMgocO2LuL8eB6x4DKc02KD0jsx3wxCa3wVSfBlfc3uZ1yiAFt3l2UX6738a6u0Jfi1/0cHWCZDM7xmLAF7ZpHnT9l+zTa5xFOO4CAD8p8Gt7XhQEPY00oAj9g7jY9MJg8geBXG56wTTyg0Y+a9+L/qeDXU9jrRD9xmAX/O1JoAv/9nKY69f2y9yzra2HXauLza+Hra3H+18vbm7dBZZeWCTqnwqg/RK0kH90S/V7j6WnW6oI+uYw/qOw6T28UPIVgN08jvoHdR9DHfyPCrQniCOOi/4WYXaSgw+IIzD4qxH3vwYV6vMi7kEK3ZvttQ9MQ3H+oWAbsOqumc1/je9YG0L+72Om8rUZw8TjGU8F67YzBos1Ru+mTdxw2hDyeNo8dGXWt3uLe5EKobekO/7kBeDPfQHk7gWwm70Abh2d0zQ+vcKFm/GmSzd8R/i1d/vHvJwSqJM3uDiPpTh+KcVv6p3ANPzjLCePJC5T8uDTLvwT1+TT8vHoK7L5XK1fyyd7tGbPk/RFxfgoOe5cJ38wOe6xSXpmk9LoKxbCP7LB/jgTE7pc9dO1X92HJ2HqB4liKHK+D9/7uxD1cxsefts+/JXxsYu8prfl6t0skwT+x1D8rINNvRtvjzmCxB5zxIcs1P8MfAmS7qn7KE3uAmwfyWK6mq5yNjJOfymMkUtDmUuT5D4I169ldAw7Z866//0dqOtj0jgCRV6yAU3If+5P31zPOj2IALJ+JZ74iKfADvCzyvb4vfvJw7fQvCQBP11YGMGgC8VLYMQlhtHP0rvIGxTvU/JdI/CjFb2g7qPFvKeuKD638jeh8rl+wbHL2CtMXdKY+CQSn9buP0RiiPzNSPwGxfvvIjFB/W4oRv5zJMap34zE6H+OxCj6m5EY+8+R+Dyt+R8nMf5fIzFO/W4ovpY7/u8mMU7/XiTGvthoE0Xqzuv4QruYoP5ZEl+iWPE2XuJeELpogrj3Ob2zgAj6kvN26UPe3J9D0PPa0FMp0SOKIsiVumYExz6LqJe+e49kSAWHI0FTrwiKsqfJRUouDIWv/B1KxKOnDzJrrn5l9Z0PUte7/MPlFS5N/ChwyiDZ9GNyaZz1K3SMz7966/wuAX5SxWsvB6nxlsjfRSHuNxROxRrH6MQHxuNOqfUfHtKy8+A+IOLn3r7yEgegxs1B7On1kMhbE6fOq/UzEA46wglnQUpdP1JVpsU9r7wj1vJWFrtkoZfZ/M2MhT0VVFeY6urmBALhn8VU5O+tDG5Ed+Rp2hqO/7Pq4TePTH0O0U/xuH+I6PgX+0c/NzCuEv1x5meRVoAgn7gQT/sxEJdS50pc9rQ2t1+Ia+j/SLXWG5Ja0OfypnG2bduX0rNfVWb/cHz/n9FfT10Z+tLKPkVFnmb9/jqSKC4wsjxmrKbCcA3miu+73fdL3fUX/B0k5Pz2i3dlwxPjoLuM4U9bvO9PxQCMID8u9SBxZZvxFls0pK81pTimB9xEn5prfsVxxvXI6zvz1rALFn+uNuV6tefRyv63CQHRjoMIrOPQi2oPjPQUYNQL+HrFWfwksFFXlM4nQY2Ja//vJTkMt39zXms1B9Hrvn9xAPq+SugfNrlO7sbnm1zp39GgIbQJpkJoxuZ0ZmXT1/tAvKt8vJftL+SI/ras+luJfPwrRf516++Lo4+3MMM/EJFEzreR6cug75ca3de2Lu5YyQ3qNyla/BlbGkaupFdDUy+yD985ddz/+6+7pJnHzHt86NMw003mcUrfzdLmGOoqqiwDBx9/5oNfyTN+7zCfM0lQdfyPUOfuwRdtPV5z9QjiigbYvCEd+hMX+CNzfj6s+qWvcNbeKALs+gXc+PnP+Vcw39NOTdA3nI2PzW/EqSA8DUI8efjNbZp/Uy4/dbb5T1/xIGDyijULn/d4/IgSRfJllxcQu92vob1dOdIqm32/TMXSquNdbrAJQAF2f3+SVSVY2tT/dtrBuRe6x+qSnx0gfl+D9Vrg+PHKv1iK+SsrTFJXwvLYJxmnVxf4Mhxx1wiqX0OwLwj5VVkdN9UeBQ0uBftrzs0zPacs0IbJmPe/5tJU6P/DmbPZyy293okh1/Pt6m6KXw6jmwkGAn3q436HYegy1fjUZeBJtvxDJ+6bI+cyvHBqBXVf08eBM7qfaxd134VorBrS5ZeA3Di/BnqLPDfaqaEHaOv1GQDJ7yj6u+KDIs/ybehTbvojeFBXpApxgzD1VWxc23h6Sy8dCPL9S0khRvbxntM+/FEwIW3/C/R3M372d+NP/d3+bQGTzwPGmb6BIfhScFxDBoZ+EjLgN0Ql319V9ST6AWJM3x5XURHQqU7vVAl4w7q9x+X1L8nJ36XwiTqP02DYmYZ4c20Tda6XKPTMDr1dbdN10r4hsvbxEj3sBe48gQu+KAp9pU3JyyV6992jHzeSwL7dskzv1WYQ9wR8tZzvFF37XWCNnMOaws4Ci2+GNUyeD0WfDfXZsP7UytMXYX2C4nfosqkJDaM3xeK/EGPYGTCgtx3rcQVjz3qCr2CsX/RjB9vT1+4TBV+YNERfn/QDaO/GvC2E36fm7+2qj+P32O/viSjFYOoMvh/rpv9C/T/62skm/+X6fxzDftAPXuft6/8vOgugZ0N9thR+Q/bcJ0OY+nQII//LCIaIHwSO/zxG58IuvhGS0XMko/QXI/kNRVw3ticuwYzC8O3BjD8BM35nLP9vopmAsB8IgiInwF7IZewHCj38IB8EM3Zeyox9NZjfUC73uWIZxZ6c0/PTBfwlJGNPkIyR7+/08saWkk/7UP5n4I9TvTnSmwjPnkqF/qDxj4KexM51A/LFoH9DzconSfCfUTScftqL6L6f1u2jaP8GuKHn1sKFTn+7RMXPomjYefD1k8GFvSHc8O8qQL5oaUKTl2HvT0oLvU7i9/kSv86/HHfRSwxFHvPvE1/gf5CB8bPCDrA1crYb9mYOxs+1DQxhZ/v1n83CX23hX8MXTp7jC/kfxtcpc/kBE8hHe8jh5/u7X4+v/1yPCuJ0WMODirjcM/9SFfHFZclfQGL4TAuT1GU97JV+CvBnJbNdaafw1rSEawlM5vFktrt0hPPEFL+XsNu7jgh+kMeNnT9//M+NFvlFMf10kW+eZ0CcmbDElR7ExJXkf/zTuOmjLYif8aJvt7MGPQ4X3G/y0j8DCh+JH1zuQWPISRV/RYLDia3+bSGDnzvEP1F7flDP2wME5xYgiZ0N9ckK+i01Rp+bCfH98uxrUAH54WSIdx4R9MuG42P0/ivyeODzfV34o5vRJHE+FHE21Gej959PeOiF6EN6w6m9+4fCuk80SFqDQ8refq7Pvw2FOHXm5ly0t357Nhl5ZpH/TGu9dUoERZ5H3O4n/cLczjPdCOLlO8hT7cYv3HEfY/zURA38WqLGO/sRIL90HPn1nN9p2q82WFUvcVLXy5+1nq/ljkN/5Z77f8+mi8P36eLg/38dDewr370r4vtrHdlOeOXP5/WfYGiwmQ7GBMWgf21yz0tuVrz9lWnqb5Gbj85svJkTcbrnocoBu+KSQ9gP9IpbTkOfV+lwtZL4ZuoJuU7mo2/+EF0Due5n0bXT5vdHjKte2507IdRtD4S4md2F/2Yqj6AvInvYRy0v4jJKSL/N9Hq30iMuziuA7hP/P1e/vG+7/hN456lrTFHv3/R4fIYK+mTv/2Hr/lP45kV++Le52ySEnQMQPRvl7XyDX4xFve10oHfzDXl+/i8M3XPS5/LNtVjl1/DNA9qRW6H9Oi++rMD+BzkExs+hdq4N3s4h6PlYMPpZmgW7nPZtPZerrfDep1juHfFnueM6QjH8/YHUhwSrXzvB9zcDJwKd9c0nyI9i88pQn1b8cPYkkrxt8cPVHn+fEs16KfbaA5V4nAr7wc33x+7BefEPinxoj+KX4f+vcw/wCzcWIj9aYImRFy4xcjbWrTgFR87NnP5Zn88ql9EnUNJd/Czpdk8l3ZCztYPkgo/ODhO4xiTPb30+DqU8BFiehezbYxkXepy8bPOBo9eOZD1f3pv1HX2+MeEWBnS2S/t7kcXf7cTZpvn3+7FOUTkb2UDpD9cr7SD6AR+rIYgfAfKDQGmagBA/mfM5wjyO4kFHsfZkkCxP3copv5dBGXnfjxGv97U2vux7ejXOeDlQFCTe9xOdwVC9I3f30Pc+osiOpyV+fK5jZkEe2wP/jAveDfnWRllgtW6VOPBObjkLDT4bZbzof0/Tz7R8fFEkvJnbzgIbV3pfIPCVNJPzsvebsdq1RJ679cveik78Yzg/AyF1j0Ho4gnw1fEtx3l377bPmssx/P6bzIWXJr/NXECLm99lKg/9fZ6XV9nX93b7lOYrNxJV+GuiCr2SJYXdICHuuqNyLWvkXyGqrnWI+iOpHnXX+t1mRL57Rm81tahnLK2HbmSv2lqfKaS+tHfYbaQU8lRIXZbOfK2QQp4VUu8F7a87DtfdhufGPzOofn2i72XeX5z/mWj7182fV83Zl7zAs7JqbTvh5sjN3+/TX8BTgiQog2M8+h3voqjMjV7mqeH2Jv/zdxWLHzgV5PPF51leMUFfOYHgtPX5JYfOnA7d+xP9+RP9+a9Ff9CzThenuq5/LPwDP3/uxG/uVP2J//yJ//yJ/3ymaYBC8GvC6mt9q1fPq/rjW/3xra4LxT++1R/f6ssFKHYqIb8XoCT0j/tWH6o0nm2D5NsrGT+/Qv9HtcHw05Q2GP2FDtXfr1Qvw9DHqpdfSZN7CS+Pk4de3Nh4nD30UlrEb5I8dFYNcCoIe2/e0FmBAno2zO2KOa+SFPlQ+tsfhvgVhvhN8ItSPwj41IHvogkfhf1AcfyhnyryMXQTIDsReXgIevkQ5OEhbyshvRn2r+1V/MH+/yT2n271kzio2Ptk8B8f8gB+5Gux/6GTXf5g/7+PfRr9AuwfH/KPYf/aBssf7P/BPgJDyFPwf9Cmfxn8d095hP63FUPeDP4fKpD/A///APwRkjqep/Ykqk38QLFHkP9gZ2QUgn+g1CPMXz7kH5P3H6pq/wP4/wTg6R8IfB6o+UHCD4D/6OEKAPDEYyGPXz7lAfHQF7u2H2pB/wfy/1HI964mSjyS8R/s5PAK5I9PeRTN+bRz+K5D/kM9GP5A/j8K+d7D/ALIH5/yAPkvjt3/2cz6g/inbuUXQP7uMf+YmL9yivDPk8RBvg70V5lm/3fBB7/t8eHHLj7vw+DbN+DP+n2espUed+g7dQD9ku33K2flPiwe+MNfay9Kmz/Ld78OKPWbrd+lW5E56z+rdffXp9mCp57ij1NdkMu1Qj5trT60w/OrlsHbzmF/YhZQ8Pub31yu4b+1UdP5KdU4/tGDZ2D6rCkMTn3auTPXEfehfZXPRdzjJknIU+uRwm/bJOnf1sDuEi/nB3y8vUcYctZDByc/DXpMXPt/L8lhuP2b81qrOYhe95YmXrc8joemIehYJ/N1h+Lh+OUhLZ904tFVCiP/NQoTFPyPUZhCl1X097oYUXI7ENG9lajWd/gaiN/Z3B3/jObu3p19/tepITva2+d3BylBTlUeJSPzvnzsV+d5lnY9Ue/ue8trAORg7uXQ8yADjemhOC2PU4eRY+95+Pmu7zd5I04dnxrvW59LpE8ww5+p2ek97Ddb4Cctjd+IbWHq/BygE988ZlsSveRb+PzIldtx7uUGYxPk3gN/nK/MWSO8E43QFyyZG9Du4uha8lLgYfSV6kuEukFJ03XKXUZznDRJPOeOR5unPHsjfUM/C+lLIr+83u/wDZ+q85OH/hizxBVb79yMuh3h369rnhdEL1daN4+qltZp5H67Ws39XInO+JUCncvCyjcrS/iZR56h7o1HmbxVKveLE2TFcyGMR4i1i6zng/6DH7Se+5noRM7QCeOXZTrUFXSe+5c3Q+c1Y/N9i0s/s7Z/IS+cNIP9wqo++LX3OvSt/YGP9gr//uV91Y18vPSPlvZiZT9zm+Ks3B8+R8xbPUyYejoQ9TmNdc8fA7906Mbl3eeNZM+0Zur7hfer7u9VTLwv1PcaQD92JtqvgfVr8Hi+vshHg20wfSYx3xjv+FVAnsLFN+vVf23R3hfGu0eTaxfbI4Lgp9AC1zUbWMHJ8Qpy7FV+54jM7xcduYDgw7EWT2N27z9Y8kVYPg7ZvWQm/abwhemPwpd8ZaDbheuukvXXGxk8q983yXPHw32Ban90Ggv+GLivHdZ1I5PgZnD+6WyfKTTqK40HGH8qY8+d0DfnM6BPx/nZI/HWsvpsvifl8ty8kJe//4qxcX4U2Vna9ufZGteSjm7Eu/AV1j1FHyfqNxCtQ6zrxzvenJN/Htbx+KiOn3uTVzcqb8TFj7cwb8HFZ0yMfq0HQJwZSufM91YuRqCXpcGNmPicKWH0FSaGXvz+K0x8cnS/nouv9mk9Y5dia2fgn37ktfd8w378FDP8Ooe8kBjw3hPHvoarvqhQjTxTDufO5Ju13zkDfrGpB1/zTd8daXTsdXSKpwfJpv9X7DlbOwmK+FId2P4x5n5+GPEvRAqhZzUWWOnT6bq9bwYGOWYh9hMFvw9O5L22wfT52zjPZlN9dCPnOT7epnnQ9X+zPxgmeEdqHPZ0MwMm4B/IpWaDT83YnmzgflpQ/dJzVjMv6dUNlCYOwO/drqkN/uU1/W/X2+SeB75wF3J+wNIFZo/QOu0nQXZ5nAxgCjHtnwFGSIvg7t6vA9CnpOPdas/l3PK4jpBTZdYThJA/Pm3H61OPp75CaIy7z6T4iJK92mL2I8v2uvrFfiv9e65+oRsFrm+nftP1DmwPIVBkr73oqWYFeu/btb7OkZ1sKnvjfc8iu3/isa8ztO2pFwEKevn3Hlo9/d/X6/n5VoG4a5feN5J13R9x/OPQ/3wj+4HwR6rvbqqPVV8/NcfbplGvuosnq3fiq/TvaNAQ2gRTITRjczqzsundOU5P+fDfIAIv2jWfSmuM+8nDl4z2/qSJn0mlPx0NBLqSS05fUZbn59C+QRAClXQHzuty8er6faiW6a1i8Uq90k/v/CFF9GmoGXkt1vwQIoCgJ0GCH9jLQvW2Cc2npf3XpZ8SZ+koFPLhzGf4fKg3HlH7ASfnKnivHs30teg92ygBJ6x/pDTuqo0Af+B42o8DGnkjnk/A/10AjZyfPU+fbwq+HdDnqVr9CnxaQvV1RH/KscjvQ/SPu7MIHhd84uivoBpIauIpsgnsj6h+Hdnn8pX+qDl8KfVp/IuB/YbA52cbGpeVzAiE/Sqw0SfARnHiD7DfUH11bjh8NEHp+88MkJ/APq/C/Gxgf0q935uA/VDx/9NQOKHw/YbDI/l/wSYk+iGr5n/QFjkHNvnR3fPv8FmPvO8U+sXG9bV8pNfrQHz/6F2/K5SBoK+UXKx/aZTFo7jH+jfaBnhnCONUtvVMucIz4cEP1MCdb11Tp6D/45rqK1x07kh+JHhbHJZ4LTXLubfV52Gr0H9r5At5yT+X0yjzIFundu72X8S+G833Mv1uuy+c1eQG9VVUgQX/fr92AFb3xTgfSMN/69kbjzP1kzSP7/94/rzv34Cr8+aCrN7mJp4y4j2l5n8bwuz5zTE7BvBL1sVdZQZ000s4W4KU703ifsP5V0oM+svHNbq4esHDv8NSXlst+CarpU2FfsHgZ1fsFlT9XSmI3IyCM+RZAr6O3P8ugdEbQhR9M4WvE/AqlW/4vs/rgmeW8ta0ttCve+C7X/aTcAtenLnCY0xiRynIKEmPKRvff37lJNXuq4NQ+rkJnhlq7ytLfFr27vse4QCn7GLj1SXp9a0KQb9j6JlN/+aCRPg8D+lmttWnuK+PCMhxR6nxJLUTp749uKs/wzIfdFe/PXVV31+q8AtO6UvW6u/ik5IXjuRHXVLyHL7wG13S92aDfseIs2pzjIBentvlHch77zhV/b5wx/n7Y9gZ//1aWdBVOH2oLOj93Pmk4eNZ/J+GPhT/eUtB20NTyDc3+flXMN35phR2Hm9/M9eh1HlM6ZOY7kJQnOb8vEA4v+OVrO1LDnr3DfB9Bcanstzzh1M/a6A9ssryzfqvnnDc0V2/+8//fXvw9h9l8BCnw4TfbE0dK6ru0xmLJiid7TGLMTgmItqJFz1r5P22Ya1r0sgNcs85JlX2N3pFebzxPkUT5elb2WM4hv84nS78E5EE9gO90pGIfkhjvHXPx6sYvGz5+DTE1f5EAMAPsJSP0a6zZT7reHKN1jcgJH6+u3hS108PHL0ibzEY+UFjD+36oc8yc9+Q53SquwhiGyiRn7hWQKKfdsryRfl1WpZp/A1k9fV/YH96Zifiup5vV0cmvJ73fdFg4vhA5nQVOl0BQ9ml3UuEu4+ImIEUfC6wWHXaQPJgkzL9z8Qwt4K56f+1BB95imMk8N92XM1icIUduOzMFBhGGWiAeO2W1fvLHLszxNGk/zsx6u/eSP1FDYzIMUT/2531v9QMjEuAYUSUc6pIoI4jxiNlCum9pBIbHohg7RvCbmrbA/cwwmCynSX9ZNgQfByBafH8uP+94GEfynf9vwZzdzQVRNOb5CW6iChLndM9osWhthUiKZabZZT1c7JZhjEiienXX2SV9VLiF0OW3mfNfl7lB3ERIlExZ509rGznORqPLDuCZXieWahMyPvxDpHzKBA2FieE0kYyGY4zpmFChQe6oQKj2c1xJ6SW3pr062RIGZ3WDWPPITHcwTedhvkLArKEVlpu3OVAQtRR0ZuMIqXhM0eENVJT6SrbQLwQ5XaygJIqgmhnMrODFU4xiE+DnEuWrCF7MnSGXMNv5lO+lHOr12DiJO48tCK2JcNHvB5VdozQtG0ijDtGeXnugOdQTddgywkECwEUipwOTbReN7I7k1FTueX0kA3Juh37Q77dNLrgjQIVgGSUG9JcHjPCVsxFgQmWKcQZglGYOjcKeFOW2EE73fQUKZfpRpgJg81cD8Rgx7DS1G6nTE/+CRNuhbubNzAXMNPCXLIjTpn3Nwstm4qhtF2mDWMI87thd/pImsrHm6WJ3g+7HsTLfq4V1wVUg2oEbyxFq1LMbt5fLaWxW29aF2f25jJpSX3CDd2JuGYDPNK7znWITiFd0SBqyiCWY8RVLdEw+dSq5d4aZseDbU5inWLMN7XX5AHmUBRNI5WMjMOVHKR7u5jLogdVdk3J+PqQr7ZbHFt1hhKvUVzpvG6+XHdaEqJrA5qwZgwg3MtboDTHeOJZUy3NvSm8zVJ/z0ArgMugncEkHc38/mtZkhLqbqbM07UuoryEiVuBoA4UtY81TJoQGKctuTCT7clg18OcimG6mzTGICA2W3w4t+MNp+R1Ma6hluMCgjOgAA56Io91m11xL61d/3BeZmKeTLL1pGR8HWYck8x9geLZJltnRC2r1gjxR5q8QVrXpSVHXWi9IYCJCsnxxBY295AWWgomp2rOK6Ot5G9WIuK0SmobzGo2zuRmJfmYK+5tJNfW/QMZ1Cp71d2Tpv8AyD/MyEnNhkGRorK9VdMJZmvhrv/DwjMs0+lCgZ5ou8Ve3MVW3sipw5WtYc8mUm0i4h4LNWkdWvxozsyNQkoELFsXrLNzAPtLyny23g/GnoOPasQICGo3gWHe1Vct1B0sMBsh0Q7r+Xbo9MvCriwM5unDTqY4W93hnrpfRdRIMYgNMRWmaBhpYPGYIZP6sONy0GpIjhK1iXlnaUPrTMI2FVdpvLcgJWSc0Cle9TpKtEVTbJgSVhNVE/unHLa4gAWTUTijJcrvScc5jdPS8dLMjWkuQuQEPKXp/w84e8kbC2+ahHzghEZEUbPBag/KpsrRHDWkldZaCTcpEFveqbZMTxeSmIj8cM/t4mneSCl1UA+T/qGyvCq7aMHH601wYJbTCUbB4mCBLXMucej5lOpWtdLOZjgd+CjOs6QycrVlFeK8a66UzKQMzKOn6Z7QhS6iaT6nt7WynDkzAdMPcT7akFEzDsG6KszE7WBlzG9W/Ggh0FpvXLKcPZL6v/Uo13J6Mx6VqDYwt1U6DsPaQum4C+h0eJglRKU0Ck7RUjyu5qmpqxNNn+mVNPRZiyn0xKnx/WCe8noOzm0Wx6vJau6ahLaAWqjtrdxxzDhwTCRlJi8mgp11miJw8mKsdQDsZrHaO/1S9m/Qf4r3W7QfA9cSejRsh0DWxfTr8i1OSXqFbqxxbe0MgOhVnMNx5/RwEj16JNn4woINPdnDDj/zK8vseVwED6qpccL1NuJIHHr1LBVmO9KG8rhNEZKuCJqghOFuPYvpJGCOwoMlSKWTDmaC5iuil0PZspi7StV7vvVGVgKgI1dqL2fE2R42erOd1SJ8eFh7sNzJBxvaSiiNx/Jem1c0zCzE1gEvTbrwujf42FGwjkuG2pYwtaKX8hrfTCWY7PrRoEG/HKNge9jv/NYZ8FNin5Mk2U4DdWJZq4XSf+cA3olMoigqzcFsviE4G7q9zBcHjKG/VZY9Wqeeqno9x4cCnwDyAEJlwzl62OYKgCKFVqBiAZuY9Dxt0cYq63o1X8V+RM8TBhuOYAAFbVIt8j1P5FrqbZfb6TYtEv6wKZWOqma+N56M7IU55qlJlufUYtDWOT0HfTf7RVnRyCqZ+v4eX9ZADK0wgd0CJT3YtTiNLhaLZL3vhT0DW6LDVp1bjzVNhpdrrZtA00Wl0iE+tyxrauKaM9SNGECLMCiNwLEmbSBPDoDgFLYw7eea1vlGvPdawd8VR4OCayiN7o1BxEJjNF+kO8xt/H46GQ5em+TQrrdUezsTnswWvizxXL/qbAq0ldahXZvhmNNwGR0CuCwiI6TDwZimnWI+G4Uhl+6UHMkPIVoAwzlpBSjuwoAfzPqPNDQrczhvN3t+Ra0WCxilaRKwSGJkS1Ef+HNABtnmaAE8LUGHZCFFi/4LPqoyGbBGfH++0ZeavbCnpM4Mxf2B0Geh+QbkdO2yp6jnbCcruhgQccEEycTG0cJWRX6pRrDVZYMDhpdm1Cs7bWoOJwLm4k0wmRNB0TBakQ7TIWy7azmWHaBpgHHEKKNM9nVLQChYSuU53yu1vcy4ir+0xD3RKzUF4dGoXPdGJOpM8Dnt+V1lJyt6b/dSuGfXhWMgmquXy6hgJ35i4uKkq/aLvbIbqoStLWS3lRfsKCuanoh7MZ/go9nB2okZAK5RLHMBW82qrHYYoNUILJnPpi3bW5aqlk5SO54NV03j7F3hoGx68rINzmJNlrd4xEcNI0DYApGTmZaiyCoTasAQoTTr8SNudlBgDxOMiJLFJq2Vfr4CO3QNE4+oxmHAUq06aG2F/jjwSEMft3VipbhCb2kxEbQFQKU2mbT7VbbnM07a9+isshQNeaBLHZ1b5Idek3ssMthyswjaLzO7zk/azs3kck8mhBuNqxUEhAqGPtJ0IeXv1AlvTDV1HudFLM9RZ1nuWn42hzRL18nAzwwq1rv9bLNrBoVFc2wpzpRSmTrdAZ5aOh664ZrSrW69U6qFhLBWyDSHdYPv1XFvLS5EFSeKHR536mwX09M5Ve8mqBI5QxIjZht40o9Ox9RwqEVEBAXeiNKc1F54WSDGwBLdKPsJPhuuAynmY6dZOQunmjYbdWUO82pQrRphMMJVPM62Xtu5uNfGFgv3fiUrUhx2IBNIbNMSg+1D2Shazw6szmNYKC54QPdpMXLKTRM5wSQaHQg3kHG+nbG9EmQLpvbqbC/MpcnMUhNtvBJX87KXFAuqg1rD7VUgtIXa1X7L56YC7Sh2GSddBPjOGDCbPLEXQbYLaDXOh8vCE6YiLcCZoIjSGyR1bQOHj9T73xXsDwYJzZeT2gWs3/MHosd4sea4sVv6spryUdfsV84gWWSZubRRzUeQzoJdK8RVc2XvCaJk13JXHIpcJmlgKOFAidW1KfU+idmYa28RjMuxAfZ/tflMEnh1SK3IGA/XGrZGyNkKToErt0LGiyBFR0N9ra2XKqqEhtiLz3WlDCfEjDssfLpHN+6Oa2IGY1OOc0KIzdDS7roOIxWuGwMN7Vuki0/n7GYt0GNaLjLJQ+bD3sW0YG4Gj2FtXfSPVhd10gUiv00NYTDc7cv5Wsl3kp0wM3Ew3A/KjIypiotTUx2WWVL3I5s43Ba1g+Yj15sKNAYpvERBTrslZqPlltziQTpEXa72ZSLcy1Cp6ItFL4dhZWEvNqLYGiZTAPJMRr3bqx18DLZcn1/O5L06i3d5dziUYbcqW4h2rQFS1zzorXuM2CHrSZWDxenMbR65C2vsJCPyTieKdTaU94PClfvVZKcC5C/p5dIbOXGA5UNvS5IUVDQa1iEmMF5m+lRXE2W4E6zB4mhLrRRhTCGLRf9CvSnG1loJZVlSvkP3cwajzBfV1qZK0dHgkDaH8SyvypXRUGbig3kDVCAyMAFGMoMRwwg4BjPfsJZuZ3JrLwd2klRRXe9FqPUWKqqlwq3tdnmQsXq+9YFKSaUFGcfkJlioXSmupZzcZUm4p8yFmex23ZxHlzaIOKSbyRLe8YkG2eM62awOUC8I5bb3mwlgjDOLruF7R7uMoK2zDqySCHOJCTFB1xNIRQXV6FVX/735LDEbR1+wiyQrFTpcD2bIwtxRCanRLeyp+ah/VkcPwKvNSi4DVuUU23mSrI39fePvR+tsME6wtNsOoLXDBxjFpkg9tgcwmTRxuUymJu00U0kMx9sRPefpVnbqYgaUZzNX8RWbreFGHNcjEc5JvhKNtYdomDypNl7IGM5CBgZ5l+EuzONSt1lAmDolCkZrgUmZwYGhYdChu/M9uLXbtaLAhooo0M4skHYDYB2x/Yrq7KjZbjl8O1xX1bTn5f7uImGzToHqhWlVsqztyA7kM4u0eKixhCe4wA9qvw0rqxwP7+w5/Q323AoiWWfarZY5s8WgxXqQjuE6N/jhEilMfNasVBhGHAB6XQG/e5AHU0cbVPNQX62hcrIq5d2MrICt7sEEtGhjeH+oOUOtK7GY1CVRZ3K3QtfrhYLrqUykba8Qez91jtvNjp25a0+RSQOpd1io8rul7fUWeG9xFXaM96+S7kfDeS3i9cxC3GItpvY8aipM5TahzG0At5UIskX9ZNI5mDbEUHnlmTkPQaOdP0cWoYyzizVeKWyjhv2XLVWZZwhMeFFmw07lK+bUgxfTGi7hWNgpSEdxVYBm2eSOyXcJO+hWBTE6WOaKbkcTWsST0rFlAw46IDaKerKYlgjh2tW0t+lDvMQaYL4TzFaaids9wcB7I0FJNoVWGO1hB8jN9YNdprTfsdZgPQepTuIs31OeNgQDVlIJ8W+OBm2pgTlSh+jQQNY218+ZDbEU9rYZMIoJdGp5bkHs/BKBJnLhzHOegxamY2ZWB00wNxp1tELz1cSaQkWC977ynicnG6kOV+LA7BRsbjDZepLJzVLSIFfcz5G8XlNMsqrtFYpMNN4c+t1i687IJZ04ICrjlHRJKmJIZEQeD5EQMdfEqNeSpu9AjDtaIc4HogxuCy+GGPAhly7axkRnAzUOV0RIBwQ5xHez7cIEZtFohU/bcbOhZjnRL9Vh1DuKMrCQQ+Dh6sB+H5oAxJQo4rZemlsp38+ScR7zDaOSnhfYVIKFPLo2psGYImoj6m22YEYPJXo64Gg8kbVNZDh+nIi5RXUosoD2dZ7n7AhHvBzDp6uO7RbIemtkowHlTwu4BmEgHwjWjcv6+MDQ1RWiywu0HePx3siQrdSzSC6y1EQ8UBBmz+l9hvlmkraaay2gGqwLc9AOI1Ii8LSNUDVaj7MDIy0nqYAO+xms1kHgTLwZPRN3o7iU6ghT0AJy/FShfNeguxmu7r09HuCZsBDRJmy8rF0D53y/Y7c1IVDudtz28oeXjTruKpM52CHlMDCq6UWjjpIx7MwgNSdHuwKh6KSQSxCJkOgVWCARyEZct8fiTAbIh5YhDYvwpEkqs5ST/dycumtI4iu8N1fVQc5I2QTTSGsy0bntkOyNjGw3ytUDsS9mdjecicBOgQ4zwK1YRi4mppxQXbDbiLNgV5N1Ye/Bzhm74yO8wX2xslVXr/cxoQTckNi20ht94S5DVIplLX1rQt1ivFtQaNrbRIUK1O2w9BfDuh5BS1uROSysZVhHKBSK0slsvkLLTHdYRMwTaoNAFbewJhxKtTi22tQN0BRyb9gXK9dd5zFOArz50dRZIVjRa3MzUpw97NXhiNElAnLlkqyZkbedA53FzbFB0jbg3YEbLdBDZznb7rQxNLDqoQNX81iSJuXI5vDZbpdWioOnKaqmlRZtRbN1HCWcwKsZAllDNyNcNdnhw/k+26daDrTnhJcIVTHWsaMt7cFIiNdYQVnGfIanEDEtrekGmfQGReXPo8mGmenNIUrufHwTaBZk3Yt+OMaWqrJcA6uX1YEk1OO8BvGnsp1mtY0sIkpdxVjQNPQevIMHFKKaziVjle+rHTFdIsBwU2QZRclBvdtFHQ6oVmoFKSSpJQCDMcgNVwL8iuRigK4zZApnWLUekntkU9TJYqGpU9dZVctG2cmzAvJdBICyWeNsrO3YjpwELWng+wHEq70OYGaCFDAGiIpqJT5W54yUYpWiJL2VvZmXqROyjmd7ytA0RGHe7PXljtOx7UHlVaaX3vTOPIjhXNiWQjSUvayEXbl2tWwynDstr8Pswmq3IDxnQXQwwncrHJrKs6W22c0Vt0JNvDeCqjV0xJ6UFsOdxbry6ll8WhMXmgh7ajqdwi29mIzFYc+9nk4ZbWa6aU85RKHhgGMSR9v2778hN2tbJIcCS/OGSTaOuPKXu73jjvb4oshkm18wwxwBMQUJcfWFWfgymO0OwaPZnYGKsZM5JMceEbi9yUFHHBoMIHFENSB+sCZ6/9DeTchV79Wtu5YuJR8De1xoUVNDcgK8BMA1VIb4HYiD0OHqsNbQMdxRxIGaWRDr2l3Zu/mbFuolpiy120M65PfMiIS1IhGAaJe0zQTMRRrZlL3WYdPAvLQdz3mfzzOx14g8Zi2NacM5Y2yVcY1wlELD4RxNUqED+Ev3e4f1KaYapGpCEuOymQ9zgpZcpn9jS0nLlc3zuEbKuqeJm4IqemPu3K829hVljGmcjEed2yAOTFGqhwStPDRhSzUPPQFWDUr4O8og1riWwDoznEMug01GsRRvoKVersTDLIhCb8ujPj6mQ2joujot7TQGKlTMckptVaaDCYjccJVNllyKF9VC38h27E27Q8yoEdiNgW11FDgMHlZbFx6yB8kd23FmG17n8bQnKjsRsKYMsgnELqXiMbI0NJLw3N6LZL1SM/w1LkFc6OjLg/3/7L3ZtqpIszZ8Lf9BjfHtg1qD1uYQwQYVEMUGTvZAQASxl/bq/8wEFJs1l1VTXVW7qPetmghJGxFPNBkZAYNQ7qrGyawF7IL6aqQPoFPYOFZtYMcKm+bA2EhJsq6t6MO8rQ1FXF23FM4cTbadDbvoNWrGUNr1zYrSrwQcXV1uTvA+0NPBDt1ttbqozbFoBvzFhhNAuiwBKSYJDFvVRgqzFYHFzMMn9XccdYw38xifkNR8GHI6xVQ8mzNY3NNYXByStVUPWHzYNuqw9EqK2rP9KTkB5xhfwrBKZ7duUbWj3bF9AMOHwUaZ0psa1PF7ieL3RH06x5tGOJsxuwqglMFtg50dArxno9Gj2CezPXGzEWs6xfjoEOYUtIajBFji3aDVO/ABXZ8d7ma+9MC3wnANZ8kOgmRIM8nZ7nuC2J20hkOLHa3tECNXmKXFUkRSujrdDeK60T4MKXV9CgYKL7QaE7w/qh5rIkAlnSJEd5YwB7KK74mqqQCLO1Aix8K1UJ1bckgNxKBPxsbGpCcnajLBAej0Z7Xpum4OFxudluubYLAmhUSmgt20VxWwSFA6ix7PShK0z/ftsWZJPQtz6qu6BPmEpLS9KEHOr61pfartDzbZpUl8uxhpWm85rB4IrMq4RIes101rTpw2wy0GPAB2ZFQ9jjrZFBCl5XCsAKK0GwqjDKG2G3BJ4h4DSVwKB8uMqJpOz3qVZoOTJuPRcd8L5j6pnJyIsd3DHNcwLx77041N8AH0i2aNI88M5Zk32S06SU0M9/bBbw/DPtud0B6tmcIiVDU87E3Wo9Wht2+1XZdTcI3QW1Q1ZjorTY8ri3XXshr7ibRZn3aKjeH4su37/kiVk5VmAwIrUL8uFiTUTh2VIky9i89xazvzyUVA+pRDqvL0cfR8bytH8lDXt0rE13aXWVnXDcPGvnYYTdn9OmBGrgSs5EC3GoxqnbCJ4nXiLR2MN36zCkPZq/rWbY8MGVqIoz2zt6GeVNk+3R4OPQGKUmtl96aJPjq2Wa7eGereaQ+LUreYLjEn1mbfCdbBfjXWBu3qPt4s9pXmqKaksxvAkmcPhuytFL2PiyfV7/bDdhfGPu3Wqt/uRVJ7DLQGTxpKyOJbcroQnEk9ahBOMtKCTsTaxMQZwHjURGbEwbA+GCzEkdVedSeqxVeadNzbQX3CcA62oXy/a4lcfR1u1AUXUauR56MXbPY4Um5ue2JLdqCzZM7oae+vRygV2tEZ8K8RakRYxZQV1D39SWvCrYfEMIgaM9EXfNpw1dZU5rhuwK23FPyAXMsYVzf7eLCeC7Qkzbs8beO0wTS0lSC1TK5rdSEXdMYtvF3bunW8qQBTRRX2PX8m0HKH33N4ws2MGss1qbWRjKNApYOV2zNJrO4S5H4f7zZVA0C2W5OWHbI5hYTVr23cvj4F9LqLJDaX88Ycenyt2XgxAxaOe8CUpgAdzynHUdMBnEgysNWiCa+5zqyHr2ZxRrob4BurAWwVrR1gM9rDYehzSg4NajZvIDu0R/mc7SpDklKtmrvVO4euh692/elotewPWGBg9ltrJ6zLA3wyxucbl5vNqXpzoOJ9+EGDRQr6cK5rRMeNYz9lt1os82PJUNai2V4CTFh32MZgup9FW3LuRcd5O2aqUsw3R6I0wZUpgMQNVEnwFf1gsPT6woIUmyrfwmBQik7sRIiEMT0BMDqcY2N8+/fnq16eN7GbYtMgtoT2ACq0+hIy47wmbLzI3SenOl3pJUICG+c1fHrDUEBM+QVjLcG3VnYr/ACU+ZzpHobQNu6cdj0lDHisgbmT7mi80QjTaw3H48poJVeQuWoNxrWZ3MYOW2rPQ/Mo8Rn1u3N489og0St7TV7j677GoEQgr6WsRr68ZtmHeWZf5r39hW7NP65zRB+sqSCoR43J6PoPqvqmfLNnCrn86xPOjiH4Tw9PE84aysapN+EAdtbgpzMB7BIhIygDplORdcwC2xa38pryZEhtJNIcmPP5qLMlVGYudRlTdzjLHgq7DVclGNfbNbRIJICYVtb2hOJose8oKlAsLbu3qG9riTDg1AYEDhFngII3d7V6FWdlfuDX3H2HTdg+BJKqZQ2qkcHY/VmdqFMthuE63bYMnq3FNmzgLk9vt5uJXNNnhzrCtg3UMXPH2yXm9Ej1h4cQfGy03XPX7IHCpn2JxWAseme15/y+p1RGwOKZGq1dMpwAp6OxbkBbDpiW28mmpQ1Ck/IZmXGWTMjwzT78cM9vt7vruOMmdTg5NKgGB5pK6u25l8y9w3F27CR9Uj5SWm8leeaeIPtw3VUL3t2bDLABsL2tpMtElcmmM68mATzHGHQXemCwnLfZ89At28ErQOMBegtW2IRwVJnse22mNgdK7sFXCymBnEN1gieUtYi7ocq4R1x4/G3vz1YHHjmZxpHc2DJGs7sWbJZh2SanQ6Can1LVsCcHPBXMILxBD2NqQJvOPtEEthivVlqt25MZZbTeJJwvYlSlolT9COe7KxZlIA5ley6vjosdjPAFBowLcEbjwMqTidNYkVvD3lU81zAPrVAN4MsvF2QLBj6JPcyno2tNUXKD3ZzjduSmexpzqwQwkNfH64qpzLdDqtPhjAPZ2tHOvO/JzRg8vdgTegkxG4iLsQuDT826XT81FX5qLQbzKiWR6YslB6ibju16Uic7QHzAD3PDQdfVYAbSvlYzWzS05QYE5MbxZiBYBiYvFqq1OVLzakNt7iiyKW5suhPYnZGlLZjpvruWj4aTMC2oUnEOp1uDfgdYHw1eJixkMg0a23ghxO7GHfDter0BDTyBO8UEnBi05NNYOS5VwujxfLvDtHkhYRZTyAhTpm0fhKHgUYji/WBOelUFG/p2oxF0ME5c8snEZUJlaZDNpmJ3N9jeY+f+KVwdOlVlLxC1Oi1PO3THZ4Tujph4lSQazyqOR4yPi4HTcynenFq7eketLeCsiyeM+KgWwXBCxFWaDmUuiU7XtAbBdER4tLUIDxNhJ0XHgO+MMWvNQdN7HnKDQXJwTI5yfAtX/SE1mikkuVA72tKwdbHpgrduDVgqxiGBq2ywMuuxYGnD5QQXyVl1JQIvcCCECywG+hpjNsPdcgZATlvy4YkU61xzojK6MPH31UZ8JOPRtlrrNGOD6fCSR+4W+1mNicRRn5KYjXCUFHcvT9qi5wzXajJj963loktTp/2kyxJLngZ35uumCx3OaBNjoWKduuZiZ81O+3gfUH2z4e+OFuQimZkrHTpZHSgon6zgAE5ruR7EOUlSjL7dHUHeC8aWJe3m5KpGBjNqN3Hr/ZoDRQaFzczxqh2TARHwk6Au7YLagJ91Kkky1TcJ4S45H3KDIrksFarhZjNfzDXMZFXod7vQkrQXGyiD7sHV2MaJVbu6Bbl5LXJetTVY6P2OFUI+ChfHNrwp1VsnkxUEU2At1zvHLkVKyTipNOQ6FzMNXZxNmp2N0JtOp/YGNhBtTEezzXrQnhwGwPSpd5SawONVbdkBo6VdaimyfkeKOx04sd9eDHar9ULh4kHQnwxHCz9WgbwGq1VYiSuV0bKmHi2Y+kCJBpxzaonwYaoQBuiGBvmYiJcHTaW7C8pzxyflmCSKeBRPoyo9a86txpH1WjDSKQRGWzPspBFgnZ3ZhlmjnXBlBa0+ZFB5TgbqYrkmiHGd7JEzQt9IMwrO0FUp2/O9cL3c79wu06ycOhiht+GBg6XVPaEKr7StiriwInlGqDq0McSXi5ZjcHBWpDqdNf0WcJ6b8GuNgwpf0UcdOE0HnO/q4AhFGhorQ6NzdOJtxaq7MeUJ66bSY474kuoufRg/w3h2OlhG6/5E2vOCwluBr/VqARG5hiod5uokWJ/8WaszEKvCgYbfaTGP4DTqCR9h3uGwVls7HOsHAX2E2zQNZ/mhv3+ikoCpzjxaVLYxXelMk5B0Tod+Yxoawcac6m0XumL1qllPQc9z4wBYJnpvVB3PgDUTThbtfUzvt3xHiUeHBTd0E8awo6Q+hMZqO4HcVD3a6tpKessVqZBQNzSPu2pnUF1yHbdFRuOkWqtCDTXXTthwmdBdedRyxwtr2qk4yQHrd5Iq5H6xviX39HQxcNmWAydG4y5w7WYeTOAUetXhmpYZgN+MuId6oK/psq0yTba1YgSY4+dVDGOzY6PgWA9IaOK1FsEhWlh1luku7SO2jDZ+6Gi95OjBLHe26VInaVCtW5iq8Jzd0bTlfOyfwKUFW2D6azU2VtGa6TRi+ajBW+5abGJzdsKPBFO2FUZkllp7pCUMZ5/AvpZqD5lGMpjv/bAPdbNTS1iNMRh6bXjqCJhndrPFRktN0OxGKAOvfOxIrk3JjVBc8W25wSy7TINpypdtJg5Z58iMWajVHhxH2xww8/wQ910YZa8ua8Th2GZEx1zLz1kuKt+YAOXBjHab7hdj29W+2uuFDWatzyxGZXghWgFzYSQzcqMJlfn9NiMQbWwyAVaDsPLr4FJDzeUZm7HBZVm+yd1ug1ssJn4L4PdWippC5C2CDUywaEidOulNhC0w5/RaZ7apkZODxG5pG5JFbDmJfRrse4tlk9elkQtTzTZUXznbgGK9YSTyTtpXFnaTGgtMu9E/8w6yQc7bnOkFe1IzV61BEsFMjFkc1+kWIwD77CvLlJGOIbDAgcJ7YF0pQm2xOfnxeL4YAI40JzHTa7Tzuyac6cp+32uBL9DhdfTdjsz2wLSYXf6NMVUlIXlJy7dmmxnEdH9srxiXHa5ESYgmkzCBk3Nj8K8kS8zaXmnK/NCGFnLVaNiN8dCAToGmLrUZtCUhOB/NdnWn8DuqFerMRHO7VL+OC1vLYAzA8ys1EXenwG+RIT81mGOXBU+RzKdQ4HcdqjFlG2tRMDBGZn0glIwtH5fbhEq6XFdYMO1oELfd0a6bIJwALhAEGKerNRmj3+z1YqFObxNgDpzqQXPGAvYDD9DXMbhiJSKJ2i7BEkMkA0MGZiHTZ6a8LtI1u8mYQz4G2p7nZYFxGkxc49X+11+/uD3Cdv0Gtp7MRKbniCuxLXgVf8Mc2Z7p+a2WzNpJqx9wc1dU5dDHZIrBlZ6CqeyuhfvUwJaAkWVrw1hcAup0eUuUu4CtK05r1eEt8GrpdTz5YB7seCKE7HbZy6Vl3VFdiDNbvj02XC1syM5QarlsfRGQZK3WqQY9R6eQ5Ul1JvFgUaFOo7miUlYwoNc74LYMkwZwWw6tTUNfjMeLXk8ejzedqHqcDVhNGLQrCVSly+2pJoi6Tt96NyOjB9HC24JPxzbYGPqFfkzg/WMQg48UH6NVMljQ1blfH4UsYwEeAgzaXHGdzg4y1wJ62zCEswh8P2CazAagTy7xIQ9EZ7MnEV611fVjCb/eVkk81Tq1hYfVKZwRGuxk3Wwx7M7r2il9i7TOt9uAWwCq2GOA0Y+OP9huvP+6EvB0ozQ8RlSD5rZqY3AGI7BoK+wCa9DuTX3WEm2tZpod6MJsgfAyfba7rPHg+xuNWtNWWxAVhDZLggdphJzc1jSt0iBYqTMU25Tc70Z0v7LGMJiK1dehM7IftKvVdUKbq3itrQBl53MzpN1ab1XtLsaHQKzE6mlt0tHBMNC00KZN+sMa8CG0AAVD0xAfsABnzQjvrqsbvL7SO3Ii04fFWJqQzhpdCIxqVKBpayfbrVjt+NFoPsP7zaQ/rXNLuIyIjKy2q7n7GjPGJeh3dybLcX8wny9cA1u3iOmJhJpUsgfwucdzLsJ3mMVI+qajM9yqVvE0PZiNlotDwsX6do61cNc0jvP+LAGGhdnDmtRU6ONpps5ikYSLINh0hpEy7TalOcYqGH3Y1hrpcfjlF4O9vHY38daCIDSIyaNmABu/WjNXk3WAV5I1G9RwcuGM++3ZEg8qzKRHaxUxBO/Ar3BJrwZcgEFjVIH/sepDya0ZfnfZ2wSaotTJo6l3TPoENZaydldWaA1EFCbviSNC4DrQFuoR9NFUqvqeCoaDfTA2d5Rp8nzHrDDdvWFuBUlJDsBPUAKFq7QhhaSoZnQr5ITsC1ov3glkjIkzBpNVg9wK3m4Hp5/CtXT05mRdrWPHY9Wfn+CiNKYqetBH1qR9AmUTfLp5rdM5jqfiAljre2OncFKPxEPSrWnCnILnJLFCmE2y3lRrcUAGFZdbxxFAS1ZxlWQ3ONID6MJABjkeYtLD67g4XMond9PxoHusGpAxyJnf3qlbC3AxY6zIfps2JzODq1TVwUALINMEdNU1JWJAr4K2IrJ1aCE3nGXkJnhNtjVGCDEKI5ojv2LWDK5DVBZ+ILaoowksfVxbNmSuB/WvAOP3/Xa8kgW7oQ6Fqt0eQcmasDE1oGvbzRTK1EFoCI0Nfh/P6FseucG7QB/KmqNyDG/LeUzjaruxtJEV0rrEPH46NtsG+mt5MJuLAKd8GBWIzEhs7YzdFnGmpIS/tOAYm0UK7O74TKwtAmA+yPpisYkWJy1yMV/GEAdtxPhiRyzcoTHve8kE0zs9nVvXmVWyOj1ENl0Q56ifVmsBRQWtQMHhvCBwEHcqrGoAhWipSkdLrAOT1th3jKnZr2r4km63aiTeU0ZDIV4HTarTkdtO29rI8YDvdjHJjA5qh5ZFLBG3autAC/3qYnEKRrOwtZNXulLdDzgh6rflw8IfzPWIhOGT2SL0x4Opbx/2FW8RLRfWysLnS8HTgCmybLarc+DMCfX6en7CCNXl+N4e+CGKOw+Nthorjk5gJ2ZenfhhLzjhiudgNZkSHW116hkGL1VIKRz7gtLz2np9Y5CRH/JH0XRMYAIM2svYqus7D2bhMMaxT26rXq3G7DCsAjwREdgxbZxd9Sa1ulg3l0t2NGgqrUCPawMVM/zpkkm2Pa8ezKl4zapS52ga1ryZ8DBK1uJdOtRGS37l9mcU3ZY9rjFsskOvU2vHobjtD8SN3TNbvVXfgJG9mWS2h8lsAG1tnYKTaosBsIaMQTXQfXXbaoSQRvFWY/ZYJNOLBVWBa5UW7SRUa0Rn35jPB30eeoZuvKj7VTyeOslsRgmHTveEB0RHaet6tcdq9FETgioNRbiun8JqrwHlWPEPYQN64G7YcGV6bo2EnQtgUlstt3SPF5teIo6O1GG+ZvshOT1IjCi2rLP1jaKQrePoIkdOSMT7IxBAz9tsOwwLEA3OPYz5NuDtZb4NnPh+KDRoYEecjguaSo6n1sjYmkBWxRUhUrivsPIyqJBiZ+cZkrqQV1ptUMcn/lbf1E8+zKAfHJfQk+4FfXV8DGaOY1c8I7YrrrgGRG4KFOGNF5WpX5OxxYznAApaeg0GLGH0YNs7CBFFoXVAQFXR/WDhj1yWNGcEsHTDOiPXIsAp3D5OpkFN7GJWl5ZInLY6FWDtJglRtWb95gpbK4ZNtfdgpBHS/YUSCx3d4KoH0YTx19XJ2QiSSqsjQU468WE96zbITa0/ilf2fIBP8QUV8lVuzWB82zCX45bTd8PtxgVO9rq1GCB5nGIrhuAJ2XAOLdef9dnpoAt1k02ODz5Guw0vOFVm1sHo6jycm29Ndap2OlV94ViLlGotgbPOeNzuGTT4MqO1GnG+TMqN7ZJuHTSJrpujwTbBreFssN7H9UMz4KXGllYpmL5iRtiU62hqUl94Qpc+YStTZeFHa00AhnMz2+ihtEyJxzSY/9wyMG7VIpf0llQNUWL8KVCE7NSvTELaFgG1gfBJg2AgmuHRi7n1cr+Ma3qwnTfYhO/Vk0p1NTYCuzZFbDqZNwuWKw+32yyEtYbd3Gux5ga1+om0aDNcAMW6OwpzrD2URjXg97C9psutMsNhafnAtt7vpzVmKm4vCL0q2KatqSqPmd56/Lfs2E6XWkMtvQFSNNJibw09i63XXV0//c/eRH5w/MF2w3Pur7vW2wWPwhyfevoeB/6CabEwnN2Yw19jA5ss2utQs6cbfDIIk25jOFpMlVSWJb0H8WOkCliPXDVSidcqbDDBgJpL1PlwMgU6JB5VMSDhrV9ryCdRIN9mSG1eOWH7A9iRWrRff4f0+3HMfOVDeaZ5gelxgsI89O/RtiAw6Oo7I3p4/FFc4CDwPaYFnMHsugeYNzpAGVDQoW6pPuXbmDQmOiLAhE63chcLufXpfx43yTwqhj0cwYf24E0fjRUUYTXoeJUqTCWvBFNspxvJ+CBJuF4bTDZou7enbacm4ntA2P64R66xCX54FPGrRCzd45zAV/mAM/UjxWDYpJrPnxHi0UO+IPD6hoytFbcxMvN6YNRUcdMNwElwfqjXTgSBGq/J6ARtjaogJYm0juWq2x0mbaPRjCeuTO12Q47VBtsao6IvKA3HSzUiB9HWPbiqPphYqT5SVHMXE5X0q7Q2+47M8kL3gcVknShz06Z6tflsC3FAAtaSrp78CsmOTnXoO0nuwm8e4aohrl3nVmKDXE/aQHak2Y7esUKrvaoETEtUTuIyOYpPzZgNlzMY7h3M4ZuiYHY2QZYY+GLjHVtV6PYs5PHMpfYKcMcOGxjtkLHeAl9tUDZr2IGmo4zhh4PQqRqeUk2SdqaNGjMYedlvoKlGo4UgG2sVWhiwsywAeUoFTY+Z/qKyxHpuYzloUxvqCEkDpwSOxnKpCB1bRStISOCO1ayF3a8EUWJ3plpsLmGUFWpQcgrdQp0bxoC3/GjHwiKPraGyXgn0+jDSFuZg2j0pB4Ore/0eJWyWfKK3JhXbabTGFDCHJGkVmsfqfNpZTRtdVRaW28RwwlATovVmU+PUeE4MVczrCNpYPrrq1OLxqI3XBGMvQAGOAnmiznVjxk0FoR+vMIIft1tLPty7fbi4rJHorNtd61U/IWjuEEhLvyUDR8iV1tSsMqSzicghVx/utdPptF8sgPT29Rkp0hZazRW0GELz2a06coKtIUHxjfwa7u+6g5kIiK7Q9LRlhHXgb4aYGQSyRGFHcxnVxpsOhkpn7GH1rsY60gJG0cbEIHHF6Uml4FLgBZwMgkRaOVFjs5AOrMvujjXhGE1wQ2dZ91SzFHoiAWW/PIySJRXCyaXxEH5/NTH7yVqADNqSd50uO3QH/pbaLKVKZzHRaoayYdQhrPjdctvNOTCDcHpL1Gw4xSC3vfp0Vxm77JCbrzsGZp4qDXMyUnhCOc47zLGKliZUq3WmPY/3yRFaAnuUfqRhKKQ+PcqdpDYftDXgrXWmqplonlFrDiaAG9nqsdlSN5oUQfdW5Oga+Oqu0R+4UoJy1+pQBzZam46gzqfSMdwcZHLadFHkeMqPJ0zPGX8VkUZRaAl4CVF3Fx12vZaUy7xBc4mg7asrqTMAjBM02vSps+Smy3ht0wmwnNvSriI2TWPOQTf/gElNEfk/G4H4CtmRFuhP7pHC0o5Je3SkXa2GFpYZO23JYf75qnv5qOtzR2q14jFdr2l7Y1vlJAFfJp0V3zYFtanodjwMZJqTzeXWB4jNPkT0DbtcLQYbAOAwwH2aCWqbxSpUa0bWCIi9WxrWEmuIXfsSvZ4KWYB721fWTkBha05kTzSToj1h2avaGGrevry6QmlGYJh9lWGZ7jhehfconm9z4hLFM2yu2w+AYm1OH8TCpmI9Swzr0ObAEoex1d0vdhC/1wZQS/8ezX+c98gg2cDk0GCwqdZrZNU3mOoBrwcqcGzpqM1IhybXn5pc+sIkfPEZ08d85H/b4qGpdKdYBPAoMfStaDkhADCt3Wjl944YCAtie9iSgHelyNoaXM9JOCmgTY9WtuZsJ2yYzWSi9kjeXC6O3KnXoocKjKNh7claXqsYYTLmQQ444BNtmTVDHIfAMybaFVaME6/ihy2x4an337OSsKzdgAS/+d6NaLvjItrySRdGdq0qTrbAV5H8SIOKy/SMRN5L+r5qjygB7yXOabPtDlocD5hwSbEr+nDwG30b8JzFDERcB9ZFZ9sbeB0gzyyBcniei8mHIQv4o8l6X86uXM20iMSUgnjCCWO/Bi0iLZ19SO388zYzP55sYHE1WW1nUuB0++cRGCuoUvVFn9asuhOyTFCQHSgP+5m5WNlNxuv+aoZsPvZxIDwqE+dWnmCQULdDz2NK+EluH/VjQBIYYcfwWAmVCdMXah2+JvSY/rAfd5dHy6DVrq4ysgRQlFtPaSbsMhSrNLnuer0zEjjvkKwG/LpdHyWHpblkW0tGZHr7KufP24ok8M1GCKQIGFh7zagAQWGobtxyG+rU4KdNxmjt2Mjdtg1Kh/MWGjtcH3xrCrG8VbfIkbdMZz51vRp0HGorrBhOAeZkPFm5DBM2EzhJ7oDL9m30LZ277wqnG1B6+OJwoqgFaeFGZKt95WBPFotEm6E0rRzBVpUD9JgYBRh+PcmtWI/9kLlOsAcDWeL7IQfARGCnP6PGQ63DRzsg70RKBGwwSIW6coRm0SyOgoCLUIJPyBiOxkThCHNIod9YN+2o0q82qDrFUB2n6fabFWbapSXWabZkhmLYlut1W0OqfxBdEcBp2AhHzX47WVdoTartAbf2e/tkslYsjZG5jhpn0Udf3S66HA5nhphBpQPnWqAdICytyGCZwXgkOF1BA3i64lrTHqfwvM2N9bk5mQr1dWSbYpREzdDm7JBN8AFcSNIShaTfAK4zIzGrpD0Uxk0KTgvNgg4JwHsICPiVn1OcB4My8KXOFhr+qEosjGwC+WnPBs0VHcjuEOzvrh/LL9pu2CgQqzZ6a2P14PjP5P5wyChLz0J/YXVOf20mebZcxz0HBgxW69R/PnvMk2DbX+stLZoqtY7VB6jwt315X++4nAmt7WSCllfVlW4FP/qzYyOuLoxAbXCev5P3U7JPygEMcuFaD1/UJ9Zh1kTZgsC6pJKFZdYCk01cul+dVBnVONY1OFOHS1RrM4hnxIFgYGizPhKHMrDLzP6Tc1uv3R7ADL9xz6xOYJoQt1yMUR7yaDyRhj2aVXkeJt6+LxWZon5g1FUu8rmLUzEZmSR+UJX7fOSX9M/pyM6oszXYYWQ1K6ZqjTZh9OejXOSyk9M/u5PTO+rdVvFr7vyTrlR+3DPou3o7eVqrMSD/d+tI1fgwTaYRE7T+Jm9mPbx/Uh85WJg/75bz/+z/+XlvjL9/z5/3PvlWpyaFGf68V9PLGfyQEvyFJZ3hm1UqNyWdLf2Lks53/PyA679osVHFf9wwOY4T1R81/L6kM1bNmf+qJDFxHvxyZid+vSjkW802zq3tr7r5Vq6r+ZM16lfV/M+tOiqVYn/TP7G/36vjcXPIm3r9L2vM8XOo+W0tAcjbYvn3zaWf7wlw14kDu216/brukA+/5bvbxtxz8m1P0l81eikwMV7sN/P3ePg/x653vYpw7LbW/dPsStHwo1PYLTBjFfJHnXpbW9OHX/WXXU1/aZ3i1J11+livw069j/R6wRZOd9DRw26JVXi3lg8z/P8vWL1X0n3VfOCbKv+21wpN3Nu0OFa/l5VXNG94yGQ/byDydwxM1Dcua/rRb0Jj82G/j38JG+Strak3s0XttilFjaTu2OJRr7VbQHoZV1TeoTO//Jy5Di30q89VX6oKibTV099rvYb/wHDyRitjv7QtP28MEgc1ORyxxnI/x/a6b/DaTkkNmN/XHwq4KVi9VgU6Iv3nmlXrBPaj9jeVbbVO3V4M//FZHUveO/VT5+Bs7D93HuxJdLsO/rpJTc7R9S84+gUAUb/t1Y4T5L3eqNEPXMR7y/1lGHHf9uf+c/3jywYcAzjxHwHUIthBRyS0uEHNp5FvJLCA9RCDJZT6pEmaMU0KMR0YayMQXCYU2Hpirg2Hb3urwagLt0lJUR2+o3nGRtzNCarOu01fcHjbXHueiXUDi8McgYXx/iYmJLwvKuA6DhOJnBD33TE419xpneF2MOLhPl9wx6HAdU/zEW/r7clOI5bY5dgE7v8DVtsXKVU52jyrula7WeVZpma2PWzeHtv6VK7zm+HObEceeBKYB7LpetpYbAzZhjJZGfZwtgznZBcbsHVMnw2PmkKteXK5lGLGHrSHnkEI6VXWaBvjXbpprFukPqU3fKex1IhxhW+hv7aWXUubyra26QbzUaNtrCeejLWafHsYqOTkpE1pTHIazpxcLky3tRC4MNDak0RNru+rbS73BdsE79SK78pF4O7DWJ3Sibaux3MFsGqnu5xvxKM6G3o9FosFzvZF1yYFVz72lSYtjiha5Jq4OFrlVJPVqenx7uXO8NsBDsDAG/oGoQFqY/D7ofvM2y1MG9m0yFKYqAixyNlHiRv74D64qIyTHqCSQQ7jOXHy+tNoN19P9nPC88F9HG2meXP27rirzhhwfTEyp61YK54/u3AC7zQS8G6BTozrvCMAjmDgv/k7nKkhE3XfbE98E9xHW3vHOeC2+bruw+ui3ywem9PIA+d45nriz4nh6ubd0++aXncjuKsY3Hs9B5qkPxMxKz3XBxQ+qdMQcKsIvlP9oCmX+2Q0WMMxYGz2HaOl2R5vJU4I+65MiWxICa7hCwpD9NCzgedm8bU6xXfzzgq8o6nA7823RM9Ye+tufB5DalNvo3dgOTkZSODlPXlCW6P/Oed3DYx2ywUcTWffMH+PnbUG39EVor5r4EbHdgbOWW7s7N8aOBfT2cZOA9dG2xxPo/uB38qIIQVlfBTdJs63VLuvqJE4asApS8BnY7zv8rHEMieRk30xMeI+i0WAXmBcEzxzeALvHfJN+3IeiwGepGLBtY8AHdDxPidj4PlIgA7Zb3huY8pzl3sBngMowFP8eWyI7lMYz1/G588VQvRBz5E/X/4bPRf4Tvo0OvZnXRzgB5C+CQEkFkio7PSTW14Bknu374p/iJJ/LvwjXviHEN2f8Q9P9l3wG/KBy/tCYhOAf3DIF0BbQP665Z1YjClCUORjPiY/j0fnhfgt38BvB+6N8RwPtI5AiQ4cw+RjCzyTPwvkmXHYh5jqUInEqfb5WV7JL0nKfyW/pPwiXfgFA5YA+N4G4hcxGdtqjGQ86bt2KCZNiC3g+k1aiMNYHEHeGQM6A/0PeEIC+oJvC3BMOj4G9IR8M4IyDywUZRVL2TmA/zKeBPcC56S4IPjgGqQwYiJhREWSIqTjOB7vo+s0tjxnQ7wBPFO4BzzOZc/lruzsmYDe0nbzdngyNpMjpCXSjev6SmP54PbbAKtkc7evbWSWgZEInAyvF8w38gnoTjrlQWil4cuivkV8RNAeoMtXup0CPOgDvY71ORvKFcBTdXem5VRbzqfe0QLP3MVFwHeCPSYmsT5VNxd6m54+NbcmoJvIXfAU8ISbccz6LDPTeqhOxZ0JedBtXt6D8CrwuwhJE+DzJLTYayvvLDkhsHS2mfSgbfD0UGPD3yLQCkCKQxJJP4uRKXWg1EKKMMCCMQCVbV9SxhiSbIQ4CIEAt0CEMWh0DtReIyoUOfWYj5FYYEkpcsKj88I4RRgjzDgmGz8mAVek1+d4yA0h+guuLSardCzkPk4m+lBroXun44WYiRHnucyLucUuuaXILUTGLSdASeCRAPlMgE7qQPlfhbfyn3HCRf5zDMlwRoD64DHO5OfZ8DzABegewN7BzxwTU5TAGXaGRwkaw2VjAccIiZpxTPosKceMjxfcY87PMnGYRHSZFCPhM2fXLmAkGoeeJccvMA7oZHjOqciVUBrAGKrvrnCxKCEv1XvN0s4+6z0hyu3s+Qja0AKkEQG+u206ELVudF9Or5xnUn670FRhMppe+Caj+zVPpnwAbabLPQq8c74HGscU+T6/Rz4WouQVz79F78FIQ4lkZyQD1mwByYDuAUgGpPQOyVLJ5s8SjXRMLuVQj6VcwzGPkSDTZwW9R0Ar+WxZ59f/id4DCPul3kNj0+cA+lQgLl5BprOBN5jp3hSF0udA75AisIr/wtJLCqj9Wo5MdXXJkTlHUmeOBHgMv7jIraiUI5uYGCNOA34bwjXAcQakIPz9YqqU9nGRKnx8TxUeUQV40GRq96oRkmuEA++iSmmHXlGFuEVvICNkRgX4+6KPU0/kF55LE/uF55KheaohRE7Grz0X1c5RFiIrPC9D2FwzFK+LEDi/7nvsQ6G0Dy/2YXJlHwJ/BdmHCrLFirGubRr/Qt4vPP5aCU5K+6sowUJuf4k8Z8C4A6II8MROKMrZBD6/q6bRK/gbxgBejKkiV9ofVxShzhRJ+f8IZSWlRDOjhIoXYskEjPG+FrdkrMStM25hcCY4wy1Ej75iXL57kQ4pbmVx+C/m7q5nRLM79wnjwV4tTp9FA5KK4srp90jMjnfMvn88n7aOV3ONQHrmazgr/cU8K2cDPKYwiZOPEpovaIaiszpzsLZunQA/wW+4GROAlnFD0WbdneYY5zEmcZ7ZxtJ5TYQKgI5iJifqGSnmZGOpEh4GJU+40D7RZzvwbfgE6GVSnDWou3lNiBadBuAjO5sTR9sANeC1IYJgAJFWUJdgoitkMQbgobkrDMV9Eht4bGPgsdkwxkABhKNEFJ9QgR0iY6mHaMPzE2ALhKKi5r/huBBd14Hzz8BGyK+VHoPXOknAxileS0IebDoOeJM4uu9LZXNc2hQX2cSvY04GzMaA81vY2bNPZF9UgE+XzrfRgNePosv7iAfQX6DxHAryRiKyFC4o6VxuduwEv4mk2DHCYjCun/1NvXsBA/eLJBg3yq4NsAA+g52fn92reO30OkjmVpTg5L/VNJPklZq1jDVdadZxMdYUZxTKY0wZhYxvc4rgXPZl50MUuVz/TPnz8RvOyrkKzsQhrjgWrv0+binjQNfcUowDUeANwFeXkxJXIKeUsakip6jxPadks1iZLIsJtBLPcp9zRpFC9oXqKPabc0XOAV9yCrx+zlGX42qmDdPr5xwLny3josu1s7Hp/pdbrkRpuRYsVzezXFeYfdZBTSHfLuiJM22PZz1ywyuFY6e788/8dZ5RvddB7q+Qxfgd/EIij6vkl5RfEubs6QAMyWhaaiKkicpo3pUmMq5nUxNEIZgfcqWNJBRTz7TFGVGKEg395ou2yI9dNNhXFu63NJF9xbEv9ZvtMkfx4jeT0sVvJtOY1lXs/fmcVjQvms6O53nN/XMu8zkXGuY3H1+ep5zYZZzyQlOqEKdM51f+Ws45cab9g9xkwAtZznGB9mjO7tWxZ5sqaXqhqVikqYvmzKC8wtyDn9LqQR75jVyf1zpgALNJoCeO6RqHVE7T7ZdbdXRp1V2sOkm5WHWIrmj27S+s98hlL41e5TxgX+Q0POO0mOaq4O+gqVjStEBTuWCpy3C9GbKCc7lL5VKFljqwwYB1CeQOWImppY7+AluNRZY6Wq8hZuuKsmOA7jbALyFGOb8sstTT8dwZn4GnzZyvDZ4hRJZ6dn52r+K10+twwBZzmwnQ09lvdN4rLfWcFqWlnlnqK6poqUvIAuPpK07hVhHKZQKWMdiGnGIjigLqZBwSSkoz5xCUeQOs81Aa5b/BuDNnMDRcBZJfKz0mhykHMcVrYTCbJhsHOecoci+d78eeXfnx11ZidgNzSq8KiHMn3Q9WaGZrdy8WBZ8w6SpN9vdZFZeVn99CI/Cd+SIakWXcoMiDz+XxlTz4XR5Uy9jVz3hQ4Use/AQPKkxplf2UB5+Ln5Y8+F0elB/gYDlHePEk5Vh4bo7wNG97vjbdBfqUAt8T3ffBcXFpwCjKuo7P1/KFr0Z3EZrzeSbhrQCtAA+k73fxSHg3q9wR/j6v5OwVfTOiJEeFyG8icUY5Q5BFHkWOfy6aPMKP+pT29HV9N3cxR0X3vD+uEq0QnB/PyYmvXWHljTd5OY/Up0NAI4CR6bs9rh7zuyIoeQTn296vyPGF1e5ZhhPb4M7bKfVJwIWFWeiMM9hbi/ByLOfCwvk5F15WEl6OnZHtF1xIfjgTC3t2lVGplb+pld2LdyIkNpnxYdEzIb+NhC5f2Hfm4Ud8+Ne9E/edaPjk2qUSDb+NhkL4n40FPpm/USLdN5Euke9jgbB6GVfafSKUoRLpPoN0l7Vt2SpuYOtE6Roq+PvlXiUmll7lJ7zK4hq5REDrwOVYQlU2YM2E19P1yYzikq7fpGuef6Ig5GdQtEnimukKYViB4aVI/OTathKJv43E45C/rDIuSiyfIvPLJRZ/MlOklNjvSSxeqFaa0VWFqyH5jM4vtd+fXTNW2u/fs99FxT6vGclQGPiJdlanQX6xPayWcdAPoXBh5dgZhZG0vstuenYlVonC30Nh4oHdhCR2xDKvR+GkzCT4CAoXVmL9l2pOiJzxXD34UiN8WyMYj+thPlNt96UUf3K1VEnx71O8WO8pFhU0f5nVd8qzIl5qA1BlTOwjNsDVeizBFYCU/qXKsC+1EaQy4/UjNoLEXVb3A3omQF/jQC9ntc1fa/dJZQbpZ2h6lUHK44imac35j9YTFbkn+/KUWvnbWnlVtMMI6JmLSt7R4LUrXkXlye45JVW/T1XqiqpwVlthnqkh/ErcxssVUB/Bbfy8AgrpYhX1lwB2I9TF+ItjMHi5ouhTNC2uKFJDRFPl2a4Pr/alxtGTa9pLX+pbvtT43FtGSeNoMOIRoVq7qXZ+rSyXq2I+I8vX6+WxHJ+f7hnwUiuML62wz1hhSrMY8brEOFuws5jwaqqWc5kfoip/NZeZZjGv8r5yWawrzONbaRcnTrj083gt1Z+rIVRS/ftUJ/hLRieNZqeANTZCs2Cr185JKOWKhE9RtbAiIe1GehLv9PKY/Hk3tpfb2UmZPfYROzspZI9hae8RJs0ySl4bA3m260tpY3/Txk7swhq3FfCbfksHX0DvMub1CXqLVzEvpJHptCcN3H45Lpd5+J/BZeyqDiSH6gU+17X7pRZYmZ//KQvsKj8fy7pOIR/55Zq4jHZ9BpnzaBdCZlgDK0yyXnvxi3v64mVe/qdoahcjmAmKYLr3Xch/3sH+5RqZKLO7PqKRCcG5mpFA2vY8I/HaHplAnsvZxY/Is3s1uxihWcNzT3nBlziGzGYXYX22TKbhjASsDPNiDC+z+j9D8zyrP80SOGM4yhJ4tRyX9S4+RNPizKKaZmEqeb29ZtJ37VBMs/ciSRGg7NrvkGGpjHJ9iN72LW7jsKadDiuIvTiSJZWRrI/QVLqqX83jOU1R1m1qV6Os27QGa7oeBq2FeY9dTZWRro/Y1dTVykkX2lkw+6cx5TmBeMPM0rNdSUq6fo+udLFTc0pXSM/zaphcJ59lOZXj1LaG8v/aSGaZSf+pSOY5kz5b3wZrKwr5+rbo9UithmUl4c9IdKGS8Enk0Pq2c7+xfH7x7XMSLlNmeH1Gkl2mmOGFXTqFoS5kRZssjYekOB5Lo7fER4gy4/4jdjghXK1olKG9TQIpnwKak29A7zKj/iPorUbCFXpDe8zAb+oMRPw5xhlCWwytoHkHzcvsrs/Q/Cq7K+/Imlpib+j4qJY9HT5E14IldqEryvK6zFmkflQmz+7Kfotf5Zb59p+yxoo9FJBWPokJmrV4h1aOy+jXRyQ5LuR5YamEnrXyeQZSGH0oSuKWGfefkmbhOt/r4lvxsDb/G3RzmVH/GYk+Z9RnHbxhXhCR1d3/dE4BUWbdf8hnTuzbnAJAaxWH+ZuwEsEb5LmsdP8ZeS5WugfyLMD5xkjMc/4+l1sAZLmMf31ClsXr+BeRWmJy5jdncZTXyjJexsA+Isv4dQxMRTm7Yprv9xtyDNSyRv6H6C7ezlyhalCMbToMJiovxukyF/8zOH2fiw97UIW33jOfrmBGuhl5zEiWUV7+i+le5ol9hO5uMU8M5f6lPRFgrT7lxbX6XLWsLPGhiIiaV5Y4V2BMPalstvlSdxPVA8rrbr6lnohrlHGwD1HduIqDie6Z6u+o9EWU+fgfwujkrtIXjIUVIttZttDHKoqoVDk3+RFbm8znJtN1cnIaL8mrikAeeClS2+X844eQ2r7KBkuRuomnGb2Fel8ckuBMqt9SW4Qoa9t/BsWl+9qrJ2RhI0tbfrHNtSptrg9J8irkb6piw/7h5/7jH8vkLXPyP0Zx7J7iapT2nYPW2autLaPMyf+MtUVfWVtJM41splVG4N9X6l2yrGP/Eb1LCtx1hCvN9Uq9p74yxvsuH0ssqq0awcwRYGUDRDDi/LegMK9F6oQpo2CfQeqEKUbBSFSR8eI34+KIigXXtnOK9zmYM8S8ierN0iL7ENWblygYV5D3bMb5Dfq5zMD/iH42ihn4KPrRh/tgdJN7C13LDPwP0bWQgU+m1frU6NLrL9fRKAKWInWqm+00yxP60a9G6zIT/1NoXah8n6I15ACYQ5Lr52Ouk2HsG3AWKTj57+YbcnuNMlv/M1IfF2pVXGyzNMfzHWielHlhH6FrctVtyFXf60WXc5Cf8aKva4KlVjWgbepFQ+0C10ciLxpHdf8cKpFQ96Fx2OdenEeSyGW3oQ9pZ+Gq5yOcpyp40BCBgETDfq28LyQ2gSjNvYXipT32IYrLhZWRBTl/n/dcVsH/jF7GirXBUu9ZJd7oPZd5+J+hazEPnxDdW+85182obliK0khHAx5QkHf9YqQel/OQH0Lq8WUeMkVqIltJletl6Dnjac5ISnmkmxH1Xy7tRBkr+4y0F+YoL/bY+7zmsiL+Z+hKXK2MLMw960iGX0/X0ur6DF3FW7oirG5s+Zf7SGWe/ac0r3Gd85X2F8oygF5O1dKe+hRVi7VWibR/Y6pbkQf8UqraZQTrU1S9RLCK2QAdQNXX9qcgy9r2n4lFS4UujYUsgCmP4hkvt5TK2vWfsZSo2/nALI7Bv4muZe36z9CVLswHXuZ5m/YrtOotlYsjkjAwSG0zsP8gOfT/xh8E8QeBBdbhZEVwD0Hg6a6dfrA2p3SXp7UaA/J/t45UjQ/TZBoxQetPEg0km3+Q7DpqW9u1dTrE4MTsMlT1R72Knf/ByfSycXqUrNR/0Ome0DFPy3QvUctGLS3HXp5udurHdId9vhfY20qfAGysI9byvPyB0DYB1PMXb0Bg6YWPp9iz0nGWaVuj7Of2cFpu7e1G95qXvY3D1t+YFrwsBn5dxvS32x3YiYOdrnU6xSMngRfR/dMW7Fqe1l521Iqc0wyeDj5A+kstHOGi7MroR5z/2ID3TU/CK9V8BzzvT+wH+Lj5nsvZ6NfV6QPr4IDvZh2ynYvt5pQ9JE5lv9mttz2gL0GmZAP7j6fDdmVNMyoRcM/KOhnL7DLpJ4Tf7e+wD/j4W/9gWF8MrKXjTvrBtr66YPUxOx4sTz85wfXTPWIldCpzOOhxYcBu62xOx8KVB3DHhctxCrvia6JaK7Ll3fg6/dVwsJE+wIWnz2/y99k8+4CB7vk5l2+MrQkY4Y77Pc/ZHSGXh0vnZI12OqJMeNB31zysH3eWAYmxcCIoC08zExqX3RB/G/bgGPEV+OA4/qNWvUOfKn0PPvm+l2NP/Y4ohn+CwklUPHDvxhxu2XDr/4XODu7H1tvT9vA/d0S7BqRfEO6fRSeickMn6opOVYB2xB2Zag/IhNO1H++iFEH+Xi1RLaoJ7Es18fcgnfw4pFefhPT674B0onIN6ST5NaSTWOWr8e/BdBy7ww8ED2+C9PpvhwqKrH4FFZXKI0THq9gDrMh3vh4pKs8S5XP4gefmYQ4gP8CXfNbWpIuW5q+MzGfBB97s1hb93YCUq5lfIlIqdz/lUmCN14hMEb0XpaoUdi0PV+JAV/BMH/4MtaqV6pfnY986n8TIHzR2e/Rn16IJ4u9e6xpdL1fOP+N2sTgCgt5K9isQmLgT9s+YZu+DWOJLiCWr1QcuO4k/gFiKeBvEUndfPViY90azqZ/03wK7OXhC3CWK8AmR4V/spv8aGYkvmQugFV39O8B473Jj1z40WalfXyJF++ysC7/9Zdf+9j6Z3fAzFLsdT9SJr+3GOvat8TXqa7u0RtS+Nb5KXD3P70PaXKEWZB4nJmBHjbkX/KO/23nxbxV9wOr1+rXo1/EPhujuzCdrYwLSbUPwc7PdWOmelgOpkFlf+uGUjzA8/Xh0jHx3Ngz/R0BIrULd2AavQZTqY0l/OaLc3idDrp8iyu34LI71U4Sokt8aXyO/Hl/Dvje+WrlC0N9ou5FfIAq224Yo3vYTKPmXGXXUlyE2mno0D/MoxEbk6uHlNh1+b9ON9IV1ykM9/3YS0Lehi2sKVCoPKEA9CnK+LRiN32vYSYv7t3/2+ldeJV0hHnx2/JE3Q+Bv82buXcbfNgH5jsjynRdSnMckr02kvzmL+V2j5NehocqT1stL5h/vdei1UU5WbjAgfazvmybUjaqu/sIZ+dbwX82S1r6cJf3V8PwbvTcAfx/rRfYyZKnQgRx/55oA2rfuBf47YXn6t4flfzHTWquSP/JdRfviAcrW3gWyePUvUKpAmcre356yD/nnEX1xaB3i9C5CuJMfz8lL/B8kL0F/GRL8J5A3f9V/wfRsQfsRV1Mr2C803z8kBvg6XYl/V1l+j2XuEcFaW+CRN0b8IKJ0AjzxjzHTvs4T+9cwSu1L2MF+VIAv/scrYjvVL52vClG/zRt5kUFVxa/vlBspP4+V0N8aD97k50bPR2MrD9LNLsJ1Vrn/p9RkBU2GXtEDxx+EVS5JCleq8bL79VB3Tw3wdSbPx80voeNLYLhAmGuUezoFoDhLdhMqr+Jn1fhX/MD7EPh3Qexvh6sLFKcfWEL5vu86hreztddwcJms/UUQ+/7C1a/iJhWaeBIxXzb9c58qmYKIs7HBbkOfO5sMyoqcC2T8dM2rKYvk/JjNhCwcz7vZpXuOvYEMD/gE8lcDIoZj6B6THVg7pol0/CPU+rlE/P4kKhr7GzP8BPaAicl3mfPkfWKbAb7NYQvPnG+jks7PeOX03wj6449izu+jM3FHZ/ZM552+seBfT4+3/r1oA/Ffe3pK1ie/+1Of+hdK/nr6HcB//nGKOeSPMg6r+AsC93GbWdQbR/PPsLLnPD/sRqv9n/jdR7z/WEt9BzedtQ414ZnJ+/rc8gbbo3NytpDZ59vTabsGAzx4oKEbKxuxeP41TWuh+8houBUT6B89MNHQDZl8L5bvgZeCyTkkk/4kWscA4HgjAvJLsIOOSGhxg5pPI99IMEfvDDGD2wZ90iTNmCaFGK4dNQLBhes264m5hitn0dpWuE1KiurwHc0zNuJuTlBwha8P17SZa88zsW5gwdW9LBPyXBMTEt4XFXAdh4lETsjWh57Xi8J9vuCOQ4HrnuYj3tbb55W52bEJ3H+1ou68+qtmtj1s3h5nqzSHO7MdeeBJwOjhputpY7ExZBvKZGXYw9kynJNdbMDWMX02PGrKZT3XoD30DELI1tOibYx36aaxbpH6lN7wncZSI8YVvoX+2lp2LW0q29qmG8xHjbaxnngy1mry7WGgkpOTNqUxyWk4c3K5MN3WQoArxNqTRE2u76ttLvcF28TNmkK4dvurtdCwyxpn+6Jrk4Irw8q0tDiiaJFr4uJolVNNVqemd7PKFa5I/GqFHy2yFCYqQixy9lHixj64Dy4q46Q3+rsrisXInLZi7fHK4eina8HTdzhTQybqvtme+ObDFb4/Wal5u8K3sCZeeLZnkXK5z+9aycwT2hr9zzm/6+0qz2+umuQfr5o81/n5i7Wxz9X7UP/PYmVldLzPnSsrZ7/huWhF9flegOcACvAUfx4bovsUxvOX8YW+Glz6HOe+Gtx7anYLz3ZA+o/wj/hlnai/UB3umneKtcXQmHNtsbTyK37LN/DbgXtjPAerEgiU6MAxTD62wDOFKrJpnbJzFdl3VKoTEua5Ghz/EX4p1BXD0p5WRlr7JEE15aCMJ33XDsWkCbEFXL9JC3EYiyPIO2NAZ1Sr6iTBVeSoKnA2PkZVgdMu4bAbmrKKpewc1EEc8aSB33YaF0bMdadxjoc1seK0dpIdZr0SL/eAx7nsudyVnT3TKyt8JM/2bCqsnv9Nq/d5N+OY9VlmbmvBfLu2Cnj6Qq1YOa3dD6Uf9tphc4TJulkqBqBy1gMP9aRNO0/DHrWwAyLgABqd8/Pu1AmPzgvjFGGMvDd9Nn5MPuyxB64tJqt0bNaLrw+1Frp3Ol6I39JZE3DLc501/zPcUuzGBDwSIJ9ZJZ6+sgpv5T/jhIv85xiS4UzaO/MhzuTnwcrkABN4dA9g7+BnjokpSuAMO8OjBI3hsrGwH2eiZhyTPkvKMePjBfeY87NMHCYRXSbFSPjM2bULGInGoWfJ8Qt28U1rdZ6KXJl1bM77vV4k5KV678lOVP8JvSdEheq5wEYV0rqLgJ6mA1HrRvfl9Mp5JuW3C00VJqPphW8yul/zZMoHBOr9m9+jwDvne6BxTJHv83vkYyFKXvH8W/Se8lyXhf8KkjWLHUAxoHsAkgEpvUOyX/Vlz7iGYx4jQabPCnqPgFby2bL+qrcsQrHxl3ov6y6d6VOBuHgFeQdqYM2lujdFofQ50DukCJz3f/ippZcUUPu1HJnq6pIjc44sVLkTUG9pkVtRKUc2MTFGnAb8NoRrgOMMSEH4+8VUKe3jIlWKva1yqvCIKsCDJlO7V42QXCMceBdVSjv0iirELXpnHbuJ7PdFH6eeyC88lyb2C88lQ/NUQ4icjF97LqqdoyxEVnhehrC5ZiheFyFwft332IdCaR9e7MPkyj68q8t9jnVt0/gX8n5f3eUqebbL1X9FgoVLpV5U+zPM+4udrmoLosq9TeTRvbjWayJypf1xRRGKf1Q7GVGiUEP5Ekt+eaVs4dkeUf8N3MIK/QTuK5QX6ZDi1pu6AAnPdne61Hz+XTWnHTGTE/WMFLeVlr9ZuRighnruoicqK6hLMNEVshgD8NDcFYbiPokNPLYx8NhsGGOgAMJRIopPqMAOkbHUQ7Th+QmwBUJRUfPfcFyIruvA+WdgI+TXSo/Ba50kYOMUryUhDzYdB7xJHN33pbI5Lm2Ki2zi1zEnA2ZjwPkt7OzZJ7IvKsCnS+fbaMDrRxFVCYYaDv4FGg/WbQf0F1kKF5R0Ljc7doLfRFLsGGExGNfP/qbevYCB+0USy5yvDbAAPoOdn5/dq3jt9DpI5laU4OS/1TST5JWatYw1XWnWcTHWFGcUymNMGYWMb3OK4Fz2ZedDFLlc/0z58/Ebzsq5Cs7EIa44Fq79Pm4p40DX3FKMA1HgDcBXl5MSVyCnlLGpIqeo8T2nZLNYmSyLiZ319kVyn3NGkUL2heoo9ptzRc4BX3IKvH7OUZfjaqYN0+vnHAufLeOiy7WzsWJWP//FluuzHbL+G5arqxZ6bmQ6qCnk2wU9cabt8axHbnilcOx0d/6Zv84zqvc6yP0Vshi/g1/IJ/tJ/Df4JWEK/cL5jKalJkKaqIzmXWki43o2NUEUgvkhV9pIQjH1TFucEaUo0dBvvmiL/NhFg31l4X5LE9lXHPtSv/nJPmH/Db+ZlC5+c7FDUB57fz6nFc2LprPjeV5z/5zLfM6FhvnNx5fnKSd2Gae80JS663v613LOiTPtH+QmA17Ico4LtEdzdq+OPdtUSdMLTa96nrpozgzKK8w9+CmtHuSR38j1ea0DBjCbBHrimK5xSOU03X65Vfdsl7D/hFUnKRerrtB57/n1HrnspdGrnAfsi5yGZ5wW01yVN/Q+FmixpGmBpnLBUpfhejNkBedyl8qlCi11YIMB6xLIHbASU0sd/QW2GossdbReQ8zWFWXHAN1tgF9CjHJ+WWSpp+O5Mz4DT5s5Xxs8Q4gs9ez87F7Fa6fX4YAt5jYToKez3+i8V1rqOS1KSz2z1FdU0VKXkAXG01ecwq0ilMsELGOwDTnFRhQF1Mk4JJSUZs4hKPMGWOehNMp/g3FnzmBouAokv1Z6TA5TDmKK18JgNk02DnLOUeReOt+PPbvyo+zt+i00At+ZL6IRWcYNijz4XB5fyYPf5UG1jF39jAcVvuTBT/CgwpRW2U958Ln4acmD3+VB+QEOlnOEF09SjoWyN/wHeojLUSHym0icUc4QZJFHkeOfiyaP8KM+pT19Xd/NXcxR0T3vj6tEKwTnx3Ny4mtXWHnjTV7OI/XpENAIYGT6bo+rx/yuCEoewfm29ytyfGG1e5bhxDa483ZKfRJwYWEWOuMM9tYivBzLubBwfs6Fl5WEl2NnZPsFF5IfzsTCnl1lVGrlb2pl9+KdCIlNZnxY9EzIbyOhyxf2nXn4ER/+de/EfScaPrl2qUTDb6OhEP5nY4FP5m+USPdNpEvk+1ggrF7GlXafCGWoRLrPIN1lbVu2ihvYOlG6hgr+frlXiYmlV/kJr7K4Ri4R0DpwOZZQlQ1YM+H1dH0yo7ik6zfpmuefKAj5GRRtkrhmukIYVmB4KRI/ubatROJvI/E45C+rjIsSy6fI/HKJxZ/MFCkl9nsSixeqlWZ0VeFqSD6j80vt92fXjJX2+/fsd1Gxz2tGMhQGfqKd1WmQX2wPq2Uc9EMoXFg5dkZhJK3vspueXYlVovD3UJh4YDchiR2xzOtROCkzCT6CwoWVWP+lmhMiZzxXD77UCN/WCMbjepjPVNt9KcWfXC1VUvz7FC/We4pFBc1fZvWd8qyIl9oAVBkT+4gNcLUeS3AFIKV/qTLsS20Eqcx4/YiNIHGX1f2AngnQ1zjQy1lt89fafVKZQfoZml5lkPI4omlac/6j9URF7sm+PKVW/rZWXhXtMAJ65qKSdzR47YpXUXmye05J1e9TlbqiKpzVVphnagi/ErfxcgXUR3AbP6+AQrpYRf0lgN0IdTH+4hgMXq4o+hRNiyuK1BDRVHm268Orfalx9OSa9tKX+pYvNT73llHSOBqMeESo1m6qnV8ry+WqmM/I8vV6eSzH56d7BrzUCuNLK+wzVpjSLEa8LjHOFuwsJryaquVc5oeoyl/NZaZZzKu8r1wW6wrz+FbaxYkTLv08Xkv152oIlVT/PtUJ/pLRSaPZKWCNjdAs2Oq1cxJKuSLhU1QtrEhIu5GexDu9PCZ/3o3t5XZ2UmaPfcTOTgrZY1jae4RJs4yS18ZAnu36UtrY37SxE7uwxm0F/Kbf0sEX0LuMeX2C3uJVzAtpZDrtSQO3X47LZR7+Z3AZu6oDyaF6gc917X6pBVbm53/KArvKz8eyrlPIR365Ji6jXZ9B5jzahZAZ1sAKk6zXXvzinr54mZf/KZraxQhmgiKY7n0X8p93sH+5RibK7K6PaGRCcK5mJJC2Pc9IvLZHJpDncnbxI/LsXs0uRmjW8NxTXvAljiGz2UVYny2TaTgjASvDvBjDy6z+z9A8z+pPswTOGI6yBF4tx2W9iw/RtDizqKZZmEpeb6+Z9F07FNPsvUhSBCi79jtkWCqjXB+it32L2zisaafDCmIvjmRJZSTrIzSVrupX83hOU5R1m9rVKOs2rcGarodBa2HeY1dTZaTrI3Y1dbVy0oV2Fsz+aUx5TiDeMLP0bFeSkq7foytd7NSc0hXS87waJtfJZ1lO5Ti1raH8vzaSWWbSfyqSec6kz9a3wdqKQr6+LXo9UqthWUn4MxJdqCR8Ejm0vu3cbyyfX3z7nITLlBlen5FklylmeGGXTmGoC1nRJkvjISmOx9LoLfERosy4/4gdTghXKxplaG+TQMqngObkG9C7zKj/CHqrkXCF3tAeM/CbOgMRf45xhtAWQyto3kHzMrvrMzS/yu7KO7KmltgbOj6qZU+HD9G1YIld6IqyvC5zFqkflcmzu7Lf4le5Zb79p6yxYg8FpJVPYoJmLd6hleMy+vURSY4LeV5YKqFnrXyegRRGH4qSuGXG/aekWbjO97r4Vjyszf8G3Vxm1H9Gos8Z9VkHb5gXRGR19z+dU0CUWfcf8pkT+zanANBaxWH+JqxE8AZ5Livdf0aei5XugTwLcL4xEvOcv8/lFgBZLuNfn5Bl8Tr+RaSWmJz5zVkc5bWyjJcxsI/IMn4dA1NRzq6Y5vv9hhwDtayR/yG6i7czV6gaFGObDoOJyotxuszF/wxO3+fiwx5U4a33zKcrmJFuRh4zkmWUl/9iupd5Yh+hu1vME0O5f2lPBFirT3lxrT5XLStLfCgiouaVJc4VGFNPKpttvtTdRPWA8rqbb6kn4hplHOxDVDeu4mCie6b6Oyp9EWU+/ocwOrmr9AVjYYXIdpYt9LGKIipVzk1+xNYm87nJdJ2cnMZL8qoikAdeitR2Of/4IaS2r7LBUqRu4mlGb6HeF4ckOJPqt9QWIcra9p9Bcem+9uoJWdjI0pZfbHOtSpvrQ5K8Cvmbqtiwf/i5//jHMnnLnPyPURy7p7gapX3noHX2amvLKHPyP2Nt0VfWVtJMI5tplRH495V6lyzr2H9E75ICdx3hSnO9Uu+pr4zxvsvHEotqq0YwcwRY2QARjDj/LSjMa5E6Ycoo2GeQOmGKUTASVWS8+M24OKJiwbXtnOJ9DuYMMW+ierO0yD5E9eYlCsYV5D2bcX6Dfi4z8D+in41iBj6KfvThPhjd5N5C1zID/0N0LWTgk2m1PjW69PrLdTSKgKVInepmO83yhH70q9G6zMT/FFoXKt+naA05AOaQ5Pr5mOtkGPsGnEUKTv67+YbcXqPM1v+M1MeFWhUX2yzN8XwHmidlXthH6JpcdRty1fd60eUc5Ge86OuaYKlVDWibetFQu8D1kciLxlHdP4dKJNR9aBz2uRfnkSRy2W3oQ9pZuOr5COepCh40RCAg0bBfK+8LiU0gSnNvoXhpj32I4nJhZWRBzt/nPZdV8D+jl7FibbDUe1aJN3rPZR7+Z+hazMMnRPfWe851M6oblqI00tGABxTkXb8YqcflPOSHkHp8mYdMkZrIVlLlehl6zniaM5JSHulmRP2XSztRxso+I+2FOcqLPfY+r7msiP8ZuhJXKyMLc886kuHX07W0uj5DV/GWrgirG1v+5T5SmWf/Kc1rXOd8pf2Fsgygl1O1tKc+RdVirVUi7d+Y6lbkAb+UqnYZwfoUVS8RrGI2QAdQ9bX9Kciytv1nYtFSoUtjIQtgyqN4xsstpbJ2/WcsJep2PjCLY/BvomtZu/4zdKUL84GXed6m/Qqtekvl4ogkDAxS2wzsP0gO/b/xB0H8QWA7/WBtTnAPQXhaqzEg/3frSNX4ME2mERO0/iSJdGBgHU5WlA7E4S6y+QfJrqO2tV1bp0MMhuRHCSw9JU5/V7OfoWOelukuukan+5aWYy9PNzv1Y7rDPl8a7G2lNwQb64i1PC+/P9omgDZOz4nbzKLeOJp/hpU95/lhN1rt/ySzV9A930qH/UFUPHDbxnGnb8CR4yn20iOVvb+FB4yttz38QTLg4MGe/z/wCuDWWP7nf9D3wxbbzenPhb52vDgd2rG8wDo5hl44fnQSKz2KE7uoeCC9KTyy2R7Wulc4FugHRwd/PcfWT/7BOv5inKHvfjYkzD4xPEiBN0BHPOt0sg5/gtc3nI19f+b2sFvqm+ySRLoPkP/0pw6eaJPuNgDjWIfCMWdjIl6CB7H8VdGR0wFcbAGun99pY6VHAU9sw+vbhNuDef1g52uBd5mvHHA5eM3j6bBdWX9mXHU1bq4bK/uw9Tfmnzd0JKhaSkKCqmcbdE5NdFXTMrYH/eRsN3+elo6x2ljH7PGcjXNy8u9zO7ZAyy/HFR7natzC2+qn249jOsedp8f5cM8BBwjs/3PWu+3hpMMv3bgwLNiy4d8qGDKy7LUF+ZorXuG43IbgDzseDpuigphgY4Nvl4kCkKxUGtLrpCJzEQwCvgrYHy6dkzUC5IG7w4O+A/uWpzV4Dw5/J6oQdfoKVXCcvoMVgn4AK+S7UIUqUaVElRJVUlRRmGG7+a8HFcDLP8hK/fLPPcRQn4QY+g5ihs0R/MyPP2Phk6V8zKaMwWXUXzied7MrkzzuLHbw4wGo8ZjswNoxTXibhzRC0mDBN4AIAIEhv/wfBIlhJJkhw5vIR+PX5KOJe51QwR7QC3sTvSp39GLHJbVyYaOxfxa1qnfUYsaKlEPX/JCj1j+Xhu/z4So3tMKrP+6pVX1ALepdWFi7oxa9/oeS5fOiRV0DIUnd+9wfJVb9jlg4VlLr/2/P3HYUhIEw/DR7a0o5qJe7WfVGExN9gYoFSdCaWrK7b79t8YCdLnvVCgncQIOimY+Z+efv9W44vidTV3gFCADDA7CHzkAdwxUAXJvZsh+4kgShJPHZvDB+NS5swdVVTeE9u0xcNmfHLy7o7CzfV+t+8JpOEXJcDSeGExfjUaB/9Xq8Gh+cmtdMFIodLWkqlIFCeE5Fw63oA1kV2vncrTAxdAm+PaPJ0maAhK5Ywon6oxKC1WahOajJMzmqOJ52F3Ui53P5c+cu4zoAN0fy50y2NMqpT78rgCP5luV5STdfhUgPVuj0RHalsjBJJdiRyNjL67RS2U0yhaSR7pyS9KDegwF/Xbmf8MdBCPAHyFK6EzRy9gbAMb/sCzD3rdeUSlH8amULB/2W+rzlRZ7rjGR600FnaR/IeqjEoWG4TaCKsuais9aLoSXQgpbTi66wacV1bB6dFgn2hm//fAAdGVtO8Ti0OKueUUM7IfyW6xbeNe0zp3uaFSctrQZR/ce49L955Bk3tCOWs09dldVXM6uWqmVWTzqxd+kUxYkzqHLJmdqNv99byBAcVmxP1Sd+AQ==
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diff --git a/connection-plan.drawio.pdf b/connection-plan.drawio.pdf
index 3c4a08e..2f699c6 100644
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diff --git a/docs/control-board_schematic.pdf b/docs/control-board_schematic.pdf
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diff --git a/docs/MAX7219-MAX7221-7-segment-display.pdf b/docs/display_MAX7219-MAX7221-7_manual.pdf
similarity index 100%
rename from docs/MAX7219-MAX7221-7-segment-display.pdf
rename to docs/display_MAX7219-MAX7221-7_manual.pdf
diff --git a/docs/LPD3806-dimensions.jpg b/docs/encoder-LPD3806_dimensions.jpg
similarity index 100%
rename from docs/LPD3806-dimensions.jpg
rename to docs/encoder-LPD3806_dimensions.jpg
diff --git a/docs/linear-axis_dimensions.jpg b/docs/linear-axis_dimensions.jpg
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diff --git a/docs/3SK1111-1AB30_con1.jpg b/docs/safety-relay_3SK1111-1AB30_con1.jpg
similarity index 100%
rename from docs/3SK1111-1AB30_con1.jpg
rename to docs/safety-relay_3SK1111-1AB30_con1.jpg
diff --git a/docs/3SK1111-1AB30_con2.jpg b/docs/safety-relay_3SK1111-1AB30_con2.jpg
similarity index 100%
rename from docs/3SK1111-1AB30_con2.jpg
rename to docs/safety-relay_3SK1111-1AB30_con2.jpg
diff --git a/docs/stepper-driver_MKS-SERVO28C-manual.pdf b/docs/stepper-driver_MKS-SERVO28C-manual.pdf
new file mode 100644
index 0000000..dfa885e
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diff --git a/docs/stepper-driver_TB6600-Manual.pdf b/docs/stepper-driver_TB6600-Manual.pdf
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diff --git a/docs/vfd/T13-400W-12-HT13-750W-12H-4.jpg b/docs/vfd/T13-400W-12-HT13-750W-12H_modbus.jpg
similarity index 100%
rename from docs/vfd/T13-400W-12-HT13-750W-12H-4.jpg
rename to docs/vfd/T13-400W-12-HT13-750W-12H_modbus.jpg
diff --git a/docs/vfd/mcu-t13-400w-12-h.pdf b/docs/vfd/T13-400W-12-H_download.pdf
similarity index 100%
rename from docs/vfd/mcu-t13-400w-12-h.pdf
rename to docs/vfd/T13-400W-12-H_download.pdf
diff --git a/docs/vfd/T13-400W-12-H_scan.PDF b/docs/vfd/T13-400W-12-H_scan.PDF
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diff --git a/docs/vfd/modbus-test/setfreq.jpg b/docs/vfd/modbus-test/setfreq.jpg
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diff --git a/docs/vfd/modbus-test/start.jpg b/docs/vfd/modbus-test/start.jpg
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diff --git a/docs/vfd/modbus-test/stop.jpg b/docs/vfd/modbus-test/stop.jpg
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diff --git a/function-diagram.drawio b/function-diagram.drawio
index 496684e..3b41108 100644
--- a/function-diagram.drawio
+++ b/function-diagram.drawio
@@ -1 +1,1080 @@
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diff --git a/function-diagram.drawio.pdf b/function-diagram.drawio.pdf
index 99a8825..b2df6aa 100644
Binary files a/function-diagram.drawio.pdf and b/function-diagram.drawio.pdf differ
diff --git a/img/cable-length-cutter.jpg b/img/cable-length-cutter.jpg
new file mode 100644
index 0000000..022c9fa
Binary files /dev/null and b/img/cable-length-cutter.jpg differ
diff --git a/img/panel-layout.svg b/img/panel-layout.svg
new file mode 100644
index 0000000..d75bb4b
--- /dev/null
+++ b/img/panel-layout.svg
@@ -0,0 +1,3 @@
+
+
+
\ No newline at end of file
diff --git a/main/CMakeLists.txt b/main/CMakeLists.txt
index 34f13b9..d6ecf26 100644
--- a/main/CMakeLists.txt
+++ b/main/CMakeLists.txt
@@ -1,13 +1,20 @@
idf_component_register(
SRCS
"main.cpp"
- "config.cpp"
+ "global.cpp"
"control.cpp"
"buzzer.cpp"
"vfd.cpp"
"display.cpp"
"cutter.cpp"
"switchesAnalog.cpp"
+ "stepper.cpp"
+ "guide-stepper.cpp"
+ "encoder.cpp"
+ "shutdown.cpp"
INCLUDE_DIRS
"."
)
+
+# colored build output (errors, warnings...)
+idf_build_set_property(COMPILE_OPTIONS "-fdiagnostics-color=always" APPEND)
\ No newline at end of file
diff --git a/main/buzzer.cpp b/main/buzzer.cpp
index 7b4baaf..ebfba83 100644
--- a/main/buzzer.cpp
+++ b/main/buzzer.cpp
@@ -1,5 +1,5 @@
#include "buzzer.hpp"
-#include "config.hpp"
+#include "config.h"
static const char *TAG_BUZZER = "buzzer";
diff --git a/main/config.hpp b/main/config.h
similarity index 56%
rename from main/config.hpp
rename to main/config.h
index 8b943a0..ca0369f 100644
--- a/main/config.hpp
+++ b/main/config.h
@@ -1,24 +1,21 @@
#pragma once
-extern "C" {
-#include "driver/adc.h"
-}
-#include "gpio_evaluateSwitch.hpp"
-#include "buzzer.hpp"
-#include "switchesAnalog.hpp"
+#include "esp_idf_version.h"
+
+//note: global variables and objects were moved to global.hpp
//===================================
//===== define output gpio pins =====
//===================================
//4x stepper mosfet outputs for VFD
#define GPIO_VFD_FWD GPIO_NUM_4 //ST4
-#define GPIO_VFD_REV GPIO_NUM_16 //ST3
+#define GPIO_VFD_REV GPIO_NUM_5 //mos2
#define GPIO_VFD_D0 GPIO_NUM_2 //ST2
#define GPIO_VFD_D1 GPIO_NUM_15 //ST1
//#define GPIO_VFD_D2 GPIO_NUM_15 //ST1 (D2 only used with 7.5kw vfd)
-#define GPIO_MOS1 GPIO_NUM_18 //mos1 (free)
-#define GPIO_LAMP GPIO_NUM_5 //mos2
+#define GPIO_MOS1 GPIO_NUM_18 //mos1 (free) 2022.02.28: pin used for stepper
+#define GPIO_LAMP GPIO_NUM_0 //mos2 (5) 2022.02.28: lamp disabled, pin used for stepper
#define GPIO_RELAY GPIO_NUM_13
#define GPIO_BUZZER GPIO_NUM_12
@@ -30,6 +27,12 @@ extern "C" {
#define ADC_CHANNEL_POTI ADC1_CHANNEL_0
#define GPIO_4SW_TO_ANALOG GPIO_NUM_39
#define ADC_CHANNEL_4SW_TO_ANALOG ADC1_CHANNEL_3 //gpio 39
+
+#define ADC_CHANNEL ADC_CHANNEL_0
+//#define ADC_LOW_VOLTAGE_THRESHOLD 1000 //adc value where shut down is detected (store certain values before power loss)
+#define GPIO_PIN GPIO_NUM_2
+
+#define ADC_CHANNEL_SUPPLY_VOLTAGE ADC1_CHANNEL_7//gpio35 onboard supply voltage
//ADC1_CHANNEL_0 gpio36
//ADC1_CHANNEL_6 gpio_34
//ADC1_CHANNEL_3 gpio_39
@@ -48,9 +51,8 @@ extern "C" {
#define SW_PRESET3 sw_gpio_analog_3
#define SW_CUT sw_gpio_33
#define SW_AUTO_CUT sw_gpio_32
-
-//unused but already available evaluated inputs
//#define ? sw_gpio_34
+//note: actual objects are created in global.cpp
@@ -70,6 +72,7 @@ extern "C" {
#define DISPLAY_PIN_NUM_CLK GPIO_NUM_22
#define DISPLAY_PIN_NUM_CS GPIO_NUM_27
#define DISPLAY_DELAY 2000
+#define DISPLAY_BRIGHTNESS 8
//--------------------------
//----- encoder config -----
@@ -79,46 +82,46 @@ extern "C" {
#define ENABLE_HALF_STEPS false // Set to true to enable tracking of rotary encoder at half step resolution
#define FLIP_DIRECTION false // Set to true to reverse the clockwise/counterclockwise sense
+
+
+//--------------------------
+//----- stepper config -----
+//--------------------------
+//enable stepper test mode (dont start control and encoder task)
+//#define STEPPER_TEST
+//pins
+#define STEPPER_STEP_PIN GPIO_NUM_18 //mos1
+#define STEPPER_DIR_PIN GPIO_NUM_16 //ST3
+//driver settings
+#define STEPPER_STEPS_PER_MM (200/2) //steps/mm (steps-per-rot / spindle-slope)
+#define STEPPER_SPEED_DEFAULT 25 //mm/s
+#define STEPPER_SPEED_MIN 4 //mm/s - speed threshold at which stepper immediately starts/stops
+#define STEPPER_ACCEL_INC 3 //steps/s increment per cycle
+#define STEPPER_DECEL_INC 7 //steps/s decrement per cycle
+//options affecting movement are currently defined in guide-stepper.cpp
+
+
+
//--------------------------
//------ calibration -------
//--------------------------
-//enable mode encoder test for calibration
+//enable mode encoder test for calibration (determine ENCODER_STEPS_PER_METER)
//if defined, displays always show length and steps instead of the normal messages
//#define ENCODER_TEST
+//TODO: add way to calibrate without flashing -> enter calibration mode with certain button sequence, enter steps-per-meter with poti, store in nvs
//steps per meter
-#define STEPS_PER_METER 2127 //roll-v3-gummi-86.6mm - d=89.8mm
+//this value is determined experimentally while ENCODER_TEST is enabled
+//#define ENCODER_STEPS_PER_METER 2127 //until 2024.03.13 roll-v3-gummi-86.6mm - d=89.8mm
+#define ENCODER_STEPS_PER_METER 2118 //2024.03.13 roll-v3-gummi measured 86.5mm
-//millimetres added to target length
+//millimeters added to target length
//to ensure that length does not fall short when spool slightly rotates back after stop
#define TARGET_LENGTH_OFFSET 0
-//millimetres lengthNow can be below lengthTarget to still stay in target_reached state
+//millimeters lengthNow can be below lengthTarget to still stay in target_reached state
#define TARGET_REACHED_TOLERANCE 5
-//============================
-//===== global variables =====
-//============================
-//create global evaluated switch objects
-//--- switches on digital gpio pins ---
-//extern gpio_evaluatedSwitch sw_gpio_39;
-extern gpio_evaluatedSwitch sw_gpio_34;
-extern gpio_evaluatedSwitch sw_gpio_32;
-extern gpio_evaluatedSwitch sw_gpio_33;
-extern gpio_evaluatedSwitch sw_gpio_25;
-extern gpio_evaluatedSwitch sw_gpio_26;
-extern gpio_evaluatedSwitch sw_gpio_14;
-
-//--- switches connected to 4-sw-to-analog stripboard ---
-extern gpio_evaluatedSwitch sw_gpio_analog_0;
-extern gpio_evaluatedSwitch sw_gpio_analog_1;
-extern gpio_evaluatedSwitch sw_gpio_analog_2;
-extern gpio_evaluatedSwitch sw_gpio_analog_3;
-
-
-
-//create global buzzer object
-extern buzzer_t buzzer;
diff --git a/main/control.cpp b/main/control.cpp
index 24b1638..2fcdc3e 100644
--- a/main/control.cpp
+++ b/main/control.cpp
@@ -1,64 +1,68 @@
+extern "C"
+{
+#include
+#include
+#include
+#include
+#include "freertos/queue.h"
+#include "esp_system.h"
+#include "esp_log.h"
+#include "driver/adc.h"
+
+#include "max7219.h"
+
+}
+#include
+#include "config.h"
+#include "gpio_evaluateSwitch.hpp"
+#include "gpio_adc.hpp"
+#include "buzzer.hpp"
+#include "vfd.hpp"
+#include "display.hpp"
+#include "cutter.hpp"
+#include "encoder.hpp"
+#include "guide-stepper.hpp"
+#include "global.hpp"
#include "control.hpp"
-//========================
-//===== init encoder =====
-//========================
-QueueHandle_t init_encoder(rotary_encoder_info_t * info){
- // esp32-rotary-encoder requires that the GPIO ISR service is installed before calling rotary_encoder_register()
- ESP_ERROR_CHECK(gpio_install_isr_service(0));
-
- // Initialise the rotary encoder device with the GPIOs for A and B signals
- ESP_ERROR_CHECK(rotary_encoder_init(info, ROT_ENC_A_GPIO, ROT_ENC_B_GPIO));
- ESP_ERROR_CHECK(rotary_encoder_enable_half_steps(info, ENABLE_HALF_STEPS));
-#ifdef FLIP_DIRECTION
- ESP_ERROR_CHECK(rotary_encoder_flip_direction(info));
-#endif
-
- // Create a queue for events from the rotary encoder driver.
- // Tasks can read from this queue to receive up to date position information.
- QueueHandle_t event_queue = rotary_encoder_create_queue();
- ESP_ERROR_CHECK(rotary_encoder_set_queue(info, event_queue));
- return event_queue;
-}
-
-
-
-//====================
-//==== variables =====
-//====================
+//-----------------------------------------
+//--------------- variables ---------------
+//-----------------------------------------
static const char *TAG = "control"; //tag for logging
+//control
const char* systemStateStr[7] = {"COUNTING", "WINDING_START", "WINDING", "TARGET_REACHED", "AUTO_CUT_WAITING", "CUTTING", "MANUAL"};
systemState_t controlState = systemState_t::COUNTING;
-uint32_t timestamp_changedState = 0;
+static uint32_t timestamp_lastStateChange = 0;
-char buf_disp[20]; //both displays
-char buf_disp1[10];// 8 digits + decimal point + \0
-char buf_disp2[10];// 8 digits + decimal point + \0
-char buf_tmp[15];
+//display
+static char buf_disp1[10];// 8 digits + decimal point + \0
+static char buf_disp2[10];// 8 digits + decimal point + \0
+static char buf_tmp[15];
-rotary_encoder_info_t encoder; //encoder device/info
-QueueHandle_t encoder_queue = NULL; //encoder event queue
-rotary_encoder_state_t encoderState;
-
-int lengthNow = 0; //length measured in mm
-int lengthTarget = 5000; //default target length in mm
-int lengthRemaining = 0; //(target - now) length needed for reaching the target
-int potiRead = 0; //voltage read from adc
-uint32_t timestamp_motorStarted = 0; //timestamp winding started
+//track length
+static int lengthNow = 0; //length measured in mm
+static int lengthTarget = 5000; //default target length in mm
+static int lengthRemaining = 0; //(target - now) length needed for reaching the target
+static int potiRead = 0; //voltage read from adc
+static uint32_t timestamp_motorStarted = 0; //timestamp winding started
-//encoder test / calibration
-int lengthBeeped = 0; //only beep once per meter during encoder test
-
//automatic cut
-int cut_msRemaining = 0;
-uint32_t timestamp_cut_lastBeep = 0;
-uint32_t autoCut_delayMs = 2500; //TODO add this to config
-bool autoCutEnabled = false; //store state of toggle switch (no hotswitch)
+static int cut_msRemaining = 0;
+static uint32_t timestamp_cut_lastBeep = 0;
+static uint32_t autoCut_delayMs = 2500; //TODO add this to config
+static bool autoCutEnabled = false; //store state of toggle switch (no hotswitch)
+
+//-----------------------------------------
+//--------------- functions ---------------
+//-----------------------------------------
+
+//========================
//===== change State =====
+//========================
//function for changing the controlState with log output
void changeState (systemState_t stateNew) {
//only proceed when state actually changed
@@ -70,18 +74,21 @@ void changeState (systemState_t stateNew) {
//change state
controlState = stateNew;
//update timestamp
- timestamp_changedState = esp_log_timestamp();
+ timestamp_lastStateChange = esp_log_timestamp();
}
-
+
+//=================================
//===== handle Stop Condition =====
-//function that checks whether start button is released or target is reached (used in multiple states)
-//returns true when stopped, false when no action
+//=================================
+//function that checks whether start button is released or target is reached
+//and takes according action if so (used in multiple states)
+//returns true when stop condition was met, false when no action required
bool handleStopCondition(handledDisplay * displayTop, handledDisplay * displayBot){
//--- stop conditions ---
//stop conditions that are checked in any mode
- //target reached
+ //target reached -> reached state, stop motor, display message
if (lengthRemaining <= 0 ) {
changeState(systemState_t::TARGET_REACHED);
vfd_setState(false);
@@ -90,7 +97,7 @@ bool handleStopCondition(handledDisplay * displayTop, handledDisplay * displayBo
buzzer.beep(2, 100, 100);
return true;
}
- //start button released
+ //start button released -> idle state, stop motor, display message
else if (SW_START.state == false) {
changeState(systemState_t::COUNTING);
vfd_setState(false);
@@ -104,8 +111,11 @@ bool handleStopCondition(handledDisplay * displayTop, handledDisplay * displayBo
}
+
+//===================================
//===== set dynamic speed level =====
-//function that sets the vfd speed level dynamicly depending on the remaining distance
+//===================================
+//function that sets the vfd speed level dynamically depending on the remaining distance
//closer to target -> slower
void setDynSpeedLvl(uint8_t lvlMax = 3){
uint8_t lvl;
@@ -133,33 +143,30 @@ void setDynSpeedLvl(uint8_t lvlMax = 3){
//========================
//===== control task =====
//========================
+//task that controls the entire machine
void task_control(void *pvParameter)
{
- //initialize encoder
- encoder_queue = init_encoder(&encoder);
-
- //initialize display
+ //-- initialize display --
max7219_t two7SegDisplays = display_init();
- //create two separate handled display instances
+ //create two separate custom handled display instances
handledDisplay displayTop(two7SegDisplays, 0);
handledDisplay displayBot(two7SegDisplays, 8);
- //--- display welcome msg ---
+ //-- display welcome msg --
//display welcome message on two 7 segment displays
//currently show name and date and scrolling 'hello'
display_ShowWelcomeMsg(two7SegDisplays);
-
- //================
- //===== loop =====
- //================
+ // ##############################
+ // ######## control loop ########
+ // ##############################
+ // repeatedly handle the machine
while(1){
vTaskDelay(10 / portTICK_PERIOD_MS);
- //-----------------------------
+
//------ handle switches ------
- //-----------------------------
- //run handle functions for all switches
+ //run handle functions for all switches used here
SW_START.handle();
SW_RESET.handle();
SW_SET.handle();
@@ -170,29 +177,23 @@ void task_control(void *pvParameter)
SW_AUTO_CUT.handle();
- //---------------------------
//------ handle cutter ------
- //---------------------------
+ //TODO: separate task for cutter?
cutter_handle();
- //----------------------------
//------ rotary encoder ------
- //----------------------------
- // Poll current position and direction
- rotary_encoder_get_state(&encoder, &encoderState);
- //--- calculate distance ---
- lengthNow = (float)encoderState.position * 1000 / STEPS_PER_METER;
+ //get current length since last reset
+ lengthNow = encoder_getLenMm();
-
- //---------------------------
+
//--------- buttons ---------
- //---------------------------
- //--- RESET switch ---
+ //#### RESET switch ####
if (SW_RESET.risingEdge) {
//dont reset when press used for stopping pending auto-cut
if (controlState != systemState_t::AUTO_CUT_WAITING) {
- rotary_encoder_reset(&encoder);
+ guide_moveToZero(); //move axis guiding the cable to start position
+ encoder_reset(); //reset length measurement
lengthNow = 0;
buzzer.beep(1, 700, 100);
displayTop.blink(2, 100, 100, "1ST ");
@@ -201,7 +202,7 @@ void task_control(void *pvParameter)
}
}
- //--- CUT switch ---
+ //### CUT switch ####
//start cut cycle immediately
if (SW_CUT.risingEdge) {
//stop cutter if already running
@@ -224,7 +225,7 @@ void task_control(void *pvParameter)
}
}
- //--- AUTO_CUT toggle sw ---
+ //#### AUTO_CUT toggle sw ####
//beep at change
if (SW_AUTO_CUT.risingEdge) {
buzzer.beep(2, 100, 50);
@@ -243,7 +244,7 @@ void task_control(void *pvParameter)
autoCutEnabled = false;
}
- //--- manual mode ---
+ //#### manual mode ####
//switch to manual motor control (2 buttons + poti)
if ( SW_PRESET2.state && (SW_PRESET1.state || SW_PRESET3.state) && controlState != systemState_t::MANUAL ) {
//enable manual control
@@ -251,7 +252,7 @@ void task_control(void *pvParameter)
buzzer.beep(3, 100, 60);
}
- //--- set custom target length ---
+ //##### SET switch #####
//set target length to poti position when SET switch is pressed
if (SW_SET.state == true) {
//read adc
@@ -287,7 +288,7 @@ void task_control(void *pvParameter)
}
- //--- target length presets ---
+ //##### target length preset buttons #####
if (controlState != systemState_t::MANUAL) { //dont apply preset length while controlling motor with preset buttons
if (SW_PRESET1.risingEdge) {
lengthTarget = 5000;
@@ -307,16 +308,17 @@ void task_control(void *pvParameter)
}
-
//---------------------------
//--------- control ---------
//---------------------------
- //calculate length difference
+ //statemachine handling the sequential winding process
+
+ //calculate current length difference
lengthRemaining = lengthTarget - lengthNow + TARGET_LENGTH_OFFSET;
//--- statemachine ---
switch (controlState) {
- case systemState_t::COUNTING: //no motor action
+ case systemState_t::COUNTING: //no motor action, just show current length on display
vfd_setState(false);
//TODO check stop condition before starting - prevents motor from starting 2 cycles when already at target
//--- start winding to length ---
@@ -332,6 +334,7 @@ void task_control(void *pvParameter)
case systemState_t::WINDING_START: //wind slow for certain time
//set vfd speed depending on remaining distance
setDynSpeedLvl(1); //limit to speed lvl 1 (force slow start)
+ //switch to WINDING state (full speed) when 3s have passed
if (esp_log_timestamp() - timestamp_motorStarted > 3000) {
changeState(systemState_t::WINDING);
}
@@ -341,23 +344,23 @@ void task_control(void *pvParameter)
case systemState_t::WINDING: //wind fast, slow down when close
//set vfd speed depending on remaining distance
- setDynSpeedLvl(); //slow down when close to target
+ setDynSpeedLvl(); //set motor speed, slow down when close to target
handleStopCondition(&displayTop, &displayBot); //stops if button released or target reached
//TODO: cancel when there is no cable movement anymore e.g. empty / timeout?
break;
- case systemState_t::TARGET_REACHED:
+ case systemState_t::TARGET_REACHED: //prevent further motor rotation and start auto-cut
vfd_setState(false);
//switch to counting state when no longer at or above target length
if ( lengthNow < lengthTarget - TARGET_REACHED_TOLERANCE ) {
changeState(systemState_t::COUNTING);
}
- //switch initiate countdown to auto-cut
+ //initiate countdown to auto-cut if enabled
else if ( (autoCutEnabled)
- && (esp_log_timestamp() - timestamp_changedState > 300) ) { //wait for dislay msg "reached" to finish
+ && (esp_log_timestamp() - timestamp_lastStateChange > 300) ) { //wait for dislay msg "reached" to finish
changeState(systemState_t::AUTO_CUT_WAITING);
}
- //show msg when trying to start, but target is reached
+ //show msg when trying to start, but target is already reached (-> reset button has to be pressed)
if (SW_START.risingEdge) {
buzzer.beep(2, 50, 30);
displayTop.blink(2, 600, 500, " S0LL ");
@@ -365,9 +368,8 @@ void task_control(void *pvParameter)
}
break;
- case systemState_t::AUTO_CUT_WAITING:
- //handle delayed start of cut
- cut_msRemaining = autoCut_delayMs - (esp_log_timestamp() - timestamp_changedState);
+ case systemState_t::AUTO_CUT_WAITING: //handle delayed start of cut
+ cut_msRemaining = autoCut_delayMs - (esp_log_timestamp() - timestamp_lastStateChange);
//- countdown stop conditions -
//stop with any button
if (!autoCutEnabled
@@ -391,13 +393,14 @@ void task_control(void *pvParameter)
}
break;
- case systemState_t::CUTTING:
+ case systemState_t::CUTTING: //prevent any action while cutter is active
//exit when finished cutting
if (cutter_isRunning() == false) {
//TODO stop if start buttons released?
changeState(systemState_t::COUNTING);
//TODO reset automatically or wait for manual reset?
- rotary_encoder_reset(&encoder);
+ guide_moveToZero(); //move axis guiding the cable to start position
+ encoder_reset(); //reset length measurement
lengthNow = 0;
buzzer.beep(1, 700, 100);
}
@@ -434,30 +437,34 @@ void task_control(void *pvParameter)
}
-
+#ifdef ENCODER_TEST
//--------------------------
//------ encoder test ------
//--------------------------
-#ifdef ENCODER_TEST
+ //mode for calibrating the cable length measurement (determine ENCODER_STEPS_PER_METER in config.h)
//run display handle functions
displayTop.handle();
displayBot.handle();
//-- show encoder steps on display1 ---
- sprintf(buf_disp1, "EN %05d", encoderState.position); //count
+ sprintf(buf_disp1, "EN %05d", encoder_getSteps()); //count
displayTop.showString(buf_disp1);
//--- show converted distance on display2 ---
sprintf(buf_disp2, "Met %5.3f", (float)lengthNow/1000); //m
displayBot.showString(buf_disp2);
- //--- beep every 1m ---
- //note: only works precicely in forward/positive direction
- if (lengthNow % 1000 < 50) { //with tolerance in case of missed exact value
- if (fabs(lengthNow - lengthBeeped) >= 900) { //dont beep multiple times at same meter
- //TODO: add case for reverse direction. currently beeps 0.1 too early
- buzzer.beep(1, 400, 100 );
+ //--- beep every 0.5m ---
+ //note: only works precisely in forward/positive direction, in reverse it it beeps by tolerance too early
+ static int lengthBeeped = 0;
+ if (lengthNow % 500 < 50) { //with tolerance in case of missed exact value
+ if (fabs(lengthNow - lengthBeeped) >= 400) { //dont beep multiple times at same distance
+ //TODO: add case for reverse direction. currently beeps 50mm too early
+ if (lengthNow % 1000 < 50) // 1m beep
+ buzzer.beep(1, 400, 100);
+ else // 0.5m beep
+ buzzer.beep(1, 200, 100);
lengthBeeped = lengthNow;
}
}
-#else
+#else //not in encoder calibration mode
//--------------------------
//-------- display1 --------
@@ -477,7 +484,6 @@ void task_control(void *pvParameter)
displayTop.showString(buf_disp1);
}
-
//--------------------------
//-------- display2 --------
//--------------------------
@@ -510,6 +516,7 @@ void task_control(void *pvParameter)
displayBot.showString(buf_tmp);
}
+#endif // end else ifdef ENCODER_TEST
//----------------------------
//------- control lamp -------
@@ -526,10 +533,6 @@ void task_control(void *pvParameter)
gpio_set_level(GPIO_LAMP, 0);
}
+ } //end while(1)
-
-#endif
-
- }
-
-}
+} //end task_control
diff --git a/main/control.hpp b/main/control.hpp
index 0ab7dcb..a6275d3 100644
--- a/main/control.hpp
+++ b/main/control.hpp
@@ -1,35 +1,12 @@
#pragma once
-extern "C"
-{
-#include
-#include
-#include
-#include
-#include "freertos/queue.h"
-#include "esp_system.h"
-#include "esp_log.h"
-#include "driver/adc.h"
-
-#include "rotary_encoder.h"
-#include "max7219.h"
-
-}
-#include
-
-#include "config.hpp"
-#include "gpio_evaluateSwitch.hpp"
-#include "gpio_adc.hpp"
-#include "buzzer.hpp"
-#include "vfd.hpp"
-#include "display.hpp"
-#include "cutter.hpp"
-
//enum describing the state of the system
enum class systemState_t {COUNTING, WINDING_START, WINDING, TARGET_REACHED, AUTO_CUT_WAITING, CUTTING, MANUAL};
+
//array with enum as strings for logging states
extern const char* systemStateStr[7];
+
//task that controls the entire machine (has to be created as task in main function)
void task_control(void *pvParameter);
diff --git a/main/cutter.cpp b/main/cutter.cpp
index 117a4f3..7655ec2 100644
--- a/main/cutter.cpp
+++ b/main/cutter.cpp
@@ -1,4 +1,6 @@
#include "cutter.hpp"
+#include "config.h"
+#include "global.hpp"
const char* cutter_stateStr[5] = {"IDLE", "START", "CUTTING", "CANCELED", "TIMEOUT"}; //define strings for logging the state
@@ -15,9 +17,9 @@ bool checkTimeout();
//---------------------------
//----- local variables -----
//---------------------------
-cutter_state_t cutter_state = cutter_state_t::IDLE;
-uint32_t timestamp_turnedOn;
-uint32_t msTimeout = 3000;
+static cutter_state_t cutter_state = cutter_state_t::IDLE;
+static uint32_t timestamp_turnedOn;
+static uint32_t msTimeout = 3000;
static const char *TAG = "cutter"; //tag for logging
@@ -39,7 +41,6 @@ void cutter_stop(){
if(cutter_state != cutter_state_t::IDLE){
setState(cutter_state_t::CANCELED);
}
- //starts motor on state change
}
@@ -131,7 +132,6 @@ void cutter_handle(){
//SW_CUTTER_POS.minOnMs = 10;
//SW_CUTTER_POS.minOffMs = 10;
-
switch(cutter_state){
case cutter_state_t::IDLE:
case cutter_state_t::TIMEOUT:
@@ -142,14 +142,13 @@ void cutter_handle(){
case cutter_state_t::START:
//--- moved away from idle position ---
//if (gpio_get_level(GPIO_CUTTER_POS_SW) == 0){ //contact closed
- if (SW_CUTTER_POS.state == true) { //contact closed -> not at idle pos
+ if (SW_CUTTER_POS.state == true) { //contact closed -> not at idle pos anymore
setState(cutter_state_t::CUTTING);
}
//--- timeout ---
else {
checkTimeout();
}
-
break;
case cutter_state_t::CUTTING:
diff --git a/main/display.cpp b/main/display.cpp
index 82ac5c5..0e865c0 100644
--- a/main/display.cpp
+++ b/main/display.cpp
@@ -1,5 +1,6 @@
#include "display.hpp"
+#include "config.h"
//=== variables ===
static const char *TAG = "display"; //tag for logging
@@ -34,7 +35,7 @@ max7219_t display_init(){
ESP_ERROR_CHECK(max7219_init_desc(&dev, HOST, MAX7219_MAX_CLOCK_SPEED_HZ, DISPLAY_PIN_NUM_CS));
ESP_ERROR_CHECK(max7219_init(&dev));
//0...15
- ESP_ERROR_CHECK(max7219_set_brightness(&dev, 8)); //TODO add this to config
+ ESP_ERROR_CHECK(max7219_set_brightness(&dev, DISPLAY_BRIGHTNESS));
return dev;
//display = dev;
ESP_LOGI(TAG, "initializing display - done");
@@ -50,7 +51,7 @@ void display_ShowWelcomeMsg(max7219_t dev){
//show name and date
ESP_LOGI(TAG, "showing startup message...");
max7219_clear(&dev);
- max7219_draw_text_7seg(&dev, 0, "CUTTER 29.09.2022");
+ max7219_draw_text_7seg(&dev, 0, "CUTTER 15.03.2024");
// 1234567812 34 5678
vTaskDelay(pdMS_TO_TICKS(700));
//scroll "hello" over 2 displays
@@ -64,7 +65,7 @@ void display_ShowWelcomeMsg(max7219_t dev){
//noticed rare bug that one display does not initialize / is not configured correctly after start
//initialize display again after the welcome message in case it did not work the first time
ESP_ERROR_CHECK(max7219_init(&dev));
- ESP_ERROR_CHECK(max7219_set_brightness(&dev, 8)); //TODO add this to config
+ ESP_ERROR_CHECK(max7219_set_brightness(&dev, DISPLAY_BRIGHTNESS));
}
@@ -83,9 +84,9 @@ handledDisplay::handledDisplay(max7219_t displayDevice, uint8_t posStart_f) {
-//--------------------------------
-//---------- showString ----------
-//--------------------------------
+//================================
+//========== showString ==========
+//================================
//function that displays a given string on the display
void handledDisplay::showString(const char * buf, uint8_t pos_f){
//calculate actual absolute position
@@ -103,11 +104,11 @@ void handledDisplay::showString(const char * buf, uint8_t pos_f){
//TODO: blinkStrings() and blink() are very similar - can be optimized?
-//only difficulty currently is the reset behaivor of blinkStrings through showString (blink does not reset)
+//only difficulty is the reset behaivor of blinkStrings through showString (blink does not reset)
-//----------------------------------
-//---------- blinkStrings ----------
-//----------------------------------
+//==================================
+//========== blinkStrings ==========
+//==================================
//function switches between two strings in a given interval
void handledDisplay::blinkStrings(const char * strOn_f, const char * strOff_f, uint32_t msOn_f, uint32_t msOff_f){
//copy/update variables
@@ -130,9 +131,9 @@ void handledDisplay::blinkStrings(const char * strOn_f, const char * strOff_f, u
-//-------------------------------
-//------------ blink ------------
-//-------------------------------
+//===============================
+//============ blink ============
+//===============================
//function triggers certain count and interval of off durations
void handledDisplay::blink(uint8_t count_f, uint32_t msOn_f, uint32_t msOff_f, const char * strOff_f) {
//copy/update parameters
@@ -156,9 +157,9 @@ void handledDisplay::blink(uint8_t count_f, uint32_t msOn_f, uint32_t msOff_f, c
-//--------------------------------
-//------------ handle ------------
-//--------------------------------
+//================================
+//============ handle ============
+//================================
//function that handles time based modes
//writes text to the 7 segment display depending on the current mode
void handledDisplay::handle() {
diff --git a/main/display.hpp b/main/display.hpp
index d62e684..4962ffb 100644
--- a/main/display.hpp
+++ b/main/display.hpp
@@ -16,9 +16,8 @@ extern "C"
#include
-#include "config.hpp"
-//function for initializing the display using configuration from macros in config.hpp
+//function for initializing the display using configuration from macros in config.h
max7219_t display_init();
//show welcome message on the entire display
@@ -44,8 +43,8 @@ class handledDisplay {
//TODO: blinkStrings and blink are very similar - optimize?
//TODO: add 'scroll string' method
- private:
+ private:
//--- variables ---
//config
max7219_t dev;
diff --git a/main/encoder.cpp b/main/encoder.cpp
new file mode 100644
index 0000000..d3c26e9
--- /dev/null
+++ b/main/encoder.cpp
@@ -0,0 +1,79 @@
+extern "C" {
+#include
+#include
+#include "esp_system.h"
+#include "esp_log.h"
+
+#include "rotary_encoder.h"
+}
+
+#include "encoder.hpp"
+#include "config.h"
+#include "global.hpp"
+
+
+//----------------------------
+//----- global variables -----
+//----------------------------
+static rotary_encoder_info_t encoder; //encoder device/info
+QueueHandle_t encoder_queue = NULL; //encoder event queue
+
+
+
+//-------------------------
+//------- functions -------
+//-------------------------
+
+//======================
+//==== encoder_init ====
+//======================
+//initialize encoder and return event queue
+QueueHandle_t encoder_init(){
+ // esp32-rotary-encoder requires that the GPIO ISR service is installed before calling rotary_encoder_register()
+ ESP_ERROR_CHECK(gpio_install_isr_service(0));
+
+ // Initialise the rotary encoder device with the GPIOs for A and B signals
+ ESP_ERROR_CHECK(rotary_encoder_init(&encoder, ROT_ENC_A_GPIO, ROT_ENC_B_GPIO));
+ ESP_ERROR_CHECK(rotary_encoder_enable_half_steps(&encoder, ENABLE_HALF_STEPS));
+#ifdef FLIP_DIRECTION
+ ESP_ERROR_CHECK(rotary_encoder_flip_direction(&encoder));
+#endif
+
+ // Create a queue for events from the rotary encoder driver.
+ // Tasks can read from this queue to receive up to date position information.
+ QueueHandle_t event_queue = rotary_encoder_create_queue();
+ ESP_ERROR_CHECK(rotary_encoder_set_queue(&encoder, event_queue));
+ return event_queue;
+}
+
+
+//========================
+//=== encoder_getSteps ===
+//========================
+//get steps counted since last reset
+int encoder_getSteps(){
+ // Poll current position and direction
+ rotary_encoder_state_t encoderState;
+ rotary_encoder_get_state(&encoder, &encoderState);
+ //calculate total distance since last reset
+ return encoderState.position;
+}
+
+
+//========================
+//=== encoder_getLenMm ===
+//========================
+//get current length in Mm since last reset
+int encoder_getLenMm(){
+ return (float)encoder_getSteps() * 1000 / ENCODER_STEPS_PER_METER;
+}
+
+
+//=======================
+//==== encoder_reset ====
+//=======================
+//reset counted steps / length to 0
+void encoder_reset(){
+ rotary_encoder_reset(&encoder);
+ return;
+}
diff --git a/main/encoder.hpp b/main/encoder.hpp
new file mode 100644
index 0000000..9bc49ab
--- /dev/null
+++ b/main/encoder.hpp
@@ -0,0 +1,38 @@
+/* in this file all used functions from original rotary_encoder.h library are wrapped with custom functions to reduce global variables and duplicate code
+*/
+//TODO create a cpp class for an encoder?
+#pragma once
+extern "C" {
+#include
+}
+
+
+
+//----------------------------
+//----- global variables -----
+//----------------------------
+//TODO ignore global encoder queue, since it is not used?
+extern QueueHandle_t encoder_queue; //encoder event queue
+
+
+//-------------------------
+//------- functions -------
+//-------------------------
+
+//--- encoder_init ---
+//init encoder
+QueueHandle_t encoder_init();
+
+//--- encoder_getSteps ---
+//get steps counted since last reset
+int encoder_getSteps();
+
+
+//--- encoder_getLenMm ---
+//get current length in Mm since last reset
+int encoder_getLenMm();
+
+
+//--- encoder_reset ---
+//reset counted steps / length to 0
+void encoder_reset();
diff --git a/main/config.cpp b/main/global.cpp
similarity index 95%
rename from main/config.cpp
rename to main/global.cpp
index cad2481..00826c6 100644
--- a/main/config.cpp
+++ b/main/global.cpp
@@ -1,4 +1,5 @@
-#include "config.hpp"
+#include "global.hpp"
+#include "config.h"
//--- inputs ---
@@ -19,4 +20,4 @@ gpio_evaluatedSwitch sw_gpio_analog_2(&switchesAnalog_getState_sw2);
gpio_evaluatedSwitch sw_gpio_analog_3(&switchesAnalog_getState_sw3);
//create buzzer object with no gap between beep events
-buzzer_t buzzer(GPIO_BUZZER, 0);
+buzzer_t buzzer(GPIO_BUZZER, 0);
\ No newline at end of file
diff --git a/main/global.hpp b/main/global.hpp
new file mode 100644
index 0000000..d337921
--- /dev/null
+++ b/main/global.hpp
@@ -0,0 +1,33 @@
+#pragma once
+
+extern "C" {
+#include "driver/adc.h"
+}
+#include "gpio_evaluateSwitch.hpp"
+#include "buzzer.hpp"
+#include "switchesAnalog.hpp"
+
+//note: in the actual code macro variables to these objects from config.h are used as the objects names
+
+//============================
+//===== global variables =====
+//============================
+//create global evaluated switch objects for all available pins
+//--- switches on digital gpio pins ---
+//extern gpio_evaluatedSwitch sw_gpio_39;
+extern gpio_evaluatedSwitch sw_gpio_34;
+extern gpio_evaluatedSwitch sw_gpio_32;
+extern gpio_evaluatedSwitch sw_gpio_33;
+extern gpio_evaluatedSwitch sw_gpio_25;
+extern gpio_evaluatedSwitch sw_gpio_26;
+extern gpio_evaluatedSwitch sw_gpio_14;
+
+//--- switches connected to 4-sw-to-analog stripboard ---
+extern gpio_evaluatedSwitch sw_gpio_analog_0;
+extern gpio_evaluatedSwitch sw_gpio_analog_1;
+extern gpio_evaluatedSwitch sw_gpio_analog_2;
+extern gpio_evaluatedSwitch sw_gpio_analog_3;
+
+
+//create global buzzer object
+extern buzzer_t buzzer;
\ No newline at end of file
diff --git a/main/guide-stepper.cpp b/main/guide-stepper.cpp
new file mode 100644
index 0000000..1c604ca
--- /dev/null
+++ b/main/guide-stepper.cpp
@@ -0,0 +1,390 @@
+extern "C"
+{
+#include
+#include "freertos/FreeRTOS.h"
+#include "freertos/task.h"
+#include "esp_log.h"
+#include "driver/adc.h"
+#include "freertos/queue.h"
+}
+
+#include "stepper.hpp"
+#include "config.h"
+#include "global.hpp"
+#include "guide-stepper.hpp"
+#include "encoder.hpp"
+#include "shutdown.hpp"
+
+
+//macro to get smaller value out of two
+#define MIN(a, b) (((a) < (b)) ? (a) : (b))
+
+//---------------------
+//--- configuration ---
+//---------------------
+//also see config.h
+//for pin definition
+
+#define STEPPER_TEST_TRAVEL 65 // mm
+
+#define MIN_MM 0 //TODO add feature so guide stays at zero for some steps (negative MIN_MM?), currently seems appropriate for even winding
+#define MAX_MM 95 //actual reel is 110, but currently guide turned out to stay at max position for too long
+#define POS_MAX_STEPS MAX_MM * STEPPER_STEPS_PER_MM
+#define POS_MIN_STEPS MIN_MM * STEPPER_STEPS_PER_MM
+
+//tolerance added to last stored position at previous shutdown.
+//When calibrating at startup the stepper moves for that sum to get track of zero position (ensure crashes into hardware limit for at least some time)
+#define AUTO_HOME_TRAVEL_ADD_TO_LAST_POS_MM 20
+#define MAX_TOTAL_AXIS_TRAVEL_MM 103 //max possible travel distance, needed for auto-home
+
+// speeds for testing with potentiometer (test task only)
+#define SPEED_MIN 2.0 // mm/s
+#define SPEED_MAX 70.0 // mm/s
+//note: actual speed is currently defined in config.h with STEPPER_SPEED_DEFAULT
+
+#define LAYER_THICKNESS_MM 5 //height of one cable layer on reel -> increase in radius
+#define D_CABLE 6
+#define D_REEL 160
+#define PI 3.14159
+
+
+//simulate encoder with reset button to test stepper ctl task
+//note STEPPER_TEST has to be defined as well
+//#define STEPPER_SIMULATE_ENCODER
+
+//----------------------
+//----- variables ------
+//----------------------
+typedef enum axisDirection_t {AXIS_MOVING_LEFT = 0, AXIS_MOVING_RIGHT} axisDirection_t;
+
+static const char *TAG = "stepper-ctrl"; //tag for logging
+
+static axisDirection_t currentAxisDirection = AXIS_MOVING_RIGHT;
+static uint32_t posNow = 0;
+
+static int layerCount = 0;
+
+// queue for sending commands to task handling guide movement
+static QueueHandle_t queue_commandsGuideTask;
+
+
+//----------------------
+//----- functions ------
+//----------------------
+
+//=============================
+//=== guide_getAxisPosSteps ===
+//=============================
+// return local variable posNow
+// needed at shutdown detection to store last axis position in nvs
+int guide_getAxisPosSteps(){
+ return posNow;
+}
+
+
+//==========================
+//==== guide_moveToZero ====
+//==========================
+//tell stepper-control task to move cable guide to zero position
+void guide_moveToZero(){
+ bool valueToSend = true; // or false
+ xQueueSend(queue_commandsGuideTask, &valueToSend, portMAX_DELAY);
+ ESP_LOGI(TAG, "sending command to stepper_ctl task via queue");
+}
+
+
+//---------------------
+//---- travelSteps ----
+//---------------------
+//move axis certain Steps (relative) between left and right or reverse when negative
+void travelSteps(int stepsTarget){
+ //TODO simplify this function, one simple calculation of new position?
+ //with new custom driver no need to detect direction change
+
+ int stepsToGo, remaining;
+
+ stepsToGo = abs(stepsTarget);
+
+ // invert direction in reverse mode (cable gets spooled off reel)
+ if (stepsTarget < 0) {
+ currentAxisDirection = (currentAxisDirection == AXIS_MOVING_LEFT) ? AXIS_MOVING_RIGHT : AXIS_MOVING_LEFT; //toggle between RIGHT<->Left
+ }
+
+ while (stepsToGo != 0){
+ //--- currently moving right ---
+ if (currentAxisDirection == AXIS_MOVING_RIGHT){ //currently moving right
+ remaining = POS_MAX_STEPS - posNow; //calc remaining distance fom current position to limit
+ if (stepsToGo > remaining){ //new distance will exceed limit
+ stepper_setTargetPosSteps(POS_MAX_STEPS); //move to limit
+ stepper_waitForStop(1000);
+ posNow = POS_MAX_STEPS;
+ currentAxisDirection = AXIS_MOVING_LEFT; //change current direction for next iteration
+ //increment/decrement layer count depending on current cable direction
+ layerCount += (stepsTarget > 0) - (stepsTarget < 0);
+ if (layerCount < 0) layerCount = 0; //negative layers are not possible
+ stepsToGo = stepsToGo - remaining; //decrease target length by already traveled distance
+ ESP_LOGI(TAG, " --- moved to max -> change direction (L) --- \n ");
+ }
+ else { //target distance does not reach the limit
+ stepper_setTargetPosSteps(posNow + stepsToGo); //move by (remaining) distance to reach target length
+ ESP_LOGD(TAG, "moving to %d\n", posNow+stepsToGo);
+ posNow += stepsToGo;
+ stepsToGo = 0; //finished, reset target length (could as well exit loop/break)
+ }
+ }
+
+ //--- currently moving left ---
+ else if (currentAxisDirection == AXIS_MOVING_LEFT){
+ remaining = posNow - POS_MIN_STEPS;
+ if (stepsToGo > remaining){
+ stepper_setTargetPosSteps(POS_MIN_STEPS);
+ stepper_waitForStop(1000);
+ posNow = POS_MIN_STEPS;
+ currentAxisDirection = AXIS_MOVING_RIGHT; //switch direction
+ //increment/decrement layer count depending on current cable direction
+ layerCount += (stepsTarget > 0) - (stepsTarget < 0);
+ if (layerCount < 0) layerCount = 0; //negative layers are not possible
+ stepsToGo = stepsToGo - remaining;
+ ESP_LOGI(TAG, " --- moved to min -> change direction (R) --- \n ");
+ }
+ else {
+ stepper_setTargetPosSteps(posNow - stepsToGo); //when moving left the coordinate has to be decreased
+ ESP_LOGD(TAG, "moving to %d\n", posNow - stepsToGo);
+ posNow -= stepsToGo;
+ stepsToGo = 0;
+ }
+ }
+ }
+
+ // undo inversion of currentAxisDirection after reverse mode is finished
+ if (stepsTarget < 0) {
+ currentAxisDirection = (currentAxisDirection == AXIS_MOVING_LEFT) ? AXIS_MOVING_RIGHT : AXIS_MOVING_LEFT; //toggle between RIGHT<->Left
+ }
+
+ return;
+}
+
+
+//------------------
+//---- travelMm ----
+//------------------
+//move axis certain Mm (relative) between left and right or reverse when negative
+void travelMm(int length){
+ travelSteps(length * STEPPER_STEPS_PER_MM);
+}
+
+
+//----------------------
+//---- init_stepper ----
+//----------------------
+//initialize/configure stepper instance
+void init_stepper() {
+ //TODO unnecessary wrapper?
+ ESP_LOGW(TAG, "initializing stepper...");
+ stepper_init();
+ // create queue for sending commands to task handling guide movement
+ // currently length 1 and only one command possible, thus bool
+ queue_commandsGuideTask = xQueueCreate(1, sizeof(bool));
+}
+
+
+//--------------------------
+//--- updateSpeedFromAdc ---
+//--------------------------
+//function that updates speed value using ADC input and configured MIN/MAX - used for testing only
+void updateSpeedFromAdc() {
+ int potiRead = gpio_readAdc(ADC_CHANNEL_POTI); //0-4095 GPIO34
+ double poti = potiRead/4095.0;
+ int speed = poti*(SPEED_MAX-SPEED_MIN) + SPEED_MIN;
+ stepper_setSpeed(speed);
+ ESP_LOGW(TAG, "poti: %d (%.2lf%%), set speed to: %d", potiRead, poti*100, speed);
+}
+
+
+
+//============================
+//==== TASK stepper_test =====
+//============================
+//test axis without using encoder input
+#ifndef STEPPER_SIMULATE_ENCODER
+void task_stepper_test(void *pvParameter)
+{
+ stepper_init();
+ while(1){
+ vTaskDelay(20 / portTICK_PERIOD_MS);
+
+ //------ handle switches ------
+ //run handle functions for all switches
+ SW_START.handle();
+ SW_RESET.handle();
+ SW_SET.handle();
+ SW_PRESET1.handle();
+ SW_PRESET2.handle();
+ SW_PRESET3.handle();
+ SW_CUT.handle();
+ SW_AUTO_CUT.handle();
+
+#ifdef ONE_BUTTON_TEST //test with "reset-button" only
+ static int state = 0;
+ //cycle through test commands with one button
+ if (SW_RESET.risingEdge) {
+ switch (state){
+ case 0:
+ stepper_setTargetPosMm(50);
+ //stepper_setTargetPosSteps(1000);
+ state++;
+ break;
+ case 1:
+ stepper_setTargetPosMm(80);
+ //stepper_setTargetPosSteps(100);
+ state++;
+ break;
+ case 2:
+ stepper_setTargetPosMm(20);
+ //stepper_setTargetPosSteps(100);
+ state++;
+ break;
+ case 3:
+ stepper_setTargetPosMm(60);
+ //stepper_setTargetPosSteps(2000);
+ state = 0;
+ break;
+ }
+ }
+#else //test with all buttons
+ if (SW_RESET.risingEdge) {
+ buzzer.beep(1, 500, 100);
+ stepper_setTargetPosMm(0);
+ }
+ if (SW_PRESET1.risingEdge) {
+ buzzer.beep(1, 200, 100);
+ stepper_setTargetPosMm(50);
+ }
+ if (SW_PRESET2.risingEdge) {
+ buzzer.beep(2, 200, 100);
+ stepper_setTargetPosMm(75);
+ }
+ if (SW_PRESET3.risingEdge) {
+ buzzer.beep(3, 200, 100);
+ stepper_setTargetPosMm(100);
+ }
+#endif
+ }
+}
+#endif //end SIMULATE_ENCODER
+
+
+
+//============================
+//===== TASK stepper_ctl =====
+//============================
+//task controlling the linear axis guiding the cable according to wire length spooled
+#ifdef STEPPER_SIMULATE_ENCODER
+void task_stepper_test(void *pvParameter)
+#else
+void task_stepper_ctl(void *pvParameter)
+#endif
+{
+ //-- variables --
+ static int encStepsPrev = 0; //measured encoder steps at last run
+ static double travelStepsPartial = 0; //store resulted remaining partial steps last run
+
+ //temporary variables for calculating required steps, or logging
+ int encStepsNow = 0; //get curretly measured steps of encoder
+ int encStepsDelta = 0; //encoder steps changed since last iteration
+
+ double cableLen = 0;
+ double travelStepsExact = 0; //steps axis has to travel
+ int travelStepsFull = 0;
+ double travelMm = 0;
+ double turns = 0;
+ float currentDiameter;
+
+
+
+ //initialize stepper at task start
+ init_stepper();
+ //define zero-position
+ // use last known position stored at last shutdown to reduce time crashing into hardware limit
+ int posLastShutdown = nvsReadLastAxisPosSteps();
+ if (posLastShutdown >= 0)
+ { // would be -1 when failed
+ ESP_LOGW(TAG, "auto-home: considerting pos last shutdown %dmm + tolerance %dmm",
+ posLastShutdown / STEPPER_STEPS_PER_MM,
+ AUTO_HOME_TRAVEL_ADD_TO_LAST_POS_MM);
+ // home considering last position and offset, but limit to max distance possible
+ stepper_home(MIN((posLastShutdown/STEPPER_STEPS_PER_MM + AUTO_HOME_TRAVEL_ADD_TO_LAST_POS_MM), MAX_TOTAL_AXIS_TRAVEL_MM));
+ }
+ else { // default to max travel when read from nvs failed
+ stepper_home(MAX_TOTAL_AXIS_TRAVEL_MM);
+ }
+
+ //repeatedly read changes in measured cable length and move axis accordingly
+ while(1){
+#ifdef STEPPER_SIMULATE_ENCODER
+ //TESTING - simulate encoder using switch
+ SW_RESET.handle();
+ //note
+ if (SW_RESET.risingEdge) encStepsNow += 500;
+#else
+ //get current length
+ encStepsNow = encoder_getSteps();
+#endif
+
+ // move to zero and reset if command received via queue
+ bool receivedValue;
+ if (xQueueReceive(queue_commandsGuideTask, &receivedValue, 0) == pdTRUE)
+ {
+ // Process the received value
+ // TODO support other commands (currently only move to zero possible)
+ ESP_LOGW(TAG, "task: move-to-zero command received via queue, starting move, waiting until position reached");
+ stepper_setTargetPosMm(0);
+ stepper_waitForStop();
+ //reset variables -> start tracking cable movement starting from position zero
+ // ensure stepsDelta is 0
+ encStepsNow = encoder_getSteps();
+ encStepsPrev = encStepsNow;
+ travelStepsPartial = 0;
+ // set locally stored axis position and counted layers to 0 (used for calculating the target axis coordinate and steps)
+ posNow = 0;
+ layerCount = 0;
+ currentAxisDirection = AXIS_MOVING_RIGHT;
+ ESP_LOGW(TAG, "at position 0, reset variables, resuming normal cable guiding operation");
+ }
+
+ //calculate change
+ encStepsDelta = encStepsNow - encStepsPrev;
+ //check if reset happend without moving to zero before - resulting in huge diff
+ if (encStepsDelta != 0 && encStepsNow == 0){ // this should not happen and causes weird movement
+ ESP_LOGE(TAG, "encoder steps changed to 0 (reset) without previous moveToZero() call, resulting in stepsDelta=%d", encStepsDelta);
+ }
+
+ //read potentiometer and normalize (0-1) to get a variable for testing
+ //float potiModifier = (float) gpio_readAdc(ADC_CHANNEL_POTI) / 4095; //0-4095 -> 0-1
+ //ESP_LOGI(TAG, "current poti-modifier = %f", potiModifier);
+
+ //calculate steps to move
+ cableLen = (double)encStepsDelta * 1000 / ENCODER_STEPS_PER_METER;
+ //effective diameter increases each layer
+ currentDiameter = D_REEL + LAYER_THICKNESS_MM * 2 * layerCount;
+ turns = cableLen / (PI * currentDiameter);
+ travelMm = turns * D_CABLE;
+ travelStepsExact = travelMm * STEPPER_STEPS_PER_MM + travelStepsPartial; //convert mm to steps and add not moved partial steps
+ travelStepsPartial = 0;
+ travelStepsFull = (int)travelStepsExact;
+
+ //move axis when ready to move at least 1 full step
+ if (abs(travelStepsFull) > 1){
+ travelStepsPartial = fmod(travelStepsExact, 1); //save remaining partial steps to be added in the next iteration
+ ESP_LOGI(TAG, "dCablelen=%.2lf, dTurns=%.2lf, travelMm=%.3lf, StepsExact: %.3lf, StepsFull=%d, StepsPartial=%.3lf, totalLayerCount=%d, diameter=%.1f", cableLen, turns, travelMm, travelStepsExact, travelStepsFull, travelStepsPartial, layerCount, currentDiameter);
+ ESP_LOGD(TAG, "MOVING %d steps", travelStepsFull);
+ travelSteps(travelStepsExact);
+ encStepsPrev = encStepsNow; //update previous length
+ }
+ else {
+ //TODO use encoder queue to only run this check at encoder event?
+ vTaskDelay(5);
+ }
+ vTaskDelay(5 / portTICK_PERIOD_MS);
+ }
+}
diff --git a/main/guide-stepper.hpp b/main/guide-stepper.hpp
new file mode 100644
index 0000000..d1caebc
--- /dev/null
+++ b/main/guide-stepper.hpp
@@ -0,0 +1,20 @@
+#pragma once
+
+//task that initializes and controls the stepper motor
+//current functionality:
+// - automatically auto-homes
+// - moves left and right repeatedly
+// - updates speed from potentiometer each cycle
+void task_stepper_test(void *pvParameter);
+
+//task that initializes and controls the stepper motor
+// - moves stepper according to encoder movement
+void task_stepper_ctl(void *pvParameter);
+
+
+//tell stepper-control task to move cable guide to zero position
+void guide_moveToZero();
+
+// return local variable posNow that stores the current position of cable guide axis in steps
+// needed by shutdown to store last axis position in nvs
+int guide_getAxisPosSteps();
\ No newline at end of file
diff --git a/main/main.cpp b/main/main.cpp
index bbf1992..600529a 100644
--- a/main/main.cpp
+++ b/main/main.cpp
@@ -8,26 +8,38 @@ extern "C"
#include "esp_system.h"
#include "esp_log.h"
#include "driver/adc.h"
+
}
-#include "config.hpp"
+#include "config.h"
+#include "global.hpp"
#include "control.hpp"
#include "buzzer.hpp"
#include "switchesAnalog.hpp"
+#include "guide-stepper.hpp"
+#include "encoder.hpp"
+#include "shutdown.hpp"
+
+#include "stepper.hpp"
//=================================
//=========== functions ===========
//=================================
+
+//------------------------
//--- configure output ---
-//function to configure gpio pin as output
+//------------------------
+//configure a gpio pin as output
void gpio_configure_output(gpio_num_t gpio_pin){
gpio_pad_select_gpio(gpio_pin);
gpio_set_direction(gpio_pin, GPIO_MODE_OUTPUT);
}
-//--- init gpios ---
+//--------------------
+//---- init gpios ----
+//--------------------
void init_gpios(){
//--- outputs ---
//4x stepper mosfets
@@ -49,6 +61,8 @@ void init_gpios(){
//initialize and configure ADC
adc1_config_width(ADC_WIDTH_BIT_12); //=> max resolution 4096
adc1_config_channel_atten(ADC_CHANNEL_POTI, ADC_ATTEN_DB_11); //max voltage
+
+ adc1_config_channel_atten(ADC_CHANNEL_SUPPLY_VOLTAGE, ADC_ATTEN_DB_11); //max voltage
}
@@ -70,20 +84,43 @@ void task_buzzer( void * pvParameters ){
//======================================
extern "C" void app_main()
{
- //init outputs
+ //init outputs and adc
init_gpios();
- //enable 5V volate regulator
+ //enable 5V volage regulator (needed for display)
gpio_set_level(GPIO_NUM_17, 1);
+ //init encoder (global)
+ encoder_queue = encoder_init();
+
//define loglevel
- esp_log_level_set("*", ESP_LOG_INFO);
+ esp_log_level_set("*", ESP_LOG_INFO); //default loglevel
esp_log_level_set("buzzer", ESP_LOG_ERROR);
esp_log_level_set("switches-analog", ESP_LOG_WARN);
esp_log_level_set("control", ESP_LOG_INFO);
+ esp_log_level_set("stepper-driver", ESP_LOG_WARN);
+ esp_log_level_set("stepper-ctrl", ESP_LOG_WARN);
+ esp_log_level_set("Dendostepper", ESP_LOG_WARN); //stepper lib
+ esp_log_level_set("calc", ESP_LOG_WARN); //stepper lib
+ esp_log_level_set("lowVoltage", ESP_LOG_INFO);
+
+#ifdef STEPPER_TEST
+ //create task for testing the stepper motor
+ xTaskCreate(task_stepper_test, "task_stepper_test", configMINIMAL_STACK_SIZE * 3, NULL, 2, NULL);
+ //xTaskCreate(task_stepper_debug, "task_stepper_test", configMINIMAL_STACK_SIZE * 3, NULL, 2, NULL);
+#else
+ //create task for detecting power-off
+ xTaskCreate(&task_shutDownDetection, "task_shutdownDet", 2048, NULL, 2, NULL);
+ // wait for nvs to be initialized in shutDownDetection task
+ vTaskDelay(50 / portTICK_PERIOD_MS);
//create task for controlling the machine
- xTaskCreate(task_control, "task_control", configMINIMAL_STACK_SIZE * 3, NULL, 5, NULL);
+ xTaskCreate(task_control, "task_control", configMINIMAL_STACK_SIZE * 3, NULL, 4, NULL);
+
+ //create task for controlling the stepper motor (linear axis that guids the cable)
+ xTaskCreate(task_stepper_ctl, "task_stepper_ctl", configMINIMAL_STACK_SIZE * 3, NULL, 2, NULL);
+#endif
+
//create task for handling the buzzer
xTaskCreate(&task_buzzer, "task_buzzer", 2048, NULL, 2, NULL);
diff --git a/main/shutdown.cpp b/main/shutdown.cpp
new file mode 100644
index 0000000..759c1ba
--- /dev/null
+++ b/main/shutdown.cpp
@@ -0,0 +1,120 @@
+extern "C"
+{
+#include
+#include
+#include
+#include "esp_system.h"
+#include "esp_log.h"
+#include "driver/adc.h"
+#include "nvs_flash.h"
+#include "nvs.h"
+}
+
+#include "config.h"
+#include "shutdown.hpp"
+
+#include "guide-stepper.hpp"
+
+#define ADC_LOW_VOLTAGE_THRESHOLD 3200 // adc value where shut down is detected (store certain values before complete power loss)
+
+static const char *TAG = "lowVoltage"; // tag for logging
+nvs_handle_t nvsHandle; // access nvs that was opened once, in any function
+
+
+
+// store a u32 value in nvs as "lastPosSteps"
+void nvsWriteLastAxisPos(uint32_t value)
+{
+ // update nvs value
+ esp_err_t err = nvs_set_u32(nvsHandle, "lastPosSteps", value);
+ if (err != ESP_OK)
+ ESP_LOGE(TAG, "nvs: failed writing");
+ err = nvs_commit(nvsHandle);
+ if (err != ESP_OK)
+ ESP_LOGE(TAG, "nvs: failed committing updates");
+ else
+ ESP_LOGI(TAG, "nvs: successfully committed updates");
+ ESP_LOGW(TAG, "updated value in nvs to %d", value);
+}
+
+
+
+// read "lastPosSteps" from nvs, returns -1 if failed
+int nvsReadLastAxisPosSteps()
+{
+ uint32_t valueRead;
+ esp_err_t err = nvs_get_u32(nvsHandle, "lastPosSteps", &valueRead);
+ switch (err)
+ {
+ case ESP_OK:
+ ESP_LOGW(TAG, "Successfully read value %d from nvs", valueRead);
+ return valueRead;
+ break;
+ case ESP_ERR_NVS_NOT_FOUND:
+ ESP_LOGE(TAG, "nvs: the value '%s' is not initialized yet", "lastPosSteps");
+ return -1;
+ break;
+ default:
+ ESP_LOGE(TAG, "Error (%s) reading nvs!", esp_err_to_name(err));
+ return -1;
+ }
+}
+
+
+
+// task that repeatedly checks supply voltage (12V) and saves certain values to nvs in case of power off detected
+// note: with the 2200uF capacitor in the 12V supply and measuring if 12V start do drop here, there is more than enough time to take action until the 3v3 regulator turns off
+void task_shutDownDetection(void *pvParameter)
+{
+ //--- Initialize NVS ---
+ ESP_LOGW(TAG, "initializing nvs...");
+ esp_err_t err = nvs_flash_init();
+ if (err == ESP_ERR_NVS_NO_FREE_PAGES || err == ESP_ERR_NVS_NEW_VERSION_FOUND)
+ {
+ ESP_LOGE(TAG, "NVS truncated -> deleting flash");
+ // Retry nvs_flash_init
+ ESP_ERROR_CHECK(nvs_flash_erase());
+ err = nvs_flash_init();
+ }
+
+ //--- open nvs-flash ---
+ ESP_LOGW(TAG, "opening NVS-handle...");
+ // create handle available for all functions in this file
+ err = nvs_open("storage", NVS_READWRITE, &nvsHandle);
+ if (err != ESP_OK)
+ ESP_LOGE(TAG, "Error (%s) opening NVS handle!\n", esp_err_to_name(err));
+
+ // read stored value (returns 0 if unitialized/failed)
+ //int lastPosSteps = nvsReadLastAxisPosSteps();
+ //ESP_LOGW(TAG, "=> read value %d from nvs (stored at last shutdown)", lastPosSteps);
+
+ // repeatedly read ADC and check if below low voltage threshold
+ bool voltageBelowThreshold = false;
+ while (1) //TODO limit save frequency in case voltage repeadedly varys between threshold for some reason (e.g. offset drift)
+ {
+ // read adc
+ int adc_reading = adc1_get_raw(ADC_CHANNEL_SUPPLY_VOLTAGE);
+
+ // evaulate threshold
+ if (adc_reading < ADC_LOW_VOLTAGE_THRESHOLD) // below threshold => POWER SHUTDOWN DETECTED
+ {
+ // write to nvs and log once at change to below
+ if (!voltageBelowThreshold){
+ nvsWriteLastAxisPos(guide_getAxisPosSteps());
+ ESP_LOGE(TAG, "voltage now below threshold! now=%d threshold=%d -> wrote last axis-pos to nvs", adc_reading, ADC_LOW_VOLTAGE_THRESHOLD);
+ voltageBelowThreshold = true;
+ }
+ }
+ else if (voltageBelowThreshold) // above threshold and previously below
+ {
+ // log at change to above
+ ESP_LOGE(TAG, "voltage above threshold again: %d > %d - issue with power supply, or too threshold too high?", adc_reading, ADC_LOW_VOLTAGE_THRESHOLD);
+ voltageBelowThreshold = false;
+ }
+
+ // always log for debugging/calibrating
+ ESP_LOGD(TAG, "read adc battery voltage: %d", adc_reading);
+
+ vTaskDelay(30 / portTICK_PERIOD_MS);
+ }
+}
\ No newline at end of file
diff --git a/main/shutdown.hpp b/main/shutdown.hpp
new file mode 100644
index 0000000..eb49014
--- /dev/null
+++ b/main/shutdown.hpp
@@ -0,0 +1,7 @@
+
+// task that repeatedly checks supply voltage (12V) and saves certain values to nvs in case of it drops below a certain threshold (power off detected)
+void task_shutDownDetection(void *pvParameter);
+
+// read last axis position in steps from nvs
+// returns -1 when reading from nvs failed
+int nvsReadLastAxisPosSteps();
\ No newline at end of file
diff --git a/main/stepper.cpp b/main/stepper.cpp
new file mode 100644
index 0000000..d2c2645
--- /dev/null
+++ b/main/stepper.cpp
@@ -0,0 +1,304 @@
+//custom driver for stepper motor
+#include "config.h"
+#include "global.hpp"
+#include "hal/timer_types.h"
+#include
+#include
+
+extern "C" {
+#include "driver/timer.h"
+#include "driver/gpio.h"
+#include "esp_log.h"
+}
+
+
+//=====================
+//=== configuration ===
+//=====================
+//used macros from config.h:
+//#define STEPPER_STEP_PIN GPIO_NUM_18 //mos1
+//#define STEPPER_DIR_PIN GPIO_NUM_16 //ST3
+
+//#define STEPPER_STEPS_PER_MM 200/2 //steps/mm (steps-per-rot / slope)
+//#define STEPPER_SPEED_DEFAULT 20 //mm/s
+//#define STEPPER_SPEED_MIN 4 //mm/s - speed threshold at which stepper immediately starts/stops
+//#define STEPPER_ACCEL_INC 3 //steps/s increment per cycle
+//#define STEPPER_DECEL_INC 8 //steps/s decrement per cycle
+
+#define TIMER_F 1000000ULL
+#define TICK_PER_S TIMER_S
+#define NS_TO_T_TICKS(x) (x)
+
+
+
+//========================
+//=== global variables ===
+//========================
+static const char *TAG = "stepper-driver"; //tag for logging
+
+bool direction = 1;
+bool directionTarget = 1;
+bool timerIsRunning = false;
+bool timer_isr(void *arg);
+
+static timer_group_t timerGroup = TIMER_GROUP_0;
+static timer_idx_t timerIdx = TIMER_0;
+
+//TODO the below variables can be moved to isr function once debug output is no longer needed
+static uint64_t posTarget = 0;
+static uint64_t posNow = 0;
+static uint64_t stepsToGo = 0;
+static uint32_t speedMin = STEPPER_SPEED_MIN * STEPPER_STEPS_PER_MM;
+static uint32_t speedNow = speedMin;
+static int debug = 0;
+static uint32_t speedTarget = STEPPER_SPEED_DEFAULT * STEPPER_STEPS_PER_MM;
+//TODO/NOTE increment actually has to be re-calculated every run to have linear accel (because also gets called faster/slower)
+static uint32_t decel_increment = STEPPER_DECEL_INC;
+static uint32_t accel_increment = STEPPER_ACCEL_INC;
+
+
+
+//======================
+//===== DEBUG task =====
+//======================
+void task_stepper_debug(void *pvParameter){
+ while (1){
+ ESP_LOGI("stepper-DEBUG",
+ "timer=%d "
+ "dir=%d "
+ "dirTarget=%d "
+ "posTarget=%llu "
+ "posNow=%llu "
+ "stepsToGo=%llu "
+ "speedNow=%u "
+ "speedTarget=%u "
+ "debug=%d ",
+
+ timerIsRunning,
+ direction,
+ directionTarget,
+ posTarget,
+ posNow,
+ stepsToGo,
+ speedNow,
+ speedTarget,
+ debug
+ );
+
+ vTaskDelay(300 / portTICK_PERIOD_MS);
+ }
+}
+
+
+
+//=====================
+//===== set speed =====
+//=====================
+void stepper_setSpeed(uint32_t speedMmPerS) {
+ ESP_LOGI(TAG, "set target speed from %u to %u mm/s (%u steps/s)",
+ speedTarget, speedMmPerS, speedMmPerS * STEPPER_STEPS_PER_MM);
+ speedTarget = speedMmPerS * STEPPER_STEPS_PER_MM;
+}
+
+
+
+//==========================
+//== set target pos STEPS ==
+//==========================
+void stepper_setTargetPosSteps(uint64_t target_steps) {
+ ESP_LOGI(TAG, "update target position from %llu to %llu steps (stepsNow: %llu", posTarget, target_steps, posNow);
+ posTarget = target_steps;
+
+ // Check if the timer is currently paused
+ if (!timerIsRunning){
+ // If the timer is paused, start it again with the updated targetSteps
+ timerIsRunning = true;
+ ESP_LOGI(TAG, "starting timer");
+ ESP_ERROR_CHECK(timer_set_alarm_value(timerGroup, timerIdx, 1000));
+ //timer_set_counter_value(timerGroup, timerIdx, 1000);
+ ESP_ERROR_CHECK(timer_start(timerGroup, timerIdx));
+ }
+}
+
+
+
+//=========================
+//=== set target pos MM ===
+//=========================
+void stepper_setTargetPosMm(uint32_t posMm){
+ ESP_LOGI(TAG, "set target position to %u mm", posMm);
+ stepper_setTargetPosSteps(posMm * STEPPER_STEPS_PER_MM);
+}
+
+
+
+//=======================
+//===== waitForStop =====
+//=======================
+//delay until stepper is stopped, optional timeout in ms, 0 = no limit
+void stepper_waitForStop(uint32_t timeoutMs){
+ ESP_LOGI(TAG, "waiting for stepper to stop...");
+ uint32_t timestampStart = esp_log_timestamp();
+ while (timerIsRunning) {
+ if ( (esp_log_timestamp() - timestampStart) >= timeoutMs && timeoutMs != 0){
+ ESP_LOGE(TAG, "timeout waiting for stepper to stop");
+ return;
+ }
+ vTaskDelay(100 / portTICK_PERIOD_MS);
+ }
+ ESP_LOGI(TAG, "finished waiting stepper to stop");
+ return;
+}
+
+
+
+//======================
+//======== home ========
+//======================
+//define zero/start position
+//run to limit and define zero/start position.
+//Currently simply runs stepper for travelMm and bumps into hardware limit
+void stepper_home(uint32_t travelMm){
+ //TODO add timeout, limitswitch...
+ ESP_LOGW(TAG, "initiate auto-home, moving %d mm...", travelMm);
+ posNow = travelMm * STEPPER_STEPS_PER_MM;
+ while (posNow != 0){
+ //reactivate just in case stopped by other call to prevent deadlock
+ if (!timerIsRunning) {
+ stepper_setTargetPosSteps(0);
+ }
+ vTaskDelay(100 / portTICK_PERIOD_MS);
+ }
+ ESP_LOGW(TAG, "finished auto-home");
+ return;
+}
+
+
+
+//========================
+//===== init stepper =====
+//========================
+void stepper_init(){
+ ESP_LOGI(TAG, "init - configure struct...");
+
+ // Configure pulse and direction pins as outputs
+ ESP_LOGI(TAG, "init - configure gpio pins...");
+ gpio_set_direction(STEPPER_DIR_PIN, GPIO_MODE_OUTPUT);
+ gpio_set_direction(STEPPER_STEP_PIN, GPIO_MODE_OUTPUT);
+
+ ESP_LOGI(TAG, "init - initialize/configure timer...");
+ timer_config_t timer_conf = {
+ .alarm_en = TIMER_ALARM_EN, // we need alarm
+ .counter_en = TIMER_PAUSE, // dont start now lol
+ .intr_type = TIMER_INTR_LEVEL, // interrupt
+ .counter_dir = TIMER_COUNT_UP, // count up duh
+ .auto_reload = TIMER_AUTORELOAD_EN, // reload pls
+ .divider = 80000000ULL / TIMER_F, // ns resolution
+ };
+ ESP_ERROR_CHECK(timer_init(timerGroup, timerIdx, &timer_conf)); // init the timer
+ ESP_ERROR_CHECK(timer_set_counter_value(timerGroup, timerIdx, 0)); // set it to 0
+ ESP_ERROR_CHECK(timer_isr_callback_add(timerGroup, timerIdx, timer_isr, (void *)timerIdx, 0));
+}
+
+
+
+//================================
+//=== timer interrupt function ===
+//================================
+bool timer_isr(void *arg) {
+
+ //-----------------
+ //--- variables ---
+ //-----------------
+ //TODO used (currently global) variables here
+
+ //-----------------------------------
+ //--- define direction, stepsToGo ---
+ //-----------------------------------
+ //Note: the idea is that the stepper has to decelerate to min speed first before changeing the direction
+ //define target direction depending on position difference
+ bool directionTarget = posTarget > posNow ? 1 : 0;
+ //DIRECTION DIFFERS (change)
+ if ( (direction != directionTarget) && (posTarget != posNow)) {
+ if (stepsToGo == 0){ //standstill
+ direction = directionTarget; //switch direction
+ gpio_set_level(STEPPER_DIR_PIN, direction);
+ stepsToGo = abs(int64_t(posTarget - posNow));
+ } else {
+ //set to minimun decel steps
+ stepsToGo = (speedNow - speedMin) / decel_increment;
+ }
+ }
+ //NORMAL (any direction 0/1)
+ else {
+ stepsToGo = abs(int64_t(posTarget - posNow));
+ }
+
+ //--------------------
+ //--- define speed ---
+ //--------------------
+ //FIXME noticed crash: division by 0 when min speed > target speed
+ uint64_t stepsDecelRemaining = (speedNow - speedMin) / decel_increment;
+ //DECELERATE
+
+ //prevent hard stop (faster stop than decel ramp)
+ //Idea: when target gets lowered while decelerating,
+ // move further than target to not exceed decel ramp (overshoot),
+ // then change dir and move back to actual target pos
+ if (stepsToGo < stepsDecelRemaining/2){ //significantly less steps planned to comply with decel ramp
+ stepsToGo = stepsDecelRemaining; //set to required steps
+ }
+
+ if (stepsToGo <= stepsDecelRemaining) {
+ if ((speedNow - speedMin) > decel_increment) {
+ speedNow -= decel_increment;
+ } else {
+ speedNow = speedMin; //PAUSE HERE??? / irrelevant?
+ }
+ }
+ //ACCELERATE
+ else if (speedNow < speedTarget) {
+ speedNow += accel_increment;
+ if (speedNow > speedTarget) speedNow = speedTarget;
+ }
+ //COASTING
+ else { //not relevant?
+ speedNow = speedTarget;
+ }
+
+ //-------------------------------
+ //--- update timer, increment ---
+ //-------------------------------
+ //AT TARGET -> STOP
+ if (stepsToGo == 0) {
+ timer_pause(timerGroup, timerIdx);
+ timerIsRunning = false;
+ speedNow = speedMin;
+ return 1;
+ }
+
+ //STEPS REMAINING -> NEXT STEP
+ //update timer with new speed
+ ESP_ERROR_CHECK(timer_set_alarm_value(timerGroup, timerIdx, TIMER_F / speedNow));
+
+ //generate pulse
+ GPIO.out_w1ts = (1ULL << STEPPER_STEP_PIN); //turn on (fast)
+ ets_delay_us(10);
+ GPIO.out_w1tc = (1ULL << STEPPER_STEP_PIN); //turn off (fast)
+
+ //increment pos
+ stepsToGo --;
+ if (direction == 1){
+ posNow ++;
+ } else {
+ //prevent underflow FIXME this case should not happen in the first place?
+ if (posNow != 0){
+ posNow --;
+ } else {
+ ESP_LOGE(TAG,"isr: posNow would be negative - ignoring decrement");
+ }
+ }
+ return 1;
+}
+
+
diff --git a/main/stepper.hpp b/main/stepper.hpp
new file mode 100644
index 0000000..43f71ff
--- /dev/null
+++ b/main/stepper.hpp
@@ -0,0 +1,25 @@
+#pragma once
+
+//init stepper pins and timer
+void stepper_init();
+
+//delay until stepper is stopped, optional timeout in ms, 0 = no limit
+void stepper_waitForStop(uint32_t timeoutMs = 0);
+
+//run to limit and define zero/start position. (busy until finished)
+//Currently simply runs stepper for travelMm and bumps into hardware limit
+void stepper_home(uint32_t travelMm = 60);
+
+//set absolute target position in steps
+void stepper_setTargetPosSteps(uint64_t steps);
+
+//set absolute target position in millimeters
+void stepper_setTargetPosMm(uint32_t posMm);
+
+//set target speed in millimeters per second
+void stepper_setSpeed(uint32_t speedMmPerS);
+
+
+
+//task that periodically logs variables for debugging stepper driver
+void task_stepper_debug(void *pvParameter);
diff --git a/main/switchesAnalog.cpp b/main/switchesAnalog.cpp
index ccf5bf0..543b9c4 100644
--- a/main/switchesAnalog.cpp
+++ b/main/switchesAnalog.cpp
@@ -1,4 +1,6 @@
#include "switchesAnalog.hpp"
+#include "config.h"
+#include "global.hpp"
#define CHECK_BIT(var,pos) (((var)>>(pos)) & 1) //TODO duplicate code: same macro already used in vfd.cpp
diff --git a/main/switchesAnalog.hpp b/main/switchesAnalog.hpp
index 8919952..20009af 100644
--- a/main/switchesAnalog.hpp
+++ b/main/switchesAnalog.hpp
@@ -8,7 +8,6 @@ extern "C"
#include
}
-#include "config.hpp"
#include "gpio_adc.hpp"
diff --git a/main/vfd.cpp b/main/vfd.cpp
index 79540f0..7ba6544 100644
--- a/main/vfd.cpp
+++ b/main/vfd.cpp
@@ -1,12 +1,14 @@
#include "vfd.hpp"
+#include "config.h"
+#include "global.hpp"
#define CHECK_BIT(var,pos) (((var)>>(pos)) & 1)
const char* vfd_directionStr[2] = {"FWD", "REV"};
static const char *TAG = "vfd";
-uint8_t level = 0; //current speed level
-bool state = false; //current state
-vfd_direction_t direction = FWD; //current direction
+static uint8_t level = 0; //current speed level
+static bool state = false; //current state
+static vfd_direction_t direction = FWD; //current direction
//=============================
diff --git a/main/vfd.hpp b/main/vfd.hpp
index 0789902..66c0f4d 100644
--- a/main/vfd.hpp
+++ b/main/vfd.hpp
@@ -9,7 +9,6 @@ extern "C"
#include "esp_log.h"
}
-#include "config.hpp"
//enum defining motor direction
typedef enum vfd_direction_t {FWD, REV} vfd_direction_t;
diff --git a/pcb/4swToAdc.kicad_prl b/pcb/4swToAdc/4swToAdc.kicad_prl
similarity index 100%
rename from pcb/4swToAdc.kicad_prl
rename to pcb/4swToAdc/4swToAdc.kicad_prl
diff --git a/pcb/4swToAdc.kicad_pro b/pcb/4swToAdc/4swToAdc.kicad_pro
similarity index 100%
rename from pcb/4swToAdc.kicad_pro
rename to pcb/4swToAdc/4swToAdc.kicad_pro
diff --git a/pcb/4swToAdc.kicad_sch b/pcb/4swToAdc/4swToAdc.kicad_sch
similarity index 100%
rename from pcb/4swToAdc.kicad_sch
rename to pcb/4swToAdc/4swToAdc.kicad_sch
diff --git a/pcb/4swToAdc_stripboard-calc.ods b/pcb/4swToAdc/4swToAdc_stripboard-calc.ods
similarity index 100%
rename from pcb/4swToAdc_stripboard-calc.ods
rename to pcb/4swToAdc/4swToAdc_stripboard-calc.ods
diff --git a/pcb/stepper-filter/filter_stripboard.ods b/pcb/stepper-filter/filter_stripboard.ods
new file mode 100644
index 0000000..2ede77f
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diff --git a/pcb/stepper-filter/stepper-filter.kicad_prl b/pcb/stepper-filter/stepper-filter.kicad_prl
new file mode 100644
index 0000000..bbaeecf
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+ "files": []
+ }
+}
diff --git a/pcb/stepper-filter/stepper-filter.kicad_pro b/pcb/stepper-filter/stepper-filter.kicad_pro
new file mode 100644
index 0000000..c3b4a13
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diff --git a/pcb/stepper-filter/stepper-filter.kicad_sch b/pcb/stepper-filter/stepper-filter.kicad_sch
new file mode 100644
index 0000000..758053b
--- /dev/null
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+ (reference "R?") (unit 1) (value "180") (footprint "")
+ )
+ (path "/161c4eaa-3f69-41d3-a700-8682ab8a0005"
+ (reference "R?") (unit 1) (value "150") (footprint "")
+ )
+ (path "/2ea18388-7adc-4fd0-ac23-7c81ab80dd59"
+ (reference "R?") (unit 1) (value "120") (footprint "")
+ )
+ (path "/5c13a2ff-8591-4561-9f12-406c2c40a4e2"
+ (reference "R?") (unit 1) (value "150") (footprint "")
+ )
+ (path "/5ec9c75b-2609-473f-a400-429f14dafbc7"
+ (reference "R?") (unit 1) (value "20") (footprint "")
+ )
+ (path "/6a315ebc-0d92-4ea2-8dfd-0d3d5d56bbae"
+ (reference "R?") (unit 1) (value "150") (footprint "")
+ )
+ (path "/99e83471-1555-499f-ba13-50fbb3b14043"
+ (reference "R?") (unit 1) (value "180") (footprint "")
+ )
+ (path "/c572a29a-02e3-48b4-958b-041e7b9c8362"
+ (reference "R?") (unit 1) (value "30") (footprint "")
+ )
+ (path "/dc9ebb3c-23d5-435a-9903-b86c211dad34"
+ (reference "R?") (unit 1) (value "120") (footprint "")
+ )
+ (path "/64dbbb33-3492-4649-a457-77042d4adfdc"
+ (reference "U?") (unit 1) (value "NSL-32") (footprint "OptoDevice:Luna_NSL-32")
+ )
+ (path "/e3045687-12be-4dd8-8657-4da2aa025a21"
+ (reference "U?") (unit 1) (value "NSL-32") (footprint "OptoDevice:Luna_NSL-32")
+ )
+ )
+)
diff --git a/sdkconfig b/sdkconfig
index 1cfc0bf..30eb373 100644
--- a/sdkconfig
+++ b/sdkconfig
@@ -54,6 +54,7 @@ CONFIG_BOOTLOADER_LOG_LEVEL=3
CONFIG_BOOTLOADER_VDDSDIO_BOOST_1_9V=y
# CONFIG_BOOTLOADER_FACTORY_RESET is not set
# CONFIG_BOOTLOADER_APP_TEST is not set
+CONFIG_BOOTLOADER_REGION_PROTECTION_ENABLE=y
CONFIG_BOOTLOADER_WDT_ENABLE=y
# CONFIG_BOOTLOADER_WDT_DISABLE_IN_USER_CODE is not set
CONFIG_BOOTLOADER_WDT_TIME_MS=9000
@@ -95,6 +96,9 @@ CONFIG_ESPTOOLPY_FLASHSIZE_2MB=y
# CONFIG_ESPTOOLPY_FLASHSIZE_4MB is not set
# CONFIG_ESPTOOLPY_FLASHSIZE_8MB is not set
# CONFIG_ESPTOOLPY_FLASHSIZE_16MB is not set
+# CONFIG_ESPTOOLPY_FLASHSIZE_32MB is not set
+# CONFIG_ESPTOOLPY_FLASHSIZE_64MB is not set
+# CONFIG_ESPTOOLPY_FLASHSIZE_128MB is not set
CONFIG_ESPTOOLPY_FLASHSIZE="2MB"
CONFIG_ESPTOOLPY_FLASHSIZE_DETECT=y
CONFIG_ESPTOOLPY_BEFORE_RESET=y
@@ -263,8 +267,8 @@ CONFIG_EFUSE_MAX_BLK_LEN=192
#
CONFIG_ESP_TLS_USING_MBEDTLS=y
# CONFIG_ESP_TLS_USE_SECURE_ELEMENT is not set
-# CONFIG_ESP_TLS_SERVER is not set
# CONFIG_ESP_TLS_CLIENT_SESSION_TICKETS is not set
+# CONFIG_ESP_TLS_SERVER is not set
# CONFIG_ESP_TLS_PSK_VERIFICATION is not set
# CONFIG_ESP_TLS_INSECURE is not set
# end of ESP-TLS
@@ -416,10 +420,11 @@ CONFIG_ESP32_UNIVERSAL_MAC_ADDRESSES=4
#
# Sleep Config
#
-CONFIG_ESP_SLEEP_POWER_DOWN_FLASH=y
+# CONFIG_ESP_SLEEP_POWER_DOWN_FLASH is not set
CONFIG_ESP_SLEEP_RTC_BUS_ISO_WORKAROUND=y
# CONFIG_ESP_SLEEP_GPIO_RESET_WORKAROUND is not set
-# CONFIG_ESP_SLEEP_FLASH_LEAKAGE_WORKAROUND is not set
+CONFIG_ESP_SLEEP_FLASH_LEAKAGE_WORKAROUND=y
+# CONFIG_ESP_SLEEP_MSPI_NEED_ALL_IO_PU is not set
# end of Sleep Config
#
@@ -472,6 +477,13 @@ CONFIG_ESP_PHY_REDUCE_TX_POWER=y
# CONFIG_PM_ENABLE is not set
# end of Power Management
+#
+# ESP Ringbuf
+#
+# CONFIG_RINGBUF_PLACE_FUNCTIONS_INTO_FLASH is not set
+# CONFIG_RINGBUF_PLACE_ISR_FUNCTIONS_INTO_FLASH is not set
+# end of ESP Ringbuf
+
#
# ESP System Settings
#
@@ -555,6 +567,8 @@ CONFIG_ESP32_WIFI_ENABLE_WPA3_SAE=y
# CONFIG_ESP_WIFI_STA_DISCONNECTED_PM_ENABLE is not set
# CONFIG_ESP_WIFI_GMAC_SUPPORT is not set
CONFIG_ESP_WIFI_SOFTAP_SUPPORT=y
+# CONFIG_ESP_WIFI_SLP_BEACON_LOST_OPT is not set
+CONFIG_ESP_WIFI_ESPNOW_MAX_ENCRYPT_NUM=7
# end of Wi-Fi
#
@@ -628,11 +642,7 @@ CONFIG_FMB_CONTROLLER_NOTIFY_QUEUE_SIZE=20
CONFIG_FMB_CONTROLLER_STACK_SIZE=4096
CONFIG_FMB_EVENT_QUEUE_TIMEOUT=20
# CONFIG_FMB_TIMER_PORT_ENABLED is not set
-CONFIG_FMB_TIMER_GROUP=0
-CONFIG_FMB_TIMER_INDEX=0
-CONFIG_FMB_MASTER_TIMER_GROUP=0
-CONFIG_FMB_MASTER_TIMER_INDEX=0
-# CONFIG_FMB_TIMER_ISR_IN_IRAM is not set
+# CONFIG_FMB_TIMER_USE_ISR_DISPATCH_METHOD is not set
# end of Modbus configuration
#
@@ -791,6 +801,7 @@ CONFIG_LWIP_TCP_SYNMAXRTX=12
CONFIG_LWIP_TCP_MSS=1440
CONFIG_LWIP_TCP_TMR_INTERVAL=250
CONFIG_LWIP_TCP_MSL=60000
+CONFIG_LWIP_TCP_FIN_WAIT_TIMEOUT=20000
CONFIG_LWIP_TCP_SND_BUF_DEFAULT=5744
CONFIG_LWIP_TCP_WND_DEFAULT=5744
CONFIG_LWIP_TCP_RECVMBOX_SIZE=6
@@ -901,6 +912,7 @@ CONFIG_MBEDTLS_CERTIFICATE_BUNDLE_DEFAULT_FULL=y
# CONFIG_MBEDTLS_CERTIFICATE_BUNDLE_DEFAULT_CMN is not set
# CONFIG_MBEDTLS_CERTIFICATE_BUNDLE_DEFAULT_NONE is not set
# CONFIG_MBEDTLS_CUSTOM_CERTIFICATE_BUNDLE is not set
+CONFIG_MBEDTLS_CERTIFICATE_BUNDLE_MAX_CERTS=200
# end of Certificate Bundle
# CONFIG_MBEDTLS_ECP_RESTARTABLE is not set
@@ -1048,6 +1060,7 @@ CONFIG_NEWLIB_STDIN_LINE_ENDING_CR=y
#
# NVS
#
+# CONFIG_NVS_ASSERT_ERROR_CHECK is not set
# end of NVS
#
@@ -1185,7 +1198,6 @@ CONFIG_VFS_SUPPORT_TERMIOS=y
# Host File System I/O (Semihosting)
#
CONFIG_VFS_SEMIHOSTFS_MAX_MOUNT_POINTS=1
-CONFIG_VFS_SEMIHOSTFS_HOST_PATH_MAX_LEN=128
# end of Host File System I/O (Semihosting)
# end of Virtual file system
@@ -1202,6 +1214,7 @@ CONFIG_WL_SECTOR_SIZE=4096
#
CONFIG_WIFI_PROV_SCAN_MAX_ENTRIES=16
CONFIG_WIFI_PROV_AUTOSTOP_TIMEOUT=30
+# CONFIG_WIFI_PROV_BLE_FORCE_ENCRYPTION is not set
# end of Wi-Fi Provisioning Manager
#
@@ -1214,6 +1227,8 @@ CONFIG_WPA_MBEDTLS_CRYPTO=y
# CONFIG_WPA_TESTING_OPTIONS is not set
# CONFIG_WPA_WPS_STRICT is not set
# CONFIG_WPA_11KV_SUPPORT is not set
+# CONFIG_WPA_MBO_SUPPORT is not set
+# CONFIG_WPA_DPP_SUPPORT is not set
# end of Supplicant
# end of Component config
@@ -1291,7 +1306,7 @@ CONFIG_POST_EVENTS_FROM_IRAM_ISR=y
# CONFIG_TWO_UNIVERSAL_MAC_ADDRESS is not set
CONFIG_FOUR_UNIVERSAL_MAC_ADDRESS=y
CONFIG_NUMBER_OF_UNIVERSAL_MAC_ADDRESS=4
-CONFIG_ESP_SYSTEM_PD_FLASH=y
+# CONFIG_ESP_SYSTEM_PD_FLASH is not set
# CONFIG_ESP32C3_LIGHTSLEEP_GPIO_RESET_WORKAROUND is not set
CONFIG_IPC_TASK_STACK_SIZE=1536
CONFIG_ESP32_PHY_CALIBRATION_AND_DATA_STORAGE=y
@@ -1338,8 +1353,6 @@ CONFIG_MB_CONTROLLER_NOTIFY_QUEUE_SIZE=20
CONFIG_MB_CONTROLLER_STACK_SIZE=4096
CONFIG_MB_EVENT_QUEUE_TIMEOUT=20
# CONFIG_MB_TIMER_PORT_ENABLED is not set
-CONFIG_MB_TIMER_GROUP=0
-CONFIG_MB_TIMER_INDEX=0
# CONFIG_ENABLE_STATIC_TASK_CLEAN_UP_HOOK is not set
CONFIG_TIMER_TASK_PRIORITY=1
CONFIG_TIMER_TASK_STACK_DEPTH=2048
@@ -1382,5 +1395,4 @@ CONFIG_SPI_FLASH_WRITING_DANGEROUS_REGIONS_ABORTS=y
CONFIG_SUPPRESS_SELECT_DEBUG_OUTPUT=y
CONFIG_SUPPORT_TERMIOS=y
CONFIG_SEMIHOSTFS_MAX_MOUNT_POINTS=1
-CONFIG_SEMIHOSTFS_HOST_PATH_MAX_LEN=128
# End of deprecated options
diff --git a/testing/cnc-guide/main.c b/testing/cnc-guide/main.c
new file mode 100644
index 0000000..07c1dc3
--- /dev/null
+++ b/testing/cnc-guide/main.c
@@ -0,0 +1,104 @@
+#include
+#include
+#include
+#include
+#include
+
+#define MAX 100
+#define MIN 10
+#define TRAVEL MAX-MIN
+
+
+
+//==== VARIABLES ====
+bool direction = true;
+uint16_t posNow = 10;
+
+
+
+//==== FUNCTIONS ====
+
+//print position
+//print line that illustrates the position pos between 0 and MAX
+//e.g. "|----<=>--------|"
+void printPos(int pos){
+ int width = 50;
+ printf("(%d)|", pos);
+ for (int i = 0; i<(pos) * width/MAX; i++) printf("-");
+ printf("<=>");
+ for (int i = 0; i<(MAX-pos) * width/MAX; i++) printf("-");
+ printf("|\n");
+ return;
+}
+
+
+//move "virtual axis" to absolute coordinate in mm
+void moveToAbs(int d){
+ int posOld = posNow;
+ printf ("moving from %d %s to %d (%s)\n", posNow, direction ? "=>" : "<=", d, direction ? "RIGHT" : "LEFT");
+ posNow = d;
+ //illustrate movement (print position for each coordinate change)
+ for (int i=posOld; i!=posNow; i+=posNow>posOld?1:-1) printPos(i);
+ return;
+}
+
+
+//travel back and forth between MIN and MAX coordinate for a certain distance
+//negative values are processed reversed
+void travel(int length){
+ int d, remaining;
+ d = abs(length);
+ if(length < 0) direction = !direction; //invert direction in reverse mode
+
+ while (d != 0){
+ //--- currently moving right ---
+ if (direction == true){ //currently moving right
+ remaining = MAX - posNow; //calc remaining distance fom current position to limit
+ if (d > remaining){ //new distance will exceed limit
+ moveToAbs (MAX); //move to limit
+ direction = false; //change current direction for next iteration
+ d = d - remaining; //decrease target length by already traveled distance
+ printf(" --- changed direction (L) --- \n ");
+ }
+ else { //target distance does not reach the limit
+ moveToAbs (posNow + d); //move by (remaining) distance to reach target length
+ d = 0; //finished, reset target length (could as well exit loop/break)
+ }
+ }
+
+ //--- currently moving left ---
+ else {
+ remaining = posNow - MIN;
+ if (d > remaining){
+ moveToAbs (MIN);
+ direction = true;
+ d = d - remaining;
+ printf(" --- changed direction (R) --- \n ");
+ }
+ else {
+ moveToAbs (posNow - d); //when moving left the coordinate has to be decreased
+ d = 0;
+ }
+ }
+ }
+
+ if(length < 0) direction = !direction; //undo inversion of direction after reverse mode is finished
+ return;
+}
+
+
+
+//==== MAIN ====
+int main (void)
+{
+ int input;
+ printf("**cable-length-cutter testing cnc-guide**\n");
+ while(1){
+ printf("enter mm to travel:");
+ scanf("%d", &input);
+ travel(input);
+ printf("\n");
+ }
+ return 0;
+}
+
diff --git a/testing/cnc-guide/makefile b/testing/cnc-guide/makefile
new file mode 100644
index 0000000..9eabd10
--- /dev/null
+++ b/testing/cnc-guide/makefile
@@ -0,0 +1,7 @@
+default: program
+
+program:
+ gcc main.c -o a.out -lm
+
+clean:
+ -rm -f a.out