cable-length-cutter/function-diagram.drawio
jonny_ji7 2cf1762569 Optimize auto-cut delay
Optimize delay to auto cut by adding a new state AUTO_CUT_WAITING
this removes some confusing / unnecessary complex code
2022-09-20 09:52:02 +02:00

1 line
12 KiB
Plaintext

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gXb5OXy183UHJG02HCOvw2+3b5AdACBC/QRAJc15ifNG/XzESOc2sy6TDZH3gBNJmj5HEn23NbOV2bhXht0cL/MoadwOGzz1DDlhQkFVRNyp8uuFN0XRLSIX1BEZNIs3E9mbic3Rd3n+W6nkrI2bvLd96JMUEWUuJMB+JzDeCJYS/N1qpzVNwSvYc4DFRlTrrklc67WWUudk56pjGaYcc5DqgHzb4MG08vD/DbT7gxPz3nhfV5nU4BFXgIB4R1dXjZ+f6wWse60E078FjjPjPHrdrXpdvxgPsjT51qiXLHs0Hw2BdWz+C6vTW5uLdic3qccHh6XJTtXIOFDOOdUFSTqybraGtNTqGSk6V8VYteL0r5ucmMKpdeX41uRg4hUzlbZ70cj1oWs4aUUgYK5DJmMcKAZ23qi971Y/9Q2EhjwpNgbFukJ2jdeJiuhyvfDxqcOy6ZzrjE2vanNr27Nq2zlCtAzvHKZjKSHLrjVZf3oOy8nOEkYcOVakWnt5VO2HnbLpQampE83sISAoVSShQZ9IHWXETA8tC567ve89J3Fydt1Sokjm33Dbp7IEOkjOAdjLYHY4iUzWcUls/AEGos4AZvh1UEP4xnpikUKD1rAbboVFHqiunUJ51OLyyvd1oeRKjyLDbhpXmXjqJpXY1KPAbGJ+g8y0zLmKIBqySNKnstj87lUdZmJtzYEJu8bVNkwlartJJMdKDLVFVkkitRc1Nb7+8G/dvB1d1Nf9B/KJLmGoalHvrf26oAaoLAcCxVYI5CkAX2LEjD//LPgrVbSjuLi6fzAzoLXa/xLEDxoRy9r6BIuVuBpv5lSyEeUAThE2osFJe77wTxjmbm6NcjsoPPXGds+ZbrtNggpnwLCmgOi3WawwKbh3ZkJFg67QAqXK7Hvi20w+pwhWgH3dpaLLOc5Km2o+k2o4apTcAGwcpIM4eTaiktRWhQN0lorkBlTnESjj9eKqu4rju3XHujFJPb5Tkn+z4OKaaJYPFoVVIMzoDYrQAaB/FwgjZdskwClCME8Gi82ImDS+UDrztgD5wsVsEmjag63zdGswAeXjDO2XBWhm1jGAYF98uF69p/1lfGXEb4s8kwJzuIEIhy8qIGhWTUUjpHw+0ZgGGEEeIEuaKeuVwF47xxG4YOGRe7dINrvoX/MHgUXo6WIghZk/cQ/yyfIM4yQEzPM0e+/f7ZtWELz5BIB8sVMjkjVUqmQ3hURqUtnBjHxvb2YV0JXhO1p8bINjMJ8+rEAxIReprrLIxlzL0Wro8gb7lhA/oGuy8cOtvSeJVFOK0LdeGuknfl9TM7/tki23MJXaFPTRbZI6t5uAiQhpjV+LnWPsK1meIwVIp2VSMad0uGgwA+6E/yi6wLkaOUPVVlu7LVTX2sjM5vdH9kxn3pdAtU+bZsFELuvj/ptgDdys2P5ALCBZlNKltKsqWTXtFOto0V2Odu+5PyWMoT0u3JIedI3XTHTtj+PK3wU12S6ZQ3SWz+wNjea8AMk8AFQbkDwmUDUjGNmz2WNDq9siPQdIlOhZCAVAheq7Nsglgo7ZdIrVEiVVaS5SJ31dmsusbiFekUW35fdhiLWAV1rzjIq+UHgYwgbBG6FgNH4hj7E4MOCIbzHmBtUBL56SvcmSet2x3kqM+8pMW+qbKLMGF8YhXoz9z7HfmVUFTzLt3mzUq+p+O49U4tByZsNt1IjUsg1RZtAtTW4VVZc9F0nrgqq20doNA9HtUNY8qo9eKG9SLH5a3v1DGQKffwqMR6obOeQkYL1aCTAKtatyDxXqc9t0DcpNbyFJEVXyx7gbJvE/BKM5edJiHuKoHGxnIWW0t7sI3CyVP79YlLnLIMmE7k2p5iS6AKdHW66DZDxWZ5Ak/diC8m/7ZuiyKmG9Zpm3gVNSFx2/X6xul0Yt76vduo5GbgJXNlTEQhTlh08WK3ON2Nzj7SdJFha5Wlu4GZRwIDTMZb0zrxoIpKV0tTAtiVCgJkZfOW2LgeUwuEPj7h2oqcmsozQFWB3DilIlcWCFSW1EGgtrbnOABUgajBm4BKfPGlA5XVZECgtnbEBQRUKC2/VkxlwxQgUMVDAiqUGlsrUNlQggkZLK33FqU09QJz7ahQUtxFs4LumnlKQVKfz0P6ol4Arqvw+k5OgIrsaPCh2NqmuOd65IHmCLfZ3fYrY+Shi7bYSZfG7MAiNh5y0ej92tXD03FknmUkFZp1GsdqMgWH2rKeTZVVNWkfQ4ZxVyfOAl0BGKSF5gQcL9YWLdNqEdYKXcq8Z6y+wlgrsMJcpO7VBqxlc1cBVvuRsLZovGaNtRxH2mC0BmuVXbFWYbG2WV4L+59UFiHbroC2qgAXhiowayRPN21JMqHMun0oZ+QK4SVCas5+sW+Mt+OoiVd5hlIhAxzMeqrsJIC8M2se1DoGKSch/Bnwt8P6ViVGzRSBVD6er8g1DENUb5LR7dSRje/sLuLLZ3R55tTmRgONDe6Eu/dAFka2XhbpSxuDn9udckl9jPYyGOrRq3Q92xu/rV7FczKrWAlUI66KM3QUSNU/JvQpqrnXgz7oyBmBIuzqAwHxh1byq8Yf4cjxp6grtS78UViFhE4N3Qd/RK5m/GEzBCk9vbUxRDZrQOXYMtbKsgZgcLIxRKJsLzFAQ32bqN58MvMsAWCSI47DGqfLQCHsoQX64i2AJ51CPjJw2c+QtEHBHSWC3GFuZLtBIjHSNVfTGXOM7UgJ36ONSTCuINSX9SoxTRaLYBrJv0khWgkRwPk/g7/9H+p4/pf55HPDH33XnZ6KoGM7QKblIsAHFp2iugSMSt50eMKFDVXJnz9Dv2KAcxNjbtnv4dJL034x8eEmPl/jJM9HSBl9EP4o/sRxvXkgbMhnL4ZnGegvQhHDX3nmcsO6kbHIWvIagRh/KEWRPs5G5pPpnaLHH+H0HOabrreYGU50SyG8hkngNMJmfDlGaPKZhTDViX6JI48afOJ76GYTdH/ySwFlhCjhvqZ/5tX1xumNxfdCzzL8ZaHb4XuG9HcaIVVq3TCmhFPqHAPEw0eYfPFnYqdjc+R6Bm54durPrNEvx1xG27Mcy7cIfOi1ibPMXZfYTmrdxHYNnwbO2FoubOOdLLctBzOoP6z5ApnEhuPDDG6FT/bZWj6sHJx6hRPZ4txdLkrWjctgQvzPKIM5Mo9ktX1tQc4D9AMB15GgUf12et62C43SOfs2AOvXWzhLh9dlupUOL0Ltj6qbpgOCu9GR4i0vXQIBBri/8vC4JVTFevkjXh14C1ubcMzrdB0FLwBzPngRIJkykrpAWIL5NRvrSnU9yHViZKbvjt1Qym5RM7qdAsnLIqRC0jvB9erG0LItP+7Oeda7Petf40dC2BLkUmdI792fn31qvA+zO+3GoXRnuFzUDg1krI2ClMfXmRmYbXFrQESxpoGHM4oXRbWZ/S0425z4jdlvldG3KDFDG5FUBMY2EiUlVelbgnMA1ojYSFwJFO6Z/63CHrik22S6pDzwCxhD2yQXSANVY4r7hayRrYma8uNEPzXdoYDneVa26Dykj1WHe6x0SfQQCfuOABlF7RDXCC60uIYaumgVSWv+9N54+3bDGbLo/jxfGaeDtwdA8xmbdlC0tjDAEbtHqf9SauiOCjEI4KJ2plST/gtuslEzZ/tBl/UeF7hObPK4tnEC9L4N7p7Pvg2en3pXlXgDGP5X+Di28gbwQIV4hd6A7ENPwd1yxkjg44Y22AbAj26iK0EPrGBcOfETMscyNM1FJxobMHZfHWCFbTm/0BIba/klCLQKzknU6UNaH0gqUawiFQE8JLZSayMJtFSmVc7sgNFe7WN2bCjyIBsEVkB+kkQXSWusNllde0B4yyz5eS5CMLxt0xm5Y3QOZ0KnhzbKnURjB7qjxYJ1sSHzb24bgZmVYQQRu6xw1VyWxMoWRDGbihV2wAaSdSg2z5cAYrDLBiv9r3C0z1stfED8o5/4koB9Fr0gMBm2bdru1DPmFNWkPrtff7At6RTFenXrY6L6U0mADIImx5ehKMCNUJgjWnjuCMcr2TkuIXk8xwfE2dZwT4fzvnWkWx+AQCkCkBMaOoAyutGBB3Aww6a3PJKkSM9jDptb9YDKRQ0yHtwNlL0VTJgxX0wnTvH/b2UCTd8q8e1sTQGSTFGACinCEA3QhXulAfXAjPryaEAoSAONDawFHw+Y2xILDY7RoQRutYzGfRHhj9edIOHhoZUfeNjX9trDZtkF1eWU4ZJ97t+q342f3NWPX6Pvjmy//3XuExbefrrdtfK2JPUkyQfghUAyArywsaGfuftO9kUJyf55Gk2Sh4Jd+8jF3Sys7E4m1WmatEEGuQWrErO5yJMbkgr8s92FuwwGtgKhe+r9BfqOggNZ3P+h/x7urq+fz696N/1B/yG6dn/1QU6cHiILnrha64kDo+UNe7SyQ0fw2EKn7YzwSzMc7jp6H+G4NX3InxJ6NwnNi6ByXZWQhss3Reb8jkxKl1k8C0hsGKqA6p4rIltSPUv2fehO6kp8c+mes3iAKZDYW/MUGwkapUvT845taPZoxlG4DU3R9Nm6Gi3TPTDpgqGitYSCQg+3WMv78ksJlYvV5c2Tenmm/fPvWNd7f30VbwD3+lOYlxamBCeiF8H7jcGLzMPbiobSRAQ0btWhui2eo4uCd6EgX/395ekfVf/68O5c9l8v5nfvKjQHKkchLZBakGphDig5LBxzj694M3qKPwGdTsAAj6yWAFrwEVje9PiE49eh8o+vBDbF9d1TkzpIU52KtsODpMoBrtNYjQNc15izENwNq29kZwBdnV/39yPNdNZPdaQY15kSWoQ61FbV9Rt8BNa2PzyS207tL5m8oCGieRi9zcQZkYxQq3biTNykLsJKRdwwNYFer+ev1/daTmimzvk08EmzmR+fpdyfpdzHWcoNKmSXV18vPwu4ixdw7yVYgJaruQKofsUNNJuO3m1Y/THD5mir1HMgn6XOKv36NPS4fXNjGjqrdQTDZq1xUCm4jrgB9cMncYWhuzDDJReBaFhXHwatjoLko6kz/hBJFeXgiUiFaWUgM5mHvCplBGxABnHA2VBl+zdA+DQWUMnbdSEG+jjoPQzKZJ818U4RGr9VK++EWjV8eD21Bp8jX1R5rWkcPS/LlA+C7stfuBckfSet4KjM0rwQbEO5uesjuYeAFHbd6gTNKkCFYOlbwS8EGgTpL7BWIT6FfzFGRxUDiBqUoqVClZtlSH/4GdioXqjm7aAsBu0ox5/qYpnqoqh0qTndEhCHE7iasYa1477eX909P/Svez87YYkvjSe+NTcR65gvnv2V55jjO6dDkgAd97X8VlLlHABP0WxMwxvnPVQGeyhD49Od/OlOPkZ3Mt1t7qP7kCNwVupAFgrq4Hzpkf/6lXCuZiWcDZun5eZk0k4xKFDJikqdQ3pgLGXFoGdizaITdwxuIyB5iaMVOh1SKXiwfVhlSoXAZu4f5sTh7Thr8YKr/TiqWpClCqU7GzMYoa6kUVAT6IziijmhwIYnIiuAOwXNTMh8oNd0WZqfufPhatkgvYsclberKZB3k2eJnZZy5RE760ROSaHQKLu7ADpHMqeABVbaimN9R2H1T7hocHXTv/s2yOz7dCIDt4gZu++t1l7HtrF2UdHo5lzgWSugrV5GPjJ82mDf4bDiKlKfuflygA7WXflNMvwGY0HFGXRjw+ngcHqjJdHNtGHfL2uiqHEjFJ1LVdNBCwwRD10Xf200M0e/IuoFnGiFp6xWJgAF2uQCtF0yWrgWXZeUOB0v0WSptfUno5E+RhvpTWpXGYHERss2DD6odZxxOaSpyiI7axOakiDEJmstGSl8s1JtCzUkJlA+RZ5YDWxbWqgENMCqya23HzKwkm8TJaKNX+OQXfp8i0cKPXNp/Q466oeHFdVBoJvLXzryOXg2uYgMtLgcuY5jjvzoVzpRCkwmqXJdTlbFFKmSk9/VFVB94QNBuULJSrFhmGnatSjbU6KjglAkv9aMJamSiGy+Lb8pv6xBW1yl/NUCEDQHw7ZyVUJNa1Km7ZbfnlY6YxGXIdJSZcq7C6+8JPbNWmRj2e55206KrnxrrRW0I9Gp7HzhrjJlRHvyknAPHJKi1jwkga7hn2mAjaYBykDn7ArTAGFOxQamQy07aKr3HMyuCrVu0mjvSExgUaHCMwoPaAqQf6qMFs3wWbAkGgdAIgWsjcxOVbiukjZRFKhNAbeOktSD2p/uviqcDLlsZHNVotIuRU0/HByp/UyB2Fhu46O2nCmbYRCJsJnhIO3hOASYgFRKKugM9oap2YVLTvUQCKqFhf0wTIFYSi7mt4QQBTaWcvA9IEvKGOFlSvsEWvhW1wASnj+e4293F8fBNFVJ62oaF//Dp88AttIrZKHwQWzy6OLUq3wHbTiGu3/eUoOBLmxS4Bl5FXlpYaAfvdxqxFjI5TQbJ8A2F5GEt5PlK8mNSB5Q9FpoNHoNwxyYWNGy6HXuvos1vNnMrtscA4UcZ1XFQGFgs44zlhRr6V29Hcw3M8CiZQH1dLWW6c7A9IkWrcdiy7HS9ymvBgEGa6aHIEvVbSKzJB/V984sOeW6okSmBrQilwR8YJKPe7yKWQNCFWiBBAO/sR5IufsGkqFD8rWWD2Es80jMVSZIpUL5RlUFqWCUYN0E6SqddpqcitRF+keG4a9DUK2uEBOGa1aHxEQ71Sjvihl0pp7hf+Mg4foLWZ0Uj4yDll/NmcsNN7NNoWy2CatRp5ImdckAmjgIUGFFJ/y0LSwhLsEYbp8tXBz/Guvwm7tvlrXRoqLpol1V0egifQ1KIOX4LvE31GLgCqzn6RB6HihUMq6msHJWU2rNd2o03r9dNu6YmoGV5i0bsm6Lxhbr6jugqWlUkNR6Tf4Cs5laK5/yEaHQ2cNcRS94+GuPgSySnIM9EUJLc1memY+WgQ/bjiqhf4fg3YbhIG/gY5Xi5eBP7423bzecIYvuz/OVcTp4e2i2SIA4/rfNQ8pBRwqlNuInCJRqWBGNEYypXBLmCbIC/1DBMTb0+jSqloV4bI+Ix6fnh/5jH7AzwxEf7PU/0Ae9b4O78NOmXKeFPaIUMmaSYx4f5OOEDRIEKYUrxpYjKfUT9mdA6K3n4t566+VIAZzduGN8Jv3/Bw==</diagram></mxfile>