Edit colours in embedded SVG images
Edit colours in embedded SVG images (drawio.com)
To be able to set the fill and stroke (line) colours of an embedded SVG via a CSS selector, add the editableCssRules
key along with a regular expression without flags in the shape style.
Note: This only works for embedded SVG images, not for those that are included via a link. Insert an SVG image into your diagram via File > Import or by dragging the SVG file onto the drawing canvas.
Set the fill and line colours of an SVG to be editable
Select the SVG in your diagram, then click Edit Style in the format panel (press
Ctrl+E
on Windows orCmd+E
on macOS, or select it from the right-click context menu).Add the
editableCssRules
and the regular expression that selects which elements you want to be able to style as a
key=value
pair in the style description. For example:
To allow all styles to be edited,
editableCssRules=.*;
.To limit this in the example below to just
st1
andst2
, entereditableCssRules=\.st[02];
.
Now, you can style the fill and line colours in the format panel.
For example, in the following SVG, the CSS rules in the <style>
section define three CSS classes which are used to style the paths in the SVG.
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 250 250"> <style type="text/css"> .st0{fill:#a2a2a2;} .st1{fill:#8e8e8e;} .st2{fill:#ffffff;stroke:#ffffff;} </style> <path class="st0" d="M237.5,227.9c0,5.3-4.3,9.6-9.5,9.6c0,0,0,0,0,0H22.1c-5.3,0-9.6-4.3-9.6-9.5c0,0,0,0,0,0V22.1 c0-5.3,4.3-9.6,9.5-9.6c0,0,0,0,0,0h205.9c5.3,0,9.6,4.3,9.6,9.5c0,0,0,0,0,0V227.9z"/> <path class="st1" d="M237.5,227.9c0,5.3-4.3,9.6-9.5,9.6c0,0,0,0,0,0H89.6L44.8,192l27.9-45.5l82.7-102.7l82.1,84.5V227.9z"/> <path class="st2" d="M197.1,138.3h-23.7l-25-42.7c5.7-1.2,9.8-6.2,9.7-12V51.5c0-6.8-5.4-12.3-12.2-12.3c0,0-0.1,0-0.1,0h-41.7 c-6.8,0-12.3,5.4-12.3,12.2c0,0,0,0.1,0,0.1v32.1c0,5.8,4,10.8,9.7,12l-25,42.7H52.9c-6.8,0-12.3,5.4-12.3,12.2c0,0,0,0.1,0,0.1 v32.1c0,6.8,5.4,12.3,12.2,12.3c0,0,0.1,0,0.1,0h41.7c6.8,0,12.3-5.4,12.3-12.2c0,0,0-0.1,0-0.1v-32.1c0-6.8-5.4-12.3-12.2-12.3 c0,0-0.1,0-0.1,0h-4l24.8-42.4h19.3l24.9,42.4h-4.1c-6.8,0-12.3,5.4-12.3,12.2c0,0,0,0.1,0,0.1v32.1c0,6.8,5.4,12.3,12.2,12.3 c0,0,0.1,0,0.1,0h41.7c6.8,0,12.3-5.4,12.3-12.2c0,0,0-0.1,0-0.1v-32.1c0-6.8-5.4-12.3-12.2-12.3 C197.2,138.3,197.2,138.3,197.1,138.3z"/> </svg>
See this as an example in draw.io online
Note: Semicolons are not allowed in the style calues, as a semicolon is used to separate the key=value
pairs in the shape style.
This feature is available in draw.io 8.7.0 and later.
配置全局属性
菜单 > 其他 > 配置 ...
css: Defines a string with CSS rules to be used to configure the diagrams.net user interface. For example, to change the background colour of the menu bar, use the following: {"css": ".geMenubarContainer { background-color: #c0c0c0 !important; } .geMenubar { background-color: #c0c0c0 !important; }"} (6.5.2 and later).
eg .
{ "css": "a:link{text-decoration:none}a:visited{text-decoration:none}a:hover{text-decoration:underline}a:active{text-decoration:underline}" }
全局css必须在一行中定义,使用 https://cssminifier.com/ 工具,压缩css内容。
备份
component
[v1] https://app.diagrams.net/?tags=%7B%7D&highlight=000000&edit=_blank&layers=1&nav=1&title=%E6%BA%90%E7%A0%81%E5%B1%82%E9%9D%A2%E8%B0%83%E7%94%A8%E6%A8%A1%E6%9D%BFv07.svg#R7VxJc9u4Ev4tc2BVcrCLi0hRR62xJ87EY%2FvNTHJxQSQkMoYImgS15Nc%2FAATEXZZlSY4Vy6oy2dj7azS6G4AUoz9bfopA6H3BLkSKrrpLxRgouq61DIP%2BY5SVoGialVKmke8KWka49X9CQVQFNfFdGBcyEowR8cMi0cFBAB1SoIEowotitglGxVZDMIUVwq0DUJX6r%2B8SL6XaejujX0B%2F6smWNauTpoyB8zCNcBKI9hTdGJnsL02eAVmXGGjsARcvciRjqBj9CGOSPs2WfYgYcyXb0nKjhlTR75is5EhkhyMYkG1q6Hauvo1N9zMa23cjI%2Fz72rn%2B80zAOQcokdUODcVWlY6qDG2lN1I6PWXYVrq2YtOHFqN0NWVoKbamdEcysxavYgJnia%2B0KCf8QBmOlF5f6XSVoanYtBKN12YqvXZNteWRcS5D1m1VMXoLzyfwNgQOS11QsaQ0j8wQfdPo48RHqI8RjnhZQ%2BUfRscBydEn%2FEPpMYnwA5QpLpyABFH%2B9QDypwGlIDhhr2v4WF0xbd0PpsW3GyElsrFbMYBcliteF6eE2A8Il12zR78Uqr6qmLRnffGmsTf6NXpVYAX4cxgRuMyRBNCfIJ5BEq1oFpHaEkIoZ6kq3heZyBttQfNy4i6FF4hZNl3XnAkWfRCyVS9nWLXGnvYfTi6im3vi%2FVA%2F%2F%2Fx%2BpmlVQdMtzvgwggX4rceEzZFe4Wkq%2Fr%2BXOIkSbL7UFsm07JmTTtEuzRdNxx9002STRVfzDx9LrajOesZnRMPhn0K%2BSapOMlofBzFGVO551TMc4JirnMYh0OSgdghsbGcxX%2FhY3zXtXLWsdrhsYMiIf9W5DxeK2f%2BH%2Fruha8TlLETnP8AcyOZorrTF3XphnxvhZkjGUZnS0CQlp%2FBt2ZOdIFV5%2Fydg5qNVWqAJoCx33WjVUpOabqcVrB%2FUsgyJYbXUr1TfUhsGPptDb4MVqhj%2Fmh%2F55hZiUWCZx9zGquFRmIyR7zDhxVT5s7VjI1sONumPN5mbp1EEHxMYkyuwwgn58JFxo107t9Tc93Tn2cuFy5%2F85hL14Y9TFhBN1YVstKSM6M%2BWkdkFCFzEDG0%2B7S6D9P9NOhefrbcbxekXNR0Kva61fCYT7g3VlFUbvsIcyXmBltIzmKM27Ch2W7GZ9yecvoLO44UspUOzd0ShjsncP%2Brs2SYrTUv2eozS6fP6qDNpc0pb6XVZtoKfaSvdAfcVVcU2WFKnxVI3YVo3Gw5oN9Wz0PGg83DnRRC4B%2B%2FDh48bDbj9aoLtZegprfWuzGqVWUF5wd%2FdoOKl3m2kjSJDogTuKiO%2FHuDH0Vr1CnMnVbaXnjb4nzFdR9wEwbsIUDc0Big%2BRmca2da40uSY1R7UZMiIe1kPKJlHm06LWop%2FE7hk9KcC35Q9I6GUBn2cRD6kbFf%2FgguaiMAYot4aeRnuDnAA16k4cmFUSslH07PYeFPMnAWkfQegroidE8z6CBKC0wnP%2Byli4XcsbXBmKtVoeT5Un2u0LuguIurmmm17DZPL8PdTYXJNEvcfJ6%2BEyasbP9n2iLadlOS2QUb8U4G0Bn2eWeylgMgRO3mmehDOWzWMP%2Bb2hKz4hLcnXH9eW4K6z%2FDMy1kbmvWEw9lU01vjyM7bFm92kyFOItanCQuZ0MXC7N8KK6Pw%2FD%2Fio%2Fjc29Xe%2BHV2HspeWkua2rmHPZv4aUraE5bkE8BC5BtR%2BRqCR2bHqx6LZrEHgtl41tisT0P4ODh%2FNte2ZY%2FgiakJ3rQ7%2B%2BVNxcKl3otDXmBl1%2Fc%2Fv8Nz2AH016BcSOCeGIrQH7vohXqlo9rs7%2BX6Y8MkPfIuxisLZRIzk3NvMin9KkM7kkxebh82elNSeIhg0Gvrj5g8FSF%2Bk0h1eZZDInX0WZX4AQlJdE9OEa%2FfSr%2FHBBB%2BZIFaVDH1VcPoxJX91sbxE1sYB%2Bj9X%2F90ry4H95d51c5kcLSlYfsWZ1tjoFl%2Bj7fQHXnO3TsgPkX9qVtgxmJuaAuJfWvr3uUpGigSsHRf4%2BywkOlGygJbTDrd2POmYnl42ukhtvmQw%2FNwe4PDZ1touw73gBtYPAq8JfW32C5LL5nojqOUd1doimuNLdNS9rZldvzNMUPe4Mrv0UhaYXNMFnzJLo11PT5z28HdiNz27sz77qMx%2FHSm2RXsoTuFki90qD5Z3UAEWExumKVQ6IiHpzgA6ApznjIm%2F4CErMS2FuN%2FUVzg0if%2F5Z6%2FMVafm%2BJtsBSc5y8r8eIk0Xy9L0etnoh02Y01SsBzgCRt5CPZSDocNoYCRhXYqhhFfJTzYrk6houi1%2Bz6UYataRXBtUuQxXR%2BOFAUyt8pK9VjlYSkDD0d7xSSSj0c%2FfVodheI9V27X1QgCjLg%2BoCuK26NGBTk5tVkoozlrjLR1l9XJvSKTMQeCNmj2EVhOrlX3ER%2FgTxkMvAtLwK18tCwzDx90KKweF1ANIdsEZHrglg4ytv9%2BWqf1kUwcGWOMcLOQ0oSGdRXVVb6fgSzXM%2BxBbNVOWPQ93AE8ZRdtWbGSFlsF%2F4MgdTOKC3%2FjucjV5y7NgYUSudBvvVonf5Pmh9IZDnSQkh0tWq1rK%2FMZiVvWY2irQgyy%2BRawqyVSF%2FAspDxirn5opcYIRDG%2Fnjd7xllsR%2F0MCF4plQP%2FzTf0813s8GQ2UoUG0Sh7oKsZtUZN%2Fs4glIvHmZFPGZ9gBA7vvd3AhMYNxm%2B2xzlUdVB22L2Z%2Bmac9kcnfmuy1fIoknZyijy2jMjYVp8grjO8GhBGHDFSgABGeR1F5%2BpypRXn7XsnV9%2BDqkqZs4YiYDPsYRUnhbsNseWwG%2BYe1VxEPDXnPuqRf9w4FtV8Ad%2BHCKwGs7p0G6gA6kCreqIbUVAkN7Rr0G%2F9erot6vop0cK3gE%2FBOA1pw2PDLhdAdzFowjMILs5%2Bo743hG3Xx3xTg3icnmP31E%2FCOpbW3X7gP3%2Bp%2FP46fvnxZ8XK2PYDTzw3Vfrfl6nErDI%2FC4HgTjmpwWb45YiTF2xm%2Fv8w5y2rQIgDqJyk4PThQjm4Z1RLzF9Y33IrpB8TQg7MCxz0TJD11%2Fb%2B9U4Rk0EMnXXNjBN%2BEklT7OKcg5VswZUSXup92lbBVehVXYbt3U%2FdfVY7ucmrm4URYT8MGbi8UQsHcRh%2BttcE3%2FJAG8KbOTlckMQvTG40eCn1irF4o9GcV80J88wSGYwAkS%2BkwjCL3iehdA367eBKDLCyM3KHGQS0TUBL7ryl842zqTtY%2Flayd9t1yjGOm%2F3%2BXqRvma%2FcZbKbvZLcsbw%2Fw%3D%3D
class_process
[class_process_v03] https://app.diagrams.net/?tags=%7B%7D&highlight=0000ff&edit=_blank&layers=1&nav=1&title=class_process_v03.svg#R7Vxbc5s4FP41zOw%2BuMPF2PAIvsTZpt02TtukLzuyUWwlMmJBvuXXrwQCjCXHbmOS7hSPJyMdXZDOd246yNGs3mJzEYNo%2FoEEEGumHmw0q6%2BZptE2TY1%2F9WCbUbpdQZjFKBCdSsIYPUFB1AV1iQKYVDpSQjBFUZU4JWEIp7RCA3FM1tVu9wRXnxqBGZQI4ynAMvUbCug8ozpmt6SPIJrN8ycbHTdrmYDp4ywmy1A8TzOt%2B%2FSTNS9APpfYaDIHAVnvkKyBZvViQmhWWmx6EHPe5mzLxg0PtIp1J3Sb7yRfcAxDesoMk7h%2F9fH7yNt8v3xaR8NH69%2Bry5aYdgXwUkz7FcH1NVvl5SJio9s3MVjBOAH4ehmGYMIevr%2BOZI0WGISs5t%2BTkI5Fi87q0znCwRXYkiVfYUIZC%2FOaPycxemL9AWZNBiOw5pgKgTH56HuEcY9gEqfPsfT0Uxk55jOKZ8UwYWM%2F5eww9kgfwKbS8QokNF8lwRhECZoU616AeIZCn1BKFoLEt7azGAE9X3VMHqFqmTI%2BObNhTOFmhyTwuoBkAWm8ZV1Eq%2BkIYdru1del6BYCN98R27agAaEts2LqUkBYQcjID8iLKclLvAz%2F%2BFMSCrZBKnEnJJmU7OAqSACjWciqGN7zYZxDiOmsJ8gLFAR8Zj%2BJwBSFs6u0W79dUq7F3jmJsOH3ONW9ORsIQw46oYCCEuGIoJCmzLF99mXs6unvbM1ma%2B%2BxulHW2Zd3jxn6IdsOQCmakInPGnIRUuD8rKYdBz8H%2B0Sszbqwto7YhsYOvJYdaFfNgKEQDaOjEI2CeHbZsCXZWPQYHpDMeNgA48YgHDUI1slScNggKFGvzSB0ZNCPhwcN8C8Gvv3WwHcl4BNIuTNoPH8deHdeEW84xGjgjfvO8OusPZ4M4fjvJ8WpgM%2FHv%2FoHEGlmB%2FPtX%2FooDLipZw%2FRvSlFK0S3PYwYN67hlMQB6zgr%2BfR7yshevDAcHowKziM7ihPC68qOHDUursAyZCFgOBNCgmDyO4tEXdAb%2Blv7CUc%2BHcJ%2Fl2zXWbTfeItaYH%2FzuNCVYA9IERg2oNcC%2BpvHhIacCnr%2BBNjkB14tT3h6gqA%2B8VDEAT2AMU%2Bjf17C5QtCgJR5%2FW6n83vYhkLR%2Fj%2BJAqMtg99HSYTBdrDKjgcQrZosUS3ov71nUCQHRyBkUDSA1wH4a6YL1EuWE4MBGcZgAZvgrxbEX%2FOQr16ynBEMSO7ekwb1WlB%2F%2B%2FO94UjAwmAG81CebRjR7TXEgCISDsoWn7FrTmYkBPiKkEiE3Q%2BQ0q0I5MGSEh6y00Ue5sMNorc75TuOFIMgq%2FXzKD2tbPMIfRmvYJAPCtmWb%2FNuvHK3WylnSGv5FOnpwuMXTRiBrPipI6MNEc6XdjBiT8gynsJnGCg8I5tvBk8RDs7dZ0UjTpm9gpVlnB9391ncS3TPhLn%2BA5gfgDkb9WZAmycC7f5SOBd3l35R%2FT6DSgcILAi%2FwyWBXTEeP49851QV%2F7WQl1%2F5yDfO0ttvBYvWc0ThmLlb3rqOQVTFV3rxwT8nHu%2BLtyQgngoBsutKlSicqlWTT30k%2BuPDtzDGA5eMh3ebJ%2F3LXy2ZzckcRLworkBypvhV1r%2FEtBYqVqjOQXXDYAKxX9x7zAEK4D1YYjmcK%2Bkc%2ByFYIMxnGkG8gjx8Ew1iica%2BkOxOe9w0wzDIe0ww4dk9ThIdSlnZU6%2BfU2lLVmkllOYLNVgM%2FcRj0VJiDcN9Z1dl1tgTxmwHYlwpj%2FJUnarwd%2FfmyXYozZPKdbGhnxd1OWP89%2BSBX%2FJtUsU%2FkiqWjJ1Cqk%2B9SnZqsugcF0o3wezxM1PRB2d40b8Y3cRP7rplyrkDxM9VyymPMSTJkLcrFrZCObcL2qGL0Jcb8P6pc9v3v4KVge5Gj4t%2FQMuUX2I94%2F%2F0E%2FzfAVEj%2FIBKOfu7ttKlPc%2Bmk0%2BLLVuG1m4roLWsM2Cr5Gk%2BcYWn2d2RuVFcDhl0NXa%2B9lnB5gXH1Aau5vY1jxUcjR3FHYv3cdua52iDDv%2FrGbzA%2BvjDlW7lc7I17kwriNE%2BgfWKjl1M2YHx1IyFyDvwSKWs3aTOuWUeEhd1ZmJXyIpfETwXUp1fhtTGoqWwFrVdP1dL1ClhKpsHRQk8rqIgibKfmNyjDQwkblcVGNpGW%2F8hs%2B2bQuV3fZhVG1h7ga1C%2FVVxbX3KL3v7iqq7TLH7uVJO4lwlW%2BIjt%2FBBzlBzHW4fnC4vF9MMhprf01xP1Wf3mQPN8VUzM2PS0XyXF3xLc%2B1i5sOpzJ%2BwEadmNVViWzULhyxB7c6liEmNirBZijBCd2Vp2w84zydt8utm2X%2F%2FpoZB%2BvmA4vXB65oG%2BfWwQk258x%2FyMlNKZ6B5dtrH48RGJRUod4%2BjXNDODfNo9Pj9C43dq%2BCj8y26M%2BDDfKO4NW41Klm1gzlWile4dWmkEir54maqdQ53glwhjdSlps7RK3yr1%2BihyjXqx7E12u16wIXhBx116Cqek4uP8%2B3NzcAnihvZ7UYPBc%2FNKliv6BmVUKkco6yHrub5aaHN%2FaE3aPRQBa19FNpCVc%2BNrW9%2Fug6nvVGLjN67txt469G5Alu7UcOc50ePE3WpoRIq%2BQIbj0aZovm6OGH6XXHmdHri9Mg8Ii%2F0NK%2BXdmat7ZTi8OiVa3Ev7WOnJ1UZ%2BkZneSry%2BLEyZ90LBYFVy%2F%2FFkb3gKP%2FhiTX4Dw%3D%3D [class_process_v02] https://app.diagrams.net/?tags=%7B%7D&highlight=0000ff&edit=_blank&layers=1&nav=1&title=class_process_v02.png#R7Vzbcts4Ev0aVs0%2BOMWLeHsUdbFT42Q9tjNJ9mULFiEJMUmoQMiW8%2FXTAEGJFKBLxpLimcilcokgQALo06dPN2lbXi9fXDI0m36gKc4s104Xlte3XNfpuK4lPnb6UrWEoWqYMJKqTquGO%2FIdq0Zbtc5JistWR05pxsms3TiiRYFHvNWGGKPP7W5jmrXvOkMTrDXcjVCmt34mKZ9WrZEbrtqvMJlM6zs7QVydeUCjxwmj80Ldz3K9sfypTueovpZaaDlFKX1uNHkDy%2BsxSnn1LV%2F0cCb2tt62atxww1k175K%2F1CupJ8xwwfe5wvsF%2Bv178KWf%2FImeHPL16jH%2FP7rwo%2BoyTyibq%2Bsm2Zx94iQrtTuWzyTPUAFHyZgW%2FE6dseF4NCVZeo1e6FzMpeSwWfVRMqWMfIf%2BKINTDjTAacYVNFwxekyyrEczyuR9PFv%2BtEbeiSuqezFcwtibeuHOWtMHtGh1vEYlr2dJswzNSvIg5y0G5ohNSJFQzmmuOomlNSajjCxmzegjNk1Tt4Sy1hNmHC8aTcoyl5jmmLMX6FKftf1qiHKrjkLR8wqjTqzapg18BqoNKbeYLK%2B8QgJ8UWD4EWDEGjDK%2BWxGGS8FQMr%2FFp9JAQAvf%2FuPhhNYM9c2rKAVcBqmVk0oI5MCDjM8FsPEphFw2K5qzkmaiisn5QyNSDG5lt36nVXLrdoP0URh%2BDiTjjeFgbgQOKAccfSwBOuMkoLLDfMT%2BMAW9ux3vuXD3Htw7KyO4SO6MwBEActBRBoYA6KesUCVwfTb3Ww3IBQA3D0B4B4AAHMbz8lt%2FzZH96OPX53bnId%2FXDia%2FfNbPMIElnDDmTUYWknPirsZLSZnABwBAPsywCEAYJxyTS0NBGiGxikEV3UImzSlE1qgbLBqTWTExKna%2BFWfa0pnioO%2FYc5fVDhAc04F8fO8DhYbybWkczbCe%2Bw5RJsJVmOvrh7%2F94mz%2BDr9GH2efXXwt%2Bniwqv6icVstQzDGeLgAG1RYth3NfRGwGzF8a5ttzjecdZMV61IjVqz3nIarzBo500YVMTXIcpJJrbhej4iKYI5CP%2BiWS0tGlG217PtIDDH304vjl8FkcDXIWLsGNqHxsjrfNPXTFmF4w%2BoAAXL7jB7IrDyn6ngpNHevoKT0zyAgovWnDvW%2BXvJ6U3%2B7hyNvwMNIwxPSMkxgzSkLCvACDE3KERsTK%2FFuQKzs6LbI6AvPfA1is4IiOMF9Ohn0D1eEP6l8f2ruBTYojrq154uD14aDvxWQkTN%2FLtDhPO2QkT8M61t%2F%2ButfXDR%2BCprhwaxPgisOLK6Q2vgWxCNuoH40u2L74PISoZWnFiD0OpGVpRoWGFTmj%2FMYZrJ85RwfAe8LM48MzTT5VxTR2jS4ACx1QnawdUNdS6NDFQaHYtKQz07FoEUMAuYzDLMfqry%2BsVqZ8soqtDhGdDhnFR61TXx7dLrrLP20Fnh%2FnDYUjk7qc6qQ8OZHN4AOezDDe5JuUGvwtTccE7AfoQYvL2hsIUYTKY%2FBDEY64x6VLDcIBNrTskTfJ1Uyx%2FKjy1lW0%2FIM5geKsBgt7ic57g7AjlJ%2BItAiS1FXmglUttFkZR0vpUkVtKVLaH44tp%2FEvx8Syl%2Fn88ydWnQhUkshaBjdZ16InDr1ly2Tw8uUN0ZDB4FSnAmA6kqO3IKoZhRdyBOdW0xHddOSTnL0It5GoOOFKb9WqpGal0CUXusQgyPxMANy1kXua10Z5fQNbgZ5D9lRbeO7nVmZ23wu6uT4nB4OOrz3N0lKc87EvdtK7S3khTPApVuTEkqLAirBlbkyESm6rxE6wOrTVvO2RgMN86AuyDAwgq8ofrUT6re38Ck7TGDeOQGKBfWLR7KmYxe%2BbuHDOJgOUXs8V1OMwRXyIGaDocYaVth3S02NwJmHVT1awX2iqzbRzV125YhOWvxvYm4gaSBqpfEXR07S%2BI%2BACzXC6WGB13Guph%2FAFQm%2Fs1tMepdXdCr3%2BMvC%2Fyly6eGJ536yxYruzv7pcRrdh8O94neTTAgNlJKztfttDKFtu8G62zOnJw1dWRiiCNFyEU6efwjHZJv0fCyf3l1z77HzxeuXrMmQiXMIeZR3Rv19dZlEFJrUetvvRbj6m8%2FHJQKlgqXCofkYvtD3%2Bhe27dpb%2B1z4euWDYw5cXgs4VsDySB%2Fps4yRAP7QyhPKhnjWBFEiFjoga4rIwRoCE%2Bqio4IEkJVRCpCQJ9k%2BGS7jdDfuKxqnK03QK%2FZRnmgRHfDjPvq7xUx%2B6uje1lDvXA3wcWss5sgW5L%2FNpY5PIbMqdSFibhPmkp5%2BzA3XIfMSrzbRVE5q144HJOF2PG13W47MPYhbv1QUpu4yuWbMdk7mrEcv20tg7FMzO4dzVaG5Kfp6xB5or6u6y7Uj35GJgZDmSHEIrGIhqvL1JLP1Kd5z4GsfOtXBjYJZF4Bvz0r9pdX3pyZ%2Fw2S2DdJN%2BG2zQubqODo0aU%2BGzktsJkybTvW0Xa8WKNnGt6ZGdTZNdHnGKTBaanB8F6Sng0CgQ1kNSMZNlLEpaPr2aN89JV0VFUiGqjOUU%2FWDSCldGVGeHZnHSGd3QhxTM%2FbjgcR%2FX0nSc6%2BKAysTC5LRd2OIvBu%2F2xdY9LXaZO1IekLT2pcPenzz2Rdu9luY52WrEPNWHpq%2FIsaa1lM3VZwPamx9L%2Fukel0JMv2gSjMA4WK8qptdUMld7tLtdw986fJysFuKx%2BLP41Vdd0jO2ePNGvd5Sv4J%2FBIo61MDlllm8aXsoYmzRuLYljcE%2F2j2EpcqXt69RO%2FSDyJO%2FvtblVrwoLT6RwHDLj4YJOAP7Epvfw4fbm%2FHyTU8DhMt9wv6rhu3P57SM9QUjiW4xpttVeOqloGDa%2FVnVU%2BohbpqD58Wb%2FaNEqShHiorzP82cUFSnajxqmRdWjYGJ8t6rAJ%2F5EuvuMx4xb7bXZxO3y3Zq7odE5utJapyhBJlWyrUnISNspIMnBHUjeLF3V6pppTIHqKPr6sVOmJ7T%2FOb48BBW8fKBzKc%2BFw9W8Yqj%2BuXP2vC2%2FwFw%3D%3D [class_process_v01] https://app.diagrams.net/?tags=%7B%7D&highlight=0000ff&edit=_blank&layers=1&nav=1&title=class_process_v01#R7Vxbc%2BK4Ev41rtp5YMoXMObR5jIzZzO1u5M9e3k6pWAB2tiWVxYB5tdvtyyDjQwhMyEke0hRE9y699f9qdVWxvKG6fqDIPniM49pYrl2vLa8keW6Ttd1LfzY8aaU9PtaMBcs1pV2glv2lWqhraVLFtOiUVFynkiWN4VTnmV0KhsyIgRfNavNeNIcNSdzaghupyQxpb%2BzWC5KaeD2d%2FKPlM0X1ciOPyhLUlJV1ispFiTmq5rIG1veUHAuy2%2FpekgTVF6ll7Ld5EDpdmKCZvKUBp%2FW5Mev%2Fh%2Bj6Dfy4LA%2FP96n%2FyOdnl7HA0mWesV6tnJTqYDGoBH9yIVc8DnPSDLeSSPBl1lMcRwbnnZ1bjjPQeiA8C8q5UbDS5aSg2gh00SXlmPiQAcXp0UFX4opPbaiQFsJEXMqj1T0nS0IYL2Up1SKDTQUNCGSPTRnQrQZzbf1dpqGL1rZT1F8YCg%2BSpbiv5IlhYFAsWJpQjJU9YxnsgIDlT1dsCS%2BIRu%2BxLUWkkzvq6dowQX7CvVJpWYoFlKD4GLrGUuSIU%2B4UON4tvpptLzFHvVYghbQ9ucKFGdP9JmsGxVvSCGrWfIkIXnB7tS8sWEK8LAs4lLyVFfCpdUmM1M%2FataC39O2aWoVUiHp%2BrjhmDDrBq7bK5tofupqb13tnN0ZaNmi5uhVvec3jIFhGMUyz8GpCjSQ4qfsd5YBkRQ%2FvDPsBNQgDYVlvDScGtRaRBI2z%2BAxoTNshnpkwHyhFqcsjpV7FzmZsmx%2Bo6qNujvJF60PFHFoPksUwS2gIc0UL0giyd3WWHPOMqkU1ovgAyoc2u97Vg%2FmPoRnZ%2FcMH6wuwCAyWA5hCk0KFrWiaFWnQX%2FE80yD0AbgnmgA7rkMwLf%2FbZTsVxv3o5TsXZKSq2nWFA%2Fbc1GU%2FobOd8MKSTMqrgx9QYZ2TvXQs1G07xqGwoo9UxlnyHvxlaS%2FjaQPBWevhqQ9wwQ%2B%2FTyESdsdy%2FVJChwbzUsV2MUGWCMtqABFwCPo8D%2F87na6oPEyoeIW5AzoszcyLKXJ4asFk%2FQWMMXSFZy2mny9PV5UjjohKUtQXzfLKYsJdI0w8WTLUSXLOK7p2JOJdt8949sjo8kEKx6y5YOWintNoQffmameedOMe89DIU6vSSGubdqP572o%2FXRfxSZ%2Fip3UAB8Obdv3nzk46J0YHPTtdoxfKDjoGYCVZP%2BZZGS%2Bc%2BNrYPBygUHlxZVXt%2BwK2yDgZQID3zASQecYNIr28KAKKK9hwjeGCb2nhgmtBnE%2Bmm9Lr%2FkJLjoXtAG4%2F%2FcSM4Hob4hriMw2v%2FsB9WopS1e%2F3pUhBfpbp9xDsaLj5ut6QdkplmRcpMgh27IHIhiB32AXRC4FplaP1puS%2FFCVldYgFna1U9sJ7DdUdLab%2Bn5LLvIFyXSXbilDU%2B9oAw5VHzNZKwGnUVaARXa1UFUCxpQVM%2Bi9Gke5Qgm4yvzWBllxETente0LVnJ3z6A77LN0uI42GXPMmE65gA2HZx25YNP7jBZ6IJYxyap17tetYXK0Xg3%2Ber3KOuCbDitLK0IgWs2o%2Fs2ebgl4J%2FSmU7WZf1%2FXzSag3qy1ibKXmQ40wm2IAf6mzDrlGS%2FKyLbFuoP3Xi7bzZvBNsemB%2BY0UR%2B7mhw8lfP71jlb454Vjq0gssZdKxpZA%2B%2BMs4exBkMrDJ5t9i%2BhcRtcG7aZL7RYpjScQlTG5Ab3trcKgm8N%2Blbk46BBYA0ULFFkRaGS9PHLm8LnN0ZXXziXn9I8ebuowFgTKxpY48CCOCN0qvneif0VvAlU3jpPARKli0AQGPjKaQCYsTXuW2FX%2BUofXQemBEWhjX7zluCxY1bkCdm8ZYj2%2FAUHnViDkSoaIVwlwUXPt8JXSGcgLmOaN4xagHg9NvE7OPfPVW6os3eacDERhlOuf3l3NKY7mVSfpnUQqxNQJW0%2F%2FT6S8%2Fy%2B9NV3JR%2B6%2B28lnJaUYr%2FlrOmf7awZXCKDSNdM%2FlH7%2Fid29b6nn0ZVWkk9bJ6QnT5z1rFC5vGs40VviVSXiS6Dqf1vxfSir5mradZzQmXMBHyPxz7bCv1qZ7YV%2FU%2FU0aOPx8HA5Eqx4OndsjiNLusJaCOn%2FBxJ2aCZlPVaXrUELbQYnIsW%2B%2BZbfUzAgmVKwZMEX8ldU%2FYvlbL3%2FKZ1dC%2Besq%2Buo15T9i%2BUsj%2B0ob6WlH3ffLN%2F5YtL8UX31dGF%2Bd7%2BShdnpYsDsdoF6GIdz%2B9%2FiSfsr2DyYfTh46%2Fi62DVcc1Xvgx1sJzi6xwDc3PV33Bp3zWvCJtB4VPuDh0iGo6GI1HV%2FZNv4hzRkoliIyhs8%2BOzhYVeSxSuUxMLZ5eE6WPuJSrTnI4VQKQ%2BwLxZ6Kq43LYCT2U3uxiaY3YzUIkaH%2BtEkwfbqaU7at1Wr4DbkiKPpUTqV75OZI7dDave7ulXdRjsuIfMo50h6ka1vXFWnS32roZNJmexmfatoSX9snX6F9kZPPOc4RgYQj8sL%2BjjHkmKvPxrphlbo8L3lN30V9pzyvfvJ%2B%2FRkas9vB6weGfDyh3s7eMtubIWrLyzYWUG%2FQ1Xh%2BkGIzMB2tE%2FLalRzJ9PVCJ9gO83gsmRbhQ%2F%2BCq1C%2F961qBXq%2FxsTn9quNBmiE0%2FP%2BTaZ98dqkNj1dHhPb87MK2nfzbrMU8I3tXTNTb9PVoeXNrVWy7a4tatkmlmbm2ssnBRV2fkgvHVI9s80n4cZcdr8cnzwWxez1XsCrTs1NBVbznDrmbg8Mq3rejuhVZeC%2BG2vdk6H7jmGat7JVytdOdxsF6WcM0rr%2Bbp9P8UrO7%2B7uhdGizzr9DVCTdQN3p8vO0AFApf4Bwe9nW8Gm6j3PDKny0o9%2FZ3xxaUn4k%2F4XH3H0iostp%2Fw%2BGN%2FwE%3D
drawio.template_v06
[drawio.template_v07] https://app.diagrams.net/?tags=%7B%7D&highlight=0000ff&edit=_blank&layers=1&nav=1&title=源码层面调用模板v07.svg#R7V3Zd5s6E%2F9b7gPnpA%2FJYTHbI3hp8zVtepO0996%2B5GCQbRqMXJY46V%2F%2FSULYLMLGjnG8kOY0ICQhzfxmNBqNBCd1py8fA2s2%2BQId4HEi77xwUo8TRV0V0P844TVJkEUpSRgHrpMkCcuEe%2FcPoIk8TY1dB4S5jBGEXuTO8ok29H1gR7k0KwjgPJ9tBL38W2fWGJQS7m3LK6f%2B4zrRJEnVRHWZ%2Fgm440n6ZkHRkydDy34aBzD26fs4URqRn%2BTx1Erroh0NJ5YD55kkqc9J3QDCKLmavnSBh0mbki0pN6h4StsdRq9pT9IGB8CP6tRg6Df%2FDWXnszfUHgbS7O9v9rf%2FXVLmPVtenFbblziN53Se62ucOeB0k%2BurnKFxGrro4BRD4PoKpwmcMUgzC%2BFrGIFp7HIdRAnX5%2FoDzuxyusH1ZU5DlQikNpkzVUa1xZ4RKgPcbJ6TzPnEjcD9zLLx0zkCJUqbRFMP3QnocuR6Xhd6MCBlpQH64XGxEfSjXDrPk%2FQwCuATSJ%2F40EfVmpbnjn1064FRhPOkvCMF0Ktdf5y%2Fu6MQSd90T1ufyXJD6iIpM%2Bj6EQGubKJfxKcuz8moWV16J%2BA79CuZZa5Szj%2BDIAIvmSTK5Y8ATkEUvKIs9GmHIvA1fztfwl1WaNokA%2FUUuBaVsPGi4iWo0AXFFRtjkFeGE%2BFfGH8K7h6jyS%2F%2B85%2Bfl4JQBpmoeJjQswDkWK%2F8jrF8mLmrMf3bljiJElhcmEWWGvbSTsTTQPmC8fBClGUsKyKfvfhQeAtvL6R9mSjZ5CeXb5SokmVaF%2Foh9BDuSdVT6MOQqJvKLqDHPrMLuG%2BXIRn0cNsF4YpXFHX2UkGQAfnlLfS%2BR8t3Aug6l4J4hUo9BiInd0eBNQVzGDyF6GZohQD9sWGA%2F%2Fyyni30h5ZCV88umKM%2FP9CfOzTIXE9n3hXJRNuMXpU0e7uuaFfSbDVfh0ExpeKVKDnBQM2WbIULnrR%2FZE1d7zUpUMXlZW5Wb%2FnCKwVRSypYXPBFINJudfhbpLOREQQ2ptBxkIKn%2FV%2FQI%2Fu6OR1ZcOYhMdIYNJrFQ8%2B18dCAMYwHoJVkaUxz7E8jVItRAH7HIIxurFcYRxcfMDVUpmzxmd%2FTlbO3g8sdnTmiLv46ZYAIvEix0UkxIm6MkeknNIB62FgnYnftJ3%2FvElncFjwHh4RmOFt8S02dVVt%2FbdNanoIhe8FurT0B9tPDJACWs9fRuCSlHypsqK1o1kp6laTnJBucu7VBSrUGxErIREEMtsXI4TF8L8psl6qsWfUfIv3vxB54CCw0SwstLzz4UUDtMTIsE3cyIqBk4tE5rdSCfzkCLzh9nWMZkWdA1VKvC%2BPABYjs%2FFcwRw89awg8c8H5gjs5eQoDBwSFJ1lvtQNGVpxgK%2BeTXqZjn69rW55B3dMRxG204ggmIk%2FaSd3ND%2FhZ71Lmyg7prCs881KWX5s6reUF2XbpiU69zus80UKauHtXtNi6og%2BqxG5GnQPoSHUJaiO83QigFTHd3Dr5adaAoN7qbcfJjXzj7%2BQN39Ti3dj8egsPme5jVnOHzLbWs4%2BLLy97ZodvszB2TsvtBSvjAljlcF3ZnVUMHY3ImvPKqYC9aGwm1ybqxV0mZE3rsrC6NXu0eqqz045W9mSXqiTnWMck6SucrnCmji9MidNlHKRgDjgNXeg4usE0cYrexeEJOORBIykqZxo4Wy4aQuOMHolo4DlNwo%2F0Dn76Hmtub59YbT4WTFMHGr9wKNCs9IFsknAQsYvHcHIp51G98dJhXRiv7uU%2BFgYLPgfaEpzfjSy87sUm7Y74eIgelQ2WZA7BZ3LRxAh3qP7RpSQfDX%2F%2BSpRO0vKrA2XWBrJvxwGebNdalDggNlx82PXKz4EI1g5cyJMAzlEGH8yPSrK6lucBZxDA6T8B9McJIvsvNphFLvQvNmH0CQCgGOqzAQCWKbe%2Bhz1j0QT7D2Dgjl3f8kgC1bvRxCIGNrpN1qfQZJUn81iRn7ggsAJ7gmuwCQ0iGNsTok5Cmi28KhtWh4%2B0Jv3e5%2BPgbt3e3AG5vVVxrd9bkffr95Zbv3dbYq8l2jDvorOkDfNe2ZKDih7ZJMz7ux%2FGsxlEo4NjzGbfQ7wDrZb9dZqhRRdT6%2BXBCsYguneeuNQzaMau51z96N%2FdX99%2Bfeze9vr3u56xHxaAtnHKbOIsuDtnjCWvigLUFWS9mfF4gbNTxlTeH1G5HC6ovCrqsiydM0I%2BnNd49XZXVbsFhxET2O7DaffhtPtwdm%2FolFefUpG7pzJYc%2F3jNBHz3uspZwKws9ZK52YuN7QD5DBJUWY2U5nsvWf1fWY5CdxP0FmVak1D6foaZ%2FQ5s09CwXr4GkeJ8ZzWxZFkBkpJIskEfOJNX8en3%2BhdehIOzlMns4yj0EwFX6D6dfIKk8fZcNSaRo7cIfXoAmrSFxBib9PfMcA4JZFtpkrD1zSDM3gao6alF4aRpvRIzShFQQUj4q4hNai4JVqHVKVwmpY56iftyAaj0oJ0HUwx3ME0Qi7bHUoEDT8ysVaa4F25ZNkp06Ay%2BaqbmJw6ZJDjh4wOKa6S4oSyOI%2B4qp5VovLGMMoj0Rfb2RlHEfnE16F0R1yzf2xpUJhWQNdIW3PilM2JHR44gNGyHVQOj%2B%2BN8LD4lis0PN1AOAPBxQd8TUY8dLkPZVux8DODYXT%2F6tsL8d%2Bj2i95GNozBPYivN0JDAAc44MxWxHeVIQbkJD6272xtOKgRlzZ%2B4rqJmLK%2Fs2hsMYiaivMmeprra12jZsb0%2Bh%2Bfny4M%2FCStXFz1qYdeVULqNouxrvY962hd9ZRIKcPmre7F%2F0YR26eL0Y2s1p9GLmj1zvgOyAAwe1ogKPmvqFb1x9vaADP4BPoBdb8BtpP16OvADjAafQElnOPRGentvHphxGfzjyYRWUEqItSYwHqpfj08oH3y2PhhXowKRwLPxiUeMpgf%2FaseCuw6RcMZH5HpJcLpNfKpJdYlG%2BK8GnFJ7wzwHGfmSU81weXk8xALShrlqOqajo2imwdzX%2Fisfe%2BFbnPOOw%2BBMGzawOcFsYB7s0InxKLRhq5mwYQ5K6%2FR64XXk3WWAJHEIVfnBl1Uvs2c7Fju3qDifmCn7cz6zdZ80yWCjm8IRL3Z8GbxRdkXOhfbUy1uuShNJEFShtVb3ZdDo1esR2tn1ht2P6qIyt234HugimfUsbVmwFto1HY6orX8L8m5zX7Dhh9Z1DGIbZXd4bJdNYqCXvC5HX9ULCjQmETK7LvrT%2FCqGZg6HFxyiBZmuTU3qUqdv1oFgWPNU%2FRPy5%2BnZV%2BDyNkFtuJRRWiee6sRqzLwcKyjrKvbRyvWTZooPVffxg3173H6xqq%2FSgFa29D1p6l59G26n5P5KgYJirWFHvevAKHTmEEuz5FUyNlWBKMcNksy%2FC3YTEJtHTLqtRw3KpwehyrWpZ6P%2FujHbM3av0G22qPCZf7GKvf18A6PY4dmCLZtymGpi6ea7uYbziU2IognskMIawZhXFMzE52rp8U%2B8j08zR1qWqeHLcCEMWB3w7cBwe2v9qR%2B9hYRkflqvCzHNcOIwKNRErUTD2LqDKyYXkk2nhdOx%2BDhJ44ylCRFW5nkWV7iCErfNqLFcekpHlyZ5zqjUUylWPISmBA1bizEKzHgxXOgI2bPHJfcMhZFQYQ87rkZzUQsuj6BLxngLlcRkhPMRMclBCyeLIMguPJIItwQULNk3vgx1Ns2Kb3UQDAF%2FicYEEgxSMryhSYQdePCCdkE3%2BaIykygJ6zxI%2FtoV5kyjjAA9k6pvCZ3uE3LAOTb%2BMIh1iluVCZvuNGXDn4MUvEHUBT0PLYlES9hE2BBc3GkMn66lwRmb5jBPiweKlno0EoJAEwGUDmgx8L6ooOXNVUBc4YpAoCEdaNXu%2BAZ%2BEwjP7ySTOMtuPgedHualxX8j1EypiO1Kvlnh5isCKjlGTExFiJo2wYLAMnaVpASPgMcs1lgYe%2B4RuWtSVMlY6Qg2mHL%2BAv6TkttYRguSKlUJGi5itKKFOqiGB50e03wFtqFW%2BreHFws1pQvGrZKGhK8T7%2BsX9%2F%2FPl5%2Fr9Pr1Lf8CfWT5e%2FrAPMNXr3WDUtenfw%2Bu8Cnejmv%2BxN7yV390rvmApyrVpm0r5TUysnn2R9NyWsFXSntqUS7hSMDrkpFbyK2EesgXme7rlgbtA4FeVboVEZElZt3RZ2kAiS%2FL5KlvVpiVbJbq5k12pUpVIZr1ey8nsqWblgoKpFLNZVspJS8DpI%2B1WzSqtmz0XNinxBzTL2SDalZl%2Bc8dPfzsD9pQ0%2B9j5%2Begj%2B6PNLsQw%2B10%2F2gyC9V%2B5euq%2FPDd1hCk4%2BL12F1yq6Nf3xcP3z7t941NU%2FB93%2FfnQYGzNLkM%2BjZp2jtQKPEDspI0xsle2hXE2U9XMUysfLDoOPi6l3Tvnt4mtMzFZLeomo5d2u2yuScGI5ZKxl0BvIpLOloXVEflgTYFOkHMo6maXd8ydV8YUpZL3tsbvYl8zsQIoWxvbYibBYc8AnSBr4fEn8bWgeHyJJT7UUydGePc4QGR%2BJxgdQavh70%2FgszB5nDp55JbOokak%2F3bbJWvpYt%2FCRQcravc80abl8IHPF5QaxSsYh4vHII7ibuI4D%2FNJ4ksdlxf7sxoBVWLC4ZCCLaQN1GoNWWbVKrRagRBfy3Kq5S745NVD24O%2FS9DtqXhVscv29WVWejyr7ZtVqlrCYuCexKjpo3314VUvMkltmcbnJdzrX3aNgMWcCZRVIbJoBp5vE7tE4zUxP6e5xHWIMIasIZSg%2FTQ7q1g1WDeRUcLNDTwjX%2Bjs0bCwaVuGRUIhStMUU2S1eFc7ytkyV%2BdL4NIatdBlyLLAO8GkMHIyVln4Hn0RvSBmjuGwCJ%2BzvL7HSMpuhtjtrrSGB5YtojNuM5QYGt2V83L4m028ZmDoR%2Fx6nqy2TGUzW15pR%2B%2BVx2UdBprkSEVud01T8hQksyCb5EoZCuK62El1zbF9viO2X3enL1vCbJeWIx8Yu3Q%2Bnw2ZtvQnX1Cj95fvo5kG%2F%2FTy6%2Fefhl24%2BjQWoMvR2p7W2KR8KvBL4%2FZnbTF4xllVXjbElUW3lkSGPwnom6w0xmR06V5bIsnV0rhK55VGZzTGLJZIytnK0Af3ilKnmLCFs9vKtJNZQtyzm7kgS0W0A8XaaxbOP%2BNMJX6ADcI7%2FAw%3D%3D [drawio.template_v06] https://app.diagrams.net/?tags=%7B%7D&highlight=0000ff&edit=_blank&layers=1&nav=1&title=源码层面调用模板v06.png#R7V3bd6K6Gv9bzkPWah%2FaxUVuj%2BCl0zOd3e62czsvXahRmSJ4ANu6%2F%2FqdLwQEEhVbtDc7rhESyO375bsmEant6dNZ5M4m38Ih9pEiDZ%2BQ2kGKIrcUBcFHGi7SFEPW04Rx5A3ZQ8uEG%2B8fzBIlljr3hjguPZiEoZ94s3LiIAwCPEhKaW4UhY%2Flx0ahX6515o4xl3AzcH0%2B9ac3TCZpqqkYy%2FQv2BtPsppl3Upz%2Bu7gfhyF84DVhxR1RP%2FS7KmblcU6Gk%2FcYfhYSFK7SG1HYZikV9OnNvZhbLNhS9%2Frrchl7Y6TRdaTrMERDpI6JdjWxe%2B%2BNvzq983bnjr7%2B2pw9d8TNS3lwfXnWbFdFZkSsiTUNZHTQ5aDugayTWSSixak2DLq6siUkd3LHpbjRZzg6dxDLTISXoC6PeS0kWWjroZMUohMS9OQYwiKrfaMjjKGZktIdR4nXoJvZu4Ach8JKknaJJn65E4mlyPP99uhH0b0XbVH%2FiR4bRQGSSldkmh6nEThPc5ygjAgxTqu740DcuvjUQLPZLSjL5CqvWBcvrtmEMlqumGtLzxyQcuiKbPQCxIKXM0hH0KntoQ00qw2u5PhjnxUh6cqo%2FwDjhL8VEhiVD7D4RQn0YI8wnJbDIGL8u3jEu6aydImBahnwHXZDBvnBS9BRS4YrrbAmNIoxmIckaGo4uz8qg3cIAqnSNHdKWAk6MfwVUXmAWyNgs0og03dJ9qehuP7v4c974%2FZO%2BucfbmN%2FrEeT2SNh5ui%2BzDSswiXaK%2F%2Ffw7cmI7pSUxFlU0eME%2FVWUK%2B6QBJNHPkTj1%2FkWbnACOEVlvkm4iqOPRJR6oZ9GHA5TQMwpiCKit1kEICyovG%2FSMpf7RwdbxsIbkas%2B%2FNPWm8seLxeVbbVo3yUrqeVIZG0bS8aZXr410R6cMN%2B6u1TVrxSdtMygyEjS5ggDQGmKkplet%2BZLwEHumDEshVHuFkHgWF2gg7SStM86dEGYvjn15AuK%2Fjz6Nu4PZ9EAT5kPYjYUeMjuCBZSKphtKiTJ7mUytyjPDrpIYAI2PXY2DotMN55BFZqkh%2FYSKAHN%2FtY9%2FJZ2JFbKW5YTTEUSWnKBWHeOTOU%2BKWZN8yHWSLRxRym4nBJIQ2uvMkTPFE28nE2i3kdU60VZKRiT2tGVmmlWWZZvGyLJd3RVmm70yW6c3IMjGPXM778hynkHspl1lXuJh7PLtaYW83CJRcmuSi5N2PEbyw1Cw6xQdVi%2F6J3u3RD9Gc3Sl%2BDKP7GGntvhtj8kXack%2FMYUi5oUr093NyGUcD8v%2BAKNpa2w2GUUgQTFIzLZtcJm4yj%2FtuRK6Br35PPD8%2BvU%2BKTLMnYG5p%2B%2Bv3KZMK1T6FMwxcfzSv8P5i%2BfF8NgujJIb2xZdBKgTio%2BN0rJ0w9DGVTMjYJAy2kGRM0WNaHnzJinkspOkm2dW%2Bvry5uft5%2Flfn8uedc%2FH9%2Bu7m%2B9XV5fVtt1OU8Jk4r9xK9iDxHrxk8c0NCIGjUy%2F%2BQrhZNxiejZ6OjmuUsH5IxJ9BWdxeeAQxAY5iUrtYEm%2FRkoN0faF0XWFW7lLaVtwUOi9shYajuTNhazYnbBuTY5%2BwIMbzXyo%2Fn6UALNu0rRzdIAbENot4GJhIXsH6RZJ6EEbw9cd9cEtS%2BcEjnEdrt1dxXvrCegm8vke7pcYKS695JYgXZ41rJbN53%2FcGtAu5crG%2Blgrd3wJBqp1aL7nr6k5vsKMC%2F5xIbdsCoPEiGEyiMCCMcPiCvjdCtgqOR6k6U9RZxePJFXQUX4SD%2BzXErjONuOrbS3%2FUlv6k7WbSNvU%2FjxRLT24d4ZKFE7leL6MlOnJUiJN0LWQayIQoCQuO0ECbSSMpGnIc5NDQm9WiAZQWckx4jLxvS%2FBm14R0U988dq%2BLxHVQaAhttcG%2BCnxukriDyXmQ4Chw%2FUy4no%2F%2BwniIhzBBKEN8RpNX4PbgYPwgDkZZECxrWQKbR5Z2ZvRYB6PnQxW03noSqio7VZEKQu%2F5rHcWeQ9uAiP0AIbNRqG1TkHnpWzDsn0bIVZcB2F3kSOx9TKOUZDstfr6sQhem8QN6SXr%2B1aDxrV7VlNb2M582r3itpVBtF2Mo5b55I02G03vFRJH%2F5lW8WBTlOBhTSB8UlCkutUHRcWWZF9%2BVq1rgOUTEB1Kc1jo58wP%2B65%2FOsZJKfkGRw%2FeAAMjek4TVn1OIzwGhEfiJmboP5rmfJHNi6L5tNpY2otVdLCV0F5spSwexGwl4TJW0WKM3dlKirS1rbS9wr%2F9G406Yl6zI6%2F7RkNhpxoG27sKLcWpJIi5KBO3AiRdl621H6ds4QexewjX8X0c7THQtGH908cIJr00htSAL7QO0er4LWpqBOfr80kVPrtsIvT0WhBtPOq0hdn0FsBw5C%2FpCSWonU9Eq2AOKsh7IdXxJ6JMvhpv5Pox3tDrXXePI%2BkGmbN9G5e1yvKppOvG7GmtmPSep2mt8M7SnVNb%2B1NrNqAoATJdCMKkbQiqEjuCqDM%2BvsbxfIqzNZKpM66rI8tAji4Os5oGXCjSDw8%2FXodhcj6d%2Baxou4cci25zk2FT2wapVGgTeSutzpEgUAsNIIV06Ua5Fq3XgGbY3WVUV5GGXjzz3YW47i7dWWd1aFYHiks7A5vCajQ9jSLbxX0OK1QOr2EYbo56vCMIbh8D5oaz0VD2VKBOxbmj5mipVokb%2F9JFGO9YGrwfYT3GSXl11kayvEkn28d1yFFbr9UmBuVbdsllS6%2BzjeUCl5yeOclKLjl1Zy45eWuX3GGDVFrF59sgdah2D9W%2BxGf2vlycooDZyx2de3VQ7nIb3osXvNf0DG5SSsWfHfkTX7gNsEEtdFrxwNccTZG6f1DvPod6Vz3K5dV35CmC06lKHEnIWAdElsWlyRcPBPyptKreMpCtUWdLD667K88gkpUTyahn0oraobSEDLl0YNHzSxf0UibYsMk4qrZmnJpq6602XeUL1yVtk4n9tpprvNnRhXMktnRUQeSle3Zxh6dz3028MEjlkTub3SXeFN%2FBLv%2BYpT0AW5IlwuRO9dY0ljc0lBP%2FLzmRq3R6VonBX8wH3pAoY1LqrMMsnx1JKCuIO7Yr%2FUPcCV2VU79GGvzjmDyTB2XWLDXDmiuWd77wpWh57%2FWULUXjyIaHY5xtIQ%2BjZBKOw8D1u8tUp0zY5TMXIZVzQM4%2FOEkWjEQgE8vExk9e8ou9Dte%2FC%2Bmdp0JGZ5HdEAVo8at487t4s3yJ3i02USwmSgNz563fRJ640Rgn6x5kAwijthYBEYb594BL7RDRk716Bce%2FoVVbTrizatIesZcqoMhb8QKc8CfYeAGZN%2FMB5SkrjrCUHrzY62fAkooN46rVLXf64%2Fb8f9e%2F5qO29TVq%2F%2F7ROhG5hRo890%2BS2Pl%2BIUz2BMbWECth6wdl8%2FxnZDsRuNpM0YTXd6aMqfxOIf5MUlKON4vx5gF141l6uuvIe6JnbuV8XDDcWJNbomMW2VYOgbbtKIxAlOOz9qnNk4flqhXNmSeWKqDVzryiGVgEevNEXuq%2FOkQRQf81aPyQbiF1ZGQqsL3U6iBbocE%2FkqXSYGOL7jzV4f9UNSbPOL0HSS8I9kL5mR9KZMptMuSKAl4kZIsAKctdZg6VDShl1RQPCY1HPsXdxBsOccBJqTIuw8oxn%2FC3k3kvPiPlRICsnMMXodXaGbR4zsqz1s%2FKBawytQT2837ZgMLRSj3QioFWLtMqXzX%2BasTifR2tfRNrPVFEZHwV8Sq%2FunxtcbQSmEOfk1YViaVpr00r%2Fjho80ArRquqx1d5bWLx1mLGpw%2FU0tS3NrUMjlr6gVhpbo1Yyn5pxR9uaBxoVdEnMv3C3B%2BxhN4rXm8X%2FU6GBra72UEtasETU548wOcuf4iFL4EeAuW02Npis8sB4vnWeMWDXg16Tomx7a8CWtkAX2Vz79z1Jt6HKtA9ZdE21J2BQ%2FSLPS1Yim6rBU8OoahOD%2FqiWelC8hQQBxoLFCGlTGQBt5blfRKZNzBERNZgY4BJ49ZweIx1oK3I0q9YJCJLf7%2FEFfxAjdjPKsHujJSBm%2B1s14bEJjdszaDHAVoa5f9tZFs5k0%2FB0aF5BDedw8SvxdxFngVZFGbZGTZ4lZo%2F9LFwjKMBkIBNQTlIdMAPpGS7moTCwZbpnqL0rCmVPtNFdvrbbJSTMLlBowRmCx7LcQRg6wDDOQBKoEtWESXQJferTApONWe6QFvESbJNXoANDUgPQSGiQPaYusiyemy9lNWh66VyrmUAMNJnYJdai4aSVApIHTRMm3eUHWDDmYsi014WHQy5M9QIjoUE9iNRlkCZRH7kLGMkFnIUBg3TPtgWNc8D3eyA269uklVWEUDAJUQ%2F1ii2PXNhlEuTXOJQIZI%2BzDhGykx0xjEsvXBaccqLbECerYA4IwUynPEHGR%2FgxQujKrwEdk2uAu0HXnz4%2BOLyTGDJHPhHLf6h15Abu%2BIfdyf%2B4utvLbr9%2FcsbKX8Wd4bRE6334s3Sz%2BpnrMScW3v0M4qJJbI21rgZeEOkaHbolENTBk80vjwr%2FTXcrKuHCVyGRPW3mgWQkA1tN5j49n10cWtdfh1d%2Frz9Yzn3Yzk0BJ4nee%2FL%2FN7sBK5xJuGuJrCQWGJPUvkg6eokBaWJTlWbpoC63mOanUO1OcumZp8Or8DDqf13sNuEiLA2I6Kp8AC5jULYo5HnnZEhmXwLhxie%2BBc%3D [drawio.template_v05] https://app.diagrams.net/?tags=%7B%7D&highlight=0000ff&edit=_blank&layers=1&nav=1&title=drawio.template_v05#R7V1Zc%2BI6Fv4t8%2BCq9ENSXvD2iA2kMze3uyfpdV5Sxghwx1iMbZJwf%2F3oyPIuY0iAkI4JldiSrO18OufTkeQIir14ugyd5fxvPEG%2BIIuTJ0EZCLIs9WRZgK84WSchus4CZqE3YYnygFvvH8QCRRa68iYoKiWMMfZjb1kOdHEQIDcuhTlhiB%2FLyabYL5e6dGaoFnDrOn499Ic3iedJqCHrefhH5M3macmSZiYxCydNzFoSzZ0JfiwEKUNBsUOM4%2BRq8WQjHzov7ZfkuVFDbFaxEAXxNg88TWb3%2F5mMvN%2FG6HJw%2BfFr%2BI%2F5eC71kmweHH%2FFWnz1xSZ5i%2BeCrDmLpaBYM5K9BQ1YRzFaRCh8QCG5FVTr33h8687RZOWj8JaEey4S1AFrbrxO%2BzDEq2CCoBoiyelx7sXodum4EPtIUEPC5vHCJ3cSucy6CdJOcRCPnIXnA3quV643cUjWNg4iDJnTeIYZSWb3NvZxSAtWRiORfEi443uzgIS5pK9I5UlCz%2FdLCSEplB6H%2BB6lMQEOEG17tadZ55OOiNFTIYj1%2FCXCCxSHa5KExcoiQwEbBorG7h9zUKlp2LwAqBQ9DsPxLMs6FzW5YNLeRfJqTfJE4j7IehmikgC1%2F60ApLR3zyPa3X2SwLhQljEAgaKDRk6ZrCA6ww%2FpX6VH%2FrpUbKQh1Qia2IYxgwMcUWSkubqJJCC%2FcDY%2BE7OkhasPeQ3JFUPrFi3Ze2X5%2FfOsujX18thx72d0PJ1XukZW1axqlesPhxLSH9ftr1Y3seGb1JnkGXArXcAAqQwoO0Msl%2F3IdAkkGYPxqxUeongVBoXSiDpJCkziF8RGRdEPLyBq2fJX4TBwxj5o86xLxyG3IfqAkyAPJMVQWZTFs%2F%2FQijEiCjtut0Ilw2PjVehRm%2FcJEctk%2Bc4Y%2BVY2EivWIonF4QSFlZii0ZmgqbNKhFsyOXk4GBePEJE%2Bs10xhjo6qxhHzOIlyHC9YPYV4gbnah7CDCi7u0ZTsCfqfoyZZJSNmZaStYIxk3WOMUsN3P6NmbYfY8ZXkvnALw9yirmXqplNmfPVx7OL5ba2xaJk5iSzJW%2B%2Bj%2BCBnFoMigkVk354z47oV5yGzgI94vA%2BElR77ESE8NqkLvdkHgAht5Qjf7sil1Hokt8uXpDfTjAJMUEwCaUJVh5cxk68isZOSK5BsX6LPT%2B6uI%2BLWnPE0W5J%2FbdvU2oWqm3CSwRqf7qqKP9i%2FtFqucRhHEH9os9BYgWisw9JX1tkJoaoaRL0NmuwgyljTI%2FRPPgjycYHrkzbjJd98%2Fn29u7H1afB5x931vW3m7vbb1%2B%2BfL75OhwUTXxqzyu3Yt%2BNvQcvXv%2FtBETA4YUXfSTabBhMLqdPZx%2B2yGFzl%2FC%2FbtneXnsEMQEKI1I63xTvUJPOvL7QvNIZJ2tuwcAe1NxqZXMriXVzqxocc2sczNzqNXOb6bWeuHC84GU%2BgMrsXBTZNL4yvZ%2FST03GDA5L7AUxbblqgVci9wKESReVXQ18yZflesP6VtyPYLeQaxZ2HJ%2BA0dGojkbto49Ojb21kA%2F%2BVJlfDUYEGwgHjx%2B6OIQ%2Fv50Hp8QFHzxi71TbbrL39IHNvG8vLXp5xx6aqi5XY99zaSsyxrm5lIpYNlOnI5HXBo8MTyjROnDnIQ7IwJg0g%2B0susbu%2FZZNyL9OHDvu%2FApc4YHjp3i7mn5CiJhoyJJ2DJ%2B%2Fds6bP8t5k90XWEfPPCqbNLuViNN1iXcrEe9rJeL063bQ1ZBl6D04MVTtAUhao%2Bnd0obumVw8u1nedAOL%2BNei2o4%2BbR2a7EwtjtKYxJ41tGbH6ubfpnUuqBw4C5MY5gm89PHY8S9mKC4Fs00QIPjnVKHpexGiGUgm5FcxldrZIsMhk2eRxB2LsnVE7jhErrqlROZtKeGtwmU%2Bpb0zudQxtQOT290E7f7Es3wzh6%2FWW3uCTdyP4PF5U96dKNH5Uc3RU1v6S3bOqfbjgq342aRiIfZ9FL7c1%2FPy%2Ft%2FBPVGBxLN9RgdzGD3XT1Qpc5pYpiJ94ffsM0G5jeNzS9t%2FtTmeFOGzy51YaUP%2FvBZE9%2B5o20SMTxAMZ34uT8hBGbwjWQUroCBvRVQf3pFksm0YU8eP0NuRUcUc8ZYweC3YtmBJuhA1TV8%2BbTSi3i4Gz3VFkiUvs6LuTlnMUBVMW%2BgbMAMgRMRHNyhaLVC6rSVxUAw1wdQFS4PUhiGYFlxYlmD1aYgOF7L43UOPNxjHV4ulz7LujwTLFIaGYElCX2royIZqkQeTEi1RMDRaB5LPUBjqQr9Hi9ahJv0hRPVFqIYsTrxo6TtrfvFD8thIMAc0agDZJe2xxK1qD48b8GArX6jJ64UoaV%2Fz3BNCduRd5aYWHCUcehFlLoqznGbwy3x%2FHKNtk9oJKsYZisurpK1obwbRK3qd%2FlwPFcx9Bro4Ggkn7aPqlX1UPY6PSku9RiUflXIwH5W0s4%2Bq2%2BOUFNHtceqK7XZ0vcDnx1sr6nZ5ZeW8eJfXlq6yNlbK%2Fx7IwXa8PWWtB%2F0qLukte5PH9zt%2B9074nVzmdwpnM9lxjybISiO926BZXWLMotLoi1yOgpLkc1FvmQdtyFHucXVrsk0mGEeVgzo75s6rLxFzn%2FSI0lf1C0PpnWrVlXrmmqi2TZdPq7r6yfauVHIGbbXkC6sKw8vrO7RY%2BU7s4SAxLc5yeRd7C3QHRxcjFvYAGkYSib660HqLSGqpaM2Sn8rLQpKP0P6ykKkKPzWNvceXhVRmzarJ0aq8nR3ywbRq%2FTUx23HTgi9cbnKDDzXBUsBJPTTBzWuAM3YkWLZg9vkuabMHztvEYWuIuYN4aEC4oTUisAK1MpCWELp4msF7jC68YIrpledehN54jINbb7GkMApw7M4lhjl6Q0Q5MC90XagfMaua7oU3mTSCsXiusIK5oSr1xOZjaunBNKkOS%2FKwJbPzc%2FUjcWVWwDljN6KfhpFYZhh7QL5SBn4G6OKJOPWowFdrqEGTGUolhcN4jmc4cPxhHmqVVVie5hpTcgZy%2B43ieM3kDyItqzX05MU%2F2eNw%2FasQPngqRAzW6Q1h7eufxZtfxZv8IXq3bpNYRJguc0JvPikYO%2BEMxZsSsg6EXtuIgBCBpXlApXrw5Mke%2FQJYForHGi7EwiflgSmSqoQzaSHLpAKSrFYvwI1cU5il12cd4pRsOl3Y6ZRsRZ9scWi2fhS2rkRKdnnvWsJsn3Rk%2FuPjaIn660e8gHT3yqXcqdZisVhirQjNdBbfv1799%2Bbnamqbf4X2r%2B%2B9c57X%2BhBHrDEIK4ae1flzxM0d0C7DgpAM3sxQlw4lJaV%2BzkiqdSLJx1tGqL0DnWiZvG9w6j3RtyFlmOd0L0rN93Zjs2izi8RA2b84WGyFcXIIJ29AHWyRJq0Oh2%2FOpRJx7AukrrBpgDBAibJESTBkoJLmQOjLdH2fRCl0P0GPskwNfgPJ1CCNNXoQ1QJjLOSfusV5nqU2v1KRW%2FL0bhEgLCjXkwXvDfPnyE1DGhMZT32Kuznhliio8Y8yLhvY3cGAVWF0vDdF8Qhd72DIqivSuiZ9p0pAOTUtUCdRSicrBtrqwOJMlY4rrLrjtXdsYW0WCk%2BMxxGWpKplYemvLay6P4cz0X2nwtLKwlIN9ZWFVX9Tr9EJSyjP%2FdK5oPraI6s%2BFTQ7YSWxWmW18PVHVv09ZlonrCRWrwysVzdZ9XeT6Z2sGBmsuM05s6xDyYrrrKrzdjoPH9GFHB2m3wZd0SETDGMg9OgEnszkSYJ67P7m16kn06d%2ByualGR50ylPqpln0wZ1n%2FLHJmadJ0jHlzdlzAatzltBXCr4ZTTA1ukxHo5LTH52MG5nNqQmZswTMEbIK66%2FErsMBmyEcsOlky9HX1Td%2F8tY5jypczj8D4XtORViPT5bnDTs9aiWywQ3nqehivqlSlW4LfTPT%2FDIFx4DGqQARyJrmSNJ1KOG9qa3dayDxllAOhpI6Xa5v3ihsx9ABHHCmrwAXY5Tu3SCKQ6W46dE06UlFZh2od9%2FoQXoIGQByAFIDUCsdWupoUds5oHxUlcJ5lzAz%2BDZPXaTHL5lu6NG1HFswR2xbD4saUdRkGkkHOCRRcGy0Rxd%2BFAooAp8hJO7AwlEtZruPS%2BK9BPJgaKmvzV59sXk2iG4IM5LDyqZgyQweIHp6htjo1AN3gVeqzOc5jrLjUo60sIo1Ab0gcqaL8og3S6SmIQnJ8UF0hMY0Askt3yeYqJg%2B6Ii%2BDOaGlMIwVN9C2GGorjWq%2F8SOQ0hk3gvrD4eh%2Bmru9edLziykUxLbCFirkAiuWTiUkrg799d%2F%2FVLDr79%2BelP59%2FpO10e8nVVp%2BW%2FM7VeTwtYSbJ5GViYI6hH9fnxp8SYIG3wE9blDNlOghgBUNNXwhNJlUbJi28kbLt76CD4AJBSpHRKSru4FE%2BQ2%2F%2B%2B1ycbZ%2FH8AK8P%2FAw%3D%3D [drawio.template_v04] https://app.diagrams.net/?tags=%7B%7D&highlight=0000ff&edit=_blank&layers=1&nav=1&title=%E7%A8%8B%E5%BA%8F%E8%B0%83%E7%94%A8%E6%A8%A1%E6%9D%BFv04#R7V1bd9q6Ev4t58FrJQ9h%2BQr2I%2BaSZu%2FsprtpT9vzkmWMADe2xbFNSM6vPzOyfJeBpITQbCgr2JIsjWbG830jXyppg%2BDxMnKWi7%2FolPiSKk8fJW0oqaqiq6qEX3n6lJb0lG5aMI%2B8KW9UFNx6%2FyO8UOalK29K4krDhFI%2F8ZbVQpeGIXGTSpkTRXTNm%2FHuZtSvjrp05qRRcOs6frP0mzdNFrxU6VpFxQfizRd8aFPtpRUTx72fR3QV8vFCGpK0JnCybrhQ8cKZ0nWpSBtJ2iCiNEm36OQnTk2VfWcC6mXt0iMzFRZHBY8D4oMJxukubPCjK7VyTfdx8pRNOJtWRMKkLOW4pYf%2F3M0s2fzw7y9z%2Fype33%2Bb%2Fk1%2FXihcOw%2BOv%2BL9Xn0CYeQLSe06wVLS7Dn0buPQT3FCgphEDySCXcmw%2F6CTW3dBpiufRLdQ7rlEMoYNQZluCUohQ0%2FrhZeQ26XjYu0afBHKFkmA2lJgM1cxtp3RMBk7geejT16vXG%2FqQNcDGsYUO2f13BMVle8PqE8jNrA2HsvwgXLH9%2BYhlLmgKhAeGnq%2BX2mITXH0JKL3JKthnoBzryuaGwMUkZDHUhFX%2FCWhAUmiJ2iS1Vrcg%2FjJpWb768JVjS4vW5S8NPM8h58d87xrtew63NjPMLzasDsY3EdTLyNSsV%2F3vyv0b6bci5hpuw8NzI62RFdPnYNVzripsDp3H1CvpsOvy6wG86hXsMbocgENacwcI%2BvVTQ2B%2FUXzyZmcNy1tnRcSwhZ31h1msndhxfp5kWxtWi5C1UVNNaph5KLVts9fy0jvTu1vJpvc8k1lhj5DodAlHwBhMNaZcnXsNQ8l2GSCiNoYPCLJKgpLo0E0SQdM6wOAtzj%2B5oUQlW1%2FFY1CZ%2BJjMM9VOomEE%2BkNBQ2KQhiG2aJqnv2X1rAI4nWyHYQquDOgq8hjkPeRADDZDNvt%2FEysgUVaS6MpiWo1ZcyZkpmzSo1bQZyiHLHFA3bT59CVUJTRWSU05oCXeobrhfMvWDe8sPaEVb0qVhkZBpWwSs3alLEqw6%2B9Y5W2H6wSx8DivK6ew8ylfjWKbOpcHB1ePKxwtlsAI0eLHCp%2Bex3hAQVzGJYbahb7iI4ds688i5yArGl0H0vGYOLEQGcHIMs9pA5YcssY8Ncr2IwjF%2F66NIC%2FTjiNKDgwlLIGKw83EydZxRMngm2Mm18Tz48790k5KI4FwSuVf%2Fc5ZVG%2FPie6JBjVZ6tabC%2F3H6%2BWSxolMcoX34RpkI%2FPzlNd25C9EYY8Um9bsH8GUnEix1kc%2FiiqeS606TZsGny%2Bub29%2B3b1cXjz7c6%2B%2Fvr57vbrp083n7%2BMhmUEz%2BC6tiv33cR78JKnv5wQDBx1vPgDBLNROL2cPZ6d79DDZpWIv24VTq898JiQRDGMLkbaZ0hyQs9fRE%2BWT%2FLpyvuAUqMKpbog6zMFSGq%2BFpIaDSTNQ5aOCT78%2FlL2XsurZZkn4LXEfMY%2BDftxU9fMtKRemDBFGDYuLxTpfJRqLDPkZ65ARS7Krsks4aLvwZ76VnMqisCcr5bE907E6ESM9qGjY%2BNjW%2BiEOLcVi8GpXQuFEDE%2Bl0b489N5cCrs7sEDBDMGgzYEZwdsZnJ7mdGvK%2Fa1yedyNfE9l80i55CbR6mZZTMZOhAdbVlCERklfgrdRURDODGm7c52Fl9T937HKRRfJ0kcd3GFS9eh42f%2BdjX7SAgAM3bJFCNmpKfVlt9rtUURrLbo1iE5onm6MnC8S9SnKwP%2FrCsDxy%2Fbq16dWEbeg5OgaA%2FIwVqRdUeI3DN3ePG0vNkGkvCvoD6PPpsdmT6bORxkMimctczmmeIW37brTigcru6lNXzp7tKnE8fvzElSKeb3JKDhXyJC27cTkTlaJhKLmFntLMj9kNuzzNEOxchOPG1PPK1%2BB4csWMsT3cGRHbd3nqYo%2ByFq73tl47T6cxr2nQ%2F7Gy6xxSkyx43VtsYV1fR2Q2OwDviF1AEIFlHfJ9FpwS0f56XrbDsymavN9TCszzePdH1uI%2BH2i2mgFNrwTUQMVwj5QgnP30Sg%2FOr7zPFj0sbvtS22DgT%2BEucM%2Bqzwm20dvaECWuYO6UZ1afpY2P37zQRYCOx2BwPpLXMBEKKSC2iCu7m7qiAXUORXSwb2dD%2F3%2Bya6p2TgNOyJle%2BblYvW3E7cPB%2Fnly%2BG70jSt9En8fe3p%2FZbH2CoJY07alNETE%2F87Z3wN6XG35QmfzvsfZmK3nJjJo%2B0ujxb3%2B%2F51kxuhndya6a53aSKJjCp%2Bmombd5rW0URIRi6wD%2FiSsCMXQGmKOqF3GtLybf3qOpCOEyvEIeTuHZT%2BTN7F8lrQBRXNfhj9Dqmph%2Br6Fqz865stF7cPEpxe0erXXyjQNG7gBw0B8e1uNHl9R0JVr6TeDRM2YCzXN4lXkDu8DGbmJc9zFmEgdjW6epBjBzew1hkaB3TSPcdjBaqrMu9jq6xIhdiKIYCdcu0GlTtWB5y77JPKfT6LK7W4%2F2oi%2F92jOuvsEaiC9ZITNEayesF5PYb2zZnIkXWp6jLR6GbSqBaW5P6pjSyJLMnmX1FGo0leyBZfWlkSKYpWTZu2LZksxJLl%2FpjaaRLtikBdsHxfRmPHJlYbnZb3bHmd1WvWmJp8DjHV3x0vHBG2ZbndiJvMqHhrRcsmU%2BFNHEXCndAtgOmHFqdXk%2BA4XWiFnjTacMz9Ww%2Ff3ym6YKGoqevYxByvJwjGCLaaKv8UZIm52jyicZ7IPCzJ7%2BuurXSFfAM46Bu3W34BJnOSWYHGiULOqeh44%2BKUrsarYo215QRbbTKT5IkT9y6aLBqBCOPXvKdH47bP0rlw8dSxfAp24EM7Ol7eedHeac4iO1lR7VaLIasxSUb9MKfjUmcaE6SDe34winqbKP9I4IA9EAqUoisyQ%2F9hH4qle%2Fz7cilj6pVbyep%2B0c6P95JzUVyqXbymj8d6%2FOHaE0uf97cjendj%2B%2B9uw8XzXzDC%2BGcW7kMYxtKl8sy7DaC0nxqu%2FkOG%2BjHW8ZkO2I68TJ9adDMe2RvH8ghVJDbkCzQ7JbblKNLOYRpTT1s1OXOMaQGjWozhIgyFW0PEURsqaYzZOgDGJEjXA%2FhzUxRrC%2BZY4QqGzBLwyqEM5OhGOCXghvWULLHD7LOMA63S80Yxtk6awZ9jkpgVxoxW78VLYHUy6hfL%2FG9QnQTh7eqcwA%2BYg4hscZCmE8qX622GLDUm6B%2FHXG9zxSBKJ7Ov8vgnFXZ3Wf3uY2Z4ELPBUdqtnidvdpIRE6a8hlIMUwDN%2Fojyba2sF%2FhEyWHk1%2FoaDKyqpRkmQM2kSGqOFU9zCilZJbBDDyQ%2BlbuByqb%2F5DVGagF7Jr1CO02zbglMTicIlInGogmyZgkqIDPSGfnKfDPMT%2FdeBVsGCU99tD8aVVfZ6ekJVmaZI%2BwZzgxofERKaTlWp0Xeonn%2BK3MHFUlC6KAOhad%2FM1wlaqty5UEvRW0PdV6H9XWVyVrgKOYloQutjOjf4NT7IWKrKY4pSn20IfQaUqnI%2BpsnMUeg9lBZ20M1BP2k8ZG1jP4qznmuoczE80yRNc8Ip3VFYLvyRNEJpbsmcxZuCNsQLs3DijXN5cCKNiLwFDYxOQtUC6%2BllHOcEVrF2Xyx4t4RohrP8Uev4agtq3PUCBwM59xygVkuATUV8uTqpyzyi35VUZRxrIf0mhuf%2FmAKnpOUN3HPSdi3thc4VZPDL%2B6BHAsFL%2FbMJV2MpVwobL31qZqvtRDP7SpNptEZMTDnFW1ECh6VvqwtmouKRsnW4kjoACvDmur5puOzZOt0traxfP8Yvpb2So7r0u2sk62qtK5jAa%2Bua3Uhq0EVyT%2BkbaqvdpD9NLvw5qquSTfO5mqQtAzZvF6aAW7xX8YkF7OKf5DBm30fw%3D%3D [drawio.template_v03] https://app.diagrams.net/?tags=%7B%7D&highlight=0000ff&edit=_blank&layers=1&nav=1&title=%E7%A8%8B%E5%BA%8F%E8%B0%83%E7%94%A8%E6%A8%A1%E6%9D%BF3.0.svg#R7R1bd9o88rfsg89JHsLx3eYRc0mzm6%2Ft17Tbdl9yjBHgxlisbXLZX78zsnyXgaRASAPxCfJIlkYzo7nJNpLWXzxeRu5y%2FhedkEBS5cmjpA0kVVV0VZXwkCdPKcSyOGAW%2BRPeqADc%2BP8jHChz6MqfkLjSMKE0SPxlFejRMCReUoG5UUQfeDPe3ZQG1VGX7ow0ADeeGzSh3%2F1JMudQxewWFR%2BIP5vzoW3VSivGrnc3i%2Bgq5OOFNCRpzcLNuuFIxXN3Qh9KIG0oaf2I0iQt0fEvnJoqB%2B4YyMvapVdmJCyuWjz2SQAsGKWnUOBXV2rlGu3j5CmbcDatiIRJGctRSw%2F%2FuZ12ZfvDv7%2FOgqv44e775G%2F660Lh1Ll3gxXv9%2BozICNfSKrpLpaS5sygdweHfooTsohJdE8iOJUM5590fOPNyWQVkOgG4L5HJGPQQJTRliAWMvT0MPcTcrN0Pax9AFkE2DxZILUUKOYkxrZTGiYjd%2BEHKJPXK8%2BfuNB1n4Yxxc5ZPZdEReXnfRrQiA2sjUYyfADuBv4sBJgHpALkoaEfBJWG2BRHTyJ6R7IaJgk49zqhOTOAEAl5LIE44S8JXZAkeoImvNbiAsTXlm7z84dCUs2szbwkpJnguXxxzPKe1bLkcF4%2Fg%2B9qg%2B3A7wA5vYxIhX3mf1co3oy2FzEjdg8a2B1tiZKeygarnHJOYXUuPUBdTYdvjzEN5lGvYI1R4hY0pDGTi6xXL%2BUD9hfNxmdy3rRUOi8whBKX1S1msnNkxfR5EW5tVC401UWNNKph5KjVyuf7YtIfR%2FZXw01uOVKcoc9QiHRJBgAZVHW2XB37gasSbDJGg9oYPCLJKgpLo4E2SQdM6xdg3eL4ux%2BCUnaCVTQM3XGAujwn6TgSTsQaCBoUQBiG8aLKnt1Da6YI1HWy2QZVzE6friKfWbyPBOySw0y7k6%2FEmq1Ia2k0IVGtpmxyJmTqrlLmVgxOAUfT4oNz0%2BOWK6GIo7tKaMztXSoZnh%2FOvmLd4KK7G1OlmFVbZclNW6WKbFV23c5tlXYoW5Wvq9pSz9fM8Viql6P6lu3UC2b99ki%2Bjb7nQsYlDL8U1T5PO6l1S5cEu5uu1mj5eLVc0iiJUcPHn8JU3cdn5%2BlgDoRxhOEkWZvU%2Fn7msMlK9b98urm5%2FX71cfDp%2B61z%2Fe3L7c23z58%2Fffk6HJQ5mBnu2qnc8xL%2F3k%2Be%2FnJDCBKjjh9%2FALU2DCeX08ez8y16WE8S8eFVDeu1D9FVSKIYRhfb3GdgcrKjv2lHWWDJpyvvwqjqVaOqGk2jamSZlIMYVb1hVKeRuyAPNLqLJaM%2FdmOI5ftAmDtYEgi5YeH%2FtysoxpEH%2Fz26gP9uOIkojARQ1mDlYzFxk1U8diMoowR%2FS%2Fwg7twla1IDymZxeqnECIP6Wgagyz4oGpHHMwpGloGoJQpGo4aAtEnUNZkiH60C8oWzFq9ZUj9MGF8NB%2FMmRZ4iYNftxJurC57WFLw8G3GQzIPRELxccHTMMcH3byWQaoyVZZ4DqnFyyj5t0lFjZzunopRidfYqckMI5N0wVNusSBSRItkbP82tFIlHI%2Fz65d67FaVx74MxMPr9NmPILjhpjUNrjVoMqCkCrXFQKbNO%2BcrjTZyd8pXvK195gLzkcjUOfI9V58GnOPZbHy7tMmB98WTip9CbRzQEyk7aJ3IWX1Pvbkusi8NNEtebX%2BHGVugGmeW8mn4kBGwkdsloIQ5TT8nYt5WM1QTuew47SNxonwzx8VqEkyF%2Bj4b4mHHbr5MQ%2BfdugqjdYzTZalm3NJHH4i740zVOwj8W9Xn02OzI5Nmew0Emk5qzltk8E93iaNuWRuQw5Z%2FW8Hz%2BZUDHbtCZkaQC5ncsIeNfgkLb0YnIDDkTiVHMuHa2yOWQ87Psox3KIzv5aTvy07IUauandQX5%2FcwnK%2FtpWbud%2B2lZdmZDXi5OF0HcSNE1svvpfX9G%2F2HBk%2Fp9YHhEg4BEpyzdq2Tp8mwbFzpDcFehrguETt2b0CkNoTtFB0fjCp6ig%2FfogZ9w%2B%2FNw26vHvjHjuqWDe7W%2BHvoPePGNhF5BgTkOrA0OhVW4QtMrROr8UDjkt2BN3SAmbfGctoGJC4EgxHnEdFYIxKaODjvnlulCRFndcDiWAO7PDfYYL02z35deM9yre96m4B5pU7Q%2Fnt03vXvP%2B%2FRAzxG7CyfP%2Bz16aSfcjtC73f7Ggi3d3E1%2Bivh4i87xxmfFalnBLQkocvpOjtIf4ihljlGWoswcp3JePIMd5P4Fpfk02Q7z4qINplN2%2FHWy43XRE%2FjoOeww2fHmMxeVdyro8vThbo2gyFuom%2FrN71wD%2FCE3v1ubtYkiuhtqfyxtPs2QmQ8keYtn44H7FFfMc%2BzJTXurqBey1ZZp2dyjqgtdrNRpC8fxsmrrntm7CF8DvAdVg3%2BG1bE1%2FVhR15qdm7LR5tUcJ7rW0VJXMcu9C1zR5uCYSB1eXt%2BSxSpwE5%2BGqRfqLpe3ib8gt%2Fg4Wcxh9zOmYUC3dUx9EWO44aMuMrSObaTnLmoLVdZlq6NrDOSBDkVVoG6YFoCry%2FZ3dPEu32Rjsk%2FTTtb0%2FdDEvy31%2Bu71cf4Km5I%2BtkXe3f70sdngGZnMSOav0CiZ0xkN3WBYQJ0qV4s215T5wkirXyRJnjh%2FkIxVTpNHP%2FnBL8fyzxJ88FiqGDxlJxAkPf0on%2FwsnxQXsbPsqlaOxRBYeGQNXfjjM4kbzUiyph3PIiLN1vI%2FIrhQ70kFi91z03ob3Hw5X%2Bwt%2BZK5jrtjDLu0F0XuU6kBd%2FWKnj8jQGq9zSl7ZHn0svZQSDEoRCSfym9ITfst6q3pkVqCSlGXj0JLJYF2dTSpZ0vDrmRbkt1TpOFIcvpStycNDcm2pa6DBceRHAbp6lJvJA11ybEloAZc35PxyqGNcNtstUg1wa8aliVCF48zfJVfxw%2BnlJV8rxP54zENb%2FzFki2GkCbeXOFiyk6AtYNux7IEbnw9TbDwJ5OGcdKlZghYt0KGosvtoWEeJhgNQwUXOyp%2FXrcZdjRDirYYdQemTalKriYwbYqxJ9P2L7f75UP0QC5%2Ffbod0dufP6zbD4IH9v0QqLfymMPUmHBtYW4zgiA10nzrIPTjL2Oy2f1x42X6msep%2F8heGJX7Q4JAlWQis12gWpaTsjBqLVyukqadvGuSCRVpED1FL4o7tX0JgyCVkCkSWO65srJQU9mpQupJ9gi1jgPqR8Mq1Ew2U0igihQsdAeSM9I6MlNXWC41Y%2BrK0Vkz6HNY0lulEbPdBVEutQ6jQR0S%2BAXqNg7frc6hC6gPJF1GIMwnxa9WWwxY6k3Qv44quscIgQo5nb%2FJNDOrcsxn97nJyGDG%2BIIrXbQy%2BdsoRXamiZ%2BB1sI2sNAbSk53QywjfMzvcPgLBU1GA5naS7vPJjJAEqekhxml1rVrMAb3pV43lwOVzX%2FA6gykAnbNeoR262bcEuYdjhCpEPVFk2ROAZCAz0hn6xRciRFfbrwKCkaJjhayP63q6WxJdqWuJjlD7BkWJjQ%2BaoIARy2uUupL3GQOlFlq01zoTcFqKqstSCQcnbtmFl7rDI%2BJaKnwyAK01ZGISk2apIJkcpogkXOfNJXDHlKpp0rdPo5idyVcdFu7q3unScvNEn7oJ74bbOmtC5hcVkdIoVGmew1GdZ21MZAqXNYcPFCOdGZRGaVBMyETBih3R6yW8dXOggXE4habiQZn%2Bxpr%2F8pL4frTpcAU7gRhfAV3wyfZ4MqIN4XLwdqmLbhsqy4NbjCTWZzxzVi1LdtIwdOdBsypnkOwRoB8tfxH1emuOtf5zt%2B%2BvObau6cEL5ERPrue79zt3m1ubteopwinum%2BWhTgZrV4txGm%2BWEo78SrtpfZWCFWQnDgsr5qvZ9IPzav1PBFx8TC8MmqJJJEWPCivmulR48SrtJeawdJl%2FZV51fx1DvvEK2F%2BVvAexIOyKssQlljVPbGKXVL%2F8RPztVnVfEo5k6Z3z6uaZ2G%2B%2BrJSG7wSbPG%2FS1YpR7eumvtHgg38d8mr%2Bo2LgntRd8QqOC1%2BjyzdUi9%2B700b%2Fh8%3D [drawio.template_v02] https://app.diagrams.net/?tags=%7B%7D&highlight=0000ff&edit=_blank&layers=1&nav=1&title=draw.io%E5%8F%82%E8%80%83%E6%89%8B%E5%86%8C02.svg#R7Vxbc6O4Ev4t%2B0BV8hAXVxs%2FGl8y2crOzBnPbHb3JSWDbDMBxAphx%2BfXryTEHWwnY3ucjB0qhpaQWt1Nf91tQNKG%2FvMtBuHyD%2BRAT1Jl51nSRpKqKrqqSmyTnU1C6SndhLDAriM65YSp%2B38oiLKgxq4Do1JHgpBH3LBMtFEQQJuUaABjtBbdxHBz5JVnDcEC1ghTG3h16oPrkKWgKt1%2B3vABuoulmNpUe0nDDNhPC4ziQMwXoAAmLT5IhxFMRUvgoHWBpI0lbYgRIskemn1nS1NlD8yoeHm%2F5MxUhPlZ%2FvMQelQFk%2BSQ7oizS61yRfYR2aQLTpeFYUCKXE5aRvjncd6XzQ9%2Ffl14d9H66cH5H%2Fp%2BowjprIAXi3HvPlNm5BtJ7QI%2FlDRrQUe32NSbiEA%2FgngFMT2UDOt3NJvaS%2BjEHsRTSndtKBmjGqNctpBxIdOR1kuXwGkIbNa6prZIaUviM2kpdDcTMes7RwGZAN%2F1mE3ex7brADr0EAURYoPzdmGJiiqOh8hDmE%2BsTSYy%2FVA68NxFQGk2FRVlnnZ0Pa%2FUkXVlsxOMnmDawi2Brb0qaKEMKggCnwskIfhbiHxI8IZ2Ea09YUDi2tJkcbzOLbVrCNqyYKSp4QFxcSyykdWi5Qhdv0Dvak3tVN8e03SIYUl93X9jZt5ctjcRF%2FaAdjA7WsgsPbEN3jgXmmLNmfVQ6Wo6%2Fba50ug6qg28M7M4HwUo4naRjmonemDj4cXsSs66Fvaucw7pnrDVPVZycGab5fMq3tqknHuqm4poVMPIWKvsXx9LSe9O7D%2BNN7llS3imYwaNTBdsQGIuRZZNuTz3WrgS1mXGALU2OYYkxkFhNupNkgmTdp%2BiWxQ9uAF1ypYX43EAZh7z5ZlIZ7hxIb1RQ4ecSKfhuiir5%2FDUChRRd012Y1AJdoYoxi5HvI%2BQ4pLFod3KrsQKViStCDsQV1qKkOPAOYgT5ZYAJ6czaHFpcDMQyEUQ4xHEBEUC7xLLsN1g8ZW1jW76h4EqpVvGKiPFoAJWZXhWxKr0vINjlXYqrMquq8qlnl0z54NUr2f1LePUK1b99kS%2Bj78XRiYsjH0pqnmdDFIZFoWQDTePt3j5KA5DhEnEPHz0KUjcfXR1nUxm0TQOcp6k3i63f5w17EKp4ZdP0%2Bnjw93H0aeHR%2Bv%2B25fH6bfPnz99%2BToeFTWYAnflUB7YxF25ZPMHCGiSiDtu9IG6tXHg3M6fr673GGG7SJo3uwys9y7NrgKIIzp7M%2Ba%2BgJMLjv4gjvLEUixXPgSo6mVQTfGzgKlGWkg5CabqNUydY%2BDDNcJPkWQMZyCiqfyQyuWJXhGMMuXZ%2F7c7uhthm%2F63kU%2F%2Fg8DBiM5EqbxD7LJdAkgczQCm%2B8yAvxHXizpPZEtlQNltTa81mMacvlIA6PMPswxsi4KCkRYgKnWCyaRmH20GdQ%2FnTI%2B9nPJFqJadEyI3IFyvhsXKJnmZwuPnHSSYq9idUbc73Txl3cGo2V1mNzqrMNHvHyofVfQqy6ICVFHknH%2FajKOizXZF4URiVe0qcs0G5MPoU9vpRpQmN3I0dXb3ciM2wuzrO1iBkstYuRQJjOGwDQn5CRefcWqfUUkAFa3BaZzUynqXYuX5Vs0uxcpfq1h5gqJkGM881%2BbNWebZnPhtz5UOma2%2BejHRJrCXGAVUsk77Qq6ie2Q%2F7cl1vgFCgL28Y79qBcBLkfNu%2FhFCipFsSC6L5hz1Uol9W5VYpSF611JwPknWaF6A%2BHwR4QLEvyIQnzNvxw0SsLsChLG2YtlkK7LuCZHnEi648y1Bwm9%2BdR0DvjrovDhyOMliEjhrWc0L2c23tt%2BkGXOs3p%2B0iGL%2BrYdmwOssICmRxe1KTPGvYaFt62C4YJrBzSymWrvyMzsU%2BizGaKeKyC5x2oHitLSCKuK07JbIYnU%2FjcmKcVr%2FWHFaysCOulyUXARRrURXq%2B0nN%2F0Zw7UvSvpDqnCMPA%2FiS5Xup1TpsmqbMDq94ZZCXW8wOvVoRqfUjO6SHZxNKHjJDn7FCPzC2%2Fvj7agR%2B86K654B7t32djq%2BJ3bfSOrl5ZyzibXRqbgKYga9jUxdn4qH7P6rOfAi2JbPaTuU6DcYQpRlTFe5Qewa6LRrblkuzSjLPzicSwL3fpM9rstudziUfma6V4u80%2BPiwzxNv4%2Bnd2scPvK%2BPM1zxuHCJfL%2BFaO0C29nGN3uf2PBnmHurjileXuLwfHOB8UqVcE9BdgU9F0CpXcSKKUlyfSp57QcWayLp8HTSe5fUOqPkh2wLt70A9OlOv5zquNV02uI0Q25wfTUo5le%2FYmL0gsVdHm%2BftpiKPIe7qZ677vwAO%2Fk3vfqOxQavInSdDfU8VRaf5ghhQ8m8pbIxqbhU1SC58iW63irqDdyr63SsntEVW8MsZKgLZhFYRnrXjh6E78GjR5Ujf4zeh1T08%2BVda0%2BeFc22qKa82S3d7bSZe8MykdvCEXrk7NC6vj2%2FhH6sQeIi4IkCgVh%2BEhcHz6yh8kiQVstuIehvq3T1f2IpRsu80WG1jGN5Bgwb6HKutzr6Bon2dSHMleg7lgWJZcv2x%2FxxYd8jU2Xf%2Bo4WfH34y7729OvH94f6%2F26Pzaborvj%2BeNuTWfQWcA0XkGYLNECBcAb51SrrNW8zz3isTCT1XdIyEboh4mxrGn47JK%2FxOls%2F%2B8CffRcaBht0gOaJG3%2BKh78XTzIT%2BJH6VmtGotoYmHDLXIRj88QgBeQbOknqohMZlv1jyG7UFewxMXhtdl7G9p8vV7MPfWSho6HUww%2FdYAx2BQ6iFAvH%2FkzI0ittzmlt55PXtef7iQc5CaSLeUHrKb9FvXW8kilQKWo4XMjUknUu1qaNDClcV8ye5I5UKTxRLKGUn8gjQ3JNKW%2BxXYsS7I4pa9Lg4k01iXLlKg06PkDmZ05Nhnd7LYiUsXwy8ASMqr%2FvGDv8eu4wRzxPdfuYHc2Q8HU9UN%2BMQSI2EtFmCk%2FoKod9Tu9XkMYXy0T%2BK7j1MBJl%2BopYBWFDEWX21PDLE0wakBFT7ZU8bhuPe2opxRtOeoBoE0pW67SAG3KgV7XRg%2Fz9wcmV0H%2BfkZt%2FB8%3D [drawio.template_v01] 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