diagrams-js
Version:
A TypeScript port of the diagrams Python library for drawing cloud system architecture diagrams as code
2 lines (1 loc) • 26.3 kB
JavaScript
import{Node as c}from "../../index.js";function t(o,s){let n=c(o??"Elastic",s);return n["~provider"]="elastic",n["~iconDir"]="elastic",n}var 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MiikEQwqA2+0+T8b/UaFV1/VrqqqqGsUUgmEFQNd1uUY7OsyuqqraIWYQDC0ARCRXZEVh3O/xeBaKGQQzzAE4xXQRJUBEMwDI6TWCsQWguLhYAzBaTBdRfi2be4R4cM4rAWtqas4HYBfTRYxdfr//NwapCzkcjguUUhMBjMLpM/4HdPZ3DwA+AH5mPqSU+oyZdwLYZLFYPty8eXNAujIJBEDe/hHnoerq6vZ4VsDhcFxIRD8iohsA9P2Sn9oB2Ikom5lH/uMfg8Fgq9vtfpOZl9jt9r/KJ0zzcM7bgZ1O56NE9AsxXUTY6vF4HPEa+7vd7m8w8y8Q2T0dewHM8/v9f4q3sAlRmAMgovPFbBHjV/EI/osuuijP7XYvYeZNiPyGriEAFtlsto/dbrdsFks0AQAwXMwWPsz8icfjeTPW5TqdzhssFssnzPzDKBc1lJnfcjqdzxYVFaVLjyeAABQVFVkAfE3MFoGx1+lj1GP29i8qKrK4XK5niOhVAJkxbOdPfD7fZofDMUB63eQC4Pf7h0BOAIoEp1JTU5fGqrCCgoI0v9//GoDb49Te0Uqp8sLCwpHS9SYWACIaJCaLCGWxOsrb4XCkZGVlrWbm6+Pc5r66rr/jcDhkDsmsAsDM/cVkEWF5rDJwpdSLAK40SLt7K6X+6nK5+ogLmFAAAIgAhM9Ru92+MRYFuVyuewD8wGDtHwRgWeeKUsFkGUA/MVl4MPNfYrFQxuVyjQYwz6BmuLSmpuYh8QbzCYDM5IbP+hj167Mw9oTtw53nSgpmEQAi6ismCy8BSE1NfTcGb/9bAFxscFukEtHvxCXMNQfQS0wWFh9/+OGHR6JZgMPhSAFglvT6Wy6Xa5y4hXkEoKeYLCyqol0AEU3D6Yk2szBL3MIEAtC5nFOWdIaT/zNvi4EA3Goys3x77NixMrlsdAFobm7OEnOFaWyltkfz+W63ezCA8WYzSzAYnCbeYXABUEpJ+h9+BrA7ms/Xdf1qhHnjc5zsIndMGl0AdF3PEHOFRchutx+Kcvo/wYyGIaJxY8eOtYqLGDsDkE1A4dEQgwVAF5vUNmnBYPAicREDCwARWcRcYRHVt/8ll1zSDV9+nJfROU9cxMACwMypYq6w8EXz4W1tbQVmHP//0wtmqLiICEAiE9VTc5VSpv5Kw8zylcnIAgAgRcxlXAHQdb2bye3TTVzE2AIghBmjYgLBtAKglGoVc4WV4kZ1FaVSqtnkJmoWLzH2HIAIQBgQUVS/c+u6fsLk9jkhXmJgAdB1vU3MFRZRXUmZlpa2Bya+XDTaqySF8IcAIgDhEdVz8DoPGT1kVuMQ0S5xEWNnADIECI/sznsVokm5SW3TqmnaR+IiBhYATdMkAwgPrfNehWim0RtMahu5XdjoAhAKhWSWNkx0XY/qmfgWi+VNM84DENFa8Q6DCwCARph4kskgjj4iqvl/eXkNgPdNZpYQM78q3mFwAaiqquoAcFxMFpYAFMagmOdNZpa1Ho+nQbzD+BkAmPmImCysMfrYaJdht9uXAdhnIrPME88wiQAQkQhAF1JcAO8CuDMYDLqjXdjGjRuDRPSYSTKidR6P50Nxkfhxrp+lRADOPujXA1ip6/rqqqqqxlgWXllZ+VLn3QBjDWyjdl3XfyauYiIBIKLDzDIP+CXsJKIlzPxynMe1OhHdzswVMO7tQL/2er2y+MdMAsDMdWKyf8+KiOhlXdeXeL3ej41SqcrKym1ut3smMy80oM02Dho0aI7H4xHvifcw7Fx+7HQ6ryeiFWI2AKcv+VhssViWGnkRi9PpfJmIphuoSnuVUuMqKioOiwuZLANQSu1O8iHASWZ+QdO05yoqKkyxeWXw4MH/sW/fvkwi+q4BqtPIzFdJ8Js0Axg5cqQ9LS2tGSY+e66rby0iWtze3r7oo48+ajJb5QsKCtKysrKWAiiOYzXqlVJXVlRUbJewM6kAAIDL5aoFkCxXOX3IzPO9Xu8amPxEn+LiYm3//v2/Y+a74lD8FqXUNRUVFbUScuYXgI0ALk1wu3wAYJ7H41mTaA1zuVwlABYD6B6D4hjAMydOnPj5nj17ZDOZAenKmYCfJagtGMBqpZTT4/GMT8TgBwCPx1Om6/pwIlqK6O7t+Ewp9S2Px3OXBL9xOef96cy8kyixpgCIaB0RPVJRUVGVDJ1eVVV1CMB0l8v1HICHAVwZQVvuATA3FAot8Xg8HRJiCTYEcDgc45VS7ydI+z9g5oe9Xu/GZHYCp9N5gVJqOjPfiK7N7wQA/IWI/nvgwIF/XbFiRUhCK3EFwKaUOtmV7MFAfEpEj1RWVsqahn+fIxhBRBN1XR+llBrGzAMBZADIIqIWZvYBaACwi5l3Anivqalps6T5SSIAnU6yA8AFJmxvI4BH7Xb7H2JwUacgJN4cQCdekwlAO4DfpKamzuk8PFMQhK4KADNXEdGPzNBAZt6gadpdFRUVO6W7BSECAqBpmlfXDb8uppaZ7/N6va9LNwvCF9OluwFbWlq2IMrXXYeBDuD3fr9/uAS/IHw5Xf6g73Q63yaiyQZrz8dKqVsrKirKpWsFIUoZAAAopd4xUDvaATzi9/sdEvyCEOU5gE7eNUgbqpn5h16vd6t0pyDEKAMYOHDgVsT3mHAGsPDEiRMOCX5BiPEcAAC4XK5VAK6NeaWJ9jPzdI/Hs0m6UBDikAF0sj4OdV6Vmpp6kQS/IMR3DgAWi+WNYDD4NGJzQlAbgFkej2ch5IoyQYj/EKBzGFABINoXXnwGYKrH45ErpAXBQEMAAFgdzQoy89qOjo5CCX5BMKAAKKVWRiv2Aczzer3fMeNBnIKQFEOAzmHAxwAiefX1CWb+gdfrXSddJAjRI1KHeqyKoAB8rmnalPLy8k+ke4Ce/30sMz09JY91za5AqYAe4JA6Vq9Z61FCCX3yTt6rp3rrFspJ0ZVdB2mkdJ+mUeP+6+yHxDMMlAE4nc4LiGhHBMb7G1JSUq7fvHnz8WTtkH7LWkaxwmQCTQBjDIDcM/y0HcDnYFQweFNQx7ojN2aY9sKNgnWcFmjxTyKmIgZfAuDrOPPJxS0AdhJoE0h/Jz3DvmHPVSQnEsVLADqHAR4AzjCC/4VAIHBHdXV1e7J1Qt8yn4N0up6IrwdQ0MXHhED0PjMW922yvl51G5niQM7+y3wunXAXAd9lILOLjzkJ0Bpmfj01YHu75mZqldCOvQDcAeAPXYl9AA95PJ65yWT4/LLWAubQdAJ+wMDgCD++ngmLUjQ8b8R0uWAdp7W2+K5jprsQ8SvMqRng1SD95bqdGRtRSrqEeQwEYOzYsT2DwWAdgPRz+LMgEd1eWVn5x2QZz9tS0qcycBOAcYj+AqoOgFcTac/Ulljfi3umszIwUAX12wDcAiAnBkUeALCESHu5tiR9j4R7FAWgMwtYDqDkLH/uY+aSZJjpz3+1ZSRrdAeA7+P0Cbvx6OidDKwkndbW7rJ6YvVm7LsyMFCF9KuY8R0CLgegxaH5TIS/6Yxn68m2JtEnT+MpAN8C8Nez+GkjgKs8iXxB/Aa25B0OXE/EdwG4xGC1O3q6n2gtET6oLbHVRerBvd842i2tNd1J0L7F4KtgvMNjDwJ4DimhRXXfyzwmAhBBiouLtZqamn0A+n/JzxqY+XKv1/txIho0dwnbU9ICtzD4PgCDzFBnPn3O/0cE/pSZdpPCfhXC4RDosEVvb9FTurfWllAAG9gyoP5kt1aypKYpztYVcsDUH0xDAS4A1CgQn4fIrDCNNj5ivKRStAUHrkvfKwIQuSxgNoA5ZxqTKaUmVVRU7E64NL/sZE9my08B3AmgpySXpiEE8EoK4bHaGzO2iwCEyfjx47Pa2toOArD/y3/VALjM4/HsTbTAB1vuYeBeAD0knkwLg7BWB0oPldirRADCwO12P8fMt/1fIUR7NE0r2rx5c12iGG5I2fHubXraTBDdA3A3iZ+EEoLVIei/bCjptlMEoAs4nc5hRPRJ5/MPaJp2aXl5eU0iGMyxiFMOZ/lvZsZ/4cyr9ATzo4PpFcU8++AN9noRgHOfC3gLp5dzFiVE2s9M/coCxQA/DuBrEh9Jgw/Ab9vJNv9oCbWIAJx9FnAJMzdUVVV9bnYj5ZWdGqagLWTGZImHpKUezA/WTbUvBRGLACQBg1af6NHenjabTn/SSxWLCAzepEK4O1G+GIgAnIF+y/0lAC+Ucb7wBQQJ9FuQtbS2hAIiAIn01i9r6dPB9DSA68QawlekA3vBPKPuhox3RAASgLwy3y3EeBLyPV84p1EBnm+z+u9vvCa7WQTAhOSuas5JCarFzLhGrCF0UQb2k1I3GWHXpQjAOZC/zHclE14A0Fe8WAgTncFPZ5F9ZnUJtYsAGDnwy9jKuv93IMwQvxUizBYibaoZziBISgHot6z1PFCoDMAo8VUhSqHVzIwZ9dNsy0QADJXy+7/HxC/izAdOCkIE5wZoKSnrbUb9XJg8ArCBLXlHAo8SeJZ4pRDjKNuqa+raQ9dZ94sAxCPlX3WqF4KW5WC+TLxRiBNHSddLam/ottFIlVIJH/xlLaPRoXkl+IU4k81KvZ2/3HerZAAxIm9Zy2RFtCKM8+YFIfLTAuCF9Z/Y7zPCkeUJKwCdq/qeQ+SuPxOECIoAVsNm+0H9FPKLAETUskz5ywPzmHimuJlgcDaHSL+moaTbURGASFDGWj77FzPwH+JbgjmgXUw0ub7EekAEIAwK1nFaoNn/CmQXn2A+DjCFJteXZO4SAegCpy+jsL8B8ATxJcGkHGEd36q/wb5VBOAcyF3Cdi3Nt45A3xQfEkzOSSKaXFtiqxQBkOAXRAREAL4s+C1pvrUAXSo+I4gIJJEA5K1hmwr43mKmb4ivCAnKCQpxUbQPHzXdUmDHIk4hv79Mgl9IcLJYo/V5ZaeGiQD8g1JWDT18SwBcLf4hJAHZxNrf8soCA0QAAOQP9y8EaJr4hZBE9IeurxvwSlNWUgtA3vKW+/n01duCkFQQYUTQYvlzwTpOS0oByF/uv45A88QVhKQVAdA3A82+P4GZkkoA+r/mczL4ZSTB2QWC8BUyMC2/zP+rpBKAoAYGwNL5ggAwEIxsZmGKIYDvKgbegOztF5I7+P9YP9Ue0ROFTJFW1061ryPG7eICQhKzrj7HFvEYMM24unaa/Y9gPCZ+ICTdyB+oaifbVEygYBSebaYciKlfmf8lADeJWwhJEvz72kM89siNGYej8XxzzawTcQ+yzQCwRlxDSALqQNrkaAW/+TKATkaUcWoT/CvB+Lb4iJCgHAmRPqGhpNvOaBZiym/r1SXU3gO26wCsFT8REpCjWkifGO3gN20G8A/yy9jKHHgT4IniM0KCcIIZk+qn2bfEaI7B3OStYRv5A2/KeYBCAtCkEyYdKrFXxapA0y+vrZ9C/mCbdQoDb4v/CCbmEJiLYhn8CSEAAHB4OvmyyPYdAr8mfiSYDQL2kaZdWjctY1scyk4gmKnfct+TIPqZuJVgEj5WOq44eIO9Ph6FJ9YOOyKum5bxcwLPFr8STPDGei+N2sbHK/gTLwP4J/ot9/0EwFOQDUSCMfP+VSk+2/drbqbWeFYjYffY1021P8fEVwE4Id4mGGqgCppXt9NWHO/gT+gM4B/kl7UWgENvMPB18T0hzrSCeEZdScZS4yQiScDpuwNtrwCYIj4oxIl6Iro2ltd+iQD8M2Ws5XHgMQLPEl8UYhxlWzlE19TfYDtovKolGXll/qnEvAhAd/FMIeoBxnjaErDNNMJ4XwSgk74rAwNVSH8VjHHiokKUOAnQjLqptjJjJyfJyga25B/xP8zALyEnDguRpTJIatrhEus+449Okpy85S2TAFpKQB/xWyFMmMFP9W2y3191G3WYYogifQYMXOnrGwrhWWZcI9YQusgeBXXLwanWTWaqtAjAP9Fvmb8YxH8AkC3WEM4SHYw/tivbz4+WUIvZKi8C8C8MeKUpK6SlzAVhhlhD+Kq3PpH6cW2J9T2zNkAE4Azkl/mv1ZmfkbkB4QsIMtOTqQHrfxr1854IQATIXcL2lDT/TAZmA0gTiwgAbSDS760tydiREK2RDj2LbOD11qEcCi0AcLVYI2mcp7dPAAAChElEQVQ5COaH66ZlLEkoOZN+PXvylrdMUqDfy8aipMJPwBMWv22u2dN9EYAIULCO0wLNvrsAmgX5WpDQ43wAS2GhR+qus9Um7IBG+jmc+QHfXQx6AEBPsUjCoIOwErr2cN209M8SvbEiAGGSXcYZaey7k0GzAfQQi5gWBmEtwL+sK8n4KFkaLQIQIfLLTvZk3fIzEG6XjMBUhAD8GcSPJlPgiwBEiUEvcXqH1VcCotkAhotFDEsLGK+yCv22viRzV7IaQQQgWpSyyhvum0hE98olpobiEAGLVbDj9we+3yPpz4sUAYgBfct8DmLcpoCpDGSKRWKOzsDfiOmFulzrakygoJhEBCBOw4PAFBDPAHCZ2D/qHGTQqyGiRWbYmy8CkEQMWNk6RO8I3cSE6QAGiUUiOLYHVhGpF2uL0zeBiMUkIgDGFoNXm0fomioG8G0GHGKRc+Y4mNYCWBNst647PJ18YhIRAPNmBiF9CjMXAxgnfXRGjoLpLSZe0bfJ9pZZTuARARDOmtxVzTmWdu1SgCcRYXyS70FoAVBO4PUhovWHim1bJL0XAUgq+rwWGKSUPhGgiQo8joHBCdzcEwxUKuKNgHq3FtYqlFBIvEAEQOhkSNnx7q2wXqjADtbhIGIHn158RCZzwlMM7GBwFTGqNJ2rDtyQsVPe8CIAwrnOIbzSlNWh0i4gChUQUQHABSAaCqYCgLvFsWodYK4B0W4G7wGp3Qr6ng5ou+QTnQiAEANyXm3JTbWogQzOBjibGTnEyAVUNhNng9CbGBZw52IlQiYADYAVQDpOr5s/BQBgnAIQYiCgCK0MbgGjgUBHdYWjBBwlUIMOOqrpdOhgbtp+WYBjPP4Xd/r8WEp+N7MAAAAASUVORK5CYII=";var 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";function r(o,s){let n=t(o,s);return n["~type"]="orchestration",n}function k(o,s){let n=r(o??"ECE",s);return n["~resource"]="ECE",n["~iconDataUrl"]=i,n}function w(o,s){let n=r(o??"ECK",s);return n["~resource"]="ECK",n["~iconDataUrl"]=D,n}export{k as ECE,w as ECK};