diagrams-js
Version:
A TypeScript port of the diagrams Python library for drawing cloud system architecture diagrams as code
2 lines (1 loc) • 13.4 kB
JavaScript
import{Node as e}from "../../index.js";function t(r,o){let n=e(r??"Programming",o);return n["~provider"]="programming",n["~iconDir"]="programming",n}var a="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAYAAABccqhmAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAAB3RJTUUH5QkCBzADbkT7pwAAJPVJREFUeNrt3Wd8HMXdB/Df7J3uJJ106s0qtmzJ3ca9YBsXOgkthJqEQAgkgRBaKA8tGAIESB4gJHlCKpCEGiA4FIMBN9wt925ZzepdJ12/nXlerE64W3e3e3vS/r8v8gm2tdqb2/3tzOwUJoQQIIQYkqT3CRBC9EMBQIiBUQAQYmAUAIQYGAUAIQZGAUCIgVEAEGJgFACEGBgFACEGRgFAiIFRABBiYBQAhBgYBQAhBkYBQIiBUQAQYmAUAIQYGAUAIQZGAUCIgVEAEGJgFACEGBgFACEGRgFAiIFRABBiYBQAhBgYBQAhBkYBQIiBUQAQYmAUAIQYGAUAIQZGAUCIgVEAEGJgFACEGBgFACEGRgFAiIGZ9T4BcjzOBZpaXHB7Atr+IgEIIfT+uP09VVgtJuTm2BBnpueWWigAYtAnX1Tid3/dBpfLDzBtfgcDgz8gw+ny6/1x+81slvCD68bjJzdMAtOoXIyGAiAGLVtZgx17WmA2afikY4Dfz+Ho8SqP1wEgEOD4zyfluOGa8UhMoEtXDVSKMSgQ4JAYgyRp+5iTJAaJMc1qGaqfr4mBywKcc71PZdCgxhQhBkYBQIiBUQAQYmAUAIQYGAUAIQZGAUCIgVEAEGJgFACEGBgFACEGRgFAiIFRABBiYBQAhBgYBQAhBkYBQIiBUQAQYmAUAIQYGAUAIQZGAUCIgVEAEGJgFACEGBgFACEGRgFAiIFRABBiYBQAhBgYBQAhBkYBQIiBUQAQYmAUAIQYGAUAIQZGAUCIgVEAEGJgFACEGBgFACEGRgFAiIFRABBiYBQAhBgYBQAhBkYBQIiBUQAQYmAUAIQYGAUAIQZGAUCIgVEAxCDGovi79P6wYZywFM0CGuTMep9AqDgXEEKFAzHAJEV+IXU5vGjv8IBzodrd1N3jD/lYQghwHtrn51xAjaKMFgYGj0fGwcpO2BLjICK8EBhjSLFbkZWRoPdH0w0TkZZiFPn9Ml5+bQc2lDVCiuDmFUIgOysR9942HTlZiWEf54vVNfjzazvQ0OyECOXmO422Djec7kBIGeDxBuD2hPYzAkoIDCRWqwm5WbaIvv8jpaZY8d0rx+L7V4+FJc6k98eLugFVA5BlgXWbG/Dufw/AZAq/9cKFwIihKbj1xklhH6O61oFfvbgR+w62q3YxBjHGQm4GCDHwbuZweL0yKmu6VDse5wKV1V0oLU7FgjmFen+8qBtQAQAAksRgMkkwmcK/6RgHpAh+HgCqDztQXeuA2UzdKNGmZuBKEkN7pwc79rQYMgDo6g2T38/V6YsgMcHnV7ENN4BQAISLOqLJIEABQIiBUQAQYmAUAIQYGAVAuKgDkAwCFABhMpsl6gccROIM+jp3wI0DiBVFBcnIH5KE8spO3cemM6YMbjLCQCC1CaGMBhw3OkPvU9EFBUCYhhWm4N7bpuPlV3egqcWp9+n0DQUm/ScEkJJswfVXj8O8mQV6n44uKADCxBhw0TnFmDUtD52dHuj98BVUAwgdA+xJVuRkJao+nHugoACIUHpqPNJT4/U+DULCYsyeD0IIAAoAQgyNAoAQA6MAIMTAKAAIMTAKAEIMjAKAEAOjACDEwCgACDEwCgBCDIwCgBADowAgxMAoAAgxMAoAQgyMAoAQA6MAIMTAorIgiBCAzDk4F2Bgvfv7GXMFlmPJsujdpltAYoz2GgyREEBA5hCCrq1wqB4APr+Mjk4vKmu6UFndhcZmJ5pbXXC5A/B6AwBjSIg3Iy3VitxsG4YW2FE6PA05WYmwJcbpXR6akblAV5cXh+u7UV7ZiYamHjS1uNDj9MPjCYALAavFhNQUK3IybSjMT0bJ8FQU5CXDnmzR+/RjAhcCnZ1eVNU6UF7RgdqGHrS0udDd7YPfz2EyMyRYzbDbrcjLtiE/Lwmlw9OQm20zZBkKIRAICMhcgDHAJCkBeeTyZ6oEgMwFqmq6sHZTPb5aX4dtu5rR2OJCT48PHq8MIQTAvt5OT/T+j9ksIckWh7TUeIwdmYE5M/KxYE4BxpRmwGodHHu1NzQ5sXFrA1atq8PmbY2ore+Go8cHtzugrOF3gnIxmRgSE+KQYrdiRHEqZk/Lw8I5hZg0PhvJSSe+kHucfvQ4fSFvK34kIZStydNSrLBYTl/+Xq+MTodXefqG+3uF8rmTkywnfQB0ObzYtK0RX6yqwfqyBlQfdsDR7YPbG4DgJ7+2EhPikJpixfChKZg9LQ9nzS7EGeOzkGq3Rvy9noosc7R3eiDLEZQLlO8jId4Me7L1tMcRADo7PaiudeDAoQ7U1HWjucUFR7cXXp8MJjEkxpthtZowa+oQfOsbpTCZWGQB4PdzlG1vwnsfH8Rny6tQU9cNrzdwxP72werYyc++u8cPR7cPVTUOfLq8CjlZiZg3qwDXXD4K82YVICF+4C1bKASwr7wdH3xSjg8/q8CBig44nX7lQmXoq6qeaiFKlzsAp8uPuoYerF5Xi7/8YyemTsrBVZeMwgWLhiHtmHUI//XvPXjpr1thNoXfhBAA4i0mvPjUIsyamnfaf79ucz3uf2IVPF457D0SBJQn1V0/moobrx1/1N91Obz45MsqvP7uXpRtb0KnwwsAkILXlsSC/3FCTpcSiofrurFqXS1efm0nJo3PwhXfLMX5C4dhSG5S2GV1KrUNPbjpzk/R0uqOKAACssClF4zAY/eeibi4E3+vLrcfW3Y0Y9mKaqzZVIeK6i4lHD0nDsdAgKO9w4NLLxwBk8kUfgDs3NOKv72xC0uWlqOpxQUAYBKDKcQLkDHlqRPU0OzEW//Zj89WVOOic4px+02TMWFspjrfTBTU1HXj9Xf34o339qGypgsyV9r2obZLjy2Xji4PPlteja/W12HOzHzc/sPJWDinsC9E2js9KK/ojLgPIT7eDLe7f8uLO11+HKrqgtsTiGiTFC4EOrq8R/3Z+s0NeOFPZfhydQ2croDStg9x5d5jy7DL4cHyrw5j7cZ6vDpuN35w3QRccsEI1WsEfj9HVY0DDU3OCAOAo6nFpdSgj+HzyVi1rhavvLUbq9fXoa3dDSEASQJOGY4CR92jIQdAl8OL19/bh//7+zZUVHcBDKouqSwxBpiUL+v1d/di87ZG3H/7DHz74lKwGF662eeX8fHnlXjh5TJs3dkMWRZhXbQnwxiDyQR4vDKWrajGzj0t+MkNk/Cj709EcpIFjJ2+VtEfksRC2vpckhikvhpfmAT6fj4Q4Hjz/X14+rcbUVXjULVTL1iGfplj07Ym7NrXho+WVeCen0zDjCm5qvyOo8pFOjqAQj6GOHG5Hq7vxot/2oK3P9iPtnYPJCn8ezCkADhwqANPPr8eHy6rgNcra7qWerAZceBQB37+i5Wore/GjdeORyxmQEubGy+8XIZX39qNji5vX2eLNuWi9BE0tbjw9IsbUFXrwGP3zh7wPd8MDEIAL7+2A0+/uAGdXV7NPhOD0iHm9cr4aFkFdu5txR03T8H1V4+N+Sbnrr2teOCJ1Vi1vhZCiIjLqN+fduXaWjz6zBps2dEEQLsL/FiSxNDp8OCZlzaipc0NR09kHV1q21fejseeXYulX1RB5ly1J35/ysXn5/jH27vhcvlhs8XFdA3pVBgAzgVefWs3nnphA7oc3qhcX8EmQk2tA488swblVZ2477ZpyMpM1LtITmjrzmbc9cgKbN7WCEliEdUugk4bAALAkk/K8dBTa1B1uEuXHVQYY3B7ZPz5HztgsZhiZheXsu1NuHfxSmzcot4XElq5AFwA7310EIkJcVELH7VJEsMXq6txqKorajf/sb/f7Q7gT69tR0NTD556cC6KCux6F8vX52diKK/sxH2Pr8KmbY2qfs+nDYD/fFyO+x9fhfrGHl1vPMYAf4DD5+cxUQPYvL0Jdzz4JbbvbtG3XKA8PbtjrGYUCiGArzbU9XZi6fMhGFPO44NPyuH1yvjN4vkxEQKSxNDa6sZjz67F+s31qof8KbuMP19VjQefXK37zX+kWLjI95e3477FK3W/+Y8UC+USCREj2xoyxrD0yyo8+ORXaG516XsuYAj4Of78z534+PNKhNQ7208nrQHs2tuKh59ag8N13TFzkceCllYXHvnVGmzc2kjlMkgxBvz3s0PIzkrEk/8zFwkJ+nQMShLDxm2N+Hx1DfwBWZMm5glrAB2dHjz5wgbs2tdKF/kR/AGOl/66FZ8ur1ZeV5JBi3Pgn+/sxT/e2aPbOTAGVB92oL3Do1n/0nEBIATwylu78emXVXTzH2PZimq88sZucM71PhWiMcaUUXa//fMWlG1v0v1ctHJcAGzf3Yy//HMnfH5Z1w8da5pbXXjpL1vR1qldGpPYIkkMVYcdeOkvW+F0+fU+HW0+45H/4fdz/P2N3ag+7KCn/zHe++gg1pc1DNhXbSQ8wU7BZSuq9T4VTRwVANt2NeOjZRWaVjmEUObAy7I4queXc4GArKwZEGsampx44719mteK5N4yOHLsNxexWy7RJHMB+ZiyEVEoG8aA7h4fXnt7N7q6vZEfMMb0dW9yLvDeRwfR2OzU5Okf/OLSUuIxckQaRhSnoiAvCYmJcQgEBNo63Kis7sL+Qx04XOeA389jphbyxapq7NrXqsnTXwilbGy2OJQMS0Xp8DQUFSTDnmwFBNDp8KC6thsHDnWgoqpTmXgT6dj7AaKvbBLjUFJ8fNl0dXtRU9eN8ooOlFd2wunya1I2ksSwbnMD1m6qx4WLivUuluPKiAsBwUXfXBDGGIQQEKJ3LQAE//z4n+8LgMP13Vi2UptqDucCeTlJuPTCEbjswhKMHZmBtNT4407I45VRW69M3Xzz/X3YtK0RgQDXtc3tdPnx388q4PHIqo9N51wgxW7FuQuG4qpLRmHyhGxkZyUeFzSBAEdjsxObtzXhrf/sx5drauB0+mMmILXAuUBqihXnLRiGKy8ZiUnjs5GdmXjcdyDLAs2tLmzd2Yx3liizSNUeTcgY4Ojx4b9LD+Hcs4bGxKpNvHeRD3uSsmbEsEI7CvOTkZpiRUK8GT4/R5fDi9r6btTUdqO8qhPtHR7IXBxVi+oLgPVlDaiqcag6njw4suvsswpx/+0zMHNK3ilvonirCSXFqSgpTsU3zxuO197agz+8sg3NLS7dLvbyyk5s3t7UO81SPZwLTBibiftum44Lzi4+5SQUs1lCwZBkFAxJxjnzh2LJ0nL85v/KsL+8fVCGgBACkydk496fTsd5C4Yh/hSLw5hMDHk5NuTlFGPh3EIs/bIKz/1uE3bsUXeQFgOwZmM9qmu7MWJYio5lAwACxUNTcMn5I3DewmEYXZKOjPT4E64FwblAZ5cX1bUOrNtcjw8/q0CS7etFZcyAkqJrNtTB7fGHPJ//VCdqMjFcc/lo/OLe2cjLtoX089mZibj71qkYVZKGh576ChXV+sxDWLe5Hm3tblVrIVwIzD+zAM88chbGjwltrYMkWxyuu2IMRpWk44Ffrsa6TfWDKgSEAM6dPxRPPTwPo0vSQ/rZhHgzLr+oBKXDU/HAE6uxYu1h1cZrSBJDbUM3yrY36hYAQgAWi4TLLyrFHbdMwfjRmadt7kgSQ3paPNLT4jF5Qjau/dYYdDm8fWEhAUB7hxtbdzarepEzBnzrG6V48n/mhHzz9508Y7j4/BF49hfzUTAkOeodYT4/R9m2JlU7/zgXmDk5D795fEHIN/+Rpp6RgxeeWIBpk3IGTQch5wILzizAbx5fEPLNf6TxozPxv48vwOypQ1QtG49HxoYtjbqUjRBAfLwJP7t5Cp5/YgEmjDn9zX8iaSlWDCu09z00JEBZwuhwXbdqnSecC0yblINH7pmFjPSEiI93waJhuPe26bAlxkV1zHhnlwd7D7ar9hThXKBgSDIW339mRBd40LjRmVh83xzk5yUN+BDgXKCkOBWL7z8TxUWRP2FHjkjD4vvPRGG+ug+OvQfa0NkV/bcBkgRcf9U43HvbtJOuCxnWcQH09aCqMdlACCDFbsWdP5qqyhcZdM3lo3DBomLwKCZAc6sLdY09qgWj2SzhB9eNx9yZ+aqd41mzC3DDNeNUa7rpxWIx4ZbrJ2LKxBzVjnnm9CG46boJqnXaSRJQWdOFtg53VMtG5gLTzsjFXT+eisQEdVfOlgBlvLHyeinyAyrVuEKcPa9I1RO1JcbhhmvGIT01/oRrpGmhprYbbrc6wci5wOiSdFxz2ShVz5Ex4JrLRqN0eOqArQXIXGD86ExcflGp6se+6tKRGFWSrlLZMHQ6vGhsckatbIQAEqxm3HjteBTkqb+IqSQANLY4VSmg4DLGF58/XJM1/qdNysHkCdmI1lD8xmansqSySjWA8xYM1WSO+dAiO86eVxQzU2pDJTGl4y8vJ7y+olMpLLDjnPnqPIwYU0bL1jVGLwC4EBg3OkO1z3AsyesNoKPTo8pUYwGBnOxETJ+s7gKLQclJFmW56ih1ere1u+H3R542QgBJNgvmqFj1P5LEGGZNGxL1PhI1BMtmZj+WIQ8HAzBrSp5qZRMIcLS2RW+dAAZg0dwi5IbZkX46kt/P0eP0g6nR/udAcVEKMlXo+DuZ0uFpSIg3R+VC73b6VKo6CqTYLSgtTtXsXEuKU2FPtkBgYCWAgEBykkXTV2ulw9OQrFLZyLJAV7cvOmXTG45aPVABQJK5gNenzmsuIQSyMhIQr+HKqlkZCb0DQ7S/0L0+WZXfIgSQkZYAm0277aky0xOUwUQD6/4HBJBqtx41OEVtqSm9x1ehbLgQ8Hj7t29CxEUjeh8cw1M1+x2SEFC188hqMWk6Y85iMUWtx5tzdVobInjeGpaL2SzBHDcw3wRovdCrSWKwqlU2QpmUFC2Z6QnH7QKlJknq3TRQLR6vDFnD3mivT47aF2CSmCoPVAbA6w1oWi5+v6xKf4UevN6Apm8wArKAx6vWYC4Gk9rjwk9CCCAjPaFf+zSGSzKZpN4qe+RfAGMMza2ufm8tFY7WNjc8HhnR6AmMjzep8lsYA9o6POju0a7t2NruhtsTiFoHqWoY0OnwwqHhVNu2DrfSz6VC2UgSorhxrdI/EqdhjVeyxElITrKo0qnGegdKtGjYS3qgogNurzpjFk7HnmRVqbnB0NXtxYFDHZqda3llJxzdXlU6c6OJgaG7x6dp2ew72N4bMJGXjUmSorbVuABgiZM0bR5JFosJGWnqtDGCNYANZQ2anKyj24cNmxui1tGVmZFw0l1ZQysXwOn0Y/X6Wk3eXnAusKGsAS5XdIJRTYwpW5uv29ygydcqywJrNtbD5VanbMxmCZkZ2r3lOtHv03xNwNwcmyrDJRmUCRMfLD2kSXW3bHsTtu5qVn1q7skMybXBajGpdtMuW1mNypou1c+zutaBL1bXDLib/0jLVlahptah+nEPVnTgi1XVqpSNEEBcnIQhOdpsK64HCQCKC1MQr9K7dUliWL2hDp8ur1L1RJ0uP155azc6orgoZ1G+HUm2OKhR5ZAkhoMVnfjXu3tVnc8gBPDm+/txsKJzwE4LliSG/eUdePP9/arWkGRZ4LW396BKtTUuBezJFgzJHWQBUDo8FfYkC9TpCAR6enx44eUtOFChXrvuzff345MvKqO6OlBGegKGFtpVG3osc45X39yN5asPq3aOq9bV4pU3d0X11ZQWAgGOv72+E6vW1ap2zE+XV+H19/aqNneEc2BYYQrSVWoyxwKlCZBtw4hhKapd6JLEsH13CxY/uxZNLZGPm176ZRWe+/0muFzq9OT2V1qKFeNGZUCtTgeJMTQ2O/HYc2uxc09rxMfbvb8Nv3h2DeoaYmfrtrDLRmKoa+jBo8+swa69kZdN2fYmLP71WrS2qbuYy+jSdKSlWPUsKlVJAJCWGq9Mw1TxGmIM+HBZBR54YjUO13eHdQzOBZYsPYT7Fq9EbX30tyiTJIbpk/MQb1VvZKMkMWWb50dXYMuO5rCPU7a9CXc+tBybtzUN+Jv/yLIp296EOx5ajk1bw194Y0NZA+5+dAV272tTtWysVhNmTMkdVPtC9HWnnTW7AMk2dSeTCAG8++FB3HL3Miz/6jD8gf5XMRqbnXju95tw58PLdVsODABmTslFbo5N1YEqksSwfnM9brnnM7zx/j70OPu/6YSjx4d/vL0HN9/9GdZtHlzLgQXLZsOWBtx892d49a3dcIQw7l5ZvnsPfvTzZSjbrm4wciGQl2PD9EnajcvXQ9+jbeoZORhdmo5N25pgUjnhVq+vxb7ydnzj3GJcdmEJJo7NQnpqPEwm1pemnCujtapqurBqXS3e/mA/tuxshizruzz40EI75szIR1WNuj3UksSw72A77np4BZZ8cgjfvmQkpk/ORW5WIszmr9/9ci7gD3DUN/Zg45ZGvL1kP1avq4XLHRh0N/+RZVNe2Yl7H1uJJUsP4cpLRmLm1DwMyU1C3AnKpqHJiY1bGvDOkgNYua4WLpf6KyYLDsyeOgTDCvXfMlxNfQGQnZmIi84ZHlG19GQkiaG1zYW/v7Eb7314EMVFKRgxLBX5eUlITIiDzDna2j2orO7CoepO1Dc6EZA5TBLTvbpliTPhkvNHYMnSQ73rzqtbLk6XH0s+PYTPV1WjqMCOEcNSUFRg7xtsElzRtaKqCzV1Dng8ct/674OZJDG4PTKWflmFFWsPoyhfKZuhBXak2JU2eFe3r7dsOpXFWzwBTcpGQFmM9eLzh2s6LFcPRzVuL72gBP/6914cqlL/lRJjDCYGdPf4sW1XC7btajnqZupd7RiMKV9+LG3BNXdWPmZOycXnq2pU3xuAMWX1ZK9Pxv7yduw72H5cyIgjy0Xl3x/LgmXj93McrOjAgUMdupQNlwWmnpGDebMK9C4S1R01pGbkiDRceelITZ8uwS/VZGJ9aR284YN/FmtS7VZ8/+pxSE7SdsENSTq+XKQYLpdo0qtsBIDERDO+d9XYQfX6L+ioAGAM+N63x2LiuKwBu76cVs5bOAznLxwWtfUISWzgXGDhnCJcdHZsbQmmluMG1Q4ttONnP5ys2gShwSLJFofbfzgFwwrtFI4GwYXAkNwk/OzmyX39DoPNCUfVX3pBCb5zxZgBPbZcC9Mm5eCOW6YgMWHgrb1HQiOE0gF86w1nYM6MIXqfjmZOGABWqwn33DoNi+YV0dPuGN+9ciyuv3ps1CYkEf18++KRuOk7E3R/E6Wlk17GeTk2PPngXEw9I0fTlWwGmoR4M+776XRccv4IqgUMUpwLLJpXiIfvnhW1uf96OeVzbNyoDPz6sfmYFCOdgsHdhvWWnZmIpx6ah4vOKe7dw17vM4qNcolELJQhoNz882bl49lHz0JRfrLep6O501Zkp0/OxW+fXoSZU/PAhX6LTnMuMH1yLiaNz47q9mAnU5ifjF8vno9vfbMUJhPT7QIO7qm3YE5hTIR0OBiUlXv1LMdgkJ9z1lC88MuFGKXC3o0DQb9aslMn5uCPz52Dyy4sgUliUb8BZS4waXw2nnxwDoYW2iFiZOZr4ZBk/GbxfNx64yQkJpqjfgNyLpCXm4TH75+D2dPyBmwACADXXj4aV14yCpIU/doA5wKWOAnXXTEav316kWFufqCfAQAomyu8+MuFuOvHU5GZngBZjs63JMsCk8dn43+fWICpE2NvK+zM9AQ8+vNZePqheRg+NAWci6hcwDIXyM9Lwq8emotvnjdc72KICBfKZ3nmkXm48drxsFpNUfmeBZTrKycrEQ/eORPP/WK+Iar9RwqpLzsjPQEP3TUTL//6XMyZOQSSxDTrIORcgDFlP73fP3M2ZkzOjYmq/4nEW834wXXj8ervLsTlF5UgId4MWdYmCIQQ4Fxg4thMvPjkIlxx8cjeP9e7FCLDhUBaajyefHAuHrlnFvJybJqVIaAEqNkkYdG8Ivz5+fNw54+nDvoOvxMJeaK72STh/IXDcMa4LLz9wQH885092H+oA4GAMmsv0jcmweTPy7Hhe1eOxS3XT/x6X7TeTUyU1W/Cfw/HhQDXoAYzeUI2/vDsOfj480r89V87sWVHc+8EFUT8Kkm58ZW28sXnj8AdN0/GmJEZR/29LAswFsnnUsq23zedBq/HbIlxuP2myZgyIQcv/WUrVq49jB6nX6UyVK6fuDgJE8Zk4vqrxuJb3xyJLA0W+ZRl3vt9RHIMoflGuGGvdJGbbcPPbp6Mi88fjo+WVeA/nxzCnv2tcHT7+iZoMHb6QFA6X5SkN5kYigrsOHf+UHznitGYekbuURM8mMQwtMCOiWOzIEUw8UMIoCAvCRYNdtJJTrLg6stGYeHcQnyxqgb//vAAyrY3oa3drew0FEa5MAnIykjE3BlDcN0VY7BgTqGyDdgRsrMSMXFcVsQTYqwWE5Jt/dzZWdXFI77+v5LEMG9WPs4Yl4XPV1Xj7Q8OYOOWBrS0ucIvQwak2K2YMCYTl19UggvPKUZRvjZTey0WE8aMzEBmRmLEAVCYn6zpOAQmVBrc3tbuxtZdLVi1rhYbtzagprYbbe1uuNyBvvHzwV8U/DiSxJBksyA7MwGjS9Mx/8xCzJ9dgJEj0k64SrEQyuKgfn/ku7xIEkNykkXz12c9Tj927WvFmg11WLOxHhXVnWhudaHH6e+r7RxbLowBCQlxyEpPwPChKZgzMx8L5xZi4tis4278II8noGwMEiHGGGy2OMT1Y5XoP76yHQ/8cnXE7XVZ5nj057Nx/+0zTvj3LncAu/a1YtW6WqzZUIfyqk60timbfZzs2mKMwZZoRmZ6AooK7Jg1LQ/zZhZg0vgsTbfaApTmRU+POhvLWiwm2BL7GchhUC0AgoI3aW19N6prHWhsdqKhyYnuHh88ngC4ABLiTUhLiUdujg0FeckYVmRHXk5S76afg5fHE0BDsxNVNUq51Df2oNPhhdsTgCxzWOJMSLFbkZNtQ0FeEoYW2FGYn6zpBRCJXz6/Hr96cWPEIeoPcDx81yw8dNfM0/5btzuAusYeVB92oK6hBw3NTnR0eeD1KuskJMSbYU+2IC/HhtxsG4YW2JGflxSzZag31bfxZUyZODO6NB2jS79+nRKsigX/zWAeXnky8fFmFBeloLjo662wg9XUoIE0oCcQwhJvp9Pfp2VCghklxakoOWKrdS5EXxWgP00D8jXt9vE+Bn0xJzaQwzDg573hFdn5MyCiLeolxgbenogxgqa0kLD5AyG8MTgNn08e8K8yByIKABI2n5+rNjTc69N2i3ByYhQAJCxCCPh8sjo1bwZ4vTIFgA4oAEhYZFlE1G4/ltcn07RzHVAAkLDIslIDUAMD660BxMgsLwOhACBhkWWu1ABU6n33+qgJoAcKABIWmQf7ANRJAGoC6IMCgIRFlgV8KgzJBkCdgDqiACBhUbMJoAwECmgyQ5OcGgUACYvSBOCqDcCjPgB9UACQsKj5FgBQmgDUBxB9FAAkLH1NAJX4qBNQFxQAJCx9NQCV2gDBtwokuigASFhkrowEVGsosNojC0n/UACQsPj9vHc9gMgjgEFZD8DnpQCINgoAEha1Z+9xTjUAPVAAkLB4vbKqy7TLFAC6oAAgYfF4ZRWXrGZKDYCaAFFHAUDC4vUFqAYwCFAAkLB4vDKEmn0AsoDXF/my5iQ0FAAkLGr3AVATQB8UACQsXm+gb//GSDFGTQC9UACQsChNAPWOxzmnGoAOKABIWLw+DZoAVAOIOgoAEha1F/CgJoA+KABIWDzeAFTdVlJEtjsQCQ8FAAmLV9WBQF8fk0QXBQAJi9p9AIDyZoG2B4suCgASFi2q67QsWPRRAJCQcTW3BQuilYF1QQFAQsY1WLwjuEU4BUB0UQCQkPWt3qNyFYBqANFHAUBCJnOuyfp9as8wJKdHAUBCFqwBqLUtWBBtDxZ9FAAkZFqt4EtNgOijACAh41r0ATDqBNQDBQAJWbAPQOX7v3eZMQqAaKIAICGTZW0W7wiuMUCihwKAhEyWBbxqbQ1+BH8guNcAiRYKABIyWebwuNVfv8/vV3e/QXJ6FAAkZDabBWNHZ0CSmCpTgoUQYIxh3KgM2BLj9P54hsKEqpO6iVHUN/bgD3/fjlff2o32Tg9MUnhdgjIXSLVb8d1vj8FPb5qMwvxkvT+aoVAAkLD5Axwff16B5363Gdt3NwNg/V4kVAjlyT9udAZ+fus0XHpBCSwWk94fyXAoAEjEyis78fzLZfj3fw/A6fRDOk1tgHOBhHgzLruoBPf8ZBpGl6br/REMiwKAqMLtCeCdJQfw/B/LcLCi46QhwLnAsCI7bv/hFHznijFIslGbX08UAERV23e34NmXNuGTLyvh88l9QSCEgNkkYdG8IjzwsxmYPjlX71MloAAgGuhyePHKm7vx+79tQ11jDwAgJysRN393Im753gRkpCfofYqkFwUA0YQQAl9tqMMzL22C3y/j3tumY9G8otP2D5DoogAgmmpudUEIpQZAYg8FACEGRiMBCTEwCgBCDIwCgBADowAgxMAoAAgxMAoAQgyMAoAQA6MAIMTAKAAIMTAKAEIMjAKAEAOjACDEwCgACDEwCgBCDIwCgBADowAgxMAoAAgxMAoAQgyMAoAQA6MAIMTAKAAIMTAKAEIMjAKAEAOjACDEwCgACDEwCgBCDIwCgBADowAgxMAoAAgxMAoAQgyMAoAQA6MAIMTAKAAIMbD/B7oU+t9pkCbCAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIxLTA5LTAyVDA3OjQ4OjAzKzAwOjAwrcKVPwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMS0wOS0wMlQwNzo0ODowMyswMDowMNyfLYMAAAAZdEVYdFNvZnR3YXJlAHd3dy5pbmtzY2FwZS5vcmeb7jwaAAAAAElFTkSuQmCC";function m(r,o){let n=t(r,o);return n["~type"]="runtime",n}function w(r,o){let n=m(r??"Dapr",o);return n["~resource"]="Dapr",n["~iconDataUrl"]=a,n}export{w as Dapr};