{
  "name": "沈殿試験確認表",
  "short_name": "沈殿試験",
  "start_url": "./index.html",
  "scope": "./",
  "display": "standalone",
  "orientation": "any",
  "background_color": "#0d1117",
  "theme_color": "#0d1117",
  "icons": [
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fvqXxdIPd6DQgCod9a/vCwTALwPnLL+4Xvfa15G88rsASDiKmVfXt9zT161agDQJLVytvwdlsCu/br87+6oXQFUQde7aj/TKwSAemf9y8sSAUBDxKPKY3h69gDg2RiOynLyHs2r1EjKbUXx/DtfBYDeDebqpO/x+9b87bSPe8+r0dV/r2PJ+ykFzyp/l1J0//KUPgDo6tD7vv9Vfevb3+n6qODsAcBrouVRtb6vPJpX1TSR3no3xH0RAN6nf+tdva7+xfMc5V3l71KK7F/eUgcA3cuKfBztrPSISq907Xlw9QgAkSMuutWi76OXo0VXevCqmibSW++GuC/9Lcrt7a0UACKOp55X/+K9TLFXWRZAiupfEVIHgOj7/lfVa16ATo5e1SMAeH4+7+rx+x/xKmsT8dC7Ie6LAPBDWvQmYgSz59W/9P6uosqypkhU/4qQNgDM2oR0MN+dte75u/VogL1PzpHV4/c/4lWWJuLF8yRPAPjhpMOI5q8Lk55X/6LR1yeW5fiP6F9RUgYA3W/XTj1z3UncsweA2UZeaqrH73/Eq66aiKfeDXFfqwcArVniPelvq7sXJK/0WpkvqvR9W+ZqefevSCkDgCiBRkycuVN6iU3LM7ezBwDvt5R5Vo/f/4hXnTURb70b4r5WDwBRs+g1Qbncdi+tb1sdVdaLsoj+FSVtANh4NssepcWJLCefqN/pbgNUgo4YtvSqu7//K1511kS89W6I+1o9AIjnca7yGPovPWUUQFf/1u8isn95Sx8AREk0ajitpfTZamafe54Y7jbA6EWAetfd3/8Vr7pqIp56N8R9EQB+yPPc5bWv7z3lfFDzXUT3L09LBADRAT7z0LQO8levuSzNHAAiVivzrLu//yteZWkiXno3xH0RAN7RfIDey5hrnk65HS+6zTBzaV8qP/OZEf3LyzIBQDQ8HXVvraU0dG5pQDMHAL0M6cl19/d/xausTcRD74a4r6sVNFcKAKK5Qr0m1+pCyDLZrRcNrc+yHktZmodV+12M6l8elgoAGy1SMfN96quT38wBQAfUk+vu7/+KV9U0kd56N8R9Xf0dVgsAm7sBW/f9Lb9rb9rmbCGgdYXW0f2rpyUDgOje1Gw75L7OXis8cwCY/fHLq7r7+7/iVS1NpJfeDXFfV3+HVQOA6DZbywWM/pseC5G10ihG779bS+l2q14mVX4+qxn6Vy/LBgCZ/VHBV/emZg0AT138Y193fv8zXtXaRHro3RD3dfV36N1InhQApOUCxut5/1oKIboV23tew1Xp+9KFlXW2/yuz9K8elg4Am1nnBbyaCKUTkf5/HmqeRihpEuPT66rx4B3Pv7dO1NrPX+l9q0nNsdxGqfea/LoXX27jyKtjsuYCRsd2+d/PQoFAv+f+PKRn8vW77V09UqgGv//3+hn6WfrbaiJlud1Ws/WvOwgAH5ttXoBOcOVnnF3vE+SIIgDY6bui/OtqpECN7qyu5hShzoz9qxUBYEdJ1OuZ25pSkm1ZIXC0WUdSaooAYEcAiKmrALD9LY4uYNif+5u1f7UgABRGrxcweqLOHSO/t17FCdOOABBTlgAgOm9sk3CtjxSj3sz9qxYB4IAeDRm1eMWTh+uOrkCeVpw07QgAMWUNAKIJbvr31kXFUG/2/lWDAHBCE0giK3J1rt40ySZDEQDsCAAxVRMA4O8p/cuCAHBBa3FHXNk+9b7/5ulLAG9FALAjAMQUAWAuT+pfVwgABt6TA598339zNRP5KUUAsNNiKpR/EQDm8rT+dYYAYKQh7tqFN6yVoelkmACoyvC3iBJ9i2zVKgOAnplfsXShVK4NcFfL8f7E/vUKAaCCJtj0bnSvVvt7kgwrAG7VckJY1d116SlbqVHtv/dVA4BHtSyQ9NT+dYQAUEnNrtcqZFoKs+VlFLPRPIksRQCw670cL3VcBAC/anknwJP7V4kA0EBN++7JT8NZPZenHCnL/X8VAcDu7jFA2YoA4Fctx/vT+9ceAeCGO/dAW3a8WfW+LTKyMv1dvPUaCaPOiwDgVy3He5b+JQSAm1oehcpw33+T6f6/quWEsCo1Jsq/CAB+1bJgUqb+RQDooOb93HqjVYb7/ptM9/9VBAC7q7ezUX2KAOBX+i7L/fpKpv5FAOhESfIqBGgtAct7x58k0/1/FQHAzuuxWOr9IgD4Vcv6K5n6FwGgIx2YZwsG6Wq5/G+eLtP9fxUBwI4AEFMEAL9quSDL1L8IAJ19+md/7jAE6Eq5/LdPl+3+v4oAYHc14kX1KQKAX7Xcjs3UvwgADhQC9ldH2e77b1omQM5eBAA7KqYIAD6lVyeX+7RFpv5FAHCioSWFgIz3/TeRz4FHXW0SAGw8R3/0Vkw9Ynum960njdCV2yj13t91fii3caTcJwkAfUoXZuV+bZGpfxEAHKnxt8wyfYqoe8Bq/lEzzsuTLY5p3/Yqy6NZvZuxJaT3brzllb1V78+xan3r29/54Lu1yNS/CABo4tkAytpe3BFRBAAbzyakW2jl9koEAOpu6V0W5Xdrkal/EQDQ5Itf+nJ5PLmVhkEJAHPR2hdeZWnGBADqbukcVn63Fpn6FwEATaIaskonvKjtEQBsfvO3frv86rpVua0jBADqblluNR3J1L8IAKim1yJHle7/6wkKAsBcvF4FbJ2ZTQCg7lbry9gy9S8CgBOlS82ULv/3DCKH/7eTJAFgLr0b8Faa3V9u60jv7RMA1qrtwqL8bi0y9S8CgIP9FbLemKaGqf+t/HdPFfkWON3/1zYJAHPx+ntYmyIBgLpT1qB5JFP/IgA4eHWFrJ1O905bh55moFGNqGfyVTrZabteDacsAoDN3/zt35VfXZeyvimTAEDdqa9/45sffK9WmfoXAcCBpVnpBKr7qJZHnmYSufrffpjO8p32KAKAzdFy1z3K+mgWAYC6U3eO80z9iwDQWcsEOS2oo5XItqvdmUUO/+9PkASAuXiV9dGslQPAmZbzj7W0QmO5vd48ny7Z150Lr0z9iwDQ2avhf2tpFrRObjO+OVBX45HD/9v9fyEAzMNzESjro1kEgNe8Vs3Use89lyniONfoVbndGpn6FwGgs547sA44LVepRVdmeKLAc/GXo9q/q7vn93pWBIBr+rt4lXV+DAHgta989NVyU91KV+jl9nqJusC4+71n6l8EgI48h99UGoIb+USBwkhU6bbIftsEgHl4zgMpt/UKAeA1hSivujN7/opGPSPq7qvZM/UvAkBHnsm7rOj5AlHpfKtyli4BYB5eiwCVoe8MAeCc54u6rKM0tXTMR9Td26uZ+hcBoCOvR6PKurOIRavo4f8y4BAA5uE1ElTTEAkA57xCmsr6pEYtz9CyVY9zZ6b+RQDoxPO+aFmeJ45XdPshqo6WgyUAzEPDwB5VjvqcIQCc6/1Z96Xj824TLWlWfkTpKaZy27Uy9S8CQCdRw1eq/ez4CJ6zvo/qqBEQAObhtQaArgD1d7ZQE+pZmjlfbqPUO/joeyy3YWHdR3t/R/vqPRkw6vxpfcz0TKb+RQDoQGnY82Arqxwe96ZJM5F19CiYTnwRZT25rsp7oit1XdYLgN6jJPvqOQoQubqoZaTnSqb+RQDoIGr2qkpXDb0OPAtty+uK76he/X4EgDlE3uqijssaALzPSz2upiVq8R/N0Sq33SJT/yIAdBC5Ol7Ealx7UQfnVq/WgicAzMHzEUDKVtYA4P3kTq9HAnvfWnlVvSYvZupfBICbou+P9773diXq4NzqaPhfCABz8JxdTtnKGgDE64mNre4+Uuc5WbGsXrdOM/UvAsBN0SdEr2dwj3gPIZb1avhfCABz8G4o1HXVBADvBnt3FCDq6aKjJ4taZepfBIAboif/9bqHZRV99X+2QhcBYA5Ra11Qr6smAIj3cdw6KukdTvZV+52dydK/hABwQ/QVcs+d+Er076Y6G90gAIyn2drU+Ko9D9x9QdlVtb4kyDuY7Kvl872SpX8JAeCGyMl/qrMG2ZNGNiJW5dqXGnz5OfYIAONFXrFRr6s2AESMVOrWULndM5EXGL0nTmfpX0IAaOT5wo2jihz+j575r7qaTEQAGG/EfkF9WLUBQCLmKr2awFuKvsC4OrfUytC/NgSARtGL47Qc9C0irhbKsiwqQgAYjwmAc1TLuUBD4J6PBKrU1K+OY4kMkpZzS60M/WtDAGgwoklGDf9HHpxbWU5oBIDxmAA4R1mOlyMRM+6vnrVXEIk8d159nhZP7197BIAG0YuhRA3/a00D76uEo7JM0MkYADRkqt9LJ2ad1BW+dJ9dq+2V/3Y0JgDOU60BIGoVx7Pn7SNCyFatkxOvPL1/7REAGkTOXlW1HvC1oic1qqwTdDIGgKsgqROYfm/RPiA6uUrvYc0rCivUHHXnfBBx7tJ6Hkdr7l/t773r7LHiO57ev/YIAJWiUvS+jg6m3qIPzq2sE4dWDACW2t5ip5OdGoMmPOnVquW27vrKR18tN00NqjsB4HOf/0L541xK++U+pOocFvlOEa+rf3ly/yoRACpFT4S6ejyuBx0okQfnVpo0VH6WVwgA9vLYZyKHbqnzuhMAImfg71/rHXX8buV19S9P7l8lAkCFiJm0ZUU0pOhQs1XNCmJRJ5CI73vzpAAQ1TSo67oTACTyGXzt49ETiz2v/uWp/esIAaCCDrzI0o7sfa838mSwr9rHczIGAK8TY+8AEP3CK+q87gYAiTqedA6LvmjyvPqXp/avIwQAoxGP/r16NW4vmtkd/TttVXP1L1EnrMgA4BUoewcAr6BCtVWPAKB5IhnL++pfnti/XiEAGEVNntnX2eM0PYy6r1t79S8EAHv1DgCj9hPquHoEANE9+mzlffUvT+xfrxAAjDSrNbJqJsi1GHlVV3v1LwQAe/UOAF4TRDXCtT3WCLteTwWNmNPkWdpPva/+5Yn96xUCgMGI4bJeKf+IHmUcdeC3XP0LAcBePQOA576vZlZuz2J7pEyTVzUyp1tZ5b+ZjfZ5fVaNpuhZ/PL/P0qmxzv11sPy9/PwtP51hgBgMGIItFfKL+lkOXJGd8vVvxAA7NUzAHiNFKmBtwRBOXoPhxaxUgPwOm5aKeRopKMcRYncz86MmNvkUZGh6mn96wwB4IKGlKKr5wm8NCLMbNV69S8EAHv13H+89hfrCpAl7T9lMy1LS2drDXiPBZEs9N4Obf8saN85Fnob9SRQz4r8Wz+pf10hAFw4utrwrt6vr9x4Xc1Zq/XqXzIGAF0ZelTPAHDVbFur9Xuu3YfVaPU965jybLi6UNAIRM1Su563+WrVfO7ZKmLi396T+tcVAsCJEZNkvK4MRt73V939vQgA9uoVADyXvW4Zqr87XK39XyMP+hv3mCy2v6/fUhGPrFlp1GLk+aG17p5XWjylf1kQAE6MmCDjcVWgk+3ZcGRE3bn6l4wBwGsFxl4BQMPYHtV6v7b26v+q9Dl0jNe+alvvrzi6r99S2gfKnz+K18qUnuU1WnrmKf3LggDwwt2rjZbyuCLQ7zF6eE/bv5vSMwYAr9+pVwDwCo0t72j3Ph71u56Fb4UEDTV7fAaNIpTbG8VrVMqjoof+N0/oX1YEgBd6X21YqnVi1JkRr/gty/rGvzNezbKsyADgFcx6BADP4f+Wx/8ijsdXo1Ter0JWqOgd/FspaGkS5eylz3j3oqLVE/qXFQHgBa+T81nppFt+jjtGTGAsq1eoyRgAvK6wewQAr+F/NbtyW1cilqy+aije+99MtwJmnw+gz1Z726anJ/QvKwLAgRGPxbTeF31FM5JHlw7UlsleR7xPwFtFBgCv6hEAvBpuy7BtRJC9upfsuSDSVjPdCph5PkDkMXpk9v5VgwBwYMTVf89VrLyHLK11dk+1VrYAoKtar7obADRE71W1o1wRjdcavr2DyEy3AqT16QbP8n5BmsXs/asGAaAw4ur/zqpoJZ0we8xOvlt6d0L52e7IFgA8X7F7NwB4vSRGw+zltq5EhHHrIjJqzl4jI1v1umXWw+hVQ8u6uk0TZeb+VYsAUIg44ZTVMix6ZJbmr8/Qa+h/ky0AeF5l3w0AXk2udkQo4jZWbcMdORlxBM/9tLZ0S1H70OgQMHP/qkUA2Blx9d/r0b9Zmr/Ko4lmCwCer5e+EwA8bx/VhEL9W++JaC2TySIeq235XB50TpnxiQAF1JHzJWbtXy0IADveB/ZR1V6BHJmp+XvNZs4WADwXmboTALzu+9beEop4/XbryJvnI5JbjR7u1iiEdwC7W9rPrbdvepq1f7UgAHxsxNW/6u4OPFPz1/1Cr1ezZgsAnguutAYAzxdf1Uxy9XpJ0r7ujrx5/v22GjHhTd/JDGuH1JSC3J2/Za0Z+1crAsDHRlz960ArP0eNmZq/97BltgDgub+1BgCvxqt9wxoMtU9HXHnevc+uhhNx7EXtj6LbP17zP7xL+0xUEJixf7UiAARN7Dmqq2ePz8zU/FV3fheLTAHA8xFAVUsA8Fxq1zrUru8l4p5zrxfIRJw3eq6l8Yqaptd7KaJrmyhoDZwtZutfdywfADxPfGdlffb4iO5BztT8dT+7/Iy9RQUAa7O6w3MCoKolAHjeArOODHnNPyirZ8jzHMnZSvMhegSWI7o1M9O5pFfpd/IKAjP1r7uWDwARKf6oWk9Cah4RQ6TW6jGJ0SIqAGgeQ7ntniKuclsCgNf3a90/vG4/lHX3tlspYqEiVe/5APrcERMtR5eCgEJ9z1GUmfrXXUsHgIiFPY6qdQjSc+Z4S/V4y5+VV4M6qt4n242af8QEq9oA4NnELC+C8hx92JfXSnteCyeV1XrRsKff33tFw1lLtzlaXkRVmqV/9bB0AIg6cMuqnYCkJhsx67imdKXscTJ9JTIAqLS92mVrz6jJRYXNlgDgMZRtuc2l2wNRQ9Be81SiLiQ08te6Typ8apQl6rueubRf3glTs/SvHpYNAJ5XPWdVMyNa9G+jm99V6WTXc0jNYtR3oKCjYWydPBXcdAVhodEa/Te64o9oDvuqDQAbnRR7Lv169ehf5FKzXqM6m4hVC1W1j9rq4kH7bfQ++ITSd6K3XlrnqGxm6F+9LBsARt3/qplkprTvfb+4tnQFcXftghajAsATqzUASK+GcXWbS/+/qL+pmubZZ+kl6pxi/fsq0N39O65S+tvp+7KEqxn6Vy9LBgDvWdivqmbxkahJUTWlz9/jHlqLqGaRoawN4owa5p0h46vbXJG331qHzWtFrWGgevVeBTWwHgFu1dLfT6NFZ+e50f2rp+UCwKjH/lSWq38NR0VdSdSUDgzLhC4vBAB79RzuVkPRMGlNY7u6+o988uZVo/Si7yqq9nMatsl9rYGNer/Onl4Z2b96Wy4AjJoBa7n61xBUzYk2qkY3f4mYPZ+lLEGzlvZd61X72WS7qBn/Ks/n51/R9qLmNajZ6/ucbYLw0+tq8aWR/au3pQKArq5HNdirk7L15BpdMzR/4SRnL8+FmXRiPFs17mzmv/ajqONP26md3NWL5xsVKf+6OleP6l8elgoAo4bWLVf/I8PJq5ql+QsBwF53HnGy0v3uo5X7Xl39R94fV13NQfDG/vrM0u2rq4mAo/qXh2UCwMhFdK4S5SZyePSqNLwYNXnKYsZJkbPW2QSm3rStbX7Gq/um0e+t6L3aXws1kVFzjWYqfQfaRzTxOnIfaC1LcBzRv7wsEQBGXl1brv73IicRvapRj/qd0VUtZauz+5deFF6Phtz1WSIboR6bvbqCizLqaaNZSqMg+7+FzoMzT+Y9u321F92/PC0RAEYN/ausV/97R0OrUaUJTLM1fxm1cNPTSvt6+d2NouYfNSFONWKBqitn8yWyli4gzm5DaTR21AXZWVlvd0b3L0/pA8DIof/aq/9NxAtjjkoJuOXzRnnCEOLoulp9L0p089exNtMtq03UMsGzlK7wLecQBfoR57hX9er21ZHI/uUtdQAYOfSvujMbO3KNdJXum84ydPoKjwKel/b1Gf6G0c1f9Wry4QxanwpQINd/G7luQmtp36s93+mRyVGPZe9Ln71m1DOqf0VIHQBG3m+6WgzFImpSYM+FYzytfk/1qmquYryMaP61jWeEmkan728/hD5y8TJL6Uq+poGWFHKi95l91d6mjepfEVIHAA1FjboH12so1nv2+xNOnpvZT4Sja/RV8Ijmr/Uzys8xI+27V3ORNOKnq/2jC4dZRwE0afno89bSzxgxN0DnE8sti72o/hUhdQDYKJ1GjgZYZ5NaeUwK1IGmK+pyW7OruZJaqWa4+teVXPRtqx7NJ4oC0tH3o2NRjfTs9o1+z+jmeFba346e+rgr+qLN8thfKbp/eVoiAGx0gvJ473lZva/Eek8KnHWmv8Vqk6osVfuKWE9qcldXuj1qpsf9apTzAXT7zXoFOkP41fkzYp0JbcP7XK2f3xIgR/UvD0sFgI3nazK9rsReXT3UlkZCnnji3GMuwLuacfa79+SuGR/3q6Gh7pYraAWFUaMA+s573dasoSv0Hue9o2q9UBvdv3paMgCITlJ3Xnf6qjyvrMurh9qqnewys8hhwpmrZQgzik6wvY+vGRepiuQZrI7KcnvCm4JP73P1ndUiZ+hfvSwbADbauXodVBGz6VvWNXjq/f4zCnArPxbY8tjVCDq+et0SWL35S+QogEL2TCMtCiG9gsCd/Wim/nXX8gFgox39zmS7ltmkrWo+55Pv919ZNQTo/vdsw/5X7i5xrf24dsg8q14XLK9KFzIznzMUBDTy1Xob9+5I6Iz9qxUBoKDJJy1XLJH3x9T4LJMCFRRGDt1F8bxPOFvp5NUycWkGrU8JqPnPdCU6mscogJqprq6jLmJ60HFQGwS0/939HWfuX7UIAC/o/qX1meYR66+fTQrUyWHme8Meoh8fiiz9nXVV9rSr/iO1twQ0U3uFEFtL6x/0KP0tztbtfwIFAf0OltHAHufFJ/QvKwLAhauEWbuMZE8arShLoSVDo2ilBqN745YRktlLJzSd2J56xX/GssCVmhPN/9jdl2NlCZQlXRhp3zq6eNP/1uNYelL/ukIAMNBJSPcwj4bd9L+X/z7SfoWwVYb8rXSwKyQpEOikoEcg5ejkMLJ0ha/PpeF9fVZ95rvDlE+g3/NVuH7aIj8j1MwFUmm/f9ow/x265aSgs523Wx/7Kz2tf50hAFTQgaMdaqse6/33oM/UY2hrVVtQiML97Hd0TJWrdOpWzgzH1ewsowAaCVPTHzVKOQNdFPW8zfHU/nWEANBAB5OuUHolSmB12y2BiEdpMzkaBdC8CV0Q8NSEj6f3rz0CAIAp0LDqbaMAGkXRk0iMLvnL1L8IAADwYMz7iZWpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/8iAAAAYJSpfxEAAAAwytS/CAAAABhl6l8EAAAAjDL1LwIAAABGmfoXAQAAAKNM/YsAAACAUab+RQAAAMAoU/9KFQA++at/+vZnAwDgQX2m7D096GeXvdJbqgAAAMATEQAAAFgQAQAAgAURAAAAWBABAACABREAAABYEAEAAIAFEQAAAFgQAQAAgAURAAAAWBABAACABREAAABYEAEAAIAFEQAAAFgQAQAAgAURAAAAWBABAACABREAAABYEAEAAIAFEQAAAFgQAQAAgAUtEwB+7FO/+PaXBQAAX3vbF8te6W1IAAAAAGMRAAAAWBABAACABREAAABYEAEAAIAFEQAAAFgQAQAAgAURAAAAWBABAACABREAAABYEAEAAIAFEQAAAFgQAQAAgAURAAAAWBABAACABREAAABYEAEAAIAFEQAAAFgQAQAAgAURAAAAWBABAACABREAAABYEAEAAIAFEQAAAFgQAQAAgAURAAAAWBABAACABREAAABY0P8DcULbW8grDwAAAAAASUVORK5CYII=", "sizes": "512x512", "type": "image/png", "purpose": "any" },
    { "src": 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", "sizes": "192x192", "type": "image/png", "purpose": "any" }
  ]
}