{
  "name": "CompoundWater 目標複利器",
  "short_name": "GoalSolver",
  "description": "輸入 4 個已知變數，求解第 5 個——複利目標求解器",
  "start_url": ".",
  "scope": ".",
  "display": "standalone",
  "background_color": "#0a0a0a",
  "theme_color": "#0a0a0a",
  "icons": [
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5YxVgAAqpiV+4+ul9t4mmzMbG+m3leK82U+fkbFcX6SyeuPNZU6Uk8Pt1hZfB8AAG9ya2huV7BVsGUZGF8FACSFjprme/ISl9oAAODcYgUAoKr5aCwevuSmxulBAACqkRFdwYyxAgBwhO/JSwAAQOMYKy1WIJlsA365TTgGNyYcmwnHkDRGdAUDSKYWA6b8m3AMbkw4NhOOAYUOrxTBqkv+sApLZThf8ZDJZMSyrMhe3/SfD+cnmfze8LymcyeWlz3QCwEkW3NzcySva9u2NDY2RvLaleD8JJPf2lar5SgAJJJt25JKpSSdTktDQ0PgrTPbtqWlpUXS6XSgr6ML5weulJK0UqIqTSYjSoSIiDJF1OeB86Un6XRaZTKZwL//TCaj0ul05N8v54fzY1IymcrrYWcsyfJaWNPp6E+AKTFF1OeB8+UvlmWF8oboxLKsyL9/zg/nx4T4KKxpyaKw+o8poj4PnK/4npdMJhP598/54fyYkHTaX2HlchvAEFGPm1mWFfkxFBP1sXF+ijP9/IQpW1gbIj0KANLQEP2voQnH4MaEYzPhGNyYcGwmHIMOPmYFN4h0XseqlGTEw5KGjY1ccpOluC6zIpyvQpyT4jg/xXF+9LEskUzG01PtVEoa6QoGAEAjCisAABpRWAEA0IjCCgCARhRWAAA0orACAKBR9nIbT/O0EzCrWhumuleG81WIc1Ic56c4zo9eXk9nKiUpWqwAAGhEYQUAQCMKKwAAGlFYAQDQiMIKAIBGFFYAADSisAIAoBGFFQAAjSisAABolC2stpcnW5a24wAAwAg+apstQosVAACtKKwAAGhEYQUAQCMKKwAAGlFYAQDQiMIKAIBGFFbAELZtR30IRhyDGxOOzYRjcGPCsZlwDDr4vZQ0W1hbonhx6KeUikVQqKXF069h4o7BjQnHZsIxuDHh2Ew4hogdOQFKSdrL+2M6LUqEiIhCPEX9/6ZrMpkM54Pzw/mJOOm05zZDWsRnV3BDg59nA+iqubk5kte1bVsaGxsjee1KcH6K4/wYRCmxvFTnTCb6TxamBPEU9f8bt6TT6VBaH5lMRqXT6ci/X84P58ekZDL+WqwpERGlxBKRjFTItkX4kNJBMW4YS6lUKupDAGCYTMbzHKLGVEpsZgUDAKCRrxariAgf+DvQYo0nWqwAuvL6dp5KddTUw+8qSomnXfG+1IHCGk8UVgBd+S2sdAUDAKCR78LKIhEAgKTQUdNyC6vtf3cAAFQlO/sXuoIBAOiku8Ua2UEAABBzh9cJrnF6sBIsawgAwBGMsQIA0ElHYzH3OlZLWCTCM65jjSeuYwWQy8dbeWMq1dFAzXtXYZEI7yis8URhBZDL7+IQIppmBTOBCQAQd7pqWdfCauvZLQAAVcPO/QfXsQIAIMG1WD1dckNXMACgiuXVTi0tVq5lBQDEna5axhgrAADiq/fVzv0Hs4IBANAor7BmL271guIKAIgrPzWsa+10arHaDo8BAJBYurqBRTRebtPUpGtPAADERsHVNE6FtTmEAwEAwBg6r24pWCiVxfi9Ya3geGKtYAAiehbfzyposTKByRvbtqM+BFSInxkAv5xqJksaatLS4mnRKkSInxkAEZF0Wu/+3Aqr7WVn1dxiTafTtIBiJq37twlAtbGdHnQrrJ4+ylf70obNzcz7igPbtqWxsTHqwwBgCB+1y7FWOs7cYAKTP+l0WhoaGsSq5ia8gWzblpaWFlqqAPL4mLjUnEpJuuuD2gtrY6MIPaIAgDiwLJGMp2onIg4zgkVcuoL9zAwGACAudC5lmFVsVrDjE0phBSYAQBVwnVRTrLByLQIAINGCaAxqb7FaVnVfdgMAqAq22xdcCyvjrACAJPNzgUCxGllq5SXXJxbDOCsAIMHsYl9kSUMAQFXSvTBEVqnC6mkpIcZYAQCmC6pWFS2s3OkGAJBEPsdXiz67nK5g28sLM84KAKhGJVf2VUoyImJ52jnrBgMADKR7feBc5bRYPd+yhe5gAIBpgq5NJQsr46wAgCTxuT5wutQ25V5uY3s5gGq/PysAwDw+apNdzkblFlZP6wbTYgUAmMZHbSqrFgbaYhWhuAIAzOHnMhvR2WL1M87KZTcAgCQotxaWfUEMl90AAOIuyMtssipZK5jLbgAAseWzG7hsZRdWuoMBANWq3NaqSAVdwSJ0BwMA4stHN7CdSkljuRtXets4T5fdiNAdDACIjs9u4IpqX6WF1a5w+8PoDgYAxJRdycYVd9DSHQwAiJuwuoFFKm+xijA7GAAQI2F2A4t4K6ye0R0MAIiTSmYDH36OlxeiOxgAEBdhdgOLeG+x0h0MADBe2N3AIiF3BYvQHQwAiAcv3cAiHruCRfx1Bzc2iti211eOn6OOOkqGDBkin/zkJ6Vnz57y4YcfysaNG2XDhg2+9nn88cfLwIEDpb6+Xnbt2iWrV6+WDRs2iPLR71GNOJdAcoXdDSwiUuv5JTu6gy0fz0+0AQMGyLe+9S2ZPHmynH322VJTU9g58Kc//UkWL14s9957r6xcubLkPgcNGiTXXHONXHjhhfKXf/mX0q1bt4Jtdu/eLWvWrJE1a9bIkiVL5OGHH5a2trai++3Ro4fMnj1bLrroIunRo8fhx9vb22XLli2yYMEC+fGPfywHDhwo4zs/Yvr06XL11VfLkCFD8r7/trY2Wb58uVx77bWyd+/evOccc8wxcvfdd8t5553neM6yz9++fbu8/fbb8uqrr8r8+fNl/fr1FR1bUOfy0ksvlTlz5sigQYOkrq5O9u7dKytWrJDPf/7zsn379pLH9d///d8yfvx46du3ryilZNu2bfLDH/5Q7rnnnrzt+vTpI3fccYdccMEFUlt75Nd4+/btMn/+fLn99tulvb3d9XVGjhwp8+fPl6FDhx4+zkWLFsk111yTt93gwYNl7ty5cvLJJ7vu69ChQ7J7925ZvXq1tLa2yhtvvCGvv/66vPvuu0W/18bGRvnlL38p9fX10r17dzl06JDs3LlTpk+fLosXLy763Pvvv1+mTZsmffv2lZqaGjlw4IC899578uUvf1nefPPNos+944475KqrrpI+ffpITU2N7Nu3T2666Sb593//d8ftL7vsMrnttttkwIABh8/1wYMHZdeuXTJ37ly58cYbC57z5JNPyqmnnlr0OMr1q1/96vBrlPPzcPPUU0/Jtddem/dYOftrb2+XAwcOyPbt2+XVV1+V3/3ud5LJZGTnzp0VH0PYougG9kUpsZQS5SWZjCiRZKZbt27qhhtuUDt37lSVuO+++1RNTY3jPuvq6lQ6nVYfffRRRftUSqn169eriy++uOgxX3zxxSX38x//8R8VnYepU6eW3OdVV11V8LxvfvObFX+P7e3taunSpWrYsGEljyvoc3n33Xc7Pvfkk08u67w5WbBgQcF2M2fOLHqsP/rRj4q+ziWXXFLwnPfff79gu+uuu67i85T12GOPqaFDh7oew9/93d85Pu/BBx8seuwDBw5U7e3tjs+9/fbbiz63trZW7d69u+B5jzzyiOtz3nnnHdfv8dChQ2rw4MF52/fo0cPbCXOxYsUKLT+PDRs2aPv57tmzR1133XWu71mmxGuNUkqU+OB5jLVzUX7by3MtK5mTmHr37i0LFy6UW265RY4++uiKnnvttdfK5MmTCx4/5phjZPHixdLU1CR9+/at+JiGDh0qixYtkn/5l39x3WbChAkl9zNjxgw54YQTyn7dm266qeQ2n/rUpwoe+/SnP132a2SlUimZNGmSvPzyy/L5z3/edbswzmVYSv0svvOd78hnPvMZ368zePBgz8+95JJLZNWqVXLjjTfm9YRkvfXWW47PK/X/ceLEiZJyubzAKvHGMmbMGOndu3fB46tWrXLcfty4cTJs2DDX/dXU1Mi0adPyHuvVq1fRY6jURx99dPjvfn4eTsfldX+9evWSO++8U5YuXZrXY2KSMG5o7sbv5CXPs4OTNokplUrJwoUL5aKLLvK8j+HDhxc89tvf/lbOP/98P4cmqVRKbrvtNvmbv/kb16+XUlNTI1dccUVZrzdu3Dg55ZRTKjlELfr16yePPfaY65tFGOfSFLW1tXLrrbdGfRjSu3dv+cEPfiCvvPJKQUH7/e9/79i1fuKJJ8onP/lJ132ed955rl87/fTTi36odSvazz77rOPjX/va11z35bZN1+ENvyr9kO7m448/1rKfXI2NjfLd735X+34N4Ksb2NdHjVRKbK8Dw0lrsV5//fXyuc99rug2H374oaxYsUL69+8vJ510kvTs2TPv6927d8/799SpU2XixImu+zt06JC0trbKihUrZMiQITJ27Fg55phjXLefO3euLFu2TD744IMyvqNCl112maTL+BhYbgGuxEsvvSQbN26Uvn37yvDhw11bbH379pXbbrtNZsyYkfe4aecyDBdffLGcc8458vzzz2vf98qVK2XLli3So0cP6d+/vxx33HHSp08f1+1Hjx4tN998c96b8O7du+X3v/+9nHvuuQXbjx8/XhYtWuS4L6fts7p16yYTJ06U//mf/3H8ulNhzR6H076mTp3q+lpZZ599tpx44ony9ttvi4jI/v375ZlnnpExY8Y4bl9fX+/4+LZt2xwf/9///d+Sx5D9eRTz9NNPl9xP1rPPPisbNmyQuro6GTBggJx11lmuLfGmpia5//77jRtz9dN48zobWBulJOO1D9uyou+D15FBgwapffv2uY5HPP3002rUqFF5z+nVq5f61re+pd59993D233729/OG6dxG9tpb29X1113nerbt2/ePlOplJo0aZLatm2b67E0NTUVHP/tt99edDwl1/jx44uei169eqkdO3aUta/m5uayj2XMmDF525177rlq8+bNjtu2tbWp7t27R3IuwxpjLfdnZtu24+uUO8bq9jpdv5/u3burhoYGZdu267EcPHhQjR07Nu95TU1Njtvecccdjsd91FFHqYMHDxb9nufMmeN6fv/85z8XbL948WLHbSdNmlT0dXL927/9W9nvF/v37y94/vPPP1/Wc8v9eZSbcn/fhg0bppYuXer6/U+YMMHz+2cQSad9ja+mxScd17FWfXfwzJkzHceQREQefvhhufDCCwvGcPbu3Ss//elP5eSTT5Y5c+ZIa2trXnfU3//93zuO7Rw8eFAuv/xyueuuuwq6dpRS8vTTT8u5554r77//vuPxXHPNNY4zYLtqa2uT/fv3Fzx+2WWXFX3elClTClp6u3btKjpD1Ytly5a5drvX1tbKiSeeePjfUZ/LKDU0NBQdd9alra1NWlpaZNKkSXLzzTc7/ry7desmDzzwQN6Y3DPPPOO4v/Hjx7s+Xuqcu42znnDCCTJkyJCCx91ack7dwG7dqeV0GcfZunXr5IILLpB169Y5ft3LLOUg+awttt/X911Yq30SUyqVKrhEIWv16tUyY8aMopdo7N69W773ve/JaaedJitWrDi8z3/913913P6OO+6QX/7yl0WPaeXKlXLDDTc4fm3w4MFy2mmnFX2+iMiOHTvkqaeeKnh82rRpUldX5/q8r3/96wWPLViwQPu4k0jHGN17773n+LXseLUJ5zJqt956a1nj6DocOnRImpqaXM/5mDFj8ibpvfDCC7J79+6C7caOHev4YbVYN3DWGWec4Tg5zW18denSpQWP1dXVyVe+8pWCx+fMmSN/+MMfCh4fPXp0LP4v+PXGG284Pj5o0KCQj8Sd30lLnTXNF10rL1Vtq3X06NGuEy3uvPNOTwsMHHfccdKvX7+Cx5VSMnfu3LL2sWDBAtm1a5fj184+++yy9vHoo48WPFZfXy9f+MIXHLcfOnSoTJo0qeDxRx55pKzX88Lt2tBsITflXIZh+fLlcujQoYLHP/vZz4beorrnnntk8+bNjl/LnUB24MAB+b//+7+Cberq6uTMM88seLzYxKWs2tpax/F0p1bw1q1b5fXXXy94/MILL3T8f/P444/L448/7vi6f/u3f1vy2OLObRzXrVcnhrRcu6qlsPqp8HFvta6TZjEAABirSURBVLp9gt66das8/PDDnvZ50kknOT7+zDPPyDvvvFPWPvbu3ev6BnD66aeXtY/f/OY3smfPnoLHL7/8csftp0+fXrCow4YNG8QOcJkttw8u2UlFppzLMKxfv14ee+wxx6/Nnj27YHJckPbs2SO3336749e6/s64dcV2bWH26NGj7A8yDQ0NJfcn0vH/wOn/kNMHkdbWVlm9erU88cQTjq85bdq00HoGojBo0CDX4ZfsxC0TmDBpSedawbbXJ8a51Tp69GjHx1977TXZt2+fp326XcvpNHOxGLcVaNxmJXa1e/du+c1vflPw+Be/+EXHT/NdZ+KKiMybN0/7+GrWmDFjHFe32b9/v6xZs0ZEzDmXYaitrZUf/OAHjoVi+PDhcvXVV4d6PG7jp13HOcstrGeddVZB9/Drr79++Gedq+s469FHH+34f8Xptfv06SNf+tKXCh7Pfrh655135OWXXy74+gknnCDnnHNO4TcSgp///OeyYMECxzzxxBO+u6kty5IlS5Y4dvmuX79eXnjhBV/718VnN7DnnteudF7Z63mJwzi3WPv37+/4eKVL7OVya2Vt2rSpov24dcV94hOfKHsfjz76aMEF8HV1dTJ16lT52c9+dvixiRMnOhaxUmOYXh133HEyd+5cx2UPV61aJQcPHhQRs85l0Lp16yZvvvmmPProo44trptuukkefPBBxzHNILgtadj1d+a1116Tbdu2FXxI6dp169QN/Oyzz0qPHj1kxIgReY+PHTtW+vTpc/h7HTdunOP/Fafx1S996UuOlw7l9lo8/vjjMnbs2IJtvva1r8ny5csLHg+a22SvrLfeest1fNTJE088IVu2bJE+ffrI8OHDi15KNXv27IqXOw2KKY00bS1WP5OYRHx/0oiMW4vFbVJNOXQVg9wVW3JVMpFo8eLFjtende0Odrp29c0335RXX3217NcqZsqUKXLJJZfIrFmz5Kc//am0trY6jsGJ5Bdzk85lWG666SbHCXPHHnuszJo1K7TjcLsuc/fu3Xkzg9vb2x2HCwYMGJBXMJ2GXZYtWyaZTKbg8e7du+e1eJ26gdetW+c4HOD0oWTFihV5M/vdhgamTp1q5EzxSheZOPHEE2XcuHFy6qmnliyqDzzwgN/D08JvDdF57aru28ZV3SQmt4umSy3WXozbL0GlE6HclhrrujBFMfv375df//rXBY9PmDDh8Mzb3r17O15Ir7O12tTUJI899pj8+Mc/lmuuucaxK1qkowVz5513Hv63SecyLG+//bbrxKx/+qd/0raSTympVMpxGMBp4Y1S3cHdunVzbJUtW7bMdQw/d5zV6blOr9mvXz+58MILCx7vOnbt1h08aNAgxwl8UfM6LOWmtbVVLrnkEvn+97+vdb9++Kwh2rqBRTQXVr/TlOPYJew2G+64447zvE+31tHAgQMr2o/bJ81KJxo4zQ4WOXJN61e/+lU56qij8r6mlJJf/epXFb2OX9k7o+S+mZt2LsMye/Zsx4ln/fr1k3/4h39wnD2s2+DBgx27X3ft2nW4qz6r1PWsn/3sZws+EPzxj3+UTZs2yaZNmxzX+s0W1m7dusm4ceMKvu5UWL/yla84Xk7m1EJ1a7VGcU3r5s2bZfXq1Y5ZtWqV/O53v9P6ejt37tS+Tz9Maq2KBHOj86pqtf7xj390fPwv/uIvPO/TbWmwSovBscce6/h4pcVg6dKlsnXr1oLHs4XV6drV5cuXl7xtmC7t7e3y4IMPyqmnnip/+tOf8r5myrl0uwVeUDZt2iR3332349e+853vFO3e08Vt2UmnLuJVq1Y53p8422J16wbOcuoOPuuss6R3795y2mmnFVzXml0ApCu3ojhixAi56KKL8uI2rvjlL3/ZdcGYoJx//vkyatQox3zmM59xHEsuZvny5bJkyRLXJTsnTpwoCxcuNGYWtEmtVZEACqufyh/HS2/cCmvuyj+VchubchsvdHPGGWc4Pu52zG4OHjwoCxYsKHj805/+tFx66aWOK90Eee2qSMcCFi+//LI88sgjcsYZZ8gVV1zhOK5tyrl0WvGnK7fuba+tyx/96EeO33+/fv1CmSHsNLlHxH1Sk1OrddSoUVJfX+84cSm3sDp1B9fV1ck555zjOL7a2tpacE3mscceK42Nzve1/q//+q+C3HXXXY7bHnPMMY53qoqTmTNnyuc+9zkZOnSozJkzx3Gb888/X6688sqQj6yQaa1VkWBarCJVdOmN2xvryJEjHa+lK0dra6vj41OmTCn7llT19fUyZcoUx6956b506w6eN29ewafWtrY2124yr7797W/LxIkTZezYsVJfXy/9+vWTM888Uy6//HLHC/yzwj6XbpPWyinkI0eOLOs1yrVz507XO9yUs4KRHz179pR//ud/dvxaS4vzNfhOLchUKiXjx493XPAhdwlQt3FWy7IcC6tTC27q1KnaehaSssRhW1ubfO9733O9IcKNN95o7G3jyqS9tSoSXGH1fLBxa7UWa7GUc09SJy+99JLj40cffbTjMmtOLr/8csfuqAMHDnh6o87e7aIcTz31lHz44YcVv0Yxzz//vDz33HPyyiuvuK625CTsc+l2vWuxO+tkuV0y4bbPctx7772RrIozc+ZMOf744x2/5lYE3cZZv/71rxdcP7lx48a8c79582bH89TQ0FD2xCWdxXDy5MkF8w7i7Prrry8YFxcRGTZsmHz1q1+N4Ig6pNNmLAjRVSCF1e+lN3FqtW7dutX1+rBJkybJVVddVXIfEydOlHvvvffwPUzfeust18tBvv/978vQoUOL7m/ChAnS3Oz82eb+++/3dIlIe3u766o+XQV17aoXYZ9LtyI4bdq0oqsG9evXz3V9XT+Fdd++fa7HH5QZM2a43l5w7dq1eV24udavX+/4QdXpA5DTPpzGWc8991z51Kc+lfdY9oYBuYYNG+Y4wcmrXr16ufZyxNG6detcf//DvIRLs8B+MYKcUVE1rdbrr7/e9WsPPPCAzJ07t+AmzyId68zOnz9fli1bJjNnzpSLL75YRDqKmNu1YSNGjJDly5e73k1i8uTJsmTJEsdLGnbs2CGzZ88u51ty5NYdnOujjz6SJ5980vNr6Bb2uVy/fr3jAgypVErmzZvn2AV7wgknyK9//WvHxUba2trkrbfecjy+cv3iF7+Q1atX+9pHKXV1dXLKKafIokWL5D//8z8dF8EXEfnhD39YdMy43HuGOhXWcpfOdFr4/9JLL3Xc9oYbbpDzzjuvaObPn+/43KStHXzfffc5Pj5+/HjXOQhB8ttaDVJgneOdN0G3xeNqTE1NIgEuMavV0qVL5be//a188YtfdPz6N77xDZkxY4a8+eabsmrVKjnqqKNkxIgRBeNuubdp+9nPfibXXXedY0E+/vjj5fXXX5dVq1bJK6+8Iu+//76MHj1axo0b53pDABGRW265xVcX7QsvvCDr1q1zvAVb1sKFC41bNCHMc5ld3P8f//EfC742fPhwaWlpkcWLF8sbb7wh+/fvl1GjRsnkyZNdC9Gtt97qeNlMJQ4dOiQ33nij6xq3Xtx3332yadMm6dOnj4wcOVKGDRtWcmEE27ZL9mY8/fTTrneLyuVUWFtaWkQpVXKmqtP4qlM38P79++UnP/mJ6yVbWbW1tQWrk4mIXHDBBTJgwADHGfW63XXXXUWHatrb2+XFF1/MWy2tUs8995ysXLnS8YPorFmzHBeJMZgd+c3MvVJKLB83m43VjdBHjhyp2traXG8EXI6bb745b59XX321r/3lWrdunerRo0fZNzvevHmz47a33npr0df5q7/6K8fnffzxxwXb+rnReaUJ61yKiOrdu7dau3at79dZuXKlqqurK/tntnDhwqLn4MUXXyz6epXc6LxSa9euVfX19SV/TgMHDlTt7e1F97V9+3ZVU1Pj+Pw33nij5LFMnDgx7zknn3yy43ZPPvlkWf+3unXrpj744APHfVx77bUF2wdxo/Ny7N271/fv26xZsxy337dvnxo4cGBg769d4/NG5krHzcyLCfTiumoaa129erVMnz5dduzY4XkfGzduzPv33Llz5Z577vF7aPL222/LX//1XzveuLxSxbqDN27c6DoBJWphnss9e/bIlVde6emWgVltbW1y1VVXaV2D1W2WbtAWL14sEyZMcL30KdeWLVtKrmn73HPPud7YoVR38Mcff1ywYLzTqmEi4niJmZNDhw65buvUko3Knj17fM96fuihhxx7pHr06OF4E46g+K0NQbdWw7hqvWrGWufNmyennHKK4w3CS1myZIk89NBDBY/PmjVLZs6cKR9//LGnY3riiSdk/PjxsnbtWk/P7yrbberk0UcfDWVFH6/CPJfLli2TSZMmyWuvvVbx6yxZskROO+20iu/AU4pt20U/GDktplHJDOyuXnvtNbniiivkC1/4gutNDJyUWszA7XIdEfeZxVmZTKZguVGny+La2toqmivgNrFn/PjxWheL8PPz0HEnph07drh+r2Et5ahhXflwZ/MFRSnJeG2yZzLhdC3ozpVXXqlefPFFdejQIdeumV27dqlFixapSZMmldxffX29SqfTavny5Wrr1q1Fu3w++OAD9fDDD6szzzyzrGP95je/qQ4ePJi3j2effdZ1+xkzZqi9e/fmbf/hhx+qUaNGuT6nazdkW1ubmj59esF23/jGN9SBAwfytt28ebMaMmSItp9NkOeya2pqatSVV16p1qxZU/T/wu7du9VLL72kpkyZUvbPLHd/7e3t6pZbbin5vN69e6uHHnpI7du3L+/1d+zYoaZNm1aw/fDhw9XKlStdj7u9vV3t2rVLvffee6q1tVXNnz9fffe731VnnXWW55/PiBEj1Lvvvuv4eqtWrVLHH3+863N79uypli9f7vjc999/X40fP77gOfPmzSvY9he/+EXFP+fW1taC/WzdurVg2OAPf/hDwTl84IEHynqdUj+PYl588UUtv2+nn3662rVrV8H+H3nkEW2/o8XiswtYSQhCWY9KKbFEJOP1+Y2N8ZnI1FV9fb2ceuqpMmDAAOnfv78cOHBANm/eLBs2bJAVK1Y4XhtWjv79+8uIESNkxIgRUl9fL9u3b5ctW7bIe++9J62trRV3Q/bs2VPq6+ulpqZGPvroI9elALO6d+8uAwYMkNraWjlw4IBs2bKl5H1XP/GJT0jfvn3l4MGDsn37dtfu1Lq6Ounfv7/U1tbKnj17ZNu2bb66VUvRfS7d1NXVybBhw+Skk06SYcOGSVtbm6xdu1bWrFkjf/7znyt+nd69ex9erWnHjh0V3Q6upqYmryVl2oQzkY7/L7169ZLa2lo5ePCg7Nmzp+T/y6w+ffpI3759pa6uTg4dOiR79uwpOkzTv39/6dWrl7S3t8vHH38su3bt8nTM/fv3l549e0pNTY3s379ftm/f7nhDjuzvQnt7u+zYscP3BDU/vPy+de/eXfr37y/du3cv6/zqomEmcHMYk5ZCW+hRKcmIxxnCtt1RXAEA1cvvZ9xUKpyaF+bK4L7GWuN6v1YAgH9xGlsN9dYEflqtIvHuEgYAeBeX1qpIuC1WEZ+fGOJ0+Q0AQI84tVYj4WeGcNwWjSCEEOIvpi8G4STsFqsIrVYAAPSi1UoIIaRU4thaFYmmxSpCqxUAUEJc3+sjKax+1xDm8hsASDYdE5aiuoNNqJfb5PK7GpMIl98AQFLF6fKarqLqCs62WukSBgDk4fIan/xOZEqnox9gJ4QQoicaJiwpiVhkTeUsHV3Cqci/CwCADhrueRHZ2GpWZF3BWX4nMomIZHyVZQCACeI8YSlX5IW1k6/+8LjdEB0AkE/DLeFEfDbSdDGmE9XvAv0idAkDQFwloQs4y5QWq6RS4vuOq1zbCgDxo+O925SiahylxPI7G4zlDgkhJD7RMQs4qqUL3RjXeeq3S9i2OxaOAACYL0ldwFnGdAXn8D2RiS5hADAfXcAhUkrSdAkTQkhyk8Qu4CzjuoKzdMwSZi1hADCThi5gW8ek1yCY2BWc5XutR9YSBgDzaBquq+71gL3S0SXMWsKEEGJOktwFnGVsV3AWXcIAkAyWpWcJ2ihvCVcOk7uCs+gSBoAE0LSuu/FdwMYXVh33beUSHACIlq5xVS6v0Uj5vG8r462EEBJNNI2rZiQmjO6nzqU03LdVhPFWAAiTrnFVEWns7ME0nvFdwVk6uoRFGG8FgDDpGleNS1EViVFhFTm8dJXtZx8aPz0BAIpgXDVGNPTVM95KCCEBRtO4qhKEQ2m4vZxSrCdMCCFBRFdRNX0hiMRRGlZlorgSQojeWBZFNTazgp0oDasycf9WANAnk+mYy+KTsQvslyNWk5cc+J4lzGQmANAjndZSVEVisLpSounqEmYyEyGEeA/jqglDcSWEkOhCUU0opWHJQ4orIYRUFopqoVhPXupKKVE69sOyhwBQms45KqbfCq4ScZ+81JWWWWSaZrUBQGJpnvgZ2xnAThJVWHWtJyzCmsIAUIzG98hYrQNctXRNZspkoh+/IIQQ05LJMK5alZjMRAgh+qNxslJGED+afvgUV0IIEa1FVQniSWlarJ/iSgip9ugsqkr5W4oWEaO4EkKIv2guqmlB/ClNk5koroSQagtFFa4oroQQUlkoqiiJ4koIIeWFooqyKU2X4VBcCSFJjeaimhEkH8WVEEKcQ1GFJ0rjTGGKKyEkKdFcVJXisprqQnElhJAjoahCC4orIYRQVKEZxZUQUs2hqCIQFFdCSDWGoopAKY3XuFJcCSGmJ4CimhagK93Flfu5EkJMjMb7qVJUUVoQxdWyov9FIoQQy6KoIiK6i6tSFFdCSLSxLO0FlaKKygRRXBl3JYREkQDGUymq8IbiSgiJeyiqMA7FlRAS11BUYSyl+TpXiishJOgEMElJKa5ThU5BFFdmDBNCdCegmb8UVQQjiOJK65UQoisBzfylqCJYFFdCiIkJaDyVoopwdBbXDMWVEGJCAur6zVBUEbogiqtSjLsSQspLgOOpGQGiogK4HIfWKyGkVALs+k0LEDWKKyEkzFBUURWCKq6KrmFCSGcC7PqlqMJMQRZXWq+EVHcCbKUqxSQlmEwFdDkOxZWQ6kzArVSKKuJDBTRjmAJLSPUkwAUflGLmL+JI0TVMCPGYgLt+0wLEVZDFlQJLSPISQtdvWoC4UwGOu1JcCUlOAm6lKsV4KpKG1ishxCkBj6UqxXgqkoziSgjJTcDdvkrR9YtqEHRxpcASYn5C6PalqKK6qIDukENxJcTshDA5SSnuTINqRuuVkOoJrVQgJGEUVwosIdElpFaqopUKdBFW65UCS0g4CbGgZgSAM1qvhMQ/IRZUpej6BUpTIUxsosASEkxCGkdViglKQOXCar1SYAnxH1qpQEyEWVwpsIRUnpALKq1UQBcKLCFmJeSCSisVCIIKcew1W1wpsITkJ4KCSisVCFoUrVcKLKn2RFBQaaUCYaPAEhJ8IiqotFKBqIRdXHOLrBjwpkdIUImooCoKKmAICiwhehLidagFrVQBYBbVMbmJAktIhYmwdaoU3b6A+aIqrtkCS5ElcQkFFUBFoiywtGKJyYm4oCrFbF8g3kwosBRZEnUMKKa0UoEk6SyukRbYbJEVA95kSXXEsiioAAJmUoGlyJKgYkgxpaAC1cSE4kqRJTpjUDGloALVzKQCS5EllcawYkpBBXCEaQWWIkvcYmAxpaACcGdigaXIEkOLKQUVjlJRHwDMpDqus2sQMe9Nw7ZFWlo6/rTtiA8GgbCsjjQ0dPxpIFtEmlMpsSM+DgBxowyZRUxrNvkxuFVKCxUVocWKsnW2YpuiPo5isq1ZEZF0OsojQTHZVmhTU/6/DWYLLVSUicKKisWhwOZqbu74k67j6MSwkGY1p1IsP4jKUFjhWdwKbBat2mBli6bhY6TF2ELrFD5QWOGbOrKgeOyKbFZusaVlW74Yt0Sd2EJBhQYUVmhl8mxiL7oW3Nw/q0Vuscy2Qrs+HmO2UEyhGYUVgeicOWlJjFuxpeQW3ey/c/+Mi4QXTje2UFAREAorApe0VmwlcotsbhHu+rVizyumVPHLfj1bLMt9XkLZQjFFCCisCFU1F1lEwhaRZhERCirCQmFFZCiyCIgtFFNEiMIKI1Bk4ZMtFFMYgsIKo+RMeqLIohRbRFpExKaYwiQUVhgtCdfIQitbmIAEw1FYERu0ZquSLbRKETMUVsQWrdlEsjv/pFWK2KKwIjFyCi0t2viwO/+kkCIxKKxIrJyuYxFataawha5dJByFFVWjS6GlVRs8WzqLqAiXwaB6UFhR9Si4vtmdf3IdKSAUVsBRZ7EVyS+4uf+uNnbnny25/6aIAoUorIAHXVq5IvEvvHbO3+m+BXygsAIBcmj5ZnW530yBrtu7sUt8PfeeOnnbUjQBAABgvP8HSMs75/SeyDYAAAAASUVORK5CYII=",
      "sizes": "470x470",
      "type": "image/png",
      "purpose": "any maskable"
    }
  ]
}
