{
  "timestamp": "2024-07-30T03:15:23.398Z",
  "image": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAAXNSR0IArs4c6QAAIABJREFUeF7t3YmS3NSWNtCjLLvK5RHb2BgbbMDMwx26O3p4gvt6/Tr9BP13R9+Ry4wBAx7BNh5rcqX+OEqKodtQqSydTGXupYiKIsLKo7PXFqGvlBqqf//DH+pkIUCAAAECBEIJVAJAqH4rlgABAgQINAICgB2BAAECBAgEFBAAAjZdyQQIECBAQACwDxAgQIAAgYACAkDApiuZAAECBAgIAPYBAgQIECAQUEAACNh0JRMgQIAAAQHAPkCAAAECBAIKCAABm65kAgQIECAgANgHCBAgQIBAQAEBIGDTlUyAAAECBAQA+wABAgQIEAgoIAAEbLqSCRAgQICAAGAfIECAAAECAQUEgIBNVzIBAgQIEBAA7AMECBAgQCCggAAQsOlKJkCAAAECAoB9gAABAgQIBBQQAAI2XckECBAgQEAAsA8QIECAAIGAAgJAwKYrmQABAgQICAD2AQIECBAgEFBAAAjYdCUTIECAAAEBwD5AgAABAgQCCggAAZuuZAIECBAgIADYBwgQIECAQEABASBg05VMgAABAgQEAPsAAQIECBAIKCAABGy6kgkQIECAgABgHyBAgAABAgEFBICATVcyAQIECBAQAOwDBAgQIEAgoIAAELDpSiZAgAABAgKAfYAAAQIECAQUEAACNl3JBAgQIEBAALAPECBAgACBgAICQMCmK5kAAQIECAgA9gECBAgQIBBQQAAI2HQlEyBAgAABAcA+QIAAAQIEAgoIAAGbrmQCBAgQICAA2AcIECBAgEBAAQEgYNOVTIAAAQIEBAD7AAECBAgQCCggAARsupIJECBAgIAAYB8gQIAAAQIBBQSAgE1XMgECBAgQEADsAwQIECBAIKCAABCw6UomQIAAAQICgH2AAAECBAgEFBAAAjZdyQQIECBAQACwDxAgQIAAgYACAkDApiuZAAECBAgIAPYBAgQIECAQUEAACNh0JRMgQIAAAQHAPkCAAAECBAIKCAABm65kAgQIECAgANgHCBAgQIBAQAEBIGDTlUyAAAECBAQA+wABAgQIEAgoIAAEbLqSCRAgQICAAGAfIECAAAECAQUEgIBNVzIBAgQIEBAA7AMECBAgQCCggAAQsOlKJkCAAAECAoB9gAABAgQIBBQQAAI2XckECBAgQEAAsA8QIECAAIGAAgJAwKYrmQABAgQICAD2AQIECBAgEFBAAAjYdCUTIECAAAEBwD5AgAABAgQCCggAAZuuZAIECBAgIADYBwgQIECAQEABASBg05VMgAABAgQEAPsAAQIECBAIKCAABGy6kgkQIECAgABgHyBAgAABAgEFBICATVcyAQIECBAQAOwDBAgQIEAgoIAAELDpSiZAgAABAgKAfYAAAQIECAQUEAACNl3JBAgQIEBAALAPECBAgACBgAICQMCmK5kAAQIECAgA9gECBAgQIBBQQAAI2HQlEyBAgAABAcA+QIAAAQIEAgoIAAGbrmQCBAgQICAA2AcIECBAgEBAAQEgYNOVTIAAAQIEBAD7AAECBAgQCCggAARsupIJECBAgIAAYB8gQIAAAQIBBQSAgE1vXXJVpbR/f6qWl5vfOz/Vvn0p7fwsLaW0tJSq/Hsw+PEnf3bnJ2+4rn/8GQ5T+v6n3t5Oaefn8eOUHj9Odf69tfXDT725OfrvPIaFAAECBPYkIADsiW+BPpwP0gcOpOrAgZRWVlK1stL8bv47H/jzTx+Wzc3UBIGNjean3vm9vp5S/hEO+tAlcyBAYA4EBIA5aFLnU8x/za+uprS6+vPf+YA/z0sOBGtrKa2t/fx3PmtgIUCAAIGfCQgAAXaI6tChlA4eTD/8PnhwdBo/wrK1lepHj1J69CjVDx/++DtC7WokQIDArwgIAAu4ezQH+sOHRwf8nd8LWOekJTVB4MGDUSDY+T3pYD5HgACBORUQAOa0cT+b9vJyqo4cSdXhwynt/M7f6Vt2F6jrVD94kNL9+83v+v79lPI1BhYCBAgsuIAAMKcNrvJp/HywP3q0Ofg3F+xZ9i6QryPIYeDevVEoyF8fWAgQILCAAgLAHDW1OejnA/6xY82Bv7kFz1JOIN+KeO9equ/eTSn/FgbKWRuZAIGpCwgAUydvucF8a14+4O8c9KNcvNeSqfjq+WLC78NAEwjyLYcWAgQIzLGAANDH5g0GqXrqqdHPsWPN/fmWHgmsrzdnBervvmt+mocZWQgQIDBnAgJAjxrWnOI/fnx04M+n+C29F2jOCuQQcOeOrwh63y0TJEDgpwICQA/2hyof9L//6c0T93rgMldTyE8ozCHg+5+5mrvJEiAQUkAAmFXb9+1L1YkTo5/jx2c1C9stINCEgNu3m5/8TgMLAQIE+iggAEy7K/nZ+idPjg78+fY9y8IKNLcT5iBw69bo3QUWAgQI9EhAAJhWM/Jz93cO/PkJfZYwAvmJgz8EgfyuAgsBAgR6ICAAlG7CzoE/H/zzRX6WsAL5OQL5bEBzRkAQCLsfKJxAXwQEgFKdyPfv54P+00878JcyntNxmyDw7bejIOB5AnPaRdMmMP8CAkDXPcyv2s0H/fyTn81vIfALAs27B3IQ+PbblLyy2H5CgMCUBQSArsCranTQP3Vq9PAeC4ExBZqHCn3zzSgI1PWYn7IaAQIE9iYgAOzNr/l08+CefOB/+ukORjNEVIHmbEAOAvnBQhYCBAgUFhAA9gCcL+prDvynTqXkGf17kPTRHwTyOwdyCMg/Xj5kxyBAoKCAADAJbn5W/+nTo4O/7/knEfSZXQSa6wNyCLh507sG7C0ECBQREABasjZv5csHf6f7W8pZfRKB5muBmzdHryS2ECBAoEMBAWBczHx1/+nTafDMMymtrIz7KesR2LvAxkYa3rgxOhvgboG9exqBAIFGQAAYY0doXtST/+o/cWKMta1CoIxA8zTBfDbgzp0yGzAqAQKhBASAX2t3fmHPM8+kwZkzyVv6Qv1/0d9iNzfT8Pr1VN+44UVD/e2SmRGYCwEB4BfaVB09mqozZ5qn+VkI9E2geaRwDgL37vVtauZDgMCcCAgAT2hUPvA3f/Wvrs5JG00zpMDa2uhswPXrIctXNAECexMQAH7qt7raHPhzALAQmBeBHAByEPCCoXnpmHkS6IeAAPB9H5oL/fLB/6mn+tEZsyDQQiA/PbD5SsAFgi3UrEogtoAAkG+FyKf8n302pQMHYu8Nqp9vgfX1NLx2zVcC891FsycwNYHYAWB5uTnwV/ngX1VTQ7chAsUE6jrV1641QSBtbhbbjIEJEJh/gbABID/CNx/4PdFv/ndiFfxfgeYJgvlswIMHeAgQIPBEgZABID/Qpzn4Hz1qtyCwsAL5FsEmBNy+vbA1KowAgckFwgWA5sE+Z8/6vn/yfcYn50kgXxdw9erowUEWAgQI/EQgVACozp1Lg3PnUlpashMQiCOwvZ2GV66k+sqVODWrlACBXQViBIB9+5oDf5X/8rcQCCpQX73aBIH0+HFQAWUTIPBTgcUPACsro4N/foufhUBwgfxVQBMCNjaCSyifAIGFDgDVwYMpn/Z3pb8dncCPAs0dAvkrgUePsBAgEFhgYQNAdehQqp57zit8A+/cSv9lgebVwl9/neqHDzERIBBUYCEDQHXkyOjg77G+QXdrZY8j0Dw+OIeA+/fHWd06BAgsmMDCBYDmNb754H/s2IK1SjkEuheo794dhQCvFe4e14gEei6wUAHAwb/ne5vp9VJACOhlW0yKQHGBhQkADv7F9xUbWGABIWCBm6s0Ar8gsBABoPnO//nnnfa3mxPYg0ATAr76yjUBezD0UQLzJDD3AaC52v/8eRf8zdNeZ669FWguDPzyS3cH9LZDJkagO4G5DgDNff75L/8TJ7oTMRKB4ALNLYL5TIDnBATfE5S/6ALzGwDyE/7yX/5PP73oPVIfgakL5IcFDb/80hMDpy5vgwSmJzCfASA/2z8f/D3ed3p7ii2FE2geG5xDgHcHhOu9gmMIzGUAGFy44MU+MfZPVc5YoHmB0OXLM56FzRMgUEJg7gJA80rf8+dLWBiTAIEnCOSzAF4lbNcgsHgCcxUA8in//Nd/WlpavE6oiEBfBba3m7MA+SsBCwECiyMwNwEgX+nfHPwPHFgcfZUQmBeB9fVRCLh9e15mbJ4ECOwiMBcBoDp8OFX5e/+jRzWUAIEZCeT3BdQ5BDx4MKMZ2CwBAl0K9D8ALC83f/m73a/LthuLwGQCze2B+aLAzc3JBvApAgR6I9D7AOCK/97sKyZCoBFwZ4AdgcBiCPQ6AFRnzqTBCy+kVFWLoa0KAosgUNdp+MUXqb5+fRGqUQOBsAK9DQDV8eOjg7+L/sLunArvsUC+KDCHgDt3ejxJUyNA4NcE+hkAVlebg3/11FO6R4BATwXyi4NyCEhraz2doWkRIDB3AWDw4ospn/63ECDQb4H8NcDw88/7PUmzI0DgiQK9OwPQfO//4ovaRYDAnAjkAOB6gDlplmkS+IlArwJAvs9/8NJLKa2uahIBAvMisLaWhp99lvJzAiwECMyPQH8CQH7D30svperkyfnRM1MCBBqB+tatJgR4c6AdgsD8CPQmAHjJz/zsNGZK4EkCXhpkvyAwXwK9CADNLX/51P/y8nzpmS0BAj8KbG6Ovgpwa6C9gsBcCMw+AOzfPzr1f+LEXICZJAECvyyQXxbUfBWwtYWJAIGeC8w8ADj13/M9xPQItBTwVUBLMKsTmJHATANAdexYGly8mNLKyozKt1kCBDoX2NhIw0uXUn33budDG5AAge4EZhcABoPm4O8tf90100gE+iLQvDXw0qWUhsO+TMk8CBD4XwIzCwAe+GNfJLDYAh4QtNj9Vd38C8wkAFQHD6Yq//V/+PD8C6qAAIEnCtQPHqQ6fxXw6BEhAgR6KDCTADC4cCFVZ8/2kMOUCBDoUqC+ejUNL1/uckhjESDQkcDUA0B+w9/g5ZdT2r+/oxIMQ4BAbwW2ttLw009TfnOghQCBfglMNwBUVXPwd+Ffv3YCsyFQUqC5IPDTT1Oq65KbMTYBAi0FphoAqlOnRn/9WwgQCCXQnAX45ptQNSuWQN8FphcA8hP/Xnkl5Xv/LQQIxBLIzwQYfvKJJwTGartqey4wtQBQPftsGrzwQs85TI8AgVICwy++SPW1a6WGNy4BAi0FphMADhwY/fXvtr+W7bE6gcURyLcFNmcB1tcXpyiVEJhjgakEAM/7n+M9xNQJdCjgPQEdYhqKwB4FygeA1dU0ePXVlB/+YyFAILZAfijQ8OOPU1pbiw2hegI9ECgeAKrnnkuD55/vQammQIBAHwSGX32V6q+/7sNUzIFAaIGyAcBf/6F3LsUTeJKAswD2CwL9ECgaAPz1348mmwWBvgk4C9C3jphPRIFyAWBlJQ1eey1Vhw5FdFUzAQK/IlA/fJiGH32U0sYGJwIEZiRQLADkl/3kl/5YCBAg8CSB/JKg/LIgCwECsxEoEwD27UuD119P1ZEjs6nKVgkQ6L1Aff9+Gn74YUqPH/d+riZIYBEFigSA6vTpNLh4cRG91ESAQIcCw0uXUn3zZocjGooAgXEFigSA5q//48fHnYP1CBAIKlDfuTM6C2AhQGDqAp0HgHzgzwHAQoAAgXEEcgDIQcBCgMB0BToPAIOXXkrVM89MtwpbI0BgbgXqGzfS8LPP5nb+Jk5gXgU6DQD5cb+DN95IaXl5Xj3MmwCBaQtsbqbhBx+k/IAgCwEC0xPoNgCcO5cG589Pb/a2RIDAQgh4SdBCtFERcybQXQAYDJq//qujR+eMwHQJEJi1QH3vXnMWIA2Hs56K7RMII9BZAKhOnGie/GchQIDAJAL5yYD17duTfNRnCBCYQKCzAODivwn0fYQAgR8EXAxoZyAwXYFuAsCBA2kpX/x34MB0Z29rBAgsjsD6etrOXwOsry9OTSoh0GOBTgJAvu0vnwGwECBAYC8C+XbAfCbAQoBAeYFOAsDg1VdTdfJk+dnaAgECCy1Q37qVhh9/vNA1Ko5AXwT2HACae//ffDOl/fv7UpN5ECAwrwJbW2n4/vueCTCv/TPvuRLYewA4cyYNXnxxroo2WQIE+isw/PzzVF+/3t8JmhmBBRHYcwDIt/7lWwAtBAgQ6EIg3wqYbwm0ECBQVmBPAaA5/f/WWynt21d2lkYnQCCOwOPHafjee74GiNNxlc5IYG8BwNX/M2qbzRJYbAF3Ayx2f1XXD4E9BYDBK6+k6umn+1GJWRAgsDAC9bffpuEnnyxMPQoh0EeByQPA8nJaevvtlFZW+liXOREgMM8CGxtp++9/T2lzc56rMHcCvRaYOADk+/7z/f8WAgQIlBDIzwPIzwWwECBQRmDiADC4cCFVZ8+WmZVRCRAIL1BfvZqGly+HdwBAoJTA5AHg7bdTdeRIqXkZlwCB4AL1/ftpmL8GsBAgUERgogBQHTqUBu+8k1JVFZmUQQkQIJDqOg3ffTfVDx9OFeNf/uM/prq9aBv7rz/8IVrJva13sgDg9r/eNtTECCySwCxuBxQAyu5BAkBZ3zajTxQA8pv/8hsALQQIECgpkN8MmEPANBcBoKy2AFDWt83okwWA3/wm5a8BLAQIECgpkE//D//2t5Kb+D9jCwBluQWAsr5tRm8dAJrv/3/zmzbbsC4BAgQmFsgBYJrXAQgAE7dqrA8KAGMxTWWl9gHg1Kk0ePnlqUzORggQIDD89NNUf/PN1CAEgLLUAkBZ3zajtw4AgxdeSNWzz7bZhnUJECAwsUB97VoafvHFxJ9v+0EBoK1Yu/UFgHZeJdduHwDefDNVx46VnJOxCRAg8INAffduGr7//tREBICy1AJAWd82o7cLAPv3p6Xf/jal/fvbbMO6BAgQmFxgaytt//WvKW1tTT5Gi08KAC2wJlhVAJgArdBHWgWA6ujRNHjrrUJTMSwBAgSeLDB8771U37s3FR4BoCyzAFDWt83o7QKABwC1sbUuAQIdCUzzgUACQEdN+4VhBICyvm1GbxUAXADYhta6BAh0JTDNCwEFgK669uRxBICyvm1GbxcA3ngjVU891WZ86xIgQGDPAvV336XhBx/seZxxBhAAxlGafB0BYHK7rj85fgCoqrT0+9+ntLLS9RyMR4AAgV8X2NhI23/+c8ovCCq9CABlhQWAsr5tRh8/AKyupqXf/a7N2NYlQIBAZwLbf/lLSmtrnY33SwMJAGWJBYCyvm1GHzsAVMePp8Hrr7cZ27oECBDoTGD44YepvnOns/EEgOKUT9yAADAb9ydtdfwAcOZMGrz4Yn9mbiYECIQSGH7+eaqvXy9eszMAZYkFgLK+bUYfOwAMLlxI1dmzbca2LgECBDoTqK9eTcPLlzsbzxmA4pTOAMyGeOytjh8AXn01VSdPjj2wFQkQINClQH3rVhp+/HGXQz5xLGcAyhI7A1DWt83o4weAd95J1eHDbca2LgECBDoTqB88SMN33+1sPGcAilM6AzAb4rG3Ol4AyLcA/sM/pLS8PPbAViRAgECnApubaftPfyp+K6AzAJ127f8M5gxAWd82o48XAJaX09I//mObca1LgACBzgW2//jHlDY3Ox/3pwMKAEV5kwBQ1rfN6GMFgHzqf/DOO23GtS4BAgQ6F8hfAeSvAkouAkBJ3SQAlOVtNfp4AcAzAFqhWpkAgTIC03gWgABQpnc7ozoDUNa3zejjBYDTp9Pg4sU241qXAAECnQsML11K9c2bnY/rK4CipD8bXACYnvVuWxovAJw7lwbnz+82ln8nQIBAUYHhl1+m+sqVottwBqAor68AyvK2Gn2sAOAhQK1MrUyAQCGBaTwMSAAo1Lzvh3UGoKxvm9HHCwAXL6bq9Ok241qXAAECnQvk0//5a4CSiwBQUtdFgGV1240+XgB47bVUnTjRbmRrEyBAoGOB+vbtNPzoo45H/flwAkBRXl8BlOVtNfp4AeDNN1N17Firga1MgACBrgXqu3fT8P33ux72Z+MJAEV5BYCyvK1GHy8AeAxwK1QrEyBQRmAajwMWAMr0bmdU1wCU9W0z+lgBYOl3v0tpdbXNuNYlQIBA9wJra2n7L3/pftyfjCgAFOV1BqAsb6vRxwsA+T0AKyutBrYyAQIEOhfY2Bi9D6DgIgAUxE0uAiyr22708QLAP/1TSvv3txvZ2gQIEOhaYGsrbf/P/3Q96s/GEwCK8joDUJa31ejjBYB//ueUlpZaDWxlAgQIdC6wvZ22//u/Ox/2pwMKAEV5BYCyvK1GHy8A/Mu/pDQYtBrYygQIEOhcYDhM2//1X50PKwAUJf3Z4C4CnJ71blsaLwD867+mVFW7jeXfCRAgUFagrtP2//t/RbfhDEBRXmcAyvK2Gn28APBv/9ZqUCsTIECglMD2f/5nqaGbcQWAorwCQFneVqMLAK24rEyAwKwFBIBZd2Bv2/cVwN78uvz0eAHAVwBdmhuLAIFJBXwFMKlcbz4nAPSmFWm8AOAiwP50zEwIRBZwEeDcd18A6E8LxwsAbgPsT8fMhEBkAbcBzn33BYD+tHC8AOBBQP3pmJkQiCzgQUBz330BoD8tHC8AeBRwfzpmJgQiC3gU8Nx3XwDoTwvHCwBeBtSfjpkJgcgCXgY0990XAPrTwrECwMDrgPvTMTMhEFjA64Dnv/kCQH96OF4AePPNVB071p9ZmwkBAiEF6rt30/D994vW7kFARXk9CKgsb6vRxwsAr72WqhMnWg1sZQIECHQtUN++nYYffdT1sD8bTwAoyisAlOVtNfp4AeDixVSdPt1qYCsTIECga4H65s00vHSp62EFgKKiPx/cVwBTxN5lU+MFgAsXUnX2bH9mbSYECIQUqK9eTcPLl4vW7gxAUV5nAMrythp9rABQnTuXBufPtxrYygQIEOhaYPjll6m+cqXrYZ0BKCrqDMAUeVttarwAcPp0Gly82GpgKxMgQKBrgXz6P38NUHJxBqCkbnIGoCxvq9HHCwDHj6fB66+3GtjKBAgQ6Fpg+OGHqb5zp+thnQEoKuoMwBR5W21qvABw+HDKzwKwECBAYJYCw3ffTflZACUXZwBK6joDUFa33ehjBYC0vJyW/vEf241sbQIECHQssP3HP6a0udnxqD8fTgAoyusrgLK8rUYfLwBUVVrK7wNYXm41uJUJECDQmcDmZtr+059SquvOhnzSQAJAUV4BoCxvq9HHCwApNV8BVIcPtxrcygQIEOhKYBqPAc5zFQC66tiTx/EcgLK+bUYfPwC8+mqqTp5sM7Z1CRAg0JlAfetWGn78cWfj/dJAAkBZYgGgrG+b0ccPAB4G1MbVugQIdCwwjYcAOQPQcdOeMJwAUN543C2MHQCqM2fS4MUXxx3XegQIEOhUYPj556m+fr3TMZ80mDMAZYkFgLK+bUYfPwB4FkAbV+sSINCxwDSeAeAMQMdNcwagPOgetjB2AEirq2npd7/bw6Z8lAABApMLbP/lLymtrU0+wJifdAZgTKgJV3MGYEK4Ah8bPwDkWwF///uUVlYKTMOQBAgQ+BWBjY20/ec/F78F0BmA8nuhAFDeeNwtjB8A8q2Ab7yRqqeeGnds6xEgQKATgfq779Lwgw86GWu3QZwB2E1ob/8uAOzNr8tPtwsAL7yQqmef7XL7xiJAgMCuAvW1a2n4xRe7rtfFCgJAF4q/PIYAUNa3zeitAkD1zDNp8NJLbca3LgECBPYsMPzss1TfuLHnccYZQAAYR2nydQSAye26/mS7AHD0aBq89VbXczAeAQIEflVg+N57qb53bypKAkBZZgGgrG+b0VsFgLR/f1r67W9T/m0hQIDAVAS2ttL2X/+a0tbWVDYnAJRlFgDK+rYZvV0AyBcCvvlmqo4da7MN6xIgQGBigfru3TR8//2JP9/2gwJAW7F26wsA7bxKrt0+ALgQsGQ/jE2AwP8SmOYFgHnTAkDZXVAAKOvbZvTWAaA6dSoNXn65zTasS4AAgYkFhp9+mupvvpn4820/KAC0FWu3vgDQzqvk2u0DwKFDafCb35Sck7EJECDwg8Dwb39L9cOHUxMRAMpSCwBlfduM3joA5MFzAKgOHWqzHesSIECgtUA+8OcAMM1FACirLQCU9W0z+mQB4KWXUn4mgIUAAQIlBfK9//kZANNcBICy2gJAWd82o08UADwQqA2xdQkQmFRgmg8A2pmjADBpt8b7nAAwntM01posAOTrAN55J6WqmsYcbYMAgYgCdZ2G77471e//M7MAUHZnEwDK+rYZfaIAkDcwePvtVB050mZb1iVAgMDYAvX9+2n497+PvX5XKwoAXUk+eRwBoKxvm9EnDwAXLqTq7Nk227IuAQIExhaor15Nw8uXx16/qxUFgK4kBYCyknsffeIAUJ08mQavvrr3GRiBAAECTxAYfvxxqm/dmrqNAFCW3BmAsr5tRp84AKTl5bT09tspray02Z51CRAgsLvAxkbazqf/Nzd3X9caBAhMJDB5AMjXAbzySqqefnqiDfsQAQIEfkmg/vbbNPzkE0AECBQU2FMAcDtgwc4YmkBggVnc/heYW+lBBfYWAA4eTIO33kpp376gfMomQKBzgceP0/C991L96FHnQxuQAIEfBfYUAPIwg9deS9WJE0wJECDQiUB9+3YafvRRJ2MZhACBXxbYcwCozpxJgxdfZEyAAIFOBIaff57q69c7GcsgBAiUDAD5a4A330xp/37OBAgQ2JvA1lYavv++0/97U/RpAmMJ7PkMQPM1wKuvpvxcAAsBAgT2IpDv+8/3/1sIECgv0EkAcDdA+UbZAoEIAq7+j9BlNfZFoJMAkA4cSEtvvJHybwsBAgQmElhfT9sffJDS+vpEH/chAgTaCXQTAPLXAC+9lPKZAAsBAgQmEahv3Ej5DICFAIHpCHQWAPKtgPmWQAsBAgQmEci3/uVbAC0ECExHoLMAkAaDNHjjjVQdPTqdmdsKAQILI1Dfu5eG+fT/cLgwNSmEQN8x4dPdAAAS7ElEQVQFugsAKaXq3Lk0OH++7zWbHwECPRMYfvllqq9c6dmsTIfAYgt0GwDyMwHyxYDLy4utpjoCBLoT2Nxs/vr36N/uSI1EYByBTgNA3qCLAcdhtw4BAjsCLv6zLxCYjUDnAaA6fjwNXn99NtXYKgECcycw/PDDVN+5M3fzNmEC8y7QeQBozgK8/nrKQcBCgACBXxPIB/4cACwECExfoEgAqE6fToOLF6dfjS0SIDBXAsNLl1J98+ZczdlkCSyKQJEAkPbtG50FOHJkUZzUQYBAxwL1/fujv/4fP+54ZMMRIDCOQJkAkG8JPHs2DS5cGGcO1iFAIKDA8PLlVF+9GrByJRPoh0CxAJBWVponA1aHDvWjUrMgQKA3AvXDhyk/+S9tbPRmTiZCIJpAuQCQzwI891waPP98NFP1EiCwi8Dwq69S/fXXnAgQmKFA0QCQVlfT4NVXU3Xw4AxLtGkCBPokkB/4M/z445TW1vo0LXMhEE6gbABwFiDcDqVgArsJ+Ot/NyH/TmA6AsUDgLMA02mkrRCYBwF//c9Dl8wxikD5AOAlQVH2JXUS2FXAS392JbICgakJTCUApAMH0uCVV1J1+PDUCrMhAgT6JVA/eJCGn3yS0vp6vyZmNgSCCkwnAOSzAM8+mwYvvBCUWdkECAy/+CLV166BIECgJwJTCwBp//7RWYBjx3pSumkQIDAtgfru3dFf/1tb09qk7RAgsIvA9AJAPgtw6lQavPyyphAgEExg+Omnqf7mm2BVK5dAvwWmGgBSVTUBoHr66X6rmB0BAp0J1N9+m3IASHXd2ZgGIkBg7wLTDQD5LMBTT43OAuzfv/fZG4EAgX4LbG01B//6u+/6PU+zIxBQYOoBIBvnlwTllwVZCBBYbIH8sp/80h8LAQL9E5hJAMiPBq4uXnRbYP/2BzMi0JlAvu2vvnQp5Yf/WAgQ6J/ATAJAZqjOnEmDF1/sn4gZESDQicDw889Tff16J2MZhACB7gVmFgDSYJAG+SyACwK776oRCcxYoLnw79KllIbDGc/E5gkQ+CWB2QWAfBbg2LEmBKSVFR0iQGBRBDY2moN/vvffQoBAfwVmGgCarwLOnUuD8+f7K2RmBAi0EvC8/1ZcViYwM4GZB4DmCYEvvZSqEydmhmDDBAh0I1Dfvp2Gn33miX/dcBqFQFGB2QeAfBbg+PEmBKTl5aLFGpwAgYICm5vNwb++c6fgRgxNgEBXAr0IAL4K6KqdxiEwOwGn/mdnb8sEJhHoTQBI+/aNvgo4eXKSOnyGAIEZCtS3bo1O/T9+PMNZ2DQBAm0E+hMA8lcBR4+OvgpYXW1Tg3UJEJilwNra6NT/vXuznIVtEyDQUqBXAaD5KsADglq20OoEZivggT+z9bd1ApMK9C4A5ELyEwJzELAQINBvgfykvxwALAQIzJ9ALwNA/gpg8MILzZsDLQQI9FMgv+Fv+MUXKa2t9XOCZkWAwK8K9DMA7Nwa+MILKR04oIUECPRNYH29Ofi75a9vjTEfAuML9DYA5BKa6wFyCKiq8SuyJgECZQXqenTw96Kfss5GJ1BYoNcBINc+uHAhVWfPFmYwPAEC4wrUV6+m4eXL465uPQIEeirQ+wCQnw7YhABvDezpLmRakQSat/zlg//mZqSy1UpgIQX6HwDyVwGHD6cqh4CjRxeyCYoiMA8C+T7/+vLlVD94MA/TNUcCBHYRmIsAkGvILwvKZwJcFGifJjADgXzRXz743749g43bJAECJQTmJgA0IeCZZ0YhYGmphIUxCRB4ksD29ujgf+MGHwIEFkhgrgJAEwLOnUuD8+cXqAVKIdBvAS/56Xd/zI7ApAJzFwByoe4MmLTdPkegnYAr/tt5WZvAPAnMZQBo3hx4/nzzlYCFAIEyAvmUf/7r3xv+yvgalcCsBeYzAGS1lZVRCHB74Kz3IdtfQIHmdr988N/YWMDqlESAQBaY3wCQJ3/wYKqef765Q8BCgEA3AvlK//qrr1L96FE3AxqFAIFeCsx1AGgSzKFDqcpnArw4qJc7mEnNl0B+wU/95ZepfvhwviZutgQItBaY+wDQhIAjR0ZnAo4daw3gAwQIjATqu3dHf/nfv4+EAIEAAgsRAJoQcPRoqp57TggIsNMqsXuB5uD/9dcpP+3PQoBADIGFCQBCQIwdVpXdCzj4d29qRALzILBQAUAImIddzhz7JODg36dumAuB6QosXABoQkC+JiB/HeDCwOnuTbY2VwLNBX/5tL/v/OeqbyZLoCuBhQwATQjIdwfkEOAWwa72FeMskEBzq18++Lvaf4G6qhQC7QQWNgA0ISA/J+DcOQ8LardPWHvBBfJDfuorV9znv+B9Vh6B3QQWOgA0xecnBuYQ4LHBu+0L/j2AQPN43ytXPOEvQK+VSGA3gcUPAFkgvzsgh4CzZ3fz8O8EFlagebFPPvg/frywNSqMAIHxBWIEgO89mlcJnzuX0tLS+ELWJDDvAtvbzYE/n/a3ECBAYEcgVADIReevAgb5TMCBA/YCAosvsL6ehlevpnzq30KAAIGfCoQLAE0IOHEiVc8+2zw90EJgUQXyU/3qa9dSvuLfQoAAgf8tEDIANCHg8OFRCPA6Yf9XLKBAc6V/Pvg/eLCA1SmJAIEuBMIGgAZveTkNcgh49tmUqqoLT2MQmK1AXTcH/uG1ayltbs52LrZOgECvBWIHgO9bU5050wQB1wX0el81ud0E8vf9+a/+69d3W9O/EyBAIAkAOyHg+PGUg4DHB/u/Yh4Fmsf6Xr+e6jt35nH65kyAwAwEBICfoq+upkEOAWfOzKAVNklgMoF84B/mv/rX1iYbwKcIEAgpIAA8oe3NVwI5BKyuhtwpFD0nAmtrzYHfKf856ZdpEuiZgADwCw3Jtwg2XwmcPNmzlpkOgZTqW7dGp/zv3cNBgACBiQQEgF9j27dv9OCgfDZgeXkiYB8i0KnA5ubor/78YB+P9O2U1mAEogkIAGN0vMoXCJ4+7dXCY1hZpZxA8wrfmzdd6FeO2MgEQgkIAOO2e//+JgQM8lsFV1bG/ZT1COxdYGMjDW/caA7+aWtr7+MZgQABAvmBeP/+hz/UJMYXqI4dG50N8ATB8dGsObFA80S//Ff/3bsTj+GDBAgQeJKAADDJfjEYjELAqVPNI4UtBLoWyI/wrb/5ZvRX/3DY9fDGI0CAgDMAe9kHqoMHRyHg1KmU9u/fy1A+S2AksLU1OvDnn0ePqBAgQKCYgDMAHdDmpwc2QcDXAh1oxh2iOd2fD/zffRcXQeUECExNQADoirqqmgDQBIFjx7oa1TgBBPL3+82B/9tvU6pdkhOg5Uok0AsBAaDrNuS7BXIQyD+uD+had6HGa77nz3/15wO/q/sXqreKITAPAgJAqS4dONA8RbAJAgcPltqKcedQIH+33xz4b91KaX19DiswZQIEFkFAACjdxdXVURDIP4JAae1ej98c+PMjfPOB34t7et0rkyMQQUAAmFaXd4LAiROpOnRoWlu1nR4I1A8fpuYpfg78PeiGKRAgsCMgAEx7X1hZGZ0NyEHgyJFpb932pihQ37//44F/Y2OKW7YpAgQI7C4gAOxuVGaN/KKhHALyz/HjZbZh1JkI1HfujA78t297Yc9MOmCjBAiMIyAAjKNUeJ3mZUPf/3jrYGHsUsNvbjYv6dn5KbUZ4xIgQKArAQGgK8kOxmkuEsxBID9Y6OjRDkY0RGmB+t690YN78sHfk/tKcxufAIEOBQSADjE7Gyq/ayCHgPyTHyp04EBnQxuoA4H19eblPPnA3xz8Pau/A1RDECAwbQEBYNribbeXnyeQ30CYf/JZAe8caCvYzfr5Gf35r/184M9v5nP/fjeuRiFAYGYCAsDM6NtvuPmK4OjRH8PAvn3tB/GJ8QUeP/7hoJ/ywd8p/vHtrEmAQO8FBIDet+jJE2zCwJEjzVmB5nbClZU5raRn097YSM3te/fupZR/O+j3rEGmQ4BAVwICQFeSsxxnebkJAc27B3Z+V9UsZzQ/267rlJ/J3xzs87P5799PaXNzfuZvpgQIEJhQQACYEK7PH2ueNHj48OiJgzu/+zzhKc8tP5kv5YP9T39PeQ42R4AAgVkLCACz7sAUtt8EgYMHR4Eg/85fH0S5mDBfvJdP4+fn8OcD/s7vKbjbBAECBPosIAD0uTul5pZfWby6mlJ+P8FPf8/7dQT5+/v8kp21tZ//9qrdUnuScQkQmGMBAWCOm9fp1PM1A/mWw/zMgfy+ghwGvv+plpdTb55QmJ+4l7+jz8/Wzwf8nd/5trz8U9edshiMAAECiyogACxqZ7usK4eDfNYgB4H81cH3P1W+DXHnZ2kppaWlVOXfg8GPP/mzOz95TvkAvfOTH6Dz/U+9vZ3Szs/jx80z9Ov8O//1/v1Pc+DP/+0g32V3jUWAQFABASBo45VNgAABArEFBIDY/Vc9AQIECAQVEACCNl7ZBAgQIBBbQACI3X/VEyBAgEBQAQEgaOOVTYAAAQKxBQSA2P1XPQECBAgEFRAAgjZe2QQIECAQW0AAiN1/1RMgQIBAUAEBIGjjlU2AAAECsQUEgNj9Vz0BAgQIBBUQAII2XtkECBAgEFtAAIjdf9UTIECAQFABASBo45VNgAABArEFBIDY/Vc9AQIECAQVEACCNl7ZBAgQIBBbQACI3X/VEyBAgEBQAQEgaOOVTYAAAQKxBQSA2P1XPQECBAgEFRAAgjZe2QQIECAQW0AAiN1/1RMgQIBAUAEBIGjjlU2AAAECsQUEgNj9Vz0BAgQIBBUQAII2XtkECBAgEFtAAIjdf9UTIECAQFABASBo45VNgAABArEFBIDY/Vc9AQIECAQVEACCNl7ZBAgQIBBbQACI3X/VEyBAgEBQAQEgaOOVTYAAAQKxBQSA2P1XPQECBAgEFRAAgjZe2QQIECAQW0AAiN1/1RMgQIBAUAEBIGjjlU2AAAECsQUEgNj9Vz0BAgQIBBUQAII2XtkECBAgEFtAAIjdf9UTIECAQFABASBo45VNgAABArEFBIDY/Vc9AQIECAQVEACCNl7ZBAgQIBBbQACI3X/VEyBAgEBQAQEgaOOVTYAAAQKxBQSA2P1XPQECBAgEFRAAgjZe2QQIECAQW0AAiN1/1RMgQIBAUAEBIGjjlU2AAAECsQUEgNj9Vz0BAgQIBBUQAII2XtkECBAgEFtAAIjdf9UTIECAQFABASBo45VNgAABArEFBIDY/Vc9AQIECAQVEACCNl7ZBAgQIBBbQACI3X/VEyBAgEBQAQEgaOOVTYAAAQKxBQSA2P1XPQECBAgEFRAAgjZe2QQIECAQW0AAiN1/1RMgQIBAUAEBIGjjlU2AAAECsQUEgNj9Vz0BAgQIBBUQAII2XtkECBAgEFtAAIjdf9UTIECAQFABASBo45VNgAABArEFBIDY/Vc9AQIECAQVEACCNl7ZBAgQIBBbQACI3X/VEyBAgEBQAQEgaOOVTYAAAQKxBQSA2P1XPQECBAgEFRAAgjZe2QQIECAQW0AAiN1/1RMgQIBAUAEBIGjjlU2AAAECsQUEgNj9Vz0BAgQIBBUQAII2XtkECBAgEFtAAIjdf9UTIECAQFABASBo45VNgAABArEFBIDY/Vc9AQIECAQVEACCNl7ZBAgQIBBbQACI3X/VEyBAgEBQAQEgaOOVTYAAAQKxBQSA2P1XPQECBAgEFRAAgjZe2QQIECAQW0AAiN1/1RMgQIBAUAEBIGjjlU2AAAECsQUEgNj9Vz0BAgQIBBUQAII2XtkECBAgEFtAAIjdf9UTIECAQFABASBo45VNgAABArEFBIDY/Vc9AQIECAQVEACCNl7ZBAgQIBBbQACI3X/VEyBAgEBQAQEgaOOVTYAAAQKxBQSA2P1XPQECBAgEFRAAgjZe2QQIECAQW0AAiN1/1RMgQIBAUAEBIGjjlU2AAAECsQUEgNj9Vz0BAgQIBBUQAII2XtkECBAgEFtAAIjdf9UTIECAQFABASBo45VNgAABArEFBIDY/Vc9AQIECAQVEACCNl7ZBAgQIBBbQACI3X/VEyBAgEBQAQEgaOOVTYAAAQKxBQSA2P1XPQECBAgEFRAAgjZe2QQIECAQW0AAiN1/1RMgQIBAUAEBIGjjlU2AAAECsQUEgNj9Vz0BAgQIBBUQAII2XtkECBAgEFtAAIjdf9UTIECAQFABASBo45VNgAABArEFBIDY/Vc9AQIECAQVEACCNl7ZBAgQIBBbQACI3X/VEyBAgEBQAQEgaOOVTYAAAQKxBQSA2P1XPQECBAgEFRAAgjZe2QQIECAQW0AAiN1/1RMgQIBAUAEBIGjjlU2AAAECsQUEgNj9Vz0BAgQIBBUQAII2XtkECBAgEFtAAIjdf9UTIECAQFABASBo45VNgAABArEFBIDY/Vc9AQIECAQVEACCNl7ZBAgQIBBbQACI3X/VEyBAgEBQAQEgaOOVTYAAAQKxBf4/jVdP02XKE4sAAAAASUVORK5CYII=",
  "model": "sonnet-3.5",
  "query": "are two shape touching?",
  "response": "No, the two shapes - the large gray circle and the smaller red square - are not touching each other in the image. There is a noticeable gap or space between them on the reddish-brown background.",
  "svgSource": "<svg xmlns=\"http://www.w3.org/2000/svg\" id=\"svgCanvas\" width=\"512\" height=\"512\" class=\"border-2 border-gray-200\" style=\"width: 512px; height: 512px; display: block;\"><rect width=\"100%\" height=\"100%\" fill=\"#904747\"/><circle cx=\"155\" cy=\"241\" r=\"146\" fill=\"#938080\" data-id=\"1722309286123\" style=\"cursor: move;\"/><rect x=\"325\" y=\"203\" width=\"88\" height=\"79\" fill=\"#c70000\" data-id=\"1722309286363\" style=\"cursor: move;\"/></svg>"
}