import solara
import numpy
images = [
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j+k423cuSpcrSsg6nIleU3zZyn18PHeAtvVh+GB0VUrDqEC29Qa9MhZEgtC89zPX5K0VrF0nQd88FlcLiQTBF+CoGzpPd89/9lJobIcLjXd9/wA67lZHV2tUO4Afl1ExDzvPSFPGy6kTqfsvamCLGyWEkf2BU8R1E2fmn7qvKXVw9oFgQSOqtMzuMGwGoBVO1u0uGwdIuzB77w0HU/k+StIj9cS9t9qqGDafeuOaB3QOP+6532n7SvxrC5r8nu3QW7mGe65w3tBEnW3eEGnfS+0+26mJqPquNnkWmw1gjkR5QQomztrGlWbU1YQGvb+5hgOHPSVtMsLpPxNWni3ZK5FHEtlud3wPI/TVO47g834l0yMbjC5jzSxVM522zT/UHDvXFQRpM2iCAr/aLBhrpBkNytDv303NzUX8+4C0/wAOat4PHtewUMRdo/5dT9VLlzp8ReNRwVlVvDtqNINCpmjQAw8f5NZ5tnqj8Ux5IqsDHz8QbAn/AK2iD4i+tirG0NnupOg3G5w0INwfEeB3EqgYx8QTmHB3egcpu3whB7iKOWCW2Oha6WkcrehuN6jmFKp1hByj+TDdp5jeCPPmrb6IIzMkjeD8TevEcx4wpQsIiICIiDqv/ESwuyNNVxM/ERzgdFMGIc4Q9ppnfkMzbQzqZHNWKrqdNp3N3l0d4jeIu7oFIw2Ia/4WG3xZwADawgaW+S43attcPd6kyA29nXP0vpa+5ejDHu5SLggn9Uj6zFwrpwQIsRBPS0WPpG9RP8OWOkOm8kjhNj4TCBVfaKlsvdFuO+N5UepRkTuPjH5e6uNqXh1xx3Dn158lfbTzAuEZSOQFhOnFShjqLIO/U7t6yWDfJvbnx0Vh1IO0s4C9o/NyfDF+syg6LsDFiozI494bzvG5Xq1DIY3HTktN2Nj3NdIO+8TuW8YPaNOu2ARmieqrYdRHUZVIw06KW+iWnkVXSZdRIKqGGuPVZKjThU4YKZTp71pIztVU6a0/2l7ZFDDFodlc4E6Sco1MC8XFxotymFxr2rbfDpDQypTBykE3aQXCQRcXbE/NaRStE2h2qrgOAd8RAO+zC9qwNbGOdDnEl3Pf3ib/APkVYxFWSeEkjxKtytZGdq66tYtvE25X/PXirKIpQzeEeatENNyz+keOSoc1LwbVF+TwFhFP2VXy55+Eth3Qua2eoDiVb2pTioT+7veesdHSPBQlcwWOt7t57t8pick3IjewnVviN4daxLAHQ5uU6y0y0g6EcQeRUVX6da2R127uLeY+2/lqpQtlvAg/nNeNcQZBgjeFVWpFvMHQjQ/nBW0F+Wu4Nd/8T/8Ak+nRWnsIMFUqttS0G4+XRBQiqgcfREHU8PgspmqB3JA1if3fP0V1+JJdaIBDtwknf5BS69I1XBuaJJ4WaAZ01cYPoo9Kg1s92JccpJNxz4QFxO0xWIc4iCSJuJ1t0+u9VYbCPzEm4EWHHj8rqfQptJDiBDdI5nUeR81JxtSSbZeMRciJ3X0F/FOnGENPMWl8hpsAOIBBnfPNUVKJA7hkAGBNvwqcwgy3QmdZEE7pHH6ryvhgAMjoItfQE6zx68lPUcRBTluaIMTHLj+cYVtzpjdMHz/BZZBjhqb7iQeEQY9FFxNB7tGzF+FkHtOppwm4A4744q1QxzqVb+m6DJIHmbDdv8kw7/0kC9/zkou0qRBDgBGm+R66+O9TPqK63sPGDEUG1IgnUHiFffhy02WnezraRBNEwYhxIM6/cQfFdH93mbKm5V6h4VyyDBZRWUVIaVbKtYvtPifd4aq7Nlga8F859q8R7ypuJcXCRv8AgqNmd8vI8fBdu9puNfTw4DDeZIvcDpdfP2OqZ2OItBnd+kkbuVRg/wAhWmVNMSirqGb8deqoWjMREQXqB7tT+I/1sV7EOzU2u3tOU+Nx1uHE/wAlYaYYeZHkJ+48lVhnTLNzhHjqPUAeKCwiIguU6sW1B1H15HmvXU97bjhvHXlz+StL0GNEHiK4Xg6jxH1G9UuagpREQdfpVhm4MkxNzAAg+Iv481fxWJmATDDoDYlp3jgT6ArFVKkOBJ+INAAO4WI9LqQcSKtZlJxmGuzO4QDb0cuPjs6nY+qW90wXxIDdAAQTPGwKrrYu1yD+keA3HmR81jzji2TB3wd03JBPQkKjD1Blyn4i6x4NN/mnDqaMRGVzTZoFt1x9PqrrIyFzgIBuImQeU+qt7NpS2HRGmgvFpFuY5KTWqtIyjRuh4SNOk7lCWOx1SnI92O7ymRb5cQr9DEPa4BokaG9r7rx+BSMPQaJdla4ETbUEcp/IXuHqCTIm4OgI1IjopFnF4UvGZjoNzBELDNc/MWvGnG0gDSFtz3sac0GIvF79OG7yUfFYRlVoBtF5tbx3KOnGC2TtA067KkHnlHPeut7I2017NYiB6BcwbsosddsgxfhPFTcMBTfDnODdQBodJurzSly6vRxLTvCqLlrmzqbYDmEjlMjisq/EWuryqWOce2TFiMv7WTaZEmCLdQfBcYwNQZiwmzvOYI84c4dSF0r2lbTZUqPg3a34TbO0awfMcRPNcsrU8p5ag8QdCtcstKXtgkHdZUqRiTmAfvNnfyG/xHyKjqyoiIgIERBdr3Ob91/Hf638QrSuMuC3xHXf5j5BW0BERAREQEREHR2U3ZQTYtkzyuvMHXLc1VwsdY1EzB6fZWcdVdLGjSJjiNI/1K5VxLWgt+KQATa4tB5RouZ0smSH5ItcECdRJzell6zKKcfqOh+QMb1iGB7oe42bdvAa+WiGuT3YI3SORsY+qjies2SWMyZvgE853j0PkvMLimiHZXTfMY3aRCxOIqG1jJ38hw6/VTRTcQC2RmMH+RFj14hRxPWUpYqm65cbcJmOEjmFBxLi1wDTLSTfU6addPNWhSyXOsQPEzPL7hTKb2Z4cDodRobedkSv0Npg2Omg/vw0V2pGYPDiLdRBsdNfurVKqw2IbDiBJtHVXaeEkmCJExe/TgQo4dSjWLTleTkgiYAsqdotlrcrpbuVqoZAaYsDzv4a+Cutod05TfhNv7oNp7PyKYlXduYktpug3j81WF2PtiBlcCOB4x8liO1m2mPZAdO6PyPJaZjPTmHarG+8eWxDmE8NDqBHy6rCUzmGXf8ApP8A9eh3c+qrxtcuqEyTBgTrA3Hj4qOVvGFV0zq077dDuP5zVtXHOnXXjx/uqCVKHiIiAiIgBeleIgIiICIiAiIg6Afjb/H6KJU/5n+X7L1Fzuhktx/iPmozv+Yeh+ZXiIlkKnx0v4fdXGb+jPqiKqUmp/zR/L7qnHaj+J+iIoSt0fg8B/pWW2PqOv0XqKRRiN3j9VRR+M+CIogvD4T/ACK07ber/wA4IivhTbR63xHqVQiLoc4iIgIiICIiAiIgIiICIiAiIg//2Q==",
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",
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",
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f6ozAWAEhoMQd8GDzWUvTSztnbIf2dJjs8tMXHwmASDwBBXS7Oxge0lrgbaWNtfmvP8AYznNbVa9xaBAM6gzAIvzP8K6KgH0HMcLA2tcGQSLcN8bks7Q2doYUVQHA/1GXB1lujgB0WHtX2Yo1X9oJFsxA3n+Qrz8US7MNCL37ngPArFG1azKrqf3pid4mxaRpbctr8Wc9szaGxmCmw0hBNRrI4AtzAHiSul2Xs1haxhqxVZbK50A72uAPL6ocDSbUh0QXEZ9bPAGR0HoB4+Ze0uDljKkEVA4gkWLYE25b1XflF/VDtBrW03NI1lrvvA7iNx43Xn2Pq5TlLpdOo3idV0+0sR21GBUBqta4VG6OIAs5vGI/glef4etmdJNpnz4KuOPXa1ybtB0AG8Kw+s8jMHRyOqp0q1rERoFIagab97oQqWLzJoYWtAkzm56rTZVaSIv8gsbD4eYNyToFt0MKWxIi3ER/wBrPJrjV1j3Rp6j9UlRLWDh4ud9Ek1E7cWHIg5Q5k2Ze48RYzoS5Q5ksyCXMmlRZks6CSU0qLOmL0EpKElRl6EvQTNqEXBgoXPJuTJ5qIuTZlAkLkgVFmRMKC5haZJ0lbmFss/A0gRK1aDLwq1aLHZ5hACp1KLm2PGd66LZeBa8wagaRucIlLaGzoBgDL97Ww1i65ubc7bcXfTkttsy87E/z1WZsvGljmu+6W8+YtystnaokGYgDXnCw8LS72WYvMcRvv0WO9ttaej+yeOis4Fwh2UFoNo7QNzeEGOi19q4VjXGo3UuNxqYi48JPAxdee4Wnke4h2VwAYI4xE+DiD/jzXbYfECoANQQ+Z+Id3f468lSajS9sYVGis6bsqhzHQO6YMB7eW+OalO0XtmnIcGxlgzItBB4ocVst9B+eczL66WsY8li4iqQWkjuEnMdCN2YRu5K0m1LXcYKDTBIgEk33Ej0H7rkfarBuY8PpvjNp+F4G7kRNuS3NhbQBApO7wOjuI+v88crbWEIqGnMtcJYZkQDMdRf0V51FPs+B2lUwraVV4JZUBa863Go67/NdXjK/b4drpmD8tPQx4BZdHCsfgajKmhII4tcGOJI4aeqk2I3I1tMuJBEHmYsRyP0VGjgvaitUwuMbWaO5rG42hzXdQY8VyTsSB0XrXtHgWlpNQAtcBO8jmvIttYB1GoRHcN2kaQuiYysPLVWqO0SdFubNa8gOI03m3kuVwbst4/VdLs7Elwygkn+eSw5MW3HXV4XFDLBEnhqpMK+mSQQZ3RqTwWZQDnWaA3lc+qs9gZAcCxwvYD5yuXKOqVfbXZFxffqkgGBcb5/PX5pKPBbycNmTFyjzIS5e48RJnSzqKU0oJs6bOocyUoJC9NmUcpSgkzJsyCUpQHmTFyFMSgLMp8OJ1HrCqgo6b76oOk2fhs3uOIPCWn01Wp9lqNFwY4kR81g7PqOPxLo8Djq9Mdyo7pNvVVq0X8Js8VBfEU+hnN4WWgdnVWtIFclvp4T9FHgG1qt3spt/F3R8rlDtCnkdq4jeT3RHjqqZ49LYXtm4zZ0g5tALddLeO9YGH2Xld3gc068BuXd4bGU3gFzcsARvM7iSfCB46XWdVotqvAYIZMyTdx3xwA08d27k8LHVMpVdmzKUEiZlwE8+fi087KfDNDIgy0EW/C8Tfz9FeZh2tYzLvc2OORp1A8B+bkpMHhQWMdGsEjjdmUecqvgt5NOuxjhkIBLmzG4FwgEdbeRXP4nAN7FzXt70npEka8wR58lq7SxoZSa+Zsxp5gXnpqoWYhjwc4kAOdzgnKJ8b/4laSaU24bCirhKoLZdTN76+e4rrsR2dbs3NFntDmneCbHobjxCpYdjXsbTPvNPe4+8Gn0JUQqVcPTptrjL3y1h3EHvQ4bt+irb7iZPttYD+rTNJw74zSOJZYkDgQ4dLqOpSc0DILNNju0FuX7q/gaOch+WHtJcHDRzHa/XyWhlBBEa68J48rKIm3TA+1NqsyPF9FxXtZschhIElpI+t11u2sC+m+ZGUkRy8RcKsx09yo6RoQTcCNRBv1W+FY5R5A/XSFfwhJdDRz0v4K/tvA0xVdlmJN418FXo0ouPGNVGcThW7s6tUbA1m1jB8luS54gNh2+fe8JXH0a7hvM7pFx9Fp7O2i8OJdedVy5Y/bpxydC3Dui+afP1ToaePdAgSOqSy3f416cGkmSXtPHJMSkmKBSmlMkiTpJkkQdJMkgeUySRQMpqLjwHkCoVLRdfd5Sg08CHT3X0webYPkB9V0eAqVm6ukcwD/tcCsvZtd7rRA5BoPmt2k5sXfB6D5hRamNTC16rx3GEbyWACT4Qmdhsxl8k8C4H0Ek+Szicx9+ev7rX2bhahF3hjddRfwF1HtPpDXoOj3SLEwbOPEneB1WUQ+mZc4wJgAwLxI5A3XSYqoRDKRk8Rq7/wBW8teayK+Ac90au38v0/miyywaY5pcLjGnJl+EBsmwEQDBN5mB4b7oNp47s+7Tee+HNZO8tBJdA0uxvmVQrMe0wyIJAHAZZFuAEnxKmoUqVSuH3yMOUA2gAXPKdVncWkyFtesSBlN2zYmBkflO7qfzBVhtMtZLwI7waRyJIJHM5rceoVTblZza7solrQARuyiP1POAEFPZ1Wo0NJs1oPyITXRtv+z1ft3ueIzGbREAuAMX4gefNb2PwtOu4U6kENDp5OEAOHC0rzrZFSrh6gc3/TkgjhfS2i7nFU3VMtei65bds6mIPofkssva89NTCYjs25QO8wkEDgTu47vLmhxL2h9jqAeXKFhYXajS4Am+/wCE9CNNRw3K5jMQ8tDm3jUCDbpvHS6hKwa2cADKSSbX+l5/l1zu1qMEAiLm4vb5QtDDVajrFoyuvI1MeMKjtCW5hLpOkqccuy4uO2nhT2hOZoHKUzcGTvE+XjO5aGKs7eXeBI/VRMsJLSPxC1+Y4q1u0SMx+zix4zPgmYJEjldQ0nd6Cd/8iFtyQIBBnQG48joVmVMK/MXPaImZbHooqY0KcQPfSSZTMWmOqSy01255JNKZeo8w6YpJIGSSTIFKaUkygFKeUCdSCTJpTIHlFTaSgUlJhJUWpkbuyqPET4rfoMaN0LnMCw21XT4AOgAhvj+yidp9LNFrOBPkPqtHC03ONmgc3O+qipYNxucscv0VumQLARzJ+n1U6Rtq4bAOiGxLrFxEE8mt1hNiMFA7Klqfff8ARvgpMBi2NEOJJOpmJG65vHKD0Wni8c2mzNlytjUjvHkBuHMqdI25faeFZh2TY1SMtNvDn6+ZXPYfB1aWHrPveernbyT4kDquvwWzzWzYyuYaJIn5Doj2lhg7ChobGZucjfHwg+Cyy9NMb24TGsFLBNqOGZ1SpSDidzHOaSfygro6pFN9Oofcf3HHhJJE/lWN7VOYKDKLdCWtMaAtAP0KstxQ7NlN8R3WnqIDHeIjyWFbQtoYYU62ZvuOjON3XqD9FZp03tIFN8N1G8D9lPVZmqBhjKLB3USQekAf5JY1vZWOkgsJG4kiLcPkVRZi7Qo1w852h1M3zNbz147oPS63dnHNTDXSIiL3E8J3fzcgoYjK2XEmQ4EGNTdrhu/UdEz2ufGUCIkgEWB013fK4VbVpGhWaGEEmJ3xYHqFRqvbkJqMDhfvNaJHMRw+qiqvcIymYkaki97ibEcCq+IxAI7vvRpJHrvCp9r/AEofYgXE07nUEWtznRBWwpa3vA5Xa8R4aEaK3hKECTbdBv8AzwKeu3KRwj+arSVGnOmmc3vX3HUeeqlYS18PiPOZ/mq6BuygWh7S2TpNxPA/qqWIwRd3g3K5tnNtbp14Kbdk6QMwpiwt0SUbagAjK7wcY8Eln4rbjiZSlJJek80pTJJIGSSSQMkkkiSTSnSRBkk6SB2hWqT43JklTJfFdoV3mwsuiwIgd4mUklOJWjSrk2bPmr1Ck4gOB8Tu6N/X0SSVlWphKApAVajhE2JlxJ5c+qmof/cqhskUwZJOschxuAkkn3pH+2hi6/2ioKLRlw7IAaN+XU+ir7fxZbSdBhzy2m3eG6CfCfMpJLPP0vj7cXt/DkvA0ZJPEnI208+8VA6DlMd6aebhAzg/8AUklhW0aNOpNR1BxOamXOB3Rz46eq1MbRz0xm1IMg3ylrS6R5JJLOrxm4Rjiezn3ZaCZuHXAdx3KwHZHNBgNII3m1pHneUklnWkTucATFjH1sZWdtNs0y4Xk9J1BPW1+MJJKcZ2b6UBVe5gubeY6GVco4ewl2ZrxN510PqkkrVEaGEqFjSARl3yP0/RQ1qzakwN3e4xxnenSSJrHrezlYuJYRlNxeEkkleKP//Z"
]
selected_image = solara.reactive(0)
@solara.component
def Page():
with solara.GridFixed(columns=3):
for i, url in enumerate(images):
def set_print(value = i): # We have to pass value = i here, otherwise only the last index is used when set_print is called
print("Image", value)
selected_image.set(value)
with solara.Button(on_click=set_print, style={"height": "150px", "width": "150px"}):
solara.v.Img(src=url, height="150px", width="150px", contain=True, aspect_ratio="1/1", style_="border:" + "1px solid red" if selected_image.value == i else "1px solid black")