.ART

Fully On-Chain Art.

No external storage or dependencies. 100% on-chain.
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vyVHyH8fpTJ/dpbJBKGU2HGyfOyZaROW8pepcxGhciQQ8IVHof76O+HCWvSVAw+RTfkt5S2/zC0glIOYSaAivwWbO26IxNR5AQUAOS4Jq8ZYX3z8ZJ2nD/DcYcT7EsJbiOCqn4jO676jPQc1ikdgpFjWx8s/KigOIboFDNPRg8TFktwTWRPFGgEQILaFP8dyDzUBdUoo1fuJZAKQR5Ia6zcryFgjiRtuYSwXz8pthR1+whAdso3C9rCy1dIUjE/fZVtEpgsw2jTY76klosMP339DbP7z/V4iF3iGJFJ/Tzwi5glCLUkE0g4SA2Aah4dtwPyyedIO2dhBAlfaHChQSMRCUHglggBPzWD5ACwBUf6DfZeE9tpyxANU+w6Mcf/ujwZm2X+4RcQJlIqEL2Q5BLtXHvDQrIAdRvSPRA7g5SOVeyYbyV8jxVj/tW6OHEL09Y73/MOIcl0AcPazxJ9xPl8oBjtkBCAB1F6i2jv2Pk7E6CDDGHPBNDiiI3YRYdD29C9ft/nr44m+d/Uc08LuhyRz0/N/L7nA0BIdKicRfd0tEghVURTzYd8hi3QHES+dtz7xXiv/sEbd9TSnpvKnEoTR7LsdQzTE5qWa+bFV9F4hAXvkjzd8JWHATd9oBxEviQ67gIfsqVn3ClXTAp8YgMTl09WUKoRtCV9+lXKWmnV/RuIOFooK9imbTTLnS6LS/O0IASAYTH7q5hliPxXdZyCm/UgkS4Y3GrWp+8P3RFYs0fXeRWPdgoowPGCXyefke6rzgs6oRi1eiCLYFtxB1PL/DVqIbkAdQHTldl1Jx26ySgrT+6fJG8vP4JHj4Y/ZXLX9wOKgO4K++i7NvARJzHSXLOngBrZFQs59S3SeB7zsJ5o+JNgjz53qlM+OwMZLXRInLlMfuluJ3OUJhEn6oJjmzpAqN3xr/txfE12dfjfhfiuln4DIfFyMCzK56mU0SihsSwTMEqntH6f/r1vkvQ6n45V4yvIBmiFi6lt4K1gRnUU6al9iS0SexsOpnw4wGZq+dsbe2f85H0Xa0c6XewZpnjHendLbCX8hUlR16RtbS0uic7aJWoU50yxjk/4qFVlvThTTfdiSimj4pXMh6XZmwQoSzj4pU/crc0psOzWC3PwWcOdCckXz8QjGPFeaE04VKj95lfBn69g2AOd84rWe2L5yXYnAV8LJnDjR3VmvV2xG6fdZuQEZ+FX3jJcyklainpuTGKMAl860o8gcNSZFURUhfFURCfZRD3T851CUk8CPFJoUUngKB0i4Z5tt5S6W1Mya8vX5iNrjCxkQ4c0QAgC97ARkUJ46HDhevyhdU8cQaaadC4nnEMmRsxjg3rlOlTvp9jAxp1d1QUDCCCgw4FR3nQtJlxA+RG5zx7jaPQbVcbEOPEjIc2Bgt3BdSL7/3FkIViWvyw2RdUwE0oB3ABHiCxL1ug4p8qoJcr9YeJPu1dfz+SJhf3y7BFMycUTg9I8zzxpRLXtrCxqCACvVedqhXWhzuA8pp9xnwM+9ot62vTNwh0ysOIKV3M4Wp4HdOe7ynLMYGaA++2VD05a9/sIVDLDsyvDFeoyU7wwZhHHpjwZHjRHVJz2LkYpihWG+PhP6Yv3La7sj4fvvADIEyhnAxOsddV3xSQfZCmnaozFUE1eVAFafStWSL7RskF2KqOcUKXcBBFQiUfOOJQICHOCeRQicqexSs3btkBQew1AiVBI7TyQgyrmyY8QLMDPqXs5nO5rAP1Eo87rAn5utCJ7zlZMxjoLB7wxAX+xpaZaIjmDIHmCDlJho4rCE0xgVA86Mdp2iGv0jWynGujkq2Ih8IXInJDGYCYSW6CQPifw47xlytBrNId/0QRaTz53uvJuGKwAT+4n37Jxx0ahd6IRTgMgYXB5WSIIqz8EEQ/tGDk/uKZGWHVl/ogMuwA+QbDWylKvxhxAYWJkyhfQUInHcRY2ZKzGCAUqoReaaRcZTWRm6g97HzR+PPMU5/dqhEeSh8u/WJaOVVVrQzYGRW7PWcSkijWSZS7zlhYQtudUrwDFYCXrtD+b3RDvRccaWEeELFgOV+LZRk0NJiWrWfpKQDdcx4BxEPWd5E9NnoAJrlnWRHZV/RnMyaPc4Z5y1rumIPk6yRWj0u5RR3YWEUnRHn4WIHHQjM9iTKw6kWMBOQQBNP+6VfQBxDJEP8CBchSn0IWwi4s7Hib5kAMGRROPxZII/RLmERtnTF8YWRXmix/lsggCmAVk4i7AZiO/pC2PQdm4PQB+5pMPdgKm+U5nZLpF7HCTTbZ2hm3vnWCJ7svfqJoemYYqdP8/6GNzens2jMKe6C5hHjUS/H3jUmjhnIhJM+YDRJ4AG5f6XNBJdn/tx/cwSuYboB46w5bdrEc0ue/6B7jHZS7SYpAj2yhxe1yRbRB3d9Nn0sa20r6/aPwWrNDvmAtEFDDZLj1tEtGnuydFE0177v/HX1o8qM3VHgK+JEEoJaKvCXB9DdN27cvYRQaoYB4FpGe93iGp12SQ4ZmHkes82bwsQp6kF21znId+sHKvv2xSGqCNKaGfeSkTmWNmaSYJGAALG9g3cJhp82arC+vDrWeZGrfcSpSb2D9nP3KDclTnadqKkvz70oXLzVh3yiEz2TbHdjKUmBRuyMQfgsy2Nlmui9iAya3d9m2xvvlpBJPacFwCExDRn0jyTzwAowdzjaS3wFdGeA2J1bG8nmlarmVn73ony5FP0o90KjcK4xmFJVMuesHbQCqVeOjfWjPS053htRNwSPT4KP92MChqi2k3y9ryfHET0PHfyUhXMObU2ItX7rkgWkAo/MkARrDhb76sJK6LOoHVWQB8QU5jO65uLrhutoAOg7JE6+Jn/bSPtLaTc5dvGP2yvRAjf75l6pnKupLWDbIlsLTL277hviR5rHcI6rLUlRdP9cffKobAW3U4kVZ+IdAycjSGHMIrqjWI10eenp2lTUmek5XR5qiGp/cWZPYxHEXeNbwwTTMHluJ0hBYboROE1EZQoXd2QQuaEU4EJeNzGC/wB3Dpnq8PaiUJeZ8y6JWNg8Hvm8HS4SmCJpfVH79Mj9fU5DvHU0p6wjXu9fpLfRjD0bZAtYMXpUUTXxxK1ui8/HOmMKDaGsFoYSTjltFIkvtaj1rCmjyZqiwAZgxeiJZM2ObJE0IHUEtVrEyo4fWmxJmpvSxYA8nmZMIAf8rjMQ0ZRyAHr0M8RtDqZiMFhRDb2SZ7EmMbueF2EpMPK+kcVUTI4L1Gw7/s44f4tUAnVtKW8IsKKiAxOfg7Uw2FjREq/M+wMWQxhFWDHde8f14FWn37N6mFEFEIzFKLP5au4GteRtg60J8qhRMxAKBhPQSFwfIQX+QQJdwPcrh/3bd1Rh/RgauHN3kgggMZbcRMjcJuxwe3Lr8dtonu6p3VEzkekGcDPGAtiCPKoimZ5KGqifaEf7Yyei4gNfOD5X3ylUG42+d2a2C8PJoIPEEFjDeUGDAQbcxrkY+6O1v6IWqK63g7aQj84B4k3glq4bqp488zNx57OckkTqMZlxGHyDK9l1ErEncNktW/WbBmHmEI07zuSFQhxVmVFVDAJUZ2S3KkWIiIO3H3lbvU1d04bu3e8fAXpFLXJs8N7307Tz9DhvsARMKjkV/V1c5in6kAiCns9kpveOwSf6RwL0VWYSv+udNmpncB6jKIGouP2P3SglgZroA9w7+DEeeAoaAS3IY6MB99YWWhpDFpbwuZ/hGjYfBXr3E00iyGesShywdRFd5ByfwRbWIPpGZ4D0dkfRTwfgBeOpgtOBLsFV8JjBBIeuF/DWBn82RpDD2vQ0gOIXACeOQ4hS29q0tpnCMVWCVITHbxvpYnvyaH786NOytHikvn3HgJIBiB5fdKoFh20mtIhRFOH7M+zSQJYOvTFlA2N8177o6H/hkid45KT/bUIcbDynx3u8zwaMp4hcFmdfQrxroHo9IKtcbjLo/vaLNghf8aUZ6/7WLlsJ7LT9Y/6ABFvVMnIjITR+/7Q4zPcLIH6sC0N7U5qnnahPpD7DxvHaAbwI6iyAcQiS/+C86kkCgHz9Ue6bsoeyRGri+7+pFZ3EcJHbQvJewKxzfXtEntFFINl4qfvWLvaGiPVSGR8RLJ+8hldjfKyYbRJ1wTuI3qfyvUaifq17bbU67nltfxzD0YWA5goFUnyVVk8HXMK++sDVDtpISIoyjm+A66ZtEMKeaXaHEZ7iIj4UFmbNK+vfN5zVUkkAaRToO3WcLZ1PCMSRzVqentT7bj5A5KZmwTVN3NjAjchhxXANlEonDMJtnePCC2IoHK+JirMvvobgfCpztXKaQvO9Swh1m5qV126EhRURQSx0W4yxa3YL8sLz5ukr48iIuVSgmrcz0FAPuOGCBYAXF8jYL7Zrb2vSn/6wLQtXdUEnCUwntJKjyqlkUUBSDl7HdlGQ+e6bdIO13tigJprBQoSyLwmKleM4mU+StdEKO0yqWgiYvq4U5guwLClSfC5N+2ywRaRh8CLYgVhnQJYoia3h4OjD9QPW/zDZ/ZDFvO6u8M1AsgXIg7lf9KmuJ/E/M8jF7HaN/15DUP6HPQcj95Xbu3GqjALAe6LaoDW7YhQKtW4iLVTug3NwCpZI/UBwxKUjsz7RBYg9frgNkvBiGdAJqva9i1T9MPusaC8mYg87zhxXaePW0SZg3KFfFKsAGQ6uCq/BlZUZo1904eUlih1mxye0yg7LifzNkR62xgL5xtQZM4qBlYPKIDoj8BmAZUMMQQQWbdJLYhu9J0NrUj+/t0c4hUIsp4ZXlpwb1RFZYlGw/PqutMhRgBKfN2g2LyleDyYiJae8G2l0g2wfPFs/pSGaJTDCMyr22BnYCMRCO+4LVhm1Hff1WJ8c/46xUy6U798QbdCGjYqttUK0dBcp/eN1i92RhYlCM5p9KoDN8+6bHPFUCV8TQQ7FRtVczcx041Ewc4+9y3XBFOxDqT3Lypf0J/BisYcaskMk/hqp04o5I05yhHb66m1ZuBGLecE69ZpJ65Ghuarza6xlW0AjIc7o6Lo/XmOIwiunQWItMNEyVfNXLcHFchKVn/5ByJLlIqdH5fro5ckCYjdu9YYJMoxWy7JENdI2cYHrTiU8k+5UYNjsHsC9FkOG/s26eDxvPwoGd1YVgSV1Iu0uV0FiEHtHqPznIX2QS4EzqSuOrpj2MgoX4PU9h/al3p76CsicZ5nCfvSIcKuvVh7oHdhbVprleYMtqXpauldcqOOpOpqoiRwEOXOXcKjAjYyr+gobCRq6mQwfuS6jVfHQLJ8U6UBiNW82kUCUvi1ly4QamlvGtLlkUUueZ3hb/Wg+tYnOqR09CieaiLg5ou27d/WDT9dvPkrpLGNpJv0G8UNvlqSXd7s2DV+aPlIDke/ruHKsMU3jZ9cuFuLxIsd89aoGfrwR3k3ZtduVBWVvSqdDccuvBZevAMaqQP3q1P9geOabpml3hWLSo9mmr3m8ddJP9QipD6sWrs6ens7MZXQTakn2lHVhOJroj7COyKOjfn9iUKy/N75w/EQIIGKmGwvDeYDH95LfkLR36bVHgpm9EQT5IQ7dKNt03reUOAOop/1yRvFiXhvoGQFo0p3kVPueN52zlSHtHdQd4PTiXZ4+BlBALXpwjgelkWMKfbeOeltKHlYqOodd3Z+NUbQLwCbw18elsHfwL+7qYpue4T5SQf2ezvt4QZWwElRLIvqchP1XMbujjDfkcO2hLAlB40RO3AFubupoR84FTlARRRVdQpRTJuvt8h+onLV4KhHeJmY3uH2MV1V7YrgTS2rpqYpfnMkEdl6oWobagevgSZwPyOCKk/7AFurL73q0kmEbWnXI936cj8RjREKZ7pQdNB3itXmgxcbFZCVvT3sJJL60BsP22Ms0bWvBoHJ5jFLm30S3rL6Ng8SfQMIw85OomjfGOyr23K1TZRLAPWWiCNw3V8611axqc6MvXG6c9KyEy9hIzB8V8U+XzHy9J0y961ki3LOTLao+/PrrDRI9568tfqzPVeo86aQyhBGgjlIRMfej8Grq177K9OX1esFKFSsSbH1ibv8KMBWtTL0YRT4Gh6G5u6+jEJFVPzX2tnsNq5bAZgm4MLUqiiqwW1XRlEajp/CN0ALTFfqQIegteIY9SDyUzACphhnNSiGgpuVGpSBraesDylbkm3ZTqaa+5PEzuQLef55SGIQsHRMa0KfrSvUCrghhPy5bJ+ixMwfdkRzwRKux8SbyCXJB6EF2GLMDU8U/X7QsUv0/01kAOa23CaFj/g3lcHcjMlwuzSJBUUBpCkZnJ83eX1e3kYkQow/5qAw5VcvpKRlqSfl8+tqqdckgKVZEgPCvGqAJzt7h1z3lvotkk0fwhRew/mOkhuISlcahaQcBiv4FhBixdZiaXYFykISnCG66h3uBHmL9lO1I8rzUhDSN6AGfhDFD7IjfM3y0Q7DCh2Ct1LP1h4DGXXJP+lrJ7MH3kK2iQDgHxwzNOO/ly63u88SPKg1tIsEXhJhAR0eVmaejuUa1BVXxd6ojNQ18H3Bjdw9JMLLRMvtF0KtRoeWLp+Ny/YFc0QwN29Vfi7faKBcq75AIma9hxqGsETXGDyTIIkmWLJyKGaB2rg9JvrWtfWrLoa8cYxmzvDhrK0gw++W+9LPJKCoh/DaXJpdHhMFF1PZXirffIDWvwAWjqhPhZNEwXFNcaIDYrcGoIS55xFn7WNMLl7ey6B4M1HkGwoJ4VS6QG+7iHZEvwwnFGKOgyInOIzlxgAkx2Ai18NLiWNfvtnRJRFKByYiYVaQobMfkozJn0lBhfdyMd1CKp506Zf3kxbSk95cIjLFWzeLU7kjMjsiRT+vfBBLQWCURYvt/hJTPTGIsSz9sLy2rhmwyWkWVJ9TmLy5D6EXrUHwHZGwqwBP8dv5MxywzXikWVJl1TKwVXHd/2/SIFqdq2jRoD7r9a0Pi6SBfuJOWxtTMtouQedc974EObHmcL6YG50SfB1SfDOtvPtcj3BtCd5OtM7h49KV+vKA0Em5VdxopgNNwczAgh8kfMNDTrbnysc60F0XhXwn7yFam8/OyOSc0LJ8LQsOmroUBSRHmRHGLTrO4jF5MmdsAKEPR5UyiN5/1DhbrnOTONs7YX4pNAlAEk5IODeKu9EzmOmjurE5O3dExNgcEZno/XfW3KW5rdS4ZKwyy6VBn/zH+Ss5DElmwMDCQHmOaPCsjlf73j1EhDWOxxAbUyE5+/Gn7BDHLkBy8FJd8bd7qaP8bAWS6ncRiVlaH5B3YNtfwCI8ovf94vlc47F4pYIVncHP24kkyI3x1bO0/oFrfC3begONMzaHFOKyNCeDJLjgZrk+G2BfZ9JniBIQxRZE7olWngBgg+X2qBFO84+QYzlbm6NJ4yK04vVsPfs9o8Q/JwBbbaJ16Jbxn0GYVFjhkJo3HMxX1k2sVeFRXdTsiGCpbz0F/lpHEv8E8CXRRo0DA3EwkVyGmWBfzML1ABpH4cbohTfXRNvrWYtzlT86ftcJ46EESJYaO/qok2e6Cch6ssLIbEm3XxBJbHGM1v2m9LcbInfQy58eorGXKyMwg1ySQDdLl/l/KjV3axD+Nip49HZiCydICQ5SZ7vq7UT1lrmXDYNZCuI5gWX5XGJ5RpgX4ABJhhQeT5mvvnXt0zGShFUKathRNXpzzm0h8d6jCjjK7WxKqDLEadVD71CcFTxFIvCJ7axWtjBOeiksx29theze6Fg0JyItafng+oOCecwNvFizjzoyEP0zsb+A+PvzjmilL5evb96itXi4O1KeYhwsX/C1aGQ9ix+lyAh2zpEk4lnMQL20FyPUO9dpHmF56jyfiwmqczCH7cLBpM4GxOyVu5k1aXPWqg+j9fvWRdoOeWDSk18ZMzRBqIEdUuL6VWc4X9vdaGruRkxkicM4HqnrqyDXGzU5nD4FLiMleof0ZaWsc7aGGMktpIr5OVR3IOCEqN38WLzP85+s35Ue9w5cHQvUvxThwhjtzJaQxIA3mVF+pbZFCbl7OxFvZYIz9BYb6sNACjDPLMhkWQzM8967SsLm+y0HAP1js5T/1KIoOuXW7/fDxUKalrsn2ZAA6UpXZgykySr/fzgSBIum/JjITt8rSfhMjojU2jrNX+ZuPUsUgYUlQWOjyaupOOSf+/fbvT06WbK1IP+PO48EnR8ceblFuKW+g4fn5x9WjQ/NYw8f+roHqY8G9DHRAsT/iWgBBuTdoydKSveVxECiA6Mm4lFsCgb++dvELxEkRThDopNHteLCwfu3rxtQo7tqry4t0Km8lK9GaJrhqC1/kNwgB8ypPhCJ0rSEqKFt6v+xoV7/4NVS2UQTlpW95X8/7D5h8ArJi6jWIK3qKVRQYWV4bJC2jRKg/j8QCbK+8+GiAreTks2X6y2ab2Vfx7BkTsBSRT0RFxzskTNsTtv/gUhSZbhbup9ZZ3Ct3ioTQGIisxqZ3EDmJ0UTtsAp2hEJY//fy0jPTaJMMO8KvnlYYh6BPbkzzVc2B3hxverDAU1X++8RPJ13mG36Hp7BuPkXBUzSRqcxXbIFW0L2bwyKHu+rtHcx+1Zo2BMJYKBO89t3P+3WCzLiihhEK3XVWr+1mfjN8wISQZNDXplJwvrYl+1c/+woAEBw/X+RIhsPR6AcY7HXFJMts5i/CANibPc/WaQPJNhCFcYt6liu/ugnRDtoTtpLgPlWaevMNCyz7RxU/qcSxLZpAoPSsVnx71WDCNXCJQ/r1gZ6On2n45fbp+Lo4L34uWd1SQKdZDCDtKFLbG8THxO2OOT+exOQE+oWHgpPpN9JpCYb/72TZsAF7v8mM5CmFTgkBdnuKWZQmJdjo2Qw1w+VLn/KzYIaPw/dQPcbpa4sdpQjLLLPoJKVbURMvQCgwqkMly0ijEiG5l7pnyOKRmketQo+Q8I/P1D8SrCFhTn0rn59IAYspPDFLuCp5KW8S5qG0izUrhQGqfop5UfHedzRPKRBpkp8H11C6jJxr5avFAfrIyztFoix9ujsSgvK/d2qkWAUbydSAx6BPt3AHLpiRRwmmK7c+3n5mvmy+syl3c7Z7XnSvTb6ZvHhfvpBv5FoAXrAldEnlwpR4bpaJRNVfoYi3ncApoo/kh3pg6kimqT69cYmeW24EgPR2/ZAi35CyCjjJ+c1k1dXvEmTnVj4fIxD+umrzJGgPiEyq4uXnmgnRrpxvhsFiN+m/JJrHFp9NNvr3xDhl1pmGyNd42G+gs/Lj+IX6gl5ChISyE68/6NonOFJHwHE24j0B9SwUMvjdTu/7ENjq9x6TZkEL0b2f10VpRPzv+XfDK4tPR4T0b4Yk0ObGF3d2scR1rGaJ4qPY5Xe3N8R3lcuFVnCRvK4/3kV4ScGdP7BCPMRPh4RyYGpKknSC2w3UVCcI5oTha+N9Pq48uudE0vK1C6cEOdmKwILsRfpeywnPRuYC9MiEkOjmxUt272H2IhzRBSdYbDQOdGn9wpg6W4lrTJeJ1liJfdKFoGKw3uIzCJK2kQ71GYOQltEE90iAn1KJNzKSoCXPR4LkugJ9LhMGqwXCySKueSx4W6MMsk1SPNV/qcOuZeIu5StX67fJCoJm7bOwjx1IsI7Dq53RFS14ycKAaHuUsoKv0wsXg7V9ylnSQcGRH+HvDoYf89VW+lTOWKq+Up0SlRJXxm8josjomVZvpJyWQb5dlup0d0nOwXUrgTSTX8aZpDkgqtDLcCLlA6aSL0WUXOMaJsobGYz3LWLySNFiGnM8E5KGd77ApbEFk6Qn1JIvpRxf2oo4IrBMqmv8zxP1H3Ka9dOeq7Ce0GP9T+mOwSmcNoAIoTqx3wOnySbwd+CDdOGOSe8EK1LIr48l/ftnyveQqQ90W4CxPHekomk0qodkebK+lsyPj6MlmYm2BzmK02CyYswcbg+6JoE66uWrUKycaLhPcoxUXRqs/0ELctJudkUbf2HLGHiqWAFm9/tL1tMCywlsch8AroJs0TsPojDw/ZEwfxYjTYt0dZ1SNJNpPuNrjgecW1oTFWb6FGwuB+xiGMnoPVeWYXKINFcUBlmGJck4rW21/2GqyQtjs05C9maNdtQNeOIRK8dNdivor8j6qt+Yqe4ACFW0Ff8wZh7aXROVUgxqJzD0z55Stalre76qhciLoRtoWjlRjUR3fqb8I4EiZkEHrgKNFukKn8txcZCOh+95n1lnsaE6AESLaaQpZWyKR75abPB2++m6jcKB30UXr3+k2TTdgfeVtBSO1X8QH5QQXFadE7uZDjNaUH8xs2pMerfXspUGPX8YC2v9h7rE7f7nyrg82KEHb5onttR5kr6r/iXBRNGcGWmudhx0YgM+Ve3KHrYRBaZp+cq933HEbHUmyNU0zDi02OiHSkTTPY9kTYatOglBnZwSgDT4x0RCVMQ5Q4Uql3lr+arMBaXn+N3EBFv8JHIqCCbkA3dtDPQ8MvuV9YbtN7BeGMfNlgNfHoyMje6JBtSIIeQeQ/M2BNxsdoRrQDmor2IVNDgWLY3HUGke5u7Ae8DWfdk0Ywh4UkwySKqmQ6JYDiGKLxPgvApZDEVGAck+WYCG7/nNefw2V/DLLkKDiVtGpMiGB8RTYrzRALDNeqIDIlZPGiFU0z05e6P4iTfEcGOSEDENZCFgnncE/nXmCtLBI8ZKr0Y9yGZ+SvYWewnCUGoJDrAEPBa9Z3vDyxljigncU+OmnKWWOARitKISpIzsSMXaPyAgnwuYyrCx5jLnCK5s9rs8W9xVbebaEVIUJZuH0RBUDiCqytdfacTmpBB9hI8Tcbj8Uspmrp/D59lttyWgbbqmYBe0zkuoE5yBjGxIoCcSp4IEveqhPdrVMZ5VYp/KYjbNVQtIg1bRMGFhE044qjvdE2yhoowdCI4aTtFzNGi4z4ABoC3iVqgFiy8UtlP1aZAIoPGMjJ+qR2LLZp6sSCTyBMEm8P6x+RCeuQQqNf+XtzsXeSwiD0RSr0h6wzlfGZUGMR9ePwKC3hif+Z2Kqisuk7mujo+0qYRKbZVtGMSPabfhoTm184gQaKl9D6Hab4zyrKXrGvBXkKyeuBLW470YPA8LOa7WctSkCPcq5mmSQp6NBIchy4EQFsZMVE1B8yS/QEgkqJC9zC72PoRsqAvEKl9JSzQaJDkVtaCncFWYNTfV3jdRx68Op0EQcz9ArD5xQ5+WZcB/ibcT5XsC4vOJDGwqIAA18hIwabDceBrAQYEuUA097g9p/0oJ7IWoy2sBItMxNWfickE6/fw4gMAbR4TCzEJv5Hhd6bHaCm9869u+k2arXfiDkBrlgqTVX+xawUJzthyt8Uy80RsT8RVk3cbs9hIdLNGi6CkSPQFNLeiL9ZjrtfkO58CjWnq6zZ5XZAQzbKbJrzSIZZUhrLfIFJNt0bJftbIiKxfXvJs3Xi5XG5hUdpiTCbDXYQ5LF9eVl/hGwOwYgfjiXIEheUXSMF82q+Lt9NcTUJHVI4r1fkNCdq2qT5gKQhqyc6ppJKtG4oomeRLLouCkZyiE0FBeg17AkfXua4flPyZShYZd0s19pNwT2TbRMb9fsJq3z3OOwta8STwk9avtF8+R3U8lyLCzMq17pO8B1nM0BT8zTwiEcwVtnCSCSlIpkJ4RKL5SeNN4on2Sx3aB85BJ5EsZYMIdckqHKTAeMO7I4LFXJEBRmv3Esfo7rMNzFYYHmmuKOiQyF4UYFaJiRuynhIp6kdNXS/6JfeRQ9ZPwWSwmRQv2UumCLMGqjx6WXL4+wNVd6o08k8vWbbSz095uBS8v76DhwlMP6A77O8F+mi3bQUoewCilJPietFv9tFhFz0XjbjdYmzqXpo5N4yaBklBdagF/9KTLOqrD9r0P8HHp9+zZRwaPSDrA1EJD0dE5nCMSzKPbimx+YMWqdxrf4xhzXcuPZFggscGYhKg9vMlEnE1Knb2CFKdU5KbEcdwrAisq5S+wsL9MsdPTEGIR3WteRUNxd+M7yPx0Yikks83RIWJ/+VEL2HSgiQDuqSSL5GcTft/Np8BZnMgZBQOKvHrG98qdTI8+06KmG+vLd4wJMpElUvtohFSkjVNbMz0vgw8f87ScuHWZrTJIJF0B8Sfgjv3ouhtRvyf6A7jnQYigoGDPEHS3HUbEbqh/46ubNOk9iOAdxprH42gqZNGBDTBwhTy7mSWfTIKy8CiBzMnRnzqVtyRKcpHVpMhVX1lPNEK5s0hErRRf5lcXbrBBeD+nohPjctFEuxbk76Z1dknFoXT4tszEYEB2ZNIlH2q5qJgykx/TwqaZQYkWOybqus2LtTxY31jjy3HjjikD4oXxfRoByaZCyk+uYJVCjt9TVZL8yhNMXkqQRRZEWiWlQksjUAXvlVcGcyp+u47VjVPFQs4IqFvW2ijBq3HFNEySVV/h7RxYUXEUwCs7X0WVK4klzaByGQCRA9FWE/ww38DBgGgmNqlMChG7qCoNlE1RjP5hqWjBBDcZHHt+1Fk+cwdaHof9wTDntYZKPMEKHX+QnpAoq/YWqLZN8w0lSNKEuHJPNFejnRxW3M0BcQHt1ZwyI5cMAiKAxKJLEZB4pH5CHN3+OojEk1DCo9gIf0IkOqduCa0oN5tix9O1z7XzXb2qLjev5rRCsc9LmgWDCbj4sUly9ppsJHj9cvDU2mWYgFpAiuA7AWTlvEEVvA1mSE7ex1SwHvznWb9GLoKatK9iTy4vAXCiR4lXP+gEZuGGI30cKyr1WCVU9R+GUpUF+hhcLJ7H9cu6xC+JSog2t+miW/aUKAAn0Xb0aqbV/uVO7D0NyTUwv2WGnaTpDAe/eiG/EFQdHQRl/AMn3GMYua0H1JhvfmbftBUDTELN5GxMO0lBOP+925tfcaMjwRk9G1NFY6RcwdYkvaLjZuceMkRxvjO1YRFTPHMpIILg/HHK4+q6kUoTd+ou4R4492w1/GbFtetwkgkJ2svR5tdNLJvxjaQFM/bpCy3qZlB4r6Y5Jiz8P0R4yuwVL7E6OtGgx/GmmgGvrrZvC5Kvmnl2GqqsWbmtZ/6nBVk6Fc4tKi0X+yI0C7M8H3TcAGLdKf+CwtGi285LRi6IIykMyB3TRHCJ3oLkQg107jtWR6I+ijSqOmwckSY0rpPY+cVnPankC7hk0mNCEf52KA5Dgls/UodBT5rRWvqLUTSFDvVH0yeJeolTl7EFmBXVRMYkT2U5Ub/jGTzQPMZqhN2jReDUPwS5JjyEpMKb92MrWYNbiZaH4LICLC53/pjhvk3DJDmFnzlRf578zwsswdW8sUeSbjyPzMVnkE9iIPcF3rBJrBxN0i17tS6ZZ/oj/o6LIzJ9w1x3vdHH4zkxMxA5iR3EbTkKWZi+GbjohE3hE9mJsxCoGbqgHBisIgEyyo2XTSI3nBUC4dfAaZsbzYqojCRk9LriLeQG+v7JT+ibEX9B+50iOzEy3pn5vbzYWzlT67jW1i8c6d9iEav7kNIyOZPkiquqKl6WzbBZjsvV36XjVig5X7JrI/ACZMGjPDHQ93pwZismT9BPui1gu34TY0sKyyVNX6ZmEas1L1KawHzWBZxXEBfeF2TTIXCv5kCpFthYLUjmrhIJntciPpet/TGvf+08RGIPkS0cT+QdxqbfqUjoEXl+5P9ybS7l/dEBFNqwcFvNgh3E4x66j6Br7aD6DIbxb9vymui2LmRKOcVkSExxbLf3EJD+w8DasQz/g1PVbMCmqqZb1z0AvZmIkIhDqHVfIx1nF5iqs/ywaTYbJerxcLblwT/LbZgnW6TCYgP6E5wIf33ARkWVPEEfg2kKxdWevY2oh7IMGbHgQwtS48kzcGIz8FAVYyNwkpEdA7xB8Boe2dMJHdJ2zaBdCHGdYuMfbvJjlyZrSzdSTVF4QteLxMAKHWoTQ/D3EWVy68ckZlV+6DdP0aGOIFzS6EX87n7WkxXe6K/dDRDdOb9n0Cb/feU5YaWpReAHeHat/vIYCv6C4FaDtaPXLN2ZqAwIDZo4p4fJVcG4eO7dC/W6dvGCE22r4+U7mlIVPJcbnxtEA9EWpr04DdHiaid1o6UAuQxoXpMVcGejIlxVj+JWb2vZfomImGh+1lucImlL8PIzA9EXNamJgGRY6grdKBzlzxwKzxR9ZbkbWNk0InAlVOWBG9f2GV/mIrNJtVZ2pGdrknuTgWyC69ee2jF30i0gssPuvLJUSOvOXw0R6IEEhXoUo/dGK0A7KxxkV7dqXKT2YbrRPDgD0M7V4JZoVo9y38rqoNfBToRHfRwdJoml55phQpkFxgS3YJEW9dGhvtZXLlcUf4Hc4F7oHFP9fU6avUESzTsV9qy2kRfAdpnlwt2Dqksm0Qy/ASHt6bLORbDniDDGoqOAxD8ENIukCjuuAVhcLo1q/3DP4PyBcwzSKUOmgofurkTX/1IRYTpgAtfyfwx+rcY4ssL2GnAx6jd81BXs9BXtbauGaGPiXwlKjpD5DbujuqD4I2tU42Z6Lvz0swrJm0755b/RxCT5LBC6IU8R1Q4IgDdvngpOt63xh2RYl0nm23radsHiJ8WOygbccWnBmOWvh7R5AUIVwx+XSYchOzuFt2CCvZMATpCcUQUh+dP6vWuTJT2tEQN2xQE5C8wxbA/cq0w209yqwPCxL343jci7ibCtE6O90IUulX+9tWJBqpTPE4bLlXrnbVfs35RIKKEjEfTp2lAeDqP76aEsLjA4RagXZ9aJ5IgfpzWBonWpmlkFKRVL6pJzaJN9AlaREmrLDzFusiI5KuIalJmWbpQ2NJZGEWTBSzthfjIAlQtbSEg3UtD8YXJoAfb6ufbq5acocl2/wgdkDAyRHDJZvm2IJkjsNpE+90xsmuLFrUw9ZrH3Nt6rfScLdlyOxcc7CdIL/MYKCiA9URJpv48Kj7QmD3wneJFG+L04APJ18Rcv9RVVbHjAkC1lV/0H9jUasGAgfl0mchCROrW7HSak2BABkz3P8XhvRyF0iXuRhIjTFd2NDjcSacd2lcA3SRK5pIXk8wRrcDAlWemqDCxgaWLLZ9A77zHOKe2LEo25VySvnaXd+F7OjLIwVGzZohEvKFMmcqJZA+vJUb96TWgmaRghMuNIBG5IVzlZjfKnKoAm71IMN0RaVycd88NG3sNQMscJX29xnq2oTEHK32Uf+ER1jtBt+05H1BTCpP0lWFqTKdGO0fxPCWsBHv9kK26XzJsbDka0ainXf1oR4TjVMVyy7M0+Ljz/QSISPwgbMm/GbGdzl/1+k6t/cEHG01Y4tdtple3szJHZGqpluueutPl5gNJbJWv+0a5eV2XPrqUjmBmuyOaQBxylWeQqkDlK1FmxaFCzCF2RPqtRLjC39cmU7h2hD9fNDFsmyhFDkhyEsLCvyzAKBxaxT+JCZN119NdP3u1lRzpy8tY3GlkI+LR5M9kSbVxZcfZyWm0tajXdNqArYAFLCUXRvH72DWYyb1s/G1ssJ4y+9FYo1GEnl+flaQOwuYGbZQOJuAXE1tO5Oya69Z1Q4s9pLBLMxfL/urBTDd/3lfw/gQfwUB6NG0Fzdow2hO1Qs8sd7H3GJLBpihfND+E9l1Ez/vZMxh6ih9mBSsJytxDJsZ7IrL4iLh7g9R1KP7GE7WegXAz/wIqxEpIbRa+njqQBmfiCD+Bwmb7hVVmjtslxWg89rkFXT4hjSfqXhjZnB4xICZePTVMsfAQkz4OgOmcuEXj9nccg+VesFJ4BB5zbIRbub/wUBnXLXN9PEb0eIxiVhnVar2fMCcAXVNnD/GUH7QZbh/dETJhF1bYxKgRoaljeDapP3LzvtNG+rOujvbky5XwIqdHg/FkXRBmjicKLoj63GBtFE0IfAQJS5ONSA9HPaDSzJDocqKNsMcx6yJ2RMzZo5gueTqDW5/E5bgCAEuVGOSu4tHIRxkMs8mZDK+V2U6J5iBxW5hmVV8t7Pc1neVaIEbzU9P6XHBpAly5Q1V5qC9KKFoCVDZm7QzRrxBRp/96op/J+g6gMlWdmratq0fo5/znIkSwpVGgvUenktREQpPA1AnkZaIVKB+k+OX12kzXS2TnhTvZc3513s6g+fko0tn94ZLEOnVxzdK65iguzRrH7MbpmtP+egLOxkZQoS79G2xFLEzq4G3M5ytCit9ihyXrPPiDRReIBAftx9Ovrh8tji3STpHeZya+xGf9p9JISoi7Q4sey19cGaQrRJID9YX6bLBrntsCZGgEO+3RbE9k9h88war5snghZP0BB6JhOj7e448a7olo8aw7iSITU7lvP0QxSkgowgsxrccAY/ZiZMFaEHWcoHABOCiIaRDdz49sQFl0EimQrCJC7ccUlAvTkYSceTh+uY+MSfUepYmAz/OszjQjmK9qomagND5DdA+KV6qGXeEAm73fO+HijaVI05Q2YV0rjv+erdbEbWF/MOJQTpnhi2fuZ8zPEP0KU6McbqAn401YZylxg0gcjVHcIkJ3MYOFcJ+vh2RoUP4WtRkT1Xrdb4+JRmeItpCBrwZwbOXnoA4b7crOSyDaMi9Q99P9kMrfk7Ujyis5spCsA3P+JuTBGSIrKt8fofZj0UcfQrlOIpfPeiJRidhCeDNl41D/PvS8+9pXVEmCvsWvCR5zr/wq0CNSGjlJYd/Edmwo66mqpQzLBDVaugDBVMh9ocKYfT7oO1DVLURxKENvuXZipEuKk7bwMYQ9dbXCgzVf2O6vPhL7Lp+p4hZwzJg91FJcW+1W3kIkTWT8G7nrrEPB/poQekpS17b4rGHUvwpPZMXeWEnSd3UT6YnEv5/I2JXze+IqkTcVoDyRdkRTwvkUW7fPEt3hsFZEop7CFGQjlSh8eUnxFGCBhEgUCkK3xQ1Ec/hcEY1cU72ZkuEHB3i2KMK831m0cYVp9UAlmUOZm8QRRT4lW+Pa2A1Ev0LqVYD6Bu1A7yKtA1FSO9b6zENN0ZGlNedJeJd8RJTPS2+glGsR3dEMzl4vwnSb6CNwT4StVyEVVNHF1H1eLf3M7FENQhACvyKCqXn8x7Mmp4V0avbnoSmiycblqdeJvgouqklzFpJJVo0Z4Oj1QbKDWrpIxTzsakO1k/FbV6uPj4nCGRJp1yB/5lS9Yh9FHp9Y6pV/Tb8Fm8nQzPYXO2KIuiMS7OAr6H6dZOh+pLmYseQw1yFUdnHDitOTB2mFd0QUilD6/ZN9l4uIlfz9YRPnoRlg2mhIlTsi08x4BQLPjrPgV4iYMBXRmvnmmbYg6bNEBkzkgfua+07fw8aDBJQ/ps7ocH93Z4pEv+D/l4fqTd1L28hNa/WbYjKYk0H3LcwAbR+uvKoFJCADKplVzYM2Yg4i90RgkSCRrjz3+XCsLkiw+6TbNIm8CG5B4ckl/NIp+m2TvS/KBS5r4XrMWkRg2+sQqVvrqLVdJHWAG5uGRJnqkP3SH4Ri97tprhFFsKhiEUoK4lo0+bRJdJxMpqj99Rfa6aNrjzqWdesCtW1VpHm6RjQH64mSTfGBjMmAyWeyJ+p4NEMwU1+ZCSAOUilbRKlTukwSQr/UKn+R6DNYQXyzSIHx3Ld/R/IaUWJbodLsa+tFY2vJRthEcJk3bn1eXyH6CM+iEV5SZf6zLPa1wdue2WpxFM3ZWtccUTwhBR1fuGy5bbKfHXSQl4EzEb/vz/WlMTLJQXLEmQxlgZ/ZlhzJ7atuzFVPXybisQ+jsDKl3D4ylqhLRP00TSoekXdVBlpEwvAmEQkuEuGqWOSIFguQ7gytl5m+MGuS+8szDOYFpuP+s+QotTIFiZqH6l8kMnJUeMkGEE6cvof1GJ3mbFG1us0hoqcFJuOrE+L4G0Upmxv6rxCN67vOlDt/ux91z1qZHIKSKZnNzhUoZqJ3prIi6znjoC8QJRB9d0ZiQghfCrcAp4vOQ2NdjSqilUeHWctKpvi5NiDYgcg0idBO6jHVDNQFogiUqoZjQ5d4dueOrhI9c0qkEHPqX2n+PeJQF0Hps0djZGqiYhMQCtEFojlEer95ruDzaEAGh8tEJTtRmymyaxLWREfOJCashmyZJ2wUqTTNdI+R8+CH1hnB0K2P/hww5Y0lbTUn4FPdt+UqEs1BXDjta61HizoUtokRoL0RPh+RHM+E3X/0DFr3wc6FT9/8GyuzM2sSLVFi2tMqzMwTSd4iwug2MZUedz1HBqSO7OlWD9n+pBAzJYvGfSJJg2hEoEG0qFOkmSRM9o9Dglni5Si4hWjVHi6qsxIAcNoYKJru8+hajvqIkms3tmFTgrwF2hEJc0z0mnhbV9xC1LbLgk6xlxg+J0VgIOqd1zVFAVEltZV2NCRH4BuOiVLfqeHPVtFXiPheIbyLyr5wJJLGx7Pn7VFyd1KBqxlKc0o0d0SDnjwQjTuJRFgFDIOc+eBmBXbf8iPDY6B2OnbxaXqY7DVZyHrW6KlEnawpqpxU9bQgA3tooOXQ8byR6DGBhayrfPR0ax0cP0/jUZAbL7omxaG4TgS3E+Hgy8oOTTQpDsM17iCaC9y2KpijIBwFQFYDmMy6F5HrpaNOIt7szvO2mnqi3/jjQzuIpusQiXreC+BgHcJ3+R8LcInJdOAIR2RqUUU9A3V8tFcHkR4HO9o19a0OmttaSqKP6WUi20GU1LNm8B8Hs8OieuAZ1GUit79H/sngJ8P+or5Sfbaad2sbXIxmZ433/vDddUbVIj26RKRQ5oDGLMVPeNaMne2NRLb14eIkFIZKsgfnrw6HEzXgbg/E3G8HMS5fTqCjueYakTBnErxUHHUf0KibKCoRfTwsKNpbQYo+gtWGuFu/T3S8u6PSiuOlx5x2EimqsBEuplEfDaMO6I1i87lDjo7G6CtSni5m89W0i0jQgk5Dd9QA1q20mdatGPX/V3DbI46B4E4EMIPouB2iB6qLKCea6glZu1otAK16BmZtqfjqP7uB6HhwrSKjHJITD2tkFxGv3jukilDs4hGZAzr3bLqFqvMLC036FkAfX1rDBdVniQQScRITyRQpzOdfAYqTfr9qpUqUZ1LYxDvETlaMjOwMpseX1jAgHUQB8UQRpmosTau4etEiOu8uvgpTOWQRmJaJFJA2iChWNI9PGqOgO2ZNO4kbEk3RCpiqn0cs2nNw1tKkcVgVG+PfuGJ6TWSOiXSrOcOnFl3aHxD0a5XQrXB4OhRLsMaEOWskedWHL4hpcYv+Yv9xjEQAblRaREyeJxKFbzySyDToueioywidkEq258yOtG21cPW1A5HEeq1oX/kqzhP5tGVEItxA+uc+CFM7BXGkRQu42e+mjkjYRU30/e6hfS0u151EaLk0jQkJjSdg139oTdf5uhdJgdYQj2Uofb9z8/zTbiJONq59y/heUZvCzz/14hdhLoa8w8XJVktr0SVHSPSDjLWkyxT6wt9Gd/25Pn11kifc/iVNmvuiun2/E6Q1wR3+cxSh2a0D0G2za9DUX2wp5I5IktuIFAK5/iUdbN2pZW/NNrqhksePlfJJLGQ7ouiWMWKa4vmcpJi8Uth2xl5XRDxNTi3Y1nUmWfdTXm8lkkjEXTRVkMkKZi2iVW0eO43UtceambPD+sZZi3HWJtWVrZOjUa85InJOjBLX6zM3l8QcqzhiQH0X6S1EsmkdaHumorxXi5tpzaUPozRDsOO2WGJOsqUPLvQoGIC+LkfN9Qoq7sDW9joyB6IpCesVucTB4H+oG+V+S6DiPWECqdt7m8JSIBEd0x3udSJNdL2mk2+bghHzxQmRMD4xyD4iEfFlrJbLkY5IoIHMvhjfL7Vv9Ll7uE6ElbV6YXkieHo261EkbKez2cpzHoiMl6BlWRGFACYTBv/ASp49iHV4nkg2UzraTm7M4b9RWzhwqjxRa9ZmOCtjP2shEs5gjpj24SzR5DzRQ/PF2h4dc9Pjrbah56wlO0Ui2S7Op+6PkR2t0PoskW55PUhvLGEJbwIbiS9+7GPF49xkpjp2QpwlStrFCgM/97hQ4jjDTVVjG++N9ojq8Z7ovaGI75twMtkYVw4CzF8uHKNVnBK1T/wN4df3EvHDyddN3bA4c/sffoZpfUIkSGvaOHx+F48AhaKujomERQWsh+OEadRFFOiKqJy9k0jU3Xxtd41z2S1HTHfo2vhQs7gZ4tO5qfPCeH9WMsZnFyJUB9Eve6LZcVDfGS+pHE4e3STyCbhoEA3PII1PiNoGnUPns2ZHZedGq69pEYWpd/ku0S0hlXu9Gmxu0H5xJGidcaoYnVsS9hf8KtYmas6YBbsnisr1DUS+eeownrwxNS8tOyd/E7gxaQezgiDMlHYSiYaFKZ7VdSJxdP1vWIfPdVk0dkT03/sAsa4vm7i6F6NFdKggL47W1s1VovrNQdH2IiXfz892P0a1GNVE4IkIMWeIEv97mfoavTC5TqTaRIdGh++1Kzinavg2WxPp9jUczR0Ts+hAFBQG9M1E5KUqWKaJhebRA6JT+2wtR37WTmz2IgEzk7CI9yVjjINvnTVS7avxerOoiWLTRbTwRP2mZEctIvBtrDavAwsyuJnIL6NyH83bWmo+weWnME0Z87sqjvu5oSait88aVdWpmviGRX2O8tuCE3GuTygFXRHNoLxGVEvamlaHWfxc1Kab5sgXkIwFRfa2PLqZiEoUJONiGQHwbijVFCOkEY1bdM3iBiLVIOIvKIaaJj9BlBDCjrPx1E/mgB7k9scNRMPiJfOFGsUS+InnAUvbJy7ZLfa9HHxEfsOs/ehF/XkV9b2daHaxMfoTJlO9iqhzjGzbrVF3TLVxx+JCB9ESfuKJqcasqTvvj3mbiMRU8WV1Lf8sOTsK6u3CJdCMzha3EElzNGvDNV3a/V6LM0RL40N7WNSzlNY1/s6FyMVhf58mfwJIbBeRsDVRfeJcConTjflZIumIWD2B5aGDKzbtinzMa8kQYGGBxVokUqxT+1l71nJHNN/xPAJ8xNHqWjhv981VREkdHSSHLwrTaCpb+rNgFO0co4qo7jBZZ3ObGDd4H185vOGZtQild671qwYSAQKJfoQgSKdks5Y5CnC/C9/XE1fwpked1CeXsF00bhlNqskY8ZOiHz3RtWnlcPDwMq6MH2j2NqJTPfh45rACuiFBthXHROowa6Yl2B9cO/2yIup3xUPvfRK/bXcHtTlJ+49tdr35b/Oy3CtH//wPt3D9eTxrlZ4TLAJOkefsRsjTTISRAeqa2V6OY99NZNy/qrPM1lgkqGbtNwSPC1Km9L7SE72rInHpGI6IXKsfGdmDoJq0Pzvt95Zc/qHy2OcfcXH23kw0PhCZ2ERMjPZytKaSV8v68WUi1XsPUdxFhPpfMSeg+GGPkbsQYgbWj1F3Q0adCUl2MLRLaCeY5Rmg34egrtch50LIvT0SVPLE1DucY9NN9OyGykeEglfVY0UafZynRL9w0NeJPkqj9jo4Hr6squ2M0cE9pedMISFrb1tdepb3q5RNHTgiwk9WkuSaJmRymUjAbCGNDrwT+YVgd5aAexy6w2nzfzMtOzRLPVFuHJFBjND6NnH/Odg2UX20r6yr+JtOos/YLOqIeOX7pStFqaAOQZxuHbBSP2s5JEgAjgiOiYQnmrVHVg7318D2oHPWPiZzQeieSLLERqEvA7fNtB+og+eZ0hSSSo4ixBC1HDXGyLaJBI7RQ3VZZRfR1zkIZzN9H5viqYAjolaDtmLegLLFQbdixAId4ue9lmTXRFAT/ddnvNMuIqtMgs53GOjfu+s8Ui+JRf98B4umzWRD2APs8sjtZecs5AADpCtEXBmFRO5SJ8EkTy32en5U2VkiQQi8/xE4FevLsyY4hpo0ypTr9KVRH3xmVHw66/TFzxQERI4OY+gTsS7Jjr0VfX7RAWHqWbJlNR3ZaQj280SidQZTcJ7IOCJTMB30kue4H5mqkeFsJPTzs1Y/9PUskfREoeTTkK3c0QUCV1WS1XkiIBSuPml6C1Fwieg3XHKNRJBhoI0bqfsdVSx93em3l8JaFw20iMqzRJEj4nypggn/FdKE+/q94B2Jv+TXie5tm6g+k6BJMDlPpFwmwlcfFddcwRz6WHc1KPHvf2RXHvOxAaDL4mxtZO4yEf5r6ojMZ7BItADpO7VueF7Mqbh0EX1pCnapz+a0SESJmYMeBQxzerEnSs4Lkqm91BfT6MY4nD1i8d8bJDs4S8Qx8CAjbSJYfeNMcBR1J0dRV8HY1kRounxbWgW/OLgUUXdKmxZRtxiRg/cR5IMyEuw0pM63+0boT61EJ+nONhRh7agudbCNGL2LaNNFJAl3t4CqDwRW7YW8WU3UOV6q3j53EiicvtBx9lGT6BF/SbftbDMiOYOZ/+k3r2Uj0fWl08U5It1NRCEFE3M9+fAIkZFeT28nYmeIoLv0TuuksYNIEmIysDuifBJVB/X/ejtRhES3PcYRXctFGMTk2e6IBN/kfZmbxMvN6tb0WhIONz81ES26iSTJGR4stvkx7qfo1fysnSWanTMx5j1ETHQTRSQnBeY4a1I+ir6Lr9O2va4zENNNmbyJiIuLY+QOmIqwnC24QiJlTn5AhuNxaYY075Ke+qmD6xC6iYAU68kWQAZ0Q4WRJgUQq1N/XnuMDgfBztZtDBLZk4U80xln99Gvid7frE3ygKxfhIGPktjlyfSkV4gkoWcw8Wstouu76V3hFPt7aVIEeK8Rn9uooNvt+XHoJlI1UXNnbegl7YSIJ11Exor6AEm6wVzJJDuk5XlZMd1idEwUhz6xTZtE0cHzb7qIMB7S+A48jdsQk4kSZWbDOsronQ85JooqohlAm2jkS1idRBz0AInwH94DJsM5MBDlFt70iBMiCY6o7Vbkhb3i9frOdNBIWPoydPdei8C+najboCeNm6GCy0Rx2ErAAyvNvZhIDosn+zai00QOAcylrqKO7KhFREWeLDN5pwzEk9L8LBFsj03IdaKoTUQ2bGp61a2uTwXf2uVtRMl5otMuhKtEyiyPu+5yd0VvYgT+a5W5dYjoLdo5vYHo6D38qXwty1LkW2FRR55ujEkI6XUT1R9GV4mIORrHMdfutn4+NwssVNwm3wpH9yb0a0QCN2q3H65jN20qfBRWcbiRiOrbpvc6UXHavhmziEmuRqVk2U2ThuJx66rENSJJT1dxy+Vzudw+2Ccx3DD1/ybSV4n0iQk1jxLvVXe2ux/dnpHc+s6up/v13N1H6U7SzWny/yaKrhBNh+cuY32YqKcsGJDhd1pZtv9fRiKvEOlzRIJK5i+FHvpKSLm6qkLZLZpmL97C2K2LVHjtN7QKSpcl/OxTezlxlWh4ShRTiTc7jcgP0tx89fNPYq4SyfNntW1e1BPD1Pxw95DZvhNCYELSJIJrRKcW0q2xSz4d7cx5zg/XZJn/B5G9ZJC6Bf/PNHZORP+eCiaqW+ZjDu99aiKxPSWqh6TbOAzIdzpluzEakw3RIXj2/v+LaHoktdF1oh1JwVTQjhHm9t1Apj79H4nUEZG6gegDxduxK1Nl4Kef+lLYxSlRQG4iipgKlZvgYPKzPKnj6Lyqcn0DUf/b8CVjNnMiaPW/f5Jo5q9I9ZWyk59J1Q26xnXOFF+WSESTMvlZIpu6w1TEWVfb0zcQhRrv7Jy+koAEPcl/jkfwJc7Vg5nXRG+2RzsPi6o22v35TaB/lojNcYyycmluIopP/IerSRCd6WCw+2AwpD+ra9mc7oiCTPCa6A2+n0pa4OkMEVN9PcKGCgs/+cxLskUw0X8XEcO+EXeBqkSwkmQ/7+/9LqZifRsRHIfYiU1gjq1jRb4jKuiF/ubFbUCCYDAnfhB7E5HV7Unb68dcMhkQqvmF84Num0+5pr7g8Qg3Ea2mbaL9Jb5b6e7QIBcPx07tlbHClzbfqwW5ZVcyErTHSJ1hdeVjvEuxYFfcQ33wmTg7Y2yVFs/VJxvTQUSP8rUj3nJIAn+U43rzyxu8bPx8bsb+lKXJnsNcTdjgjEHagWxw0hRYNdFrdpMfxZ/5b1lcEafyer3mTGGACVOW+EM+i1JTos3N0dhseVClZHsOqAivp9n71xtZNhdgvXwkEaGawhueL8Xrq4M6+21LaW4mUnW5htbX+C53RORtHi3RI7KtLytsPU/N0b5ahySycbFf6oikWRYFoW8CEjA1eD1zTMiofLJtO5Y233iNSNa5QONbBVnfNkRJTaR53VTIWidX18+1LLuN3PLyVN6k+kLUx56PdjSb078rhVuJTreutVRoelX1MZZXwPwHkit3miOLDpbN7N8WTSxAubU3zhpAUYvRrH2c6nWiTPQqIoMxA4mZJKTBJACSRJE7SOgTTexVyW4PEveHgriD5q2kN0lRsf7T/qzxZT7ezRpdt1zA2kD+/WWHVtrFi1wl5rr2N95hGtJqFLspGhNU3nkgYbUhOY3apZahhdc/Gkz47aGbanqV6FSMZgC3ubQMqGD7K8anRkNPNrMsLWhWMtu48ct2+rVhTSRqMfI7lj/BHB7obbXpnPi2VVxw1iOS0yYR20nZlLBVWrUGJaVNr3paT1Rbo9R1bakbC+tyNFgPDxvJfzMYj4dF0SxpbHqL5Tb1UcsXI0fl7HpUW9uHsDYdun9b/T4yFEuWrjnfKDM1eL5kM82iS1N16aTVQLqroW4kgvrRN5aCp2Y3LzFDMYpCZTRKVZMopLh6/OnQqjPz27bEFSJZZbt+qyI2+S6nNzrZb7tKJZX/ESBMZBWWLSVVvWmjoiHCFNaunQmNnBEY19kj/R90EDGv9/Md0f2G3OZcnShT7MGD7ZxnO6kiRe9e1T9rsAlhFhsA89nN2uvEVf42F4hqQeO1F1rmt01aHOI89WIuDTqRqXGF8Eg3p20GiQgxuUGiEHfElZD8aBpRTTqITFVMzWCe/7ht0iTmmjE24huFRDkRWMFsr7AYnCbBUZgkT/FDUK/Nt8guT+snTe2INBTmJqJoNNip+/rlZQt/Wz0FwXq8Hkb0vqVsMjdoFlcRgHCNsYlZiG0zQ4y7iVInRincC3Zj8UyHxLe9J1ZxvL4fu/Kbkk3GEzDuMisJkORIhI5zVs9UD0QH0X5FBqFkeGN5sVJ4yZ32h1OgMe4QbhaiqquInCUSPEnAJjs21byQWp8n4nvJ2P1RcOMzDUm8g1CrpVVchyqnshexYyI73xP1VQk8vZEodAG/AiRa3Qi0DAbjneiox/lqsXpidwk6kZesnpKdnL3sOCTEFk0AEB0IYwGEbBKRrjGKkCinSQH8RiLFtXE7uSV3ugYkR+3v13kzp5IjjWBxiETlUj67Qgm9LkfBcraApAxo9KHRLSou61o4dURMVUQacPWS61q1s5gn8BrCowhdp3OydnqcX9Y1/xe8QGl3cvFBh1kjRrw2Rh/wQMns8T6zmgdG/8BlMHYgGnwg358ewXLIkEgySDd+p009jEadWshf/Y3NVvJpTnZ/bl2Ulis6ImuyE+b+lC2Z5k+7aGRYZDpoyBFVbAlfwVUhFUvsKODtslVATok+z7FR+vdYMBqTP1NpbyXiU6PRSkum+hHekmZI7OawoWtM8jmsXNxlFZX2K1u5TOei79+mKEuT4Okbxy1BRdsKXiYiAucJV+jZNEQ5PyLCz8VzKtBwsyc9CuwjerhU5ZeIQhdHBgX+loKsgxuJFkumMYb87i9YntNggNe/q+x+PxHj0eCX4mVunpPXV7BQ9qcjcnePREnE1QUi7H17IBTdN3mlMbt1QYhNfTSimKSaRn3NnVQp/Lp70MfgkIEofxgLkukNmagUiVxuP+iKIQ87eaej3ZvqVQd72QIIjmNKneSwghZ7qYr6+2nj/nOezEoBFiI8Mnz83YCr3I4vRP79Ss0l37nGITGtHRavpotI9qchqvt+8Qf7A7z2K64rorxY9xRPIANYgXR79n7hPtb7pZsImAcwLub6QQ9r85kn6lb+p50XKQoUIiTYyREqf5FlWeAkiU5GgfyTelwKKKw7/4RuKiJg5PsFoqyaHl9K4HCoaV++AX6muOYYsJEIiXpTtJcxRVOgOSaEfWV6AhtQjElWZbmc6MkrGfxx5evoF4kajnMY84ZuYyB6yWRjLoLT5q7n3Hs5FnHs73B3OHtrYCz8zdvwCVU/tu7MqGlxgWhqPJCdcpIPDyn90xO/QtRHJ3I4pk8HZOQiNsV08IxE08Ev60JlTwaWpc5e9J+ehpNM/BF1JlWO6E/6LFEUVpOmjBbsIO8qdIV20aX8s8fpb9BLkMLLNtW/IWPynSqaBQSKrChXBFURt3pmZTUNORO/mMRAEvkxOk8k2b7+Y2rdx46oOSpcdwDpb9ecEsnU/o5U44NIPoWvn2XBNbxgLPAI9wcF+QivBuft4j1+LvJ85Y87ORqRGlP1l1i1h67HE2FPA9V+wZWTvHJsOu8nz4p/u0tkT/XTmSyfDyry161X/9On3XT9Jeg50dxXzeeKZQZAStbVMPK4yoJ2tWVABsOd/lMdBONc8ifNKVDVuzdzUX6fvFTdzOmd0+RmU8QJkXLxHdVhLUawitw2jSRm8jwRvkNPyHBvfKmXbOdVNCdi8sox1cJOOPNkfvxSYCKLBcnUydRXfXpaPbQFyYUqOT8I9o4IpV52EuE7Qo1EBU4dzhXXPqxVHGMUR/QYM7S8YjSBlSIEReiL+300vUAEmQHp3YDZQ/buVzhratiZTa7mXNdjj3NF0DdEVLFpMCjL3bSVHJKX+WqVgBgx2BnvQBpI3Ob8exXUPQinRPLOXd43DasvOjGa8i2AwvKQ7QiPslEwPnhMTYmbNqJw2j5QuSFcGyt2EeY9ys0jZFaMcgPiBYnmcnDxZkFipzhGY7qvQ65w6B8BVE9SYc6W+WNfwfZEQ8Toa+NCNAyPe3Ki+TS00JM7MFjYuRiUCbcWxO8MAGzQHXYR1fkIYfswjUn+UFoco+RFGHuOSNgd0V4E1v6qXaNzR6QndL5S5XZrIFvSDRfWJpu7rCxRqkuLROSE6H9wdQMzxEAx6AAAAABJRU5ErkJggg

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Why does fully on-chain matter?

Fully decentralized blockchains are our current best effort at a robust, immutable system of data storage that will last for decades, if not centuries. If the chain still exists, the art persists - forever unchanged.
Read @bright_lightart's thread on X

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