Transaction

6b4d94d25c6c83a85a2bbf9edbad2ec9298588d175ab0de7993daf225124ca17

Summary

Block
801,604(84k)
Date / Time
2023-08-04(1.6y ago)
Fee Rate(sat/vB)
8.101
Total Fee
0.00064379BTC

Technical Details

Version
1
Size(vB)
7,948(31,507)
Raw Data(hex)
010000…00000
Weight(wu)
31,789

1 Input, 1 Output

0P2TR0.00074379BTC4df40df4602…09bc99d5b9 #04df40df…99d5b9 #04df40df…99d5b9 #0
bc1pn2q9ulrsxrr0wlc0h6…awfrc06hdkamqxqenjl6mbc1pn2q9ulrs…amqxqenjl6m

Input Scripts

Input
0
witness
#0
utf8*p�����->�C�A�X���b�ކ��}����D���0��U�rC��Z��}�hd����*p�����->�C�A�X���b�ކ��}����D���0��U�rC��Z��}�hd����
#1
utf8 C@�Xc�����&;���0���U���+NE=���cordtext/html;charset=utf-8M<!DOCTYPE html><html><head><meta name="viewport" content="width=device-width, initial-scale=1.0"><style>*{margin:0;padding:0;background:transparent;text-align:center} canvas { max-height: 100vh; max-width:100vw; }</style><title>ELDER BISHOP</title></head><body><canvas id="canvas" width="520" height="728"></canvas> <script> const SAT_NUMBER=1328129419266962; const SAT_NAME="elderbishop"; const SAT_NAME_SPACED="elder bishop"; const BLOCK=321251; const EPOCH=1; const DATE="2014-09-18"; consMt TIME="00:45:01 UTC"; const TEMPLATE_IMG_SRC="/content/3ec4a550c95fd6f562ed697573c3818f95782bf938ca414e87c23ad797a8e330i0"; const EPOCH_IMG_SRC="/content/a3300644e4fc0941fa468f38e7b8bd9e47be0bb28dc2c6d5095df06bfc25e1dci0" const LOGO_IMG_SRC = "/content/c16d0bbb95f458210572673e136799b89cb5654ba5dc145eb9f26df357dd27b1i0"; const FEATURE_IMG_DATA="data:image/webp;base64,UklGRk5OAABXRUJQVlA4IEJOAAAQ9ACdASosASwBPm0skUWkIqGXnC6AQAbEtjcfsFKrSprkCnru/Y73B6Hfs/8h+3v9w/bT5d7Q/iv79+tv8P+3f3X/rO1jrrzIekv+3943zSM/4n/b/0nue/VP/e9wP9W/+R/lP8h7Zn7ge8P92PUH/YP8j+3HvK/9D91veD/gfUH/pX+X/+/YY/vH7Bv9G/5vpx/uR8Jv9n/5/7d/+f5Gv2T/93sAf/j2sf4B/69ZjZK6M/jHu98VP6LkL7KtSPvf/p+uP+p72/ndqCvA+YXoHfAn4vz/Pr/+x6Nfw3+g/8vuA/0n+//8fy2fDf/Mf8r9tvgC/pX+A/8n+M94X/R//P+79GH1z+13wJ/sL6dH//9zf7r///3Vf2n//6cLEhOYbP8G/zSeFQXRtskUlP7NnnS/wGFzXFrg05XTGZuLExmryms2x7m/wb8N9XzNvBYKunttkVW5eXDu4lFIbJyOih1XHIiF0ofIpq79nOq3llRVczx23sF6FEUYBZXkDYTspfefNp8TAUrNLvOqYWXJ+C8pt3U/IldHGH5jOeqVC7YZz5AdSfitO6q124hSI8bbNn02b2t/kpebRk7xbXt4PDc25dKcMm7vkrgrx7jSFssrq15To15MG6blTTidnxwiO/WSZjpA0cJyjOaJ+rjU1o9ByVF6o6FZ+bKqt9PgZ5KU6BPxAGg2qnC16X/XquDKsSmUzux3g+sxRJqo1+SgV5qdBaFYni0+jRZMEdGortUx+8ni/311a3BDd3eeSs8flt9Cb4GXeogEO0/ufhzoUtlJPiQj5diYfXRjN8PMtcvf4o73+5INFeBPXLWRwpG+LQJCPvKnRtzrafrXvlNysMiYzj/w+Lf5u44LUGbL7qvOyzi97GfQScj7laE8o+oR4/B1OB/tLNa4WKoibXgnnBekdla/CpFqnThn8Z4gqQc0SkAmD7iUBBnynfhNYqr8GMe9xMiyFxSu57YcEqyKbx2aOgj9B6rmlTo5aiz2A6W2i2yqUVaTZqzHgMczHNNqsfBxg9EqUSzHWXtX0oluBa4zWrPeD/IJ87P2XVxeI0yvSEjf0K4SGb5uQxrV4WC24G15ucD7jrGS+j3mSu+hGJCrKaN7BSnZHNnRwdjQPoXTAob5UpLYeKsJaBpPMZ+x4oqAyXWwIj1yteSRQmMmZX4b/iEIuigmlKzdzcgtWoFLvNcF3DKbDAKGLWjxUf1MQpqHZuOtMvtmQxc0TktgLAFkOL9suROSKHuQIyQK6aLytlXLCFTEqPo9GHp+0CRFXaD2rsvBxe5JbbN2ZjChSuNxGZqioxRakK9M/AVEpFeUbtfSXw1K7upOTAGpHd+REGmAfcfYHOlaan6/uASvBZlKLTM6cJHj17/1FhOprmXzbDemlkymqDyEvn6zgfXKPa5PD9tHq44/2rxT+vlnFUZo0GTNhc5jGDAzKvsApa39qabAE0mP1QfLhB15P7UqpWqalai+bYAsu2CucByNpQeMktxOA5xU/D7Iog6IlSX62EbB+bWR3l6vgA9ncwzrZFweShJZX0FzAaeEYRXizLeykizjP5F9uXMVJm9mbas4EQ7ZJJhQSDOXs2xzOyB/xBKB5i2CqOaxB1scAXuDClu/vjuRagzS3nMz+Z02C9bLDYeoCjMM70b0CHwdCzcy4zBnhMsBRKbvEcbaGkpPWvZ5jcseXTjzZ70BtszdBu3lPaCUxJ/EPqy7vI9gRU5pDd3oO8BzkvPiYM0O5G7SoFtqe7R1yAF012JxY+6WoeoHv4E8WaT8OX7qkTP+3W4JdxhIEnpq1/X586GEWAUuVgm4MpK5I9i5MMp5bJp03RQG5+5REvFCsEGcXzAzpkLP7G92xj957N8TE+DBDkX530q0YPt2CH6ObWH1FcBfIgTGaORbR8hJmk1eC+0zfbwtTql2NJEcdT232vox1NDdNrsR68NdbTGEYOHeIosOC/m8z893kyIlAeweuJMk+bNOvI3NENlhwaSgOJvWfam7sj2Qj7eYvO/VCuhGYd4QxLAlbXAYT0ysC6kkviM6g2iMkWK8f7F3ChLmCT0niQoXevJ80qU6wjl4+ce+E8JUhIdA7+myJNOZIaXitPEZSxCaKie9U2UejjOsMlMYXbH7D8IdB0X2c2CgQ5ETOgEjH1onafykjwCE2u27e64GrAk3ADmFq6r9rrTV9UMc1Ie3cwW6JOz6Qb1v7VLBfFmI/H5t+g0NAi2uU0IG9QthrScRra9r3vKPM2FcSbkgpEPC98/mYmJps5W5cAgy5cdyjVS8YCtkI8kNu8LYlHlTeleRKbk2VGWg8pdjHrZvYq4aHxzhWI/o164iWdgPV9+jPMtnXUY0spb3a8rDJyFvR55VnUk343XDuJdX071kbWQKrsdbJpZws7z68nbrXaT8XgtdHuAXbu0hpQjxo4bTcMHLdy0e/3TKCOF7OH2x+rI7gll+te2P+EbQ4/J3iJ37srgzNxcJUbyP21yYBSD2UF/FqNKrBvpGLmxR1Xw5+KFJ0NShi6uiNz3e2Bz/NWRpG2fMXCZHKHsvO2dKz5zYy/KlAzW0hqQuE+7GWN+LVKVqpuJo8z4C6EwmW/yj5595fBsOkH1T4qKjGBt0KAAD+2IL26HTiRf7l6a//AgixqNT/95hfKtxzv2hAAAAGE5GD0wd1/FUM2If55BcormeHTrJ43fbDPMWOp//nomQfBC3oj+MutWq4O1xpLlmFjRYpYVM3yOaQjegWd/4nXVIM/OnkMgitPxNBueKnRXwnXHnbUJ0bmzyMjHVPXU76zwqZ0v37RsYcS106yl1V0Xi+LhITnMn4x8FkVgNq5fT47kaAlz08bM28ly3UN//MoFA5HxTqFsH3o2hDKYT8wmfLeb7evWiNpysaf3js0kCbDRD65vcQ/wkXdqyeaICjpWDLRWOFQebGT8LMCuSQ7csBLY0Nvxp3QBy8KQs9+sJ9BCKcAAEgUbCBrf0hLXgmXC3APQZxcxlWdrBtilw+3iO0V0hCvzOh7ZW/LFtTghyRnwv2VR9cAW57VkgDP/8gzgo20kmKqwSgi2KM2NAkFHL79wOcvnXD6VUtvlq2F3GtcDXx0VzSwLxcTM5ANuLuP3dF6DSV79x8GHh+UGM/xIgxu8Ljzr/q4VGe1Uu2XDowHqvKD79ypCYNI6XyTrwQ2qVU8sJ/OWzZLLYFISzpeOB+7tN55By9cq52jH99bkHlgLwvTi9QlZC0NoNMSarVJo5eAjkiC6nud7/68vUrBlaphgwxqG7l6Pw3Z7F6/kzv1apfzwveRTku0U33XCXdV6k6CF45OqIKvIAF8ETZnXesHkaufn0mEOlaUHX0d0SW0klNVqmRxQQpv/a+dty412rmt7vU6lnGZw6hkMqc+nvNE7Hiy/sHPgYEGCRdISo9sip8XHAo9+WEbqstl2vYNFuRm6XajEuxjRkzbMLxzYk5HdwRuaKuc1S6BVkzCcalNr38IEyYYF1EttOjHouZe7b4zDRRdAAAfBVAx+bYhHc8GgduYjqiBV6+9B5CvPZkVoIgKzO/qABLns2z64eqFPXvAfejkbW64dY3wX4Jt956nCrn9YIxyRWPsS5/eW5aVUVDaQ/CmPEJWlTm7EKrEGQm/z6f3crH0gQLFgm3PyiKgY+NULRHx4QXqM+fg3ntzSqp2ZtSeFHuZ/wPs5KN3Jjscd3OmQ818uqXNGBo3estUGQ/qwX3YlaAB4o1OniPCx8AAZ1hHyulL8TYR6RFt8vOMGCiuenyprOooubS3vzUwk0Uo/HDkrmH7/ERP5NKkorQLZq5/cO1D6pKs/evtovKFOMe4E6ygV6mWxI6AgHDqy0YTCy8CCwwdmwCSrBTwTPOtX0BlT5CuansKTBZNxWcoLN2dOqMJoGaW9nxd6UIpxpAsmy2bdlS0Va3ykSLH3jnARwiZgooqM25M5RDDQklhLDuREx7Yk50CSlXQa3pl4lAu/X9aE++ILjv2lgrPwIbXQht1d2XxTSWHOJ448fkhH5xe/KuoOGiFAz8mhvvfr/ROdpW6nA4UbHMMwzISe7GYkJ2+0WPGLP6vRfLgMHUqTzPy31pjkIuNjIFDkkgML4+aLzJfjSqeO64Pymi9aFjMzeSC01TGIETkNhp3PaR20S1rLfL7vzKv8zyKHcRSkKJnSr7Z7f3lmJ4IxMJ84I74OAwPDgn+q5qcyoK5VQe8kH10mU6BIaNNzBiXnCGAGIB9Kc8IV7mkNhcRmHQh8fmm60qR01kuD3uv4TOHJvYuZJCBBvlmMqt2wNCkaHzxCCP99lndmE3PkYR/RE4rJVAxaZibL3w3Nt//PQkXQyaD3EQNIgUs7//CXdlNnlzS1Edwu7+vDrdkqFBTLVJbJAV2h4O84dSmKskapYHQtn4uY7mSQQ5sJeXgeqdKDaK+HXcMj2286td2aYh/rlzXjUw6b/WBv5O278VlVDA6W+bGxQtAIJcO5vY/8Qpeo7C6X9M3RzItxWmFuhVDMx8J/yCPgGNwx7xEyKa4GCruJcm1mtyUCTExoLy9KW72WpZWxzM1zq0HAxA+jNj9Q4x5cP5JUENWI2wF72S+g9fFog8MzCk9vxRlhNQf/xvNC/FsiGAdMyskdVMTXw6GFH5LLRLkhwEU6hXjhnICza/MhJV4vgOGnyJcswr5iVKnwSjJJ2rCDs3L0rGAQsd3fn/5XueQ6Ifw+WJ8Ncav1+hyAfk549cUlDp//G9viGUgfFvdtpbno/a8NMAu/dlPcbIN2b2zW6yWODpW3uVPPDzDn1JQJlsgkV0KkGYGO09NXMLQaWChI+y39n3VBuql97I1VE41vwvGP203cWsgIDUvDFf50JSmw/vmroM2UqS+jbgttVNe3vAutbLWBDqHmHNcynLsWd7BI0OjDTwEfxJrlNGHwaTpdoYyvc2XwuOfPPgeSvQoFOwMx+u0DI8MQNGDXByeysSY0jUtkEoH9kL2zOOKvU9phJ02mlPvbBeQPi3DYhtPl0BNjKBG48arW08N6gqDRKb6KkS2FjtWO/BfAPuIXt/8IulMAYvhLuV/mVEIyeuLNuqoWdwrJC5rSUXpk8E23glDS3ff8TagBvOYPDl5ntha62aKuh24Evghj7KOALf6jvbTNOtlkOdn5UAfrwdGGhznTDbPtQB6ygM3VC0qRAihw/tKxV97LDGe2xZijfyZG+4uu/J7MdZcSGi0vsUec/FbPsEdjfbVb6phpNfrw+f4YwmrEHpJuBAaOsI3mmS0XREjdy0LN4p7HoCzsrDqBSASa5Lcl1KCZofCf91IyI/IPouXitvsYvjVhClXNU0aDxM1yu6ezC4bX2eUgL9gtWJv14YhBERCfo2uHgrgZFvX3U8i+1z7P+ty80T/+Tu/Pw/YjP+h4D/QlGFjryx5hkS2jxcp/xZAmrnOKj5BGrPtH9bfEeg9ZPg2ufris0nOka4UfQoxA/6ljI/qR62kT8ae7h9nyacP9UN2vldwKD+7YGRouM8KSXmyJ4EIjyKHdAmyRJkQcmzOX7UNU+8nN6Kes0QSjJfsgb+rh2/jqB2OLC5vRIPeCdQLnphqzvxw7JS8Hg/dRFtF1Fevh1tMpKGaBq2ITK7+5YPgapAl0E4kOw263oMYkCjO2MTFgfZGr+ytLT/ti79Utpux7Ze77QW7fHnIc8cnq6DX0wivLeTXVZqT1cuqBgtJPgKMY3cIjsVjg27Mji4hN0NxIdrt5mzshUa+BtUqG1QVaVw/ud0XIeb8n4uWah4vCFd4fvNs/LHyL37yndMdF1X4OdAWfTsSy34F1pyHALfrHmi/yqEjASv+NL6k1+RVWVDCeq4Alt/bwyWbZVZMhxc8Ino90TvHIDzBCF5T1rzeciAxoKEfSeoP/Q3syrqmlBnDxUYzM/JrzLhQVUtfu0Z71jr9WNn9VRbYiwMdfVhDlmuFCgk3NLl9gnyD0wTq1Am7Ou08omYYOxlZzrnMPCZDjXdsvs20j0T9NfHmodndPeKvCfwtemptwdUu0A7b/TmBu6uuOPgZk1xkJzCICkSoKUzvqWy9RLP+bG4bMOPeEeOR0wnQBWLGjzeE//r6FD4cI4iAaIv/RqaegsCB5Mal4pwyEpDEv8qYZXnhu/w0TADAHkBZJsy9GJaEau0X8U5iHh8Sw0smKNfRRXCYOOn63yMm9cgiDgD5nIaq2c/yCv8k2jw5cZXrOq1jbaNbRrCPzl7Ar1ux8ywRUCIBlftldyMXmNF9L+7qNTpQUWflBnAWWbJ7kUGbeVCjCvkGN2QWR7T0BAaHKUj8L99PnZtqonp5KSOtlncP9cAUpqy4Caewp7NcRFOCuYboBqSp4pGC6MfJ/QDpKaMr+F1mdHltrhmlMrCjKAZN+qWKNuSj1hSgaY1W97prjrGdHBNMlMddiDGMVhDzp1S79ICbiQpqvVrpYkQBmqwkIf7Ko7X+lcbQs37IP94C0oMNASh8TD4GhYwdtvsgpoMSQleVdQ02LzM6oOxTI/mkjATf/BVNr1Dp02NlxWO0duhIfCrNfPfo0yWWIWb6MVAjcMhlmEzeX303In2p9geYNRFBMtZQc3Dv0N7VFmZb+aBBjo5eQ2gqlXKBLrUQKBvB27cnBc1vIQA4+DlF8VWrdR1xTKG1LlqN+tNEwJ2Biwwt2QgCbA+DuJRbMMcGC++5fbLVIwohJl/eyH611dW47Wd+uz1s4KzF3Gm1JpN8pTXrGFOG8SldGAsbOdKjjtQ+/r9t8hK/nAAN+M1ctsEsZMScH7yIjmLichLJH1NBFckfyW2Zzy0sOHn9Ln/qMdxKazbO1aFeqToclL3w4aeXeNoflcO1j1cr8iPeNSNWUb2Ur72g1wM7r9Vxri7YDg0H2X7b41K8mWnScQ0QPz7goMFx4bj8tcMmrPD22UZTi44ijAMpbgL8NGOcVptK6AXQtykzDaWucN/aZFceB2Tb73DRIfrZWEArhoW1yMrfuTEo8NEBTWbocVBA5ir3dhVszBlZD6VcoqFOpTeyPtA3Rz8Rl6aXWZq6xCXvbGBKw4oOhJykDidBT3ijXMsp99elmgei55laTBgUmPOK/e683TiNGZ8Fk+WTwJp8P53r48KYZbD4Uby3McAr6sGGLc7B9oikmtsR6Wbe7e7qIYmNkYzNaFk+9kYJqQUOu8X0o5gv6j6IgcOBJLoad68SulUsfxyMvBcr7yc00Shgz2tgHv3oe06GP3pZwJnfngIb0jyu/ZJLNBjVLV8n8lygUZbGr1d8vxziy17F4gsGk3lr658q62ZF8AE29HqjF3M9Fs1yXT+I3BJ772+bcITLKHhMBFyOXmWDoPTDLkDvMcNsf4VgJlVyeCOrhJ0tFPWQUo9E57sMMt7Q/mNXwqO32LQCYj6BxJilFIQMrqo0mrnHcjcC5hCngaMHpqxp+B3VtQ44rw6nunhN+P2GBtMTKFE4huEHj/fSkUThJGJQw+KNi+0cMFMFjr1wkwc5DaxJYAh9l69BbAtwtTVivvfLx5QtBuy+mPO7BP7qB9kYGfpQQ3fHUp8h3lJ/BBocGvzqv+OY16/WPv8+jEGcgfOKFn9XzJ1aHweNES3nGO41c4/2Km79zO642L7vz4F6CZ0kmchHrshWRYp8wXFzwhKAIJLUp7ad5pI/WZxyKhxCZrMqprNnHztDHN/UYp7lOO8JGDRLslzz8NiqPn3/xJc/QQhyCn7pdLA2yJRPHd7zmBiZZYQNbKj4M8osCzQ98CTjDZxgVvSRu/nVoppYpAdxQk+H974Ujk4maVRySrhb2jx/eBULIcWNQJWP5lKl2ivE6lTNlBTFz9Rwe/OsFxe2ia59/n70wyxhwT47H0iR8bPjofavDpxUCHvEwelgryu6bFfBgyv5bSSi0JdxDikfS7AC3TDsdAVugMyivqrzxqAMfrc/1AqGfw3wVajMePgMHOjK7Syn+gYpuJ/y2g0qhTNdRfW5yxdqwNp4wHzaIvafXY7JT5VF4QK5hBgKK9V78EssaX1Twd+wbr4Z2Ie/xjBLOXufz4NcttFCyk3AMNrx+Is+oqud6wjoJHISmWYX2LjEE6dsHJjoMw+o/6enxeI4A9CvTl/3c6yvfnIeZSrtONhZC/EPPdPEVUwaIPpgCnD7F0iPXUsBQLdU1kZULl/S7D3SO/OJKH6F1akex25vFHzplFJJ5fYgv7brht7lTF1Z8He6HzdLTPupXUE/0yihQcWMsIfZ/m/a9VkWt6Ok+6plhc64IwpjltG20iPSX+x6PXKLMYLIZmBFTTp8A7Ffd3uqI6UNYeDjAPpztWt0faGO7rp94cY+wuyUzsfwJcBe9rwmcid8eySGu37clY7d233VbEyU4dl1r3FLr4wYAo/h8H5t6vPbXqWq8VsdvXhAiX5Rq+DzwvN4zQnRMJgILW8urUMBukiAZ51ngh/DrScy98gGxHE2z67wxVY/YMmP94/YMFimZZUFVq3M1Km/s8gOZcnwt0g45ByXJNPiW5cNq+naVMXkdZnyMlt8vGN6x0v1Wcr4Kdgpad0gERVOYn2p3AQv7I3Y8kcRGD5e3PokY96YjN85WRMoRzp3Yy9g4yz3hYWz9QjUOLe7s0J1UkGxBG/bWVQ2LNbYxfcqLptei7lOUlK54dRudUdt+dlIp97iQXhLxqi2mIlJWkqnf/EHD1uLvTSog8GysISDmWt9Mdxv3GnDK4Jqjq1jnXR9qXAPfOhd52FImx5zByNTf0ktfIFaII8bLtMSZSj7iA0a29wAUDtf9BpOJxLnVFewb69ZMx9xvBiXPoI30fXTucTCX48/nm7YJlOP/+funSZnGGCGy2he+P69FWGZ6jF71VvnylZa8d3gf4i+LHiivMzaZfLBnypjB5rRCQDOSKBmUHu6YRsJEf+NlIvwkdZzS44mvdyVGc3vLYxer2n0Pnzjk2z2LLqlMcKGXG6478YybmKzxES57BzeCoM4ZwFMC/++MCjrmIvjEMLhp2QTRhddULn8QvO+WsMXwgdKOX5piZp4jw0Q/pU6achWXaTCDAjAEhIBi/L3vPGNGuzpZIbmNuNZaXUZ+G5H526ENfVuaFLqYcc43lhVSmSSnV1pZxcbe7KkxRj9l9MHF3qZzJPNohyNThfPu5Y6eSdkceQwOGcw+V2zPy39qzjIO3+Y2K+YBHSfq6Mkm1isVUve9KZMNouY00I4X7/oKNNAkfxdo9ZKX2o8zYIUBvJhWw/vB16ON1LhSwMntcyD/dXXWtBJHZ+n0OjFokkQmyGYYGYsj9yco4WirO/UlXQGvTkRfU10v5WMkeJch2faZTUvS5QZLMl+/uOcMYR2DXGpEXaVDQF/2C4lijG8yNf35HoXmR3pVj+3MDjN+0nct92prTGUzli16q+Oy0rRl+s/Ll/UQ9VrJDhOebH5dcgZBuJr8qJWFEMg8NoctrRb4yudSCnaIDpBrIDrYY3G8ZKm9ivrjXanV7/+pxk7Z7eNqWVoGc5n84+9tVX1cURPqgMd2+Mvj8KmTdhphTi6e09D2XDgXM+4ol44d0Umw3Cp1PfrwN/QQWtm1Tz1TKIT0AxqK+oC6tXKSHp25mlw02QhF0fx2DyEx4HMbj3eRuHxLli+GSR9c4mxSmCorzqHXvr4LiLhVo2svyHLZrNexHXEOR+Ad/o+sumDOSsIHMxJZu1E7l7IAH9wz3KfKR98CmZZRpLstgbDm2rozizbS/A/IFQpvl+uwLO8LeMoHh9lEv8dImd948L7z4yfEaMgHVmZ1J8mmrSNSwELyAM8Jt8TrHIBux+AlGmTG8EgmDza0G0r1Z8h3GU6oS7dgyi905gKg6Eag6jEvBYtVRQX7kMEN/Irf1/2OkPNJvIaymc9pwN9/Vg7xykKUCUDW2pSy2cojWPsjueDWiaABcZdlgkw4RcOqmXhg6KTFUCUH+PeVlE/Ul6vOFznhPYMOLW3rSbuUvOuOnKj/KNQ9XPAwlLeT9XDiWJBqoFtnI3P8t/mafiFp8Xp/SYkKCQ6xCsL3ClYxG75aYvbd6UMyLSOI0am1H2IdHdXqi36NcUiGj/1TetsJuNT8KYgAZUYvz8zguu8L8c2Jk7FiMKKAatusJybm3NLs4LotP8CDkoVg6YQ+0u0o5rN/J+yddYODWFssItOd4QN0YWkELncUq+/kQUCgUzbpOrGzW2/952yeMXNaJHUF36A49jZitOeRRitGbz2AzBdYeceuQAg5N7M+W5xPT7cEjHE92HXb0XfqTISs41MlttMLOQNYTsr5f8V3O4q54DRkpPylhnNAUQIptMLSNY3sQMxlAGTFE3i7dPBCFwn8V6x787PD1S7YL4pjLXoY1vmpp6uLHzMw768o6O0InSa4mQK9oDGTkBCX8836pCcC7aTiepCFX/I3oVv68BmWDi4LkeoJJYCEqH3ZaULuO/u/vYj/x6x7OQ8/9+/caGSd24oYjGqjuPSVq5u41RrTc7usMaDj9rOsjkjOrxHhNcQzh8Rt4EA3RxSyBhsQZUMhbNB8yaE/PsBxLSsxG3dJBSeWIKbMsbvGOrW3zSJMxEwsnJnGqVXVZ5J/Uz/EeqimTMBWJJB9cMCgnOWc/IrZaT+hn7CcWuhQ9E6917rqVYZW3k43m1kIZX0lVbSrs+qyeRtZ8kqz254w6ciLBXt+1V+T+al9EcmX596NQf+9aolb4mIcRYMJ+E5MQxtvKgoMd/ANaGVT5k2Zm7X/K96uT41Mrw6X3KUK9A/MDcAjqyKVWEVa4IWFcJC5SCrwdiFM+yarrX3cEm/iAEvKmp9HesMbhCbHuJ1dg2qJY5k49cOXDE5JeUnqYmkg0kv/mc1WdA/r0rIeWmp1pdpiGnklnloy+gI+xx49P0N8oBYi9iR/PtYry6eIVYC3w32aNkZWvMmCIDzgoxHjNMf9kExIIsMWZ5IMvqpn5LU0G2PCfa5JJy93ce5+aAR62eZeyDM6Gu08duEn+Mtj46Wtu/JGXbcVOfl3kS2YsPV31u4ziOBusM3VkcR7q1NzV5W6OqfX0BC2K3rYa8n5vMZ2wTIY+7ZnGhVPlH+lhWr78oWdlo/R4HFhMextdVtZWKoiVhaWFgJx0QqdNl7SRkWKtAd4PNH56yYErMBPLW1cptjTHKt1r8g6/9ezHde2/aTsSQhkGW2hqNzY2lV+VVqIGIyK7pi0ehLwt+qRVITqyVRowz4dyJHtgLwiXCjaU4iLlzvhRK0wHyJvVDeC/83tmh0kzqkzi45oNDy3MVOdesET04JsiQ0fNeUnQFD2isReOoC3Pr/igOzHHtZhUzCt3jNaRx+s13kV5wMUjTvUqMN30ZYKVebYxU0Gygok3W7Rn29rEj7R+iPnToAsXzqZP8R15yMviVX327hHALna7sm2PTDCSVxzgLRgzbIFFBiC/48aeJpc3y2oRynGTYYjIsZYBtp/9j6AqdkhsOvp81W4zjwc7sxXeb/ghTviksUsj4y18alP94ueefNMG21yMAMx3LVQ1KwtwM/PcNaQ3c9vAXecWtBKO7rx09rXhaKUbpbYTuM/Zn1+OL937nz6B07XEqrUsK7kJPu3YdUO51VlmJSt5nyPy68+WvgWNMEuuIBwf/CKU7HIVWpmW4Jo4BZY1pgYsVCjjWhCBqLb8jz4kTm50/qPYEMydSgOOs3VEsklBejO9z54bjt3zrktHI7ZXr4xnGaMo6L0OWdXXjPvwTwiERMPsSYTntCIQ745CKGut0zW7ZCusClEVBNK6naVSMx02J62qjALmdVNfqOaR5Bn3UcjvwV6KloRVTagryLQkZJkAE6RkkL8BeLDu7DqgbtTWMifp6HPlCg8aOLaBXMDM807qXn47KnpdaKzeDQtoblKMfsPm8loCSMI1xI6Y9tJCZjY+a6+BYn/fjzP0sCcuC2+y/RZXdn7JXr8ODStZSoZO4FXrw/F6VOGLhD8uVRqGvlygsjETYs1Hu2AgbGZbOL97hq4GiXErxBMU1m9ahdkW3vFWBi/7q9qlHRKbrqAIxpfAbjAJ8/x/swjoMSrsTb/2AhMC3oQ0SYjsT9+ad2BdYLZc+elwayHGQyYJwsdylcZ9QtKFuMIi4DC+b0AVd2RlYEeG/vpshkapb/9yvMpJhgwyMmNps4xa2k2plyEycl/Vab5u+o+tc+e3w1hCs8CDfl3QrIYRBdtZLdTMw1hhGkzYlf7Bl9WQkKo40gLTjNnIXsFXLY5h5IG4dhkMr0FLiVkIHE9vtrql6mC8rOKCWDEXjfi+3hfY6qZoGxayu2ToH3rWmqBBxtAadKKOzh4J+h15+Iadgf9rmIEkJxoDEOcI9Y2Y4p3JlbUJFb8WpzcnJQmc/OhO57saFNm2WjL78qYbqKvn6RK70rMP/MaHRmEbuRq9f42JRohZBvK3ySqdGvQ1YpEYJSJrgN8xnJSmkrClNu+3Equr2NAJvrsf8ruig1p3aGtDvxQUR5GzwkVjo9ZW7KMfLh4gGPeonJs/s/oh90iMYo2I3UJvBqsQb7iZNfIwfKwVBHhhXczOh0XWxyksUjIKAA2PfIy6Xgw8F8fHg0YZRy91RLXl29s4sSgF41Xq6oFY08hTe5Wh/KzJic+wrA8Ny/3syyC35ojRB1X7e3FfvowLKWkxX5I4tE33qgMwSQsU0BNPTw8PK5JYGqAchFsL6pS18TpuxI/RtJX4MLdLJonTU4reQxkVV+wjMEKH9BqoBwG7f8o2z1y5wMteC8lcA3DO/yZwbyDWRjkRNeXoQvh8Ts04jEuFWoxQVR39Cy/o+MYKAJdbxn123C4cx1tbI287wziyIf6W1afgWScVFwPb0iMmua5FgzUS2NDGzZ3kfwGNktyQIgPcgrfhFhOd6HHTC9YFkCnd0S8BhplcN6o2dONCyJE6oWsshLyahGLD5zIxOSc8L7eKCvmNEZh15OmwMkIkSOu9vJdXwTFzhwgjxBsqbCGi+liw0jf7EeKjYRU+DAc0M2A30rGttG5qpCZUuXshzVFg/yDRL4VsiJvuUzAbsGdwvkC1ygbp8Io6tfDUM9xSOLw/ik8NpfVQwXIJUssuAnPTh/9KZdjelwIW2iFbuNfJhcwuNMZq3WFWxdTXdx1wGC+Zqkc2qmXE3ehUezWvI92Z5fItvvPRk89BgVFAzovo1wMc6RAfBJoizCbMogXMBTCQlfQ2zoKuKLD3dIoiPGj4IeLEvSsqNaH6ZmOYCQM6S6+SC+Ib2meajhiq435a/W1TK/a/ESOWzYvK+5G4O0GdpGSK4BHILH3KDmrYNo+K/yyvjHVYoLs1jnk0/pLITuoiqTOHg02VbjGFVthuH4KfzSvY28f8aNSKoyhK6SsQ7USOWXQG3izSkfwonPNrzTQVEpdvxko1KEub83UT7446UsN12+5YGr2ceQ43vVoaE9g8Gt4xrvNZK09k2nX32OUx3h4+SHKviTUFON3CB0mf055YABO7+a/wMbtALhPESqiFjGGi5lFh1IsHPwyvFIKCJ3njx7ZrL9Bn5s4QhtCZfDzqWb4YSFlTyyzcO54PzuddE+G6VecRyW7goGwGB8/MFqAYldJ7k6mf6VUyMq2GylFdAfQ0gKAje4o7jRhe37TsNqc09DL5xHmz+0Aw2mBsw7TBfA3nRHzcXlVeWFxvVyqYd9bQBuGc9iiriVM/HkftQcN0dKCxmL4dQqPSrTPdMQYwENWBZixkVu3lPmgv6iZ71Tr93qAxJ+blYiwC7WoRzxeJyh25/qg0NSgvq6wKL0ucS8IFYg7LRWONHntV/xEsx4zRanT9UXJveLLWU3csXKmN9u4sZSzNzyjKHfQBdCNG+CSwRplP2sv2xfr6kOl1MoZW4aXmWKPxbMxlEcTVOWY7/bJftveaEmXjFisNBFuGqQFhwL5GZ4xlxR3pzrNmLxwtpQGd5xEPyq+FumgGQOVBFWZzAAHakNgBFcwV3M/W8u+f+n8Q6H+R9QeTyXTYpIQKbmEroXZjw/QzNH3ui7sMEYT8UgvbATlwsdFgY0QvKWI20XJ9Ux5z0DSR/Q/MI7CC/qUukuF2dGcONcSyoI2JTESn636+Z6t21yV3CDRydTXdKm2MYj5G0N6XkVDfQ0Xre6v6eZ0Sp/b1132BvZFQ4djTGrnLzwWYe93Hc+rzQN+jif5s6zEEXzk9RbHXq0WFa76CMd0HOjTyMD6Tmgnn4W+RwBVaBlzOjX7nLdseUrgnjMww1OG7Hx2ZRu4nomWMfTjgTeAqDWbsve9FBKhvYxRXusMuL0oPmkCXZ3j2dO1u/AJwmp8W92QJbJQKfaXz4odmsH1iSGiLm/P490eHr6q2xZ3ht1GGcDeQymvCjsnLYQu+4FZxZQ6aRTbf7b5Ias7Kld8vrkww9qqA2hhFA4UYGbHjwglzQwbYoYZ25DuiRcHkt/BTirkFEEQP2TgeMKxAOsvEJpdfyLQ5J1tkqBZuaePYmcFsGeqA6bUHrL6CCtgp0v18n2YAOZvUK9jiI4B3vRVWMLixSTOhjIgbLSkFJOrc0aZbAh/t/UsiAxKSltQzR7zD18kl2iHhTbnMP4cS/7p5wfwPGzpHeghtHNYrZyU6AA+nu4x25aaFHkNXPawzcGFC+P9O1/g3IYFz6MlIH4km/ybfmvCISX7pSms8LV4Cv7pjQElGK/TFuxgxEgcnvnh9DxbdwrWormNDbOs9S87mgsuD0582OApWvm6+kcrFe5kim30CDY6QUZB1fM30ydwzwlM919PV+0+hJpaStWRtne93neBd3j8sBWVqt6K5b2Eqr42gLmrZIQsfkRo2hWJGSpHOFMNkHz+unnFu9yk2oxHoIYu+tXdd4uWjXCCRpMQnBIVTpYG1/60URcxGoMD+5cnj5gRkGX4TFpzgzAZtOrT8vPWLUB1+IUUmS9J3U3qHF53kqX9Qg3UYIwt9wKQRjnEcnPgcc0jcVK8ZHTkNATeyc+OwAKCL1vd0H/Gm9wthCOMe3QS3Ni1WYD82CkNdeHm5TXXB6AOQgwo32hBweYjb6P0Uqty6efRTx3Y0OCy3vfe4urBTFH1T6I86bTUkaJdWxJJBiE1R5T3TjIPzLZyZL/rAS3pMezwXrZGc2JzDLMpRcXIYdlz6aEYPr1RcNwg+Y5wcRxCXK7WVkFeYjwjsrW7cZOEXSNzWoxytXxrL6sspAO1wTJRfU8jpEKyJOIo44b/K5t2X1uhkxOL73kQESxj//iJvWNNltyiDiuI98oKY0hmQFMTiYgEpoX/uZiVZi3/MmqMMfHKt0O0GkVe64AuBJ30kexpxu4eHcA6v0ZusbVzpzooMP+h7vMBXR5VXPVEi49TnqhqPfRu0db6IIAxmyQL52M4uzYNR8967gYsUARHO8kxIGoavcGyt0bRxtaI/biH09uuPWKgSm+d/NBekz6evMaS26aaQtftA9TeA5aVB66JUxbavknc6wa2uwDgeqX/o4iBCe6yVxcBXb0Kx5lxy2JrNB0xaXNaqYC/okwYSJEjOlTvZ0BJvtdQ/R5tpaIh1NmjHTsc1gqF7La3gxC7U9nWTO4ipQqiGFzRaACRgKjqVA3O2uajk0cmXDk4vRHnKx/dj+3aXdxDHLxZYfx/GwPwyAHBfyqIWeeTUHkPz+TF7/vcV4ALcat9r0MTuKhW/iuGPCt9nYAG1qWjhcd58NO0Fys0q2dl5W/ufVhUY0yXsfXbio+rKD7PG2Lxws0MJuZjlwHQ6A2hX6eqebtH04sqoEosQ6+fzg08vHxqVfAkcUL8x+VWkQAtKQAwqFXA/YylftylXMPe0dRiwTD7wnPewyOXie89t1fHM7bN78hLBYjsTWIiAW7pixj/P9bOrfgkklEk7DX5gHJVbcMIksnSO8eNWE+C0ZNeYLT/crKmfraQLuhsqnzjg6QFTOL5Gp3ucG34RYv4TonPRJs1BUbbcPjrpt9NvOkDVXynZYBnkA5FPMOroxF9ncLBGRlIs+3TY6P1MjP7ADf6KMW8lo44Pa8hAfReyW2cYeae20YTkUNSwgRnkJOpLKs56VQXiGxq0zgrJqmqTRejVdmvLLub4h310Dj6fOLKCkxUQzbrXa0sqvH+OKWQ2QSox3mPXJ/yZRG0OghYk1/mBpd7r22YNd7WSD98jxo854zf+rdT+ZnPsaTCYt9SfcOaQsplodyrwrZ8sql6FU6btMyQeDVme72MsbanBh5rR3BlFuwTh3KdlSoBJerkWMQFZBsgZQTPxpB4wrlzl2EV7BAdCwsfXQd/zmcfuaHLo7PL12vzxFmz3D7SlEMpOjMvPNTrhIQ8zqJ04f5eMNECYoMKo6uHjT8mCDdgDm2KQSjFqU7h7XUzPhPMiityKaxAHPFg1zuHbmBE1JmJmFIhkrsbhmBly/ayAHGCtUhJW8pLBIMBNlGTmvVISrBxoYAfjZT7v/wIA51JgrPngr/pay5G88iMBMh9yfBmzID88t7V2rJfMpZK+ibrvwshDYyHEN2cDHt5IDzHnxEunPYFda7egXmTEsInVMs15mgBHe8PFF3ZykaUIVmgywP09BhXTANlKnRtzkHG7UcgLQGbB0GIVr6u+9JKI/ytY5Om3t8xIXHXPfUw/vtJLdvgcfu0B9imWaKN3Aua8Z51oLt1enLjZiz2rySlQdGNRctpjdaEwrALvHx4pCR5O3vZPyzcS5pd7poQMemUTMmKeukmBMnAjShAfZyZLmAlS96zUAToPQrMw/IvdJYceffWVegwgIFZIuSlxr2Q/b09xB0iuo9ulSZagMg6RDGKzh0mDQWZIJSuUoRxGx9pOutqS0UUdkIAlGWQTTYzk9atFDGqJQUosHNjtDyMmcAm+JWmAWuh7iTu5FKONJ7FwxX6Iy6x2m5dDBx1wg+HtiEz5jL+I4C1EfHJ0Qw++T1JyeD8btKIqwCe3DIh2b8DnP7k6B0iAiaEVHJ+bH4t1Kg38tS8Su1n6SxXwWGu8CNcmR2FAVyB1oX+EPyhH6yNVnQ7oZcTlGYRw89bj1OQzjvVWL6YJ2CBJqUVU3zhqTb/6RXVe2VYS8UOwFyVm6Qdc2R/aLPhT1odA/KlfqOB5WGwK0mOVRHziv8LDj6wYjaUL4R9jxgdqFaNfVl7OGaYoDS2wDzzMv5cwJZXeHqwq0pW9dwda+1j4v4DGo8z6TndcB6jqu0lwvTfhMBc5Y/2aBE1Mcsleej92stPHcI0htdCdtE371aIedrWNZ7MD7CpgpM8qxo4gyGLfTpQ+zJiZ7VqVEScrBchPDd/W4I3OA1zsBPQRhhCFRrXE8D041tX7nMJE/pbLONxqagqdMOVt5t8aSOFRVrorV3LvESEl1OAJH8daZhVTytbZammQIvqwNnBM82ZxpkD5s/GQAFZLY/sJkWO5CrwHKDFiLewiuD8P6xjWo+7i47/RL1G8vDafUzF2gyG9R9zuuweEqCtRKhZwRPBBDL92RlMYOnwaUC8ul1yNu91x9SbJDhnpc7NWV1ufsNsGeWYDRGHq+mYH4DFoEK/G2aLIYTO2JtR0svgdCW2hQeD7NXwejgS/oOyL5k2MAOYQzc7Gv6uNMpYsMBJl6ZfnZHg/5n/LMy24nBrPCb+1lQF/1tspwkpqmZDnKLlq2TwAL1/Nvniq8GRPM0qizYCvJLROgioz0fG0VRCvSu/xArWYGxWXLl2bwftYahAZLtrKlDdBAiNL6O1i90Ogzs7oZ+Wd6AueStGYM7vYXVTHcbVxul5L3ALaEbJzRzri5BzgTjBnc+IkewCZ2nqV5n59FhPrELwKF3cqVsOIkwfYRRGuSf8JN9eIsWUO9kzw83TsIA3ptCAiCFnNuVwHcKXpuG1zKbcP6Qp1PmOpmr8CCSGP3mluSz3SsS20JuIPF31iMRomMRsdk/bAE4dG04q2bY8vyWgQw3cXmfx9gGZ46b0YSUlmZLSBDUKgFU9ACPhMeRmPwC3XRkosZlCl1uu2fEVZZ0HG9FTwWRvF35o+PKfN5KoKmb1I/IUNbyB4glr8ROPImBo8RGZCJvfTJ5asB7nB4VCCEqj0/7HrpFwZaiP3eOZnf5Fn+EWvA9lW0+gteea4+QQi2gbP1cR0dxDvgjIQUBqC8Ao7uCGl3OyIwg1mBl2Qo9GUjvB3gvvCilMGF8Hh6EcDoOm1l+qoWNywnn2ewKbzSzBflz8BzGfXlEXtaMKyARBhLLy0BS2lqzISHrCkJuSR5SKGIWhA6+pUXyE08C1xvdx2Uwl2Kc1nR8M4Dnf2bAjL1zte5jBDHGwtxk5I14VdKalU4QNOLrRryiw02k+uXtFgTKzmM12fySOlT9vGDHE0+AzxDwFUL97xf9L1WIQdwGS75do40KY9jm74Vwyu9MOOiG+aC30leTfCfeG3cPwMvbjKlh3jp3Y7TRPo/94RbSvRUMsUG4jZpLlNcrXttrIp/U1FNI37PqZWvE8KW48G1b51PXeSK3Z2VZDzOaV3GIkhF342wg7gbdSCImxyeBGppTzyp4x/ifPLGOw37vhPDU370+nfCROeQ1G40MEJpqsImLZ83KTCvKkjMePlxZIrmFoay9vRmGxobtfOC5slZCe63ZY1gsP2mRceXtavwQM5R8X4EAtx2HsWlQ//6Nr+Ya4ukj3Ans/xsYs/N1PqyshqGZilNygW7Jld6cC4Yv+rE/Cv0/zFj8YXHueyQO8vkIh1KSay4x2apV9OY2cm6u+lUXo7aealiMTnoLfAODOY2JsvU4wu7XZWSNfwByOJeLxMXiEeLS7BQUbj04mdd7rrv14dLlqKFNzpqJ9GQx2VicyaI1QqWsM47Un0dV99AS8B4Md9mDX0liikieUxPIDmoOydK4pha1MxySN0iZuQQYOkveWUDh8ChreUaHjFbfqz7f6AXrLGQR5jOlJVrmDmc/w1nksOmwS4BIPKWqT/AMAx/DV4AWMlox5FQVVhni9uLeOpqK3V2M/n08UTz9g1Ab6s/2T2h6eC69r0JhDplzi5CByaxr3zO2GJvFNAV8OcU37NyLR66yWXg6Qv4VXI+FLILfmx+SNDhDBkBXX/dsb5+pYQ9aT4GqdGJHzxvhWMcGP7IzGfMNZE3tiR0GXub5QsoZaomxHaX1OPCZLi6c8rUWHAKMvpmxi1I9wka4FdESf+xgEoS1KNJspdUMJbbH3P8hPhLK/a5zOhbDnlXH0I+H5pkN1ssEeBNz6EEjWWiJBlxezWOIiEh4wW6xj0oCQ89ofk89aU9NIhjKM2ruUlIvS4OA89Qbhw9uCzwKjjw0npPI5fvInxj4+XJgZKcccxKPbRksC/BsnDQnqNdHQVHZxXE365XTN0idJsxoh10G89NUmlE0nJx9TcWotMPcwxTLv21x2OWhSRuZjN6sD5qK2qc2JRt6A+2kgZg5sVzniiQiwqywF7WpdktAD2QxBpIcTzOIaVDOktorrTB+RccQRxKweXUyuBXv1MVFnipf/5/UudhzA8s9XQwF9L7pis0QTPyDy3jaXboR5WhYZcXkD5EuZhiXMpW6gGcQaufbX5W6YpcfzQeLBZ1lPt2LYKLloBCACIWbWDujf7XFzdXblQ6tKWXw5r7bEaSG3lK1o6IueMqaE4jVeSKH3SrMM0I+b/ro1JSCCLoCRnvLq5lWNmxn8pjhZ1XwyqLI4jWjEDqsXbqJV/+emnU2L8r7ScM3vx9SZSgqPu1UlKXxMMzClc+yQHOfEaFrucewyMB0AplXfRmLpHG5hwjmKv5TexUDRB1ZgAgrMx5VrKgOdC7pns4WWhHMXz3i+tPya1yvvba2IfSwOGLHjF+cBCzy1DeMFzACjV2UwUNi+Kc5tEwcQ6MTsmm0Nvy4AwkFb+6y+nfVllBR8B4czlHVEVtHqUCeJQrpJ5TzA168HQR3J3mgcZYZrIUeuTlTdTpWQcG4YxQR8HOWXGk1N+D22zoy1DHyw2OoX2qVxIAKve+hRmaVMOnLmItZn2NEgsBCp5oRN0MPlZhYkq/3NXUxlDTuJgB6JTnTccmEoybp7BU9oyVqNvanhpptSTIRHHTZ9hTfakzfj3lnSKjfITbCrw/8JezM7IJNEoBiVDDJPG8Klbr7jZXWuqy9WXlZ0Q9BayQvikYXPkhTxx5Ja2/VAboQGA/CVAO/5VeSWO3w2+sCGh6MhkeQJams9SP27YbHIoGOhwHtKLhiAD9/wYJSmyCLlj3eKOI0opBzXi4MOBvMv6jJlelbUj/w1gR2ZKr28CuJDFVlOzEjllvg2pbFqu09uZLH+sxsvNsgf+yKtEtfJo6Ez2U1uCdaPunI9oAMH/0tkfcUKjhNuVTO9hsbMybBgjvh04f0sXY+/7nLZq7UMc86dLr0xiG7qMYYPzTUoEgGfwjxDMxGcsfgz3Out5AeZFTR2bbqszM50a2B1jLHoUhaXq+IDiCK95JQVUKyNjiGfIInjqda/itNx9rlQGq+snuc0kIpbBAH0UP3g1sGP5UxGpUxzt9bNKHJSr22BvtDl4cpmqirPKCM4FFgsU97HLkB3ELWfxleG3CtBT662FCkpIOzAKyaoOPHNmEsrMcX43WEbiKjXMpX89ogDX7/tX5jvxZCUaE04PvOb6wyZMaqyEXbWSBiboFfTz40my2wWy3nTp960SjptlqMrJSz+NxAdg+Cqk00GEv95Ppz8j9LLskKcJiIzKy0Hn4J5NxjFxATufVfnCyLqb/t3EW7y7j0r1UlQ2bMXpTDWWJ9Y069sWu2WUjH7WVeM4QERkJirH20IDZQQvx9AzNpot3nPA83dSqQqt4d53pAKG6VFzSlk7124hBJwlbitv/9/7E3j9Eo5nfczWWE5GUQT4JaXFbOJ9yJ5YGNgvTA4T8Vi+J4gvqnj8y+fot5iC9xBMpYJC+tZWyAEasFGPBiAPQgeMnc6yi0fiu/3K5tqMfqSi342v2Ht2lWrY/oBRXZAHS2McKOpr287KcFJ26ZiAcI3pIOyEUF1AScHReOUK2dbUH7yDr2cwYioQrvJrxO5+Xg2ld+uwEpZxw0tiKRb2cwMo6AqhLyI/4O2D+UMq+w4WQ7AekeqdBT89wefj+ggYJarTG7hl68ll/kgjdEHKz7AIQykPpx8pH7fcT1byVnStAk4SAh+q6b0vdBMr4IyiPygGJy0PyWgJABa6GjZDFZqf4lDdclA8W4Ce1Sbx4w7aHZLDTJyhuZx3JH/cbnKkGjbAO7Mogz6ulXuEQn98aV3M/HDOH7/aIu8xKKKnUe1cRimdsLxaHZ8Z3K6TVi2v3S+wYbBI5sgHtpw4YukvkrZJC0F9SOr/uU70L11d7aNNvNqGMcKC7FB85T6hJke+upetGrX+yQwh9E3zQfrNp6n9i84JZk65eUARtJSV+TyIIbko1YHu/Rm0jTMUYCz0X1fKGd7po44F8L7XzBplTD1cwkYsa6pvP1iH5H8LQpYcjyBHf48VOcnpoNVQHtqHLZ1KycM6ZJO6nAUng7zkmSM8BVP4nBC0zqVTTGs1l3WD92Do1jZcEBidrlIcMYEEX1tj/kvah2kth8fn8vFtadphNKgFJLUMnr7eg2s9RhbWikaES06L/8Gj30dx2lCpCP750IiyukqyIS1IUAUWJrVCQBQC8QUY4mPfCgfeT8t8lnuPO6ZZfyDEeZjaQ15qJ1RpzSvE3WzvmPab4C1ee2i9gfYrxvOTEelDIidENn0FY6N0Yfq3B9508zKy6qu+72COFbqBK42WC9FZqDrk9xoE9BU8L5dBd0acnroTcBSZsGlTAo2Rucs1Z6jVpYkz1XPCfedRXiVCqvzSnWDGbiVwtu9gLdvcYXJL51gmRelzpVVQNlPJcQhU5bHxPISdvQcPTFM0alJLek/6arO9ifyEfxuQ1qh54HKJbEYRCcotkBmYiHY7N+HuxVAqR40O1kWLPpnuJAKoI470zOHfPm32GYEMfJnr9vPHTq4AEMPLNzhAO6v28hlpMzPO+rKkrsu5iX7cGzVmvhxJ0NEXfsC6Q7BGGrwcIp2PXnZAFAvl8mORp2i/Q/qJ9Vt4skWeBqeHt2NJJQ1jppbbyLkrNfgEXEB7tti+xfJjc/ZfMd2jnWU8ms2NAWvvbMcFt/DsHrbvMwKAQ3koKdDK4WnCu5FANFy5sXzVcilCFVpfsrSZDAYQaXUfWoicG6I80on/pYEpjHUj4rRUskB18fOm2sOSRjZjPsjNgR8bPchRZ6uy22FAksk5udUqcBpt7C6jHGyEiL6JZIt8oeOFABttR89Ent9IiKvQAt2D4+9YPtucnA7H1/aIfkiCLtSNQ3Bqz/f4Mej8hMD5Mohny2iV2GYYVh1Wr0hp0EMVfrlg5bFW/JN0T78fuxerIrFdkFi9xw3j7mzCEsUAKyr0bWSnvQWWtSmQffyUILw4qezbMH7ikMHPzQtW6JBfSq7UKJtx/zouFvce4vmctvnECMqTfeSLOpPwZgyV87FEwwR+w8zZUnriNOovRGrn9gF6HYwTZS4hQ+/888QIplLqBEelx4cc2xw2mN3FnlIal1u0pS8XTdpplkwW+asAJL/QqQjUmDB6vanRxsWZWzMZIGvrNpow1wFBnr2ke6FdMF9cL4IzmKB9XMTBXnJkwkeOd5D8YJnSFtkMGp/8sM8oNP1VY7UJZGP/bxaUGTYbU03VOnpPKwhVNoPEBnDv7jZsS6xgFUCXD6GzjC60bw6W71Lk05rK7ZlS7eLlgU5ZM3o+H2VE/tU0CGyy59/xWhk0yqQP4gxhO6hLCC9B0Ifiq3EqP8VjqbBbGTy/xsYsCofdW4Hzv9B9FrTyklcfBvjDNqvm/2tDNaJI59MXZHXiVKO04zOON7nozdB0fm3Mv2ZsSHq9jtrXedk6uthxZx1aJzAm9ZlKkP6YiQHTK5YdaksCo8haSQ3XisBQrUfegfnrw+OnVMvjtQ9/2kAKpOhyzZnZ2RRUGAEi/u2lM/k3oeWNa0XIuCjKRq9d7OcyBYa6ggCQlNCM6JybGLFiGa9CkobAtV4WpY+ZyeyjMQXl+utXgocOvLKWubawglKS7JlR7+lUaoHoHo22hB2uf3uF45ZhvADwKgZ+JdvyFfR3nquhE0M7V2VjBNXNbquzN48MflrqZaFQVx5N5HrtIGM2BhTsUyb5Mu4VXyteEGKAxwlQaqgZ7eAeotYoB4IyNRSn4nG9JtZz5TTgKJCpDq0BQoi6t0dkmcbfe9AZk3/9ZFcXMz2lILarYzHLnwBr/RYJO0aVoLAFtGp8PeAdWrs5SwTCInIgO/JSd620rrPjco73oKbUoe8oIoirzF81O0Sp8U5kM+0tHH6j/+lNAeDhTkTsuendzECrxaya/33LDudNyy5gboDTeJeVQBy6CtgFHLOqtaXKUYsWKVSDvVwRfVHEZSsanJigqR6fCCu0+7eLYDgHo79zCX9oQXMQHi7vefxYAx5xCVe4BfXPB+jrf0iBY1rnmFjMlth17KxPByvKzFNMBDTD4lsVlGg5t3pqbXtA7s2qj03nF3hGDjXhlp4HRv9Metx08Mr8lussFuO21hU4kEAWK6ri/YYxY9loBP0O+JOh/OQm72UKlgETXSYFvFz3aZVzSRI/2d+clXirmA+b+b/RM1+mHvFJkaEY0an/iQM9yzHlv8FVhSDFsRjfnQ1MH3IkzXvOsgez3BunlT9APGT3xirdgtvg7U/AurnZs69LC3lyO7uR7pGgLfmIfstpC0wHED0t1Z/uDxo4jpWrb9yK5l5WoY2QjtfnGF4WfohYXOO8CFrmyaI7GaqrkgQolxDL7fhyFbsJE7AhejwLaJNGoJxpKdmXTuzmFIAsLa7gUOdmxu+mOOw6gJ+FLeWqPMIR9Q/oLKs3G9wCPEo7+m+lOBW4QQHULtXpveyIAlub8UTE/x6p+0lwrfE0434YEjlY02lavcXm7vaj1jmch9awIoluqp3edyEmMkZ1BimADj0qz7nYxO4XFFjBdfUOCF08tvrv0K0NNxLPQccgKww4Tw4VEI301VHx2UiOSQpeDRBvm5nibxg+VQ5unDjDWdmmJmxSa3w96W5CimDvwiiYXW1m6mrvnzjdikO4oek23+/3HYe3UU2DuyTDTSQuoJrZbSsh0JvHNlfllyJHsU6v4Y8lC8+/5CIzeVQGKoI0YLe8oo/c53XU/E0u4kwA6IWgMzutMfXFTCgSoI1zYyDRaYXWXqExnp3xTpKVQKi+/75RzKX61KSOnTcdPfid41saHD6IB3pEQBLwJH4eApM009r+ULn29w7R0QqMDlGE7pZteYat5PVSTjqLDNdkFUq5fs0L78+KUNBBSFXWGtAJ2Edd9J7tvzuc4udT47UiLVyo+cohlk4S9b+tRtV+0CPkZhhYqLiCzM5UCzlgGEva03OEO1wk13+4+g+YrCu7woiECVe7RL6GN/+vEKaF+d62uIVmZEta/L+qG5Wo7maBMAFszwyYUJlJ/5CVZ3N0+CWsYMzkH08UQ3T15TNQv3snvPjwg0J1JjI+EmPykh297UkvVrfX8tIpGiUGkh3ZqbP3Q13WuXB7Gc6AhmrZ6ERaWoruP6JrYUdoUSRQ4Dp0SCkt4qN8Ocm0uHcjrHwB7saChymleEvk4NTf/XrOakTe0wdYVyrudhcf/CI3nlDZHm4FqweQ00ne4bd1w7GyBtOaU70ZTlEDQ/w2lQYx9iqP8elZpIPQM89UrMKz4kcScJ6PEB19RHxbYWUpPcZm+CnssqFH9uaO/v86eeSU/GJEPgRPBqdGhW9RkF1nflnvBOUAEUsbycQTur7IJoNIFrgHgHNtcSCLqdD3qu8ZmygDFtb765P/zy52pqZ8Gil0MI1jLyG2hje+LTIREbaqyfSam2/QiB+AvOOthegrEGk1RZG3fsh3/gHxXcCGH7q5UKgX/eNIKch+6xsKzZfwk/th2S1odzdhSD4WonLyhjN6Nbpqtf4HocO7PbxElXoeDunyBGIAKWTHbvSoVQvkBOYT4fSpCfslWeUKYYejct3TPUjdenCeXOSpQ0AqmVVMF9Gi9ex0+5BQzVzpyt7Lp9D5NJ2h0lEkAbvLGTNMP/Ul0RzuO14ZKcHeoW7f5y3sO3dZmV+VyRxg4TuKhuWBDiZr2M9B8QA0TKi3NhP9ghu7PGJJDZB5RGtEs9ty5ct8pLjoe1sVpln7/S5yEvhv7oiwIOV62xRyN42gMkvDC9q3CqhiL8RIYU/I+/1i1Jy/g4MOap5XnIAjQ8ixC6FNgi123l3vy6EB8rTCTKaCJdmnq5LS74XAMib9p43wAET66+KpsdXCi4spTxPwMdyXxmAK9uI1B6OYG6jxQiXc+Mk0lRzWLNUoLouAzI/irIZQgmPgScaYKgmSk1XHwzeT1qsKSROoXoItXMcaG0hx+WnC9TlrlPMKUpwV5HM1xyhiPqAgdBrKfMWwDXagYV6T7d8o8GErbHGQWvdptSS4lEV8Z0wRuIucE17ZLtPAjLkrQp83Jxy2+4Dn4LWkbDaO5R5Cn7ScbdHAoKRHtxG7h5e//79FHdv1+xaKbBw+QO2yziJmqdcbuFY6GkYVdTBudNLK/IyI+wPd2f1vZTi/32bv7DlTYK+RforD3N/W/0nsXq1a6PMDp6coiJsFSfjhG5HuyT9+QeM+l66t4EikZ/bfu4bU8W5qOfdlXXDjSFGJkoudit03866uTMuGjhFxLnszw3fWph6jgrEBeGTt9iNGwsurQfdiWcJZQ/canXl7/AHPN4IK9PSMUtbrCP01aVcaWm0ZDiMHFhmglPfBV9lmpdkdTZsPrAYxFtNYizC6qfv9Qd0qbTgl2IGQBlE0KKK1yMJ8OfTVGNOi7o7BgvNKsRVjtUhVQPWteUFCQW165rJKKgFjjLM/iGo6pUdiVDdb9Hnrj5f88xDjv6T1oLVy9Dwl72Up8d9o3J9/n4oVCqNWIMCU0cZz5mvuNL1wFL9WwRqxeFsBb4eDDzdjXRL6kmOuG5a2YX8QpRsrHO3CBkeivhVqg2jbzv6lqsT/ibmsyvM32gwBfQXyeLIRhppz15dCwrAUliZ2jZWA5FUBsSafeypHlTLDHlKN49tlNGY6u30L6gKdC113YPIYJMICjn1eIzi1ZdEDsxTwp/P7PYz/0FcOUOSSK/utJ0idu+bHqf72iWkWK1LpoT5KYTcVFsQk30IOJzx6Z/v9Avxnby2ns57PFELjtjdGuHhZ+A/6ndFBtYupZ3XYI0fz/JKZdTrf5LwOPs3zpDXzHZCMsB14skqPsLJ+ZBSkX2cfMdRPtj3Z0veN8mNZUxOBvfy8jbZq8Wzjtx5JLQ7syJ/u00NtyE/apBn4mQ9XnI04tevvCeyLOOCdlXNmqNKAgg/uWWWNAIWpnTaatJ1UAC+awGAEbfokj+4V2kpF+zzZr3R3fr1qGAwfjeMPtgBU7GrWlEJXvwulTBorbsscIJBy8Lqt6IcMd1cO0SfriEwkdL3kANLgLVllye1FTKKH7kyGz7CrFzTfvG82FkQrLI+ADMPuYvhmLrpUjvgy/SOHnNBC1xENPBC6mjARj5BapkGOLYccra/gvijQrjJaKUbRM0WM/8YyQAuYfL83vQQ/Lfx/yT8WHaVFd8VFeTM/Cbcd8IFRshCcx9nz2rsKU94aqJWCHQQRYBfa3wskQo/my1XWorVUKAMHqYRCoBwMoU7vb9WFpkqqA0+vJXxOOk+rOq+RqGLQZzkpo2tih6UgDhSzo28oPoJkA01czSfW3VxVQdzsK1OkgAQJK2Bo0aO+00DrV8QrpvOEw5NmLcqrOMedYHFfGM+HaNWX4sZuERHJ5LOnZOM+PtEob3Gkt+mwE7bDReYpUJerUEwPvgKBO72+QzNvEjL5YE8QwJ34QbUt/tAAAAA="; </script><script> function clearShadow(context) { context.shadowColor = 'transparent'; context.shadowOffsetX = 0; context.shadowOffsetY = 0; context.shadowBlur = 0; } function writeText(context, font, textAlign, textBaseline, fillStyle, text, x, y, shadow) { context.font = font; context.textAlign = textAlign; context.textBaseline = textBaseline; context.fillStyle = fillStyle; if (shadow) { M context.shadowColor = shadow.color; context.shadowOffsetX = shadow.offsetX; context.shadowOffsetY = shadow.offsetY; context.shadowBlur = shadow.blur; } else { clearShadow(context) } context.fillText(text, x, y); } // Create a new canvas and get its context var canvas = document.getElementById("canvas") var context = canvas.getContext('2d'); // Load the image var templateImage = new Image(); templateImage.src = TEMPLATE_IMG_SRC; templateImage.onload = () => { M context.drawImage(templateImage, 0, 0, canvas.width, canvas.height); writeText(context, 'bold 28pt Copperplate', 'center', 'middle', 'black', SAT_NAME_SPACED.toUpperCase(), canvas.width / 2, 64); writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Name', 87, 576) writeText(context, '100 19pt Copperplate', 'left', 'middle', 'black', SAT_NAME.toUpperCase(), 175, 576) writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Block', 87, 603) writeText(context, M'100 19pt Copperplate', 'left', 'middle', 'black', BLOCK, 179, 604) writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Date', 87, 632) writeText(context, '100 19pt Copperplate', 'left', 'middle', 'black', DATE, 165, 633) writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Time', 89, 660) writeText(context, '100 19pt Copperplate', 'left', 'middle', 'black', TIME, 161, 661) writeText(context, 'bold 27pt Copperplate', 'center', 'middle', 'rgba(0,0,0,0.141)M', `${SAT_NUMBER}`, canvas.width / 2, 511, { color: 'rgba(0,0,0,0.141)', offsetX: 2, offsetY: -2, blur: 2 }) writeText(context, 'bold 27pt Copperplate', 'center', 'middle', 'rgba(0,0,0,0.188)', `${SAT_NUMBER}`, canvas.width / 2, 511, { color: 'rgba(255,255,255,0.188)', offsetX: -2, offsetY: 2, blur: 2.5 }) clearShadow(context); var featureImage = new Image(); featureImage.src = FEATURE_IMG_DATA; featureImage.onload = () => {M const featureWindowWidth = 365 const featureWindowHeight = 348 const aspectRatio = featureWindowWidth / featureWindowHeight const cropX = 0 // (featureImage.width - featureWindowWidth) / 2 const cropY = (featureImage.height - featureImage.height / aspectRatio) / 2 context.drawImage(featureImage, cropX, cropY, featureImage.width - (cropX * 2), featureImage.height - (cropY * 2), 77, 119, featureWindowWidth, featureWindowHeight); var epochImage = new Image(); M| epochImage.src = EPOCH_IMG_SRC; epochImage.onload = () => { context.drawImage(epochImage, 327, 569, 112, 112); var logoImage = new Image(); logoImage.src = LOGO_IMG_SRC; logoImage.onload = () => { context.drawImage(logoImage, 405, 652, 40, 40) } } } } </script></body></html> h C@�Xc�����&;���0���U���+NE=���cordtext/html;charset=utf-8M<!DOCTYPE html><html><head><meta name="viewport" content="width=device-width, initial-scale=1.0"><style>*{margin:0;padding:0;background:transparent;text-align:center} canvas { max-height: 100vh; max-width:100vw; }</style><title>ELDER BISHOP</title></head><body><canvas id="canvas" width="520" height="728"></canvas> <script> const SAT_NUMBER=1328129419266962; const SAT_NAME="elderbishop"; const SAT_NAME_SPACED="elder bishop"; const BLOCK=321251; const EPOCH=1; const DATE="2014-09-18"; consMt TIME="00:45:01 UTC"; const TEMPLATE_IMG_SRC="/content/3ec4a550c95fd6f562ed697573c3818f95782bf938ca414e87c23ad797a8e330i0"; const EPOCH_IMG_SRC="/content/a3300644e4fc0941fa468f38e7b8bd9e47be0bb28dc2c6d5095df06bfc25e1dci0" const LOGO_IMG_SRC = "/content/c16d0bbb95f458210572673e136799b89cb5654ba5dc145eb9f26df357dd27b1i0"; const FEATURE_IMG_DATA="data:image/webp;base64,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"; </script><script> function clearShadow(context) { context.shadowColor = 'transparent'; context.shadowOffsetX = 0; context.shadowOffsetY = 0; context.shadowBlur = 0; } function writeText(context, font, textAlign, textBaseline, fillStyle, text, x, y, shadow) { context.font = font; context.textAlign = textAlign; context.textBaseline = textBaseline; context.fillStyle = fillStyle; if (shadow) { M context.shadowColor = shadow.color; context.shadowOffsetX = shadow.offsetX; context.shadowOffsetY = shadow.offsetY; context.shadowBlur = shadow.blur; } else { clearShadow(context) } context.fillText(text, x, y); } // Create a new canvas and get its context var canvas = document.getElementById("canvas") var context = canvas.getContext('2d'); // Load the image var templateImage = new Image(); templateImage.src = TEMPLATE_IMG_SRC; templateImage.onload = () => { M context.drawImage(templateImage, 0, 0, canvas.width, canvas.height); writeText(context, 'bold 28pt Copperplate', 'center', 'middle', 'black', SAT_NAME_SPACED.toUpperCase(), canvas.width / 2, 64); writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Name', 87, 576) writeText(context, '100 19pt Copperplate', 'left', 'middle', 'black', SAT_NAME.toUpperCase(), 175, 576) writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Block', 87, 603) writeText(context, M'100 19pt Copperplate', 'left', 'middle', 'black', BLOCK, 179, 604) writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Date', 87, 632) writeText(context, '100 19pt Copperplate', 'left', 'middle', 'black', DATE, 165, 633) writeText(context, 'bold 20pt Copperplate', 'left', 'middle', 'black', 'Time', 89, 660) writeText(context, '100 19pt Copperplate', 'left', 'middle', 'black', TIME, 161, 661) writeText(context, 'bold 27pt Copperplate', 'center', 'middle', 'rgba(0,0,0,0.141)M', `${SAT_NUMBER}`, canvas.width / 2, 511, { color: 'rgba(0,0,0,0.141)', offsetX: 2, offsetY: -2, blur: 2 }) writeText(context, 'bold 27pt Copperplate', 'center', 'middle', 'rgba(0,0,0,0.188)', `${SAT_NUMBER}`, canvas.width / 2, 511, { color: 'rgba(255,255,255,0.188)', offsetX: -2, offsetY: 2, blur: 2.5 }) clearShadow(context); var featureImage = new Image(); featureImage.src = FEATURE_IMG_DATA; featureImage.onload = () => {M const featureWindowWidth = 365 const featureWindowHeight = 348 const aspectRatio = featureWindowWidth / featureWindowHeight const cropX = 0 // (featureImage.width - featureWindowWidth) / 2 const cropY = (featureImage.height - featureImage.height / aspectRatio) / 2 context.drawImage(featureImage, cropX, cropY, featureImage.width - (cropX * 2), featureImage.height - (cropY * 2), 77, 119, featureWindowWidth, featureWindowHeight); var epochImage = new Image(); M| epochImage.src = EPOCH_IMG_SRC; epochImage.onload = () => { context.drawImage(epochImage, 327, 569, 112, 112); var logoImage = new Image(); logoImage.src = LOGO_IMG_SRC; logoImage.onload = () => { context.drawImage(logoImage, 405, 652, 40, 40) } } } } </script></body></html> h
#2
utf8�C@�Xc�����&;���0���U���+NE=���C@�Xc�����&;���0���U���+NE=��

Output Scripts

Script Pub Key
0
hex
hex6c1f830077878e134ac6ea82fd4850851de95829fbfabbd64753b31d94e6c3f16c1f830077878e134ac6ea82fd4850851de95829fbfabbd64753b31d94e6c3f1
This transaction is very large. Displaying it's data here may cause problems. Instead, see it's raw data via the internal API:
6b4d94d25c6c83a85a2bbf9edbad2ec9298588d175ab0de7993daf225124ca17