tx · CmPdeWMgw83B3qL7GEKA5auMg9ivJa8DhDmMLhfDg2Te
3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso: -0.02000000 Waves
2020.02.11 03:41 [893912] data 3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso > SELF 0.00000000 Waves
3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso: funnyAi_1095_slice: 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"
{
"type": 12,
"id": "CmPdeWMgw83B3qL7GEKA5auMg9ivJa8DhDmMLhfDg2Te",
"fee": 2000000,
"feeAssetId": null,
"timestamp": 1581381709241,
"version": 1,
"sender": "3N2Z1oa74wmpYDnTppWoURS5CPUFJieATso",
"senderPublicKey": "Gd9bq6sKSMhw4voc7o97NpV7S6yT5DE35kcsBA6YDbUS",
"proofs": [
"gTxM2SAD4ZpfZbtAzxdLuNoE8Sk19Broe7yMSxysSj8hD4E89F51ks414wzi3LYga53SuJ2oydkUPDtac4iFi4y"
],
"data": [
{
"key": "funnyAi_1095_slice",
"type": "string",
"value": 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10DJEDQZR4SDoW5he+rTBoU6GrAvJzkWvULEHWSEMQ02z72eHlowaXlE5qGOQDm01JL++TNNCXRGek20c5AR2/tsAELzfi6qc8d6bFMTFR8593/SJm00HZR/2WgSHBVL4eSf915NEgaxDEmCrF899UE8O+JAtC6gN6AemY9ZHAR/yscgBuqFltV0isve+/EuTtXbDxJTRT8pzuBuhjZYAtdIXiKeigOSz7I73eqURqKQzQtXyxQ2rNHVBG0aoNEsLCIh52WoFx3OG+EQtFVCtlRCuvs4u2DmIJpmn6OvleMf8YNrjYBNDw48zwENUwa3KHhrMID4MpUr9oi8lEqEFlOyc9hfxd60qRFEaOrYkqMfofv8KA2/4gZEtcOZRHnBXkfjFiUkw5NzLw6yh7d7MSmqnMqPsmPBLROhzb9inIguyPkEET4rLm763xanSf4viI38U+BeW1U8/Fqc9EwDJZUpBBsmjQpSCAliA/4Of9OVVmIyA51Axz/aUi/0WmNGh8jpM1eGiAqlJvvNxm3CXxf4+44xaJINecFl414at6XPFJ6TELyr79YnGjT+fKtfkUo3DeATzP5HPvzxXUU5fSrfLNQ4IiU/a/13Z6hdcTR5glbxDzIvc9U3TIto5+Tu6mFn05WMbClTBPiLDIH0T+VZW1nWs23Ibd79p4ISnbzDQ95+Svrwwl4cuxJ994f/aXAoNCXtROtSprcDmPnu5wTa/YpkdrmJRpAGYNmnvzNG1VkefxmZ7S5K2kVAHViJ0m2Hw9NtGYDSS6l0/TTk0SZxgYF6R1DT1q/kKXXR0WpISodVjBhsaB+pOqnbH7LDp3Imont/bUBEbv2AWc4rmAUNL4sN8yXJz7iEzliQh0Y06qSURS8yKgBaKYAsos/80IU0hW0OP/Vvs/SwUU/uCDGWb+hZ7txP7urL0YcND+VtVhidKUVAMW/QZPfuBvNHI7F8ABkYTCLao0Ag6AXy1wl4VsVl6qaA5P0sy+UEZIl4ryYBeRtKS0Nm+Wgx7q/JSBgD/nvowOjXs1C52G7/4pubCxDDNPGXdiMoR+hmW9NuJkCwVjcu1l//H4Au0LJF5nRfXjQHjaapJGw93olvq+11AT2VtjAB0qdmjDTErmLILJcrD0CNPAFaZh9UPkk5lUQej+PbjcDlccdfYC0xZ9UfiHugTjajZKCOiJdJ/lLq84PVdrHr2gTTZ0mxl1EOsSMfwKT4y8QBQ3+Vn2RDfYBqC7QzME1MSpPB0EyxhKbLOrueHRa6/5q+oVchPFaCNk47mGijoa++PgaK4XXWRzFdpqWRr0vtDwivOP7THoUsAZ+JiALwWipEr2uMz222J+3b19USQPtTB+CejTHiBAmsAhgBBDgz8X+GABsBkhdgHKj/hcXfW/EZB3K0j0fwn5KOnzr+3AAAAAAMadsgY+R2+DciQkqEZ6YYKxOrMipuZmioQS5np9I5WKsOktVODzxNkSddwz+OJK5irwSBXNp6IYo2MXg1iMp8tPnLQLxmfEORQJYwYFBvzdimkzTjNI79oF5DVSxunTh8SkcNyDaZqa2PCiTgNNjNdxpU7Lcc0mfTOqpkhHa7VyE6j/3ScaCguZqzRXvXRU4QTsAfLU0Yvb/HNw4ziYyTAmq1bgrzEHdnUhpTIzhTlx2TZV3zhRuT+GyjAp+BQc4l5c/5X4CyLQ49eUMd3qkzFsr22qobT2hFPks/iBVwjyb0hbSubjtJlpUghp1UeVOrwIguheJt2ldDTuYeWyvYiFVmG0ExofpOZL55fmCsuELoXCvEBSTnkeABoemTN/YGrbl/Gq1c8AlenqS0xqnggUJ2KkSIuQhhZuKPcP+gLE4okB8wXlb/cGT3KKOVZ6E+PZjkNzHuJBFCSoPjxqX+8xtviblmUFFOvhsMb81MgPAMFYB3o/fv1N0JGfTYHKqT/QPVv4yB7N1kn0EnToL2nLD5co1BkkGC2fSfn39vKRPjiwp2WxaiX/U4WTmLiPmphAiVxRu8dWsDgVpBriLhLpkh0WQfmFH+ywsJm9V75d544ksu6BWK/gSQLt7MKhcUecCuXb/wyOUIkazaC6QKWR9KKFbnLjwYlFjGj7kQaWfZBNx01iScLtph0PoyMGrCPANGbw+V4+v7BfrtcC689OzayH54OiS4chLwO6BCijvS6mwFw9VUNGfUMVmJ7aLL+QPFE/E3LodxlSWfweWkftN/UBRyvN+r8Dz7nljUf/Jg/lHwjs6jDR9tKeFWWfufFKsB2xNgnvPkMuMeUKrsStqMVjZ5CuVys5LGct+BZuqN+T0NuyIoxdHmnVcKVc2tyAWoINUcWwI1MFoGcM3gDzHjDIL9CC2TxXjMiB0cKlDnLBXGJjq+foGaoy2w9s4j1yiyDxsy/i+KGBHv/Y402l6p5Z+3IifEgW4VhJP5mx7gabcJVLtuhGQ9DodnuKBT+Y8Q5GT7rmB4aWFbwOgWkgTPZd2i7/Ag/pYAAAALncQahrkywv60Bl7QnwlCRFSFw/6lu5fqQAGgnu7dVgPcosdHi/UikOK5QwCDKSU8185dW+3GcHmGLMmmleFJxhQ9lv5pn2f42ZRAuuDxgZ7QyljmUk9tXyY7c169EC51soItaXZMwUIN9bwnJHZh7uM1bNjxm0zddLrZiXl/MBzLoGzEj+dw3Rzjf1y37ctY3A4LBRKwQl1Yfdz2iiaW9TQgqVCHxYjDEb4HfG62Zty2/8flbcinK1jQSK9+H6Qnjl3acdYlHYXuwU98JVqx7XKPGdDAH/kJoW+0nJ42DUuiwJm8JryZGb2DTV0p1opSw8iGIdWV4H98tTMBpb3rUXWw2zslOQvKcjq1uqMqaQljt++5Z5iGdE4vX1h6LsJyl20m+aL1puYbO4it1wxAN/GcSQqgKZrQMaE8i0SWPPp9pjNxtgIwlqKG0Kd7KgRtnhCw0putJ6yJ4Mj9z4iZAfojCnBDoVYJ2GfrZjg17feqOFSRpZdsGfXDJP5PmZIjCgQ1tTNUHlFgPJxDRC9L2wsOuua3HhhaagflRaI496Y9g8QtQuXcAc5wNwUt1RQqwK5rsf4Ejt98g9c0QPMZIOlu2KEbR288odjL8xQascqHpimTB9m6OXap0uwkyXl4Pil9pLHkw8lsDaf8b1YsgMRNqGjpaCllkcYiu280yJspP82IvJvR83He1flKWMLrw99qCSD2gGTZK/OYB1KuX83KdBZtXJYDYUlXskuY5IuBLgqkbos+jGV1ZqQryplqG2HIrLNlFf55chzfZQWdHavWnnUXsgLpEtM2WbFOIdSvLmk39x7pUVbmsyjV/2tquXIzZHLimWZNscY+JA97rJqb4cgrF6bWcUSUBlnMgZoUwDOwvX8vnAirA4/gJipkwAAz0/cqu3udLKFp/bZeN+NkX7uvm5o/rFkXvqZemXiOLLtAxM30XO0MlEVt43GhayxW9QxgaHGOHIN4+L4LkGZYlZ29HSwAAAAMCW1i+3PTW7D2k0sJONNNyOuIBVuFz9ccKR5/iq/GR1tN9Z4wTRJQtYKG/J6wydUsw9QpcQLm6CmnLs5hiZNo9fUa9r+ZE7Hbjyvtc5/24847bOGR0nL52dJ7B9n8mZl6isbx1VP01Fo0LZIiNPuo9+/WIU1JpabSQkPSheCHWxae3vFzogTOC4KJTpngUg83dYCMtHmya088zmxZDwSmjprAtrn+Wo8yem5rv3hy8KAUHggeGgoxx9x+Da5PyI8T/N0rQBDL49/hZqEM2gdBi7HWQG3K9ctL1HfjWzLGsIrS8dFjiocQWsYnGkNkh4DZxDNv+1vgHQXUiChMg8qYT4JAPv/2VKyIuS8bEVXt8xP5ft4/uf1SaXguT5/YpCicCQJ5sSg2+WOvXEr8mIcXWZvvV+fyRLKaWGdL6vaXmIXdXHlzY8tqsJkzVW0p0GNclfsuacnWEQU7kd2EZf+iZiIQdLTvSD/euQRHF1IHKlG2kRJXhlv5EzcOdBX3e+B3e2fummlPB/H2qaqqTi4CFZJpCPv0YFXJ7J/PFCEV2Pai3TFmfLhwfch8Oi9UEwnPSR3yLoOuqNVkEbjtjW+QID3QpIoGHeyRdiThev/jrnheWYiOEYD58yS1EvtUG9JkabgaUXEYf8zOkYHlQgZNU94srJm8KGlAXZaumFzE0LQTq0GyLSiPhryIUuN9Ss6Ob1LvP84F18OhraBkssho+4VBx854zzjBNCccYb6XaUGJ6bDfg8FLo7Q9wS7sZFwq2b1h8XBtZ/ME6ss7QOGCH4FJIGA9LzoBvbcqZsAt8rxb3mqqBJBZevohq3UBpk9G7KyUXmvci+96Wt2swYqvgLY8fG9lfipbgUXaQLGbCb4GvmD8c5+iTt4RrrzRrAOJ3D+od+IKLZIWL4NG71j8ri0V7otNusiQECKruwKQ2Z/5N7gwYQvgGjRG8dyh8LD1HuqcRLXGNEnEdv3ZLtspCt1DIh1dRPmUt77wkkMe0RKrAWW6IlGcBMHsnxICrX0by30B303Ig5/3KCm1iPJNbqZTNkzdHBaAdbdjnCTtiSFwI1+QEMWoenXNNgaWD2j0tle3AX6KcOaz0ok9RJKdf5QDG+NpxmyyL5iU9uVMd9++mBRFaMb8WPXMuacWfnp7qVwTdjKfhQ8auxyBxuzOjsX6YNVugbMEDIeXRTlj3RSyvv56U2UCvGgmzXai8NRpUS+M9fDyMQtnOn+PiTaU9JCM1kTOFpRB/X8JplZMzkuCxyagvGF4YRuXuRS1d1/ILnip4z/ntPQ2X13MHhyqNtFyVAaxflnZP8LMBpjNgPitQj4p8h/gMcTuv6qL1OTIdtIYQ6quzp7nIV+7Hiz0MqCK0+gb3SO9vjDpzWwUR8f2ylqlVvZtiuw4wsuJicRDQYXFN+FOTtZazbkEXPtOtNwU6UZ428YB7vjJWvLbF6qrWUjMASjllKF97sbqDrD36ioxUixAoOtSljBgjpRULRneBm2ajWU3ajMR+Z2ES54r5RajOr8RxhrO92yWqQ6oj+tLH+rf7RqZQSeqbvYy0yowXMsyyzFaic2gcdmUhPOUE1hgWzzxSke5R7i2ekbgsu/8WDFjHATgES9k/Z31rvYlqdXyGuW3Oy/xdiF2xYIcOgO3Qk+mDBGPgRJpTyIhHMOtRVoU/XaA8yvk1tW7neuB23Wco5M3x7RnhUNn+gZJMekxYuY31iLoNIjLAY+rcrm3PBClgx/n6Y06p3Z6sgG2T+UsrfuJ8Lck2DW9qiMzNyMOxUrk+cAd0qCoV+9G9mVZdMylwZxycnIRpufd9ZR0V7OVbPhLMN1GleZdGqMaX6YdDn4TbjntRcqDfLdD7C0Rd20anz4CVjiHAIyNqpQB0ROrnnY54xg2YTDwofaUiIhFeMlZ06486xAq6dMOkNpuBce8LCHQBiiyq5TkJ/lIGBAcPMqEjKsCzykAxwM3+TAKRclpS6IrwFTINuN2HZGwj/s3V84lW5T8EC5LWsPd9m/JaZoXUMCdEsJ5jBXH9U677UFLSNv9qeH2n5HdH8YffjZlcIqZEbt9nnMwCviHwX4Jagt9Ct2vkQWSIe8NlOLE8ED5jAPWvsGpaGmCVtSykQs7ZxkESBhfUwR1yfl6jRk+BAo0AhgBBDgz8X+GAA4Bg1w8rXhPC+j/zjQ+AAAAAAXF3ufSBW7D8HR0vkAJq+t1QnRSfxHYVv3Ww1WqkE6VIuJXUpXTDpYmqr3XMR5AWfRENicglwUQvmVrUo+dbAj+qb6Dktit7wIdCNtvmUSfVtB6e726/cMud36L5ICarVYxyf4MIwmh76dseTARpigmS6SSZmPIiYAIv0O5FFFs6XUwd0LLS8NIlC3FRm1Nn4uprEMiqRObz3b7n6/T6AWSxLgunfNDOhbrECUpgDqO7K92qMG4opp4xHd/AMxI/vBCxWlgKYgqCI/iD68ftPNqvLzZt81TbSGlhySx6Wu9qUgybNFBGcaEOxuFK4i7CsuzCTJX6bZf2YrCKv5BR/tjSAtOtfRyiv4HTpZYXYB0QjeBmmumTUwq+oPNHAblPPGLBF21zw762sLrpEkvnfQY3JgaZ2g2njTWIKQOURzSPBY6iMXHFdecOUlwaB2zQOFJ5scre/ljDXDYtH3hXmjffXc7qcfJA9UX8DlsyvP1Cx4AAAAGBQ+KS4DCiUwLoeXkyyau9la/jJ/VY0ixqguzH48QuOLPJrfSyRtZbxNrSM3wJ/kGI4g7hRxLXadTunTKc4e0kiA7B127SUOOwveTyhkRPwF+1Nwkp4jzAVfqIA3lONMrMNdV4bkuZ9JALR3oDtNJqdQUiEBeJQ7l+BtfbbqxnCNPRdtMAma/V4UfXrwuFxY/ZUBsTKBVtM+Z+lcZ1UyjWF6V0DXlfa0Se2GGByNvGUpvgdnboLPrLsb4QaBHiKowvDsizF3lcrV6ybhqNx+8o97HbFNExrRQPYk7O7fNj5AR5SROgEi1KF+903P7/hT4pukdaFpkWRLrQjyYs9P5alQjl+Nd5mXwnY3uVD9rbxOQ4vNLshxiZUZnjPm2hR8/W7MfwwSv06KBs1pYdeGJLGYFfIo8FZqmX1cxwJ3L0QwZYdUOsjaXGjRl1G7FaG5nGxPhvosBd8DQUPoJbOanh3lYBIqc515jAHAmb3m1JWBRA+EOmN70JBILF+4nrk3CtAAAAAW0YjXKklzPaxOjh8Oqvx33QU4e+gfkGQOj77Jb7YAdRNPXXynS2ytYOYvCoatQJrYK94kePCH4NjEby4I9V9shQvgXvXgIX6sNy0AgWw0ztFwCwaDNQXJBZblQxu+lgpiV8ngTXWfYT9iP49huP7nCDK6ntU1/SoUfzdRg6bgef4nwNqV9ja1LGe8b5UJrDjd63o7Req7sOhXVvV+fPl90X5NZ9vNDcxiDPcG8fPqIU6/3fl+jVB7j+xpQASid1h/CNRcJsV+G0rlkNUxyIhsKzFz+aAmA0iJdfw4Kp8XF/yqVmFyRQ7d5VMHVaal5xGld1M1+SVSnbdOUo4/Ajfk9esJ69tTSTzALvF27DmPhvSLXUJ17B95pPBSEn2qZw+OS9i+ltNQYzjBfWs8566cVNZPncWaU2LpQ63yvgdoa5Hzq1+iyxznYDF8DlC+n7tjROp4oq0BG9Ldgu8vRh85xIaQcMFgnIe2/2w13IAFqrRcCCdQM9WbsTmpzrtKNwURErIJVIp6zffKs809nFGHvhPqzPnFH/dcEVltm0c1LuTlMHyKj3CIlDJCoBdMSiEe6NCU9a86rMTUc20juEzSckwkIoUIKTsBQ/j6TAO97OWoIKUhVWOV6YeQskIySGN+xsOPketsaixIiLpB3yZD8o+i+0LJMEDIryTzu2TaqHQ28VeMW9T+DOo9u8DueIEYbRJ38tWgS1aUdEk2InvREK685FXCTyGB7kJJCIAEpmxhJjSZ4pNhwOANNsOJbvJynfkfjWNXR+Uuc4fxMBUDOwc0SxetDFolPfwQ3J/KwF3BY68+73Q3qxaDsiVF/VbGtklOrQ15133PMWdK+UZd7UtSDjsW1hDicDfY6BsM7c1uAuEExusDBDX4Y42rlBn292VVTHVRlLnYFmSfhk+poHv9Hjp5gUr5FAne+wRXQ3dWW2D7hV0vssC0RAS9Z4rg1l1WUrBPd047fob3AOwt3YRTsoZ3D5ccZEYrpBjxcDb1Oz9wB/ao1yWo00oFs0Vd08mNer/xh0ddosjzFacn03g9NHceT9muz6w3UtgMt148mmr/JflFw9bDnFsDAJkV9XP1Xgo0HRggKUgP+DqZH8q/CjAK+6CvUH8shuB1YMGDgA4CRvuPEYU/0Ljh4PgvkXoG2X9gJJNGQu2ouBPJg4El6ZQemnvBy1z3y3YQ0lqSe9KrJv03QpUZBTLJJN54mzbTyHpnw6UxxPZTIZy2JriDcBYAB2UkocAfoGmpADFKG01+RQ3NavD0wPe6jZF2hOvAoPgPJtMrZXTMABsBhaIQ+WhXiFGRYN/Lh8AmQA/avoPG//UAIq/JQ4L5L35STd+wLZw3wL42yDVpeAGS1LfqyVkCHzmmAaThjKlfwyb7lBmn3QoPiSNa544gSXb37b0EXC5Sej5EMxBINcwWszI3Ay2sTrNZeBcwe/qwb0zVHJMFekrMHmXavQgyjRSXxP/YIUhU9XsaDqrSO33znCmIClbxtRqS3NBWoqbfeQn/8PXK8DMHZSNfqsoWZthYcUNr1jPu+RJgUXsc4UzkXPa2EoPLfuCdO+coqQUi0PEqLetlq4NId4XhB6P9OAUXW/imQR0L/DmmRbd+rm2IvMRuh66WaWWweujp0WDlVKBJL5VAGT0zqrNAG4kPmc5kAvxgr65RR1bohv6Wimj62rfrp25oqu64cmw0qW5n/2SX/qlxQM/XpCo0lLgQKuAIYAQQ4M/F/hgAJAZH94AK98iDAAAAACd3e8Eg+1raiTZjUXKIalsAH8uXHqkNdjjNshc6k5a9ZwGfSNSeZmETZESviHWWbm/55Yzv/EzRW/1WVYGlXg8ylzUnwWc73UPBEH8CUV/jG5DZaUmwd5M26y88Beq0Gwr672pKIZwaoD7ZdVBrI69jKwtknxkOb2/p5/mp2XNPXG7MpqPXZlAszlDvmgBZKeZsVJEW8QhJXEDlokOshHO4zW8Bf72OxtNMM6r5spfye+P4RFRlCeF0fwXlVqEvgw91dztJ0slcHDjy23dSDHST7G/0BgymjAhm+aS8CyOSZJ1RGlHTAMGU6bGKXqOx0PnIRRq+aVWjF/M4Qp3xgkRR0X2lysKi/uB2ie5TX+AhfJr5JFACyMD8vRkgN9c7/9fJimS5S7TAEKQ/noTWj8m00kFxZqotVOcWQI/ApEflTku3AqtEg9xbkyNARTh7YmI0oThqCHnCGzBiVPjHvtFJM5L+d+s2t73xxG1ii14nrRwgSe9tf3N0dsR4nE8GPtwraEFVi9oul/tMI5eART1WnMZKW0c+Sr4zC5CiA05f3Ml8qy6HswZ+mvfM/0NCucWminvkWBZEvZHicoN8w0u6mvTw/Z+Irn8cwmBYyC7Ae5+h/xpUEm3vZ2OsyvOqTb28y0ROZ73NnNDUJhNuk1yUFttYIv/3drFfDIPHTRzv3LhTNHUbjhI+xr1NnusqpWw+YKW1o3ZHY16EjOEP7RIKE71rc9jgscchL9Dm1LZcfcXAOxRqtTHKkN8KZGQEA231iwUPKBn7/hJJ2VyuRJgn3iXzORXgj1ifbkUxEU15W2g05B6vV/8LtDOkZe+USoQ7hJfEPN0bAAAAJMd4WRnntohzQUYau+W5v9Zclqbr/XUwJ21uJe5AVSBc60qHhYjpRAiGDzbonLl4CL0D2KBZqubIcKdD4hOxuXs0EacOQJcns4IHMLswCH426Zi5AvmexbLkyb27PYUs+5Bbl9udEDWNq4dJajRyPo9EydwmgTUSgZ3cMFsszn3m9KzDCoedUM4oKOtu699pCwTvmWOXcKwQZKJWLUt7zlTPy0SqVN+LUwH48M8kbI0H9sgH1g+sBxeMTaKadzQUutlqoD957LIuZWLFENkU0GbvT8yd3MFv1uIkCEmTdrUQ5ri6sdSghAcL5G74h3uouglWLZn7rqtaaVyfytmofCoaOPbz53/gfR31/CEL0t8MzbYIYyrTfOfLpon3DCRp1ZhZ97P2IKba1j6Kh9Pzg0a7JlC8IZNPe+c3AKIHU4lJHoaK2AAFgc8WyAO8MBqPuZwNHql0JIdCck6zdx2Ny3Iyaq/IPs7PhoUDPBEs5s1P88vpt+aqbsTYgeevwicSBGS+t0zBcpCWcnkA7hPBoiCaJ3mGwfpc/P7BrOU+g0/M9v9RRrMmHsTTRkU+BxGscTRnprYK1LYmDz72TVhFcFbuWM8omdzr4sSVysbm8dUo2b9qrhp+IfwAjl950v8zRqfjyc/zQQ2gLdVKAipg+yp83D5SV14ww2JtXcxnKBlwQ3IoCuRIgoUOSL5pWRuWSd9oyh0bHKZbAeN1Y911VmYl2mfvEOAKPOmnCbf6r0f/ilzpo7DtfbKu1hA8BGgTJxo2uRRHV78LptxgdwAAACT2+ypcyq4gSpVvn/SBVCyKuCxMLHcxmbfd9bfYhVhV7EHT/Cl4JkIiX9q5Jc/2Rkucyc/AukxzOWDqqUmoY7SQldcluX0CsS+GsGTJmRMunBzP5JBL0QL8MPN6w1o9iwFrgXxzuRmK5/M9VumD/DpL3VGSrQRXULQU/LzezonF5a3fc/CVg2K/8Lwnhj/0Qu8+Qa8kYRrEfpPsBEOFsPxNkewNxebbKZJkA/n7LmRLOA7jmIbBqRANU7FNaNZtbG+JKwSx+mBdgy0nHuttdqHM7R1OhZCW+hXycb/sd/jNQ9M2Jn4mK5arxHzvHLMOOYwVuB7BxVXveaARWRsL+RyeR3W2phL1BpIs8seikxv7R/XIKGdsekzD0EaGaraczst81qozSSC4SfBAiCiHgqwDsFxvbloJdUTy+81xwuBZvLhC9Kwgavm1hnLOk/sKvJYLkqT3msyi6AR1HIfV71N236Q2wTCOeMEuNrN8Y3lriQeMGEaYMcQYC8ZHeUqyK0qoPWmWG2lbNq2iF+HqXjaXcMq/EdDXrlClSrbuqmxXUuZAQSlqrdPQD4TOb9EEGFV50mimUqTKzn3s8UYV2iJIE1lGU/ESjKZbib90lG0RAREzifF/NNs/bPL1n0GD2Bs0ONUn0Kb5bdaJ8MTHC99G6NNZcBor+N3D/Ga3MBR0EXlk66bF7PZkh3DZUqMlwJZiSKa0IPFRWWOhYyZkjFfX2PynPjw3q2YUvRutQXv9etJ28lJv6TZCZRZZP370PaHzOaoCMj4SD49vXc2OzLQC2mFzQmkfNBT2iuGW5R9K73zyIHv4rk2qq8DQo2VQxbPX/uqUD+vrKUDPkr597IB+NEzTylCj5eGZZ/40Jh+bdDtqqgjcg+2/MF+uMPltjjR1ZzE0HH5i+AVqBrPBN7DaNykfqjBy3ewVGQSaYe5XeC3EzmCY1ucd1DySW2Q81QHBiwXo+hpxqDBwSI3ElBclzBZt5biKvTBxMmtNiAK/VAXGpgVPAH5B9a5DBVmNuMsF5L9LT1INaR9pIP/I6n/HuNDJ9E01firVx19/eLxmfmQg9/d0PfpcB65Jsl9qRzbMthgKuHYYVlwgJmbHY0V1cd16oNw+fSTbL9N8AyUTA7wPnhdPDRDWhYmJlbrQZL912+CL0GDDGwICajMcD+EsZe7ZEKyBMYDr3nUnCmT/bH7XbenXN1hvtMOS16WUDLBKhNbLwDzVi2mLhko2Wbecvw2QF7glsiMLVYOKZbdXqlReQjreaxEnsAjBtftneq3V7SE1qgE0SEti/XiKQjMEES8HUmTfNMHsjg/ByEq2GyQCqS1bx05kXYSUlHicccoE7QaAXuqiJkMsVGS2YYC9I59DTckL0aCxZByiVoGN/0IzoELgGBZ3KkwL4vbQJeEvujmRXzS4R8sIDHLNsY0Z9wdb4qmt+Nzp+hudDZLlA6bNiMXpl6J/zIOkZy8ouPoms/MgzXs0XyquLGZBH4Zc/aWKmAo0tDgQLPAIYAQQ4M/F/hgAPAZH1wBJa5b18lw4A30MAAAAAC1HxRv6MDvekGlVZFK5SKdG0BVTnyfexC6m7e49GMNE2XngMah19UtDAWnJXsZv1v1F84xjREZ13x128K4slJHIfJYcBVQtfdEk0Pwf3H7U8zK+1MoDqNFFDyCw2sDwWpuG6bqlJWfnyrBcGFx16f2nK6bLQ4PZlsTTh/PB6YUcMROLncWwnIDTZZA+wuPIIBkc7IRA0VR3xJ+hiVwfB/fXZs/NzbsprUJb1f/MTHq9YKPkm+XvOLIBp0R0pcgIk74nNh5WrrE8iQMsxmSOJ2tJj2C5n/5GCLqsadVwddp4O5bfd3RzyaLxS0MmMAwuJmu/5Day9VkOzEyoHkOdpVDum5jGIEzRPfVXhuWqlmN92u/HVz6Kd0FeE/f8hvrvfXg4uDnk2NhC//ar8So96FF76ja7DC9v5WMcKqdiZ5/RR+ycq8A2OFBCzcy+7BTB1sGEKjiXruIrLkv8FzaYubNsncYRHos9aHOcxm99uAXRmnULVi+qsJ5Op0PhS3fszm2X2jdENoQY2gq15kRteGQbPJU1Vmnhclu6A8Qrzf/6zZmxFG4G7bC6K1KUiy5AOuezLUJNQnjs9xqei9kZ9cbwGkz2aKAd/Hgz0Y92rHUovkqqCiFDhs9QS+rPkfJ/6DKZ7Wyex9YkplFN5HINkestlITPuty+Rtddunb2698uw/eS+AUxpbXYKC7U4RFqonWekGU11LIRY4j4H9SSfWnau3eA0xT3lzZlpct3OjOR/6TCZiIFtfOJ88FNVNK/vTeW3+B30oaBMlwdTmU88iJQ9Tc/8M1wJf2Lv1WJjVhOPSAlPzYIPCNMZ9r8DcYJbPQP1uzTrL28QMzDY2bMEWnw67asCcoWBhQYE5GR2hMuGBgun1ZxhbXFwXvTpBAvchLgsZunPbPsge0kuVEMG+0ZPV37kfWipaX76DUg9fBIdbyR0Fs0+6zzEfg5IkULSexUX7zaAAAAL+b9tUbdMQzC4A0vyQWoTI/WTqhzkl8UhUi6+WC8BHtHPZIhsk5HFgZXsLFG3/UxvAYBmRceHg76ysyJr7OKMcl/SPWWa/zE+Wm2fbjCubA7HsBxVFp6PQRhDbwFjPBiefHZkKZp5olGp9eUJsmDZynxSDr4nNcqKWIxW2T1OP3AbPHvkmtc4Es0YusLVirm4da60wXSxotk/ZOcRMZFdw+BvwFVng0/DGmrGM716mmaYlPRuA6DYoSOQeQlX4QMTfvY06F0ljcmnSPA6AaT/SfZBmKlN2qrEqSf0C+sc76/Ku16Dmndvl3mvHvUHGizspglQp9xT25Px44Izm4L8BLw12/iYS/EoIau6f55zV4FCGQ6Tz8oAaOQ7/5hOxyWFO2UHBVOOeB/V1EX69vvK2IVqWZ57lysHtyDT+a6GgSohCz8zln7IYptSYRfaCZkSbi4jEnpyS3YJ/UtjxgadkiiAFWruiwMMobVjJZW1bjy0UtiDIqtlept904rSAnzUrneaAPl5bs445vbzHVGOP4komvjI1OEfR3u5gc/SUDZDrhOxVLKupCAr7BBlIImj3LPuDCazEFsb4gn4qY/X9XL3+q/9WH4T5x+iDfxpJiLjeRXv6CO535k7Nfv40nQOe7LuUz/7my78Vk3Jl504ng9mISxFPErDHw2e6aTf16ve30fwuQoYwQ39F2zURynqsmhBRq515PzeKh+Gg2CViooBQq1c07e0ec4igcwd4PQyo5SkNrIGnq5IrXR4VdZ79LscxlhQCjrz+gtn7wtVup2+SqiIUpOf5gpPJUqi0QmBYlM9qU2EWDYQDHQeURu1jm8FheXfYYqc2S1XtV1iuq3HNvJQrzJGNc0nHAtE26IC3WO9OQuPHc+uM9TEpVTtmb5MUKMjrussPkFqfgRErqSsUI+JOV00JsSem2RYsTSYd7/8dsP+zOsskO4W845FKp1tXeYaymP7KQtj0qPjHBxXDlcV6vdMC4caFPf6+tzA1FmIa8BxXrxnLHGTAAAAAAtF9xkUfxvikO6Imyzxu9wGqPO+poqDzyuMB5TwWsqjK/h3MLnMGZqq2TIPxxwBAYsR9yIKtQ4hz+s6OGgu2UyeAponGI09Euted6xP5o53fzCOzg9BuxjkobfKNS0jEIndYla1AzaFQ6MfJtIsu70nswOvOZXWjH7NEU3N4Msi0mJC0sNeuapzYCHDa6ctpfgu+6hw+Vept/ozViv8P+WtXbm+fSh+iHbvrJ+AQqT0OI9wEdtKUOkW9uBl+rblNZG/y/K7k1a64ixcqYPVloJCrjOztlIrP3ng54wlBfUs+gIsSjpdmRd6ReAvsTtE1F9UdaF8do6pg0zJxZAIqqn/MiBJL2LGzc/IcmN6QAf2u3pKweh2X5yzL1Tu8PKZlsz14BK4IEzhP3hvHrww/iv0Itn3Eet94Hged4PyjCcaOUpRDFD5+QVoOkJe6usxjbNZzPTduECoyEtkGf5G39USlC6f08MKBAYyyt+IqgEj8q/rBhIQZsGY9f0oZW3fBFCn+uV+xloy9l/4piftvl5GmJUxL9TN7Gh4KLeFu9hie1Wwpj/Xdw9w0wCSUerNiF62KO4Dk0SeupAs4GcQ/uvH8RuL0yBXJDMUOjYoYnUgnmrINlASMaBW0tZ19kVEq6cYVjGi6Tinv7ZnmI7/J996UPjEBUXI/zLBkwX97NxRg0SN1R+Tf0/X1sffX292j6mSVUr6H86W277Hxp4WAEXHVEXMrn4Oq4JJ9jnPV5UeGpkk4pZQa3Hlezx6KnmMAaagglWT/h6lDrz40L6hepNoxoT9IrnwLfzKpKRmWx7SQYJaQ1XXB99adj6M8IiqLyQ1W76NWYLPRU63EVfDTN7Y8izX2oD8g2h/HxGeNFYeoK0zvw22L3edJRP0TILIWEMfuEqoTmfJIZ3r6cJuCfT7mAtfRcbcsu3Yy3RaRYbSW2cUMkiaHE8QFF+5De+ucMG0AcK5rLTV4o6Q/zH6Xf8X1gRN8Bwq9xoWzf2FA8bt0knzRja/+Q4lbuMcPLr4UdmFEYuYEm1Zrx1GY4Pl5ni5gxGgHWshSUq+IQOZJe/bqxgKH3Qo0xIPE0y5Z2XZP/jJbXHoMSv+4yhE772a9bmVewS5p3mtQf18EPlJiCbwdmkL7bhQ5wFGOzdmCyjk1f9OcgQnNWGSwu/bgNB/lZtbIPW2P8hxteDWB+S01NwKZAo6oe538DK17QbIlicwSlNT/U0QQLO3ABxl5sAuF4cSagAepJM3AK6Pjx0CP5gAn+/v7m3+w3gF+zVhF3fSJBt3OHokew7QyDgGv77YPwMTGpLpC2djTEQpgiHFwVawXEGfxEuiuBlV/JKFoyMjfONsiINMuOFllHVqm9/sOTYDp0mlYKsh8Aah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}
],
"height": 893912,
"spentComplexity": 0
}