2018.08.02 16:14 [337502] data 3N5GRqzDBhjVXnCn44baHcz2GoZy5qLxtTh > SELF 0.00000000 Waves

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HKntpsW+3CBM0Ad/+wAvNtQK99GChcTHZeD64EsaIwRhgr3vpbsWWIlhFSWeUZUhiO0uLTet7RvWkaYz2PzbvhWcZVFNtq/YTElp61sfVBH3KPJubjg5oOCaHMcCrtk0YkxRDYUV2fhiIarylc7joaYjjRh/ZgmwRePyLkPMTZbcZqq13wW+ECJsgOi0CHyyAEwZ0PL4tCwDMdLS57iRL91gZyHicZ+fvrDO4sFp9shcdWQqoAIAmoCcpQ3YOFhPiEVExILAzw5rkSxGhgLP4ztkBYya0JzylisjtRRgwxQsDeiV1vZR/s6G6NCM0fHW0+QiAm4hrTs/J7wyBxKEk6Z/swQtV/JdHaMcL8Vxy0p+xYlRaoW8iYO9IHiYL6B6q9msYf/Aqh8zJqt9geEeKlzHghB3Ye6kDTgqD+Ka6iVCVvyIfC9b66L2Ev92NJQCVSAnFzheIEIVAKE9NyY2VKbbqQjl72e7b1Z6JBW/uT1jbS4Lg8DRWeTzy8n9gfrMhLrsgfBdIcpGnE+9OhbrMLSji7muzaL6ihhKc0zLr2ytki2Js1EPoWjkl4AnxVn7n6ATLB57PeWZWobeGHGou8Wk7TRVLjQQMEBAafbR8PikoAL4myHGr/3byiwhYaIQBjNe3wOcI1qow8sIAaQwvTt/3RsC1yIdnOdnAGyfTY+H3ewN93dJwMhgTNZac83qpppvvPIt1eH/AexqD/u5TxR3/onv9VYO5CEoHRMVpTWVi0GRHXUmjgHg1/l6g6ZvtcBbBei9Yf/9ryRqQDwF4yxxQdg1ejKQzmJ0IJbrgZW2nIiqs2qkBEmvDT+6EtEVSdHeZusSGkp0Svd+z4Mx8ioGVTMh4Z+VBrxl/ec7uE7mKLCZlKQXQQ5031UwYk00W2aptkBIEQ2uPW9GAqHzL8zBKN83XZqIkwuiZQSR9vPZ+orgMKcRlOyFdi3gLVDYLOJeOb9XucFNNHEDiF1knTlXTvY2eBbgQHol2pJpE3pb82dnkxBcjXqsMgbwC63mgjoVpgMOfcAx814im6iSdDZQxtB/sV56CSIjJUESIsDrePuH2MPiwOXhnlXBnGc1+ZHUSKs/qj4FKVB9+Sux7q/XNKU4H28iCdPZEagVnZ4Zcy9gRH+bIjI5/uMoqPmpXxYnqt/U0KGg1bNRgxNCBZYOak6NxdDWBLn/xXkvXKvs/HEs+e5R/01r04dMLJgux4uALx4w+IMlVqevyYBHMdseV6OjJng4py5GG2bL9m4EUnpAOCUoaPwQPIc9gn01o3hqGEFJpivw5snnRqc7DW+IN0h2BeKuWNHHGbViAbT1GZGgL25gSQP055N71rRg8/SO9EjUmPViHAOmOSgSwXGPmSy/0b54nSjga+ro7RyHZYEERI+siqRE5f0JS8zewC7HsucPmRRrMyWyiwpE05saMTixYvMDLENBnnnQFvGkAELNdsU/0p4eN2Y3ilQJzFOQz8LlNzFNdSb0qIOBw5OumcAPr93kvh4X8pe7yp8870orUquiGBlpzT/ydcEGTKgQYm6snQD3NhB8SN2KoiFo6pe35K1/jnTE4G1a3MefdSlPjgt3nnA9yf9sr+Q2GeG9+dWhf6hrcUYeVpd9l5jugd7RzLIvg4To3fbh9e7pCiAmRYEVF/QjLQ8EOOjEiZoLbCIUBHj2bRXkRIaHLyBzJYpRKX6bx5w5MStT5vXnNHTLZ/1jbvBo9Jp119KMKLnJi9/sv31zBF0JcNHXUK4cl5Dgfa30VSVTKWHi3YqTzCirI9vlV2kHEqRACsXSN5t4gnfj1qaWMyllHiVKvMQ1vaGaP44Ti1FeoeYk+vGvtT+fI9y4Zbii2ru3v6EkfrH/ptveXnD/7EM40dmmudDeGZfZtm8L+0VVQhU7W1gvuMxuGSaKUQd/9md7yu0huFDhGdQoOph9TrsK57o8LWuFKZ9mECGQQcazb0luYWlh+1fzJv/ArK1q7eXpGOv9Iev6sqd3YYSlSiuzBbZFVkkYBahEsX5LHtZPfwcjQlb2Cms2l7MrWlezsRZeF/jIogej4+hNm7RBQAA+sz6Njz7H0V0V5vP+uSNjRnj7PRkE6qY0Y4cDpVBEj6vrVCN+LAMbM99mSDyA3VfaPfEL/Utybchj0UxcHlDnSHmqeZysRLLMUHudroh1gauziuoHYGchmLaM2GfUPadlw75QQ1xhEOBKB8ONAbXQdLOtdZv0wM4xrMub6IDbccgrhYKmPk9/rxYuIwvFYGYmGFgQiDqxcYswuamapTXkGO+HbfJBsK1Kae9WI4OkTRnC6XXkKXPhJDiUd1oXONTxij4FUeNOCAb5mhKBs9Qf/eDB/ob/0jsnKO17EJGTnaPWWK85/cwVO/IgyEs4hFx4BGIlOAR/fa42H1vPyi2BYFK0ZNt4m6w0gQZwDwXhQjWtWQfrRLiT2Flctg2DMZO4+lNsqtre5vhC/qbsDj+dejgReHG2tiyeN4R80CtTYDksh7y5IA1gxHHiz+wOt1tg222CAufBwxeT3OhZa4bPN9kOibGPMfbGYm+Yw3Q9/DDmo+mtfiuen7+I+dH9EixDEhHUSrBAzQEXSeuTT4DLajCa3ZSoY0QUJOwVlO8jqNlkTTsNUNjAtfq5KhqGXO0yoXZi9K7WxHSTlWapATxEXVP4qhomSli0godpvW1TiVUfV/ik/bbMyzWhR3jnjkxGflSS0kQdJsZ8luD1Gx8AGtVdrIPB3qjsNlnAxONGcHDRN/iR8XuVF54wDinX6pUflbcpWe1JOALz0pVhVjccutwbf+bOem0Lt4gSalWrErBV/3EbV0nFA/WKDcT+umRV/KsNY8mFKPNRcMosOu/cpA6m83ZoxmjFboWAympWsMNzlTuJUddmsr4TndspYDF0gqHIwiew3tjShyX5pWg3u+yDLyi4O9JrJMUW7rBI9Wf9zGXhYh4j/uAmg4zNX34yQJeJ4Xtxq0HpHgAUSMyyV7/BG13HFAEkQycVaZGJNSn4vcKpPVGhm4SDiQI6YxHJ7vowD2i0KBFVB7EHGhK+V0wO69TZL4XAS97J8k7HIgfb0FR/vqyJsCYFTuRk0uVqIQvfiDBmpklyFuMS+wth42PECLOD1wFjKRyAzHQmtMibqKmrnD44JV/NQqFhzdvvbks50UNo0GpUp5W0xYBlxc+7mSOxNYjkPe7hULZKbECP5xUc8LRrGJPhtROqgvN5MJLXLVrl7jH+CaG8I8dIIjogtfDTqY7fyTYUkdey/NmFCx7LiHRn4/eKf3HOEvpI2ToqR2l8Cel1Gun2XURdJlZegFSXV41j03nJD3RqblOMak5QKo/HRJeeeMuDbo0aq7X2S5aBIuWEd2WMShQVdMRMrQg1jKW1K9mFccyOi6c34lvbw7ShTPAEphGk4EIMgZSs+qD6E2yzNeaoPiAPbVC8Yu6kzKrnNvp5VsnFzUgBKJ+dNEkSUkf03hVt2mvWVcC+REWPxugZuCExSo72QQqLVduhZ6FMntXzwFssz9FRhHusfE6Xtub+nig3x8iEDmwJYOd5aIXSYhgF9Ru3IAvAf6J1ES5yOdo0UDCFjeG75YEXKJo8F0UC4KOoTCn+CJauA/MdJhaGRPsj1F0cum7F2vFKJue5sY5ST+x4hhExc8e8jWkBEzxpZCOqCa22qEsa6al7BlDT82kFwYj/6/s1ipUgpHMlqS7EVoEMdk6Z1h3ZEcseuU3d6LjXcIhi5km/mezae/GBjGh5pJedB7rUeyYpg+H0u/ZvvVxI9FYgYcuocQpxV3KRVYJWnG+cVR8TqAClTn23PKazyFRUwWPA3CjFWVqrjlY5PmSRgdzQrmAX/k6L3corduif71xEG6WcnhbrZdRKcVZ0SDgSjVB8TKG7KOYNgwxXw0U5FXwx53ZFSkLNfgvzYRnzZVGgd5l3huCvF9OhHt6qCWKRAVkCzQsxhX7JXby4w1xFGzZn8zpKgnjDpsXCECqyKPOzfQUqof1WcrRtcH7AkDexDn3TgqNpxfSgISALLp7fUEXHQ6Ha7HJ+RGVTkbUOfJOkPxNQ6q3DfY1RVubl0MJnchRBvwNUBOnJKnaZ1NqsXu9FV5aZ/Dxw2IU6YtmeotGTP6A2qzsV9AHvl6loAjhTKTx9sbRBP8k3s/Yb0wzD8RTsXrIl+ahcYmuRicJ9+y1imA1ovrfxozVlgxAjH/V1xpkA94NyFJMByAI936j8n3Uv0UJrg4G4Ffks7wl7K0wza2lKQzSIn+oNb5axkw24uGGAUdnBdVNCTwco+vbJVlhH/F7z5qOwjbGPwth6R2dVpCgwjq39ikYZS1RH4bUapQrsDTqz1uxi/Q+8F9xUghi+9+GqLfjssOSWGsv1oHSHqp1GwMBQViZz7wszzSHvjzyHAG2F5GEJgoQ75VoRpW+O9t9T8jzRHFpI28PNcoKdzhcnPE63Z+zSioVtTphcjup+yxgNDMX6L2k8HLcNXvW0Hz5FdDPCzKIief5Ic+xs8rhp06DaDr2dWUhrljCBFEG8niHQHKwHkzTST3AgzAPNIZA0X0MxE9ZJPn8Xk1ze7jgNlXmZSaOzg/dHsiJIt0/cspup5fCu68o5fL+w2+sjqtM4iq+YOba05G2sbGCYhoUzfx+w99vnsoYczD8C8xE5FH94NWWqAs/XaNAwaU+vnE9+WK3dHBphB8WPuZN+HXzEKMq0B7JK/uae9jnGx3BHvXWz+IiJJsKXFYYGlwzFKIO1YxfTNVBmb89f9fih4KJjp5HeQsP4wnU0uB6u8ad+osiXfbcdmDy1+691P5Q58r7PemyBa5Ud1gOq416Om3YZ+1reJeOpyxcphmwBpAIFcvFgGi9sWlr4qrFgre0D36mHlJXHZkmYHkwlGaaUmVd+XJXNDzldRXohw1/dk4xjqo0CFcCF5JuyJ/YHnJ1yksG7fSdZeCjpdj7/74HudnnPw3WP2gWSVmu6ZGXAV2XT+K0ib06TYSLQNttYkePIu4CKoJpxwcHuDavtIQCHBKA+UsP193/KYtvxM3QlgEQcINJbTA47X507EbRakii9EpYbIsEgws56JJvg3muIf4Y3PE11ZLdfvZd4WynPlq+dtilRL6V5pI0p1GkvETMw4eYkA7F6uh93nqRKPobzyKMyoY4QYfC80exn4T0ZJ1LSTqNLT8kMpyweZ8+HBBmJ8+Wayw1xEw1SsKBNj8FmMhpLvjhZY1OpbmoBHyxNBmz1C7cvMZNMfycwqaTpV4G73xT3Oj67axFVm5Dtza32Zu5eRVI8jOUwapwUkm113GWwl/djkhCYMW/xHV6m2iDSsp+IlAGPfYbesweuXTbDiCa+L4io+aRoCQIFQU8juknUDaILDWV2SabKdZel1I9jznaC9hhYkzRn3GDtDqft8mWpejd3bvHvkPJKIODrht0H2TpvpSeQgsEnciPdipIL3h+dxftapd7SshDD57TBwyjLYZZrCNDKo/xEiZA/PHAz4TPXJGPXZdnOEX8KldpW4u234m5Jjzt1tQOSLjXh+VXrNA/xVVL/aZFAqOjF/Gldl07r50/CWuyGEcnFnQ1eVwigJOwJ5AiegUCeHo1pgOx/gR2VSXcWQK02JWNuS2U/5LQstNztyvEohwlvlNojhQXHimonSL4B0yzcBULctyUejq+NaGCbElL7gA8UuSMt7AtOlS9JMKHY2PzFKti1H6vs7B8R7Yl1wcayRIq6DLrfmcdLMjWkoqvMgKOLcGftBUECEkne8UTmYjqnjMivRctlW21vROtQY4/2hrQX0OsoCWt/ZMLGaogXKxGW4YeQtpD1Aan2bowa05lymGsjXDyN378CCOBTTF20eFN1lY1zPK7Q8tODPAQZSwSCrpRzdQkFXyHcIMonTC1825hd1AdiFqFkQHf/k1Jf0uYd7bfmv+55/x7Z2sylTtvFB3KEFTQ2aKfiX+2BJW6amYc/F8NAnmpg9/1kHb7/POtzmjqxVkCiE9uoNSYbnjuDpJNVQ4SSiss69juiqJD1nkdRn8bHFUyGL7qncZ7wTwvFH5BD5uvcAQwP24p9NyTG3XObZ9E2xpj/68hH6Q7f+/1vc6p/iYA+XOWhaidLe0i3hNRLJE33MG/q5DoWuqWNVElR0qaIJzeoJwzWHEyoGICVgj66er2/6ew1YBnIwyxINdjLVceRppFBvf7UJzLaJxazCD2wFwWopgUR0GmMMCt+hWJfn705mMJbjGfh5iX8zy2baptXZVLRGZOfGubdjI5u3VlWBed5xcF7n0zox84zSPOJS0b6rCQNh07kqx3iQwoU0+ZdlRrRbp3nIUlONfkx/5fLqNIuDkWpp/BVwbhQGuykUihRQYfWz0rtXuGeRgtOBiru4rVUk3egELUnWtR3WA8vWBaBWX67YE9039Qbmyv3OQNlizZKmI9um7vr+uYu0sZYvdr91k9r4bZUalfKkKWopjVx9QbHm86KkxygziF5N7oUGsoK5MqD/qaCzbOLqOqsQzgKj0XCx4SbRw0fIVp2g6g4VPSnj+vf9UV8fff+Uv4FVfPPoQcGXbXWDnWrblThEtyic1NWgRKlSmikgUnxb3deS4mNwwQPByE4754ht4DdAvE34pL5pQ7T2qFvrjIn26AgC0zm98n0Dgrs0qku0+e49rqdyDbqj/EKvH4iGOZRcwSzeflrRxgx5bjFEdB0BfI9zX2lzQz+faG8AUn73pHQqVWCn9LP/lAVJQu/dAxgAdz4Q0gKb8EmnJnwDzTswpLosh2n5dxMMDavn9etABa5owc8x/fjivRB/tv7k27mK0lGm+QJEOlZ/DXtjp/vuohk+GXRnBTfQupne3Fy9dtvevuaqiz+/nlcJ0IYeJKLROYSiVAnapQ+5lwgXbbYv5dgKQPwmZMLv9ofk59/SL0B/voWLuWK2PfoxW4MyvsRhW+KvlBke+1Z8+x87DAzwgWSaWyH3rJwPjyX6Fatvh52P/obSX/YQHK7BviPU3JzmysKNOwIJCWlTmS2x2vq1hMhcpT7teEzJlKAXr3lXyPVh8hr/hiGNEbeFg1QuUtoziI19EhCi7Jtux22W84TARFxyXSxj+ekfnacurzkTsJ+ZQ5BVe1Y2Z/50UvCkGqY+hMgH01wfaKcHYkdt+6zQzHZeTHbx/j+S/ZGTtMklgcYc7/Vh+Cgfex0TodP/khzL5rNW4YDhc+lQgGTTvX+IwC5qfuqMXWpiXFRcddCDyFl9/aXXtZIdgyrfGl5fW8kbrGtV+ISa2B1/FLjyhfYuwN7vMrDUQ8vDdSl7cRXJBYDo6ErPDYURu5riYT9ngKQ4r50sOANCJ3901uXmsaSjX9CkbQQobgwosPH5FtLqQIK4h4cPu3TghOyOL/4VDiKxIctFc+SKHicLprFpvYIOEwmWoqGuWutePZlgEouXEoDJjJs9cR+ow0usrWtIDmlJiMykAHCSDWj9aNFbra2lzzE8/keRfiSwNehpbVsrkRxSGzZ7Y+3fPaMfYhx2AhBrbzFCB9FWhRZI0m34w7BXHMfsVV8H9ZCvGjd7YlVGjqWI54v1/EPu9D80vFry5JftTsaHe5mCm7DZS+Lr19F2u8MSJJYWFc5CbbMDUik9DoSS6DnlPq2PYblQ9dpUTqfg2MpcY7aYi4HCQU3o+SHk7Z6///kwLIcsnx2CCMuU+RNHmZE0sQahdUxAeAToYXpJ3ekTQO+mEzgvP4c810nlROW5MzVfZrLO4PbY2jG4EZWxGvvIHlZxl37UbbBWnfmFZ/W5mEY7WJxXEnXVbqYjrwuyxi27yxoItwOsQw+fAJtrE+xgYo4CMHQR19tE2tpZ5zsZWSkep68tUTZXTdQ+XyRZPBJrMADb6s5blilIyKF311RYdlGwCEmTAiP9p/cqIPJHrgVtXY6expTh5jBJJ6Mu/Mj74MR+b24ZI46wDvx0/YlXbg8Mp1gGoUOOn9QyUq2cH9zSJGT/8GTR7n4qAX3SQ9c/D2eXxgsGzAfL80B8mxfqM5rwK0vpl7J5whxtuSYYVDJBhmtLSRjSSnNZ0V9k27bdwsuUPWVpzmmucYjIXdmx6CGjR5Fk4zN3AL8Pyea0aPsE1AN/5BxUPJcgWYG9Hwu+dyoFbYQwpTluoGzMYaehUTELkuxrUxWszZeR1drQfzws4R//Ts2s4ux2tGadc2DOgdQn1xQAbcrxKegx4luGZFEOJb2aCPyZm4T59STMNIgavIJ+Bq7Il+vnm2vxUUYvQb93U7hFODsVYzdK3lF9rusHUhIsM7Hn1B8HSp7JDbtWnU4FqYV45VqACMjSgtLV1qgK1oWf2XO7qSXbS1xRBnT6aTyEYGAqeIhsJ0zX4dN+DVd68ABMxgkrEAlVMYb+D/77+XmBimGHpfEOevXFKqyYg8cvaj+S5aMoGvOYBGZBO6kxi9aFKynqcGszMA8bKmgKmoGYi4t3Ju+CKh7e/pdTimeZkdoYY4WY/7xaLeGvglmvDEzuJsF+PAi7uJlo3Wh9hk733PoiBNpAuCPKsCnWMQWzUgSr40tdJl2RzX0KV+9I54II8GKjRmjg7SSWFZyvDIlO01T2kUi3Pta3Vn2VDQzmpO64/AhI2hn9FMGYYAuzIoDe16Vhrfefj2309ZmgQO6KkHyiIrP3mlwsrARvJVJlxA+FLkH4/jPzXjSBpxRNEmYByFGfQ+na3l+gRJ0VBwG91LwSvDX875D6Oi7Hgc3U1kscQpxGMpDTXbNKMc99vDp276QWMxIvdcqv5hhhWoKpj/rZrGNg58vx5qUm+lZN5Ha8pyM9bgLmGtepLWeI95rmkvA1a1Omjdhjfz9UNvkl2E7pCIriQNHmyH2RKeauBzYhI0s/X6wvF/NMKwcN28XPyjKPkfhMp0WnfO5xSCr4fIuEvjpIaWSjmlMk0LsdTWK5L6mL/Kv37/wvJZmLqbHSE5D/8wud64NQnGJZuQOFZptJgtDXm9WbVCA0f8jpnIpx1snlWb7+n3esBXaiXRFBDli5W1/0v7FC3Z0/eLCUJkMc77S9BA9YZqPQNXE241yb7j674y7dP+NWoS3sNTOXIX7u0C0CQCp42sWyJfU5HB+2eFO3CighWhQ5iy47LM5OrU1S3lZSguCtQIi0S3LZjCCPqBlVjAkrSX52NE1V8FU5WJ1t5fYl4746/GxFb5f+q/B9tuPkhBT2v5kCtZYNoAefrUz6L6Mk0HHCWMRWbamkkP2wLTzb3N0dnO9mukpWD6QkA8YoPjp3cK18joqGnRXBBAAkfiY8oF2qD4/8KsoneGIsKTJ1qVs78xvxQE6civceQ+KDJUPHmRYhp8lJepA0g4slZ978JBs6sGheQXTZiA2BZNUdaDBH9IfPhG00eV1+r5f5iVBLTOMzA7lrtx9RfL+86L0WShFyHN93o7RhGp6GIW6AXO9n1dgC/gOi9bjs8jlHAlo+r6HbUPrlaV4766reBb8gcfJ9PjbZV/5zlTOXcxyy7vAkwrKdbyiMiWvg0V6dFkMWXC+n7LfErIJumKzLHuDhSAIQ2l+jFrBRN7hc1FGKUezUUX8rqRzkuPR4tCa7OgvCze+jlrhGKHYqTD6coiRrCkxok7G1ghy3IQkpEv5PiQ0seys1PxD4MURDAc7nbravmyZa9/Rr4tH7vyQeOne8XfKfoREQWNq3iajB2SEW6FjKsrUs/6fxSKpC9CXFWJ3cO8S4q6W6tDoLi4604VpSbNvEfv5DjiDAzdr5as74GTQPwlbCTVb7O0Oh9mX9Fnc0pAnP99y2vO6rGnYf6sBKXyqB4s8XRUt3ON26tc01I1Lke9ASJTcXSBurb8b2AMIlWT+P3Q5SqAg3j/P17GAtaoARX9kxAwTZoTZEMfuPMP+kKwNMsfZWhFSCnbXzIhHV/weyRyRXI+Yl88MODSp537NxSoE12ojPpdtdNd8GMf9Tu0NcqooucWUMXPLAu4NrMI96pdxVyYtWV2JwlefcjjvedFLqI67GEQ1B8vQliswLVOG/33KireOuMP8S5/+ZNi83foBXKBsdmLR079SkOPVZkP2MPOrfHPIXPKSfKSYjVYA8W8p7A6XRmLV4mKPmANiKsBp1p5k8mvHNT9zkywc5bxrKIMr/HUdKS043SF2/xGOsrGwBDvIdCTzJCTNeN38/NGBVm24gq3bxXxCMZWYvmOEFa+TDYy3m5ZDcgpU5qFwGQYDqB0XKQOjDdRp+GDEh1obC4Lc5r69F15yD9dyJ3Q0DmEA2PnhXW1j2v+1qvfSvfS4m4QP1byPLNptxYYQrfzIoP4+ObvdLfGEhCYkQ/aqqcSiMJ+EWlj950ypm72eFTemSyl8MyqbOlreI5qhneXw06qKiLHDNoNvQTy1PX54Hs2876Hxm5o5OYdzxvsgNolpKC/7acutgDmPmcRMSGcMbDzZqkk4twDHZcNCKC9vHIDPcOtSBmD1VYg5jGfxClb5kuK6WaoIZmR3jNZCnfc41E2Yy6xiuz2+3QUhFC3P1duQF2+HgfFMFD0PBnXv2cgbi6F8WYpT3ICvEuUv51UXOVYRoyTcu4aHLG28bwqeHvhH/r1BL/Kf/g13vGcScWjVeeAHYSJLYzaKEl0ySb8aAPcQK6hgHdcEczwXQDmtDVMHD8SexiRBvVhO74Yj5krWl/6QiGIrMpUZd6hQzAy62VmUb4CtAUVZgGG09ImSOpsURD4k4gR2DkWGaHebqVundr0LXFUqdcRJdd+lJsQy3BC8Gtb48XfyW9YOcvP3cG29rQYnkGMKghyI1my/IbWHWh5bkVVTy0wKcEaMtrAwsDK3cPvK7x8BVVQgOGXR18m23Hlb1fwHT8+NGFzzvOerxjUxRly2SrfT12LHFII6MahSWpYzq+XoItSawr2ujdPqD94jPJTVgNYLRBCSXPBZtEAm/aoKWlJHmia7qsiEghLg2F29D1jlSGi0ObYvCJME2pzKTml4SfynTT6IsbmN3Ox0uZELNCM250AuVdFcJX/lH0wD782NV8qP/PGIf31XyS95f0YdRMpxB8+2aFfuo2zjdzKJLRhSC21i5Wt1oU/4p/fgDfnpkfv95PFDiUTfzC1LKqP0VElCr5XJrNExsgaxZXvQvteG8YSxoRA7Y/Hy7x06kTYWBuOEUB4U5wU6BE7JcGkWT456YtY/NFFdK5kRmba1c/s2IZfOy4bTcj7Xuir88aryp2olQGQXfbmdzBOQEh6iO2fS7R82x/6TV4s1WgCczTDR9FSXI1yjH2NB+m3hjIAEqpFIzV9TUpwbi5zQhBmsiK5nq7G9XNNYuGbtDD0XGCOrK+SqJ0KFwf3S54qzHN3KZ5t7J3IhqBo0tFfSm6H7fVJesWs6/bfkQ50NFt7H4EBqpQnL2s+hc/tJ+Z8H7XwlUs19rnr2/+xoHPngBf5uLHFtOJfIzGcQOxmNgLNOXwrv1bGUoomgkT+YlVNlZ2T874i9JgpLCeXlvpYja7qeZXS1/UKZDKUmCRfY+RFqhe/DFSZOcGhrspBRXm9l9rhrcxMRrczkV+gR8UegOLW1thkUjSPoCsd3ulKGmhw1u3Ri+MJITiXbzSXXp0p0wdWslswrLtKs6fxVRANIvtu+rN7qWDXwqimiHv0hfMe8IencuCqc/T6Kp/Rod1zcdKu6OULpsd1NrWzWt360m0iGPif6UjVlTQp1bdfU8RDgqe79w76UcE0UfPBZ5nt+cUEph4uIIYlYVRl9zBEIgBpnzy5AujJ5Lkp6ZXFdnBvOSYno+0mFNQI0vEDPFk3whuN52shIb5vZgsSVmezF4X58ZLEFh6UQcfw73B1BDOQ1tpB+4sUIP1h39AzQrjpM+iLba+/Pc+Y7R4IWdruXo/PLi2K5307aQrM4yFmLX3RIeqWRMqjHZAmbFXSXfOso20qDuajGgqFmhIBVzPrVUroEwcSWptC5QDgUoSs68V5JMOyU6Iz5iipoY02/m/Zk1687QF54IdAqAXtg0FAGma+UMSLTc6XO3fvAiqoc9wBChqT23p7Dd3DCh2/bRNwdy3JXcGZK56fWUn1GSbIBEVWAgCU42fo44/lQ2A1oMZiLxI342I9JQ6fzErDGuB+BTcnWxQVTdDUJi0UdUIMfZBo9axX0XY84r6TcNvQfCPbWFvQDMknKPz/I2ZXw0Gz9oP2Ej8zFELeJy2MudS1RypDIaWY9JL7u8Ic5gxgMvFJQ6HGWruyWNUr/5hYrETdJi/9f0ktbOxDSEeg1lmrRpblK1AMOkofl9iOwQhzxDiuof9O6NG9u/3qBDsDo24UjhohZKiuCoGKGJZ2yHUxYmVaJw9BGPkOjUWCPyOJRTsauaNSvlgqGJqXU1f9T+FtJIDosMZ0bLVT1xkVSCvBfyngf5ljOIfxnxCTCq0VVNT9SWKyznnUzJqQwuF+sO3lYIYLqLfmYgLRHfDb5WurrC/bY8CD0Z84JTIbeuDAfOIGU3RkvPx6VA2HMKmHV52BEIU2ZmIK/NQ9zw2L5P+H6hAnKrTikLCBKdIrdxqsNus6J1WUxPsRn6yskH7P+S/n2h3+M/PqO3Hscow/KzkBffdkAI6SG6pogX9e/tqCdWokAZVQTBfwFa+kM3HzIY6Q5QGu5SiECW9MjYGJoXCv/GRNj3fHDyrKv3pqDkA==" } ], "height": 337502, "spentComplexity": 0 }

github/deemru/w8io/786bc32 
26.67 ms