tx · 3X2MdRuFeAFdFbvL5qNa426fFANUTeddDrNUzs1XMMqQ

3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1:  -0.10000000 Waves

2019.02.17 18:15 [499281] data 3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1 > SELF 0.00000000 Waves

3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: pTxId: "EK1cvcLgYQzZgWvwtBDJUdtBSfVD1YTQBpPpXux4oCpP" -> "BWeKmGzvaBwq4tu8pJy2bU2bwveD6ziXdgz7XPmEwiUN"
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: BWeKmGzvaBwq4tu8pJy2bU2bwveD6ziXdgz7XPmEwiUN: true
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: pos: 35 -> 38
3Mxv7yb8h3QYbeG3jgiQK2489YJJLWW4ha1: 38: 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FkSfa7us0wHUncgswsofYVYd9cbFNuDsH1I10dJ/0Kp2sOB8l6O2CZK5jaRqdt26Z4j/TCRfYIwoyg3g/STRH6SyL0h8ssU8yVa/BRX9AXumz9zyDwmcssUa8s01TYo+i2E20S6DZTdRPgKhU+aYs0Qe02c58g85Xs/wdTKD3RXn9IgzSFi3b5jGDuIzUWkvoDMLiB1J8p0EZteYnsT4W4Tudt8q/s4mB7nqPmCVttBST8iNiMI9wTln6Pci3qg0pPEZgZpp4jsDKF/i8zfkdhXnMluM5b9gUO+t96suBWi2irSbRGbKsJuEfl1hN0g8hXC7YwoNyTOI/MazX6NX7YOMrB+ncP6Aw1Kt9XLBnOyfiOmE/VXMOYy0nYR65skuo/Q3CFwt9mnuziZljiaNhO5uyg7RGKfoswg0g0j7DMiO0rgJhF2om7h3RRB/h7pPtCqxzlrOnlhviCxc4T+PaFfRfgVlF1FuVWifIPAb1F0W4S+TFTLEN7TbGrI3PGDecvc6td0VkZoco6GRHcSm7Moc4zEtFPaOXaZXUKZayh7jVj3EpvbCNtHa3qTw+kBjlT+hEo7Scwg0owizSiJeYKygwj7HGEnCO00oZ8gcSMk9gUF/wbhPnDI3qXPHKHdnkfYt0RukcitINxHhFtFuDWE3yRyWxTdZn0i3tDkLSVbo9Wm9JTv8XDjFD+ZRQr1YHWexJxG6lMo3UFsLxLrc6isE2V6iG03zdktEn2HxF3kYPU4p6qC7yt7KFQHaDYjSDeIsiMk5inKPkPaCaQbI7IThPZlvXSwYwR+llI+xVV9leemicTMELn3iL9mkP+vChL5FpHfoujXCfMNZJ4S1Cwln9JenWBuJaI9G2avzyh6R0NJHyPRJ5G6A2GuIu3FepOSdSLNTWLTTUvaS4vuo9W0cVzvoi39ilLlMIXKXRI7jPSDxG4IZZ4i3QjKjaPcC0L3HGkmaTbTSPcK5ee45C4zZr/hfvUATfYDkV/YySAriLwOJMo3iPItQl+fiPAVkjxD5VWO6ynG1xSzHxs5aN/zTb5NUO9+D5PokyhzEWG6kPZSfdV0J8L0EpsuWrJuWnQP32anOG7+lVPpbkTlKk2VAeSO443dI6QdRLgxlB1F2hEC9wJhRynZCaR9xT43zpPsR96ZzziT9dGULxDmdf0Qeb3+ifL1OpDa1o7X2iS29fuIfIX27BHri//E2Mdv+UFvsLf2iaCW06Cy4yh9EqHPInQnQl9C6nYifYlIdxObK8TmKrG5QUt2hp90wIHqAaLyTRqrvQj7BGFHUfYewj4mshMoM4Y0zymYCZrsJIEbJ7LT7LND9OrT3M8UJTtM0S0RuAVCt0jkV4j8KuHOKoU7EwncFqGrEnqNcCknshHGPpa4sT5Aq61StL5ePsjsHEKfQujjyOw8MruE0OeI9CWEvoE0V4lsF8L0UTJXaNWXaUn7icq3aMyuIewwwr5A2fsIO0hkx1FmEqnH6kDcJAU/SeCmic0Lvrd3OZj9QtFPE+kFAlsHErplIrcDxG/+DUSjq9CUVxB5hdhl7DdLnKxO8K1ZR9ZSQmMInKMhzi6hTBvSHEPpsyi9w1rmCkrfRJpuItuLtPdI7M8k9iFKPyeq3KKgbxLbYaR/Suweo+wwyk0S2xnUjmmM/DginyX0b4nsGyI7hzIfKG6/R5k6CJEv76zWOmLnPqK8TOjLBLaK8BpVq7eMwjuK3hJ8Sgm2U5rynYmU0g4S3Y60J5H2HMpcJtYXibNrKN2HtDfqcdbUWxFp7yDsXQqVPgrpPRL7AOkfotwwiX1KYseJ7fTOnTytA/PvkG6RyH9A2CUS856g9gZll4ncEiJfRuYfkfk6Mq8zlsgrdf2wdbOY1AzSa6R3fLNtCbctRe8puE8EztPQnLWRZOdRth3p6q9Tib5MnF1F6F6EvYE0fSjzCGnvoPQNlL5Fk+6lKX1EyTxAugc76/Wc2I2g7DjKjiHNMyI7jfRvUf4VojaP8Eso+5bQTyP9IsIuImoryHwNlf+VesuIvELkywRuiyivktQ0SZ4hvUPUckTNEPltIpvX6TcxbajsAsp2oMxFYnOVRHci9RWkvoHS15D2OsL9jLD9xPo2ib5HodpPofyE2DwjNg+RdpAgnyB0Eyg3jrQTBPYFTW6M0M1QstNI+5KCr+eQ2C4R5ktEdpGwVl+rJP+I8BsEtQpRniJ8uZ5J8hSZW0rOIXKP8J9QtW0S7xG5pjF3NMRZO8qcIdYdxPoSib5Moi//zTCWTA/K9CBtH9L01e1K9pim9B5h+Q6JeUareUBsHiHsUyI3ReymiO0EgRmjaEeRdhpl5xHuHQX/mia3QItZIXLvKLp1Yrews2IbxHkZmVcQ/j8nsjevsnfbIlwN5bZReU7iP1FyOWHuKfptGorZD0T+EMKcQ7kOlLuENJcR+grS3ETZO0T2DqG9jTD9KNNPZB+zO7tPWL3DfnueFnuXyD4isoMU3TTCTyP8GEU3i7SvSOw8wr5D5B8Q/h1787dEfonQvuVo9guH7fTOG+IW0peRfhPp62CErSCcJqhZotwTfLKIbU+ca+LccMC85YBZoaGpUtwpH9pJzEWazXVK+jpJ1kVJ36Jk7xCbfmL7MyVzt/56m/9CY3aP1nIfbforms0dpB/hWztKi5shtmMI+4zQzlIyH2jV70iyt5TsW5J8HuVfErn6RF5sfc0Fc4+S/4BwGwi3jvBbJN7R7Gu02JRWu0mrS2k2nqhmEbmnZD/R+BfDo62L3Ck/oeGrzUb2bP3I3vJP7Nk8xZ7NdnZvnOLrtZPs3mxnV/kSu8pX2F3uYXf5+s7Xy5/Xe/lxcz+Hqr9nT6WHr8qP2bv+mL2b99lVuceuyiP+WBnhy+oou6rP+bo6xq7yOF9XZ9m9OctX2RDfVe4xXPk9+6q/sCtdYFe6zB/1B/6gF/ky+8if0hX+VF3iy2yVr7JN9lQ22Vve5M/ZFl9llmL6kfElydWVfhpUdow4a6NkzpFkV0iya8S6E5FdRGZXkOYGwvQi9ADC3EHYXlqrj9lf7eNM5Qv26TPE5jHCjpDoEWI3hPTDCDtOYGYomikiP07gJxFmhv3VZVrSVYJ8lJHKHi6480g7izAVYrtVd79+nai2QZiv0uS3aMo9UV4j2DYop5F2m6ZahcdrJxleO8ths0hDbNpQ5jSx6SA2ncT2Gspe/U/WMreRZgBp7hK6n4lcP/vSfg6nBzlsdiPcE6R7SmwH65WQf47wo4R2ktDMoswc0s0S+hlCN89+/Z599j2H7BCT2a+R+Rihf0fiNym5dWK7hrJlhDdETtPkKoQ+I3GOQs3TmG8TuW1a3DLvVr7kWvlR3cbH2VlifYoku0BJXyMxXSh9HZV1E5sbJOYmSdZPbPoReT+xfcBPuo2T6R9IzFmkfUhkH9OsHyL9BJGfp2SmkHaSwM6QmCkSO03oXlP0SwR+lX1+nLsmoUsfoFBbIbH1KUj/EeVXCfNNpLcIbyn6urLXGxRNIc+Jaoa27BlPNo5xJpun6W95RLeTZBeJdd0gKt1FlPUQ2ZvEpo/m7BYl00vievguu8ohLTiUNlLQ/Ug7QGKfkbhBhJtA2teU7BzKzxDaGZSZQrkZYveaZvsB4d9w3N5k1P4b35ppin4N6T4i/SqRXyPym0T5FmrHXxVdSuwMLXlaZ7E844BZYHQ9oav8gNinFJynIdEXiLMLO7n9ArG5ijTXiXTPTv0zQMneJHHdtOgujutvOaH/TOtmB3uzn5HmPi16BmVHCN0zlB0lsVNIN03oZgjdS4SfRfrX7LOv6TRdDGZFBuxBQr1KwS0SuWWkXyX0awQ71BvnGcJnFF2FKK+gcoPynp/sex5sHGJ6tZGT6Qp7XY2Cy2moC2EHiTlHrDuJzTWkvYrQXSjTR+wGSNwtlOuiNevgjP0jp92/E1VusCcbQOiHtOhplJ0gciNIN0RsR4ncKKEfR+TzhP41gf3AD2aCwayVD/YzrthLNLpVmvwHIr+K8ltE+Qah30D6Comv/5oR2pTIZUTOE/mc0+kIGwu/ZvrjNxy0q3yjP/316a2DRJ8j1peJsxso04WwlxHmr4I4QMncpmS6ac3OcswIjpkWwuoAe9N7CP2AknmBsuP1UOWeoewYkR0jsqPEbg7hX1PwH9hnJxkwpxjTEcfNPRrzZQr5IsKvo3wVkZd3Yu0WKq8S+ZTAaYRzKGcRtZTj2Shvlpq4t36B/X6DotumkNf4f4Sq9Ekz0F02AAAAAElFTkSuQmCC$$$https://google.com"

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$$$https://google.com" }, { "key": "pos", "type": "integer", "value": 38 }, { "key": "BWeKmGzvaBwq4tu8pJy2bU2bwveD6ziXdgz7XPmEwiUN", "type": "boolean", "value": true }, { "key": "pTxId", "type": "string", "value": "BWeKmGzvaBwq4tu8pJy2bU2bwveD6ziXdgz7XPmEwiUN" } ], "height": 499281, "spentComplexity": 0 }

github/deemru/w8io/873ac7e 
17.78 ms