25553 |
2262d 3:39:23 |
102 |
π |
cb049e16b38293b608c5b8e72106ce94a5f496db14ad7081ef05def9dae213e6 |
|
1.00 |
0/1 |
102 |
25552 |
2262d 3:43:11 |
102 |
π |
4d5f39fd03a514f2184ac2538bd5511a02d6b2097d26bca3ab51bb71a32e3599 |
|
1.00 |
0/1 |
102 |
25551 |
2262d 3:43:51 |
102 |
π |
36b8b24fe6699c40c8f0c79cec7c2c6d582f6d285e4e8a3c06b79daf2d3951d2 |
|
1.00 |
0/1 |
102 |
25550 |
2262d 3:48:30 |
102 |
π |
1061dc33f35929b3281a816542653b3d430d4c32731aae2653b5301573b7a6fe |
|
1.00 |
0/1 |
102 |
25549 |
2262d 3:50:22 |
102 |
π |
187bd5521b9539a099cf2c7ccff812198a54041208c93d3dd72420adfd1d2686 |
|
1.00 |
0/1 |
102 |
25548 |
2262d 3:51:04 |
102 |
π |
7bca9d391f8a834bb8d80c642fb8e68a8b2a114cd41a4a586dabaa3536b7ade9 |
|
1.00 |
0/1 |
102 |
25547 |
2262d 3:53:37 |
102 |
π |
013bd47da3ca2eb396a5822528f08f049e8340e919e09ce7b2890f85433102d3 |
|
1.00 |
0/1 |
102 |
25546 |
2262d 3:54:05 |
102 |
π |
78bc703bdc00f0b75a1ddf69f56008239cc83a93d20589e80ae19e0bf61676c1 |
|
1.00 |
0/1 |
102 |
25545 |
2262d 3:58:08 |
32.8k |
π |
d59d576cccfb32c6613baa2502b656ae9a1dccc8436d8f35647c244d3c86e394 |
|
1.13 |
0/1 |
102 |
|
|
|
|
3488fe8ecc63c09a1f0681ed164a0882e8c31c777fb16e6453ad0a2dd931f4cf |
0.0800 |
|
11/2 |
19.6k |
|
|
|
|
b1431927d257dafeae08e807f3e3c9a39d7374a50fad7c11200b371a35715145 |
0.0520 |
|
1/2 |
13.2k |
25544 |
2262d 4:02:39 |
102 |
π |
8c1f9ba1d08d5b7ee11f5ef35c78e1780fe2f09385526fd0872c4d6dbfada7dc |
|
1.00 |
0/1 |
102 |
25543 |
2262d 4:06:07 |
102 |
π |
d69a50c38cf4f6e21319697c12f9b4bfa2816c95a8faf75341ef4acac5435060 |
|
1.00 |
0/1 |
102 |
25542 |
2262d 4:09:00 |
102 |
π |
6672e3ec86f5d6b2f098a833f2cbb95393d18da1d69878a391ce44dbf2826389 |
|
1.00 |
0/1 |
102 |
25541 |
2262d 4:09:38 |
102 |
π |
27b7c9576e5bade9e00da3d6a50d0788fa6ddfa6abfa3816feb829b545da7ea3 |
|
1.00 |
0/1 |
102 |
25540 |
2262d 4:12:50 |
102 |
π |
5df2eafae8d19d2b4f54fb00791a6151321e373b925f62051423d3e177f1370b |
|
1.00 |
0/1 |
102 |
25539 |
2262d 4:13:19 |
102 |
π |
9903402f9ee9fc711d6b85de4ffa7716ebe30655f6841f851f2bcd775e8afa44 |
|
1.00 |
0/1 |
102 |
25538 |
2262d 4:16:01 |
102 |
π |
6c89c849204da41817ce186024a532ab20536cefc1a358de892fef48f28a7d14 |
|
1.00 |
0/1 |
102 |
25537 |
2262d 4:20:23 |
13.3k |
π |
8b281db031fe67e614f2088ae512b29f9844b931d4e67e30fcb5a2285a6ee817 |
|
1.05 |
0/1 |
102 |
|
|
|
|
9dc7dc3262c9e42836d1122bb86734d056c06773a685c2b6befaba1892998b5f |
0.0520 |
|
1/2 |
13.2k |
25536 |
2262d 4:21:49 |
102 |
π |
a0cc69aedf4234311c69f6c02fed2434384df7262dbb3695558f2e37c448a7cf |
|
1.00 |
0/1 |
102 |
25535 |
2262d 4:24:28 |
13.9k |
π |
97457358015df59cc651ba9ff92fd9cd9ab86b9fcfe504a0acf65d4190c1e137 |
|
1.06 |
0/1 |
102 |
|
|
|
|
701579ca6a96bdcc715ff21db913a606496a40172083adb298432dee7ac09853 |
0.0560 |
|
2/2 |
13.8k |
25534 |
2262d 4:25:08 |
102 |
π |
5b39f169cdca9072d364e3a476b08b899b85487d776b6f66bb075f7e74c9e47d |
|
1.00 |
0/1 |
102 |