PGRData/Resources/Client/Draw/DrawAimProbability.json
2022-12-19 22:51:16 +05:30

2492 lines
No EOL
61 KiB
JSON

[
{
"Id":3009,
"Priority":9000,
"UpProbability":"<color=#ff8d1e>100% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":101,
"Priority":10000,
"UpProbability":"Basic Mode",
"TagImg":null
},
{
"Id":3000,
"Priority":8000,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3001,
"Priority":8001,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3002,
"Priority":8002,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3003,
"Priority":8003,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3004,
"Priority":8004,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3005,
"Priority":8005,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3006,
"Priority":8006,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3007,
"Priority":8007,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3008,
"Priority":8008,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3010,
"Priority":8009,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3011,
"Priority":9001,
"UpProbability":"<color=#ff8d1e>100% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3012,
"Priority":8010,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3013,
"Priority":9002,
"UpProbability":"<color=#ff8d1e>100% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3014,
"Priority":8011,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":4000,
"Priority":9500,
"UpProbability":"<color=#26bbf9>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":301,
"Priority":8170,
"UpProbability":null,
"TagImg":null
},
{
"Id":302,
"Priority":8160,
"UpProbability":null,
"TagImg":null
},
{
"Id":303,
"Priority":8150,
"UpProbability":null,
"TagImg":null
},
{
"Id":304,
"Priority":8140,
"UpProbability":null,
"TagImg":null
},
{
"Id":305,
"Priority":8130,
"UpProbability":null,
"TagImg":null
},
{
"Id":306,
"Priority":8120,
"UpProbability":null,
"TagImg":null
},
{
"Id":307,
"Priority":8110,
"UpProbability":null,
"TagImg":null
},
{
"Id":308,
"Priority":8100,
"UpProbability":null,
"TagImg":null
},
{
"Id":309,
"Priority":8090,
"UpProbability":null,
"TagImg":null
},
{
"Id":310,
"Priority":8080,
"UpProbability":null,
"TagImg":null
},
{
"Id":311,
"Priority":8070,
"UpProbability":null,
"TagImg":null
},
{
"Id":312,
"Priority":8060,
"UpProbability":null,
"TagImg":null
},
{
"Id":313,
"Priority":8050,
"UpProbability":null,
"TagImg":null
},
{
"Id":314,
"Priority":8040,
"UpProbability":null,
"TagImg":null
},
{
"Id":315,
"Priority":8030,
"UpProbability":null,
"TagImg":null
},
{
"Id":316,
"Priority":8020,
"UpProbability":null,
"TagImg":null
},
{
"Id":317,
"Priority":8010,
"UpProbability":null,
"TagImg":null
},
{
"Id":318,
"Priority":8000,
"UpProbability":null,
"TagImg":null
},
{
"Id":319,
"Priority":7990,
"UpProbability":null,
"TagImg":null
},
{
"Id":320,
"Priority":7980,
"UpProbability":null,
"TagImg":null
},
{
"Id":321,
"Priority":7970,
"UpProbability":null,
"TagImg":null
},
{
"Id":322,
"Priority":8180,
"UpProbability":null,
"TagImg":null
},
{
"Id":323,
"Priority":8190,
"UpProbability":null,
"TagImg":null
},
{
"Id":324,
"Priority":8200,
"UpProbability":null,
"TagImg":null
},
{
"Id":325,
"Priority":8210,
"UpProbability":null,
"TagImg":null
},
{
"Id":2024,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2025,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2026,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2027,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2028,
"Priority":9960,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2029,
"Priority":9950,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1030,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1031,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1032,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1033,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1034,
"Priority":9960,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1035,
"Priority":9950,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2031,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2032,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2033,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2034,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2035,
"Priority":9960,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2036,
"Priority":9950,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1037,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1038,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1039,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1040,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1041,
"Priority":9960,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1042,
"Priority":9950,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2037,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2038,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2039,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2040,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2041,
"Priority":9960,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2042,
"Priority":9950,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1043,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1044,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1045,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1046,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1047,
"Priority":9960,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1048,
"Priority":9950,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":326,
"Priority":8220,
"UpProbability":null,
"TagImg":null
},
{
"Id":327,
"Priority":8230,
"UpProbability":null,
"TagImg":null
},
{
"Id":1050,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1051,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1052,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1053,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1054,
"Priority":9960,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1055,
"Priority":9950,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2044,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2045,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2046,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2047,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2048,
"Priority":9960,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2049,
"Priority":9950,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3015,
"Priority":9004,
"UpProbability":"<color=#ff8d1e>100% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3016,
"Priority":8013,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":4001,
"Priority":9501,
"UpProbability":"<color=#26bbf9>80% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":4002,
"Priority":9800,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":4003,
"Priority":9502,
"UpProbability":"<color=#26bbf9>80% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":328,
"Priority":8240,
"UpProbability":null,
"TagImg":null
},
{
"Id":1056,
"Priority":9940,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1057,
"Priority":9930,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1058,
"Priority":9920,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1059,
"Priority":9910,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2050,
"Priority":9940,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2051,
"Priority":9930,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2052,
"Priority":9920,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2053,
"Priority":9910,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5000,
"Priority":10000,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5001,
"Priority":9999,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5002,
"Priority":9998,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5003,
"Priority":9997,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5004,
"Priority":9996,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5005,
"Priority":9995,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5006,
"Priority":9994,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5007,
"Priority":9993,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5008,
"Priority":9992,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6000,
"Priority":9991,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6001,
"Priority":9990,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6002,
"Priority":9989,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6003,
"Priority":9988,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6004,
"Priority":9987,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6005,
"Priority":9986,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6006,
"Priority":9985,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6007,
"Priority":9984,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6008,
"Priority":9983,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5500,
"Priority":10000,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5501,
"Priority":9999,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5502,
"Priority":9998,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5503,
"Priority":9997,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5504,
"Priority":9996,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6500,
"Priority":9995,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6501,
"Priority":9994,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6502,
"Priority":9993,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6503,
"Priority":9992,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":6504,
"Priority":9991,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":5600,
"Priority":9990,
"UpProbability":null,
"TagImg":null
},
{
"Id":5601,
"Priority":9989,
"UpProbability":null,
"TagImg":null
},
{
"Id":5602,
"Priority":9988,
"UpProbability":null,
"TagImg":null
},
{
"Id":5603,
"Priority":9987,
"UpProbability":null,
"TagImg":null
},
{
"Id":5604,
"Priority":9986,
"UpProbability":null,
"TagImg":null
},
{
"Id":1061,
"Priority":9900,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1062,
"Priority":9890,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1063,
"Priority":9880,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1064,
"Priority":9870,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1065,
"Priority":9860,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1066,
"Priority":9850,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2055,
"Priority":9900,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2056,
"Priority":9890,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2057,
"Priority":9880,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2058,
"Priority":9870,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2059,
"Priority":9860,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2060,
"Priority":9850,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":329,
"Priority":8250,
"UpProbability":null,
"TagImg":null
},
{
"Id":330,
"Priority":8260,
"UpProbability":null,
"TagImg":null
},
{
"Id":1067,
"Priority":9840,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1068,
"Priority":9830,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1069,
"Priority":9820,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1070,
"Priority":9810,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1071,
"Priority":9800,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1072,
"Priority":9790,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2061,
"Priority":9840,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2062,
"Priority":9830,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2063,
"Priority":9820,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2064,
"Priority":9810,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2065,
"Priority":9800,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2066,
"Priority":9790,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3017,
"Priority":9005,
"UpProbability":"<color=#ff8d1e>100% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3018,
"Priority":8015,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":4004,
"Priority":9790,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":4005,
"Priority":9503,
"UpProbability":"<color=#26bbf9>80% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":331,
"Priority":8270,
"UpProbability":null,
"TagImg":null
},
{
"Id":1073,
"Priority":9780,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1074,
"Priority":9770,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1075,
"Priority":9760,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1076,
"Priority":9750,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1077,
"Priority":9740,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1078,
"Priority":9730,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1079,
"Priority":9720,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2067,
"Priority":9780,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2068,
"Priority":9770,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2069,
"Priority":9760,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2070,
"Priority":9750,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2071,
"Priority":9740,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2072,
"Priority":9730,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2073,
"Priority":9720,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":7001,
"Priority":5000,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":7002,
"Priority":1000,
"UpProbability":"<color=#26bbf9>80% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":7003,
"Priority":5001,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":7004,
"Priority":1001,
"UpProbability":"<color=#26bbf9>80% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":332,
"Priority":8280,
"UpProbability":null,
"TagImg":null
},
{
"Id":1080,
"Priority":9710,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1081,
"Priority":9700,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1082,
"Priority":9690,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1083,
"Priority":9680,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1084,
"Priority":9670,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1085,
"Priority":9660,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2074,
"Priority":9650,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2075,
"Priority":9640,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2076,
"Priority":9630,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2077,
"Priority":9620,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2078,
"Priority":9610,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2079,
"Priority":9600,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3019,
"Priority":9006,
"UpProbability":"<color=#ff8d1e>100% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":3020,
"Priority":8016,
"UpProbability":"<color=#26bbf9>80% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8001,
"Priority":10000,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8002,
"Priority":9990,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8003,
"Priority":9980,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8004,
"Priority":9970,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8005,
"Priority":9960,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8006,
"Priority":9950,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8007,
"Priority":9940,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8008,
"Priority":9930,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8009,
"Priority":9920,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8010,
"Priority":9910,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8011,
"Priority":9900,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8501,
"Priority":9890,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8502,
"Priority":9880,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8503,
"Priority":9870,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8504,
"Priority":9860,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8505,
"Priority":9850,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8506,
"Priority":9840,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8507,
"Priority":9830,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8508,
"Priority":9820,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8509,
"Priority":9810,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8510,
"Priority":9800,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":8511,
"Priority":9790,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":333,
"Priority":8290,
"UpProbability":null,
"TagImg":null
},
{
"Id":1086,
"Priority":10000,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1087,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1088,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1089,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1090,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1091,
"Priority":9960,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1092,
"Priority":9950,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2080,
"Priority":10000,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2081,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2082,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2083,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2084,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2085,
"Priority":9960,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2086,
"Priority":9950,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2043,
"Priority":10000,
"UpProbability":"<color=#26bbf9>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1049,
"Priority":10000,
"UpProbability":"<color=#26bbf9>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2022,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2023,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":100200,
"Priority":9920,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1028,
"Priority":10000,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1029,
"Priority":9990,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":100100,
"Priority":9920,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":100300,
"Priority":9910,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":100400,
"Priority":9910,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":100500,
"Priority":9900,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":101800,
"Priority":9890,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":101900,
"Priority":9880,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":102000,
"Priority":9870,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":102100,
"Priority":9860,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":102200,
"Priority":9850,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":102300,
"Priority":9840,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":102400,
"Priority":9830,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":102500,
"Priority":9820,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":102600,
"Priority":9810,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":102700,
"Priority":9800,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":102800,
"Priority":9790,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":102900,
"Priority":9780,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":101000,
"Priority":9770,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":101500,
"Priority":9760,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":103000,
"Priority":9750,
"UpProbability":"<color=#26bbf9>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":103100,
"Priority":9740,
"UpProbability":"<color=#26bbf9>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":103200,
"Priority":9730,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":103300,
"Priority":9720,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":103400,
"Priority":9710,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":103500,
"Priority":9700,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":103600,
"Priority":9690,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":103700,
"Priority":9680,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":103800,
"Priority":9670,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":103900,
"Priority":9660,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":104000,
"Priority":9650,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":104100,
"Priority":9640,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":104200,
"Priority":9630,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":104300,
"Priority":9620,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":104400,
"Priority":9610,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":104500,
"Priority":9600,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":104600,
"Priority":9590,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":104700,
"Priority":9580,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":104800,
"Priority":9570,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":104900,
"Priority":9560,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":105000,
"Priority":9550,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":105100,
"Priority":9540,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":105200,
"Priority":9530,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":105300,
"Priority":9520,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":105400,
"Priority":9510,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":105500,
"Priority":9500,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":105600,
"Priority":9490,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":105700,
"Priority":9480,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":105800,
"Priority":9470,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":105900,
"Priority":9460,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":106000,
"Priority":9450,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":106100,
"Priority":9440,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":106200,
"Priority":9430,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":106300,
"Priority":9420,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":106400,
"Priority":9410,
"UpProbability":"<color=#26bbf9>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":106500,
"Priority":9400,
"UpProbability":"<color=#26bbf9>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":100000,
"Priority":10010,
"UpProbability":"<color=#ff8d1e>100% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":100001,
"Priority":10010,
"UpProbability":"<color=#ff8d1e>100% rate in A-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1036,
"Priority":10020,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2030,
"Priority":10020,
"UpProbability":"<color=#ff8d1e>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170001,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170002,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170003,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170004,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170005,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170006,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170007,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170008,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170009,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170010,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170011,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170012,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170013,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170014,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170015,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170016,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170017,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170018,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170019,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170020,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170021,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170022,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170023,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170024,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170025,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170026,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170027,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170028,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170029,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170030,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170031,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170032,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170033,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170034,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170035,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170036,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170037,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170038,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170039,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170040,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170041,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170042,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170043,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170044,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":1060,
"Priority":10000,
"UpProbability":"<color=#26bbf9>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":2054,
"Priority":10000,
"UpProbability":"<color=#26bbf9>100% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170045,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170046,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170047,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170048,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170049,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170050,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170051,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170052,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170053,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170054,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170055,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170056,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170057,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170058,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170059,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170060,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170061,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170062,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170063,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170064,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170065,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170066,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170067,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170068,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170069,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170070,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170071,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170072,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170073,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170074,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170075,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170076,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170077,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170078,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170079,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170080,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170081,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170082,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170083,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170084,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170085,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170086,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170087,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170088,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170089,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170090,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170091,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170092,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170093,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170094,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170095,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170096,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170097,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170098,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170099,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170100,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170101,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170102,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170103,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170104,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170105,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170106,
"Priority":9980,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170107,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
},
{
"Id":170108,
"Priority":9970,
"UpProbability":"<color=#26bbf9>70% rate in S-Rank pool<\/color>",
"TagImg":null
}
]