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稳定币是什么?

想象一下:你进了一家加密游乐场,里面所有游戏(买币、借币、做交易)都用加密代币结算。但比特币、以太坊价格像过山车,今天能买10张票,明天可能只能买5张。

稳定币就是这个游乐场里的代金券:1张永远等于1美元(或1欧元)。你可以随时用真实美元换代金券,也能反向换回来。

一句话:稳定币 = 区块链上的美元,价格不暴涨暴跌。

稳定币到底有什么用?(普通场景)

场景说明例子
避险加密货币大跌前,把比特币换成稳定币,保住本金你持有1个ETH(价值2000美元),感觉要跌,换成2000 USDT
跨境转账给国外家人汇钱,几分钟到账,手续费几乎为零你在美国买USDT,转给国内朋友的加密钱包,他再卖掉拿人民币
赚利息把稳定币存入DeFi平台,年化3%~8%在AAVE或币安理财里存入USDC,每天收利息
日常支付有些线上商店、甚至实体店接受稳定币付款用USDT买虚拟主机、VPN、游戏道具
摆脱通胀本国货币贬值快(如阿根廷比索),换成USDT保值每月发工资马上换成USDT,避免贬值

稳定币的主要作用

  • 交易避险在加密市场剧烈波动时,将资产换成稳定币,可以“锁定利润”或避免亏损。
  • 进出加密世界的桥梁大多数交易所以 USDT/USDC 作为基础交易对(例如 BTC/USDT),买入稳定币后再交易其他币种。
  • 支付与转账相比传统银行跨境转账(慢、贵、需审核),稳定币可以几分钟内低成本发送到全球任何加密地址。
  • 去中心化金融(DeFi)的基础在 DeFi 中,稳定币被广泛用于借贷(借出稳定币赚利息)、流动性挖矿、合成资产等。
  • 抗通胀 / 货币替代在高通胀国家(如阿根廷、土耳其),民众可能通过购买 USDT 来存储价值,避免本币贬值。

稳定币排名Top100

涵盖USDT、USDC、DAI、FDUSD、TUSD等主流及新兴稳定币。提供实时市值、价格、24h交易量、1h/24h/7d涨跌幅、7天价格走势图。数据源自全球最大数据平台CoinGecko。
当前稳定币的市值 $287.0 十亿,在过去24小时内变动了0.1%。

货币 价格 1小时 24小时 7天 24小时交易量 总市值 最近7天
泰达币
泰达币 USDT
US$0.9992
0.0%
0.0%
0.0%
US$32,986,182,187 US$182,992,265,239 泰达币(USDT) 7d chart
USDC
USDC USDC
US$0.9996
0.0%
0.0%
0.0%
US$9,001,776,488 US$71,859,040,715 USDC(USDC) 7d chart
USDS
USDS USDS
US$1.00
0.0%
0.0%
0.0%
US$134,092,435 US$9,791,099,224 USDS(USDS) 7d chart
Dai
Dai DAI
US$1.00
0.0%
0.0%
0.0%
US$156,758,284 US$4,562,051,762 Dai(DAI) 7d chart
USD1
USD1 USD1
US$0.9989
0.0%
0.0%
0.0%
US$695,517,394 US$4,000,396,344 USD1(USD1) 7d chart
Ethena USDe
Ethena USDe USDE
US$0.9997
0.0%
0.0%
0.0%
US$42,743,150 US$3,966,055,422 Ethena USDe(USDE) 7d chart
Global Dollar
Global Dollar USDG
US$0.9999
0.0%
0.0%
0.0%
US$271,478,683 US$3,470,645,094 Global Dollar(USDG) 7d chart
PayPal USD
PayPal USD PYUSD
US$0.9998
0.0%
0.0%
0.0%
US$97,792,489 US$2,772,720,483 PayPal USD(PYUSD) 7d chart
Ripple USD
Ripple USD RLUSD
US$1.00
0.0%
0.0%
0.0%
US$126,709,176 US$1,763,398,660 Ripple USD(RLUSD) 7d chart
USDD
USDD USDD
US$0.9992
0.0%
0.0%
0.0%
US$47,425,352 US$1,521,107,473 USDD(USDD) 7d chart
Falcon USD
Falcon USD USDF
US$0.9958
0.0%
0.0%
0.0%
US$304,882 US$1,337,248,862 Falcon USD(USDF) 7d chart
BFUSD
BFUSD BFUSD
US$0.9984
0.0%
0.0%
0.0%
US$26,167,188 US$1,317,947,567 BFUSD(BFUSD) 7d chart
United Stables
United Stables U
US$0.9994
0.0%
0.0%
0.0%
US$92,535,761 US$1,249,204,998 United Stables(U) 7d chart
USDGO
USDGO USDGO
US$1.00
0.0%
0.0%
0.0%
US$26,049,411 US$1,188,500,788 USDGO(USDGO) 7d chart
GHO
GHO GHO
US$0.9985
0.0%
0.0%
0.1%
US$1,678,777 US$698,001,552 GHO(GHO) 7d chart
YLDS
YLDS YLDS
US$0.9997
0.0%
0.0%
0.0%
US$22,243,332 US$682,275,345 YLDS(YLDS) 7d chart
Usual USD
Usual USD USD0
US$0.9981
0.0%
0.0%
0.0%
US$14,979.96 US$550,411,297 Usual USD(USD0) 7d chart
TrueUSD
TrueUSD TUSD
US$0.9982
0.0%
0.0%
0.2%
US$5,641,492 US$493,595,197 TrueUSD(TUSD) 7d chart
EURC
EURC EURC
US$1.16
0.0%
0.1%
0.3%
US$29,219,906 US$475,430,469 EURC(EURC) 7d chart
A7A5
A7A5 A7A5
US$0.01164
0.0%
1.2%
3.5%
US$3,551.51 US$456,485,593 A7A5(A7A5) 7d chart
USDtb
USDtb USDTB
US$0.999
0.0%
0.0%
0.0%
US$297,332 US$357,603,259 USDtb(USDTB) 7d chart
First Digital USD
First Digital USD FDUSD
US$0.9971
0.0%
0.0%
0.0%
US$62,363,762 US$350,731,546 First Digital USD(FDUSD) 7d chart
SoFiUSD
SoFiUSD SOFID
US$0.9989
0.0%
0.0%
0.0%
US$453,046 US$311,164,489 SoFiUSD(SOFID) 7d chart
apxUSD
apxUSD APXUSD
US$0.9375
0.0%
0.1%
0.2%
US$1,211,032 US$303,880,366 apxUSD(APXUSD) 7d chart
Binance-Peg BUSD
Binance-Peg BUSD BUSD
US$0.9997
0.0%
0.2%
0.0%
US$476,808 US$282,876,353 Binance-Peg BUSD(BUSD) 7d chart
Legacy Frax Dollar
Legacy Frax Dollar FRAX
US$0.9911
0.0%
0.0%
0.1%
US$136,458 US$217,378,137 Legacy Frax Dollar(FRAX) 7d chart
crvUSD
crvUSD CRVUSD
US$0.9986
0.0%
0.0%
0.1%
US$11,142,558 US$214,290,953 crvUSD(CRVUSD) 7d chart
AUSD
AUSD AUSD
US$0.9993
0.0%
0.0%
0.0%
US$4,756,652 US$212,116,687 AUSD(AUSD) 7d chart
Re Protocol reUSD
Re Protocol reUSD REUSD
US$1.10
0.0%
0.0%
0.1%
US$3,651,342 US$198,501,331 Re Protocol reUSD(REUSD) 7d chart
USAT
USAT USAT
US$0.9987
0.0%
0.0%
0.1%
US$2,420,472 US$185,246,642 USAT(USAT) 7d chart
Polymarket USD
Polymarket USD PUSD
US$0.9994
0.0%
0.0%
0.0%
US$39,405.23 US$174,160,082 Polymarket USD(PUSD) 7d chart
EUR CoinVertible
EUR CoinVertible EURCV
US$1.16
0.0%
0.1%
0.3%
US$7,763,881 US$160,876,945 EUR CoinVertible(EURCV) 7d chart
GUSD
GUSD GUSD
US$0.9979
0.0%
0.0%
0.0%
US$3,620,962 US$149,478,999 GUSD(GUSD) 7d chart
Avant USD
Avant USD AVUSD
US$1.00
0.2%
0.1%
0.2%
US$943.24 US$127,459,858 Avant USD(AVUSD) 7d chart
JPYSC
JPYSC JPYSC
US$0.006272
0.1%
0.2%
0.2%
- US$125,803,619 JPYSC(JPYSC) 7d chart
CASH
CASH CASH
US$0.9989
0.0%
0.0%
0.0%
US$6,273,743 US$122,603,886 CASH(CASH) 7d chart
Aster USDF
Aster USDF USDF
US$0.9979
0.0%
0.0%
0.1%
US$7,165.28 US$113,352,507 Aster USDF(USDF) 7d chart
Frax USD
Frax USD FRXUSD
US$0.9995
0.0%
0.0%
0.0%
US$3,465,925 US$112,649,919 Frax USD(FRXUSD) 7d chart
Unity USD
Unity USD UUSD
US$0.9991
0.0%
0.0%
0.0%
US$2,502,263 US$99,909,801 Unity USD(UUSD) 7d chart
USDa
USDa USDA
US$0.9671
0.0%
0.6%
1.9%
US$10.67 US$94,542,304 USDa(USDA) 7d chart
Saturn Dollar
Saturn Dollar USDAT
US$0.9992
0.0%
0.0%
0.0%
US$7,364,077 US$92,080,019 Saturn Dollar(USDAT) 7d chart
Cap USD
Cap USD CUSD
US$0.9998
0.0%
0.0%
0.0%
- US$90,082,842 Cap USD(CUSD) 7d chart
USDA
USDA USDA
US$0.9962
0.0%
0.3%
0.1%
US$208,261 US$86,642,503 USDA(USDA) 7d chart
Cygnus Finance Global USD
Cygnus Finance Global USD CGUSD
US$0.9952
0.0%
0.0%
0.0%
US$7.63 US$75,837,589 Cygnus Finance Global USD(CGUSD) 7d chart
Lista USD
Lista USD LISUSD
US$0.9977
0.0%
0.0%
0.1%
US$16,457.90 US$74,987,498 Lista USD(LISUSD) 7d chart
Felix feUSD
Felix feUSD FEUSD
US$0.9983
0.1%
0.1%
2.1%
US$73,340.02 US$74,876,810 Felix feUSD(FEUSD) 7d chart
USDsui
USDsui USDSUI
US$1.00
0.0%
0.1%
0.1%
US$3,884,936 US$73,021,366 USDsui(USDSUI) 7d chart
Crown BRLV
Crown BRLV BRLV
US$0.1921
0.0%
0.4%
1.8%
US$2,874.96 US$71,999,771 Crown BRLV(BRLV) 7d chart
Ondo U.S. Dollar Token
Ondo U.S. Dollar Token USDON
US$1.00
0.0%
0.0%
0.0%
- US$67,830,643 Ondo U.S. Dollar Token(USDON) 7d chart
Tori trUSD
Tori trUSD TRUSD
US$0.9994
0.0%
0.0%
0.0%
US$783,393 US$64,129,074 Tori trUSD(TRUSD) 7d chart
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1qk9mjpV/ZLmW7NtdH1cnPHJlj3l1ND6QLw1wnmkpSvDQ5M8UkTgtHAeWVYsOGPgDJKwrgMQ+1Gsi8Hocid7pKXW2q/pG/D/c4336Du+j96CnlFJxPeVbcPJo31cA4Ha8MNVNQj5PQSrdBe4vhajZv/iQlglgSvS1HHedJNUx4E1zCN1XOqKt+jgrns1qXEM+AeLBevTw1gsTyvoTfaIR61lFNHjCZbwXeON7oogwyNqPOnFBmvufnx2QdwU5wJ5mQDJIxOKyIfJ88EvuaA8csFcq8NYkHjAwYOkGPd+TIlxRyYoxrWVv/76DeFN94Y07J+G2WcUC5I/95XXhbIf7DkU41pNJMZp7WWDf5JnvV9Qa1GVcs8RCi9GXD7Ws2ZpNQTiHzhLim+uR5QBcZPYo5Bib2n8Xiti74ZAa3IGn8Z7NCDt0fidgHPM0V25ehMRdXggtGLx88c1kD7DfB0q7O/cQEOExABH0zAbjUt873AMMLVBrhG5tFhvtiWynp3IvS0thkQKziB2adeCv6mrpi/6d4YL8D0fv3P9xA33wKOYX1KWwb+Bu3n2zYUkhz0jvD55rGie1DLscZ5VIeVZ43oa5rJGmE6BfU3czZ3ow83y7fjsgryAqbFl1Za2LgD2wbDi+PN0OcYuUu1YQyq3pXErkWvcXnLGGG57XdkIzR8q3r1CvHJF1OE1cd5K5GcrMQcTnDMTiHG6EOOAiP3q+QcC82/e/rYQfA6cg8mmy8GeaXIwJzUHi9PkYNfJTqzP0yJ8TocpixXkwUInAPE5p6rMQHtsdwQ2+az6GsERvca1N3mwR8Fd+doorrS3ECxva9mzoeHEIp7jJwvMx4k7WwwUC3L1mbOPVL4qMQ1f9dRX0/BV+aY1zjK/IlgQT22Ny68GFUcTwoJUmbcujAXllOD+TbCgeGXNjNQ54qtTPevPU7jUvedfxLXnG9oL8DePvu8myDE7xO+8Y/+yjt4spcZS0o3ywe86oEvFy8d4CBz/MNvobdURbyu2FrsJbo1rdHAmPnXU9eHWnMI3aAfQ9Q1a8PrSekvZOFnfJ6inkfVJn9c1orDnTwmsHbwF+//EvzFXAOconcBwCr4YxlFGb7mLNkeJ5WaCyQaKdbHFeJ2ntRbUPgjrkoK7kncGXgpXMk3NR9RAX5zZWBqcJReI9KP6ocsw3rOOCJ7rOw853LgGZ364sh/1hVZjAZ+yemqILx2HHcwjm3HHQeJCEseqDyoXUmNRuBD5dFyIiIYLMV9/SMqW/KhuJMe/uDqS0Pk/+EUYR9nXN9/g+CcbiA2kGs9cA3sU/BU6Ae917J8cZWdNV878mTlyMBCcaPQmozgRRyKpI/Hd1TZR4nuVGt9FGTZNfMey/jyHdn1XH9KsA1rfqZlSw3a48lFtv6H/GQXfLD0n+kDXd7Gluni9Z9XAvwnNW+Ed5aUm2eJVhyQcU9tYnkFxzOvcVDjmBxXHrNHhmFytNY37EB6hbCtK+ViOq41APMLM1ypXs4nNqR34jtZDYL/Jz0ATA9/TZ7xwjt+Qd+310h8Cu/jmepaPokFJRLZzM5zHayQcE+REQxjHFGTExofcVBhLioqxqGgwFrZWhnLlrjeupyarWapSKP8E+yeE80+eMZpWTLjyXXHn4u1qR07s+3eOqd5QbduC2NmVFjmfePUnTuVJMP5UOKZjOp6kJa7ZGpiW/4Wur8QN1LCav8qD1len5Nc8TTCHT9Z3IaifIOszyrfLzWveGXiXAt+xv15Qtog3Uni8oBr//0AO7emJsvbJHl1T+fBxDIdz03eini5F60RstN9gS9emVGN2/DedBX2wKkTzs4Fh9gXU6KMYMMnPDI05JVKj+2tSCbgPAeaRd3zO3hGMZTabWyLFh8aKKUmND/bPqeJDlRofWDTxIRoHqU4j0uGAu3KD/7Saj8ZnXtTVKx4TfEumQcQx7q/78XcB92gIcyHaaFxD4iLrxnIc4ULi6wadSbcd0Qe64EwcePRnRI5ZvhAlibuye3euHOfzKntcbRnXVXANK6PUsHlqDVt1JmU063tMCz0pRK/hbBsEoqHe+JqD9Brgd/bgGr1mH3C1kxr9ZJZaw35swDjmAp/ujkllkr+9Y180d6zHL0ZbBJ4VsZlPreLv+qEosRdMoRq/QLzld+vu8XeRblH4fllNrIlMYhyvtqNGaryC6XAOnE9wJhzfejDwRjaIt9x84jZ9///6CgcF57ui4HztsWYBxvkSdDhfTyaMJfXgTGjnPQfKvW+MJce3Zj5jPeYsob3b9fLH3wXUY5+S2WV7bKMseX8l8jpn0XhTA2diPfoSGnPCB5Qab9UWovKpYP+kVD6VpaVwBYrpuIJXOk2bJ1u2ddjIHeN/gjOY518n6ugd68F3TB7O6qyTO/bBz2XXhn4+uUbYYBSNZJyBx1oU1GBNDV/bYyI4Sol9RcFRHEk2iqN0jRoaHCVvyzMYSB6SUkbeZjwfsjcblIf8kKVTSB4yECseSHlIYZMax/QnhgXNWNf1zztfjY/5VAiLtXex4lRYbALFYvkVFw0Wq3SVuVcNBvLOu78M6lhJYn2fgd553YBSh7tabL60w1GR+DiscQ7Wx0U0bUtLJ6/c9XOf7jhCypMrx3rwhnAofCPjX+Ubq+qiraET8xEuRO5uGmxt9Ye7BnEh5tTHKZbZhTVRT3HNdbZuafCgPCvT0J4+knFM7AE/dYFE9Ei/pxnjKP/EALC3tZO/5vuNVL7fRsP3M4z2OIHFGjcdPtHyOIcWlB9rLAnew7TE7zyZY49rQ5Drr0nhPDLXsQ4Z0PqaH8j6wPvZKeDrIb5y33b7uHJL0hOBb3Yko9ET2f5NPZHamjVZBjV/E9ET8UU5Hh7p49cFSE8EajxOHNEzPObI70tZV00gMRzkkV1wH+6/4wM4n0zq+cTqFBzTSINj9qg4poSmzhHVXG2udlQ7kfNIZ55rbzFqtqYMzZPlCE6reEhpJnnkhvANfV8Eql0+CWfgLmI1FGfI6F2JqXAG/nQ4wxCbtSVUDoQLSeDBfNMVx+QvEBeS0NVyMBdSMnuqJN22gKrb3lJlBnqd1SY7sxov1nTgnInOLHoCS0/Qc3W2KWJ4iy6G52liuCvJnQ2ncTSGJ/iBfCPW5GihGB4H5wyO4day2VOfxPCfVJxWx1m4fw4t4znm2ZV+gcT3n415BBLf70rKzOH4VLrt1nS67VTbHeeaYwhOxFZac6arQcfZhzVRVF262vUxS8KJij8UlV0lsn+/eV+kWvSU08v9NlLy5ILKm56q1s6jtfb11ydNrd3Ra54TQm8cyZNdbYNYUtMbYlkoT879knaEFxydJ7ChfbH+5CqI+8czv2ZU4HdqNl53ie9C7K3pwk5wRN95FsMpO3jeDP+CNV8pGt12sDDjn0K3/a0bhXXbWRrdtgR8UlT3662pS86WgSHrQ7pfHsHpQ3qGrOkm35roGfbEDeWhWncd3iD+u+849q49vMc3A7Op/q5xPewl6dLZneK8qk7ZP5O/QNk/Hs3+vVGxkgrd/vEU1rQJ1Vx+uIpMMZZj4DEIK1FkDmUdMcrVcbThCVcn+/xsGgdJJAakzTs3w8N1112klLLpzm4jHfFyhvR+ak943UJViPIkcbO/SuFJ+tPwJN96RTJPkkBjnCCHaV/7Sn8KinFV+aEwW/1ENIlyW4HUN1Gh4rTLMFenxpf41L4J8XSaNg1V0/ZMo2lztDBcNOQgmra8IVTHCo9fLBGkaUuBfALWtCmfk3gg2bT0wO+88KsOx/Gdh5xPcMfIegZwNxE9Q549enf/ao+ENFxWZKiwvXEDTQmaQ/cNmpeE5CZhhnJo8M4jeoY3f4MjmGAlp6zP1BHCZVVdohMhfrGlOiCdQdUxvx6H69SXvs4X/1uuwEATwwc6zRMSA8Qy8GYFsw0bxPX8Fnz240gMwJ15UgxofIA6NTS3pSD+u+843dlTb90Hb3/hY13eP3z/AU7Xe/XJmUr3K6DqfrU0ut+cMhhvupNMlMuq6dWxHN8zyssndaqZymU9FzXWMpnLyv1A6tRteV9F4vtB7XRK5fu/eBS+/4qG72dS+X6crk51FNlCUYarAt8F39kzrdnGXIEq1JK9P7ZZMuiOgbtShu+YIZom4ZHnps+ttz9b5DySdcBdCvv9XL/5jMx3FNeYFZTveHe3uGLJUDKFnsGZlKLr+zSqadb3Fh0yECwoPMRv4lxvQ0ZgOneRk3F9pGMv6nQPugOWoHkXWSe4cpYQ1Kngt1xpD7dH7wujHltzmMCZV3/jWReLTsO5MiSwBzESX1wvl/ToO1+etU/zznfZ6thwBsVby6B+oNONztreRASeFYycvLj04/vXNChfsxJ7YhZ6Q/DqOgt+Q8qBmoyEt15SNW3MRzf7yBvB9vTHUSd2gZlgLG+RTpM4ZEkomkQ3RZN4PeY0YE2ilEaTePXBL9vzmBjBUUoSd0If6opgLE+wYK7xTYuu0CIXS9wRObRY1OUSfXzqixU9uH8/efVTAVv+i4zlJTZZM6w+1xZiknCUflnfraMxwNucKgYoqTGATs/wFJdYysZgXYbEAH9cpnoZ4r4S8ZYfavbHPMkqp3WEwftXclTZfAgvbyD7N6pzWpGxZuifOgfEPzVa58SmqwOa1DpATtd/W7Z/MvlRVPdrtOYV16AOb6B8cYmuP7XLf5v0p9Z3OcptpD814Y2cOl2Cim+DpSfpGdRV4ZIZXd9LXDklH05Tp+rRGNdH6oBAERNLcyzFM5RHSlNbigSMl9etAykJLz9QNgm9KcIX77zoN+52iP5Nfard3tL47kia0vwWg6LXIPREOc1UeiL2dL1ldX8Sw5EYV9drY3G+Jd+BYtzMAue/9BfXJaXJ/oE6XD6P7B/474wJlqJSN83vqy4i3NOzK+MRSXcfr6wxkPhQA/GBwle9TMNXvUfbNHyV5Z171ZBV7ASWtxy84x7cjnGNWVtKZWkqr2DdPYjFy2h8kPBr2CQ+vM/NpDfbMfUi8d99c4o6r2b/hHQ+RW35npmKM+jcFJzhhgZnEFNxhjINzuAYMoWvGTmCM8T6M9fJsnvAhvRgw1ZbWoZxBnfCcN2FuIJ5BGcw68/uw3qQv2hhPq5C4eOalu4UmlJDsIHycW5avuqpbwok3p0DpM6R4h22xpoyBSC9hqZk2IT1Gh2enNRfzEqVighfVfuh6/yS64zz6g4JZ/ilTzfR3h22gVLn1Kapc9iSR5o6x1Zja2VdBMuzNw2gDi/6qxDWLEg1zhGugKUY9Th8cwWNHwyEr6pqjvdl5Bgg3KLRJKr+TV1z1T7UzYaQOoApe45rg0mkDphXfsB4q+I1LSfhrV0zeAsQzdfJ+s2GcgXByzO/afvjRn3XMF4unK4/zkmHl8utcXngqxFANEMMXPrJlT2kcEj3e6KlaIa6GB7LTDRD4B0UGq9N5BhwcHRr3vQSuotPElYC8rNtam9LSjmJ006qLm/81r30cZJmaJQPxoUe4n2xXDNXbhTjvQX3SCTIsRWxIX6FYCX5xypPhtdZSpQPOH3zrsrTXtxWeCLeSH+h6SDV2qVRbyCsKzk/D+oEAROi+2XKx3wq1ONeE2sfKD3uQpoe9zC1hz9B0+Pe5hJYguQR7eFvqvOBqoEv6UBYF1YltE1QDz9+lapaP3kaEhbE+6LG8AM5rCtRvNH1xzEY3b/VNXPodM2lxxZXoK0zEazkg3tTkdYcQ1g30/6gYiWvmRnrpP9PQ/WYkLGX7gKMWsZ44DLuktZnptfN/Kt8XFddtjV1mBTh47SRvOrmQ1KwQnzqCYXTF3cx+cOEb1RkNqh8qnJb+eXngu9CwoK6sjdK/5/3beSd8r/4VCWUQ3/3trjp+VT2dQ98z59h758t6z99IQOCC9HfQLrf+Bqhn4DrgIKrwcAmdcC5KFND6gDGzZ1w7SXC3DaWM39kOz7Fb6dqk7R/xtRPDrp/LR5fQj2fOprzOZxOd88o24pMhpC6f3r7h7AM799oDfD+9bj4M6TJwJAY1xbvzBvWnNz5X3YeoeuKw3ycDr1/XAFW4/1lDOfS99/mmajuMC1x5on+2zeoTsWX+O9wnQq+tVg5qVPXROnfSB6pHZybSXzOuWEgR/kcriaSVLkoeaSXkkc2dQw0j8RjcVrNiW4W5XNYsucCHkxUXFAM3zHX24huOyl3xidYlznX3UawruP1xhFnBdyHre/3Rb2IN9AY0OOpXv9SW/gyNNH1b4q0fQnyRpa5tpaw5hxpbSdvZLJxhHCmTNVjSj7Bug6wwr4IeSMxqezzndQbwXvvtlkoFpSf9TX/Ncxfn2E+x2W2PNL/pwhm25Y4U/UKcaafqtbb0jAsPUyK4j42j+CrzN6epAzVagrEy0trj4QvY1Efp33GIJ3BbXlfRuUUo8V/E0tIlW19qfAlqUZqGfC1PKmya6RhndQyIJcywL0tSndp5nrS25I8VlPw5J/sPUfkYT7o+09/I6UHvNFao/SAyz6o2sknmlpUidaiH+O+AqQWtTbN9prmzYn0gLOEzylNpGwi+nPUW2HvmMfLbOKIpsbWloqFk94WUCNcInxAOiS+uNX+jINapk06n6AGyhNvwbzPuP+tUZI53xCsRBtK02Alwuk4/SZPaUuqUS+2DN+Ta8a6HDPEeffL+jRci7riZn9jUoueqsoXSC3KP5nVFP3zrlufJqS/XCDV2nhPs4v2tqifKb0tUZreFhe1tyVB09tyky+7+2x+LIVgXVprwXQzaDi6ENYlJ7wiEB+Qm4Qe6v1g5ZDzWVrX7NsiD1sI30FocRhUXR5TRdHlyWl0eeXpvOY0nnzZOeqRJuvyJDmmJtqfuc6iuhm8iejyQlm5bVLHFQUthPMWvhjngqdhTvQ2TOK8M+nNf7GHX00TAzBMlpEoEb5jNtTglx5rCKfY3FDAMYChfU2R+I7fM4UtJI80L+HH4SDpjvHr3Tf4jiVlvoTeN8mllJxJvfmdC4/1S4IMRuKrRvoCQ7BC5CiW0MNFxDXmQhbMSrOtqLK1Zz1I/1imbPnkCkMZQjeq/xndGOcvvewWWyhaWQnuGp5vTom4EmhJik5SjzvhMQHjdVmiX40F91cJaP0Op/PaEVI5NyWtX6Wn0In0GZQzyCB8JHywdisvWmTCugu24jmhnOguUp/6DHIGWaVVlU7CWgk+PK3GPCwSntU7EHVRPCvRcvdZlPXxplsfHaeYUYbiFdSLxiDmD/R4JAXpSiqnijyMJ1ddQ57iKYHfTO7YFw1WcrZtPdLPad5uVp7ufbBHQXmLogtygzxyKh+Q4nRvCH496Pg7OuUL6pUkiybwYLoK9//tKil4clxvI/fHVQurqC6B9+dURcIScOEvqi6hzsYpuX6VJtdXUXUJQTo/xyJbxs9w5cgbog91QR1eYzKgNyS5qEVqbfwhobqZ1NqCJPqGYPx5+lqNUd5AOTd3myGQ/l2tzaettWv8j2hLinCmz0Ot84NrrwshzhT8TtiLps0US3sTL5pKagXJQ+oudmWMF/xHm8atwp63lUhTZg5P1YNKE6eTNHHaO2hYP3X4M3IGubLHuDyYrfrhM8j6QvSf0YTKMrljDeYn8oaovab1x+HFqu3Ju3Qb9pkIzD+UbgfFpw/cDfc9iTP9oS9QOG9bnYn0+D3S9PipQkm0x6+uk9L0+KmuKpqsG/USEj5mNJHSjB3KIwu7M4iuxDLkSCdYwpG+FkewBEnsTn/APmGTe4iZb4ZdFE+Wh4t6Cp6MT8dJuejw5FiHI7dk0f6Hl77iJl0OfEmhOqBdHkgQLyFrQXlN9hJS9/cRnwyl5sCG+B2eYpkNfAo/Mt402kL6Pr66XhMENXoC4RQdRbZAmGMYHyBOUdy5MDYofoAs84RT3GdmEbz155mf9yMak4Uv9Qea7sBIxsvXmVRtofyvtYVxGm2hqK7XviaEnjxlfVwGP8dVwX6Hhvd1GE++zrX93Qme3NT+Rnwkem7BqS0od0iXPTvKPU0jtHQb830mxCdL7DW7103SZPQqDTQHc5TNfiQHS489G6EcTNg1GtA63PsmoeP0czInWodrg4lPV1yqhutw4g2BObeiwVOZ1Dlr5lzodIdcB4y1k3r2I2vr2Km4JL2fF+Ie9f2c/VvPabr+HNw3aNqbutkw2gMuC6bkwWTDAr2fvwRIHaB4yWhdJD9ORQ/1A8zJUv0j+Taoc0qNzgKk62KlL2Afl6uvqrXBnCLHvK5Q1yfVWtJ0HgWDmqupUz5R15fQBPNt2HP6cOYT0XU9lZRWkkeBqdK6RHKwDUmc8KlpkfgcQ71+Btc5XaMqOoWnL+F7rkH5nKTy6qtN8770jMpn1Kusqs4GagaRYAjxHez0nAjW9ibUnnjb0ZeRfHgWldQevxrj0GE23J0a5xE+rknPxyU7FD5ORMPHzUzHx3Hl1vSM96tiR3v4caw/4hshPm6NyscNeKooqYe/R+Vz9N91KuypjaWa69Q6Na+g8HFuGj5OQ+Xjrmj4OKFwaDQ+Idrsqw9GwVXEJDLiHTx2Csf42QL41kj/Ud50k594Muf3qV5z0rBHdmZTnAsvNoJ7mn0n2XOaSbe+x5xqivVF4rIbND7IvbTa7K5e/pQR+tD44CxiYlmOrYW12caRrzRcA9kGLNL5XOGlkfh38eseP3CZt8k5dGYdzqEFFWeD4ueYovFzDFD9HDEaXV7cGKyj/XGOOKYODxWuOKTrOle0YB+XBj/nJ/m4qJS/B7qb2SPEi01J8hqQ14/zaA/Vdb7mnKqHykfpE440aXqolE8FvieOeqY2DGKsozfE4D7h/KpMQFOnxuK4G+qhekdjAL75vM7Z9lNzMKQH7mmovqLkKG2aHMVKzVFSdL71Q6bsMYn2wAlr9pYUx77YiJ+jKQdzwlproRWAvK6WZBWtfyt8T+qBY+T3Ol9r1P4HfSZ5ZsxR+x8s2an6V0rT5Zg1sWTkzwDHgLK1bRj7hpL6O2o7otQZnIMF4jXHcJKDdUS/ZhH9fM4498d09v2GaN5CP259kKf2Doaez0Ci7f/bHr8BnWd4tK+9yr6PvGHIuiAR3uFqrCmtFdIFgXplG/FxkWmfyTEg0RYgMeAESx+T6zh+8TelDq9LJdNx3u7p+thr6vdASyfGEM5UFcnPXn3IcjBneqr+TCOc6RdXAfexKxDOtGxa2FQdvzplNXCubSRtNqiPyv+W9u4jWqPhO1xFVbCHUd5IHg5ut+MdeiOPWfEd2K9S9u6vkfwcsQV+D/FzbKyH7pg/vDMkrKu0zWuieXKPpw1RcIanafxGtbReV4F42dnh8Z9QLzaFNaHxDJqODsQH8FKDBu1sFkGOzMcx2ZFlF5mPU2X0xcVHj7RC4wWF16heUNYiwufg41oN4XNEVD7HTMPndLnCWIrQs4Pz8kuz//zkG6/dM6jYhgZFBPYbnc1W1mC+ccbeFLzB2lCEb9SEvZGVqAsjcKKd/+3Hqf83dWu12JChtBRVCM7w2ldfp8ruoRTlG410frGynH2CpW8y2QfJOnI+36WfxYOU8KrKZC/9sYoOibkYJym5YE/0lRBmOKw1hvfnJ8y1mqIsqm4U902hG21P25/q/DSoX7MyexypYfFg/jMQ5yJcMojTcTsO8wg3XeHonfhe+6mZd4zwCM1Q8DTqEV/cRsxz5oswyUNjn19to71JCkfB5G0yJjhtguplOcbSYXxw9M5/+08EFqMhxsG4diL4TU0kP2N/k+WRvomBYTackjjiKqhvQlW8NCN9E9YhmzHByA5m4/EzVSf2K2Ym6zVUd8KVpcj6K3eVEd/gcIj9I/X1nLI0O7PtIaop5VBnDlUoGPWQTlNKp0exNg0SYd2ojqC9nR+MnLvI4Iuh+mGT0d4Tlebh2O8tVKxfUO9cE4n9VdEO5u6849vBSw7s4/mF+njyu1P0v1fp9G50Pl/S/GOTJdQOWWhvIPgjkpqjwkL73xMwj8c1viRJPlFnOFXvxlcxwogerMobe9TN7Zm3x5rngSHYxXLOv9Wlt+h8lJp6X02TDyAYLk8YLekj5dkAhOGW96l+8FyGpD/B4GvFeQbiB19hLoewy/jeQswj+0Hqexk0eTnUJ0plr2LI/XMnGZT7x4N8ukf3r6op0Ny/otraVvkRnjJetjaZwkhaA/GU1Y85Jvy+eCuMkU/+9/uyJRcgsUMeviVjLO0PileZIZb5N7lkHh/vshT2lBb10KhZqhxc3OdA9UP7QI5gLMpAmtQ/fakpqpAaHbu/MpxjuxsRnJR/rnJaB2gN66pPUcNmx7pfcg3roK1h8waa3rKBQR5KSSxverS3DOERSrY2l6RJ3BOkGnOU/lTidy7MGZZu7MJaGvvpJOWfOaLfaYr1TTVzwTXmGJD1Fdn+LqK5rMa62KwtPpodNNFcjn4LnH8KcvaqbJJ/chZmUb/0/mwuCfsB6v7SD7A4XY3X1eOxjNCL4iiuIkMkzUkMUdQPkAn7uGQr/i574uMiOFB3ERxl44dFuuNSzYeGnIXwA+mOGRuNeRQnUgaT8qlwMCUFx6TVpQtFBLZGiWOSgr+ISaVQHDuR14+R2WQJjS8+wcHAO69C5posmGsSkl5DlRkoKXqNUV7wV36/Hhq/Xyk/jGqGlNaM8mZQD3TR/jgl4qeqsb+ReqTrRJ++co7Mh2tvT8OM+2d7qQ5rhvbG/ZsQlt6xjfyJ/rUe6aQylEBxorZBLBrotREYJypTsLymfchSQbOtUC8hzK87dOObOtEi0wJ7Ulao73ww/6/O/RDgPbHCnlZR3nlbm4dLhxScqI/gRNfZKowTUbisa+PZA77jmMyHhf1wCeyJ6ndoa0zld9iazg/3NSO0FihvCIchyXEMzygXiXhBxSuOAaaOpEl6m+YHdfZT1nzwvDF/iHAFxWP62Vbtqbyu9FSuwErDFbBV1oLJ80Xx++XhwhpX9pxVQFzBIU7hCoZSdTQxwYm+im8IF5I3bAb4qdK6ZjH2pDfHrvgXpPt3LhxS9u9z5Ev1v/evN51f5WtCeJOj7h/GyIlH7+dk/+SdLaR3J/vpGJB6dyTzmnqJ6lMjfAV3Razcs3vDJVdFB/J5uL/4P/8dnEc624arqfRuElTvZh7PXUX0btqnlMySp9SpyYY7LtXCMzOKunh9lUnpm3izN2QiqH+6iGgdeE9/dCeWiGlbO+8k6oBj8G/LEy/SObgOMAbrfEqdyqOpU1+odWqJrk7VR+J625ugRMnB8GdQp5YMqEeICVlfoMIhre8UT2eQ9QmiN3ilMMdikTAWaUK8j2Is6lgC/zf7izuxJhenajme+hprqmwfciCMpRcv8WGMRWWD5hX0Tqg+WNyFbMYXWYu6pJc+TVU3D88rmE3SzCso6H1d2RQ4gxi3J9G+HixPr+kusANtSo45ZKpsOSTHHK8Bxjg/QEU0yTFZNDOH+M82/YFTUh378PyDAZouxzwl6vEy3byCLjV/8dLkLzJzuE+Zr53ge5KV2KdUCWm6u1UiBiDztW+6JJ82ZulAjfh8LQl6fXqftqLiNwudP/2S/NueA7r54alWZEDxIs2xDQ/EPA1Ib0r8FsTnS/mSxCfxr/TJRHiE5WN7TPF8bFzw6ytLdy6cFN/rB3K4RgC5MOpj5qKpEXRUHyz/V4OmRvjUy2Mp4Ui3DccHHhHflXB8EJV+IVqcRM3dY2ueU5P4l+t+olz5yqZXt/18rtt36fP8Bnm2Iyt5QJkdG0hV/3Z2JZ2XJctoT1O8LGuuL5Cf9ZlQflY50iG9nQpvquOa5Gc8IvbD+dmf2pnx41xSR2bynNHO5Bn5AvzvmTy86Wby5B8bXKG2S/HB4nobwpqzjkFYV43iGc6VR7Ok+eEHoP5D9KbyLXwxGhQdYkeHdvWOzrynSpPy6yNQv1P637VT+XxpqXraCA1WGSjKRFiGhSN6WmOoJiw+jrGEiZ4295NXh/W0imAKJ/WugtyU3VAgOIoodu3X+HUHXj48G/fSJKP25ko/p/LqHEyHVUpq1jpHK0NnKjmbRk9DXfS30dm4a7PviF44mFeS9MLKz00lglWKFo05EpZ+pk7kabD0GVvt72by/Je+s6zEUZgN1gWojxnhAznEHbCHzTKzvgbHOFExMCTxeIK92XcER6nIcj3SG2LMLFO45KtExdVhjLRb/9rMmptBy/2lU6J6N7bsOa0IZhuwZv2CmU6gvY8q57vR1+ZPYhyI7zPVyLLLjnigcNmI1iFP0ZvG/9bLklZvI5E8olqAmvrdUTcIhF+oFkBtRPrfb+INUg3L6Bj2kTeymVuvJeG5JvENdQ7VPBecLd5UM94LqOa5TTvXROn/EL7Z8gwR6hOlszaNgTrk43IqZx8geDkmE9cmeHnvYwHBKj9twhN3RLfFXHNciZaxk0OH+beudXxouw3Ou/wO8syaczXlfKab0/gZl9l+VOvQjDTo/IwfhzM3iD9Dzt80iGUDaP/M+RMYB4vG1VcFMg6mQN4Qpeoy6tHVGisiyIfnEuU7asLyVH7iBTRPlozvH9r/7ngbe2uR8+QOWBEeRrnkKpxHFo3XLenkjqneV/lIHrm/Fgk8nVg9II+MEHMxktecowC5vx/LdFG/dE9dPJoD9797O2eofA6d1sH2oQ+2UK/HQEcqDCd0EN/RKpwLYL7DVxN8kPjUM2pfVvvBt4jn4L4sE6UvK/7u6v+bc5Me+rg18+7uI3obBr+nN7wUIJzvnYLztd19toaM86GzZ06xDuTH+UbBEjxTYQlMau9cgwZLUFtSqCfzQw4PjnVdJJ8a8DuROecZHWm2R5cRr6yxkd4kxu3l7Krxz9Me0b9ZIe2RIQG+i5DGkznxb3oyp1ug3pRbijp0fVlVMIusb18C4pGZRs9Q4WetJE5fzkbPYPNzUKp6hCe3+nOSZuGE2ad4TmPaUf0Ary9Js746dX04bX94oCfjP6NYuvExzvenWpBXmemQic6pfynqSL1zCS6KdakD0vng8Nda7CFyQsIqhwtUT+a80jKVJtGGahLxcYxDNYk5puKlr7aifE6gwcLFfRZUy3ROEE/mpOpq1FP4zSnu8jpaJBfmxdza5UDQ5FWRcuFldWaXomn74kjEiKZNDtWb/2janNP5uNTUOWddJ0B9QDSWMtc+0nlMessM7CMOxW+tK5n4rTXPCM0z7JPBtIr29xgLr0H/3P14ftx/5kZcUvwqBRVXhcIpJqbT/VLmuH8hZ1D9lONfx+H5QJIliifsU1x5U5j0DnBbVD5HGt41rmi6Tyux7xnFHBIe0jTN02m+bGWK32FqOs2XkUbz1WFrLCkt8oY85rTBZMsBe/pS/QATcmee1ONe71H6U+dvDnU/NYPQStRmJuVSuQ0KXmDJfFLnHwmp849mx5gxOY7Zx5oFdL5TWniN9l5Zq1xcOvLYndwx8FvgO5ZSeNOfkzu2SdXWG6NB5mHIdB5A8IJt+hm+4qk8bzkoXjAY9yahM3yjLdTzNpJTRt70sI9EnTKbxdaQCRkTHwlQi/5AcuHs+wYzfi6IL5hreZgzbaM+Eo7C33pu0p3BLpv/iHqK4q/gjiVa6HygT+Sdf00rSNrzPpWTCoBYTPILSlD8ulx5rojia+ug+NpefVWpvrZ8Gl9b/5usiOD6XZ7ClsUdEC6cJfyv4TmvkoKzPukPMHIWZpE5r/XIid0zW2ljl/uza7aABNVWFFY5LVTbS+Nl8kyT78qp+S4d7u0sGYJdtP/BMmAIQzkFlO9+ZY8Rfc9NQ1Qm63uo+W781ntpcSF97P3x/sE9cFI8OhUmYKVqe+l6iG8K9UgfxYXFfUwWicO84QbxFiDzAzAtyXcSq1J7jH4dOmdTX5eGBU25WKreYGdOIWl9b+f08zv+Olek89rJtq1JTI74vg65GmtW64H08+wvis8CBw9lNBPcu5CQoV4fgtoFg9yD0z9Twp5j4M3iUDAB5XSzTgU0mIDR/oEVQZyWIphATuVrmj01CBNYFaCYQJ0hIPexf9QR7kUZDIgrY8+xB3jWYrxM6TMt6a9bf+v3hNHhbn2dBfXT0fgGn4FPSDtiTiHv4FNcQ+pjf2NRvSK2fnpO2VvRh2dEe9A8o2hHrr9GHmB/1cMxpME15M9Zaiy2tRk49gnnu6PfAnMTnngH0aniiE61CX4nPieE3/nqT1xF48vY+TexX+n7Y1Um1XZQnWrZePWBlR3ovPkmMouwzlGT5u0SOrIvZB7tyfnGwvzrHy0xj5aE21Ral4oq5Z23/q1OtUn3zn9w/TVGJdBE/JOV4YzElTeiGkE5Ducaji+GSALlGk4k1+g+8Oc9isNVZvI24Ae5fk34B4tuKj9InnH4Et9E9Q01vE7RRwuv/ds3NE7nG8rGJUO25KGA4KZt8ftjTSZE5yMIUew+q/ZPsHtj+piaK5pfraxfmOboCskVf5uZtL6ohui/uj6mVoByE5a8LlTFSpBvIfNYSpmXPGQoo6mJ93BqeaaE+mqq9lSbf0jcxIG6/jmg6uuUVD8kOwXT4We4VEynRacPiWZkzjKiD5Ff5crWBux/3Sj1heicreIYM/7uxZ/j5ok8GdYZC+8DTyuIJ9exLEuXh8hmp8tD3NN5mfji73YUd5MIvvTKZ1hfl92QUb2HZfhjEvIe1qP89I4D9eYFOdgsdc6PxPi3c37oehUcRZ5UkuEpUE8uT01ddA1RfuwMPoOfYtUzaVZm9lDwX2d2g3/7ntlNekN4+zN1dBboJ+Nv+VstLX9b54i1Ax4SA4oq3weWt0MxYFeaTSF9fEOuOjqJAXhqkTqP9nJfX24EectXvF3h+oZvh+yHpGEuY2gvhnA4lfcwTYzDaGKcoBZo8qgzu90JZaiCfUBvCPjWPcT7VNBhq19zGt/kjVRRezGErKUHO5W/XaGbQfIlm4pboskj+TR55GyoJitHK2g9/ZxRR8pK2E/nnVJPO6qMUf/md4zDvkpIHskNOti/2LuXxAwEu6FWNh4FWCm5GVuJRcKrz67/f26JBdXT4xzsnToPuhnp0PXRglrI+lVzIfpIjkySY+EvkD5EnTqCczBfpuomeX8XiRoBzsEaojkHd9up2tVtwDPlF8f6LLgXSkV5X1o074tiuvfFVWRiWIaBvi/6QFWdtVeg92WWEuP6bMVLbvK+lA+0w1UmVR/Sy/3g1g+QmfKmzCFHeURZ30ifPF0fSpaqT5bTeRrijA5P8pBEcpSKOPc4lIqhHKW0PdMEeSS4Y5B+N9V2dEmzXGeO2cj+pefkpDqn1xJQZtmpfN2p9AU0M3IEtH462thIt0buM/VmKrEGWwVpzMBvgXkLre191Cf1rRHsLoB3QoBwg9JVEP9KnzayBuvzN+GxRPE0bLCn89OhmXcdpZt3HSxU7EkWOkfsk620ZlVwrW1ogXtE4Z1KClId1xVmSwielREeeof7vEyV1KchazeXqX4lSdSvRAD1Oo9z/Wdqn0ZG5UmN57EjGiye5mk4E0D46Td3xYAx4FmSiviKAuEtNJY0ibfYNvbRPg11jXu+bNEcBIgZOeQ5aQIqXieYCq+rUPE6AQ1ed93Cxh4h5DpHHS5KHCV4zhanj+g4RR+2NqlXSHJO1XEa3Z7Zc2fk7Cc8U/63ZDwLFO1D8VLyZDcN98mi5sltmjwZD8dlPjRP1tykyy5Uh1ujzKN1F4w3PWhOzEYXuWPHO/fe8Pwfr35oUxA61STSZ/MWp74hdsr6XDTr41DXV6fzRY32deg84aTWMmgE+mifzVsc0Rlbi0rSG5LY0CPcLtbRhnFb5HHl1sI88ZC4XWPpFwUrcU+Flfinw0qU9jiO+pW8OYsyjA/1Qm2o8kgtGkurLZBOjqnZ5y2Q79iRPl0gam0dPItJgfpfY7mRbu0v+vG+9UtovyH7Bp2BUHN8GhSxNFkDEr6IBv7zDmpf4nJ7UWcj+UOvclrbX+vcNfIZPFmweiPz0Vsffie8IPHTl5qiAPU+5cn/9p1/pvNPDuba1jhThXqf8hRPfZUvDWmJB6IlBYypMszRkYfiN6baL+s5CKYqjsrmg0NYq/lLn9ZQtJr432o1X2hyKXsVvOWfRgXaV35VJXqhYC1qvX6WhLWoPPVrnNR3fSjKHiF4wQy4D1HupN9wCe43lKaLC9R+w4Rmqjk4amq/IZ3vFh/vc5T2JOWOffiLbIkAvmOMN0Rn9ZpXerMTndXgUlrl3iO5YiK1YOwETU7NdnSDzA2qJZdqJWUGAlv1MM0MBPXY246cKwbzQivN+iTY0Gh4QfevJq5Zqgxo/0a/8xbxFQO5ZHqyvo9tRRmJ079OHNd+roOxG+DDPctU79o6VzyNZ05u3M8Fe9fSeubwc9E6C6nVnlKKSH4G7ptPbLLUcK3m+mLKpBAe+ZsvYx+R++ZbF+pb00/Yl0O4ifbLKF7j8in6ZVzjvmtyv0xCZqfpl6lEuixlBNWiGh77Wk8a9WBXllHvxRTZe3Eg6VPnOvPuVpX7ztvX+Vs3wqu9nwkp8wYHOs3Lv4ln3Qw+Ax2qtyTb+NjXXOWg9fV1F9SZunG982Oin5DGq/OoBksbPlCuat6efjzeYJd+RRWLyO2a15wj1gFntw3xvizZPMzNt3V82d/OMfqkOZ9Vdcnf0snEiP5FflPm+tvwPFo1vshKwliJVFDH8MmcmBNVfQXRvyhCZvA7lyJ2P9PBOyTF8GTykoXGcP67u8IRTbc+x7SeVVlXTcdnUNb3xvX0BND6uNiiGdb3cDBRjU2ap7hpyCHzdpcOLKaFuZDZGjDNYXs/veofpFpbl9vRopxikzsVFpSm6oxldFiQ/Y1P8Y2Ram1ZJczbl7Z0SYS355ddVbZgNPPrm1Osfsxza8j6VhdvTAvLrMt77prx7YeQtH+14hy7jfI5xb/2HaHj7S1FQ7BLmUnew4TRFMzbj34LvL6W5M3dnugSeLz9GUSX8NFW4Qnzya1ifjU0E71nHJKwhI+hIINqPPX+f7MOwF/7Ghvar6a0DiruJjyjo9orIPolvaOsm+iXhtkLE/K+SME7uKapPS3d2FiVtvx4w7A04gr+qXMk9SLVe7hg8lWwv/U1eqfpF43rYwnUk+s614j1MLgfr9bXfaJ8h9LbmuTQP6j9lCrlXhjxZVyg93b9W9/CKl2vAktuLyjRfq6So8iTCf6H9ymoDDykHOxtlVlFcpTdi3CAtEdY+rOC7pH1XWWb4gzy6c5glVZnnNWgPa/pmWAS8Z/fUbcrcIx7zClcCWhu/E8VcgY1JcMuB+ZFKxkazDFBySM/aDDHOBVznKHBHGW4rMOWvObRfhJx4fGLxUB50dwRkkfGNdfZqr9PwhyNv2c/ES347yOf9tCuTjW5JyROQy3ZYqKclGAoUU9V56ipdU6MbiZrkYFJMmI12pN23Va/W1vwTNbe8AfCSfGMo+/yjRn3VkwIZzM0za3KLjStmfMH42+n5h/PAFksgO2GSFgCi8azw/rJpnh2sCmeHV6IEx79zgHtjJWEPBhvW5MsNYJHdrlKa1brhfBIPUXb1JNqSfMw2R80M60ZMCauHEw7D3OWhpPqUjkpBh0n9f7Y5Mi0dZRzy+s9H4K3AMS57eMUzL/LUTzl5N4ECY88VXzJEd5e4rBiZO3PZ0nco/Qq3EwVx9jUN6RGx2u/Dol5kd462lfu6BjMjyWoX0aYSy/A3ot6e1P0PvFe7FN57Ysx5vjPLKZ3cG+pMwJM080IcFD9dxN0MwK+2JKnOPqGCAqPTZkAekOGlJml8pekkqStEH4RvSamQ/I7v3TyaJ/pj3k170+Yd1rSUzyuu0YVOnP2Zuz1D3uwQ/pIbDw/daiieSNZMlmGZ0TfEE9NXbbBvLY5RenbZateEypvskPquRO2+NSZuitnYcXPqBnh7XXSH3S8k/Eh97e+OHLaeYqMjFiDrE9l/5C9u/M8WBvz8YPdWEF11OqrTJvsf0bRxqyBPaoJTvH3ewhLoGr53ZWp8MjrKbT8IzzSU6X0pMU5mmhf6fxfGl1R2U728MYOEA1rI+KZd7G2dsNyUq2dP6XMc3P1eYrX7BQazzeqxvM1R+tv2g40dCp0LrdYbs1oA18teC73AQ+Z44BHEkpSv0yJqqO++XOqGHJgn/xZWp/87HT+YAqqT/413dxqMfibMQTPslfVeXdTJ4P9wc4ouWIsPmMh43Un4jySKx4sxK5ZO1f4kXB92btLxuuUsmVUyy8Q9LjKlxTljhWn4XZfab2nWAJZhoP2xitvPmQlW54H98ZXN01VBPN/TOMkbYUheSZFtBUS1bzt2o+FTOvRGMdzqV8i5ZGsC2EP1cZ0eFNpY1ioNqY7nkWIaGMK7up4j8h4gd7W1F3XNGVYG3PArpRgbYzwk60ITrQxhs8dCepxPYerSf42ooRhgeIh/Erjb0M3q0iK4nUpWn+btivJNCO5VJ0te4wrQ6N8YtKroNliJuE7NuI0SmYPiVfbYLbPkXrMvITf6wfzfzz63StSrqj7XONS3xCu/DlBxSM1NOvDqP49VlqP5A5LYcmhM1ljOb4/3440YX1du1SUotz8m/FmwqsVzgUFZOZlE7x1UX193WljHYRNVb1qnuRvo14x99B+p6TCVjL7/y7PMtL2hCotadQDOgZS6kQr0oHX1y/EucjMWV9J5yPPmmJRZ86y1iKh4KLl1seyGhf3VOXaNfPCwoX8peh8ZguWqfAefEqf2bbJjviwZiuxHkdhGc3bneA98cqFGulLrmMFUk/otlK8jPaE3t2u3NpYlYZpfpt0/9Q9JcXDW/OSkjuo/Wp0HuXYdB7lDY7SkkV7XmNxvj/bjvQY0P4luk3Ew1tp/zCQzuf7IgXviZ7MLmkq4cvbO9bBbWRmW7cW4LrUFsOmU1ska3/eDih8R1MmEk2Bt6beLSjeKuLT1zk1a5WpZQwR7Z0tzr2piCo2WNtE6M/g97PHkb9M3k8sf6xE56orzn+S9k9eVZ6h+6cdz2eG3xclDd/Bobyf2vHa0bnjnwZVOCuzJxBdgtIyqPuHOvwR9ndjdvKIL4D+pkLyBdANqHWO9PXlrlT28M8sEbZqrzybls05nkn3j1Uea3tJeLn3TVCcyvcgjvoefOc2iO+BPFbWI3idP1V29zE+4nsw+i1on5Q455/cvxMBOiOAd++x/MJzzLMr/QKJrzo1IvrkaqTPncr/kwZL0NBhCcKrDNrD8TXyIcdhfyldDenh8OcaZP1gS38iQvRnJfA9jZ20avF5Y3Ylom+vP92JSdqtj19aij9mouLqcTSP/yZfZf3q2BB9JEuGD8VGe1YJ9YHts1sqBCtpMBWPE6wE7zQrFP+sQ5dqhfSGsEr7umm0TU4abVOTqm3C6LRNFWnFX0O0TarIUOUqsQMtqE/q56z4kg9zNpgAq3MmnE11QfiBcBo/Dp4Ue3O6ctZuOidhJe8NVQ/1GjcEGliecsfkNHcsQ71jDpo7prG3VVdIjEu3YgOWxpKDZyIn3w9m0ZnIolG8/b5j83LlKRLjeuC9jrEuLu/EJ/GjdfDO/woERV41ef+EmfUZmJMCsZjBF3Sm0l/TYF0sWqwr2pAhnHesJLHF9cGqCOLcRNgihnBuUqzLJHFuP4WZI4RT1CV+VNn6HzH3DOrtU1rlx0+n6KnPUurwJDSn4v9Rh5e5N21BxT5Ee4xCQ7kjwfY1ofO5o9btyeD1MbCxX8L3+soXoiZyPtcOgvKdX6oLDfg30vmsF5QJyvn0NAUf03FuiulyMFdZF+yJEM7N1jXIHzMyJzwrbIUx2IC1hZKipckiaQu3mOickdJWMOAz9Q9JOENuXjJAe1T6HE1kGpyhaMkz0Bie1cYSNDHclmSjePIXVxbLa0JpuF9btc2vo5qFksY6wRnejZU3BGfomnd9q0QMKC5GSZzUCTP9G+WktFeJ5t95CKfG/UeovhV/HY7wT0jf6i/KxIwMh+AKjCdz7HFuuiD42KfEOLLHbleEasgbhTl9Y8VE4n3bLWodIPmg+hO9TnMGy2NPEuQM+tqz6DyG5GesIcMtIx3L5I0EvwXGk3X2Bv9jgicXjnBE//l7zULDaagzVE7D32RPlYeIp5sbn+ZbE+1Ig4v0aws7emMwLfRlIV1JU4H0SXVY5scUuU+qivg8FyQgHu3cXOLr95R5dQV4npvSHtdMhXXJUawrMfYdQbVb4oFRE0Wwruu6+sM61AlgXhT8FhgLUj4XTLD+U4D22SyYk/9FY81kn1GwLnFPrJyKc5OjnBsXp+1FbHIl2jrqc1lShVr8fHQoQ2e66GC8nKF6jM9MtIWLii69tvDi95VuJyZcD52GNfeeEInvyL5fmFG+4zmhHM0v/iteu0PHa/MkT1l0Hp+05q5ItQLYw41ZWFTDeHlGbs2Q5oWcsCsSBC/frr6fk+YeN4dVHcXrWOWh0R7QeVVTZro0ab2qc2oHdaZLqhHrgDo8DudZrfQSi5pnwf5S9HnW1q5Hf7CmndcksQsf/pP0RraSayZU2yT7cE7HB/ioeQiLJg8psa8rqD7ZFmebw321D+ID4hvqAswHNKXFAMmzQ0309CJx+mktXlmj9xPo92azOdSjzt6VffxdLSqo+GnyZJWzrbeh+1eP9dlmS0oF7V8l8R++o/d/nFjlBA==