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什么是稳定币?

稳定币是一种价格锚定现实世界资产(通常是法币,如美元)的加密货币。例如:1 USDT 理论上始终等于 1 美元。

为什么需要稳定币?

  • 普通加密货币(如比特币、以太坊)价格波动剧烈,不适合日常支付或存储价值。

  • 稳定币提供了区块链上的“数字现金”,既有加密货币的便捷(快速、低成本、全球转账),又有法币的稳定性。

三种主要类型

类型原理典型代表风险
法币抵押型在银行存放等额法币(或等价资产),1:1 发行稳定币USDT、USDC需信任托管方,存在审计和储备金不透明的风险
加密货币抵押型超额抵押(例如 150% 价值)其他加密资产,通过智能合约维持稳定DAI加密资产大幅下跌可能导致清算,机制复杂
算法稳定币无抵押,通过算法和套利调节供需来稳定价格曾经的 UST(已崩盘)风险极高,容易陷入死亡螺旋,不适合新手

新手建议优先选择法币抵押型,并选择透明度高的项目(如 USDC)。

新手最容易踩的3个坑

  1. 链选错,钱没了
    • USDT可以在以太坊、波场、币安链上发行。转给朋友时,他给你“波场地址”,你却选了“以太坊网络”发送 → 钱永久丢失。
    • ✅ 解决:转账前一定确认双方用同一条链(通常默认TRC20便宜又快)。
  2. 贪利息,买算法稳定币
    • 某些稳定币声称“不用抵押,靠算法维持价格”,年化20%吸引你。2022年UST崩盘,一天内价格从1美元跌到0.1美元。
    • ✅ 只碰 USDT / USDC / DAI,别碰任何“无抵押”稳定币。
  3. 把所有稳定币放一个交易所
    • 交易所可能倒闭(如FTX)或冻结资金。
    • ✅ 大额存到自己的去中心化钱包(如MetaMask、Trust Wallet),小额放交易所方便交易。

稳定币排行榜2026

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coinmarketcap。
市值:$308,907,740,282,下降0.14%;交易量:$86,455,583,583,下降36.31%

名称 价格 1小时 24小时 7天 市值 24小时交易量 流通供应量 最近7天
Tether
Tether USDT
$0.9988
0.01%
0.11%
0.02%
-- -- 180.12B USDT Tether(USDT) 7d chart
USDC
USDC USDC
$0.9997
0.01%
0.02%
0.01%
-- -- 71.75B USDC USDC(USDC) 7d chart
Dai
Dai DAI
$0.9996
0.02%
0.01%
0.02%
-- -- 4.54B DAI Dai(DAI) 7d chart
Ethena USDe
Ethena USDe USDe
$0.9986
0.00%
0.08%
0.10%
-- -- 4.52B USDe Ethena USDe(USDe) 7d chart
World Liberty Financial USD
World Liberty Financial USD USD1
$0.9980
0.00%
0.05%
0.05%
-- -- 3.85B USD1 World Liberty Financial USD(USD1) 7d chart
Global Dollar
Global Dollar USDG
$0.9996
0.01%
0.01%
0.01%
-- -- 2.98B USDG Global Dollar(USDG) 7d chart
PayPal USD
PayPal USD PYUSD
$0.9998
0.00%
0.05%
0.00%
-- -- 2.84B PYUSD PayPal USD(PYUSD) 7d chart
Ripple USD
Ripple USD RLUSD
$0.9999
0.01%
0.03%
0.00%
-- -- 2.43B RLUSD Ripple USD(RLUSD) 7d chart
United Stables
United Stables U
$0.9989
0.01%
0.07%
0.02%
-- -- 1.6B U United Stables(U) 7d chart
USDD
USDD USDD
$0.9987
0.02%
0.05%
0.00%
-- -- 1.5B USDD USDD(USDD) 7d chart
TrueUSD
TrueUSD TUSD
$0.9983
0.01%
0.02%
0.02%
-- -- 494.51M TUSD TrueUSD(TUSD) 7d chart
EURC
EURC EURC
$1.11
0.04%
0.20%
0.33%
-- -- 404.73M EURC EURC(EURC) 7d chart
First Digital USD
First Digital USD FDUSD
$0.9972
0.01%
0.16%
0.03%
-- -- 300.4M FDUSD First Digital USD(FDUSD) 7d chart
Ondo US Dollar Yield
Ondo US Dollar Yield USDY
$1.15
0.00%
0.03%
0.01%
-- -- 2.06B USDY Ondo US Dollar Yield(USDY) 7d chart
Falcon USD
Falcon USD USDf
$0.9904
0.02%
0.03%
0.28%
-- -- 1.67B USDf Falcon USD(USDf) 7d chart
USDGO
USDGO USDGO
$0.9999
0.00%
0.03%
0.01%
-- -- 1.25B USDGO USDGO(USDGO) 7d chart
Open USD
Open USD OUSD
$1.00
0.00%
0.10%
0.06%
-- -- 891.73M OUSD Open USD(OUSD) 7d chart
GHO
GHO GHO
$0.9982
0.01%
0.03%
0.01%
-- -- 699M GHO GHO(GHO) 7d chart
Usual USD
Usual USD USD0
$0.9986
0.00%
0.09%
0.03%
-- -- 543.85M USD0 Usual USD(USD0) 7d chart
USDai
USDai USDAI
$0.9995
0.02%
0.12%
0.05%
-- -- 501.35M USDAI USDai(USDAI) 7d chart
Legacy Frax Dollar
Legacy Frax Dollar FRAX
$0.9909
0.04%
0.00%
0.04%
-- -- 219.31M FRAX Legacy Frax Dollar(FRAX) 7d chart
EUR CoinVertible
EUR CoinVertible EURCV
$1.11
0.03%
0.17%
0.28%
-- -- 173.64M EURCV EUR CoinVertible(EURCV) 7d chart
USAT
USAT USAT
$0.9981
0.01%
0.07%
0.03%
-- -- 180.31M USAT USAT(USAT) 7d chart
AUSD
AUSD AUSD
$0.9998
0.01%
0.08%
0.01%
-- -- 149.77M AUSD AUSD(AUSD) 7d chart
GUSD
GUSD GUSD
$0.9972
0.01%
0.10%
0.01%
-- -- 149.44M GUSD GUSD(GUSD) 7d chart
Frax USD
Frax USD FRXUSD
$0.9995
0.00%
0.05%
0.02%
-- -- 95.57M FRXUSD Frax USD(FRXUSD) 7d chart
lisUSD
lisUSD lisUSD
$0.9972
0.01%
0.23%
0.17%
-- -- 75.88M lisUSD lisUSD(lisUSD) 7d chart
USDsui
USDsui USDsui
$1.00
0.04%
0.13%
0.03%
-- -- 75.4M USDsui USDsui(USDsui) 7d chart
Fidelity Digital Dollar
Fidelity Digital Dollar FIDD
$0.9995
0.02%
0.03%
0.01%
-- -- 62.6M FIDD Fidelity Digital Dollar(FIDD) 7d chart
Venus BUSD
Venus BUSD vBUSD
$0.02228
0.00%
0.01%
0.04%
-- -- 2.69B vBUSD Venus BUSD(vBUSD) 7d chart
Aegis YUSD
Aegis YUSD YUSD
$0.9987
0.00%
0.12%
0.00%
-- -- 40.65M YUSD Aegis YUSD(YUSD) 7d chart
Eurite
Eurite EURI
$1.13
0.34%
1.08%
1.81%
-- -- 32.63M EURI Eurite(EURI) 7d chart
Gemini Dollar
Gemini Dollar GUSD
$0.9993
0.08%
0.01%
0.05%
-- -- 35.6M GUSD Gemini Dollar(GUSD) 7d chart
Celo Dollar
Celo Dollar CUSD
$1.00
0.01%
0.08%
0.04%
-- -- 35.55M CUSD Celo Dollar(CUSD) 7d chart
Ampleforth
Ampleforth AMPL
$1.25
0.03%
10.32%
0.97%
-- -- 28.27M AMPL Ampleforth(AMPL) 7d chart
BUSD
BUSD BUSD
$0.9993
0.00%
0.02%
0.04%
-- -- 34.41M BUSD BUSD(BUSD) 7d chart
StraitsX USD
StraitsX USD XUSD
$0.9998
0.00%
0.06%
0.01%
-- -- 34.13M XUSD StraitsX USD(XUSD) 7d chart
LUSD
LUSD LUSD
$0.9987
0.00%
0.09%
0.02%
-- -- 30.77M LUSD LUSD(LUSD) 7d chart
USDK
USDK USDK
$0.9819
0.00%
1.45%
0.28%
-- -- 28.6M USDK USDK(USDK) 7d chart
Tokenised GBP
Tokenised GBP TGBP
$1.33
0.00%
0.07%
0.17%
-- -- 19.9M TGBP Tokenised GBP(TGBP) 7d chart
Liquity USD
Liquity USD LUSD
$1.03
0.00%
1.73%
3.35%
-- -- 23.5M LUSD Liquity USD(LUSD) 7d chart
Pax Dollar
Pax Dollar USDP
$0.9982
0.01%
0.04%
0.10%
-- -- 22.49M USDP Pax Dollar(USDP) 7d chart
Worldwide USD
Worldwide USD WUSD
$0.9960
0.00%
0.00%
0.00%
-- -- 21.87M WUSD Worldwide USD(WUSD) 7d chart
MetaMask USD
MetaMask USD mUSD
$0.9997
0.00%
0.02%
0.01%
-- -- 16.68M mUSD MetaMask USD(mUSD) 7d chart
StandX DUSD
StandX DUSD DUSD
$0.9968
0.02%
0.03%
0.14%
-- -- 14.7M DUSD StandX DUSD(DUSD) 7d chart
GYEN
GYEN GYEN
$0.006301
0.00%
8.93%
8.91%
-- -- 2.09B GYEN GYEN(GYEN) 7d chart
XSGD
XSGD XSGD
$0.7825
0.03%
0.30%
0.05%
-- -- 16.21M XSGD XSGD(XSGD) 7d chart
StablR Euro
StablR Euro EURR
$1.01
0.01%
0.11%
0.02%
-- -- 11.88M EURR StablR Euro(EURR) 7d chart
USDM
USDM USDM
$1.00
0.00%
0.31%
0.02%
-- -- 11.52M USDM USDM(USDM) 7d chart
USD CoinVertible
USD CoinVertible USDCV
$0.9995
0.03%
0.05%
0.04%
-- -- 10.92M USDCV USD CoinVertible(USDCV) 7d chart
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1ah5nDukEbnDIhl3ePqO5ey9nFrYZMg2EN77wXu+G7P5D4OD/IuwzpseCi9xK45PFC/dtSX+IfCSPJ4TuUqp+M+zzN3YjF0+cvWhZAL317ri47Xoql1HfzsVKWt+8LPgC0Vhq/h1R068FrWMIbxwg7fll0wEsczjmnjemvCaQn7hNmPpaFE2CdewljHk7Krfnd3aRM+eyIrcpWHybUkaf5KtZz6lq0g++irukOWjYKrer2GPxW0k325OnP1R1WqSZe7RUmhDuQXxL8xO/d7jxHFen/PClFwTeEXOIxmvqEJ5xZQhkq3hNk/fvDQe3MZeI4u6Ba0uOH0VoWwrfXiOw/mXG5wzBj7G2HSdhTfA792LA18VN1WTIdR4D0dyLm92FthnUAdi1jSLmrrYD7eZFFFbIAoeeI1H4G++NA5VIoYZ7xUcamavcd47fUw/iSnmJSa/mwbF61apKCTEa6O9KSLGayVJvB7gLjrxunjVYg0RrzllZ57KbZQa1SMFEq9pRcEGFK9TP/HantKd/dVuqCeucN40vfIZUuJ8a/ybX9qd9JoZD82YZwrqZd2vSpD6XXZTUPlIcDKHBCfr/ChOrsfeBUPg5PtG7FVYCoiTZiReS7OWr00KjicsoUhGy/5rb4+Bexe8M7WJNkt+NKsB/mAey84i3BMn34mDP9zaFDAGmDdNPQWbFMnvajw3SY3X7RX8Y8yS3QBcV87FtQ3tNOK3yeICFeplcXq9rFd7o9+HrfFmZdkPpH5Xg/r91riu7sbBH7/lTunLzQWkH8DX/rIfkFYR+wGn6WH6Afdc/70gwio/g1wM8Jlm8WqJXgX5thBpzzIbOL9EUr+ztOEk1Kec4KL1+zLIVXCfEslHHV7x4Ze8IoeEV1QPwStmJA45d1VZQmsgDd7TIKmBfKmq46tXI3Dy7C2kRqg/m2tp3ZoDvE/Ld8wqHHJyOJY6OnfiGPoD78flHc1f9rKqDmIv64U+RC+LoRJxFN/PAtcINeEKk6xGeNTZmjy4Rthjopz4rM3nNSl4Y+vngqmV2KrXzrWEb4ANzkSOtVPANwHGXGLgvskwxfHa/rzAsL9R//Z7kQpxtxd50+rfexcvgdrQB9WGhrFuPMPwe6esR2RbW6Hn6CXtSBBZdSp3whZnDa+Zcd4thvcDgJ0ZZi8Y25cgludseSbA0MnKvKSCnP1RsMlOk/Xx1J437lOvj6eoLmwhZ9+fjyW8k9aAH/8ZFLOOlUXLYK/H/UGsjxgk9RGvQKyP4skh6qNPEXaXKuMc0gzS62FOjSXI+1zBhwbc52oiWMMyf+vuxgLj8tUmrp8oq6tP+Bmm5hV4PHuWxJMy/1s/ryS++zkCqJ/TvSOmIHEP8RodvItVnB2MGbMZLSf8+pt6L+yxVaK67TvVDLeI91Dw2l6C2zV4157LsUm/APhflVK4+nrXfD+Lbm+C0eULVKzOGRhr+BkSkWBRzvywhEwgTqQ0/rwukgqti+eBfRpaoD7KIfXR0zFtwfbunbxwYJUH7u60ZP4Gr0nMr7T1Sd+xZtYI8a3jeO8TycV8bSjXz0fi7x6mDer1dHnT27bYAfl7G9xDTR5JDYOzPjiIXT/pQf3wRlY/nL1T88E+J3dGrB+aPu/euV84zzAfmyKaYhrcn+SHr2OXiyIYZ4E6wNHPOViX1zjNQbzGaaurS+DXIF2CBOCeSIFx2jIAfHYd846fR4NFj+BwKf4UPKPN+iTdOI/3uZw4zgL5b3KbdRC+A3frahmDVLXBBXIqwqVLxHjOWQvgOefcVxBJxe27+C74mUB1UxJEtp2GJXAGxn0GycXiS8WUXblwtRal3d2eH4eCfoZXtrUC966LjEEc4m7wZAQcIr4iwSGOLxSHRNqSkyFwiGqplpmhI1z6wwIPqos9vbqYIbnL9upiccMsReriB8EGqFM1z/rDsG7fqcy88bYEyqJ/IRrENr2SYyie7SrfFSgGoxLPLrsmObvrmQSDOYY4+5g1q9h7za9S6gjfs6V5eyTje/SBZD+elXZAfkf4HkHYyTL7DBNI/y+71cUoY+OnKjwW6J+uviiYiNC7zutJetcvIrR3/aaTXg/Ru+a9CARxA2PP0O3Drp8pFrv8oKnw0gQ51T71xwgwkcnHCGUSsUlMBn7m+KLzqTlVkGb24rUh8FvrZBB/L+PfuXgF5D9IT3QPfGVQT2Q4Kbz0/dbb5WIxDsTFdnNOgeF5NvTrqg4WdqepEryu2vJiczcL4XbMF57VUHXHp4IDU7e3hGNMFl4XgxznOXJeUufBO6vitSERY84xWwdk9QP3g6YK9+qHRXbdwkHsOrVM19PbHFuENtj/e6vDuUocz+v6nBXjWzPkgnBWN+eAukoJ9e07sRXk6Q72Di24T7Fplu14WzuuYKgP/dStYDfW4XX/Gc7TgpjM3DuL0BaBDUpDFaosSs+UgCOLgps+zVSXu1//XOe/bMuUy1RcEzVppUaTV6GFtBH8LJ6WuYus2Gp0Tw2e5YmT+2sf9+D3vvqtK3kxToY+t7einvPZ8wsadLfPO7yHwbtVWLM1wt1yMZK79VXRuz1J8+TD3G3slVoKMDMzCiRm1ffpfDJdAlV2kxzQOdqJOkfjoM5xFa0fIiS6BAVZ/YD9j3QJSXH80bCe+X4WmM+qHypP4wsJvD89timnYzuaWHAPvM+Gq83t81mgBvpSnZlw/OlWri3jfYT98VPawZUQ/5siqDYEsaACa2qe1RTKF7ufU1X4/eUZnjfo/ro1Xlslh/F1p0aX2R+k+HuZiIWY5nAk4xCthmrhtauwb+a8G89wrjKO93ZBDFnzr7AXgsA3GSmcq1QTucoKGdbwvnFyrh7WSJoNVKT/R3ttvkC6hI/CpAzFUtcZIpZyk2CpgdrpB0vVh8BSKYX3q2KnatITY0kkLs0b83ukcanGUPTj0io7u4TwGpIL3uS8rPxxRjuysl4/FXM3a8CuE992vcdgrAzmnCqLRyHqpbQkOeeDR9RLdfmQf805WYFqvJJdVqiR3i4785H6T/rrz57+Gj8DgiNbPs9uwuWXe+WHE4zy4xnTHITqh5ex6vtg/fCkPSWpHzhk9UOKWD+4n4epH5QPdp7ypSzC+3hu8dpGNxbYFtVfRzooJqf6MVlz8rcXk19oIKcifJ2F29U5/uiTxZwp48egFo7DId6tmuRuP0nuVno7xN2KshQFuNv1LrYR7FtZ3XparmlVQO0kGJuxg/dp3NPp71YFonc7+NljoMUWKQpXPu5xN/YUSwieUJ/YRAcnMf28eldTp1jCkkPuvPlqQbqt/IjMXtmMUD4CsfzVPNjTP039jqvU+og9/fYwXGWyGmtwSwG8R5RDdHIgr5ioqrB6G7wzuyhFe+IW/bpz8LPbvMqb6WmX+a9HvAZSFx9tgzPUwPlA7Ln51r4Cm1DnYb5HF6oT+4aYgqxvqCL2DRuMYXjox6tnegPv8Zn0CA8NsPAxF+J7qj98T15vf+/zPRRZdVFB4DyuwrHSs4t6jGh7V95JuLxYlpCLUwaSXEwREHNxSTYMl6eOl6XmTNgA8hF+R17+ZJdHib/SJeCOyHRWnxT5bbZXG5pePltZpx+PdRvftpvWbcXx2pD+8BI73wuB/3fynacF+od9vPb1mOW4P/zF9RryYObFQdDkY18ETb4u1OQQNfnSmyE0+bY3LhZ7KIf27w8FCN8ztctrkWnyM6pgdkDXLEPsem8/EaJYXPplhn4B56gNGgkndI69QjodUD9cwD6d5J7kX23EeYQPknmEqohkHiE6zNk/Vcq7jq4Zfxb5StTbzf3uWRDrcpBP//3x6fCD4fQjrZ26PcO1RuqnvcfTNTHO63/Hayl1o/x2xj6A6oe3F9HzoM7Dntec9eO1lGQWquubIF7HoLq4MztQV5atOH6ZCV2wts/jpRX6eJjrmw6ol9zGru4Qt+s7vF8MfOXYFxk7ioG84n3kPew/NF8+MKR+6JzBO4ef4fxIpUksY/T6PKi1xyJFVezdpZiOgnvIFD90OuA9eCzo399CprSgnI4n4tMJ/6AWgANrAWT2gv4kT4jXbKIGy9nS+4nx+oMzRLxO4fMIz8R5hENoHkH8M4/QovB6uUpwTFUBhIf3G7/vrxFbSlj9Gg9/a0M972dNAUw7DsXrl+I4XuNtGFdxf2eCnHP2zCv/jqNWelGO2pancYbgqP+6m2oqj6V4mjYg8VpYlV1tW3HuwqOujZ0ulQVP5zZwdltSetrrG8aSc8xnhMdsrqsXopq3lSsfzlFD8wjuPdYjH+GoPwkc9RuThKPmP5HMI5SG0fCoVFdGqkb7d1WCxKzlbU65QarpPk1X+xoeGpHT2er2zn56wgGEq7xtq/1JKbHud5PV/Qpi3c95GqLuH7M9YsBvv58F9ls+wBNkfqu6TUp9TUy5dLeO226F1WhNy7jYMd4rd/5oOV5VUP2wrRaY1ZXsoO6XUmPJ+/d39z0HxoXibrcG+tFgfWvTOjX6zafCj9t1yK3fc1DexfKd0Mb1vTUSPoq57u5x/IL3lqS43wI/8i6yd+JWkN9VV5/KgD5pYTZy+7o0UjuNawp7TM522nOO1whrd7FXbOr6UH4O/p80lJX0YzKISxtITAaxnAFpOUA++kS1hTnJL7WFAqK2UOsdQlsoixcB1gBYX0is+wtQ3c/5qfvrwVeBHKr72TWk7rdQk2sDvbP0/GBcktnfhEQcSaY/SxpI9GdD4ciS+yFTfEFtd4Jbgm335sd2jbcP8l7OaReSGJJzjjj1OCVq1jxYMWgGjlX4Wh7seeM6gZQS0Z9xKicNgv4sI3KVUP2Z56vpHEJ/xgkjM37yWWMT6g26f3qDUj+knTTjXOWgdpLRxZ8/PaKlbg8F8k1Rm68j+GaNQvBNLpZ4QH0zkeFah+nph/OSyEPzsJwhzlu8/od5C57whSbrzVskd5SIFifLn/apDpIbU2GPaBzCS18pJO5qnMmx3/CtWJYvRuNu8JFbGCLu6kLvVFmU8oT2iOSvsMbs/Udj5mxQx2578xY7R81WFakDknzt/QakH1yay+1oBjX5f23PLGJP30Ho6Xu+qgG0p4+pPhhD9PSZAtUH+8kvSViMGMrbBN5adN25Dve/eTrIK7LPeGQN/Iz75GgwFLrZuIMGYqtevbuL4KXHxPGNy1gpjBu3YP1gUkwf1Ky3ecq7oefKf/isIWo8vTnTZO1toPrBHX2YjG9tOj4o8Fw5A9EPAn+g7uw6NEuewTkw2uAcmLtKo5JwcjoCb1ONtbmEPhBfEMvinJVu2evnzdAD5jvlqrxNnY/7QivdOQ1c0+3E4xLwd87O6YruGPzegxrhpQBmoJLxUomSxN7DDLV3NO4e78Z05rt13aTyLTJ5DdWwJnEa2Ylwk9T7cs+EXgGHtA9UR3sFP/q6f+wVPF4jvNTH+xsZ51ilPgR6fHJqmS5D+GRF+qVIe6ADLGyG8C7AmCV4RvPsq+om1qnvJHVqhU+sU+XD1KnuTwF2l+xoMsRETUaRTJORlfkeetyTnDg3v2zajTloZmq3j/ejNXoCsXxQa/QmenIQ5xHSJPMIpyl0HqGlFvGGmEewt9QcKqhlus8C6xKaALuRaY1S+mCjp1lvLI0B/5Mjd7sejZbV1RZUpzKT+8AfVOg8gpVktpqslhE8kOht0kPUMm1NdVXfmDV8IrziqlgIalh4tvq535/ONXv8y5tFgtytWHUU89DMfogvL3BzgzOMrjwywyiPpCokM4yvdHSGUROqcoaYYWywkfPNiaVkOkCGOJyT9fp49+v8F6SPZ2gLNJOJu0B3vuoH7worz8dIHe5/xgrEOvyOUIfffYpP0Drckafwh6jDn6L0ermE6/l2ndyuZkEg6JyhryuR/ehKMNltUtHDu+D3uEjc3Tb7lTNqIXPeFolPX0Fxd5Fd34a5Q4Ygkfpdn0tsJfa50s9D9LnSskiqacFnZWWoNnuXliXDg5jojSbv4cFPCzWLzN8qABauyjWziVNIMzTWnT02TPp1eI/PoLKmxL+p1Vpqigit1VwtbWCIWo1/heiTMZzbJtHNvPGV8VxPN8PDOeNBfcHHMo0RMfrd/COHascuh/DgVndHyMA8yckXYZ4kLSHMkwC/bRHnSbD3YeZJ2FTVG8CDnO7uFLhHu4JrkPs92o/ePEmdX7D1cir4PS0Sd/WXNyeTcYQfpCP8oCF4/8t+joeknzMMP5h5cn6+47q8FeKsEI90RpOpuMr37lZdXdYid/s0h9Ejeq99bBO8l35combfVpC45Hnjlty/y6mePJpTG2oBNkROdebZgvfSV31LhvCDHQ0yyRyYKy8NNns59XWJ1kD4wbTRpCTXfI3TisJBzZfrjSO/+c18amlwrvx7PtXxNMS8TPxBZM3n4ppX/iyiu8/kDmhkuvtMNfCO9bA+3pNCsH6Wagn6U8R5GTrSo31WY/waA9FWFBjeJom2QnJN1FZk9cNoKwRXqUJMStR8vQ32aG9/erRlZ5XZ79FyTGqkjqtEj88v/PRzzeaSjNB/r6hTgz0Nf1J6SuhpdGf/B3oarzrFHbGnkXcM0dPwZKqCKeRuK819Mt29J9ewv/V09+I3A8L9dmNySOuULUNz8/QHCxqTg61fxuQqMSaLPoaIyRU1X8BSVFZRv8XPQMLry3wlmafH63+R6JPLkr2Hhvd89Y+Lg+8IoUM1OgfUt8zBPixVFS39pkZ35Gk8tEZXxYvDaKIyUntLasPUclyDjPAvapBTC2RYijd2k+v3q7IfLzQES83uJmTLd8tRWvQc4g6NH7lZmDvEVG8Cgt8O1Kk/fqsi0UQllUP5bSLzEKMxzEzEb4sf3Dap3wbrDAqsrXjLHWoRbg2/9z0aBt2tsqTdYmfx3WGXxj03fvY8BSPo3cT2jIRwt868kIverRLksdOheO+SocN7M1vFKoKT8bu1iCuQ7l7R093LrOWxnu5+7CE3gehmdhZuF6K0q3B4wQ3hZJDfdwdx8s0vcbKETFtf+V9o68HZSfUTRXXgDZqXwZKI374vje3YIjcqq+xmRyVf24DvNqklzLmN/XLO7X+lsZZbi+q9169JdDeaYgUj66PfpvXBNKSNmUN6NnQTcyp8HmDXZgZ6GtVBzVdB738W/mZGU2pPK9GexuNVhTlMT6Nwkmfg2pgqYWZEQqbDvbmX2J56mi+Qi8uIDjfLnYnoZFMxzbPl3D9/fIrcbUm7O8ibNimS2O92fdQoJFgqPwSWSmTl8Uddx285xH7VExlvWrd+8sd6/SoBvu9wsF91eOhXjONz1wN6N5picPbYlWdjv9tT434h2ccpHWZ/FifLFo9XWl2NEsyJK0AtSqplFD46vnpaxhUlbQbRMiZbqVLrgjHt5+0lZ6Z8p1yoz5z8fNcNzsRI3cSZmBTJTAz2TpyJ8VSGmIlxlvShZ6oiKq6+F5CY3NrUvZHlW674OqWB9SFMJN/u75wqZ9Ra9UI85oU0uuXmgh7V6N5lfxeTpWQx+XUoja7v69VJ1QDb/Yv0mTu7TMg0um2K7AqeHdjmI/VfVn6oUJv8BF4qWV1iwjOMeYa39jud6m2OqFPtzgP9o061xc1d1eg1zc+zwDiS9cjfkZHueJHaa/0+pUVKwqmKo77wMbDrLbuhSmOYbk54OzifvJIRK5Qb0WgsDc2cV5ZA3S9A635r7pcz5wGSup83RN3ffkT3OTbKRVGKDGc9BiqQLkhsIc7E6Nwu4Z5XMJm0zPvdtAmES6+PEzgdQdH9q/pB4f9qEOZ2MW6WMsx+YQqoH36eBe5PC/cHOZ3+jF8FewzAnA7aJwG/Vxz0aSrs01iWKfuddiRRJGpH5J4htCNaUDPv43sni7jeVL8b69Zc4QeQbyuk806fdEzYm3fCefZbZAdtsjLPkA/uLlJhg7s6X4MNKnFXp4RkB+1f9/9oB60Au73PhH6eBdldBM5AUvt6Qe373qt9aR/cY3B/j2h/WrEajLN8O9KtS18In3VmQFrNbf3nBsAhUygOGbsi4pAM2c4xxv8Kh7TlVh3XwiorAZ54RGpD2f245GueXSad21Xa/2p79QOnDuojRBNF/RzcpUBbI+guKDWBlGjXAhK7vkuT2PUwmiipvfAQk7G6/BJs1+8CfHaAZLdyQyQQvvV2Kx8D3zQjteGDZhfUR0nTLog2nXhthHjoMRAntmBdQk1Ztv2y/3dP3EfGoQzBVQaaNBX/64X+8ywwD80Atpsg2xVYozzY+vv8AXbbTiewsQO8L6rpz5zTV479yp9cBWlOQA54FmAEvRTvl/tfSHT33e8A/GttUXHVGvg8etK+TdTdb+UvyfREmkCTOrAz3DSJxGu67QLga/rEuotXzQNb+sN/Hzz7yQk6i29v/Q6jDPj7zyxNfRiMQilefdI6MweaDeLZ6dOkGEVmrwp6GOWQqKUSqheC3T5lpdvT+OGoF7o7O/6/u2ESZDVzg6Rmdg1RM0uvSiLnUy4u69ZAMI9ZANiUjKN+eIVi+Tb4PSnCUVd4ByE2vtuuDOlR/gB/mBycEXtmiPgf/f4YFoC0jN/33o1LrjQmhWy+g5PBveeH0KN86MSrlZ9ngfUaVgSD9eaIyvYvhrCHwejTWuKu+MiFrottfvQahTkFsiu+k6uuibkq9cv9mI6h9nXdy+P5XJxSxIjzJMuU1uCugX5dJYnl+j3hLHgvDAzhCx4U6zdrgnmlx79w2+VwqzfQXGsJ5DG2FOb5MOw2+UudFcm+7aJxCA43q4wXNeZM71ngPE1tzBp0F2T6T0UsDWmXi1+aR2KeFvuO9VN/NF97oWv/4L2/HkiShB11PNXveDAXyb4n8TD7nuQRgFHk3HlmkUW890N5fek/6LYl0Vy/nrZ28pHhCPcHxTf+FAXlO97Pb078h7/eJ+4PYUquc3rC7sUBnu9n96KjSNy9WDkZQvuqiCRftspBELNQ3Tbum1LSfipDfp2Bdy8KGEaEA2SaaNOJUEAWVWx75ePnlijDcX6zdO4e7CWD30PniJqB3+mz6lSiPkt1N4w+601l7M4RrTzekOByq5l0z9ez64060G98RTiyiUmHVh8wLqsN6kVXxGe68NDNDPOESY1FPLTNS6gf9wby5iSMX5wtre83/bh3nTJO7Mf9tQ8zY/SsLAd4SrzfWEa40cKquC2B+lVnP/0qqbWgDvT6VQ/JYxZxbnB61noeXXLRhZN/BucGxe/8ie4eFyjW3aV/Get4JJpSzVD9qnjBAGKdwSTualVg/qxm5rXB2cl6Gg8SZ1IK9zT20N196xf7YhDrEN0ayqOQ7lol9/cC0d+rwWF270cKz5YyiD0sRPsD4nWFVAtOfRVoe9qfsoWaHUdm3BmlnQEOCapJZkEMYQ5qpR8CTdFvtNJnXy0Cj8JVvQqG0ErTVJz2C/3nWeCa5LBTT5PUJBVqzj5Yk8iRHjse56/9LznN8ZZmUgztv8bjfGpQ95QmzqgoyWZUBCLijEp3t/k/9uqk8cfujArzCclj+D4rKjQPy+jNw2LSRLo3DzsbCHdqmUH8UqLNhI6ZDylvzOIk9qAnrRvfOa7n0xwsWlL7iJx4hoQT55DsifJUh+DE3S1dUKg+Fi0An0ZnJhUTLuDTBtJ45n/S9ONZNr2nJsYz9qztArwXqE95JGsedPcL9/MYwomjOnFErxgv/Xu8jj4hvTqxWV39D3VHrtbfJbvLLRO1MQ72zOAce6u4N8h/sqNIPupwsQP3p5Mj2PuL/+962pR8gCtB+3ExSHPZqDxi72+IfZ7KzO/iFagnJeNMilpfEBdU0iGxx/6FakqtH0hOfVL8uw1eNQZ236A8ra8qhPYrFvfR/Yp7m41z/y7EwdcP9ZlxqB/emQ+AtQ4dje5AXw2+ow6n0zn7P9b2nbP3MdE3F5v+4WKtVWFvngS8a95zEa3xoh6NyivfhveKccuaXW4NmuO7TiG6bbkc7SN03ifcP+rMbP2jXkMtHMA2qO4+b/D3ZhGX1F9oX5szQT/yeWF9a6ujF/6J83IeUq/Ad9TFrbAfdd5n547+cZ6rY599jgXdHX1y399/lt9UffBMyJ7S66B2sM/FabfmmM/Q7ABsS52ZrXAbzVWwH3XwUseP/hF7d+69r5tBa0pVIqnu+Xvt8wPhvbOgyKKxXyXQPOyBkgHN7nRsF+YAYTvr2rz8Acm3HTv7x7qRZ8f7xTbderd3TdB1OR7VPaxIr7WQmJU2robW1+bjN1BtyPisjV7MOq1gDz2ukp5dR78bMTZ3EU6UnvHvpPG3NlTjmvSqDuIqiy80qFfeeWcwp9PxzYE5jU6Og/uGnVmh/07DQ9CN1t3NHicnfUd2YcyuxsIsqN+fg7FNJ1fB/SPYlro5DvajTp7u+NE/9hGEVtzm51RHXUyEzpMog+nXnr8/HeqQeRKGcfH8NqAIqA+5K0uXFg2UGxVsePeUoo7MW8Dn69abcDzrPEvnfP/IrXVst193oDvR3Y8GXw+DtVuoVmzTfLUxNhvTNCfdNqiu0jV3Ry83OqrsAa1fMUu2R+kmxpBtlN88ook/hv3BXUL03OjFZMVVqh+Tm88tdQrhurRO+ZrvWLMBa6z3aMURjGdn8J5neWMJiWfasdnrSHRVUaeun48dbegIOuoPHayjhs/Q4S46fjvQS4bzUadX0HnX/92sOrproOH66H9L+UMyTUsjvNSioctB/NhZpQzq/tGzM+ltUgJrlLTEHTaLg990mR+9eiWeVp70OPHUG72O+kqMvulbX9+KRuOQJiOVnZFDvDCMhTuzx52ZpgHNSccm4B5mPf7vc/Odd9bfo/Q9O678mR3n/3X3dXLjcsU0opML4LtWobp4p4sxRywm21vC/twEbV1YQPrM75PXNvrmSUxJmykX/4jW/JLXgmIhAvXjHo5l4tHDmIqTvKaHMbH3kgbJmyszuD5E+dain0B3tKwvUEbwjqpUQe+Oquv0JqrdektcjE1nVIfTEPdU+5JY4P5RByvCfQTY37vz6LAfdeZaO1jxv5vTR/cIXuVkJ72aEueJkJpSM/i9XWW37zRidfG9/uy+p/fW5y3iD/R7RJrS/Sr1HsqNbU6jMgf1NOB33eEAO+96oH/biVnwTHannv7vNILozr9XTHXd2/VxIEdz4775krWbmpNDc0S656XRyyvXGY2zl1ceS9IWkld09p0FzzFUFy/RNVujh/VPHsf6WB/gXS3SL1aWtIdQvQJwMgvSl8P20tE2wfxLV+MC15QdrqRzf//YI+rcX78viupYymO2Sm/WMjVDqyOzH29mzWwsnsC/4wftRc0c8z6gPd0wVsygtW+3NoRjQacX0okF/zjj3nlnfa3K9ze4HD/f4KILKH39maaYXuQi+jPX3nFEVcW10nZurUbZvTWukerEVa/QbhE4/2FozOr2emCM+b/ixFFNcMlao/e4SnzW8hHJ/W/TsUuayaPHtaiPUD9nC+8RjR7PF8jV+jvxzKoi4bstfrsev6NT5QwUzwyVhRHk9e/l/XhWLooekXgG8qZOzTyYtcbuB+2MO3o4WVhwVns4eYGmRPR88ktPYs/+sxsb0v4UBROQ7gm+By9ac3XzX+ceYJ1qx17+cT90xzf7/TF0P58inJX09nlkDg3oPo99NWMaOsObalM+ehjsOq8/62GwNSIGU5jEpu5+dogTF3W/mTFi+OWdK4738AvAik3kezbs2ppikEPSQ/MrcNx9Q/2hy6N04i6sde/UHf/dTidUJycci/f3Lsvqj+i+tYbW4hQtJz43Nm4T3hVrANZP3I9LIP0EnN/v0LjbxbuwDXZiT8cG/1Hb28FL/W/EobrtTxb0/ZUtbQutVzgJP//Ibagqd2Gsr5/ARrEHJg9me1hfR/AV2QTT5GEtHPrVuzFoXiZ1JB89O6Oqbu97dkYjfIdRGQP5XTauFkg3iHvrs51++KjZGZtP6dnZHu0NwS/PpnP6ynpUDOkqs1sUaEcWHLM6WiO4Duj2UGBs08Hsndj6j3sPOrmqrzlB5/GobzRpT0/UXJUgGLOiWQcYjK46voAw2DS7OYK+ovIV4G8EsJIIBpsyfmR2oP5RpvghfBw9zvjF+dbfnfL4sIn0i8un7GkHa8GrzLTXdQtRL9Sn1FDTo8fr2yrUxx6vzyVqeJaPbTHvgsJNOzjVTMG7bwbnCuCaRIfGrO5cK3y+zh6Jzv3944xfx3b7ukP020gC1U3/O+e83C4Rv2CsCOX8lIl8i6KcnRhJDU/kQWqHsX4d/bbV1zz7c0k69XZ+epRwM6ZvBuf4mA1ojg/OK3kUg3X9Ae4zd+r3jk//o36w8176Onh0d1idqov15ounlDVkN9r4nlUz+b0rlzq77sUG6rGBb9GPzB1pbP095B8MpPeytxbQkdT9jfQEtI8Ffk43Wq903zWcjzp6zE4++u92E6I6znfhY3/HWeJAzEHqsaPaSwU6w0lXszBiNSW1bGv1aspFphD9bmfWHzNd2Ixb0NznrOAe1iTCcVeM5pUuBwFzgJ0eQ6c2/Mf5v06M7O+YQLXEFOoHo/eN96/ihKyJ+MrigVdjSs4cRf5Q1wPqDPdgNXpMhzhAFX9P8Ajt64JjchL19+5zwjm1owHp8ET/3R5B9JvBOk+VX+zlnB2SeXuKI3ZmOXf7vzXIPzlHj8zmjkjdL73JQN9K2VAQd9CytHvnf1RIzqn/HdxBOyo6stsHsb8/m9QeyyH80kL3WxS93WGpZTqkWYe52ASK9bt8JBwnOhxEx17+cT68g7373zxB56AzEmuqv0eJlitPodqY9Sj8bbl1umh39Dh/Z0EaeO7x5Vf4/nlkN6GFCX72Z1Lx3Kkpf+KZcFBjPSLxDOPU6cpeLZM7YBWQeLZEq6xVlapxn11weKqF+CVurmUaPX7pAxNfp/rcTPbjBf120M6OYyzzusKesp37V5A7muA+WWSjV29ibzRJoofPtti1NWR+hevkTZpoZXv3+wg/esVMV+c/YrVa1fHCNfZ2M+lNzAekh7lESU+/fm5jH2IoFuzT6TMjGAtKRg/UO5uTFNHemUU5B+912BS0RjD3nzaEpV7ul5WOVJxd9LvqkbvlhN+v9CvXVhTzEAdo2KVUKq3R6y2dZVrW/s5NSotsn+qW22Am2ae6N7h7Y0Q4AW8Fe3BDe3E4CCcgo1yB/E6IZ7XR69GyufwXag9Dp/CZn0H+7Lq7h458V/X2SHICdzmJLd/bs/eBf+d8kBMIbLDamo0HUOfMX7mE+B4QjXE+bINmMWiDu8ZHxY/u646+H+mqWnQWI/V3gQLlnFRFlBvBnGN/56p6OYc1LcV36Q32bGoWXikuPlmjr1z6z+cQP1rifq6K26PH27zRZVf3PW7tgLjz3YPvfL+vnmnFp5QKVOdcP49ivwMTR1Linma2Ui6KEOy2sesQLoU/B79RtTaa8bqB/e3zNq0lsfyYjczfFv0LJx4W1LOpjas/N7ERxJ9tpuIa+kY4AX9KTrG1KVV58BuGrcFvGI7IvEzyxfXF6fUKbnlEffmc6iEkjOk2Ty2yBxAnjNAMoxWfHR89vanrk83h9/pqk/QS0ld7ZOQgzey+oT562qa/wSqd2v8O6h6t/YX0oFnxC+wQvJe9SNfff/Im77XVlo6inQWgnlSbiD/TPPx9xnSrF9PSSSXwFQVvftsmkc6pTFHR6OOCfD3w1cMFzEcB2nP7ujSYqWs7LuUk/G2ydHeHxohpz8X+v9D3aJMVlJdaFT8PfF/NOILcmtpfkPVnNNnonuf0KR/iB9VK8+hh6ERa4ir3MHSDiKFzuln14J5EweC3L0aknlZ7qpSBnXhyNXGHaVs2MBuvvF8avbzifGZyRPCe0iY6/+f0CLcHd9sBnCwYvR40W3ab7H/XKz/BfZpHetDqFfF47A/7MBhSB8Q73oVuTH6A8uYswD3c0dPUNFgCykdP80xvZWYlhUMEn4FcrKYfMSHeRrJH/3qrjuI8c8XepMLfvBQRv3l5Gqpm5OabJem2TVPYi0dpm175y6ANqkbRBq9z4p4NgloN1aIurG0ZpzRN7aZdfcDdW7qAeyEgb06PHv/pKhjs9R7/eb9KqaD859LYxp3nopT1qY+sse5ONQjbUBuFEdSle5IV50sP27Ae+bsKxAabYwC/6L/m4JyqqC6MyUZwd4O7IO3vBEo/jGvaCWROmLPB+0ppRPEgdT0CaVWEf83c5NsI+pHqutDXdJfXuAjnUVhXUE2QprupnR69/rQkllZ6+ppudeYCyUdjO7KjaJCzHw4ZSpt5yM7k2fW30cOfSY0z398RIqz+XUEw9PHszYZ8/i4Kae84H8Xl0dPbVCmlk2Z//oFB2xYUnxDco0mmViStNUin+rJKfTdOC0dvduAuLwn0Zx95uV3Kq+AYqdVKpSVJclYC8YO5p1VZdlEzinZ2ktT37IxbeT5G7MyyfL2j3rq80WBxD32KsSdXwPMdr7pJ+SjekeGsr1k3vFiE6A6UaUED0hJvyluNEdzjcpKq23rzXBbhq3AKsbMXL8XyJ6SOC5e8n1uDsUDQyB2xRk+3xs3ZKv39YAz+5NgLutednaouVRrc3U3dsibJPrBq94PQXMHzBON5b/Rq7ZuMxPXY71cJ8X3+SLxevZgZ21LeJEAdDs2vKO+73xkZsZ4iE+O+0Xs9xWJun4pq8vnTXt7ePHlP8UhSWRzFO5LaC707eucQ72h3yb8mn2qc+0vdWa/ebO7OSGqNuFiNr+hpjVJmtO97L5/08jZWWfMa8DOop/iZHME+QroWeO/XqU3xBh2pEUrjKnifQINZeYC+cwBjGwztSXVnueEar/M+O3fkUyyeGM3ae81mPKwo2H1U05mhi73x2Q8TnlPB3Tp9Z5ar+E+c7++LBe9l1a6jv5+KlDU/+JvOL6H0Dp7HkyIzRoaoZNEhmz5fuBq/w3cBY/6XEmaa15k8XvfgXEhyBO+ofvLCg7mER+SOCmrzpXbNLzUrd8fwXk9SwVs9cPJMhcFv4CVGr34QXyWlfX0riMmTSP1A21KthO2G2qMCGEIJnH3MCPVMp4wfnyO4z6rFezrp90yXaQyENzXeJcKrdc9/+i5wsZurRs3HXvnKq56PbXObqN5t068wnxkz7+tjA1qxfdHo7YooGoMVSm/vK/6NnDVEh7SzFg1HTIq//I1o7HUT2JkbjhPOclEUGj19SN3e5Eh7+hDeNO0FuaNxc4iy6FVmXlWDnNwI6pPdZZmvr09+PpJnEU4OxAI2ZGcKE/Yyej0UTfBNmIN7KEnEzrY2Hd6EKRL3Gz2G6uAOIvy7H6M3a5mRnmX7ey6/5qltZNZyyxRyQ9yoLPs+gn1fb67m6O8bBblxnUnk53Pmge/m5hZlo6c14kpus/1vnuQ+n9lVZKYCu1OsX4AM35/dobD3KCPYb9T466K+r6ie9/RsJG9SHbFQqeajwvNVm7ySmTF6WiNum6mN97RG+0StEeOCu7mKaECkI6mR8BZq9r5GQtz5biD6HeIZq/EgEFeBu12Pagb38h+yCqNZa1MFdVav1n6/PxhD6riUcf1WU6VNU+BdEdvytxGMyXp/4bkXk69ECyA3TqG9Hp2lMWuAOZ1z9V51UWEavV6P1FeW+uF9ZHvEfWRjg/vITCOIMaXwtwVmTSFiHcC3nw36yvTsxYj6CrX2/9S6VzTrQcN20rTrtYuOkW/4vo/kLKIiUhK7e7OIhaoO3Z/MSS+ooH4VpTzHHL0+QkrjLxt7fQRKrjGJcGvrkr/wXv5NumpvBLF+UgvNH+Wp6xHlGsDCiM4Y+JLbzx/8Xl1KOelZUw5+v2pE+giqk1Q10Osj4HqiLaSPUPwDam3FdjDe3XcB1WOmUayZZcEWH/pWStKCzu7g3xw6GdwLJxnB/YOPgQqjv3tYDGp7pBdSmIq76HuJmGpevRx18pDZ6uxozRwI/g/+PlrZ