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什么是穩(wěn)定幣?

穩(wěn)定幣是一種價(jià)格錨定現(xiàn)實(shí)世界資產(chǎn)(通常是法幣,如美元)的加密貨幣。例如:1 USDT 理論上始終等于 1 美元。

為什么需要穩(wěn)定幣?

  • 普通加密貨幣(如比特幣、以太坊)價(jià)格波動(dòng)劇烈,不適合日常支付或存儲(chǔ)價(jià)值。

  • 穩(wěn)定幣提供了區(qū)塊鏈上的“數(shù)字現(xiàn)金”,既有加密貨幣的便捷(快速、低成本、全球轉(zhuǎn)賬),又有法幣的穩(wěn)定性。

三種主要類型

類型原理典型代表風(fēng)險(xiǎn)
法幣抵押型在銀行存放等額法幣(或等價(jià)資產(chǎn)),1:1 發(fā)行穩(wěn)定幣USDT、USDC需信任托管方,存在審計(jì)和儲(chǔ)備金不透明的風(fēng)險(xiǎn)
加密貨幣抵押型超額抵押(例如 150% 價(jià)值)其他加密資產(chǎn),通過智能合約維持穩(wěn)定DAI加密資產(chǎn)大幅下跌可能導(dǎo)致清算,機(jī)制復(fù)雜
算法穩(wěn)定幣無抵押,通過算法和套利調(diào)節(jié)供需來穩(wěn)定價(jià)格曾經(jīng)的 UST(已崩盤)風(fēng)險(xiǎn)極高,容易陷入死亡螺旋,不適合新手

新手建議優(yōu)先選擇法幣抵押型,并選擇透明度高的項(xiàng)目(如 USDC)。

新手最容易踩的3個(gè)坑

  1. 鏈選錯(cuò),錢沒了
    • USDT可以在以太坊、波場(chǎng)、幣安鏈上發(fā)行。轉(zhuǎn)給朋友時(shí),他給你“波場(chǎng)地址”,你卻選了“以太坊網(wǎng)絡(luò)”發(fā)送 → 錢永久丟失。
    • ? 解決:轉(zhuǎn)賬前一定確認(rèn)雙方用同一條鏈(通常默認(rèn)TRC20便宜又快)。
  2. 貪利息,買算法穩(wěn)定幣
    • 某些穩(wěn)定幣聲稱“不用抵押,靠算法維持價(jià)格”,年化20%吸引你。2022年UST崩盤,一天內(nèi)價(jià)格從1美元跌到0.1美元。
    • ? 只碰 USDT / USDC / DAI,別碰任何“無抵押”穩(wěn)定幣。
  3. 把所有穩(wěn)定幣放一個(gè)交易所
    • 交易所可能倒閉(如FTX)或凍結(jié)資金。
    • ? 大額存到自己的去中心化錢包(如MetaMask、Trust Wallet),小額放交易所方便交易。

穩(wěn)定幣排行榜2026

涵蓋USDT、USDC、DAI、FDUSD、TUSD等主流及新興穩(wěn)定幣。提供實(shí)時(shí)市值、價(jià)格、24h交易量、1h/24h/7d漲跌幅、7天價(jià)格走勢(shì)圖。數(shù)據(jù)源自全球最大數(shù)據(jù)平臺(tái)coinmarketcap。
市值:$317,203,043,948,下降0.02%;交易量:$87,139,855,562,上升17.61%

名稱 價(jià)格 1小時(shí) 24小時(shí) 7天 市值 24小時(shí)交易量 流通供應(yīng)量 最近7天
Tether
Tether USDT
$0.9990
0.00%
0.00%
0.01%
$186,294,566,649 $71,516,268,436
71.58B
186.47B USDT Tether(USDT) 7d chart
USDC
USDC USDC
$0.9995
0.00%
0.01%
0.01%
$74,720,522,371 $12,196,931,356
12.20B
74.75B USDC USDC(USDC) 7d chart
Dai
Dai DAI
$0.9993
0.01%
0.02%
0.02%
$5,361,989,319 $56,841,260
56.87M
5.36B DAI Dai(DAI) 7d chart
World Liberty Financial USD
World Liberty Financial USD USD1
$1.00
0.01%
0.02%
0.14%
$4,659,098,187 $1,957,273,260
1.95B
4.65B USD1 World Liberty Financial USD(USD1) 7d chart
Ethena USDe
Ethena USDe USDe
$0.9988
0.00%
0.01%
0.01%
$4,506,351,384 $83,281,981
83.37M
4.51B USDe Ethena USDe(USDe) 7d chart
Global Dollar
Global Dollar USDG
$0.9998
0.01%
0.00%
0.00%
$2,776,605,212 $84,395,157
84.40M
2.77B USDG Global Dollar(USDG) 7d chart
PayPal USD
PayPal USD PYUSD
$0.9997
0.00%
0.01%
0.01%
$2,749,579,723 $102,679,899
102.70M
2.75B PYUSD PayPal USD(PYUSD) 7d chart
Ripple USD
Ripple USD RLUSD
$0.9998
0.01%
0.01%
0.00%
$1,647,632,783 $156,550,382
156.56M
1.64B RLUSD Ripple USD(RLUSD) 7d chart
USDD
USDD USDD
$0.9991
0.01%
0.01%
0.00%
$1,369,886,376 $64,268,708
64.32M
1.37B USDD USDD(USDD) 7d chart
United Stables
United Stables U
$0.9996
0.01%
0.02%
0.01%
$1,010,184,911 $180,468,993
180.52M
1.01B U United Stables(U) 7d chart
TrueUSD
TrueUSD TUSD
$0.9981
0.01%
0.01%
0.05%
$493,617,259 $23,365,470
23.40M
494.51M TUSD TrueUSD(TUSD) 7d chart
EURC
EURC EURC
$1.14
0.15%
1.14%
0.54%
$430,420,341 $52,114,759
45.43M
375.36M EURC EURC(EURC) 7d chart
First Digital USD
First Digital USD FDUSD
$0.9975
0.02%
0.05%
0.00%
$351,649,592 $204,025,789
204.50M
352.51M FDUSD First Digital USD(FDUSD) 7d chart
Ondo US Dollar Yield
Ondo US Dollar Yield USDY
$1.13
0.00%
0.28%
0.38%
$2,149,195,431 $1,246,007
1.09M
1.89B USDY Ondo US Dollar Yield(USDY) 7d chart
Falcon USD
Falcon USD USDf
$0.9943
0.02%
0.15%
0.03%
$1,295,900,300 $1,097,295
1.10M
1.3B USDf Falcon USD(USDf) 7d chart
GHO
GHO GHO
$0.9987
0.02%
0.00%
0.02%
$598,261,679 $2,157,937
2.16M
599M GHO GHO(GHO) 7d chart
USDGO
USDGO USDGO
$0.9998
0.01%
0.01%
0.01%
$582,976,167 $10,119,223
10.12M
583.07M USDGO USDGO(USDGO) 7d chart
Usual USD
Usual USD USD0
$0.9989
0.00%
0.01%
0.01%
$559,596,137 -- 560.16M USD0 Usual USD(USD0) 7d chart
USDai
USDai USDAI
$0.9993
0.02%
0.03%
0.02%
$501,030,496 $657,260
657.68K
501.35M USDAI USDai(USDAI) 7d chart
Legacy Frax Dollar
Legacy Frax Dollar FRAX
$0.9902
0.02%
0.02%
0.21%
$239,392,535 $564,533
570.08K
241.74M FRAX Legacy Frax Dollar(FRAX) 7d chart
USAT
USAT USAT
$0.9986
0.01%
0.01%
0.03%
$187,237,144 $1,249,842
1.25M
187.48M USAT USAT(USAT) 7d chart
GUSD
GUSD GUSD
$0.9975
0.00%
0.00%
0.02%
$149,076,669 $277,041
277.71K
149.44M GUSD GUSD(GUSD) 7d chart
EUR CoinVertible
EUR CoinVertible EURCV
$1.14
0.09%
1.12%
0.48%
$136,026,874 $13,354,808
11.64M
118.65M EURCV EUR CoinVertible(EURCV) 7d chart
AUSD
AUSD AUSD
$0.9997
0.01%
0.02%
0.01%
$134,262,507 $4,353,784
4.35M
134.29M AUSD AUSD(AUSD) 7d chart
Frax USD
Frax USD FRXUSD
$0.9993
0.00%
0.02%
0.01%
$120,102,985 $2,573,740
2.57M
120.17M FRXUSD Frax USD(FRXUSD) 7d chart
StandX DUSD
StandX DUSD DUSD
$0.9983
0.01%
0.00%
0.01%
$100,432,332 $158,718
158.98K
100.59M DUSD StandX DUSD(DUSD) 7d chart
lisUSD
lisUSD lisUSD
$0.9967
0.11%
0.00%
0.13%
$75,132,856 $6,713
6.73K
75.37M lisUSD lisUSD(lisUSD) 7d chart
USDsui
USDsui USDsui
$0.9978
0.05%
0.09%
0.12%
$73,110,304 $2,278,112
2.28M
73.26M USDsui USDsui(USDsui) 7d chart
Fidelity Digital Dollar
Fidelity Digital Dollar FIDD
$0.9998
0.02%
0.03%
0.01%
$62,592,130 $3,645,096
3.64M
62.6M FIDD Fidelity Digital Dollar(FIDD) 7d chart
Venus BUSD
Venus BUSD vBUSD
$0.02229
0.00%
0.04%
0.06%
$60,071,843 -- 2.69B vBUSD Venus BUSD(vBUSD) 7d chart
Eurite
Eurite EURI
$1.14
0.14%
1.11%
0.50%
$56,884,622 $15,936,545
13.90M
49.61M EURI Eurite(EURI) 7d chart
StraitsX USD
StraitsX USD XUSD
$0.9998
0.01%
0.01%
0.03%
$46,558,368 $22,832,514
22.83M
46.56M XUSD StraitsX USD(XUSD) 7d chart
Aegis YUSD
Aegis YUSD YUSD
$0.9982
0.00%
0.03%
0.02%
$40,589,990 $8,592
8.60K
40.65M YUSD Aegis YUSD(YUSD) 7d chart
Gemini Dollar
Gemini Dollar GUSD
$0.9994
0.02%
0.01%
0.08%
$39,395,371 $1,617,493
1.61M
39.41M GUSD Gemini Dollar(GUSD) 7d chart
BUSD
BUSD BUSD
$0.9994
0.01%
0.04%
0.06%
$37,821,892 $1,159,853
1.16M
37.84M BUSD BUSD(BUSD) 7d chart
MetaMask USD
MetaMask USD mUSD
$0.9999
0.00%
0.03%
0.12%
$36,216,740 $2,097,137
2.09M
36.21M mUSD MetaMask USD(mUSD) 7d chart
USDH
USDH USDH
$0.9996
0.01%
0.03%
0.02%
$36,056,933 $10,893,638
10.89M
36.07M USDH USDH(USDH) 7d chart
Ampleforth
Ampleforth AMPL
$1.27
0.00%
0.47%
1.57%
$36,047,945 $2
1.63
28.27M AMPL Ampleforth(AMPL) 7d chart
Celo Dollar
Celo Dollar CUSD
$0.9999
0.00%
0.01%
0.01%
$35,554,135 $368,237
368.23K
35.55M CUSD Celo Dollar(CUSD) 7d chart
Anchored Coins AEUR
Anchored Coins AEUR AEUR
$1.13
0.17%
0.60%
0.98%
$33,922,315 $4,527
3.98K
29.82M AEUR Anchored Coins AEUR(AEUR) 7d chart
Pax Dollar
Pax Dollar USDP
$0.9993
0.01%
0.01%
0.06%
$31,934,758 $4,317,749
4.32M
31.95M USDP Pax Dollar(USDP) 7d chart
Tokenised GBP
Tokenised GBP TGBP
$1.32
0.22%
1.38%
0.98%
$31,228,582 $430,996
325.61K
23.59M TGBP Tokenised GBP(TGBP) 7d chart
LUSD
LUSD LUSD
$0.9990
0.01%
0.01%
0.01%
$30,747,622 $39,024
39.06K
30.77M LUSD LUSD(LUSD) 7d chart
USDK
USDK USDK
$0.9922
0.00%
0.04%
0.26%
$28,379,189 -- 28.6M USDK USDK(USDK) 7d chart
Liquity USD
Liquity USD LUSD
$1.00
0.04%
0.09%
0.23%
$28,022,450 $479
476.41
27.89M LUSD Liquity USD(LUSD) 7d chart
StablR USD
StablR USD USDR
$3.33
3.44%
65.47%
128.14%
$23,392,301 $8,683
2.60K
7.01M USDR StablR USD(USDR) 7d chart
USDB
USDB USDB
$0.9961
0.01%
0.06%
0.02%
$13,411,503 $37,383
37.52K
13.46M USDB USDB(USDB) 7d chart
GYEN
GYEN GYEN
$0.006132
0.05%
2.70%
1.19%
$12,871,782 $19
3.07K
2.09B GYEN GYEN(GYEN) 7d chart
USD CoinVertible
USD CoinVertible USDCV
$0.9992
0.04%
0.02%
0.04%
$12,590,942 $31,565,236
31.59M
12.6M USDCV USD CoinVertible(USDCV) 7d chart
USDM
USDM USDM
$0.9992
0.23%
0.16%
0.32%
$12,242,381 $88,183
88.24K
12.25M USDM USDM(USDM) 7d chart
eNrVfedf6lzTLqGGLoQQqrgt2957QzoqTfdGmqiA0hXpWBD/9bMCCslKnnP7vs/5cJ/P/tSszKyZa665ZjIWRPhbQkexGWzhfO6xx/g+FjOW9ZsFT/S2qEcUVje+lfFX0q15LS/2HtJMXh1edTXpkqyG2Othyd4UVuHxzzNKZ8USTGu6oilXIjljVwvq44l0xdM08R3VS9XimWXZ/+hc0fCM70b8qiUMN9Ywa8LJ+a0dA/+voX323Gtw4+/wpXD7IlHO/PlAJfG0LpY2kH8TmU/4wysigvybrVqiK7M40jr3jDFcVWBXJc25/9Ad0oCfpVqxD0k5KKlvmtFI+npHu+VQ3BSViELZXdTyYychu7/HMy+htoa7Lnu4uzHWRIbbtCncWNIvRvjhavuXpBLejOyDv5mILsQ8oZJw1bphmAuGJLsI+Fns2XCon71OGmtEc4+XSnxkhNYLt7RqjHwYwm9I2f5gMJ6teG2o9eJsH7wzMXp7z4+0UMnv82P1nEMqnyL0oZTkNJ8Np4wR6YRDtXsbmDU8XLV1YkmFUIaO3ZKDGS75Pu9VsSdd6BkpecHfDE3HI5xtrZ/8m2ZNsix3PuuENWklXuPVjXniQjcR1syBn6FaW067//qxOtbtXj9cXcb27RoxeC8bll/6Usb2K4q9C2MLgW6g48MdxaQ3VNLa7zuJytWZ+JgXfH8Fv1cVzV0a8WIkIDu2AzsIwO+Bd6ba9RG/wXPi96UP4BPmyYCR9Amz1pbSOx/Buz49FMz8jQbebpBoXRPJNv5WcP747l/iyKWoyXaAv6DiLEdzWkcTv2b4q8lTQ9YduUeDbW3ZRrd7C1fH7uW2Zz1413O6BWc4+Yr4gB2SuVriQ4mpU7izM+5HDfWrbefZ2awf/D/i/PP18LHUOCb980w9eb5gmwR+NleqAhtFJndU4FlEs7xgMRrZM+xiDzIp5x1R2eunxM5quG28P+Q0EvMuM/AzzVw0nAT+Yp12G47VEbE/jFTlkSOXceWmG3hoPJb1wEYTEdXGDPg97m1X6yjrwHOuqLeuktETPvmcp59VT9Eo8U+6hAchza6kZHmQGaVvRnWY6fMVO3x27XVJ7qyY4bOn6p41FIt3tU5gv7XAimghZOQV+WpnwbRdE0yNl8Edc5j2YopmEjznVa47nq85p/5YGo/hGT8/nEnGJlEM+JmrLlIo8kSIu+sD/2/K8tGxTYZIn5iInBimwDsz2By8aR+3hs+gBfA3XYY9ryXN7U7i9QLws7+Wfa+58RYuiNFoGSefZfNmSTMVC6ADvz6/p/j1aecCPIuQkL6OkXHCPDWFTQZUEnBXivzzNzPwz+uYb+Ii2rftY+gTkSSzOLgrsqXwomGKL78EdjjLaMKZF1dKqomuYK7OuENBtTsWKbwcPj62FniQ3dtWTYvN7gq0IVOGjnwWK/DdNvAXJX83AN718dedfrTsO1UnqY2pq3PlBCXWtR91UKwLpLAzZqzrssQ67I7F7g663d9xPJIDd5rh86mGPSVXJVfGvBV+qNUA78ztPzuMJ8DPQp+NIKIvHiJZ8M70i/ElXu0P8IlId1LQOfrc5CwCHzwMR+4Nomdndxy8F+SVTwx9/mIBK0A+f7h9Lp9MbcirFLsj3E6VbvfbFOEuM+57usa472LinS8MdYXo1gY+H/0T3wHxxRBuSN5BbA3H9m89ejKWdxIfCo0jjdmAL21HN7iLfwcxctyn3Tram4o6QewRLSUkq3bgS3yFPMsZm6j+ORoTAz9zCzf/cirB2KvheG6t/lLNeq4kIL7sbYfb6LVjnmc+Rm1V5NneNBivpv/4wTvb1GKTmbNTMbjTB193+qNXsoA7vX2uPyLv9NM80iLj9frlsRrcWzOwXzI95gP36CgZlu+GOAUH+H+VeBsxke8FnfSaT7ZcL5cgd6gSRfXdyCf6cTddcb6RPuHHF+2WXRA/Mxxc+spXxtImkDs4U1d/ebuYbR21pU3P102+An8TaVRpDbCtEwH2+xXmz3t4wA6OOpeQ1l94v4nOEniW1UuvaeBLE3l8Dc8Q58d/gH8G5I037zp+A7Jh5F4XrEsr1w+JyO00eJ/C/BpREU7eknHiy7a/0Iq+dJS8GK9mJGsrOLCf9MimPwLPUjGfcIB/HnrPFdtCR+PBm5GqgR34RzH978iCZ+DX6luKXw/OIK56OhjIHW6PZdOunemowV257Y65u8Bfrk4Ey38D4I6JYl1NqPjo/ZCBZ4kat++I34MYae4hyps8xs82Yp/yJ6rduYT444V3iD1aobOjW4oq5eye77Mbz+qS+tVC/DZCxnJ1KvJrhYwF8q/zlRfUU9f6j+l4SDYZBXbAJmM+ModLClbSflt3CfI+nKUk/tSrZ+TX9Yv+syh7lHimSRz0/bomJ/36LLkf8fCmMRO4Kx+ENtkBMcRrXP97yCPP96lX3+RRX/EV+O4FYg3rj3TBRdInRLjsha9MFrX8TMX22gTv5Q8APNoD8LNPHdIs59LzwK835gjrIH4etOaRbpW/RubpZCRUwgUfh+GZG344jbsrpkg6vD42D2ykSNWOemHtTiZRSZwqT1wg3y7uxNd48349yA91cDfNJ7+M80aTn2j+Rsk7vTQ+8xfEEJXamVaR2Gbe55YeXblJ26JVb49i27pjGvxeRulJK0f5jwvwhPD8s+0k89+JTbgRUgA/+9syIIo3vfYqA/xlRz/h90lTuAnYL6+s23sKHKnz76576oAJPOf53/HJgBz8rKp9cki13Uf9A3jX3rG1De47OF/VsWj6nFNrl5FfwD8nbUg0HQ8vZCxzRlPkAfe0UO3S3TqIPZ9drhHcLPD/pnTLYae/wNs4cia0ZQOwUfIL11k1ZAyJmA4dKvJZ0GrwU4mO7rR3cD5XkXK+Af4Ecf6DEueLIK8YxVlBH9sc/eLPJv+A/3cBAnRbXvd8KsA7c/qRmTPzfXMc3IeJ45Bq5gFfvqHGct9ny4noU4tGKI9l5/QS6ewseM6QsWp0TQuR9OXBVZePKl9GeezjcRHOY3nRto3i1+bUiQjkzR3XRWIFxIKmBuRN18cIo4i/4rWAEq+TuTPgL+dPaO7PCNOGtvuY9i5FYlpi8nxbvQGe81movLsfC+cbbnBXdMcBZCs0yP0vkejK2RPXagfPItg/i3AXwV3Rh2sIFuV2uySOVOy5JYM4IZdnraZKeC1IYu8Lf1GpHuveJfamw22pOpnSx949+HQU/M0U8AnItpNEPSEMLOnAcyZnwkEU2EgEMBF5vr/mgxCI12+egkjOtG2FYduHio1hW2nXONavV5YJ6x+ngcT6+khd+XzdUojB37ziHl3iW4P70Fa7Z3SBJ/ETtSa5r9jfmsI9cMdInHVxIthAQN1B2DaE6WVeRXBAxuRT5H3MZ9XMXK2CHP4qJ+L3aOJ4VTUF/qaovqbkS5bvSDwfjf2+APm2bp6aH5tJOoLgZ+Bv/v7CbuO5/CGJrzcsq0lwVwSujtH/JgW/50n65i4C+rQfYA1PRqz1gfw3H0InbtZ4Te4leBa1M6O5GeW4fk599BaEMhOwEWc9gm1tkXg32dO5ykJ/gwP+pi1yZY157h7Iv0nmabUpaDgCMcS3KNpJ2Mi/mejhflMKYMwqiOXEug/dVQLf1SRy5HP2ogoyLl389RdU4tZlbAHg1joilg6x6QlarkPYVG/7y1/3xwSr5vkoBaNYuQ9PEEbJqFwFveON9Pm/vsTKdTS5B/JYNdYV80Z5zF2/BbFOIL9JIaNY5zwexLo2GetiDsuhXUb+Takkca+JPeoCUC1qWdXNuwvIkQvcB/HO6YrxBDznG3fMWVAd1MQb408QLq8q8x0KLr//xuW2Hl+OF+N+yQl4Tu2ugADVHhkLvvDnc2ySglGqq2ScSKAL1+TPzOKszBDOjnLxmGmAMb0kxjy8uFRsn8sGsee2q3J1R9iteznAbm0Su/E2/1qObsm74i5xUXGep7kDvjS7atgPOwex4LaurDuqCjfaNWoTRvD/NnlHZ+cEuA9lfrDe6v0SfZJ1o082OYgTidc9gDEXkiTGHN/U8NAdfSy0b0uUXx1vConfGsR2wLt+N05qdGfRJXC+za/zZaXWYNh0hy4B+03FYmEyZmHgrgB/OQuL1l39Z9E+Oxm19l2apda2pZi1tkRBr7VTcldZHWkq8uDehiKztiCaGRsj7Y5q4z3MkYo4QT5yycH73LP9NR/dAP/0ZhRjU/XMuuyFjLuWWVdAsQr+3+b7oQafzpxfkBhz7S72ik5dH2subkA8u8mb7B8Zw9TtGYhZ4PcUT6drY+AMia+YJZjhTifDQRAnloGNbta0i2QurrZPpknb8mcSZKy7ALVTW5xn4RkyLGcPPsBnr+nkKMQzyP0pQ+RdUoTOzo2cSleejbshcL5l7o7nygYw0W1O4ivKI+LHpoHE0A7j+iBGJjTkc1Jylfs7VwkUsndkmKu6jSOsCdUdS0enyyfz3G09qMMpNReI8802mY+m5nESo7THEoVxRq1dszFqbTTLx2Ge4fxJnifzWHjBe4pO9zEtqCmTPSJQAO86uG7cvE5KP8lahnP+0XG/4Zbb+xtPR0+vN3FwVw4f+2eAaq45QXufT4nl58NYztPcZoax3Jj9jUCx/OmIpwPvzMnZ9JM4RNKVrZK23U/aSJ9okTFLe5snXClGzXXfZKm5uoyay8iouWqJrsTiyOu9UM3VNIUfGrY1FEt2x/waWiy/6ql8WArE5B4Uy7m12jYllo99x/ImTyp71SPIiZMAvmR+yy90Lw1WkpP78uuH1JIG+PXMVw6fMZQh7B1Kv7gg7C0kxO8s2LupZMHeMTr2ftNjd3k0UHhhYG+JMs81xJdwe6bifa1TsXdHJ5cJ8fqKiuT58OlYeOBLelPRvMPVnYfImLV/mShXpSkHXwTedcnib47qjj1eaudzTUfW4eshfIvEIfID0cNHF8PbVk2Jgs9kr1Y5FZ8BP6uO7q1vccAP9u/thF2yMaPbk6qFfR4lWDOP8nve1s/vSguZ37d86NzNApkfFG985dWDCq43n647Qqn7xYiFabG8YnA+KZ+OcvelDwEZk/36qS07wNf+9d4vSWXryTdHxqwLK6G/WUZ5jXmA3Yh4Sm8fYu/HktIjN1ud5Dv7rqsSlvX47yiW/QB52sNbPyPztL6UMZM4JIZNkHW4WkzUZYbk6N7ef+HPCgV/nmfnQH7Q2jLY5Yh76sfdlOQ0Q8Y6n3LiXLVMnq/sqRuUsgY4w2+fZnoZ68mDZPwsCH01Wd3W4bhBnFBNgP83uS08uroDP7MXLOF6ozeJ18/Bc9oE6xFZDuBPo3sd4KwFvnibvLd3fmNNcGtfFKpAjvuUqK9T8si227wEbATOV8q6AyQHsbFC/CIxWMt09KqYjBxot/7oBxySXbu2THJIh0h2ljzD+a6GxDbPAnm4qAoweIaOgIVnKFiYPEPwlc4z8BWcPM9wBefwlibvrp8riTqnAOKEdHpNOGEDfxPzF/nOTv/sJebZJWxn7yHaaG54dukHsDuEy6cXneKVeM+wPOCM0a8+QvNpwFlROBZDuGBm1pttlnrTXYbrzdPPKlRvNrlyvM7DwPkU1iXer+QgTpA11+T+fCxJ5cul6usu5lFLdtEn+SaZi6fCl4N7hGP956TgF/EIv7QkQ/zSU69CfZKyE7W6ZEexhDayr1v764suXNvQapU4mNFROBbwe9Q4X4t10VHd8WwZ1JQYJY8NauaGtkzFdX0baW1lLXkfVuJLpilHv34P59DTfB2KdWg8mtx99/O2qfe9gJ09KfNHuWorDdVj+T2EYnf+t93fEeKmx9PtBHDwrrdFLeJshuRfvF9+vbT5x7wg2Z/07VBq7YMxHr3W9rb5CPo2imcoeTddHYMvN8Lsg9rCk0Go9Uo/3/Lk4TSJ2Y3LvoD0N7CtwteW1p11BKq1Abaxp9TCtiIXryO0PolMbctr918Lhxzw/2ZuY76BLxkV3F0lcaUjsbdTmeY+S0oB4wWIL4kU4RthN0aP6PhoDeCXlvQ3srbj0U6eg3f29yu/pxdxKm4lcXmbr+R0mWc/ZTk7RwOfXSRPFKCz19C6qy1knP3G1jEHaH2SMX++4vloChcZnPEcrU9S+ObLJZwPrnHIGeePkAcYu3E75hrfsnjxR2mlYLeXsq5K58tdRYO/wymO8jROYswegSXIPA3yw/WhfmPA+d/11GdN8p05Tesuw7J5HPiZu8AT02vReFnuKI/DfPn9o/tTnrjpagJ0/HKXkYQy8oi83FqEcGuzZsXZOBYFgnwM8QvIVVYIv6Sq8xz+4swvzUTSjRyGwPu0LMc3yXgG4nyDiltViRTmbDNrUZStFr1nqUVr1FpUt391DvGmDT12k0XPc3VJk9DeWsD7jCs3TzcUZAwpk89JxuTxZd8AD57NaMuG2YI7RMYs/ozQkTpO7BpDkqrRk9aHWpqucf4yAt5ZdV71BPOmJ8hq7Pa8XHPwQVza+spx9TXdPRmTBatXJPckSvbwEJMvF7Hx5QY4jxUqQYgvF+GSF0R5mzeHMy9eiF9SS/CuwGC/x4PLjdiHrEzljEUE+tLhWTXZdYgzlm+KPtn48vHzBvI85MvFhSMuxJevSPq58Ru/4K3MMQO/JP4L/JKC8Iv708CRvuiJmyLMm0rr9joHl73J7257aj+NN21LwbvmNfXq17wV4oynlF15fNt2C85wrquPny49yisXDn9BHShgvmfDhu5XfODXKgl6Qt4H91dNwo1Mq+fcwAcvvnrCU5aPPOm7i0492RPOCAlOXaYZ1R13A1ze4FBw+aB3DerUHKVO7ffmb3paO3nfw17TvotDnk9cuW4pyV6IEcrhirNnccFZEioUu0J5Mlek8orG8ycZRmLMFyiPNWfNZQqviH3zihLLdQkb8ordx+J4Lu+cOCe5mdWol7cL/mZKuXm5oN7SAmxD4V8eD7ngb1L5csxZNNszo5hlVAN/8RaE/Zhl3o4Yt1a4A/wJ5bjE1iAWSMlYoN+LqX77SV9SyvMcgEzM53nwN0Nn3Fm/qjxO/s2/HQNHDHwinI+dfb56aD0ie10nA/VKcY9T6+ecRFA5MYgh18gxliPx2YWRxGfzvApPi/USkbVg7FWaD7WVuHE24eKC+8fHZ1CIe3qEcOuAc6ThVrP/h/ddx8StHui+Kzk4yOP2jIrsuR1Ezo0nLs+To8/hlnhSSZ4/FlvCIw/1QxALzLOX/O2/4GfP3va7/hHYD/iLcf8Xf08B/JpHCD9JPQNbn0TnLxuGfRLwe6tQn2Rv1b6mtkJ2bxxr7xm4FWPi1joLbnWVWHCri45b61xc/MlXxvNj4Ye2A451KP4mwwGc8S/XYh8cWqzjyol3WTog6BxhkN0Bnn8n9pwu8F5U0xl/1yXBq6cgDvrexHlPSXMVWUoAXJDaNSOxoyipjSG+dB7c19YLBbN/FCcxmHOM5Zico4uNc/SycI5VOucYArGO86nHrnJwrEOeQyVEzNmVqe56mM9AjXVvaNXVe9d/8F8zkN0r28pXdrvbn3QUu2fmIbuvjr1Se0TLXGSD5CAmTomjfo8W+PXItjUWTnWAQ84/my4KL9XnSlDihUtyM/jahnk+QPLz7kcdjF/ytWBKMh5ZIVwpcCto/f6zh2pEX8ovQPglVV3SsPJuqPSVM+Td3hvLeqhHlNZthswzqd/WyB9kPah7LaxyGr3pjej11UrEz7dSuJkdWXGdzs3YC33/hLgZ1r4oCnMzXUID9UUbek0yh4YKLSY3w8nLDOEl3J+uOLs0bqanU8iFeHoPe4a4mTfplpyVmzEFOpwhNzMnaO8iUH7fwB6y/neB94pDOfu67GUbo3MzqSaDm0HlDG6mwPc1mdyMbJzOzYAaXR3rqnw5RpznK/AeV6tK42efjaCIGudDBQGnWa62TyxN6Owf0hlxjq0frg80lLkhtkHud8186L4Tzohv0hak9IR5uUO8QsV18a7Wn63YX5l9Qxmjb+h7kpXhviGK28oaep2qsj+AuqruecE1kRLwiSS+GthUD3pSomRGG35o2tak47aSltpf6XHHnBntZk21zmtlID7SUH/8pWHF80pJb4jntz7ysxCeD+SX9BS7y8zlTcjn850g5PN8Au0yfF4fbohhn//8qnNGPl/nKpNFIpxtMDAtin7qicR97Cz1EuspaDoIkVicRVQT1SRT/2Kl61/EQ/0LJ+etjfQvPGIW1r+UKwaq/uVIUIX0Lzcpte2+xfR5hI2PfGf6PEpAPt/Q47E0HOfFFXdJqZTu8rU3PRNdC1CXleINQVPPyTePIEy7rnpWsmFaHNSbTiqm3YcwLaiBxin9Yj62MUPtF3sLSg5SZ9boZyw1upiAa3RQx0H8xGldU3J0QG48ToR0x/ZBHcCNZuTutEEI8pi79gHyiidinjhFyLoYRRPZUlj2al2A+AmAzy5Q87QH2AjbMTx4Dg0O4yTIqRnc9tAe6jirh6oCpONckpfbQeQKP/RYJqK7esrZpci0iX52oRLgkJFfEwPbhqoU2w56RF0CT1Lq935fG3OmcLKX/CsWFuxekZxHTVMItQwS+QfMxVZMkZaiLO3opEoh+NnUJfprSQlyaiKntBXyCf2rbBbi5O7zR1ylaJXMY7vcB5nYlR9olzMN+4t4yMk9yTefoJ5iUbf717AWUO9q98ZJbjuFS1fXo+YX4GfJYe7vtsh765uMkLk/ma6EWoiKoXtSMXVPpP2YuieVn657iqdRe76eeFGSWirujke5cjPQCD7zxuw5LLTcdmcU2AzwpYU7yWZ4FtwVuTQrUE9UAZ4vQ/cd1DlqtvteQ0u2xvC+L3P5S9B9f0zebCb9PEr9DmqZKjXO3/TM9vzrz/oP53XmfRer6fddmheqbroaW+bR3pMyNF8y5XUW5z+8xpoSWqzjE5LXDm+Pl5qE6nfpNPeRtX73VZFhfl/l9iDu4m1Je3R3dbFwzZvfd6pmfhken84Eu1Te5l3/TOes3ClLiKHx9L6zaDxV17DGs67NByE9Owcje24to6MD7vRa/Mr/+0IVJ7mgB2cLV92mbrxFS7gmx2l6dm5EUe5COU6cf2XTELg+RUpkqJ/Y1X/0IP2ExHYxvm+P4auGiVg4KAxajlwUPXtmT9Ol69mb6HOQ2WfOsfSZAwVmj12qgPvMgdR4pI4+wz12ucVR0ntmzL4ntHAE/t+51f0XmQfvpR5rystBrLmGQFr+7DKuo2j5699afgRLZoihlr88zSlCPO0Goo8oIyFOXTw+/1f/dL0eX/KMUTgdYfFzmc7pvAvwuzT+s96Ep8Cs8RpQjddUSPEe3wDzGsG65jnYOVcSH8IKtS+D20nNs04za2lB2opp7stuJy6bBr606jTy3k+V2noAYA3Xu0R1O+Tn18frED8/t3ll2vEmRNEN46yLwumsaT5IvxaunVn6+FMnFo+4i49B/V42Uer3ge9CPGZft/ZuVF/T9VLGyBv6fN3hyxl6KU9r3NdxPbkLArQO/t/4TBg93gfxmrCVdPuvj5MiKP8JV1AKP1/55uevcubTIT+/q6vsQ9oKNbLx+HYmOqJw1G8vyjY0v1LQMTXdLrb7rk4wNd2P0PxKC1E78mMuuMdOnH00XC23+qarc6ppHLXz3rRd4+2ib5Bm6E1SS7Fp+T1V/pC3MYkPoTj/HrudjPCmrRfmqRVsT19GjlxyilZM2K3QOeq06bTD5KgVDI5aJI8XYY5a/BhvCEm+JyibBDUlORcyHu1pbBWh400GacX+9KSSeHoMLZvCVSjWVd0ZRDNVfzzWQPe9uG5i11YQsdxQWwGqmk5CQ96HmS/NEO9Cv7mEwXYvvaPUGY47UL8z5hhOi2xzDF3mHIOvSp9jyD86X2WSRB5jmWMotrxrUq2tNHZCneHgyWMPxRiXu03mqgObcNDv0Oiz72+senbOk6tJze9WDsTX1WyHF5ckFwT8Zf6Lx/ycF1XVMLbhaJia7ms2bNP8Z0138h49zTYTTbkFxjZ8gG3w0+WaO6PU0LANKskKtH1sgx5AZwf4jPcqH/9Naggs+0bT3apc+e4EP3sKNnjIUCcnmLJ8oONHJBbWf+Xw5IADHOmaWXjaIpOnlbPxtGf/zNOi4rzMkOiabRlG/S7A5W/Cu+S9xJ+SAl+6AihdN0HeleeDXGPAK1K1FesA61O0FcmhtuI2pfYPtRXNqrDZmcagWkbxSlA4q22dfFdXzUL8fENOMPl5lI2fLzH5eY2fzs/Lnq5rPAn+wcHhPOZ4Fhe9BwpC+tEDdyUq/7Vm2Abny+Egd+zet4gDUab6BvHz4L6XVyTvFL5O883X3Wtc5XGqnn0J4usOl+821LmcL3KSsHGP6LzNIbV+T0vOsgy78yUsdsdCTLu/yOh2l6B5gSbeVdkLsN0bBkT6eaZ1prBNcP9O/JFxaww852lTWxno2ZtMPTuXomdPfevZ7x50/pIwthrd1wG/DqOghoXOvrsU3dDmWsmraVJPRDm73gDuO6T3fg0x9d5vPDa9d55F752l6735BnsWO/9oe0guaDqoW/JaBvozswS8l5slIpLuHNP4+WCBhzTLsdRgZpLKWV2ZJ/E66wyHsy0fza+AeKaH+DrwezW6nug33I8j4sx+XI6tHzfG0o8r0Ptxj9ctRIw3RGrY50+flTnvAZ9Q1Gk+n1J603ly5uAEqmEfWwsGthr2/tXVHelir8fWUFgXi5xc6tZ8ml3dmHbVFaOcfbWTnoBxK5bIaJl6oraQrS8zzuzLeF/ofRmBRJ4HfsjQBGuKoeq5lPjk0nGro8T3d1o9DVrrQHqi9edNgk1X8qG0REZaqsUWU+e/v+PWTurM6oU4Ob9C6UnxVA+/pP88v1Jlwex2Fsxe99Ix+6dBLq7rNUlGH5aTDx0giDjLwahn1ycK5t37K/MG9gBh9v5zsmmp3pSa+BCzH6gfIMw+tXulWpTM78aPjFMgTqxcOzjkXJZ8cpzO23AlaO9nmhoJi6YmnoF0JS2k7m3wYV1JiXDO6EDuoGG3zKs3o9DM1B8npDB2W2KdcXgTGhP5IXYjyPdC18Xar0yrunmbcFHUoNToXZAD6Li1qD5vcaAZB29GOcaYcdA68wRjxiFeF1Bx66T/nAvhF64xuWSO5F9o8awS5TUey1AeewA5h63PLNXE08Swz/xZeoI0ggXDcgi9Ly9opxNJvSVxilJ7L8eSHszNpJncDCpl4WZ8DZib8WbEGio3E/NfzeoR48mp/GhmEAsE9md9Xy/V4lL5yK7++VgIzSaVrHw2nl2glFBmk57TS1yo79SaQvkHU/PcmfNgkBtEdoMUDqK1oG5SOQgjqBEY8ysozrDtN+dItW0lXhPQa5Kx5L3cW2bM2N43XGuo6q47ZqPickR71cNChtSE9L0N8S/mevqYbX6lhyhG8ytL5Lw9nX9RgRxO4d3eB/sEKLoZjY0RrxtKRrzWJUpGOF7ft2M9CR2jcJRvejyeZfDsZWlHAHIVlW+NlDSJimX9PiOd5oL4MnfjsAz6Fqu5Ll0DOZzhqIe6ErWjGjBa3eA5LQei3BNxeE32mY1f2BvzG9biCe7pgm5b+xaZvKbE61VLalpOx+U5lT/HwGc8BRsuP4XxWTPWk9PPLsVfhUZ7imBqCJrnKJIV0OK1OvFk3L1/xXa0GShe95+TLVe9SonoMF73e+z0s4vqa68F4/L1uoDeY1DAPLu8K/gJz/5BaG9gnl3lzJupPLtLuRqGeEXXmhSzZfXU3llOB+FPUHcgbPOUyYzaUx7izyb2HoW0MT3L7sWhIPee7pxQ+kflHdMV1D+KZ822H+IQA4s+pEvHIQoOJ8/TxGAcUnM9OQtCMW0XhsWWJ/Zf85NyP7QL41DT+cO2C4OwFV88KeM5sh0ka4vD97ETSNv7crtsKlLy0ctm+2kGmrkLtpQ/mbnDnGmMGbOqHHrMwhwZvbtlDLwZGLZFyd0bVNu+IPLrTDE2trfNrUEcUv85WWfueKhkGLPA7/2BYpblIirYjsTUCuse8N3drzkG877CQWKpS/4myR3+6RLau8wYC4+SZuFRaDMc3/sgGnQe5b5qT4nHr8E7W3Vrd64OB9wTGSdMvtyR7Z1Q3VK5BCnAYJUAVlqbgfQvW2gvQNG/fHzrX07f0OKwtjDmDqE5DVy7FQ3cTse9AcynOqH0iNaRd9K2vos5EqNwyF0fXYXqOj26m6KvfESdpxzUhpAerH//vn3eMOv6kzwh9LyZUw19TqO9rp8670RmLqi1xacM0u/+VufZ9LtSDmXfRbdxhEC5uLqv6qxzU5v6cpGy44V3Xy5Rd7wQtpRqxAmglwNO4JSi0R3oNdo6sZKCQ/paHHAfzsl4vRj1/Vmxk+/sLPuaaHK0pF//ZOeDSCon5zSq6WUeBvXAyOdk64G1lSXbUNtUXObCWofFbCA2H/dAHFl+sDOHYtvX0Kf0J5r8uvbRCWvyCVt+jK51IG66ptPCo72phHpgnelrj4o8O7Xn3RFXvb13fZOpacvTNW1DrqREuJ+G8fpFxOQLDlevd9SLd3Y9nSPDniAcAjBmMMMyfyRmw5gs80cIpHGRvsqUVwVgvJb3J/PhurN3bfEg12kNdIfUXKXL/Qc9X4mwV4Znr0je21ZNFer/hU70WPbjiaJpq+QnQJ6W0+vGlOZnvR4ni56PvvdgjbuQoPf7yTlhlHBrflM1+ZqYENkDWPEA0nVlMlPAPwVstVODh8e6Qo11Vg+wlBWDdxcdr0f0x0vYBCVeK3Y00D4PgsH9YjcM7ldS9bLs89A4qNzvdQQ5oufiraXIoZScNaH2c6RO6HzZzAlbPvoUymXDfHRkSmWhfIRk3/oxOcX5oJzvqz9GzUe3DzpPibmnpsqYmZQQLyLmnpoqhzozqZ1eMvxglqYpgmaBNxD9NmUWWDycBb5OY6Fhv2qJ5H7p/ap5fAbV15F9l4HSs8EG9cMQa7g7+vOf7SAau4H7VTXts4var1rhTVzRuTwy59xNnZybqTxmtAL143QkBz/So3i/9ShpU+jhZahHyW/LP0TxnRip07F9cVZIJCw9CRqO/kJ7ObbHFZs4HSfzUOkrk9c4Z/AajoxkDOY1hPJEjspr7N5pV38ww/+OVybH078g7QG2hzZSrHiiIX0e5ZwkM+dY6TNw9sGuMpqe9qr4wxl+9z/P8Dt7BrHkU69N3kP1nzy6pj4g4y5Nb1NSutL5xCFzBo58Tlausmp7QYZcZV2xIoC4ykerNBMWxyybcYBDRjWQcWxVCdVAYsUbx/iz3kQ8zexNqILQ7ED5uiVC8E/uz+b/0LvcfRh7m4LnwCS/8bf/D3VW9k8DKn+DdFYHOy7LCYkjqfsLHC+E+s6CrOheFsjcsRL1DXzJO0s+J1uP/Q7c6dRjeCJiR8Bzkj0G7YqerBvnvvhInn4maonUs8Ztj3GduruhBs/APdurip/oqP2fr15YR60gXjl0HbWnZIp0OJWf7C9I9sbOTKntwU5DKqfT76+w5KOmQsp5H+pGhY+tBRWEoTuT4ySfpV4c7GMxUHY3fAIckod3RD66frK7IS3x3cOamo5OxoE0NWpHS31WhWpDhX4ymSD3DNF2BY4leiabIXUEzr4M5eL+c7LWD0hPZBjO/4FYkNmWZCBNDYh12/JShVI/AJz1JsmVoRk4tbP1k30sIpZ9LMqqswnvY0nmiNiz2v+TfSyvRlXCzB89J7SLZkXVWWPblydtcCg468hyv6t73YDyNE++pXxp/absiHxovqPNKswJOKqSn3ACKmfKDHMC+XiVC3ECiXu5v4RBPOaOdQVb65xxdqnzf9KsTDtRbW9jvF0LzAmUhZ3UEu+Rde5T+skhqHZ/gjDmr32HrMbXT1x5TZSzgxwngrQV7v9XnMC5/HiJ3mslY7lbkAig1Bn+eBPqP4DYI2PTiglV8eJIK9ZcMkP9h7xkb407dfNmzKjUJXo8E3TJuvHIF5KTdaPi/AnJB3ujPJ366imqKD3FwW4RCH/27fB99jP91CK2R94VLAbA4bOkFIT2vpK2vSFjObADf9NzdrUBniUjsRXkEX0ajmfjT3lWjWBToZBQ9n+WIf1EecXjR36Du6Km7CTRlmV07Yj3RYb9pH4QVx0MXezdg9L7RNZOm9qtm2Sgr41RhfMtR0qhikF8D4mvY6Rf03rJtqpO2iynqieQFnx1rMS+E8/1TJv12obq4kFfza1vLUQvAi/AX3R3lDl9gInGqbUTeW8jOcL2v/drR4fOdaUenZ+oJNGfcaBqhkjsvUzGctpOEoWYqIsqJHchZs56pdmw6VlbXhlh09yWGuqjb88mYtG5C97KSUBL4UMKOxxYQ+Dt/XBn3CNTQ3CdhXfGxQvacPol+LOdcW0xFuW/vUG95LEnVg2k+5Uzdk3l51+Y/LyOkqfJmVf6jiXnm7QAzaqTNSVjVh3iwfr6JW9BgEJ708py/5MxUpM//2jHErnLBNzpUmaVMes1r2LvuYk/uEOeD2AUM7zX1rx9frw9o3tsR6RHDHwGfGmcjs/ywRr3J/jse4aRis/ExJsAwmeV8UgTrVy3+EpI/0nujIuQfAFtX17HmZETU/XmrDkL1dMgh++z7dYau86obMN6epZZT3NXDcs2p6k+0IN92z030M0M7V7g++o/3BmX/6c5/XABJRxprbdlOK3/CJ9hzgyxXcNAPQ3l6RI5l8y2y7nKkyDUXc4FiCsRJOzINv/IumRY9tF3OXegXc75/32eLvBDcDyrhlJS7V1vzPsE7dYqESczEtLnaTpA9NNouO3jsz2mDlDAOrOcC1YVQ+2rusbUAb5ZvZeo1YvUlLp5/aDWHup+0QH/SdvPEKgx7P4pYbF78oFpd/cnjE2vc+pYUed8RivOn+XwwAM3okSZ+8tTyf+wy1lS5+O3Q2x6iGRPxiH8AvKYdJ2ex+Q1OkdmiZaJH/L6YiavP9CVjHh9f+Ex1JRK7rI/ymMNYZPkoX8TzN0URwhlfrM2nN/E/K3Rbq1jMzgflMdmt/4mLqZtFwGzXba2JCD3glOwaa7J2OHtLLHMd7DyZ8Y4zJ+1tU9ueIe3NpGRB1Lmn+ByTpajmag2t/nYBuTz/edk076WvG2BZKh9xWfQKuTzT/vJK3TqIgb+poDCjUqnuZ8Mu+NMu5+x2R1lsfsp3e72wmviRap1ZLWeH/Vz3km7TzOwW5egzPGdUeb4TGfUOT6+xAj16iTqjdukj9xzUs1J9qZV8zfCAxXmeuWu/PbvqAXRwBiFdwM+IVQS0P6Cgum/6U/3oL1bHPyDR9hTJt9Hw/5u/AGnetZ4I/duPRFzzH1rK0/XbL2etNpVwqiY1sqYY+/KaXPs/BnqHHsl/qnkKBnzHUUj23yHlDnfgSWh+Y7zZ0nZUVJw0LxwjKkRlD5df3I4eJeLqdKEH2AG2t4KT1snlYlJDWsH0oaCmIWzxgJ1qK6k7tlbSjO1oU9iyO4qqi7hDdQrDG2opMiiDb1XM7WhZzm6NrR03eYo8U+uwZ7T2mDNiaNqQGWfetV1MRbIV7w92n7vuk6s7J+9esqcc8uIWfF8S1Ye4fnssQAF+Q/elSsJX6HVtGx/hj/v9wW/+lzfuKeZ29eB+Klh7L+WMHckF9j2X3+y7L8m6Puvy0JHS1p3d4S4+FMI4u4f4njbOD/oG35gkbYsd90RiN11ozZmpu+SdbTeeju8TA3EwQ7U+yyfEFXyvbDuu3d2lKP9PVPgfDMQB89zXCZnwjzrtBvbmibxtZSSH9yPJeUFNT/cK3/WPwI1EEv/qCGHd26+i8n5P1vL6IP5ugfvB66OpeW2oln4pn0MSel7ZiXjS/U/IBZYIJ52EuSAJBtHfY+F8tUhR104AjkV6r0oPumY6P2TBRM5mj/cWcW2P7kBYWFJsozFUhbHs6zohr9ngztyaoCTfVXXU7wuaNI0PGiyfB82PjK/Z7MlAXe6+4dLzvBfLl51RS58jTgHPzsrvjh7w+8YgbNvFf5CelqAl8IGN7asMwlW/9wmV+k7XjKJo5/MjEh/uttHDM2M4K883J7GbR9t7yesn5c19JqbPBp6eJG8Imj8/pG2V9qoulb3ecxMEqoRwF1JObdZa0O5ss6n1oYAWdC5vLlpv/nkV4QTc5nrYuBnil8qyv46cI+2NNAOFCGzNvT+sDZ8h3agBAqmSJOTv25yZPBsoC5W0juepQXbgZKQvLxQ9S/lMUfHfKbQgVjguGbuq1w+Zd8jH01phzrcVvmZue/pDN0e9MC+ezZq9cSgV0DfdYX9cJbmnmWW5ozer5JU7CUeIs2LtIy8WZPUPW0Fruxx7u4ykrN7OXWOCPxeAVE0y+3a4UDHQs0d5pkxUDuxzY81EUru+AN8Cf4eSioZtXrIueslCheUBPdPQucAPT2ZKjLirzsssWCQ/6BdUH1sc68MVOgcYNpk/3gNveGaWAraA0JyQXyS16diBltBoHwvO8m8CWGGIJQfKDtQWvLSMD/wgF/XbqCzv0V8K9dxbjUqW1vE5si6ceyO0n/XAYyZVtL1yQ0WXn+cTetnZmr9WpA+mUiAHADuQ00O97IKynH1A5EoYrRe1r05UpBHLOBO30sgPZgV+ESqzMZ7cw2xwlB3P92cNcMz0itbK7wT8uwZis4xRPZJ6D0Nw2lLlv8hR3bG5MiEEjpHlsjK3UVT5F36wz4eFsJSHJZelvM/9bIkynfhaJdla47zyvzW2+LMLzOoH+YmbLLXwQzVN0fGyyyIQb6FvinB+S++F4JD3wsxR+ry8nVdgf6EI8vUAC4vB5H8b2TwnNTeNbY2nqb37dHhnoympycf9u3LX3GCPo9Qx1edmmlfT7Nlo+8/ay1zOgzNOn76w9rJyDJj9AHVTmL8U4jZ0+ZT5u43oViclxHJJfNpseJ+p+/pVhCyzxeeFWuvMOvp7FvZTO/tjnaUixTKF+qOz4OuC8qN+9sXY1sbEXnIy90MEeuhBHK+i/36e0OfOwO/94+1hbjAUlukWObOzqE9kM+hkkCszAtVjO8xtKX1YF3plr0YDUnaDu+Cuv+NFVLvlr1g6r0J7SFbra12FE2OYa3dBveoDGnoOivqucZNcgZPcY/DxPSKeiZqD5ovVbsVfDV8QtW6q8FdaUP7BOTMetPAVm/KWOrNMFRvOp7RirvEQSRF+vwKGSeEpMaFukeiZs+g6ql6BvjuNoSh+8/Jpl960JwVRvolcMceIZ3HlvXCId51kzt6CDqXLoC59BaHgZcINrzUcjB3xvVEdLxka6nPGprnEGOX0F2WiD2ZfCfioq3A49B2KahtJWKfjGePEIbu140jHXx7+E1I2/1LaKiDXwMYegrSwT8VJ+r3wrWg+Xeyz11Qd2iQtTZV24QO5i1+gJcSKRa8BOl7ZHXvJx9XMmpKUlfpGtPN/aXOLb0Q2rgFsX7ZiKbvgc4+mgGwF5qu4dkB7jHD+71JDUg8XCsal/3r+mfKPB7wpbfeT/aiytiwYuqfsaK07uwJcMUnAtfTFv+zouAoCRHOLgd35rBtGr/0JMsdkDuP0CdmLOCk2HqmqTEbZT/mQiAE8CCskbcopxIxXzlzKZsIm7fJ7/xkKRqQ2eAVWZMw9iCzfJNH/tM9yB16TSmR3OV1sYI6xPw+bE+pdeQ1nhljuEb/Piz5jYemULkQALFgH4oFa3sGEk+w1ZS+wqvrdVhTYqBGgHyieMZdHOQx3WCG6tsnxgb9nGEcbOs4nDqHofmi7VH61nzRsNS35ouANF/I83VdIMEH8/30nTJtzaO3di6XZUWq31SNhCdlDLcVWFQ70CRSZxhrJCZi25U7Hr0fG32D671fb9Jrp65xJ7ywvXV3c7uCpy37NsuAY1mui0/2bo3L8Q6Fj1zByLtCey+QfgLm4KG5CVmcoq2fsYWQH2j9NFJ4jq8DYcXhd0IlSJ0/+j5sdYnkz+BvcOmnl7gKX0iy7QobY9js3SFG3jELLv29fqE/+UXVEFRMXzFy1HOD5gpgvATZXWGjYMUQsu35QV9No4Fs29np536WXQOJDOYd7RqoiPPPkG1fLJPh3vZW9Pxi9uKSS5lhbO9Ic7TZAQj3wFgYqoEaCco3eU62DRM/0AIA3+VgUVWz3ILORz4Lm+8qNZTvFSgzzO9UaNduB/zSN+eRWxfQsX7/Oamavb4v0WKWTgFxgKLofz3XA+8wfdYFh/isU9rHSr+gmHw0vtHqpCi89/vzgep5mdLv6M//UWNPX7NOs1H3CdIdlo3/1/3zrPMrFZyGNeDetb3JGe2cxvYUT1Avq2PtnOunKHPQvyQPewRFj/IhhuY08AacU6k26uPI/tm/dVac2YDuB33K/tlHM6FwH1bRlY927D4f4JU9WEfmUc2I9BM3lP478MFeW0TtRTo/ofmx/n2nzRj13yd1zuY6/T+fNRFf0Xgi+LsmL6FRjjO+Smfg7797jRNhPXUeodk+oXAC/ZhM1RBQbTSo46j3qP8++zb65kbnnFdXP6h9+/45mgODdym0ZKO5ZJNV3XgsQ/Wt07z8vKqiYHb105IGn6ZwnFRf6vMaaQ2cj6j3qN/D7N+jbz4roDs6/YHuvm/3Ub//63sM6eH3GIrjp8P7/vGwD/X4Nn6HN3RI/OqGct9r6QPKHhCjBuIn+vGFpjOm2qiPs/pn/+/mXhg7KaWV0JBz7OzroF7d9Grs9moF1JRHp/qZGf7ylXABK1C4p5Kk+++7K3X3B2fIoxTNUH/FnPCaDyj9lcIbZZ6SGpc8sC8N8Es/d1C5kr7Pf3MCy4EN4w84MtsHTVvxhWmF35j2PNcY1XhWfgqqbzdmbkPaes64HUwQ0W31HAXT8tc1/77cWBoPjL5dUto3QTuygP2Nq9GoXpS8lFHwS2ECp/R6qM95B9thwE88XUP63f4d+8/7Q0h98hKJz6jcff+OJS4XvIMeETxz0EJQDlXX1VqGdlXnorKNU6RGzohluZt/RGtnlB0aZB/9kKJPpp5BDef3Ac6ixok+P99/199azag1HvpBrd2PkaOeFIwxb7LqwHCP2VtbkOtAGLOIL/sWtHMOyk7KbV6n9S+MZ1Xk0Tv6dsKcAIpnm6vRcGTmknd85JbtrvJ/Meb4lNkOpS6mnqGvxenfW5qOmpqP+ns5+u/6mzfVbyaufvCN6asuTS8Ma2YdXVQ1zJvGPVKPQtfMEpVZc4/iZ7nJQY/oX+ZnoJZxUb9F+AB9ixDUQGo6X8eh8HX9+UYqP0G974Mebb+u+n9ci8L6npzK+Tisx9LoRxa+K+jB6YKO44pF5yj8fG/ZkKfw0JocNDPZn42gcY59n6D2ZRLl/3om9Eu3djvUrXko35cRC6bGoX2V9u54/pEyjy6h7/L6l8TkughRDmPylvS9DeltxMmAzOo110RbJn3LsOnUHUn2ly7XqN/A03J///swpq1iHtWU/IdJUwri/MW7gm1HLzJ7Sdnfc0fWOf9CGyGKUd60Mvcv8ej7l4r0XhYVR/a5C2osGMwX93EklZ/vx4LvHmb0L9f6g/mVPl4azdjCeg0ugo6+UyF+zx8TkJY/t8fN7XMFlPkc4ZtlmkeZUaG+6zocdwf8ErVW6+e4ft78H85IQ7uE4HnRWBoPDDX5J9Ie1Gtd2trgL9eb+xQN1kf56d+HkwOpF+8QJ6+o0iZYS3VREk3YKPXKk/4x/S/K773/A7/LefE=
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