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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:$323,462,838,727,下降0.24%;交易量:$80,444,400,326,上升10.68%

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
$0.9990
0.00%
0.01%
0.04%
$189,663,637,868 $64,906,885,022
64.96B
189.84B USDT Tether(USDT) 7d chart
USDC
USDC USDC
$0.9997
0.00%
0.00%
0.00%
$76,288,854,659 $11,714,431,833
11.71B
76.3B USDC USDC(USDC) 7d chart
Dai
Dai DAI
$0.9996
0.00%
0.00%
0.00%
$5,363,592,623 $63,392,310
63.41M
5.36B DAI Dai(DAI) 7d chart
World Liberty Financial USD
World Liberty Financial USD USD1
$0.9998
0.02%
0.04%
0.06%
$4,652,150,225 $2,342,934,627
2.34B
4.65B USD1 World Liberty Financial USD(USD1) 7d chart
Ethena USDe
Ethena USDe USDe
$0.9994
0.00%
0.00%
0.05%
$4,442,883,872 $45,538,942
45.56M
4.44B USDe Ethena USDe(USDe) 7d chart
PayPal USD
PayPal USD PYUSD
$0.9996
0.00%
0.01%
0.01%
$3,652,263,984 $66,938,198
66.96M
3.65B PYUSD PayPal USD(PYUSD) 7d chart
Global Dollar
Global Dollar USDG
$0.9998
0.02%
0.02%
0.03%
$2,678,591,386 $44,212,417
44.21M
2.67B USDG Global Dollar(USDG) 7d chart
Ripple USD
Ripple USD RLUSD
$1.00
0.03%
0.01%
0.01%
$1,736,904,557 $154,414,289
154.41M
1.73B RLUSD Ripple USD(RLUSD) 7d chart
USDD
USDD USDD
$0.9993
0.01%
0.14%
0.03%
$1,537,660,017 $3,334,463
3.33M
1.53B USDD USDD(USDD) 7d chart
United Stables
United Stables U
$0.9995
0.02%
0.03%
0.02%
$1,062,419,199 $372,509,549
372.58M
1.06B U United Stables(U) 7d chart
TrueUSD
TrueUSD TUSD
$0.9988
0.00%
0.03%
0.05%
$493,970,023 $12,900,013
12.91M
494.51M TUSD TrueUSD(TUSD) 7d chart
EURC
EURC EURC
$1.16
0.02%
0.16%
0.76%
$429,051,138 $35,884,609
30.87M
369.22M EURC EURC(EURC) 7d chart
First Digital USD
First Digital USD FDUSD
$0.9979
0.02%
0.04%
0.01%
$373,762,334 $188,614,738
188.97M
374.52M FDUSD First Digital USD(FDUSD) 7d chart
Ondo US Dollar Yield
Ondo US Dollar Yield USDY
$1.13
0.28%
0.27%
0.01%
$2,138,099,343 $246,591
217.94K
1.88B USDY Ondo US Dollar Yield(USDY) 7d chart
Falcon USD
Falcon USD USDf
$0.9974
0.00%
0.04%
0.20%
$1,616,071,816 $308,423
309.20K
1.62B USDf Falcon USD(USDf) 7d chart
GHO
GHO GHO
$0.9990
0.00%
0.00%
0.04%
$583,450,764 $568,957
569.49K
584M GHO GHO(GHO) 7d chart
Usual USD
Usual USD USD0
$0.9984
0.00%
0.02%
0.02%
$562,157,638 $1,187,702
1.18M
563.03M USD0 Usual USD(USD0) 7d chart
USDai
USDai USDAI
$0.9996
0.00%
0.00%
0.00%
$501,193,360 -- 501.35M USDAI USDai(USDAI) 7d chart
USDGO
USDGO USDGO
$0.9998
0.01%
0.01%
0.00%
$333,503,946 $6,247,832
6.24M
333.55M USDGO USDGO(USDGO) 7d chart
Legacy Frax Dollar
Legacy Frax Dollar FRAX
$0.9932
0.03%
0.10%
0.03%
$273,984,743 $695,036
699.76K
275.84M FRAX Legacy Frax Dollar(FRAX) 7d chart
USAT
USAT USAT
$0.9988
0.01%
0.02%
0.01%
$149,471,934 $3,346,024
3.34M
149.64M USAT USAT(USAT) 7d chart
GUSD
GUSD GUSD
$0.9978
0.01%
0.04%
0.15%
$149,122,171 $209,042
209.48K
149.44M GUSD GUSD(GUSD) 7d chart
AUSD
AUSD AUSD
$0.9996
0.01%
0.01%
0.01%
$132,861,615 $39,920,415
39.93M
132.9M AUSD AUSD(AUSD) 7d chart
Frax USD
Frax USD FRXUSD
$0.9996
0.00%
0.01%
0.03%
$132,198,834 $2,268,204
2.26M
132.24M FRXUSD Frax USD(FRXUSD) 7d chart
EUR CoinVertible
EUR CoinVertible EURCV
$1.16
0.06%
0.17%
0.83%
$123,481,053 $33,686,254
29.01M
106.34M EURCV EUR CoinVertible(EURCV) 7d chart
MNEE
MNEE MNEE
$0.9992
0.08%
0.08%
0.03%
$101,311,373 $148,504
148.61K
101.38M MNEE MNEE(MNEE) 7d chart
StandX DUSD
StandX DUSD DUSD
$0.9986
0.02%
0.03%
0.03%
$100,646,826 $156,069
156.28K
100.78M DUSD StandX DUSD(DUSD) 7d chart
USDH
USDH USDH
$0.9994
0.02%
0.03%
0.03%
$76,041,540 $12,289,089
12.29M
76.08M USDH USDH(USDH) 7d chart
lisUSD
lisUSD lisUSD
$0.9979
0.08%
0.05%
0.10%
$75,440,039 $882
883.60
75.59M lisUSD lisUSD(lisUSD) 7d chart
USDsui
USDsui USDsui
$1.00
0.20%
0.05%
0.03%
$75,164,129 $1,392,180
1.39M
75.12M USDsui USDsui(USDsui) 7d chart
Fidelity Digital Dollar
Fidelity Digital Dollar FIDD
$0.9996
0.01%
0.01%
0.03%
$62,579,808 $2,488,853
2.48M
62.6M FIDD Fidelity Digital Dollar(FIDD) 7d chart
Venus BUSD
Venus BUSD vBUSD
$0.02230
0.00%
0.03%
0.02%
$60,095,886 -- 2.69B vBUSD Venus BUSD(vBUSD) 7d chart
Eurite
Eurite EURI
$1.16
0.01%
0.14%
0.80%
$58,340,919 $13,613,097
11.71M
50.21M EURI Eurite(EURI) 7d chart
StraitsX USD
StraitsX USD XUSD
$1.00
0.03%
0.05%
0.01%
$53,863,461 $12,588,489
12.58M
53.86M XUSD StraitsX USD(XUSD) 7d chart
Aegis YUSD
Aegis YUSD YUSD
$0.9985
0.00%
0.14%
0.48%
$40,599,131 $169,935
170.18K
40.65M YUSD Aegis YUSD(YUSD) 7d chart
Pax Dollar
Pax Dollar USDP
$0.9985
0.01%
0.05%
0.04%
$40,510,331 $951,877
953.25K
40.56M USDP Pax Dollar(USDP) 7d chart
Gemini Dollar
Gemini Dollar GUSD
$1.00
0.02%
0.21%
0.20%
$40,198,762 $492,213
491.53K
40.14M GUSD Gemini Dollar(GUSD) 7d chart
BUSD
BUSD BUSD
$0.9998
0.00%
0.03%
0.02%
$37,836,494 $653,081
653.18K
37.84M BUSD BUSD(BUSD) 7d chart
Celo Dollar
Celo Dollar CUSD
$1.00
0.03%
0.03%
0.06%
$35,556,426 $213,694
213.68K
35.55M CUSD Celo Dollar(CUSD) 7d chart
MetaMask USD
MetaMask USD mUSD
$1.00
0.01%
0.77%
0.04%
$35,138,015 $6,413,891
6.35M
34.83M mUSD MetaMask USD(mUSD) 7d chart
Ampleforth
Ampleforth AMPL
$1.23
0.03%
1.08%
2.19%
$34,829,944 $1,750
1.42K
28.27M AMPL Ampleforth(AMPL) 7d chart
Anchored Coins AEUR
Anchored Coins AEUR AEUR
$1.15
0.00%
0.65%
0.67%
$34,356,586 $6,991
6.07K
29.82M AEUR Anchored Coins AEUR(AEUR) 7d chart
Liquity USD
Liquity USD LUSD
$1.00
0.00%
0.03%
0.05%
$28,673,486 -- 28.59M LUSD Liquity USD(LUSD) 7d chart
USDK
USDK USDK
$0.9967
0.00%
2.18%
0.66%
$28,507,412 -- 28.6M USDK USDK(USDK) 7d chart
sUSD
sUSD SUSD
$0.6731
0.63%
10.92%
2.10%
$22,081,338 $97,668
145.09K
32.8M SUSD sUSD(SUSD) 7d chart
LUSD
LUSD LUSD
$0.9991
0.01%
0.02%
0.04%
$20,758,430 $56,267
56.31K
20.77M LUSD LUSD(LUSD) 7d chart
USDB
USDB USDB
$0.9990
0.11%
0.53%
0.06%
$15,949,474 $2,388
2.38K
15.96M USDB USDB(USDB) 7d chart
XSGD
XSGD XSGD
$0.7827
0.05%
0.25%
0.46%
$15,060,985 $611,622
781.41K
19.24M XSGD XSGD(XSGD) 7d chart
USDM
USDM USDM
$1.00
0.06%
0.15%
0.29%
$14,685,660 $68,861
68.83K
14.67M USDM USDM(USDM) 7d chart
StablR Euro
StablR Euro EURR
$1.15
0.09%
0.15%
0.89%
$13,766,974 $4,772,770
4.11M
11.88M EURR StablR Euro(EURR) 7d chart
eNrNXddbKsGTZQBxyHHIiDnnnEWiZL0iIKICSgYligriv749oNDTw2/X/XYfeLkvfBfpru6qU6dOVUt8GHubY842zr8INvPErmtKwuy47iBjDz1kNZjo1EZsJzwv7e8lPSvc9Csmb45uWop2TNTEzisB3v6U/IXFdiXE1qzeWRW37p7tUff8pVcT90TyCXuCq3SXhMEFPz5+v86qMa90ZZXcEpPeVwuB42hAuOdnvPjCH9qCP8MR6sHfY2wE5dvbgTcd8zEutOcMwQbj9San8AfnTD48IZFUPwMZXiSSkkbi+vCrdoW5a78xZcXYY1txLo9tEK2Mp81SbbjxPfEh+J2RlKCQmmqHRLuJyMvltScj4davwovRlreO4VhTg2FnFhX4Tk0uscIWs/e84DtPNHN3UfA7304V7KPTBbU2GtAeWdTHeDB+v65cutaxsrHSgrwS+UpwTi9t/JIu+KUNfGJpx7NW51x1mPDTS+cB2DMu/pBmB+s4b9Z1Ips384VTKo0/xrtIJAMxXZA/bpbuPXjntM83b2ou/0Ul9p/YeIczTHI/n+ThuMz8yi+awXf6p2+DjB2lh/xOgyrS1tiKHHNdPGmvqDE+B/y/qSt8YlkM/t9jTOxV8NYkLcME+H+RqcCVJm0CdiDkhfqitBFZjBriitbYloLF3dWE/Qfgs4r/Gx8zl7y6UxuwA3eSqKicM/+AbR3K9RXStgcn1+qTe/ncfRt8piOyl17ByTn4zgmwZ2Cv2UsWzSxYQ4KjYlSYWn+Lg29vEguhf4+HLF9TG6jiTWA/Z/QgaGdNd9cA9uUJ2hfRPbDffVvhrAEbBRz6AysDnME09/WuKhYQHyNK8J2i02XWRFQRIb9TdFHmV/xtjo3/gQkfnl6BHUYOnEHmEvhM5y6KXg9T8UJODPZly6OZ2j6f1+k9G+0pwcdp0T0vAftyearS3K/grOqC7IVFRJ6UljquXH7cAOcF/L9noeHUAr6TmAy7Sdvij7oVz4Yw9ZT70oLv3HFpjmfA+ayeKEvkGjauTmTPAp2hqdMGsnLyTCy4bfzjG9sGborjJUdDDvbMZjdunStnKuZp8FvAXcmIwTlblW3fRENnTIc/x7n4LjmyOp7nzMTZ9IvizNZ1WcsQtTS6+xgnUN3VjHvc/BihJ/eFn72rs/jEF0MrfZIHE29HLwTbMHfF3rkG9svefotqmrFU+riCRzbnVadeKQ+s4bAOzoT4dsf0oEurXOrK2MVyQfhyafZkNPbMWDAe2JAsKFi6k3Jiuh1QknclciE+swaf8OXZ4BI7VXkvgbuJ//gCf2JNB3xBBF+8I32BgZsckd7F9P+HtZvRtePiD40sEEfWLgytyw7fg6FV+MxHk0SkoNl78ml3xQpCN39vNk7L9eBOr6UuF+UZ6Mzjv2e+avkWKXpnnj/NfEbO/MmsSbnzHlHmteDsRkOLYTv4nStM9jTY67HxC9UxWJ/+5fZbjInBvhh2grrtVebXFTtQkkayY4/g741OWSPRmXPp7T7HXC2FWzwWeVeOw5rZ4KJpEux1UyeL1sH6VlSn/yxa0ocYglU8dVfFMGCjG+bxFbHd3bM3hamucb0pCuZvl0CY5OjGgW0ndzjHN4+eDMvS0LpFanINYK+DbsHkpX8H2CjycYQlZxu3gmlt5WbNomM1L8TKihfsi7nJ7a9dtaVIIGs/nrsy7JsjqtCObB7s5+qdmbED1sDdHCuyzaUrzrrTSNoI+Cxuc0Ry86yg2/1tkN2zqN3PUy/mLz34Tg+xdG7cI30IgxC3mOLHrAR8J2Pq5pq1JzeR3/m2oZlyNYIzl+B3hoQT69od8J1PSkdD5sfU5BqQtc8pq+PQ2j9/126r45Jom6Xe9RJgDcdYsqg6urMC/6I7m9AtgO/UpOaEkJ9vP5+ygY3W2TMRC9jryyzbVeHmbHQ/nxvg593pAX5eTPXzz0JrTh58E6bQGMfn3aZl4YzGcsbL2TMccQ2cs7GZAH5yAHyPPJoTe3LpCP4tnEL8fCV+whGPrpFxbI/5LMCt6W58f6o5vrk8z6lPvgv288VwxlA7Q8ukj/zxZ6VxHja3auGuq9Ujc+EIOIN21obTAH6L9vNlnozhYfn4fcv7LMNVH0wy9humpuSTXhUHnF2wL1VDP/Z319BSEdEG6SeMG3dHmk3svhP7E3Iy9k+EAyN7N8C/PLwpXk01rZj/AX7LrFsxvSJvC32dvQ66iviL4w3DxJ/wfY+0pGYFb5lRUoM9i1wtOkIRsL7q1AL5O1v/mKfAfldLNy2OlVhXubiVMX/s3R/TubAdH/h7O+BO3+6GST9o+lkfy+3nHvkDBpty7XYZuu97bPkmet8ZIvp91w6670L6fZcHqPfdGKyI8ndvmBi97xJbnOMpgfjeEKnEX234zKfFttd0RFAUbiF2fwPxaJDdY1VHu4frJJ/o2o1eC/8MW9+1KyddK9Dal+Rs8uzqj8xSMubgJcv3CA/8v2t80mE423YM8OWjqpHKWCT+Yv8m7/SVdMlpXPFk5SA2ipMC6QXwWccT7LnoP9K2AL+UhBVTmQ3urcWDzTgNT7Ux8j7kVed1maVqfb39ZtXA37tUjwcU8+COMfCgEZvTvZD4zDhn9YrWwB3baoLfGT7zn4O9NizjpqqtInh+BOeMo4qmZYHqsmYpCGz0PMFvBraCB+R5+VnfwvSEej8Y9alqszh030tvZxh83zNsdx34kN1rd2T1LhT9sa0Asq2t8gD+34gwmsD6ftBy0vGD/o4fDJuNR+eCDm7lBfPycE5vBucFW4h4AqvdPauXfTFcGWzLz4tB95sy7+cDv7tvujYc3wPb2hI8+VSFXAOy9hO2bC7huuSCu7n+GP7Ap+5OFJcAS0lvniXur4R26sEJ1jDBe1kuXqyTuCcyE/Dh4O+NzrBnHv38XQx8Br7zqI93EUxb5r6c033dM83XxXm+GOrr6mo+j+rr4kJzRhssiWm+jhuJtiTeJie87l0dXfSD/WQrLHHJTpmYwV/BWTLr98OiGsDszzepgrpct0z9MwIfMuNhBxLR8CQuB3/PX2Lyieyth3cGbMTZGlEBxAx8j/MnX/mOThJgfcC2M+qVAGnbTf0TeXZH1m7ItY/etw3nqbf+GtxLXX/NJdcwfs7bnFHv82VdX+csQ76uc/9AnqMi85xtNz5/v0hiIl6aIXtsEc4YwFJ+J3POI82Pyci4WdOKGB9OqSVt2AJrOPMEx07DwC85i8LCYarUInGWaN/Gm2kAbMoWCtMbEjZ35xH8vUePrsx+OF/iSEGMa+OS+7wwuGMzLIPfyWy1vpI2L4/EfKuqiSg488mxYx9k2/QcEYNtqwO4/G+5WoJAc7WX26pID+6mTzDpN8yQOQlhjkvP6zrvJ7gr67c3ntnLrh8UaSajkfETvxS2LUf4mM2GCd4WDjDfhpNY6p6XmexXVVQWjs2S2Nt4oNM/rgnFTctYnFmw1NhYz7bKLU0eHzu2gzOoWbndIrH360iRNT8TVIHfuRBysPZAHtA6U+bI9bkv5y+xUIXh/C6bSF++d606tooql+AscVTcqqQfx7q5hTZQ4UH5SgdHtlTGBzKOOXQb10csEuu/a6TROO5OlMB5ucROA5pjtY88L4lRG54ckQE8wZ9e54ybgB3kkRf93tOLblKBYNPS0mh1UD5WtjcxYw+fgf9nRvDZ4d6N/jgc4RQFLHA3oz93WkFM74P9nLw2HPrB//t0ZDgiwdfo3+K08gGN08RPjt6P02VF1tzQimhx+nDXajwj8RnFZ32qCOCvNwTvIrA+xWrI7W1dATs45sjfqbpRk3fTIo4zX3k5r+4S+LNIRunp+axJ9RPir1fXF8BeWxhbHjIeER8q0kbuySD5WTT+4q9j8r5Ptq924+09GW/X5acRC2O2iyORnKRzxx5aUlMLxICbs5GVay/pCx5bkotEwfEtBL4npNt5VM3yckbS7h/A7umw67viGAV7PRFgL9hZ4E7bMsyaxlDLkTjyYIK9LwJ5FUvFaR3xlCvYBNiXSRMWit0GFhNGkIuGUqp+vvnZGksj+abWr1xW65jbt1CuvcMt1OBce1SFf/X9Ek7awQrygFQ/Vj0+/9xpGXSny/86sermmYxVuhW3lz/byadfeYXzHFPIAL5Hd3YhPJ6xvpPYZsSU51zUeJPWkprHYFB4hpbapuAdgDOIYDBxq3o8CIO5U3X7ew+HgP+3K0fwZ5p5WtOuP7Cevvgz1HMtLMB5R0OND8i51AMw2NcADKZDci5dsMxP39UZDBSDycN5uf+Vn7YejqoYrXdK3iG2AgzWWQNyp5+OGLGJQTmX7UMs7ecdk0SlgeQdWGGH/3KmI/O4d8juU8avDI1jUfyNY3mM0TkWpQvhWCr2GocQfrPA+v6pTnZ0C90Y96UJVoU5fh3kK4jdJfYOvyRB7K7JJcYH2d2Vbtj6+JPXEqwhvGIpccyDeMXSl6aI8opa15soa6XjkMSgnCuF4hBwXlBuTWgt6IJvOI1XxHmPORme1waaQjn4zOU5svkV4AzG3sMfvGefLjmLgfXd7Sq3u/spEhePWepB+JOteMxIe/izNme4RfzZ0sQMe+WcA3J0sAbjTxwD2OaStO3UAkGeiTdpJCa3lOj4kzsAf94/0fFn19f18adYFWorrS9gDb4N3dZdlP99T8ZGX6ocqYkJ2bPS3tBc4ODv7ViczjkP+Ezmir842hXyd46CGD5+eTbSjQ+mzZHG8eTLyOEDuJsXWFPiOlXM3KwB//LBkIYTeORkTToF1sBK7BjYvBUSv9yEwrNkLK4fSdiQL5c1jWQu4zyImsj7Xi+Fm3xptO+zGj/ri0HrsxfNHRzyxtT3c5IOz5cQ21/InGRLuX0f9QIbOZ/l7q+avQn89bRPvewwlgW7JD5jpDHp4zLh+v6wUHz5eXW0otG+JRYQ/myJ8aEdxJ+pTTFNjz8TfjQt4y4Sm6794JB340zgSDxl1RRm/nl0O0Hl+iqxoKlgB1Yt2M/Z4Jl2qvv/YLtLIq+yfl7Fdnc5MjvJkU1aOYd+xV43HnGTIwSZV4GztBa90CZtIE77i+KXf2A/A4uOC3wanJdnW1vMu3uSgXMmWA4saafYwiuwL1NnLsMKic+A/f6BZER5SN4VMU/VEmS8ysw4uYYrh35WKQE2Gk+rj8bULj/prw+uIvkSP2Zmj+6yfDmN741XuVm8fQiC79xnxZa+19VLJK7zE9skDuEZp5Le8MyV2bjNXmHCdgd5+DTV7nWGMUy3e3yQ3Vl0u5syVLsn9Bdf77Y6andheoS4WZYE428nMG9a8L+pGUIGmSM0yFg8HQ5091OjB7k2Aa29/Lv2vMz1KeitfVxXXiJeOJPkfTBr9x1krJrbfnQFFgkfB9wVCJumN7q8Yg+/xF7srb5tueTv5KqaI5y+n4+mnOC3uIri4r++H+xwXVz8NkX6QdWka0e2Cc7S66jqrqX0pZC842AhHLWNRLw4zB3ai8ZAmUeE+F90vvxA9r0wCuGX+C9+uU3IHD380sqJddesPRBTp37yqo3tiOhQLZRtKr+Cc7dmI/h72z85yfOcAfiei+WxGTLXlsotMcVFoupo0tfOoq39oijMomvH8SiydrYq0jL46DmXS6hqMTMwLidMr2xXpd7e7NQ0YO5wCUsO4owbvi9ejz/7NG4jcazpMBz9C2jd3CXgP6fC4cAqiEey5BGZO7n9QtLuIpLPspVHuXQeJTuAR7HReBRekqWi8iiZMe8r9upAa0TEY+LelhkLNIQEHMeea+EPUd4nie0hvhz8zu8tBnlvjwLBJ+3oq6U1BvASr8JSgFiuOJ3TgLi5xqhsNCIKEtvM/KxP+ra0HducefBrt7xQHHvXpFLUOAZieF2UNv0thptSdN5ULKDG8Jwk/KL1IjyKcU29YMtgx1bwndzdi1XdGTgTn6PS8VJykTkCvtPG2bru5rAn86PPuVbSfkPmzPs7gTfunXmBZQBxs4S9+hpa3c30P0+X899LOC9IjuXQqlsl+c9GyLJ6R8Zpww92G62sq+FzLQPnms6JlwZw4o4BtZCyhVoLaQB89skRP8aUCCeuL97VWDjRZBLSJ54rKQTru9FNXqnHwWfcl9tKUwPwRALJScCd/iix16/Ab4kG/Tli5OsoMHPPDuQ0nldOeC10oO7ikCoSx8D/y7SnN0N3N6tBD/sU4lEmeC+LJPbefoxESb8b451nPmz0XLs5INeu8um5tvIRzrVDnrlbhBfOczwNfsX/xrDxwX2g1EKsH+TvJLHGVfjgXAHwZ2TTCDD0m2kiJAdnftHb8jbchDkbBXutOs9W7D1eGGBaPcKNim4eGXu3AcHHKVifbD4UiHZj3CH1TmNZUx34yKPLK9GOSxCbB7mM0hSTXYG/t3W/rJgKe7s4SxmMV677+9Lhs9gq/he5L07N1JJ8n7wrhKOuc1UVOWtFKxJ9oZx4huOriyr2EsuGJxlyytpNRbbr85Os0TbJNYxsBAWpafBbbBvgfOogDmnkl0P6Zow99Dkk+VMO5ZBqCD8I1o7WvFM++p1+GlTzjg+ohYiodzqvDsflvldB/hz1Z9K7pNCb03NqwtRteaQC88K48sGITXRtBPMMbGIGh3iGl1+e4SEr9TwVAuPBcwysQfBxNKpc1ZAxbv6nzkXMCL+A37X+xPBJovFF+mvjgcPQ4SrxUF5l7dsW767PBfOfF43umed/QGe+gyMzbEuHf7kLu8cvQ53YX/ODM6E+8WLb/u7/k4nxlkZ+nwz7Yh/hd14RYP3R5Qhv7Rx8Nirg5mOlZZLHnBpbcf+7BTik6ZxR5o1bGZufjEfsGY45dhLZ0/nB33PEDd6GoqVbuAp2+d1scGJVCv6e8NikIWsaAIvPAbtDtd1CfdFIre0KtDeZPo8iIeuwVeWL9al/5rvc/UOLsJE8ysXRyMx1qGsHRTBWJ888a+vaePxA8lK2NkYIqkzxXUaO+rOcr60ViFtOVSDLcz7xYX/GSwF416lrj9Pr2vJBuFxmy6v9r9pN9cQt8MmNt1UdDz+bI2PAD/7EvCf6KbMmexAJMbfcijJzSlzhdOq+fs3y1TpUCzlks05odV8+jYPIDKr7fvEH1H0jVA5CFqzxi3eNERHKQRCeHMdXE0xa2kwVr0mpA+XElmI6ghUNx0gdqFld0UB1IG6v/vdu+xD38EteuytG+Je6ePpCe3obGb3dg+tABHYGr/31toH141i5a3epHbL7B+aG9Aw/uK6jxQG4DiNxHbG+aVjwkvySra5xlhQF65uWi9Pqf0XNxSuWtR+OiEHyqZuFfZ2toXNiauHW6DeC3U6UsZOBdd8aprzt130V8Qxa961OwXWgdvkQQ+q+VTzjL7Hpa/cMWvs5fe2fTOravTGOu4kBX2AK3pyG7V2+7l+bS5gTqvMZteVNmXZQ6kCOdyF+Fy8EZO8rMhKDPYTdXcygE/GndRncME1y4vJd7bPjSGsGNwcLPckvUu+Rlxsn9wT4ieaJoIbW/wwep/4ooIFyUW2lMKGA117k+Mv8kq9Ni3EJDS3GEcFEFY1xIyr8nRrj5OGC3PnKy/hyIjEX5RxtMVmwiqf5lRFVJ/71uKe7pCySV288ZTX7PBSznxEv+4ZBMa4mJu56dhczGyXE7ovJHQlkd296WUO1u6WOZfsYhSB5ovZPPeCHL+/m07dtuY/k1pwW/YZVu2IY6/DCI2Kqpi2UFDri+mBVmKdxT6pIW2EHi6owSo72F1ifPWgYv8DAZ19cpSklP/j4d8osI9hGhL+/DsQ2pkTVCmMb5RGSr5QfgY3o2GbdQK4hMLpBan8eqsq073uUfubPB5z5Dyv9zH+g9z3HcQHsZqow0Lrvk8RRl3ua1ld7hcY5xsXWQprU4pzxEL61eqLM7g+6775PhrJXQzHsMutIDWVFngxobfIVKFeTJ49l1LVnbVUWbe0S06D7bqKv/Yvm67SusiLrKIE1nET86pNzV3K+o3NMyMN5jfOMmwPpALcC6zxUprjm4CN7NNpE7L4j/EpCdn/7tbvEmfjo3ffMvAbBNkz2isXPPDJpP17k01eLykVlMTh+6YVyGUl1lbzTrj0F6QteR4TRrP68X//LDODduvdWGnnVQfGv8ztBDluj6ntGGVhaQNy25M4MmqN/iwnhF+vxNmsIZioUbuZ1J1XLPyF10adZ1kBMy5NGEn1Mm/ySIZj2hXkcViw+7rIyl5cknrCXBIfrW/IksN/eD2fFn2YaSLtfsbdIDv5fS2UM5dR9TItfdfWKF9B979b/fvU9P3WZTs5lbajNZF1mKeT+t3pO8q2eWMHfxHnhmArh5JxZSSDzZl5nyE0J1RlcM8WklhjRqYfL6PVwfFA93NoW8wRplZ+55wZrmOQ330yTfvK8jP/4eWPkAj/18reng+AzgFGke24VWWOQlZtZEttMenXbHb2pKU78be18AX3tei917c5Ywdxi8KIJJbr2tD7w9OZbF4yB3ImydqHwNpMNj4xu65F6cbHNTUL14offenHO8cZh9OrFYM8ukXox2DMXNX9fp/JSWYMp21+fjjyfjgyHr+9jvi5GQWpunVpIKdzCSMyn2Q9LZz0knufjaUx5B87g3Jr2IGDp8lkPdWHlvM2wids6xa0OxJwt1rHTpQJ4MK8LNMRECJzdS+TM1+YMlsC6j6wjXHqyYrmk9RjZBzkeXxlJKsJNOzEdAn8P4HkpwsmtHvuYi6F1qpZxGcW0AgEd0+r+WFeThamYVh0scTN33ywx0WRKUP2u/1NRtJdcAkaSoaDgOrL+gJE1sAJdy7g6qK5mbfKkD734vjGGapfnt270u47IaGhTN2eF6mrrii+qlpEhaI4gtfLiT65GqZV/DNC0qSxZpFZeUaQcb1qQx9EwrTZY5eX4FbYK/2hTa4qeWDoyEtMidTVePDHIz6t8qZqvF9/PlDnpHBLfW9VjUcCa9ZnlUIwjyotjEljXxS3ZS3RcJ6HhOkXwqYTiOo5KhOA6dfjF6HrlvdjR/F0RaRPWePCionyxC2FM60vwjB1tU3KRrhNgZQdiWpk/2ce0r2vShgjBtNxCbXNOaj2RLULYZn7kbQ+D43tF+Xr+N+7CNYC7ECHaprzQUpQFm4I0TccpM6eklhm1u4i/krma69R2jS0A276Hvxl5Un+m/KTrug70g7kLwpeAuItT/Ls0Ok9yecF+vbi4UBIGj3+4SuALGBVqPdUbk5v7d1r2o9lrQ1xzwfKjn4hC+olOHQjk/XYy758NXHF2LsnY+M7ghfJEODvmRjVtFWuMNxZdlYM7babUFKUX+tjv7zw06za63HZEESst6J6Ck7skPzE6x/JlQ8F97R74jMf4ZOnOKxeq3TVSJ3Ck/IgsWEl+XvFj2+WZEH9/JogHXcyt64DQJp0Ngnt7/VNvTK4QaqqW0dRgi+gcfHEAB2/9Qjl4PMmUUzn4PMdVFlT8bzQtY0wSzo95znjp2/YohbPi48FUIaD+PtUheRw2hccHnfm4zNXTxhxI0kgteWd9zrimeWXMWjl7ftFTfUMz5Yd83dFIDfF1jBaHrguqDNIFDdDvxgyIr8OLd1UWl2gLaH0a7hrAu20XLkoyldT8PasJNHnyEP+7hnCVxszBID/vqOPGx56f3+J+viN5nPJlXw3lceXChBTJ4z75RSSPA+u7peVxANt40TwOxH4BNY8L5oXerDFYxnO0PE5mTkgcMzpfkftCue8f9oQg7/v5nbCGILZnwAZqWLXhpB7SsPJeELsbuvpk/g+X9wXiJunLHS4RifWf7QmGMZTqr2/0p/dKCen5utgbrA+DsE3zvhv7O5oa7Zz1X/QM+KUacfH14f8mpJE4+M4osebdknU1gqPROH6e+OB94XgolaPUXtgvXqK8RJD9JD7xeFeXcIdtAmyj2reQ9pNOJzwtK48oXQD/4qzws46c4ia4HAH3NnUI1ofUXmpBz0zQvnZwGaau/VPf7U3qYfYvcHZpteToIA1BbWSAhuCVWkuOGy6+arZ3YiyYR9ceaMk88WM/iGMz4O8tPvK2AnMg/8Oxto64MbAP5QB/Iri12QR5xyDMbmmM9HErc1qJaFib7kW/CzuwKcts49LlP/EpNr57boRzWNnbJLU2wU37v+nxnRgQ39NlenznVanxXeKNcVxvosr5N5Om21aHi3rPmSDtyzAwag67XAG5GnLmU4v8QdqRL5Y00qs3TnGqiJ8f37k0TMVm9sNW5h6kGaoVNWTeEZRukjwm86FFWGNamn6iTNdP4EmOCtVPuKvKlJka477ESnNM7gB7thPaZC5dd3FBTRWIV/3rIjwSp5z5d4HMklZulYWTY4jdwe/UXepIXL7AemGp5O1IcN0X/uC+2OoiQjcXsTJBzNFzj4TF15XWlZbUUt39+LP3xDRURy+cKPKrvCasb734/jB9Y/1Y9fqjD5FA6+v2UFWUKT/E3Xf8rsqUl5NnYvV2WT9lJnMg1WNL5osVrHWcroHUPcTCru8PG0U3Y6mo+WIO8TJtSC6rWUitFfj5d2MrNujM277ZXFEvTyWY7QySp+IRn+HYqznbDjLDfv0WZPdIQ0DrQdV6yzy6n1c9DvDzhI/u50eQHtT7OBGOqX00bBOp8RWyuNibTcM9qLcpVTBdOypEMgtkr6xTNunq5kfzOdOUKjcI2+CC5qiqh21I/SCKbU4tiu3Y7GnwH7bhU0M8rShWXiZtu2lci3b4pYbOQ8d1nwNwnfSOjuuyVuqZ/8Z5kRTA83I/fe1NkUwWEzvicUr/bZp38SwMAuy9huC60tuZlMefI2svfl1JZ53mYPGrw5vWqJhR5Yj9x27jKcBEgSTI8dD7fuZWrMd2Fm6cPpCjQ2uffetq+SnxnZGh2z38R7tzcKT3OC88f1UHP/lZukbwNi3DM2zvWxXcP5vHeXQbAf7FmXmx1GoclrTW0bjAvs55RMaxfp8Gt9encfcs9fVw3Zwui2oEZyYU41HOyskFrBVTN2JUrViW7uu6/ZSIVoxN83UgPiBaMVNMIIu0leYMqhF0flWtXzaVKS6ncDMsYfg5G2Yyd8ia4qGJ091PhSbZ/IS0FfivtqIpypt68b16YASxsYhwM77FO2DbEojT8h89tCi/rcxrp1CtmCz4N61YQ0yP7948HN+96uMLpMeW92I5ZHOFSYEE1gxJA/3fAtfcXtLj4HwKB/GRX2LVbbLHR47Ra+y3ANfRei3VID+iap55vL9wM5Vwi1Zv/NQpH2BuRrtsV75q59WLlkC0y19HEw1eG8MfSVx3K9662BQBOyhSiB5smdo/He31TwdzGmtPD/Z+jjfziHYkz2S8KSHu6WCBtc+m9iqMCgVVup7dO0DPLpTQ9ey3Kaqe3f+K53w5TIDTakvFoKWpzFthXF41J8SKqUpMoH3eRDgIyf4OszwoH0sqnRk4D8doGgJc8yw+NuuWqDMDZEhNscktWOgcRJLGQTzx3Fk6B8Gn6CcudKdeBJs+LKvc36VzmEuvRuhzASSD+gaTdcd3T7cN7MdC+KWiRXto5Xxkt/keKNdO72q2qbm2ozGCM/7YM8kd0DN5j/CK3qoiY6HVUKKrEgdZo4V5BuXFd/2o8JmZnUVicWxKfQnF4sxvLOZz30elvVic39XfIPHoYOdSsr0ZxOIZLcSxNOONMyr+lJoKcgs9FrcGcSz39FhccFBjcY1hND8rz1H8qWQnamDPqPpdleDrnTWO5wSIfle+hptVrhOSG/UKQT69Qdx7jkAMkHlrff3u3kjjGNHvsqkzH5ZpMx/EX5iK1o9QEtH6Efj4fRLtR4imeBedHmm3eNwlXSF56Ly/rRXwBvYCCwrWCoU7rAnw23QuwPpeGEV4FC3wn9C9tf/e24zM99y7t9z8PNIXiU2wV25c/FMIY2bfKbnFY6uTB1C1PxRt06/2R/xJ1/5cVGDtj0t4sozUwN5cpO5XEclK4ZkWoyHEL2HY9EA8EYjJe3xBbleL6O5fNVMTzKWgi1dJ6NatkK4rsyanaR2ypuoIve5rpdU+nd8VH1r7xPEkSwJzZH5sx07FEznV2QyPGbzgwzmzQoHUO8g1DOp9ZIyFelzQpvw5h/bS1Hd4TwtkHxEXiqkjU2M5akzl43/zS/UBfkl3i/QR+SuKgr2iFYnbf+mPc7SF+GOsENB/z0uQs0v+zkFnNyn3pHpnV0Fqs6kxZ6WbFyM9vS+IZu/vfZ8xBdr3+Xrb4FD7PmWPbbm5yPE3hIiOZX8qZJHpfVpyZo57aXQ3YiLrJNG2wqSPHXV9CDyjhwNi46AZPW0GLuzlhnsMEKuQvLjmF+2fE/v7we53/tYwRz+7enbIJ6vNf+6p0NJxMp6n4mTrN5d3m9OE88Y/aZA/ODpLOhuWCLq4Dq7fvo/+h7V/c4T9+u2xPpZE8mIs+emVu6VnMcYXVLtWzBnr1Nq18iEpt8f79/azy/fE4XpOtzeCq2rDPQcdbaE28MklfXkgfPBg11TGlNPLWmrPK34biu41PawduIZZG0VqGpuYZmdQr7rsISP393KgDXAfEJ+8XTwCZ0lF1ojgPv3UPhPxWZ/i9J96xOI8X3JArzr+32OpIvP0nE3aFuY8HKlqq6BBcHJnDQPmDKnCeY29h5MDnyB/R3BymlgOnIVGrm+CeZAzQ3yPZw98J6yxjvOcaXp9Gh9Qn9ZcoPXpcrjNp9anGcS3QHIe17vBbzkMunRn1m7uJFHPX9sa03d2OAfSRDKGvacbA/C7SI2WJQU2GpgDYdK7XC8H4n80WjKkPn2wGzauhtZlZ8ruvf2dsZSf0D+vUPUod2mpn65H4QzQo1B8eUePkn6xtGA9imYrckPlMcle9ZlnYuUezu0vysIDZusb9VmfxXnuQF6DIWiP9HgN4LO09LliBSi/BfkDn7SR9TJCcrg1RTDzYfr6Wz8QXqD3A3VnjkH9QOKHtCSQrZkQnTE5R8lJnmsYa6gDJYac1B6U6dqDxGDtwf2Tsqc98BVo/UACqsaM6PZCwfr5tK9K56ilAzhqun6eo+J+IPp5T13rKSmK5m8kRyB9Mq6yKWbhHEFi+i75MM1Dtw9Ts3S73M0pgy3yd0I9Mbrfnhh+k6Xq98RMM9/3kJ4YbW1CFps9jQbFAF/3e2KqukIM7YnxlhkFek3qYQBnJXGinJU1MyJCOKu08Dw+FizzUM6KxFmrr7o9P3VeHuGRx8i4gpxrEFdWoXgk/Y1HNQ6D35+Xxy3U+ChHDWJAUDq9QnKAfCg/qhbyq1QMLTH/DUPzqyiGzrI9dap+PlGOtEVj5oTKjORHY27l9jGJQ2D9PFusqgrJmtTiNq0m9RwdVJO6qDDy5z3Oqn3AkoSPQ2StTvWDNfSNfDafCgk2Lwyba8ZJKBazdxUpJBaHE39dO/edvvYLZO1PBVOTz7tPSf/S21lhqoSf76w96ds8khuSvxPKDe2/uaHa3RS/3j1Hgg/TpD6S3t+4vfAYYlSJNPP4QjMF9jP6MzPuAOlvjL84PnnSv81nsJTp8xlkZmQ+w5MyEPvw/cWf6QINrjw00u1xgP1ZgqynDvJnitu4qufPvnNFhK/LaFf8+FN+UTkdiWo6GjqoF+qE10ZnyjwNmCmDD5gpY64NmCkjgWfKhD03c1Q+i7zTHHImHsxnlYIjuQpyp5mpxsDaS5vN4PYxJjkDE7nT8cJUKcXbn5Yu3JM94HsQD42RMzCps5Jc5b/0qmPC6DPaq84v+cvUXnUc5BaE4xX/Q96I81o63Y2OvcmWb4qRmlu1oC7Ddaen/tpZfEZv7QCXJ9ewLML3gNzpSCI/herMReHWSCNXpuojExK6PtI/QB/JY9D1kUYXVR/p+qra3wlJJM36A/60ZdiiWp60Q3JJg/izSaLy+a7+GjhPx19lCHp1ZtmR6DN9gmKU8rgsfcDEoX5taV2/PZosU3uhHvMKE82fOQf5M14b9WdFtq9C9WfPDV+MqwoB267ZlLs3R93zQuYW4d3TVTmlX5ucD6bRvMdXpY11xJ8JDtn19xxrUK2Vl3bUmb1aq0S4p0frD++zd66xUhKfWRspfDpHjyEu6L3GSzaQ+Qyai8bf5jM8xtEzT/ZoYugcpSeNpa6zNP82R+k2DnJKcg1oTsmpVQ8GxfA6Wyj4hmfeTiL3/cPFn2Yfny5rV9yUHrhKHbY7jj880XUlikG6Ei5dV9LF5b+6EtbMheIPsx6/BQg+A3dzexA+431g2ocePjvioTXF1UkvsK1M4lE+bMvU+2G4v3GHVlPEUn/DZxQ99G9NkUvFZ9G2xlvgXDSwv3AlUkvGsFMmVlHtSCEuHnSu+QV/eaR3rtnyaUQ38xx1Td/eeEcai9Acgu8FKTXviHXnZPyPeYe7yEjTe/Ef0bxDdZ42uL/eLW1kBgNp20cSo8Dzz9w1UcnGB/kfmk9P8N4HxWme7OFZCmue5UjeMbfiVq/dr4R4oTtX3gByrtYVZe2jMap+ouT4EI39BaPwSrZvFKNEW0obOkNK730uON55iH6CzKelJDYF58V1PTbpFZKaDMbL7Te709+4Q+9v5AzsbzwvaL39/sbXVWRu7/5k4Ewzc635nI5S+juKe9R8OpCVOP+WT+cH9Hc4kP6OEUJYAflmgvjL/Na4+DyTjmA1A6J5FtWTA3uavJk3C9zTZER0v8CfrVG1rzyEA/RktH/jANlylAO8KHJzCAdYJ2ThmNBaJL8TrqeSsWq94WTswfVUHjhLDwZyBsoeUisnf+fAO51xlDDoTm+yED3Ym3P1LsXdcYXH1uWTX07mqYkD4TNwliZhfYi1IbfUhH/kfgfM/HtjU2OV4jYltOQNwTKe+VO+mZYGk+WjQqG+aEDqceBu5gfqfsUfjL7ut07Xh5yeXWjmZ9jkd0J2TyLcL8g3rX/LufAmPedy1pB+7XLkWyA1P0tMf8k3R7mqD86Ll0XXQE5TNZBfPQ1knV/09fLNypkczTcl73EN1+HSHIQkZQn41wzx3hJ6747qL707VUwlpveqjzmLIuTMm9piXjSl+lO+ycLImSteztMhhqx9AqtlB69dWPT31g72TISsHb+9u1ml55s/88jgeYA1PvHHeYBvqC9/bGkQXx6NKwOZkj3GM/4Jm5I9jAweh5wllKPPEsIHzRLKyXxNfq8OuyZ720bqsPqROU9Yw02/wr78aZag9i3FDaYBvDB3UN+Si84LvwuovDBGVDDZ+bPU9BdemDhX8PaxnAz15c3a5MB5gNkPU62vL+Dyp5lIP3pSN34t3XOynhrrshR1RsGnqsvX9WbvfwLb9v31U5cb5eYhjNLlAJWmJwXEK3ZqEyBfeabWoAt3VZaY+GIqzlOyi7+sXR4pGPefmq+TtFlCK0+1OcOgGuY3TwnNbwW+IIfO3pgzfFBn8zZo701Y/jh7IzZg9gaOzMSThl90zldezprjYDxUN3Oe57jqwoqvzbEJPnTyGwNc68loAzWenuSMc3TO+GMgdhu7gzhjYFvjCDIDU/BxqsIhXQnwBQo7bRb3AF2J4Y/9avIbav12LFgV5e5KoyLimyGnvTfxpgBIRysWfTqlYeA/9TB2ayhfztlk3SIup8/aKbxA2M3Zw27morGP3WqpAzW5PsTXjYb80XwpNLITNEyvkPXNQyjGNVpFFsj72bR85ZWerwzSviqcA/IVIZqvyGyvnIsKt2IpsVC997PQm9UFq8I0v6RmcClvkERbMpuOd8QpKMF9KCL9HfLncSm5L9AMIsXvDKKY2vSi683S2wfr20FmdnA8u7L5kCZ3FrjAO/Pk5BA34wY+5JraA6C4/+McQTZdI9jtB4J6AHB/th755IEcXWpHtTiSQObdEuOrwqtEJDu2B84ge8vuvNns1Bs9z8zgGcAoewjuuQQ5rGFgDttiEve9HHZZQfoQqpYjdYr0P6iR/odOz7KMHvudg3qWcTovpfUgfbtfVXOLGAsnhOcxOYJ3o7ECyJ14wSSBZ9jutzpFF/tdNYs0z/Nd/S5l5lgC2G/g7EzdTVIJz87MBmYH6OuS2JE/oAvL5x6P5NC8WJIDVFnQmamCP85MpdSLf2amEvSZqWUWIf5mih/StBk2r6acCOOnMendMuH/fvdhMF9nz4yKmh2+jmdAOCtwduuq6MB5ZIIMdR4ZcxXJA1reqUuvoJTRbG0Fn8E5m7XcU/MAzSbNT/yx7qRw/c9+4rEt9WQ57ga/Yvvm0Hrg5Na60dmwFmxvahEXmSUr9ejIWbKLBF2TOGsZ+FaRuc6X9uc6zEjoelozZ62rB+vNdXhbHfSOg/D/8I7DI6JJvCgrsraaViho0+Z16YN1cebujSm2fbKEd5kspdZ6UVamLHzlZ94AzgSS9x9IX0hMNGDm5ovcX+vNdLoBPmQZwYq4bN7iIrmEA0hDEJrgvaxS57RdPL1ZP/9YZy7S+Z7QM8L3yKItlf+pcF4X/oXzaCpfLGylv6AuN5C4GQVngjcwblpejb5e3EwBTERcI2uXqbevQ5Zp4lKz4TfskH2mKhuSG7JxRD+v/qMuaIB+Xlik5kfndUIVBrExP/YXTkDU0kluDOwlcD6/0LkOOWC/aBPSF9h+9QUYQ1DtcbiH5LteCHdfx0+v+OSsiE+Iw8UAPvuEc0OlKSEHOIS+dsegtUsHaKKQtVs+CEmIfLNN9pe185PsuHcW4B60V2gd3Gn8P/AhUJ8UkzOtoOvBUiHB0bm+zKHPVs4J002aFq6C0fkQxSA+RELnQxqjiBbuvq10xDiWBh+d6VRnSM05tWdG5nxTvp4LkTn5kqlKZZNfAWcemfEyw8u3jwbPIq2aWuL+m20GEPvfEA2k4Uq69zo2G2xvL9w5g6d3DvapZTBPhAPfY0TqeANqGviAmkY4O2DmdJ1ax+Mrzc9qe13nQWsaz9YYl4isSiKxsQ0KXjIEU29Hhc/qifIF4fxXRxrHY4P6Bt8x+eNzb+Y0lpgV0/WRctXh5QV3AlMtRbt7/ZtbNI5YSlq/BZfxtxnzrQHz3eTIjHm161X4asmJGbRZV46YJthkZPl1FqZqY5T5tBJPQ+8VqYXbihh9Nu+c9n2ZfMdoAC8st73onT0fSeYIPAM6k1m2+RB152s3gmObcnNeXmgGRnft0hNqrwK7g1F6Oh13EX/5W1+dwjQAM/ARzJATOrKa4KeINgdLOGZOacwzY+aiIEXpny77Ery8r9NnY0RnPco31SrLoDkZIOGH3n5aJ3t30D6G7HjlibPuM8xG2z/5yu+7VxzgXzjwLEQ8OSL/G44M51Ec+dhWeqk4UlCxN5gDZu+TGiUryTPAM8DeVcpbI3ZK5sWIXpgHzm5l8HzTTI0yA8yAzt4nY8dtoJwl3zfUvEJaaTJ2tP+Cobl/xNDo2478iqU9Qoi+aO8OGMyv/BdzDsPwPabO8qTcob6RI0gdklwQTr4R4JCsb3ZriuYlsC+M2KC5tjGJKa/t5ZSLXj9Z00fug1E8FQm784krwXigixmSEKc657shNQS0ufy1P87lj/3Pc/l5vOiTNBwz0vpMy5Evocwck53PgFgloLxJkHixftU44kUvwHUHyH1Y39d2tBx93m20x7tlPqwfPd5NXhRuIWci62Qudes56u48gd8zIUF8JDlHosKiz5GoDZgjQfETv3MkFMj7MtjrXQXjExW2DuVfPJ+KvK/kEjOSLBl1XlBMF3gTyUNKur6n/B/0Pbyx0JOkxz3Fmh19CFWH29LtBhZ3th/vH1aJuPHAZNyeJvmXlQr3bP9Bt3LbgHrZVuU/OKu/L4iWEe35Qerhgluo73rG5Meoaye1qJPk7HZ4foiCj+h7DA2AhdMDayhYhd3vaSotd/wnlUuoaKaXmSK3n7dj/c2nyTtmJPizG5eas4lHiGd40f/4yL4GBOk5R+uGiN1Fpv+HvpDGLukHB72tE47JeratlYrknAWqbS/ke9238375Ajl3ktrTlNchfS+WbzTGmb6Qnq0X4r/t6xk4e/+2RukTRnWHnnL/bYE1TenIqEH4welH7+dIAdy/859ZV8u6+p6qCunPOnsNc+KhF7Sf8i6O9O509vo3Toeumad/qHcgPYWoHprBF0M6q8bzIYLZm8G1g0s+pTYv/ORB9ZybFlLTiOTR2cOwjf6/zhnKSzGhWfhgr7eUqVOkV2FrgckPunhQvgnOoODzdQGqw3buO1yL/OKifGRnP+Fcu3Pff+sy85abG+qcYFI7EtxeDh7B8aFVpORVtLmoDHkvf+DsytH3b3e3ApxlB1R/aC6PvEG5U6e/A84bYRt1eUX4HnX2s2Oj/zzXfWCfVOd89vUvaE+F8S7Vq6Gwv4v0t7SOLKLuG1W9Wc5qxZYmD/lr+Cx1/DXfguZ/8D3q5L6de/TLjZ5eKU7+UCPq2L3Pf9K0tq5Gvw9zRlVC5nSXjnSLt+3g3BV032eJOlQD6/Rrw/3THf9C6dWDbdTB5Z21//aZrrLGb/6g0+msvY8/0dmLBesblKNjZ4gOKXkZWr61e+VuxckEc8HtYFao83dTnTknQ3ZX2jxVv99wdgSpUzaEW//08PzkN2gmCeyXRtGz1J010IkdsO63c+Z/339YZy5G/tDHwL2h8Mk03vT8m9Gb/d3SoHnAl597dBsYsynn1Dz1ynUIyoHwdnv4YqOzIc70dOmaElorV7HmIpfhGeKVPWmD+mwk7V2I/4R/pwS1Qxe3xhXI7LfOHftf9oh17lh/ZjENn4k+BXCvEJZANS7TNu3JAYk/fVIvsXgrH4e47ZHGMZMF9dvDa4ij8b3L5cF+osO3dvb6V+twF8SOqXNKybvCJ3v84JlOHR/Zn/FC06ZZcvJezoV/Fk/ZSB2PEVpnb4ZCXrimnx3HhtCfFX01Ts+fEZJJxJ9VLsOzES+3VFOsb0um3G4fx2c8hnur0ydwjRZeQ6cPs3NvKZpZOB51aqadvf5f9gAU7ygaMzQHEiof+zNJWB8A66NvOCm7PENvbmh+iVAM3zkjrFBuD7D+MaKBXJO0xNSZt3NQHYioInwWfN+7uVpKjWiiOrjnP8+NIe1wSPahwHWujo/s131/3uiI/77RYcoa+u9UFGMzSvSuuOZGN2+/3Yt3Jkj7w0scGyHtj1qEcDOdmQEUrrJzJuDeOZ0C4q8nPS5mm8XctYtX77trJ33yMomT4Xc4OnvW1/eg+vLKKLffU7HKLdSQnuWt0tuZEeqXWab2tQ6JTxbiVVbPJzfjy0ykvhJnn9qUmzPk3GwfdkMc2Y1PzY0xeH4Pc0OUHT6MOeat9XPKqCq/jfZz2desLq8g4udCdUMJmecMoY1ErX7cLFdPlIiN8t1az2/sl3Zrwr9adxhHdt7ngn1Bl8fs4EiY1+/4gt8+U8acV/0HDWQHL/X1YOj7asIqW9mf/bYsp72vRpQX5dgMF+op1O2MJlsQ/wLv9Svqd7ucKpyrdWJcJ27+crGK3cDmH/oROuezX59GeXapM1bvzWSOz6uQ2otCfup2zDDeoHpcRRMfPpxcd9TwHk4uCFbZCNZ/Hh274OxD+Uq8vC0bvvgukEWeYW1hla4tjFG1hS/Dl9vLIzmIy6vk9QhG2V236lbujkLC5xcoXxFVagekbw3Lx+9/Yxw857nTR0TRR8K+oMPPd3zB/23eBarheROk7bCueWQVwZHXxeBBhLV/6hVsTweNXod271/AYFOu3S5T8cuWApqbBue+TtRndfk6GBd05nl0cMH/rfcK1aMUDL63nh4lNkCPYlAv2YOemSsW+RnE82VJncfw8XwsIhzv1ZJHK+sYwpcD+6mDqopDvdWivt0Mv+ELnzMczYu7ew3HnE6M6/jy/+Vsis6e9bX16NxsUxPSSwmmJYg/q/EnrJw1P/19hGnj6/DhF735TQhx4rFFVCN/ynyG1rA98lUbQl6/yej31CvoPfVbU5eXX9O3fsEkhJPXuzM0hgyDiXhfGMxdjNHnnGSoc07Ew4fBRFVM0cNg1SUOrQf81K6aXpUVWv84e9dSCif+Ns8uDF/cHHtIa/px87Uh/g9xU/L+BcfN18zi8MXNJp619OfB0+7Kzpzt0pUve7BjGw+KK5lhxPrY5wjRO2cJWr6SVpzaiP2poDH6z6f0qXfcODQzZ4GiWxuWc/aYVvfO2UfjE31nS3vMO5h070L4Zc84hFylxgb1HKhrqBbgQzQZPAyNhFxXEFeZS68M4V3h5/z/LcZ8yn2JilD96AhLbmDDxyG1R8R4v15c+0Lf7pqJ3uCTIc1JbHPqxiUeh+YzFDC47xPGKA0UC3fPC1wP7/yWzvp+36oNLukWqe8YkRrWe/KuwHrFjm37PX7ou6vZqr8/R1dD19s8PWq3rokPH7EWOBuBdAn87rsRQ4b142Oucg/rfy7p6fhllaGsX848sKj8C6OwS50JNCRYX6h6SMNY35hCZrCDnGv9NGqZPLrE1n3yvXNqTxrncPj4ZE9R1ueT39OnCCe+txg9Y6cqwZu5wJWX5dFMzUAzXkQt4TDa6CbVs5ExeYRwZAavfn3r5+0nKB+riT+Hj1/6sH70+aU87wDtea1rt/yS/fAYFPtP2Tl4Xh7skztzpTu1a0ofOxyPOnrhzp3+7dMInd76/6A37Zzdfj8CqrMK5VS23izL7zq71kDiZkG5fLsYUlqD3umgB8uxT0/WVPsQj6k+4jaKw8djEhdPNXNPM6sfoBf+Dognr6QnvB/u4hfbjJEa5OHz1xmt8xPv5cyD/PXGouXSu0l039P4zTc3iaHky/EmJgv0NFgnqtos4gum4issaC7AQlf7M2T+jC2/zUh6/Y2ZWeUzEnM2ptbUkOayLNjHoXe9YAxWQe97lzOGdTMdrNix3+/7CHuPyrU/zCzu2K+vsUbfIozG9J7+LPUper+FVn4KPju4QN6YVlHnfw6JP3tMaMwFTngtdKAmZ4Bp4rQ3LOZVpfbEXMQTnY+4WFB9LDYrTAyf5nIUF7c5MDcjLyO8xtqZS1/GOMfRf6OzVvo74AfwW5nwGqJoHtDVVnTW8P+sa0b7w58klnw/V5OSc7Op2GZ80r0i21RaCuoylOdsd3uPf2cewRhMhcaV7n2Az2An9+34pV+9vvrgxvWH/sYOnuj3c6GzF+01Jq9fK98e+0TfZ+amYyel0p52ZB/u8xZsK4fQFySkF/13SXWvR0L03XH5SgjqRdxhNRpDGPtdKWi+1IGgrT7F0Zkk2LbDsMc7XgySs7UgrnmH9R2b00O9QvB9+ELt0I0dcG2wozvs3OnffsqzHe34H+abIm9D/PRMKntvyxVMJUZPvyQTk+9iUPPpz+lrG/uUPvNvm9vtqfjtF4Xjux3NZbp3GvblnTPfuUe/c1VWvJu6P8yJ6nDbU2Mr7i4mQufGOBMlX6uXTyvzHGQG2Py3E8R3mj9rDR9/prpPy0w9DB0HPgvRLk+8dDiBVNIbXri1i868Sojj/OkX/Z1fB5+lDKqL7eYrMB/SwYod/EmsbxoWvOzAcUC984d5Vh3/0p/ngfZhfjLkd/3amZI+t8K0rmBvcDUgz7Goj53EYrC9unZ9cw9xa1/VE+UQ3qO8tda/R1zu5hgygyFeEqehmLOrS84OYcypYrw+t7ZqLNJ1M6VJZjLMPFDvX1m0R2bkHu2wSitM9vBxuBJzdqw/F4B8Pw7R0K0UhVupsXLwrOHSfEB5jnYo62q4uMqR9WoFMfrcu6UNl+B0BXnzhDGc/jpVcvT7DSUF45T4C+k1OZk1MdbPobpa6UBa2tAOIf5UWl/1PfzJo+PPo7WLM8Uc8oZFmjqrbEh0za/+txFubwb0bKeHmIo/haVn72hQM7Eun9cAP1GHuLXHn9kiQ9an8YWpHtI93ZPsI4/MROC8zEJ9GsbP8vDpNRw1TAK9c07OiETeObeSZ37jdnPs+PqenPHifY8Z9hZ2psN+RhOqhXx1c6Ah4z/L/m+M6OlRyJlViC+Yn/sn/XhBayGqoayFZOT+mrjHrW3T384bBesjZ5WdYzsO1f4qxLNruz2ov++ZwrHfjeLP7n2Az2dHV9I5n//5Tc+BM1eQNz1pbzEFUnpX7y2mCd4zrRYigtagzEuGkFvTBmKGHreWtSsR/FlwjUH84Ga5MXwY+mNE/pjs1zvoGDqr6cwogHK1Q+Anhi+fVl48vTvg+RO6AfMnVB9UDV1qZwj7/7jEw/N/N6uzwl53Grv1TUirOTN8tUF7VuPqzw7L7bNiS2jvnGY8EvZORrxeqUk2vcXsvvsxB8VNJsA9rOHTPPOVkbwK0qO0mG/5aQSfgVis2hZ9Q7zNAbP1uqLNDGEfraMqxnr4DMS/EqqDUJdd3veicmaGveD652Ne61ZsmuVAg3oGz4bxDOq9jd4ZBLnaG9LrnDtjrd3+xE320emCmvr+imL4+M/HmPw83uM/xzKLaP8DcAZev+EQm959VMypu/OXIM6j/XzKGT7Og/cKv5WiIKZZOeQM5o4AfiHKi3BMPVPmpNPDh22kDzG9p4dtpvTpLZ2+NDpPzgsK/viCCW7tdbeS1O3YdRtQ7+NofEet/jeE96iot/R19y8LLITzEJW1uwTUkybcNA4fhs4bL8r9uQcL0iI6z1GKTVlDl8v3Ia8iufEJnbNTZrk+fPhzVEfOiv/Fn8/rRBbB0Cc7M9q1oJ8Bv4/3VceHT7f29G755PW0Kjn+DvnuFYJ7qhO67JGkBGmi3lbkrD1jeQjna5g/ubm+7v7tQI/q7hWNGjz3IJ+eGj6NZxnLn7f7s4ANimkhwkMX6sZ0wssISidXVIVvP2PLrzqG5/q9HjCTw1cLIR4T8n4t5KtFn9v0qlw07Y2k/kWptd1FFciPhk/DWh/l4V+9Ga3G98oJOqfUrDkLSfZj3Te7zdT32EvL7MYw2iivNvds1I6hfQVb42Fi/W5jdEoJPoP4z/jeENZz+EVTZRR+WyeNvq3jX3V42XsewfeskXxf5gOLKiOixZs99pIRyh9AHi4cwvkoJXHOBmvB88jsMK4p6p6JWkemeWP7JJcg9H0+qfdvRTnqbJHP4ePg44Qj2+fg1XQOfmrxflPOePzNH5ZPl+Twm6xC6px8uF7FRdfQvStw/tc5S53z+Tu30CpeC/zhrb6OX+rPuAaxQ76rfXYcac3Ao2ChJ6k38d7rn75dk7TOkLq20O9gnvgDhFu9rn5jy5Nf4QR0x25Ajk4MX73RWhVzhfAbmxmkxjByGdRM2hRl7Iya4w2h3u0hafBlejme4OO0guR4LNap28LYCAeUVuMTdcYgOd97+LB3Tu9uYD3svc9Kofy1fmwpRPF1zSGck+is8wo+2Ndxduh9L8I3at/LpnYIMQPGFVV6mIEP8CeB1OafjRvOsHJNOw/5M83MaLM9fNyvyh//OO9xv6vkrGqqP1N7AoITbIL3AuGexv4w9rkRwZjC0cM9uc67O0jMWdi73ZFNKovAtgFBqfvWW0+DrCp15+gOmz/LSE3pnj9bfJQDG8kQfj53PTpaWYfzB3uQDXDB9hDiAs153ADPgmLTZ0HtUblR4/BxOo64/qLe43Sy6nG6Xv9ky07VFxR0k8OZA4kwQRN+a/iUg/aHW1i8MLGmHQ8HfEyTcBtgMNr8wc7/G8L8IeX/7nOjXGIGR/KHnHfxwc4tNQRTM6oJTVfT9lubjw9lbb7qq+P92rzoTJlAavOn2vI4VAfSfVWHUAPyjRnv+hoQ4fPLG8JZ5WZFSSjmZM5G80MYc0IJaT/mAIzm8Aro+gJw/qyhMPB10Fw4jZdYsuqGsteSo72P6+F3vT4OkPnJzG2AJxzMPQQXkG8fHg1fz8h9XmEq9npGyDnyO/SYYxAjb5PFh48b1VjqvP48VQY95syt3kZDk17W0oFLczYlR97bTVHf2x0S/jrxcf4t7PHXGeOUiP5W2BWxYqa+BVM7GMGp7xwMjY2a3HzPRtraBAvFBcrXPPx2Sfb7ePj46xKWOi/3+Ot1BYG+U9+Oeg4i8IxrVW0IddTWbzGfwmskdxF+l3zjLxr+EGoOo26wn8h7fKv48OkneMZQWt6fG5MvInflibN/KV9TC2RzEU3xIOAd2z3ntWLbY0XOyaxJuePXLF+th14C7vBG1G/csSlmNoG3NfHHxapdxzWkIV9jloYo3n78F+K6Q0E=