Over the next few publications, we will touch on some of the key underlying technologies, and the security features that they offer. We will start with the technology that shares its name with cryptocurrencies — cryptography. The role of cryptocurrencies, in supporting digital ways of doing business, reinforces our view that cryptocurrencies have become viable investments. The funny thing is that both lack of regulation and exposure to regulations can turn into risk events for cryptocurrency investors. During the 2017 Bitcoin hype, a lot of misconceptions about the whole industry started to circulate.
Get the latest Bitcoin, cryptocurrency and blockchain news, with a... That would mean users might not be able to reclaim their holdings. Traditional bank accounts and non-crypto brokerages typically have more protections.
President Joe Biden just announced he will sign an executive order in March 2022 outlining the federal government’s potential regulatory changes. Lange, 2017), Wall Street advocates and large companies such as Tesla, and celebrities have also brought the technology closer to the attention of retail investors. 35 A signal of these heuristics is generated by a crossover of the respective moving average line with the prevailing security price. More precisely, buy signals of a moving average rules are triggered once the security price crosses the moving average from below. Baur, Hongkik, and Lee find that returns from Bitcoin are uncorrelated with stock and bond returns—in regimes of both low and high market volatility. Pelster, Breitmayer, and Hasso uses data from a contract for difference broker to identify demographic characteristics, trading patterns, and the performance of investors.
- Top crypto experts suggest the best route for new investors is to stick to the popular https://canvas.instructure.com/eportfolios/821147/ricardobrxs739/Bitcoins_Price_Stalls_Below_30000_Heres_What_Investors_Should_Make_Of_It cryptocurrencies with proven track records.
- While some of these have total market valuations in the hundreds of billions of dollars, others are obscure and essentially worthless.
- To begin investing on Stash, you must be approved from an account verification perspective and open a brokerage account.
- Stock value is generally determined by the success of the company .
- Investment scams are one of the top ways scammers trick you into buying cryptocurrency and sending it on to scammers.
Earnings vary greatly between platforms, but users can expect to earn anywhere from 3% to 14% APY by staking leading cryptocurrencies. In some instances, specific DeFi investing strategies known collectively as “yield farming” can return significantly higher interest rates. A big reason why people love crypto is for the decentralized ethos of peer-to-peer, permissionless banking. Onboarding a new generation of consumers to a digital economy of algorithmic money theoretically eliminates the need for central banking institutions, along with their fees and oversight. The results are also robust to limiting the investigated time period to 1 week before and after the first cryptocurrency investment.
Be wary of anyone who promises that you will receive a high rate of return on your investment, with little or no risk. Existing customers or new customers opening more than one accountare subject to different offer terms. Banking products and services are provided by Morgan Stanley Private Bank, National Association, Member FDIC.
It is the essential source of information and ideas that make sense of a world in constant transformation. The WIRED conversation illuminates how technology is changing every aspect of our lives—from culture to business, science to design. The breakthroughs and innovations that we uncover lead to new ways of thinking, new connections, and new industries.
What Is Blockchain?
We present new evidence not only on the characteristics of cryptocurrency investors but also on their investment behavior. We identify thirty-one cryptocurrency-related assets in our sample and note that almost 85% of the value-based holdings are concentrated around three investment vehicles. Approximately 1% of our total sample of investors holds such assets with an average value of 3,819 EUR, corresponding to 12% of average total portfolio wealth.
Indirect investments, although tied to the price development of the underlying cryptocurrencies, are only a proxy for direct cryptocurrency investments. In addition, external validity might be limited by our sample stemming from a single, albeit large, German online bank. This validity comes with the caveat that the generalizability of our results is obviously limited. Furthermore, we note that our sample data only cover the very early period when indirect cryptocurrency purchases through ordinary exchanges just became possible. As a result, our analysis is limited in measuring the long-term effects of initial cryptocurrency adoption on trading behavior and portfolio composition of cryptocurrency investors.
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CM+mKb2y7NTZH5ylbnTwkDJJ9q9RpenxaUAMGVgazqM2rPnOE41drO7ScB5xxRWewoYt1vvGo5iYkCM484o4wkcD96uqzdG5+r22XJDJjxyQST+pQ+/pV2aL6Xac0fGQiLDbLgHKsck1fBDQs6yT5VUvTH4fHElq4ajCVqHIQewrQVpsVussdLENhCQkY4FOVLbYbJJCEj9qHndVtTbl+EWtXiOD9ZT2FKfIByjYz0RBLubERskkFXsKDtS3C4SIEmSF+AyhBO4milFqTtC5J3q74qnPiO121p3TK7XDcSl+QNiUg4PNJ3F5pWgwMFlZU6mLjXq9y5heMnw1FKSo5yc8mgNwNMDLDCfTGBUk9cloKgQSFElSsZyafabswvt2ZaYTlKFAqTnuc8CrrRtCr8qz+hej3XJCZ0iPjac8/wCI/wDKtHhBYQllHlCR6VCaC05HsdmZ3NAK298dz6mpyTIRye2KqvfvNqy1u0UhbW7lnEIt3bZtWCMq4qib/oC03J9UixOAq77QMipzqnqlu/aj/s8UuFlvlwpGcAUSdKtHxYaHrn4y3G3OQFHI/lRjyttQQHmlT3T7QN8171OtfT+3x3G5EyQEPLA8rTI5ccP0CQTXpeYdts0KFp6yMhi22uOiJFaT2CEDGfue+aAui/Tm1aSYn9QjCQ3cry2YkRZHmRHBytQ9txAH7UclRVyf9qi9xtDW3C+Dv9q+KyK+kH0rjzEYz/wo1C5WSM454pu+4Ep4A9aVWFZ96ayVFKDux7d65cqM6+a2bti2bc+sIg2qM5f7ks9iho4Ya+6nTu+zJrIusetmoLFqGRbMlKm22FuJP8Li2ULWn9lKI/ajv4utbBvTuq5KXj4V41HE06gg8eFHSkuf+tb4rI/UbqLDvGub3clRVJ8aYvaEdto4T/QCmRhp+8heLbhesmoYy7ICi2W7xGVHCglPYUAdQNDWu5Wpu8rb2OAZ2gc5qx7nL1NfXfl7NEQ1GzguOJ7/AGp7H0U62yl67yQ6EDOz0rHa7anOAdhZXest/wDFSYrK4rSeylDGakW3bw2x8vPf8Qds571cepoca+SnYCEJZajgnI4zVaXnTrqhiG4o5VjaOc1Ya8O5SS3apLTMNCLWtqYd6HOx9qhbtaozTi2itLrZGU8dqLtFWS7MRVRrgzlojgkULahSxAvTsZK+x4GaNp8ykDFqvZIcElxpoY2HH7V8ipW24QU59xUhPZKbkt5HCSMkUihs+OXUA4PerIOEBTiE4rPiIBQpJyCDR1C1jqCTbTblvhbJG3z88UFIWw3hO/Dijx7VPwLhFjsoLhHHf7UtxRNxwpG1dNpV/kqfhgBX6jx3oc1LoT5SWqPco6mXEnAOOD9qujQN0NznsGxNLcQgYc2JJzR7qjQNu1VHDd4KIxOP0eZz9sVbj+0J0Z26h3lH5oHdOE+YhlYt1LZY1uiJUgAkeoqOsun9VXd5JsNnmySR/wB2yoj+dbfsPQ/RcBvxGNOpmrbG4uz1bv3waNbXp20tvNQ3ZjEIKUEpbYQEjH0NZes+2LTLcLb/ABwrcHRHbKefyWPNKdMusQcRJRZlQiDkLfeCP6d60JoaNraDDEXUs6ASBgeEpS6te76Qt0B9bTDDkgNt796iSCfauU6dnNNx3E29thBTlTiwO9Yuv+1Gs1BMZjaK9B+6vafpUMVO3E38f2Q7HfRjwlLWtX+Vo0jcGGHGleNFlAj+LwDRzAbt8fwm3g0JfiDLgI24ogvqIMaKtmTcGgXsYSAMhPris9uv1MsZcSMfAKz4EcbwAFn+dbmZCVeaQkDjlg1CORfllHMs4H+JpQq8J9otbgZZtdxSsOKwtK8Dn+VREy1qgzyxK8FSB7JChisaaaUOO76LVi1DmigVUBklKsNyGF/QLwf60jIJeBDzauPpkf0q4I2i9OvyVm7IhPtvjKClONpPp3qJndJLRuXIhSlMoCtqS07gk/7UHiygXSb/AJYf5Xiwqyhw0S3cthKEp9TXy/6q03peGSXUuyEjsOeaMZPS3URbdTBmtSQkctvDCiPooVUmsOnD5Q5GebkQH93Kl/nNZ+45H3rZ6brtFCf/AGAQfXke/ks7XHUzjbpyAPQYVa676xzp7647DpbaOQkDseKAHnpN6ZEpxakkHOVq4PoaLr70nvkGYh8x0y4y1AFxg7hn/h+9WzoX4fUXWNHlX9KGo6MKDTeOR9T617ODUQTMD4nAj4Ly00csbtrwQfiqX0n0xvmqZSEQI7ikqwlTpGEgehHvWlOnnQCwaZDc+4tiRMUAVKUM8/8ACrPsmmbPp2GiLbIiG0ISACBzT515lpBcccSkJ75NNMuErZfK5ixWIzQZjtJQhI7AU0ul5hWprdIdAPoM80NXzX7bS1W+zNmQ+rjKewpla9N3O6PpuN9eKuchB7CqcmpAw1NDE5nLvmp9zcNSmIx/i9anNF6Nj6dC3zlbzvKlq5JNSEBhDe2OyOBUyVKQgJPFKj8x3FWGNDcqLvkxq3RnZLiglLaSomsLdZblc9a6okTmJClR46ihsBXB9zWi/iV6jJ0jpVyIwsGVL8jaQeeayVZ9TtXBWySrw1ntzyT61oQsxuQSus0h1y3vtpIca8wzzire6I6N3vNy3EDcohZBHYnt/SgoNNXG8NwWwDk5WMfwj/nWmemumk2qzJkrQN6xx/x/5UcjqCCNtm0UKWmOhMZAGxCcChfWd7Ys9mkSC5hYScUQSEkkqFU31Vip1c/+DR76iIhg5c5xSAMp5NDCBbEwxf8AUPzkJKXZLjn5wKj+n7GtL6A0mu8XK36dhoDIfILygOG0Dlaj9hmqZ6VaP/AJD8lSw+g8IeAGFVr7pTYE2HS7moJTWJ14Bbj5HKI4PJ/8x/oKJ5s0ELfK2yiqcphJbiQk7IsVAYYQPRCRgUyIzxzxShSCSCDzXOzkAfepbhL5XGMDPv2rkgn1wPrSh7c9q49ximLlwQcn0pCQ2lxBHGefSnCsYJB7VRutvjH6J6D1bI0dfbxLMuIvw5DjEVTjTavUFQ9R9KJrS40F1rNnxS9JdUap6LPy9OQnZNy03qyZdrhDQgl1TC3nSVJSBk43pP2BrAsp1L8hx13IWo5VnvmvZKH1O6RdRpbd76fdS7MzdFAJWw88G/HHstCsKB+uKh7r0I6c3u4v3a7dFdLXCZLX4j0pCGCHlHurPGc+9AQ5hyEQqlff5UfDSWUoSBwAKiby1JktLaj5KyOKfFia8sZI796kmYiG8KXjIFZWAmqsbb03uM2a5KuUktoPok4yKlXdG2GAgNR46VKT3UfejSXJQghAWE59agNRux7fEVJU8AcZFECSo2hDtxSzamFKUyAjGMgVnfVCm/7aurkglp0bk49KveZqi3TLDIMlaCUg1QN2fVe7wHmMJbZJG4+oqxFg2lv4UHqpRjKbeigkKODUdGubkcfnIAz2NP784y5GfbTJGWjmifpb0qu3UpoTPEEe0MH8+c4MIwO4TnuabJMyJm55wgaxz3bW8oShwrnqme3bLDbX5UxXZLSc4Hufart0Z8PbUUMv69nrkSV4Ui2RCSo/RRq2NF6Ns2nrcYWjISYEED8+5upHjSSO/hg8n79qMrDCt7T6VMRlOxc7X1pX+eVn1UT/AFryut64+Q+HDgeq2dP04NG+XPwUPYrBb7HA8JMZq0wWsZZiN7nCPqRRXYdPSJr6jAt7jbKNq0Ovo/vkHuQo+tLw7ZHjszF2VpFxlle9UXxAG2kf5lH1r749zdW07c7i4kN4KGGVbUJA9CR3rJAJO6cn5fz7+KvcDbF7+S+TbfpaGmZb5c2VLnE42x1HcgH+HI7VJwFw5NlUyLTHhrjJ2sPSDuUfY/f964UmfdpAXGiMs7/KCcI3fz5NR8oMR1eHJm7XC4pspJ2YI7/WjLhEdzWjaccc/moDd+HHPKQfM4t5n3gpyMbWgE5/fv8A1rqde40u2M212I64lr9Ljjh83+9drieG2Hi0hltY4cWoJz+//tUbN+TaCk/NtlRBI2JKzj/y1Re+RgNd1YDWur4JFq5x2nQuLFa3tnsAD/ypzO1Q9PcC5cRClJTtG1vGP61Gb21AbEzHB2ztSjP/AN3NNn0pSkEQ5AI/zt/86pmZ4FA4R7G3ZSn9oXkTW5ESMgFo5wpPH+9NLnqxL8l2RKt7YKs7igkYP8v+NMXB4St3gT28H+FCFj/080m/At09lTWXkOL5JcQtAPuCFcGgD3kUSipoyl7XqO1IeeXcY8rK04bCV5CT6HGa7ky2pMZbcaapf8Xh7ihWftUMuyyIsjwBFKmUt7g6hwZB9ttcOwiVglasAcJ/Sf8A5+1Rve3CmmnKfwJetbVbXLg2poJdCkNodcKux7kjtx6UnBnouERmPfm1RZ7rhK8ednGeMKpkxMnQiEtyVpH+Fzkf/PtTptq33SUh26peYabO5RZVlJz7j2pjX7vKQhLduQk7nom13ErftijG8JJUqW0obFfcdj/85qGYuV+0y34rpRIiDA8Vv9BH1HpT+7acnQITatOXX5SGHA6ENL3R3iO6FDunNDp1vqV+8JseoNLJZZmEloxgVgpBxnP/AM706GaXSu36d1H377oHtZK3bKLCLx1IshgpccJafUMJbV/EfofWoBa9R6vfUGUrjRVHHtkVzcNEux0+OptrwXOfCWf+X6TUvpnUX4clNrujfhtIO1DpHKPYL/4GvS6Prf8AlERT+U/QrH1PTPCHiRZCkrBoeBZWvELYW6eSo981PBtC/IkcAUk5IccBLLwKT2IrllDylpQlXmPc1sgXgLOAT+CwEFSyPtXyfJbjR3ZDyglDaSon2ApZakspSkegqnPiQ6jJ0dol+NGdAm3D8hpI7jPc/wAquxs4aEZIaFlLr/1Gf1prqQI5U5DiKLLIGcE+pqvYcR5MhE2UC0215gPrSjbrqbu068kLaUrGVeqjUpc7TKuFzj2eKVEyVgeXsE9yf5VotAAoKmbJtWP0f0ou/wB0F5dbymQR4fsEDsf37/tWlRIiQEtW1t1KfDTgJ96CullrtenrU03uQh1aNrKFKwdoHev0pV2natC3EeHGRylWeDVd5LirDBtCl9WXtqyWWVOdeSgtoOCo4GfSs2x7BcdV3J5+JqiOZj6ypcYqydhPpxkHFFXxB6sakKRpgXBEfwgl90KSSlzB/SSO1LdHGm7qpy7qstujtspS2h5lW5Sj61Lba21B8zqV1dHuny7jLtmmkg+E2PFlrJyEtp5Vz/T960dcXm3XgiM2EMMJDTKBwEoSMD/ah/pnp0aZ0iLk+nbPvIB57oYHYfv3qZUOxxQDJtc89lz6c1ztJ5z3rojPb1r4AUjzHtUoEis44pB19KRknBpd1Q55oM6jaqb0npqZdlDc8lIbjNju48o7UJH3URTFyBOuHXeF0/0vf37eEuybdHKFubsJQ+seRA91c5I9Bj3ryfvd3mXe5SbrcH1OyZbqnnVqOSpSjkn+tad+LPUBg6ctWlG5XiSJchcu4OZyXn+61H/zHA+gFZTW2p1wNNglSiAke5q3A2haWclfkrdbSmQ26pJ3YBScEVMsa51tGaSxG1ZemmkDCUImuhIH0ANbg6I/C10v6WdMk9XOt8Zmc+Y4mFh8ZZYQRkDb/EqhuZ8bvRCDKdiWjoXCdhsqKGVqZaSVJHrjHFO3EGgoLs0FuVF2X+pPbGRim8zVjccFLziUqx23UAXW7SmlpR4ryW/0jb3JpgSw4nxJsRxZzkqUs54rzu0HlWi6kS3LWUcoL7jwJQfKncOarrVvUKVdEmOhQS32GVcipCRMtqncN2ttWCec0K3m4W5D62fk2QcjJ2880TQEBcoG53lzwFRhNCWynzJTnJoXf1AYrKmWUJSMcqomuka3hYc2BG8c+gphoHp5K6q64b0palLbipV4k1/GQ00P1H7nsPrTN7WN3HgIACSp3oh0mc6iypGobyVRNMQSTLkucB9Q7oSf9zWttP6ds8iFGalxGrTpmLtTBgBPh+MB2W4PQewP70xtdptDFvjWiyW9SdO2JYjQYbQA/E5ie/3Qk5yT3IJ9KK4+nWJrrU7UMkOMIWXZrT8dxl3KhhLaFDhSE+if3zXldbrJNZJTeB68fP39Ft6eBunbbuT7oJV2KIV9mPKfgC2COhLYWPFwfZAHCTj0pqqB89HbkWa6NR7QkqaCC1mQ+sHzKB9vvSEqC3cVOzmZ0dmypeVHjQUJw8QgebcrOAn1J5IHrXat0lHhNgoZACAG0kY/wpSPT3A9B5lVmPIbwPX6/srjTfdOIqlR0KjQEhCDgrOe/wBVH1/+YpWXITbWvGLKnVuHw95BJbOO6RjHHfBOTXDawMpRhCEgKK+doHbOe5yeM91enFDN+vEqwXGPPuCJErTLriRLRuIUyocFZA4CM45H6T3PJwnLR7wjsFNLyqW7OiuyrwhuY68ls75CsK9UraA7HHOOKk9dXZTJtpv9uQqK6ENT7g0MkkHAUpPYcY5zVlO6N0TrHSIgwY7QhS2wtl9jhxpWOFpV3Cgfeq2hTJVpmyOm+uGkF4I2R3VJGyaweAtPvnsR3CuMYwTZ1Gik0zBuNtdWeRfvulRahkrsCiEcyumWldUacQ3FuEl/cgLiTPHKi2ofpIGcce1Vk7dLvpV17TuobcszIoyhYxtdaz/eJPqPf1HrU5oGRqjQWpE2CK09edPT3gGw24HHbfk483+UZ9847jI5tHWGhNPa4iNxb3GWSysLaeZcLbqD64UOcHsR2NXDomdRhEkDdr24I7JA1D9LJtkNtKqDSz7N/kzUXmcm1ts7FMrGVh0EdhnHP0AqXm6at0lB+Ucvs04wFs207T+5xVqWzTFgszaW4NtZRsGAojcr+ZqUBSMAEU2HoLdlSVfz/mvogf1Al1sWc5mnLrCST+Gai2p7E2xasD7IJP8ASkbOuXPlrh229RnZTWN8VbhZkI/1NuAKFaT/ANqib9pPT2pWAxebWxI28tuFOHGz7oWPMk/UGgf9nWVcb1w6k7/kFQWqbDLtEUvXEz4fjZDjjmfB59Q4B5D7VBRHy6yYkaeJYZISpMxQ7H/C8nv+9Wvd7JdWlo0jOuq1pCtkFbpyJKSlSkpV/mwhQP1APriq8u2nn40kybaoMFrciTGc8yeMZKSjkH7H9qwtRpnROqjjGfVaMMwkbymTzCWX/k3FbXzgqjvYyoehSr9Kv6feg7WkVyQpq1pkyG2zkuNoIKgR6KSVJX6+5H1o5Zb+ZhBqayh+MQUnJ4H+ZKv4SPcfuB3ocv8Apv55xtKJxeXFaUhsSUBLmDyASpBSfulYBpDW7SjLsZUZoB25QJPyDodTFSg7EueMkufZKgd37EmrBZQXFOLWptlKAVBSxg59U49/uaGtGw3oESS4qMlTyjsQUlsBCR3BIWU9/ufpUsRLwZL61bGRkJRwFH/URn+QSPrT7sWVAxgKZdQ2W9kp5rcT5WyCrP0OOBQ5crTFDfzCnNimtyEFYwAT/CoeoNEEe5tTYqZDzrbbyiPOkA/lgYx/qB4wM1wr5Fawsl5RIKVLdVy4n2I9B/I0p8e7ITGurCH9PXQW5aYcwLEZeAhSzktKPZJPqk+hozhttlCn05836c+1DDlmiOpILylpcQpK0JQrHh8nGcY3eo5Pb61IaeuLxS7ZJbgVKhYG/wD+q0f0rH3Fen6FrjL/AKZj5hwsnXaUMPix8KXfkJbaK19kgkmsQdetR3PW2tZDkeO4uBDyxH28hR9T/Pj9q0l1718zonRT6vmfBk3BYiRyBkhSvXH0FY+d1hALOA4jlflBUQcD9RP3OTXroRncsaV3ZDCdPSVraeuCgy22sEpyCo8+1WH01tCrreHJSGgtTixGiKx6fxn9u1BTlxauMlUaM4h5ySva14asklR8h/nWkuj+j2rXFEvGflWvl2iR+pzu4r+fFPe6m5S2CyhrXOnNaOz0twbXHLDW1DLjMnY8Gx3wPrSumHrlZIF0vt6M1hphJDTMtzJGB3z9an9WacuV61K1IdM1mMwoJbcju4B5ydw9qEutV5MK2xrFavBlz3nErMN5RT4zQ75I7Uqy7CbW23KlrnrG5XC7TV3KDLY/FifBekRt6AonCEg+xrVvw39KlSnbXZ5DISw2kTLgUp2pA74/c8Vn/o/pibetU/i94luSVsLWp+MF74rAP6G0/UV6F9OdMp0boxLj7aUz7vh1z3Q3/Cn+X+9dKawFzBQ3FTtzkJkyT4XlbbAQ2kdgkcCmfPqa6PNfsH1oBhByuCfSuScfqFdnk1yoAjmpXJrIwEEgGqC69aqjQrlGjPLyxZYj14kA9twBS0D+5J/ar+kJ2pJrD3xfXuRbtMa/vbKzkiPbkqz2T3I/mqjBwoWYuvt5VeZ9klLXuLsIvqOf4lqzVTw5PyVxjTNu4MPIdx77SDj+lIao1lLuM9gvrK2m46G0/QAUzauTDwyFAE+9X43AAUh2nlepWsxB+KL4Yk27QNyaVPTGaPy4Xg+K2BltQ9ORivO659HOptpuD9um6Gu4fjr2LCYylDP0I4NcdOOreuemFyFz0Zf34Ss5WyDlpz/UntWhon/SC6/TGbTO0nZ5L4ThbxBG8++MUW3NtQEEGwtoz7XLU5sj/KrOc+dXOfpQtcLRraS+uNFaZKM5JC85q5R06tzf6XJqhz3dA70+Y0JamkhpaXlDGCkunH9K87vpWi21lfUES6aekPPSp7CFpGQnxO59hQ1bpwlOqnXWSVFSiQMeXA9Sa1pdOkugZre2ZpyO4pCirctSicn65obldKun9rQotWOGSM8OFSxz9CaMSgBCYysoal1Um6yREhocDIO1S0JJBV7CtUdFtCTdDdOLdboyPltTa5eCnHSPPGi43FX/AJWzn/UsVCxtFWSXqK22Zi3Q0plS0NBDbGAEA7l4J/ypVVyeFEm37U18mXhq1sWuImwQJDikhDDi0Bx5Y3EDJKm09x/d1ldT1NsETfmr2jhp3iO7Iem6j0JLuK7ApiTITbNlvsxgHxNizhKlZzhLilEp3c4AznvRG1B1UwzE0+xfIjkSJCXLmypj61qZUVHf4ajnxSkYHYAYHPOKRsX4tfNIN3eQbR4Wnkl+PCiqbDi0hISlxxxLjiRtBWcJUckDn0pqly4rYYvN+tci1CfHDjMJ5aFOiI3hXmCCoDxXVNJKc52pwcHIrz20t8x7/LH/AHhaYcDx29/opFtRdKGGClltCQlCFjIZQkBZK/fakhxfutSE+lKzrlFtzaEPOOtpdKWkJdzn8xQwFY53HO9z1xhPvUBdn7s5bXmLSy4px/xI4eQsJUptpwJfX3ySt9SkjHchHoOHFxtbLSBe7zOlTHYxddTHaIWHS3wspHdSnXleGBn9Pbk0BaawP+lwrv7Kj7hrB9/UcaDBgLlo8RXgsOPFsgBJ3yHiP0kgeUd0oHGKVEG6agvhXcrkzarK2lCpz7iwfGRt8jSGee4OQgjIBBIz3mtBot/U5iU5YJ7DbLR+XkF0H5lKgsl0lJ/SVODCkkeXYEnGMVZtu0PpbT+bjcQ0/I/U5JlEcqPcnPqasQaGXUHefu/HA/lDJqGRDaOfqhLphbNQ6fvLlu0+ZEzRy1Hw1T0lt+P5eAknlwAjGTg4I74yTzVGhtK6yVBXqSzszF218SYq1ZCmnMEZBHOCCQR2NIWrqFou7X1/S9svcdy4xUoLkcApICgSnBIwchKsY74PsaJK9DpYIhD4YIcPp+CzJXu37qoobmag0dowJtZeixnUpSpMVkAu7TnCto5wdquTxwaEr51Uuao63rRb0xmPD3oekHK1j0ISPQ++DUj1b6Yq1zb2bpYXmIOprVlcCW6klDiT+uM9jktOYAOOUnChyKozTc12/Spa3ZT0K9w3DFvMS6SQgQMJypDiduV4JCkEZCkKBB28Vl9Sn1UDtkeG9qVvSthfl+T8U6uOpeoWrrvC+X1LPdtVxZdKVW1bocQ6kFQSpKBlAIBGSODwRS1uXrOJqGNF0Tq7Uz7jsdT7bc6SmZFU6gErZe/LC2QoZCXMnCuCn0KmlNKP3e6S27hf4jERbixEEIOePJQk+ZaGwgEZBTz6DnJzUmYI0/qOUnp7b3pl6uzK4xjKdDiErJTmQ+U+RpI2nyJJJKjnBzWPGH4kdfPrZP7q7JtNtH8BWv0s14NdWma46gplWqYYMk7doUvw0OAgenlcTkehyKNaEumOhEdPtLNWdyWZs991yZcJahgyJThy4vHoM8AegAFFtey0wkELRJ96liSVuO3hUj1j1baFap03HbuaEtW24plzHGjvKA0lWEeXJBKlJ49s1Ca26wdLAtu4m+LiurcDay5FdaYQCclwq8PGTxnJH86v1my2iMtbrFsitrdWXVqS0kFSz3UT7mnKo7C07FsoKT6FIxWbJ0yWZzy5483w/tWmaprA0BvHxWSLHrTT9/luS9Plc6E+oh02qRHkp8QE7HUhLgUhffIKeRwadJOoLbOccTpq4rjPHKXYfzrCtv1a8NTKfqQ4Bn0Harl1/wDD/wBPdboXOj2xNhvqQVR7zaQI8ppz0JKeHB7oWFJPqKqu16h1NojUX9guocxLT8dxKkvsAoZnxlkJTIQDlQSFkJWgKy2sgcpWg1j6rpr9MPPkeqtxaoSnGCiNwNPW5CIMpLUtxO1gS9rhKynO1WMFX2GO3eqsvl8ahXZUfUd/kMzWNralLZkR4yiB3bJ8RvHt6j1wauK6IioX4cFlCSzHSlIAG3x3jtbJ/wBPP/3UNXu5Q45CytaUlDuZJwpQYZB3OKyNoOeCceo/anJA5wyrEcoBQq3B1PaZaER4SEJdKVSHnpSVBxHYJTwnz4wQCMYzwTU68piMhUmW6hDjI3qUVYSwMcnJxt/9FVXbeuf9qNbsaI03alwVuhxKp0/C9gSkkkNJUSo4HG9WOxwKLb10hsN503Gd1bd7hf5a31l15yQuO2lCkpKAhlpQQgYKh2zlJzQ+D4bNx4RmUOcB3Kc3XVztulfhkC0zXJS2hIR4bOxK0f4i4ogHP03fenN8nJgw7JrWIk+EWm1OgJwPlnQSEn/SpLifuke9UX0okxJT64M2Uqdd9MTpjElD86Q4W2IyspWUbQjBQnhKSonnPpV22O4sai0bqDTsrBetr7q0JOchp9KXmgfrv8Tj0waOEHTyl7eRn38lzj4jAD+B/RZW+InV1x6tdTIdg0c4qTFs8n5dpTSvKp/aCo/Uen86O9IfCZo+NbUzNbPvz5zuVqZQsoQ2TyUjHJoN0r0f1he7lql3Q1/Ysky3TFORXFJ/U4sZSMjOOPXFRV11J8XHTlwfj0GTeWE5K3W20PJwPXy8ivpUTxIxpYeQF5Z7djiHhWfePhZ6YLUH7CxMtUtABbdZkElJHY81XNp6m626I69g9OdXyxcrHOeDUSUoDxGys8En1GaZ234u79CeSxrHR6xtylx1lC2lg+2FDFC/UnVEfrJ1Z0ZA0/DcS2pbTi0uIwpIQdyyT7AUYDh97hRY5atV3S5fLsqkOrCG0pKlL9h71lLWepI+sNR3a6WvqVFtqmFoCI86KpsLQk8bFkgkEjnFaL1/Am3ywSrJAvCLe7KbLIf2blIT2Vge+Kz9YOm8y+62iQG9YWXU7cN1tmU2/BCJkZlHIwkj1OBnHrUR1ypebNLR/wAI/TOTdQ1NvEOM0ZDguVx+XThs/wCBI++B/WtZ3ST85IUQAEIG1A9gKhunmmW9D6IjxCylubOSHXsDBSMcJ/YVIKOfpSr3OtS40NoSO3B+1fjkc44r6rvXw80aBc1yTX0kCkXn22kFazwBk1y4C8L45hWR6VnTrP0kg6uhai0lfPyYOo/zGpGP7t7GB/sKe9SPiURpDUX4Vb4SJTbRw4QrkGvlq+JrQGp2BC1HEVH38EOJyAfuKgPHZbp+zfUhCJxES0jtz+XK8yuqvw49TOmE5xq72F6XBQSGZsZJWhaPQnHaqsWyppWxaShQ7gjBFeyF7m6NvFv8TT97iymFDmO8QtOPbmqL1t0k6P6ucW3ftMMQ5Cv+/jDbz78U5ptZb4pYTtkaQfjheczUl5rG1wkD3pwbrJTwDnHrWtdQfBBYrilcjRWswk90tSMGq6k/Bd1cZkLbZRDdQk4SsOcKFND3jgpRAPK9jFzHlEbX2lZ5H2rsypm3c442PqKCzCtxJ2xkqOMDbxx9PYfWkHrW2tOIs2Q2VEbUtvHBx6AKzx7ms7wQitFMmW8UlSpkcE8cnOf60JXqTCCFlV+bZJ77ChJ/bNNJFt8PLrU+QCrKUBKsgn6A+n1NBl9hyFKDSZy17XMrOwedWCNo4/fPYY/kJjARAor6XO2+49VI7MWW/LMK3SpSluK3BKsobGMf6zU07fNXf2Lhx9GtS3bxqO9XSWBFlMx3C0iQsfqeZcTjYEegPAwaDegb6merUyA7JDuNPuFJJx/+4QeBgZ/SaI5MfA0NCesVzuSGJV8aeZtq2EPKLb+NhU84gBB5JwQfL3Hr5zqF+KQPfC09KP8AWffYpe1axuWmrci2a6t91izWZzpdS3GNwIUWxsDjsSOlIWrz7Qrk54JPAWTLnmawxd2XWHYUWNLWyvu04oyZrravplhCSKj9JvKtdyudllZj2+XMXOaZmSYD0pLjSGsuPmIpTbZHiAJGQcDJGTkshfJlwfVJlyjLdkW2IwZJXuL8lcKXHOFepLrjfOed1Z+wBwCcA8tPojETjEbiRGSnfFiwBjIyolBkL+xK1tk/YU3ZuCFCIpeC01AiyEJ7BDqGHpSv28VLJxULcpzjiWJcbKzNiWx2MEHJUlcNSATnsfEZCfupPvimMecGUMMh0llVvZhsnjKluQ3Wd32Di2+e2Eq9qkszXxUBhICcXCHM0Zq8a30Hc2bapLSo0+GY6S3IWzGSFv5AB8RRawrOQsJRnlCSCmZfrm/PuE293dya7akT3mg5jw0FLbKGwUdiAtxav5UH3aWmQ8XmUmQh78xuOD5nXJDAUW/uHUPtf6lJHrX2z6jFvlyL/cLlb4MOTHW4H7zaJMm2XBmS21n85obW9pawd/qpXGACSYwuOzt9Px9/Jc5paNw/v37Kaa8tmpnJEe/iZHh6u08wZbEoziGJUcpSoIGw7ksuKayOMtuDIBI5vPoh1pt/Um2G2XAKh6ggFbMuI+Uh0LQcKCkjssApJxwQpK05SoGqohW7QF5YYvcjRPTVxYUUxpuk7vIfLqyRubU2hphJz3KFOkHsRUJre0Tp9za19oV1m2aogxypuKcRk3KO0rcEYDeUOIO/w3FYwcpUVIWoFsMv+DKdpsHsgdEdSwWKPqti1UHWroxd9Yy42s+ndxg2nVkVKIzy5jJci3GGFEll9KSCSncpSFg5BKk/pWoVI9D+tVq6sWIeIRGvURJEuItPhr4IBVsPKSCdqk5O1XGSClSrOrec2LWRZyCs7zwPo4Kq/SPQ602RhIuchLuElsMR0ltpLRJIaA9EDOAkYAAAHYUUP3rQuhGvk0PRIrjhA8BgbnVnsMgc/ucAe4oe68WrqbN0Yu4dK7iRdLapUh21kpQLmzjzMpcIJbdH6kH9JUAleUk4pHp/qR7WelrhqqzR48+TbnkfOQ1IUqWyhCQiQtDCk4StC9wU2reoHOCPIDmy1oTs08Yv1OVbjB1I3SOx6K47t1avE3ejTNpZjMtn8yZcFhLf1AOQknHbBVzxiq/vmtep0lEN6P1GjwEXF7wW1twDtaxwCQ42MkkHAJAOO/IzENtXybcHJza0XC1SmggSLisNlpzyjalZGFbgclJwQe2e1Mfw5iLpaNIsct7Uke3SvGuMCZHKoC4qjkNIdUkKCkqTlHBTuJRwkJKcl+p1GoOXH86/T+1dbAyPgfupC2a++JTSkufdH7vZ9c2W3IVIlRfkDDmpjDJLjK0KU26pKclTZCVHAweRnQ2gtdWjqDYE32zlSQl1Ud9pX6mnU4yn6jBBB9QQaox28wbJIumqNMwrjDgaotyAm0vAK8ae4kJKmUDJThOUrwdhVgjkrNWf0E6f3Lp9oQRb64lV2u0t66z0p/S066QQ0PolISnjjIOOMVrdNlkL/DLtwAz+ypaqNobvqlY/OKqn4htOW666XhXiQ0kSLZJUlDw4Whp1tSHMHuMApXx6tpPpVrEgDJqlusd6Rraax00s8kpQ5vfuUpPKWIyU/mHPvtJAHqTzj1udQkYyAh3JwPiUjSxufIK7ZKA7VqaTcbhbY5Jw8wmWoD/6iocpWT7+ZtP7ge1CXUW5T3um8ibBJW/cI8eMARwAppt94nHYOLfSlXoEpojtUQ77te4yQhTjPy8JI5DKnVIbY/k22tWP/G+op1DfTGivuwGm1MtxXRFSeUoVJPgx8H1CkIJCvQIBPevONFto/H39FrGMh1t+CzD0p0VqyDr/AExcZFhfjJjrLk96Q34eG1KX+pKsHlG0AAc+laLUzdby1JfF7eYbEAMhnYFYdWqRteBz+pIQvHvn6CmKJSTqC6GXKMt23IJkONownwUsnajg/wB5vfSsgeieDkECPvCteWO1XaTCiMqdjQW/BHioHzL6AvxCrccJQhbjxHIzj2NKkdui3fj/AEjbCQ5Vrpe7Xl63ztFwrw6wdN3u5qulzkRNqLl2ORhXmc2jkD0x3on6Q6itmodU6xuNifcXa1RLYd7iFILjgbeSSQoAjhSePoKCrTp2PZn4lwgJlN3DVMNdzvctfjJLZkLC8J2ADalJAJyfXnB5LOnMONpq1dQ9RIkLXbm5bECO+4gIKlR45W7gAAcKWlPvyckmlOobiPT9q/VMaw0AfX97VfaU6y2HQPVW+WHUD3gxbr4DqXvRtxCAO3qMH+nrzi8/7b6VurAlW/UdtkoWjILclBz9O/es99LmtM6nv2oJV6sUC4uKnBpK5LKXClKUJGMkH1B7USa++HvQGorS67p+Gu1XBKFKZMSQpCVLxwMfwjPtjvzXvdCB4MYPNBea1RPivI9U56r9VunGkYjqrk1b7ncyjazGZQh5W48AnGfX07mgvoJ03uVukXHqdrGN8rcruFCBGWnmPHUdxJH8KlH09BQv8Kr+nU3S96Tvlghu6jgES41wfa3vOsk4IJX+kpJHbvn6Vc/UzV8bSGmHLk5JjImOqTGipkOeG0t9Zwncr0Hck+gBq8ceUKuDWSqa6pa/0nN1W69ZOpeoYN0tu6EmLbbat5AcB8+7Iwskgdj6Vd/wRdObnqy4y+p2q3TMemLGJLsRMdxxhvhG5I7EkEn6AVnJl7qNrXUMG2WvTseFe3roWfxuzS0fIuj9K1htefEUlBX5gAqvTvp7pRnQGhoVmQSqS42kvOH9SjjnNQ87RQUs/wD0VLXOSJMlSk/pT5U/YUzCcc570qpI75rlSDjOaWMKEkogDFJq9waUX2/ekVE0QUgWmsp8NpJJ4qn+o/Up22QZ7kZ0IYjoIK/dX0o519fBaLS4pCsOu+RAHuayp11va4lrj2VLnneVud57nuaF5xS3/s9oBr9c1rh5Rkqp5Crxq+/ufKMOypct0kJSMnmrItHwy68nREy5r0eHvGQlfJqwvhl0Pbbbp6Rra5MpcdUkrQVDskdqrzqv121TedQSYVkuTkOHGWUJ8PgqINGGtaKK99L1TW6zVu0fTqAZySmt86G9RdLMqmRAJLaOSqOs5H7UFp1DeYzhYlvOFaDtUlzOR/Ork+HXqVqu+akXp69SVT4q0ZKnBkpqG+JbTFtsurmpFsaShcvO9COMn0ri2uFEGvkk1Z6d1JjXGrBpAkPVT7SwoKU2fdJqca17cENhIuroA980f9Pvhvb1FpcXW7SFtSHW96UhWMe1Vxfen86z3eVbErKxHc2BR9eKK3NWedF0HXTOjYKLeawFqq3X/cXCm4Wt0Dbnw3xn3zgKJI57Yz7ipNVwUApfy3il0DcULSvKe2Rj09/b1xVWRoqW7Oi6wr1Cm29KPC/FUEPNuJAHkkgjHAIwoLOMjB5pxbL09bYwQpL0OOcOeOhSnYiwr1bcytSVfRaSn03DOanavmQeiybqtDIc8S3TkK3FncWyQDn6Ht9sA+lCM/UdpuDqkNy3CkBaVJXlJWR/Dg8+/lA9P5z6tUOLJaltIklKN6StkIw3xytIJUlJ/wASQW+QeDQ9qC56XQpEK4QVQHy34ymy8txRCcHejHmdHJ8wP0II4oHBG1yi9F60i6W+IjSJW6Axdoa7a6spwCVk4x6HzFHar511araiNJ+daiKRaL186GZkMSY60SkYJcbKk5T4hUc5/Ujsaw11zlxNNu6e1Zpqch1KJKnGXGsbEvJwvgpHH6eRk898dq3T0911YuqeiNP9RAzHfjXSKmJdWVpC0BYI/WDn9LgJGewWTXmOqR7ZL7H3/C2NE/CCl3S3ajskjTWqdJ2qTHQk+GpqMwk2hxDyUOrZQhn8pRStKkr8RW5KTzkGpDWbRcnxZLTDLTsaM3EabjNpaSC0fFjqSkeXc5h5rgDzIb7ZzVyyJGhrdHc05dvw2K1dmzF+VSUtrfSpJG1KU4UTgHGORjjtVUNwNNOo1DaLIuZIbX8v8o7cXHFTIZRwFblqKynelQUk4J2uJOCTWa87WjzLQjILr2+z7+ig4hkP2tlqK554LyreF+IAUsvKEmIvceEguDAUf0ZbT/ipuqVEmQ23mmvlXY4DaDygNNOKKo6SFchCHy40QcHDqkdxmuLekW1x1E5LqIzra4kuOlzDjbXK1toPYLaVh5vjzNncclOVPpsWTBkbnpTUne0tanNuGZDDg2Fw85Db4ASs8lpwAkqGAAMuE/YAaUQlhy5BES2OrD2xwsshTLb/AIRc3gNh1xtKno76cKb3pUtKsq2q4qR09dbta7oiHIh3u3OOu7S5Fj6gsbBUpWSQ041Jhk5PZDuDniiHSthuVwanqjwrlcmFKSh5xqBAmIJSkDbJiyFBxD6R5CpvyrSlKuCcCfsumIFolJmtacg29aleAyhGnFWsuuEHhSA8WnTjJwGlHjNWIyWM3hV5Nr3bT7/FMNYNXlvOpYCkupgsuqe3W9ya8jOcOowreVpG8KbGFLBASnOKjXLM5dYzsuPJlJntOpYEqa0pBZCgFlxpsgBSOEggKBPYnIo7dL5dcU8pzay4G3nCdobcJ4QnJG08jgKbODjbQ5NtD1kmSLtDe8NMZKnJDbrzxRGKySVY5Kc7hnKQAOdxGaoSjcbTWHFBV5qG3Xuw3tXVnpi1N/EoTqvxO2sJTm6ISkJEqM32ccSnCSElQcQChSgoJKdO9Keqdi6paZj3u1Pt+MptCn2kn9JUMhSc90nnB9CFJOFJUBTc1PjSg/p1lD1xQpMFlL35iWHCApYLaB5kkY7oXt4IHNDE6HO6Vavd1303Zllh6Xi92vCglTxO1x1lslSySQkrRhIVgLSN4wq3o9edNl33e/8AXv8ApGp0rdQKGHdv49/97CrNvxAdFJVpuM7q907tgfW+gq1RZGo4d/Emkgf9pab7KkI2p3IIIdSMEbgk1eui9X2vW1javVrUoJUotutrxuadScKQccZB9RweCODU6QCMHsa9FIyPVxeoPCxo5H6aS+45WNouqLLrtqBs/Dbzb2IxeDJaccKtyFpQleSFNEgnyI2q4VlCQcG57NadR3qE2xFsTDTKlFwodbSxEaUTk7WUHDhznzKJ9yKPLJ030RpudPuNk03ChvXKSqZKLbfC31ABS9vZKjgZIAz3NKXjXOnLJuYMoPyUZHy8fC1gjgg+gwfc1kt0HgW+eSgr79b41CFmUw0504t9rug1Ddnl3O67QlL72ClkAY/LT2T+37AUTXC7W+1teLNkpbHoO6j9AO5oL0N1gsusL1cdOPsG3XOC7tEd1eVLQRlKhwO45GMgjsTggQXWXQd4eeOv9KMybhJYZSzcrMlw7Z8ZJPnZBICZCASUkFO79JIISpN1kjGacv0YB99+6qljnzBmoNKUver5epI0hmxXCNFiNDD0jxgSOM+h9ucDn6igxyRpuBDOnbEl+ZcbuAqZI2lLrrQ52knBQlSuCTjCQo+maZ6RcgapgfOwpKJzc5sIU2WsEtoKgAtBAGQdwIUAlJB3cjYJpm1QLal425DQdeaHjPocKU7O21Ku4RxgucFWAEj0HnnTSTu8R/PH9AdlqtiZF5B7/FCP948q2wYSXosJC335ABSl2Q4lKSpOOVnZhpGM4ChgeQkduWicVTXZKEIffdS0y2y75UOpSdiUqH8LaVLUpQ48xwTggFqoTcfK1jYpCt24j9BIwFFPbdjIQ3zjg9ySIt+GXFBPyzykBJaSzvycDJLW7uVKIy4o9hxnuaGgB5uU4OvhC/4O1aYrrlut7jqnnPnXUAZddSlRU0D/AOI64pSsHsk88pxVW9Yeod3i22Boi225xN0v9tyV7FgNbtodSU4HnO53KUk7QpHfJxbF71vaNM2mddLgXVPNyvlFKUkhTjy0fqabJBWNvkSEjtvPc7jUdptL181nL6uanReX4EJ5VqgwI7Lfh/L43byrxApSnFd9qTtAFJe4Ox2RWQm90lan0RIkX+6Qm3LjHjx5S0tMEsttFCUNsOqCdgUUp8qSd+cYBGQYHrfdJHTLpJYen8l4C6TUuXS87DyXlrD7459lFCOe+MUc6egW2bc3tUSp8oaWsC03Scme86UvXNKMtMDxSSW2Rkq3HjYkYrFPxJ9X3NXX2feXJLi1XRYQwgn+7hpOUk+xWSVkfam6SE6iQM9TZ/D+zn5fFLnk8NtnsgmwXnrXZbq5qbSLFzdgSni8piIfF3kHsUJBPpjOKuPR/wAUvUy1JRF6gaFddZayXH/AVHdSccHnynnA/SOe5oW0J1N6e6dt0Fp7VUQfKR/OltW5SlEgq49TkmkuovV6R1Nulp0FpwO2+2XGSiOJi1FZWpWBvLaMnsvgH3Srvjb9BjYGgNrheSe4vcSjT4VrbPu2tNUdRVwHRCWz8iy6PK246VBbpyee6Qe2PN78V+669QdOXHW0aw3uZG/D7JhL8V2D4yZL7vB2uKSW0FtJGSo55VjBq1m49r6TdMkWrTsXxkW2OltppKcvSpKuElXH6lrPJ7AZ9BVDwrHKvdxiw25PUWz6zuktAaauMXxbdKkuLBKMDylB5OCMY98U0ZNlBe40FoH4EeiUe468u3U6VAswt1sKoNuethUpiSo4Ut4ErUngYT5OMhQ9K3PcHfGfIHZPCahem2hrP0u0Bb9LWSE3FaZbOUIBxvUSpZ5JPJJ9aklncc0gu3utNOBQXCkjGKTWkgcc12c44rkr4x61KFIrHBzTZ07UkinThyCaYyiUtkj0qQiaqW6p31tV9jQ3XQGmPzF88cc1lfq3fE3nUW5p0LQhJxz6k1ZHxF6mkWhV1uCCQUNkAj05rH8TqOJc1z5tzJUe5NA/kFe7+xb4YpHukOVt34dOotmkaXd0ZdZKGXgkoSFHGQfahzVHw2XSZe35liujCo0hwrwrunJrOdq1KypaX4kstOJ5SpCsEfvVhWjrJrq3MBiNfFrQBgb+TTQ5ruV6KXpGq0+ofqenSAb+QVpPpzoPTvRm0P3e7zmlzFJ3KWSO9VxAEjrX1T/ElIUq2wF5BI4Vg1VN71tqfU3F3urrqT/AFYTVtdHOommtGacfQ74aJhBzn9RNGHAlZ03TtVo436t53zOxjtavEazhWzVUHRcNaR+V5gPQCoTU2jUyr7MkBvPiLB7fQVRul9Xv3PqkxqCW6Ql14pGT2T6VsKMLPLjtyVvtFTiQSc1J8wXnNfpn9JeyuSM/isyztHals0lrUfT6QzGupUfHhNvJY+Za/iBj73GySAPM2rkDtUnB17Y595Onb8ynT055oulC2imA6dxy26lwKLZPvgJ79jjNuXPTjFzhrMtKnm1oSXAoJcZXg9yl0oaz9QgK7c0A6m0BLvURyLdIMZEdCFNsOOoVJS0kgYCF7GijsM4UtHHqKkEFeZLfRNpSHbI4zFcii2tpKnGFeMXYjwHdTagsFrg+gI57Ghu8mJGi/LuOLCQckvIVjB/iCUeGhf0caIV7g1As3PWXSyG3Ym7d/bCwLIS/HdxJRFKjgbCCpSRjGEnA+gqdsydBazgPW+ddGrZHeQtpUaOpLKULG0ZOQBvIONoJOCfcYkttAKHKz91uhJk2t24RUB12O6XE7UqypKTglLgTteABUeSFgd89zNfCX8SMrpXqNjRGpVtnRuoH9khT+QIbihtDgPoknAVn0OaPuq2mtN6P0k7bRbo9yg3F3wVhCwmW6SPKQFEhW0JHAKAkZIB5zjvb4N7n6dDTwbZJDHzCcOBHOAofTODWbr9OJo89lc079ppeyj2nLTqBfzEqc7sEUIc+XSHPnWEqC2lAgFW9BHCk88/amcq0WXUOsorFsmSYKn2XXFobU2XnFnhbvmz5c7SpJ53JBAHOcg/Cd8U7unzE6SdV5q2Pl1Bqy3RzgJA4DS1e3oD7cVr24QBFkIv9qtiLkwXDKfhNrIKVrxufYI7gjlSM8/7+MnYYnU4Lbik3iryoaWxHuFnaZhRiLvbFKYlFLnhmTsUdhw5/dujuhR8oztOUnIH4c4JjCG6XvlUlRbUzHAdiunhwttKz5CBh6MRkDJTkbSk8vrOnLnNgXKNJlKfkN7Fvw9rYUyRjalJBSvYeSFEKHPpkVFToVokgaflIabuUcFLU8slAnsg5QpaM4Xg/xJUFJPKSntVdxzghWWkVn3794URarjeNLXNm5WCUEuLSlSA06XmZLQH6UerzY/wf3zWMDckYo0d6tpmXeLeJNjW8mHHWhtplzepp5QIL6E4/OTjjCMuJBUCjvQI9EnQHHorkEITMwXkLHisSHR2V5duVeocQUPDjKVd65caiS8PuHw1vkNPeM4nK1jgAOqAbfI4ADobdH+LPFQzVvYKYfkpdAx5twz6ott3VC129y0Cfa3XYsBbsmS40+lSZEtZ5dSs4ScblnwlFLgyMJ4pB3qpCetj9rVZFfMS5/wCISVKUsJktBQJCgEFTeEhCcLSngfTNCxhTG5imyC5cG0YQRuakut+y0qytafuH00zetrEsqaaIQhrzriqaKPl1Y5UlCAoJJ9ghrPc0B1klbb94H7KfAZd175/dGEnrG5FvF01TaNIx3ZQjNtMJWouBLSSC7h1hK2ytQHG9ST5UDA5o36XWvT3UiFI1fdJHzkx5zw5LaUJaTwAUEhIyoFGwjPOMA9qo+O01OdQph8TnEK2gS2j4zKvXa5teWfp5k1J6G1PqLpvcrnEtspkWyYECMHHGvGa8ylLSQtzcoAqO3jODj0FP0+tb4g/yBbcmvie6VNp7YfAw7H5LWbaLXZYobR4ERhP2Smhi+9U9N2oFuO8Zb2dqUt8An7+v1xnFVNddRJmQTOYRcb7cnFJw1LUpiOE+pBRuP7DFcPX16fa/kLjouMwMeV1EpSQ0v/ElIbHI+pNaE3WjW2Gm/X9MKhH04Xcln6Kw+l/Wi368kzLLcof4Xd4jzja4rjgJISogEe+QNwPYg5Hrgc6udNLnZr051U0BFW9LA33m1NJB+fQkAeM2OMPpSkDH8aeD5gkiuX9P3WWhF5tPgMX+15+TeYcQUvo37ihYSorCSckDnaTxxkG19MdbVXmxsx37FN/Gkb2X4zjRQd7Y83B5P09D6Ghg18erhMOrORwUb9M7TyCSAYPIQe/Ag9R7bC1dpSeiPf4Q3MyMkBWDksODhWCRxnKkqA4BBFWNofq5DvlqEW7MOR7zEc+UlRVIKVh4D2OO+CR6EcjIIqvra9azqaXf40RNtFyUXJBZ3NoWtQ2pcUjO0g4GT6KTzzTt1FxmT3LbOHnccDj5hpO9pQILbrasDGO+Dx6VWg1boHbozzg/H4p00LZRteOPonxsVhuGqZ990z8zb1zkIfltR/8A9LKUScuncNgUcbVYwSUjIJxU8plMYFSyUkq3IKRlWRxlIV3P+dXA9BX7T1ukwY7r0tptEmQrc8tKz4SnBx4iUHyoUoAE4zzX28LRBiuzHEqXsG9alDeon6A9z/q49hRkYLzyUG7O0cKNlBLhK/CylJ3NtoyCD6qyf6uH7D3ofm6y07ZbbPucp5vbb1/LLSsFO5RGdjaCMrSMZ4yVHvwMU/l6jT8s0bQgPuuo8R9afMY5I48T/N9+3oBQTftAzdWMM3dwxpciK4p2PClBSdjnKd52nco4PuBVJ0mfLlOaB3Qnqax3vqVq6PB1AldstkN0TIZXKaadlSUHcFqBClJbB9AASfpTn8M1XL1Kq2t3uVDU1HcckuuOlxmO2pGwrweELI/SBgk9xjNRkWy3jVVzkyL+BATBcQl9/OUtLTz+Wc/q+371XnX3rnHttil6Z0fMMODuWiXcd3ndX2ISr+JZ7Z7JHakxtdIQB7/H3+Ca4hgsoQ+JXq/Y0W3/AKudIPIY0rZPLcHUuczHu5a3D9RUrzOH7Cso6YjjXWqHZs9DTzLf5ha4Ix2SkD2z/QVDa01gq+uojMNFEOONrTQ53H1J9ye+aV6f6PcvUmI+qRIirkLck72VYLUZAKUqHoCtzPOM4Qa9l0rReCN7uffv6LD12o3eUFW610+6b2pt283LTMNxMdBceKUklR4OMEjkngfcUn8Omklak6gXDqHNitiHa3VNQGwjLYeWckpPrhKjz/mHtVbX3U2pZIn6AhSHryfm0stLSC4+tIzlJxyrnnJ9R9a2D0q0s3pLRlr08NrS47OHiE/qcV5lfzUTW+0UFkHAQH1hu0nVerI3T2y2WNeFR2/mpMF2UWC+8RhtKFlJbKkA7iFnHKeDV1/BT0kvN81a51D1rZrjb3bG0mIiJIU2mMuXtx47LbQDYAQogHBPmPJqrnPh11ZqC6tN2/Xb0p+VcPnjDuNvbeirfVkHCc5QnB7EkcDOa9DtA6Yb0Nom3WFKkl2PHS2tQASCrHOAOw9h7UMj6bQRRDupa4v+I6UpPlTwKYHilV/qOaSI9KWBQUnlcKyRx3pNQIPPrShOBmklE+9SoXwgU3eY8RJSOxr9LltxWVPOKACRnvVK6v8AiY0vpO8G1S5PnScHAyBRtYX4C7dtUD1g6VM6gZnwpbWW5iCArHavPTqV0G1loS4vKZhOS4YUShxsEnH1r00tnXTp9q5oNuXCOSrjlQzUBrKBpi6MqcjuMPIV6cGp2OBpwV3S6x2nNsXlWzdbla3NjoeaUk8hYIoktevZLOA4on9619qjpBoK/qWmTAZQtXqEiqu1D8J1vf3PWGeUeoSFZFQYh2Xp9H9pZIcEn9VX1t6gx1gBxYH70TwNY253afET/OhC9fDzr2zqUqMyJCEe2c0KStNaxsqimXa5SNh7hJIodjgvSaf7SxS4fSv626lgJUlxt8JWkggg9jRnH6w6jYYQy1elbEDAyfSsks3y6RFbHS4gjuFAip1jVMospJcV29663haDZ9BrMyC/xXqP+FLjKVL0/IRHcOATytKk5yRhJJA/lXE2W0uO3+N7IwDm4yEJCkJPYHesLKP2AP1oIsl0bs1uDFofPhlYWppeSk+52nJP8k0ZwdQv3wpjqsq33CDsICVo2j15zt/pTyF8aBtRd+sUZ6LvitCeh0KIdecJUkHvhx1xKu2eEpV9qrmN0fns3c3PQktUaXI/LkNECSyoA5IcGEjaRg4V7d6vK16SWHfnbg8ppTg2qYjrKU49ic/7YoliQIttZESFFaYbT2ShO0YqN9cIiL5VZP8ARqzXGKn8dgwwoIBU3GZHhk+oyrJAyP4ce3NZE+J3oxOsqm7/AKYhNtuwcqQlpGN6PVJH1xXoWpSinapoqTjvuqouql00tdnl6WhRTcry+0rbGZQVJTgc7l/pSec4zmlHzYKncGZK85IV6tesLUGbgQxKj+Ur7OMrB/TV4dCPjF1d0eXH0r1AQ/fNNBQQzLSol+KntkE/qSPY1QfXXpV1N6X6nf1nItUYQH3Cp5uDuLbafTfn1x69q+6c1PYtaQAgrSlalHe0QAUZNY2s0Te4wrsWo3cL1p0zqnSXU6zM6n6dajguqVlwraAU24oj9LyByD9eOfeip+1W+TbUDVUDxkDzpZj7nFleOVhQGRj0xivInTN06ldILydR9Mr7Kh85cZQolp0A9lI7EVrvo1/0jWnZgYs3Vm1uWG48IVMbSVxXD2yR3R/UV5+XQFh3MyPfZaLNSSMrU6jBZjOyNEIcmMzFliTbpKwpbpTgbwlwZBGMEHANDMldpcfdQUS4UpSkMvRnW1DYScc+u3nnJUnHpUtCl6L12qLqnR+q44Kk5beivJcT5jkqBScgn609jSNSWO6S5aYqZaHvIlb3nTt9XCsdj7gisqVpOHj+lcY8V5SoGXp+4W8IhpfbdaAC0+CpLrKx7FBBSD9UpTXbQU4tCXkpb8I52E7kn7JcDgT/AOVSafzbNa7u7KuFivxjvx0/nFpeWlPnkgIOdo+1MNMXiM5c3rVd75Bk3VX5DUd5rc04QMjC+4VVdzLNNKbvNZXN6tjNzUyqE3HhuI/UsMk7z+xcSP5Cm1utE5nxGrlMdcyoFpTCwQRj1BKOc11c7o7a31tXOzLTtUQflleIAf8AhU5aYxk2Jd4ci3BsA5a8MBQKfQkA5odjjjC4uA5SDdjtqhlxySkg8hbSSf8A+w0+atttaSnY/JHvsZA//wB1Ei9ublbHpI443Rl8Gp+N4zNibui3ZZWtXmT4OAnP70TWHivf5oC8paM1AJCgm4qA4IylAP8A+VTMIx2MfLWtvPcreWpX744FCyps+Y0Ew2n3fYhPf9yaIXLde3YUYWiG2he3D+98FQP2FWoQ6/KP3/lJeVJPxoUsNqnNsqDQKUISgISkK7gAYyPuTTp6ZAtLYaX4bOQDtwAf+X9KGjp+fH8N6+3FUYqcASttX6T6ZNPJVxtT1ydisoDktpkBuS55gvjv7VbEhbZPKUW3hOmNRynLilCoLpjOjw2nQDws9s57CovUMqLZG0P6tuY3vubWWkpIb78Z/wDek2dQypNsdg3CKuE7HwEvpI86v8Q+lD9wvarnb12i6H8YWVKyQ3nI9O3ApckttyUTWZThxhUa5ShcIDCbZcsJbVFbx4o24ys578Y/lUOtUS3yi3FflvIH91GS4Ssc9ioelDutuo2ldCW0S9ZaojW5lhva1CZcDkhQA4GPSsndTfjGu+oUyNO9NrYu0W9xRackhWZDv1K/T7ClRwyTnyD5lMc9sY8xV09eerdi0ZCXGud2ZekbVJbtMJYGF/8AiKHp7gfvWHtW6mumtriuZcDtbWfymEDCUD0SkCvhZvWoJniS3Hps17ACeSc/b0qytFdNlwFC4XdttUscIT3S2PYfX616Dp3Tdvmv8T/CzNXrQMfRVV/1EahvaW5bFxjxUKxuQoHc2D7EfxY/rTidpjXVkmLYs8N6MwHm8fKLS4Vst4DaCAcgABRIA5Us1fM15mI18oyVBRTzg9vtTa1W1cl9C/B3YOc8k16eIV5RwsV8hJt3KBNJayvFo1M9cr3aUsW1MR1TLRikPuOpUkISVEYyrKuM4Aq0bJ1vS3pxV9vVgWzJXMcjtxI58Ram0JB3nP6QM4J9+1GNltjbcROEJWUHGxSc5+4ok0/0r0zqy6twjpuGl2VgOrabCDj15TirBpKAvCu3oDphm8FvWD7SsONpLCFpIKARnkehq67g7uWUp/SjgUy0pp+Do/Tca0wGtjbLSW0gqJPA9SeTXbqycn3qqTuKs/dCQWcnNck10qk1HHejS0m4vHFMZkpMdtTqjgJGacOqOKBeoeoW7ZAU2F4Uoe9SBZUjGUEdV+qgtVtksRnBuCDk57VhLU13kXu8SbhIcK1OLJyTVvdZtSuKYcaS5lTx559Ko5ZCjkmtLTM2i1VlNmly3IeYUFNurQodik4NT1v1zqiCAGLu+Uj+FSsioFLSnlpabTlaiAkD1NXr0w+Hty+xUXO+BQbIzsPbFWXUBZSxfZAsTqhdjgTG/Ex/EmiK29TUEgF5Tfp5qt6V0y6d2FAYfaipKePMQDUPJ6b6AugIjNxwT6tqGaQQx3ZMEr291B23X7D4AdU26MevrUkq6aWuY2zbcyd3fyihXVPS1iwNmXa5qsDnaTQtEmTG8J8UnHvQmFpy0pzdURyrCm9Oum18HnhsJKv8oqMPw99P1nektAHsKgRe3Iw3OZ49QaVRrplKAPHIx9aX4DuyvQ9RcweVxC2PaenbCVB+5kbSDlkYOQfc44/aimDbLdbWwxAipZbRwEpGKkMpdAKe3vUbd77brRjeFPvK4Sy0Nyj/AMqpF5S6SzzvhApKeVDhXtQ5eNZ2qChxv55EmQnhbTKgopPsfahDVmv7i+VsPKRb4x4UlStpx/mJqltLS9JW/q3Ff0BJkXmVc3Qbvb2klUYjIHig9kkep7VLWF4sqq+U2dq0VDGptYNjxA5b7eoYOOFKHtmoGVoF7ptdhftLM+LAlJKJrKvOSQP1KOConvzk+g7VbzKW22AlsYGOABX1xttTZDzQUFAgpUODnvmiadmAordyqV1loLS/UzTiwYzcqJJQULbWkHB9QRWC+uvw22/pW05qawfN21hpRUp9IK205VwF85xk8cV6Q3XSFwsk1Ny0mWmY2w+PFWva2oZyST2HGcYFR9/09pnWlqdjvJiymHU+G6yohxJPqkg96k04ZXNJYV5S2HqPfbatEW/wllrCdj6UHaoKP6sn0xR2bfpbVkLcWEhSgopIGCPrV/an+F9Nj1qy7bmPH0zcmHI70R1ZWIzucpKAeyDjGPSgXUnw0T7Q85I0dPXEUMkx3PM0T7D1FZs+gDvNEVci1e07XKsYWlte6Ik/iXTvWM+3uIVlKGJCkA+vKex/erR0f8cnXrQSEQ9a2Nm/MN8eMEll1Q+pHlP8qEX0az0o4WdSaekBAUMvsJLiCMY9ORTqPebXdGktqU2pKgQpK8Z+2DWPPp3N/wDq2/fqr8cwdlpWjtIf9IP0h1HsZ1VapdjlK/Wp5khOf9bf/GrY0x1i+HjUUaUm13+3l6fgl1MoeKlfopOTkGsGXHRGm7slTphsjtnaMUPXDo9aA4VMLcaweCk5rOfodM42MfVXGaiQYtepNguVgiJkiz6ngykykBO6Tha08cnPrTq2KuVra+Vg3CDIb8cu7vG25BGAMV5QtaV1NZnEtWTV1zjnG4JQ+tP+xqdiXXrTEbbch6/u48uQDKUQP50g9MaMtem+O48hetyQpWm24jM6MqYMKWSoYV7ioiFZLib0iXJukdEDy+JHLhwrAPp2rzAY6h9fYjY3a+nAAZ5dB/3qcjdT+tjiVNu63nBTYClecev7VDtEbBsY9+igSH0Xp1c4lojLK7POhxw4hSXElfGT6gZpC1aisthVIeuN9YcW7g4QeBgV5uHV3ViShRkaylqxjP5p7n7Usq+6xQC5N1LIcKfKok/867wS125tI9pcKK9FLp1S05KaXGYbEoHjBI20H3TqJaIIU5JvNrtaAOSt0KUBXn1qLX2oIqBHTfJh8VJ/70gZqtLjqTUVzfT48x11KwUKy4TmmDRyzm3Or5IC9seAFvbXHxRdK9MoWpy7yb9IHZtpW1sGs/dQPjS13f2l2zSsdqxQF5ALIwtSf9XeqFbwmKJqoD0tTbavGCUlWAD3qW0JopfUFb052cu12uGne6442RgD6nirmn6U0m6v4lKl1IaMmlHSLnddXz1PXS5SJkl3dnxVk5NWJo3pPdr0EOMwVRmFYUp51OM8c7R3NPdDaq6W2Ke/bdPaZkXWZFStXzstaQlSgP4fbNEVn6ydQtWWa7q0zpiDbpttKSA4S7uQe+MYyfpWuzQgfe/JZsmqe7DB80VWPpfbNNjLe5t4/qecwSv7n0FNr/Idt5WUyYhCe4USjP71WGtuo+t9JWabO1tqlL02W0lMKDEwjaojkqxyMVnKZqDVUqIiZdLgqaZa1bC68VqT7jbnj+VaMcR+XwVItvJ5Wm5fUHR9lfK9U3hiMCrAKHEu/wD4nP8ASrG0TrjplefCFs1ja3F8YQXghR/ZWKyL076UNaz1PFt0iOtLCD83N2fwf4U596tjUPwrRpiVP6fnKbX/AAoWn/jTnuELbPCFsW7utY29m3uIWuC+w6k5wpCgr/ar96IaIbisi+SG8KcSPDzztFecfRL4ZOr/AP1lWm2t3abGtYeS9JcjyVBPhg8gpzjmvWzT9tTYbHHhAklpsIye5wKFz7CIR7TZS090FXhg8JpgtQPGKVeXlRJPem6iOcULQucey+HFJOEYromk3CMYo0CZy3QhtSsdhms49YdVJE4x1O4AyTz6CtAX93wbe8sHnbWB/iO1uu2XWYsOY2J2jn3NMjFlQ40gjqHeDc5ySFZBJNB3PeodnVzNxdBccycD1qUaltOgFKh/OtaPDaVRwN5RHoRiPI1TBbk42eIDzW4pEj8J0P4lrQN6WeNv2rAsGU5DlNS46sLaUFA1p7pr1lt91taLRdH0odCdpC+1RK0kKLVE6s1Nf7teZS58t9JDhARuIAGaZW28XeG6HI1wfQoc8LNaE1N050pqd5UxtCUOL53oNV5qLpbHsiC5HlFWBnBqWvHCDaoo61vtxiiNMf3jGMnvim7CQBuUfrTRiOW1bT6cGlJcgMtnn0rjk4RWE3vE1KGyAR7VAJaccSF/4ua6lPqlP4zwKXbDgQAhCiBwMCmDyhSBa9GhJvN7cLNtb+Th+ryh5lfYVL2uxQbanc2guPH9bi+VK/enqEBtISlOAPQV2VoCgOxrz/K1UNau6c6T1m0Gr7am39p3JPYg/cVDwejXTi2KHy+lo0daUhIejgoXj7jBqwDhZJFfkgepxmuDnN4KEtBVaaiduHTdo3i0X1MiC2N7kCe/lQQO/hrVzn6GijRWu9P6+tLd3sUpLqVf3iM+ZtXqCK71boPSuuYJgaktbUtr0ChyPqKFWelzGiLhDuvT9CYiGgG5cXJ2Pt+/+oe9MEgcPNylGMj7qP5UNmWw5HdCi25wrBwaD9TabRY7eufYrWystgrXlO5ZPfijRp0utJUvCVHGR7UsUF0c4KfY11qWttV/HYTqHT6bjLCG3MBRSUlO0j05qNuGlI8hAkBkELGe1E+rLO/4D1zZbVIDScpj5wkY9QKS0nco14tvhlOHGDtWhXdJ9qkHslvYBRVX3TRrKlnxYqFo5yCnigHUHRTQt/dUp+yIacJz4jQ2KB+4rS860x3EneQB96EroNORkOJkXOKlbIytIWCR9wK4gEZSxY4Wapnw3sshRsOoZDWP+7e84FREvon1Btp2suQpuFBQ5KSf51pKOu03OOZdnkpktnI3tcihbWOpLppVtua1ZHZccf3q0fwD3xVN+kikOWqyyaZosFUI/wBONbsr3ytKurwc5aKSKYytM6tYa/L0rOKm/wCDwvStI6e1bE1Fb258B5JacxlAAyk/Wl7sh24W6TBZecZdfSUpd9qqu6XEPUK3HrJq7LH8iz6pemOxrjYZLLDjX5eEebdU9BZfiMpS7ZpallkIyWTkke/FGmm7a3oe9zWeqKHlsuyyiBcVOKKShXYH0TV72e3abVBbFscQ+yrlK94X/Wof0uKuSnR6+UcgLMyHLq4FiNpuYorSAMMkdqEuod81XpiE25L0tLbYlHal9SMIbPuo+lbYVbLepR2ISkDuMUhcbDYp8RyJcoTL7Lidqm3EBSVCgZ03TsNmymO10zhQpeaUqRdJXzTmopa46YyUrZSnzF8qOAlJ7Gi21aQuGl9QQI1ysC7yxc4yHfB8UtLaK/RPucVo/Wnwx2hXjTdFSW2gtW82+Qnezn/Ke6f2qqp2k9caKvi71OtFwTJbZUy26kGS0gdvKO4rRZHA0UxoVJz5D95yXZc6cw40yxWzV8vTMlTJaTFebC9rpPO5fO72prZ9JaUskCXIvHVWHJfcj+H8ssK8JQPcqHvVVTNJakcvX4oZyFLU94xLqClWc55BFEvgSxqaJeJNvjvNqZLc5JUCl444IHpTxE5wSy9rU9uln6WQbY2lOrJSlFZDyIDZ2O5PAyaUjaqnaaYe0l0/tPyLz0f5nxZSwt14f5frQ9AtdzLdyi3FuM5EkrWphrGfDJ7Yx7U8tGg9V3Vu2x48K4SZFuyll9hkoO0/wlR7imCFreUBkc7CGXZdrdekT582Vcp05ktPsS2d+10Hsk+gpjpbp/NvN68GyWxTst1XkZJ3Iig/xLP09q0HpP4Zb/cXzP1E8i3tLOVoa8zq/ur0q9dI9NtN6NhmNZbe23kedZGVrPuT60RcG8LmtPdA/S3pRC0LYxHP5898+JKkH+NZ/wCFWJEhMNkBLfI+lSAjnGxoBIz7cCvzfht5HipJHB5pRJJR8K4fh+sLSRJubpSpa14T9B7Vc1ycAw2n0rNXSTqNG09cnbPOfSgOLJRk+9X03foVxSl1t9JyPQ0gRBmG8IXOtLOEHtSRPNft4VyDnNfCaaMJS+KpFzuaVpJzua5coXUcdb8BxCfUVgX4oumF5uiZ70NtRcUd6OO+K9DH0hxJQoZBFA+rdC2+9sOIkR0rBBwcUxp2rjleK0hV2sctUecy4y4g4IUMVL23WTrJCVOHj0Nbn6wfDLabiXX2YSFE5OdvNZe1R8Nc+CtxUArRgnjFWmPP/EoSAeVBW7WrSwN6sUSQNURyQtD+1Q7EHBqtLp021hZFkfKrcSn1SDUOZN5tytshh5sj3Bp4lPcJZiB4WmrH1PvVvCUx7opSR6KOaIZHUq5XlnwpLjeSMZFZSiaulskAuK4qch6+lIwC5R72FKMRHCv1VxaQkneCTyajJj70k+UHBqu7Fq9c+ShDizyferSjvQkwQvcFOKHAHJJoxQyh27VFRoTjryIzSdzrpA+1XPZOmgNpjFxvzFGTkVF9KtCOT5ibvPa8ucpBFXomRBipEfy+QYpUslGgrEbdoyjm2dQbtb2kI1PbHGc8eKBxRlbL3ar02l6FLQ4D7GhbU9oXrCwtTW3lRFBPibSB29jVQSrleFXRuDouHKS/GJDrjf6FKB9fSsjanl5Z8VpweTknNfkKyDmqrs2uNYWpppOp7T5MYK0nJ/lR1Z9UWu8thcaSjPqnPOaEtKNrwVNFKhzjiuV7u+PtX1LhHKTkYr5v8QnI7UPKNNvBWpW9SsH0rv5h5s7cbh9KUUgEYJ+tcjyZJGRU3XCiku2tpwYUfuDQRqTQLki5C8WS6yLaonMhDPZ0faiw7Xzx5SPanLbikJ2nCvvUh/quoVSBrNNtn4kLOoyJLoPmceV6+2KEtZ9EwvWjOudNRmVSFJ2yoziyEOj7cj+lH+o9LpkvfjFrPgzWhlJHY/en+m59xmwwm5M7Hm/Kr60wYyFFdlB6e0rHtlrSyi1Mw1LJWtpseUKPelZ2l40xh2K6whSXUkEFORzTjVmnbvOiuSLJdnoskeZOOUn9qErXqy9tXI25cxqY8yMOtKSUqBqQLU8Idg9GPwW8onW18R2QT4jSB5V59xRSrSZCCQjJH+1FFqviLnJMSRCcZeA5yOKl1w0gFJ5zUknuuApVXf8Ap5bNSW9y1XmAiRHdGFJUKFdN6Ea0FdnbTGaebs6kBUcElSUK9Rmr2Vbk5yhOR610q3MOp8N5pJHsRUHHClV6mxKXhxsKKVDIPvX1enn3Bgg8/wBKsH5FtKAlKQAkcDFJripOcJxgUFLkAjTa9uwA5z3r6dNoW4GnUJUkDnI4NGxijAynH2pNcTcoEDipDQV1oDl9PtPzMqlWeI792U1FvdKdFLUVq0xCJ/8A4RVgO3CM1dk2xYSlZRuBPGaCdZa7h6Y1JEjXB/wYSwdx+tS1vZRfqmzXTzTENB+WsEJtXofBTxS67RFiNflNtoP+FKQKb6k6saYt0ISYrnzJUMgJFVJfviGeS6fk7WlKQf41UbWkoS8BXAGwhGAkUF696jWHQsNT0xaVSV8Nsg8k/WqouHxQT4Stj1tZSlQI37u1UrqnV8nXF9emLedlPPK8uP0oBqRGbyhMorCKdZ/ENqi6S1sxbgIDJJG1oDIH1NDtr1lfipT39pZji3OQkrJr5C0RZIMf5q6yGlvrG4pUe1MZU+GwTHtEcLI7FKaYCBgJJNo3Z1vdGwl43B3xUEELKuatPQ3xFamtAbanuKfaTgbgeazV+ISFZEhopNT1guhThBVlPsahcQeVvPR/xIWW5IQ3IlJQs4yFHFWnaeodmuaEqblIOfrXnJFlMuELBKD6EHFEtp1VqG0FK4NzcKU9klVDTXLrI5XoszdIshOW3knP1pUuJIyDkViWwfEDfrXtRcG1qA7qBzVp6Y+Iu2TtqJEgIPYgmoMakOWg1HJpJYBBBoNtHUuy3NCSiU2d31ojj3mDKA8N5PP1qKIU2ou/WFie2oKQOR7VVuoOnCXVKKWErB9xV3LKHU5SoGmb8JtzOUiiaSuWW730riu7g5CAz/lqv770MtUwK3Qm1d/4a2jKscd7O9tJ/aoGfoyG9khoDP0poeQoIWAr/wDDVbnVKU1EKD3yBQFdfhxnx1Ew3VjHYGvRa49P0nJbT/ShW6aDeQSTGCh9qMP9VCwVaui2rokpIaGee+Kvfpz0guPiNyb24VJTztq4v7MiGvcYXb6V24/OYR4UWIQT7CmCQ1QUEeqdhcPT8FMWMkBeMACmibfPlJEglQK+aeWPTU2fJS/NCjznBqw4+n0JYQnwxwKjA5UoGvF81tGifJ3Gb4MdPlKm0+lGfT/UGmbTprx4xbckkk8nlSvX+tF930pDuLK0OMpWCPbmqu1L0ymR21uWJ1Ud1HIKRxx7prOItMLXMNhWBZYU6+PqveoFpbj8ltkkY2+9Q408i86leVY1LisNjPiI4CjVd2zWurrDJbteqmnXYwO0vNoynH19qsl/qJYLVYg/ayN6hkhPKjXcLg9rh5kunUeoNOSlRJqfnGEd1p7gCiCya5sl7/LjyUJcBwpJOCD9qqUa1urkp96HBcdQ+nzKUPKjPpmmOj+ml7vNzk3s3V2KXFFQS2cD/wB66ghDzflWhg7uAKFAj6Uo27u4UKpIa6vmi70LFcHTOR6KSPMBVjWLW9qu2xPihpZ7pVwaAtrhNbIDgoo2DOUjiuScK5rpLiHEhTawR9DX3A9aFMXwKyO2KSX4jXmZA+opVQSR34pFaHTyCa7jK5KRpqHiUOI2n1oc1RoK2Xl8XSCsRbi2MoeQMHP1qbWoI85HPvTWbFfkpDkeQptXoKMOIyuTHScO/QgqNe0tuqTwHgOSKKClIVzQZKl6mtR3oR8ykdwDzio93qkiIfDuMRxpSeCSnimff4UXSPyQD6YpBRSVkntUDbNY2q6t7mpKcnHGamWXmnk5QtJ/ep2kcqA6+F2pQKjSayRwOea7CTuz6Yr8tKUndnsKEhEkShzcCeAaY3O6W62NFyXKbQEjOCaDtea/lWQOtMhLYQM7jxWYtb9VbvqSauKzOUAk7c5IAowy0tzw1Wj1e6tWZzH4U6pEpk4S4g4NUnceoknUTiReX1SVNfpJFDlwt8+ed8maVEnnmmD9uaty0mMpTqz3Gc4pgAakFxKOXr61MgeGhIBxgAUGS2G1BwutjPoSak7bEcUA/KcCEkfppKUxClOlpt7ueTntQ3RQqv7/AG1h11DTqd4V6J71HBcbT7OY5DZ9Se9F97XHgNrTDw64Bjcr0qvrqw/PCi8lSl5J9hUg2uTr+0NpluAvuEr7E5p1AuYVI8G3tAZONxTnFD9isrC5GH2iXCcJBo8hxGLQU+KwkrIyeO1c49kVKFukdSAoqlFxXcgCuLOo+IBkjmiCQIamXXy0kZ7YHA/5mheK823NISRjNcw2FyOIhdQ2MHIp43PW33JFRcWagNA7hyK+uSgrtg1NUotEDN1zgKIUD3pwmRFcOc+Gr3HFC6Xxx5sfvSglrT2XnFTahG9vv18thC4FycIHYFVGlg646jtKkpnb1pB5INU2zdFII85FSDN3ChheFVNrlqvS/wAQ0GVsRIfCT2IJqzbP1OtFySnbJQc/WsIofiO8glCvcHFStvvt4tqguDcFkDHBVXUF26l6ARr3b5YBQ6k5+tOssujKVpNYosfWi/2tSUSytSR6g1Zumuv8ORtRIkBJ9lGu2og+1oRyMhX8Ipm/bWnP1IzQjZ+qNrnpT/2lHP8Amoqiaht8xIKXU8/WopTgpjJ07GezlkH9qjl6TiBRPgD+VF6HGHhlKwa5U0AfSpBK5DsWytMAbGwP2qQTDASAB/SpDYPav20e1SoTpKwrv2pN2PHdyXcY+1DNj1JJm+R1od8Z3UTMHxEAqHeqlKwHWoW66SgTsqUwhRPrjmq21N0oSpapELc2oc4RwCfqOxq7cCuFx2neFpFcuLA7lZrfuN608hMCdAzHCtqnEpKhj3I9KtPTWrdON6eP4dIR42zAGfWiO86ctcxCkvsJVkYzjmqe1voyBa3TItkh2K5nu3wP3Hap5S9pjyF809ZLhc9cv3a64dQtW1A7gJz2FHOsdMRpiWmrN+RKBHnb7g1UNh1teLXcCwpaXyk4Cj5f6Vd2lJypts/FHmx4u3OM8VB5QxkGwmDMrUGko7QnyfHRgDnvU9btd22SEIku+EpXHm4oWjPyNUX5TU54paZVwgcg081rp+3qYbabb8Mp7KT3qKBRixkI/YmMS0gsOpUk+xpyo4FUE1frvpW6sxYs1bzTmBhw9qtjTuopN0YQp9pIJ9jUFvdE2S8FESmkuJ7CkHQU428AUv4h2AgYpNRKu9RyEaTbBX+rkfWo26aTtd1aWl1hO5XripptIAIxXSe55rhgqVWL3Tp+2Pb7eohAPAHt7Uh8zfbIrJcWpKf8XtVr4B4IphNtcOWhSXWhyPam+IQooILjdQXowHz7JCO27HFT9v1daJ6QBISCfrUTfNNwUwnAngAEdvSqjkochynG2n1jaopyDjtRini0JJCU+JMymYIn2tYcSf1JSc8e9ZJMtxp1ZdyhZUSc1pW8y5VwAjy3lOtkZwrnFVhqrR9rlPqdALZPOAPemNFCkp4soKjXpyQkMIOfQmnrl4iRGdpSFOK/pUXMtrdkeUmO4pYKsHdTecE+ElYSAaIhKUs7f46mCkpJOO2aELhfXmXXPllEFVcrfeS6SV5z6YqHuacO5BwTiu2rlO2xTkiGpT/mcVk12ICW0K3IBV7EVEWydIYWnavPPrRBAUuc/udVgewoS1cmVsta3rglxDYTsVxUtqG3vxfDec531PWa2MGQCCRt54FRuqJS3ZgjEAJQOKEjK60HahuqmIqYkcAKI8xFBLs1yM8FFR78896JLysiYsEZxxQfqFwoHlGOaIBEER2vViHHAyVZxRCzdW1d1Yz9aq/TSQ4+XFcnNS92nPxQS0rGKEmlO21YiZgIBCq6Mr/NVUQtXXJDmzggH1NFNtv0iUB4jYyfrXA2oLaReJBPGc0s0/7HH71Dx3lLA4p0lw8cVKGlMtynEjhWacs3NbZ/UR9jUKl1Y9a78VR5NSCuRG1eVK4WQqnCZkdwg5KTQyCcZBxX0SHUdlfzqQV1WjiDfbtBUFQrg5gdgVUZWPrBf7YUpkqUpI9Qap+PMd4IOP3qRZnvAAKwr70QIQkHstN6b6+xndqJD5Sr1zVk2bqrbJ4T/wBpQc/5qxO054hBKcH3Bp5Gu1yt6guLMcRg9t3FEGg8KN5HK3zB1Rb5aQUupOfrUgJ8UjIWP51inTfU3UbC0tqd3gccqIqxY3Uq9rYQopHI/wAZqC2kQfa//9k="