Cryptocurrency Trading Platform, Mobile Apps For Free

Before SecondMarket, he spent six years working in investment banking at Citi, covering financial institutions, including JP Morgan, Capital One and Sallie Mae. Bankrate is compensated in exchange for featured placement of sponsored products and services, or your clicking on links posted on this website. This compensation may impact how, where and in what order products appear. Bankrate.com does not include all companies or all available products.

Spread is also what you pay when trading CFD cryptocurrency instrument – because as mentioned above when trading cryptocurrency pair or any other currency pair you are buying and selling at the same time. When you trade with a fixed spread broker like easyMarkets this cost never changes during trading hours, giving you a tactical advantage because your costs are apparent upfront and transparent. With floating or variable spread brokers spreads can change in response to volatility, increasing trading cost significantly.

Of course, smaller denomination of lots is available as well 100, 1,000, 10,000 to accommodate any size of account and margin availability. Base and Quote Currency – trading Bitcoin, Ethereum, Ripple and Litecoin all instruments are displayed with three letter abbreviations with a backslash and another three letter currency next to it i.e. The BTC is the base currency and is always 1 unit of the currency (i.e. 1 Bitcoin) where as the http://israelxmoa115.image-perth.org/crypto-trader-ervaring USD is a the quote currency and is the amount needed to buy 1 unit of the base currency. Quick and convenient way to deposit and use your Bitcoin assets without exchanging them to FIAT.

Several cryptocurrencies are available for trading, including Bitcoin, Ethereum and Cardano. Charting tools and an impressive mobile app make Webull a broker worth considering. Kraken’s professional-grade trading platform, Kraken Pro, is our pick for the best low-fee exchange because it charges some of the lowest fees in the crypto exchange landscape. It’s also our top choice for experienced traders, as it offers advanced order types and supports margin and futures trading. Coinbase is our pick for best crypto exchange overall and best crypto exchange for beginners.

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5OKtPjYvHaay8MTvzcxrCvZ7z+c+0rk95yaufo1atbR2mvCSaOMtxFqrqHlRCyM0O11DNzU45EcqqeRHV7ZNT4yLzRIH1tmjLSoodfN09JCzekvtFTcXQlRjjKFOLUP3bSs7XzR2+bNYyTcJPfU6rpOopc9vt9a3nltpB12yREfrKPG39OvlD6cxxrWkY/7Pk/vbV1LyScZwDiXjHT5Jo0i87g1C2kaRAkhktIra52MW2tjsbboT1PhXJfps3sU2s6SYZEmC2EgYxMsgU+dscEoTg4qb6NYCWF4xGNnbJdP+qCf3sc8VUU6D8fucP3nxoHPiffUZpmvrZS2PRc+J99RvPiffQmozQWJ3nxpvPiffUZpmgseg58T76jefE++gNRmgsTvPiffTefE++ozTNBYnefGhY+J+RUZoT8/dQWJ3nxPvpvPiffUZpmgsTuPiffU7zjqffXnNTnlQWG8+J99N58ajNM0Fid58T76kOfE++vOakGgsN58T76bz41GaZoLE7z4n303nxPvqM0zQWJ3Hx/XTefE++ozTNBYntD4n303HxPvqM0zQWPQc+JqO0PiffQGozQE7z4n303HxPvqM0zQF/wAPXYhvbKaQkRw3VtLKeZxHFcI8h2jm3oq3LvrctQ1GfZf2dvrVtHp15cXMrW+y/UtHdTNIyvINGMihl2hlV8HGOdc+zUseZrSdOM1aST8UZTtsdJuOKtTklinfXrRpoGd4pOwuQytJC9vITjQPygMUjrhsj0vHBExcV6kjSMuvWgMxVpP3Pc7WMalEbYeH9qkKSMgDrXNM0zXD1HD/AOzh/lXj+Jt2kup02wkUWt5LbzLemw0A6Y89uJUi8+1rWrmOMILuGJyRb3TekUAyMDpWE4q0HzawikkUx3bXc0cuWLDYIWlUYDFRyROY+NXfDo7Dh2R8YbUdZtYQf07fTIBMw+wT30f3rW48ZaN58ogLdli5nk3Y3+rZkYwSP0v1Vtg1mdSX+9ZeSS/G5TcTxbo1qUW7R1bOY8HXnmt1HM6mbs3RuzXmzCW1nIAyP5Sk/wCb7KuePdViuBYCBsmG2EcygFdkm7JQ5A3EeIyKzvD+p/VVlLJKqtcx3FtIlv2iB3R7NIyVKbuQy/d+aa55cS73d+m9mfHXG5i2M459amNpRsZoR7au6rXu6J30ej5eZ5LnxPvoGPj+v2VGaA1zLUkOfE++u0fR8lIgdu0MJW8/fhkmMdhFlgBzPU8vbXFs10XyUcbWulRMt0jTZuO22KoZGTs412ud46lDyrSpVlTWaKu+hh8MpcQ/c1anZrfNa+q1S3W/id+gvNrunnRCExtuCJ6TJHt3c1JBUAADHQ47yK13VdQle2ljZvyexjtCqo5B36qoPrSOfv8AYKwUXls0oLta0ZzlcPtUMAqquGw2DzXd0HXn35sNR8rumSWj26W8iyHdtnIBf0uiud/MAEr3csd458Fjq3+z/XyOb9B8E/8A9ltei/1nCsUxUVDuB1qUdT1imKqDT7k2jagIWNijdm10NvZht4ix62fXZR076oo4IyK0hUjO+Vp20duT6GsZxlfK07OztyfR956xVBrNCckD3V6lnVfWOPt5USdSMg5HjW2hueooVUYAAHgKpyWaNzIGfGvHnqdMj31cK4IyKaA8RWyr0AH2V4NkngPd/wClTLdKvUgfbUw3Ct0OaxoNTz5kngPd/wClPMU5ch7qr1AYZrNkCibJOmBXuG3VPVAH2VUzSlkLk4pioqGbFZMHvFRiq1jpt1cQ3FzbQtNb2gZrmZNuyIIhlYtuYHkgJ5VZLcrt3E4Ht9tc41IybSaut+7xNYzjJtJq637vHoV8UxVt56n6Q99eo7pG5Ag1vc3sXAFRird7xAcEjPhVSKYMMg5+ylwVMUxUE1Qku0U4JA+2lzBcYqSPn7qoxTq3Q5+yplmC8ycfbyoCpimKt0vEJwCPfVbcKXMnrFTjlVq16gOMj31WjkDDlzpcWPeKYqKVkwTipArzUigGKYqKUBOKYqKUBOKYpUUBOKYqKUB6xUYpUUBOKYqKUBOKlhzNealupoBimKioYHB2jLHko8WPQe+sXBv2uDsbHhmzzhvNptTkHcTqmrDsGx4+b2cP3Gtp8omsyWMQmhClzdyRflASu17XBOFYc+Vav5S8Jr8tqv73psen6ZH7FsYLWGQf/PE5++st5Zv+ip/P2/uprjw7/wCOpdby/wAzcvuUnFYKeNpRktNV9EcwuQMjHckQ90KDH6qp4qKV3LpKysTigFRUihkYqvZQCSSOMssQdgpkc4RAerMfACrepPSgNlXhaPGTdxZ8FKnPobgVzKM5Poj2smcBwRY3eirHbGft0ZwSOwUguwEojDKQ5OCpLdOit4ZOHyKUBGa6L5DOBrfVTcXt8vbQW8oghtySI5JQokkebHN1UOgC5xzOc1zoiuq/Rv4lige60udhG88gubQscCVygjmhBPLtPQRgOpyfCqD0lnXhgJyoXzaare19beX0KD0oqYmHDqksNfMrardRv7VvL6XOr2NrYyrd6VHAggtTEs9t2SrbkzxC4TagGG5YJOOo9lcT4q8mJPEA03TmFvBc2xvk7bc6wqrtHLEgX0mwy5APc2M8q7Pxfw7NcpJJYXD6beOFzLEA0c3ZgiNbiNhzADEBlwRnvAxXzTxu+ppftHq0rm9t0EaSbtoMDMXVoZIwu+JiWOftB5jFeP8ARaNSpUnKhWs3HWMrt5rL27PR6997aM8X6HxqVak5YfEWbh7UJXbz2Xt2ekva772dmd84D8lllpis0wF/cyAB5rlFKKO9IIWyI1J7yST491aHw9wTb6hxVrKToPMrGRZPNkHZxySSBREjKmB2Q2yMVGMkDuzXSPItdyT6Dp8kzGWQpIrPIS7sEnkRcsxycKoH3VhvJn/GHiv/AE1r/uTVBhj8XTnjJTqNzjHLfb/EUdFy06bFfT4jjaU8fKpVbnGOXNt/ixjdLZabW2NldLAXaaR5tHl7VrsL2MfYdikywFSu31st4dBXEvLdwTHp1/ZjTx2UOqMYlh5mOG4EiIezycrGwmU7e4qccsCuu3P8a4P9Szf8RSte8vI/dnDH+sl/tbat+C4mrh8ZSUZO06blJNtpu0n9kdfR/FVcNj6MYzk1Ok5STbabyzd9e9I2CDh7TuHdNmuBAsvmsXaTzFFkubhh6zb5OmWPJcgDNY7yscA2l5YXF3BEtvewRNcRSwqIzII1MjRTKmA4ZVIyeYOOfjm/LJ/AOq/zdv8AfWszq/8AB1x/NJP7u1VlDG149nis8s7qtN3eqtF2t5sp8Nj8RHssZ2ku0dZptydmkoOzW1tX5HyBGXmWNIhulmZY4lXq0khCooz3lmFfQDeRbTewJxN2/ZZx2x/ftmcY2/p91fPVjcPCkM8Z2yQNHPGSAwDxMJEJU8iMqOVfZb3DeaGX8/sDLnHLf2W/OOmM91e19LsdisM6PYyy3bvbm9N+4976a8RxeEdD1eeVSk07c37Nk+7U+RrXR73zs6b2DvfpgPbrguMor7mYHaq7WU7icelWzXXkx1qOPtDbB+WTHFNHJKoxn1A/pn2KSa6J9HO6e/Gq6tc4e8ubiOCSRVCehBboQqqvJQdy5x12DwrfdJ1GSTVNTtWOYbaHT3iXABVrkXRmJOMnPYx9emKj8S9KMXh606VOMP3cU53vq3lTtqtLy5kbi3pbjMNiKlGnCn+7jFzvm1byp5dVonLS/LXuPlBJObKwKOhKujgq6Opwyup5qwPca3TyOcIRazfT+dZNpZIjyRKSpmkmLCKNmHMR4jcnGCcAVd/SHsUh1yORAFN1aJLLjlukSR4d5/lFUQf0aeQXiSLT9SmguWEUWoIiLK52otxCzGJXY8lVhLIuT37fGr3GY2tieEvEYdNTcLq26628rnoMbj62J4PLE4VNTlBSSW6/mt3pXtzO46ZZWNs76XbwJCslubiSKONVhkhZzbntP+sY8wQ2cg1yjyg8Mafout6RqDKsGmzySi7hKGW3jkiiO1kgVWO1u0HogEApnAzXXOJNFN0haGV7G6CGOO7gwXVWYP2bo4xLEWVTjkfAjNfNvlQg1aC6jtNZma6RC8tnLy7GVSArOmFBDgYBU8xy7iCfGejMHiK7y1mrxanBt5pXTWZPZ20fVHhvRKDxOIbVdpyi1Ug280rxazRb0dtGucbbHa+H+IuHdQuEtLNYJriTcUjFm6ZEaF3JaW2VVAVSeZH66xnlb4NtrufRLOGNLUXN5IJpLeNIpDBFbNNKAUUc9qEAnIBYVqX0aNMEmo3t2R6NtAsC+HaXL7jz8QkB/r+2t94h1EPxbotoP8hZ3s5HgbmJ0H34tx76zWoPA8SlTw85tQpyk8zvrkbXTrHzNq9B8P4rKnhqlRqnSnN5pXtLs5NckuceW5mJ7LTtHjs4I7ZES7uorCMJGjMZZldlaZ39JxiJskknpXP/AC+8DWtvZtq1nGttLDJGLlIhsinimkEe4xr6Kyh3X0gBkE5zyrePKn62g/68sv7G6q2+kB/FzUvstv8AiFtUHheJrUsRhqqnK9SbUrtu6zpfgyv4Piq9LE4SqpzvUm1O8m1JZ1HVPufzPnTTLRru5tLRDta6nitw3Xb2sioXx37QSfur6Vl0nTeH7HtEt1MaNDEz7EkuJWnmSAPJLJzY7pATz6A4FfP/AJMB/jvSP50n+61d/wDLP/BEn84sf+IW9el9Kqs543D4ZyahJ6pNq95W5HqfS6rOpj8LhM0lCT9pJtXvJLl0W3Q1zy4cAWr2FzqNrGtteWi9uzQgRJPEhHapMijDNsywbGcrjODWP8gPBFrLYpqt3GtzPcO/YLMoeOCKKQxgpG3IyMyMdx7sYxzrovlR/gbV/wCZXX9g9Y3yIfxf0z/RN/byV5uPFMSuESjnl/FUb31y5b2vva6PLR4vi1wOUe0l/FUL31y5G7X3tdfbYqppum63DdRyWyOlvcz2LlkWORZLc7HeGSP0kHPkQQa4jwxwEsnEs+jTsZLWzLzSH1ZJrdVR4Y2ZcbS3bRBiMct2MV2nyU+pq/8ArnUf7Za1vhgf+3GtfzKH+zs6l4HGVsLLFUqc5ZY021d3s/Z1V/EncPx1fByxtGnOWWNJyjd3s/ZV1fb3n9OhuE0On2U1jpq20ai+7dYlSKPswLWJZZO0yMnIYePPrXJfL9wXbad5tqNigt455vNri3jGId7IzxSxoOUZxG4IHLp0556Zxj/D3DX/AMU/ucVYH6Tv8DQfz+3/ALG4rjwXEVaOMwzjKX7xPNdt39ua5+C8yPwDE1qOOwjjOX71POm20/bnHn3JeZwcGpzXlOlTivrp9jJzRTzFRipUcxQDNM1GKYoCc0zUYpigJJpmhFRigJzTNRimKAkHrTNAOvz31GKAnNM1GKYoCc1LHma84qWHM0AzWw+TLTxd61pNu3qSXtu0v+ghlWef7uyikrXcVuPkoJhn1K+HI6dpGo3EbHoLiaAafbfYTJejH2VFxsnGhNre1l4vRfU3pr2kYqfUjealc3hOTd3b3OT1xcXqyj3BwPurPeVrWne5msSoEcE4nVxnezPbKCCM42+mfdVv5L7WNl1EuquYrdGjLqGMbBzhkJHoNyHMeAqz8qP8L3n+cn9hFUuEMlNJbaIppSjVx9mvdi35vL+ZrWaZqMUxWC2JzQH5+6oxUgfP3UAzVezuOykjl2rJ2bBtkg3IxHPDLnmKt8VcWNsZpI4gVQyOEDysI41z3u7HCgf+gySBQGdj4sK7sW8K7jklVKtnsxFjOegCgqPzSqnmclrK613fbG2ESICxbeB6YzKJSFPcuRgDuDN41kRwTLg5ljGMcgS+cru9HaPSPIjHeXiH+UU1YXnDrxWpuWdcKxXsxnecS9llcjDKc7ge8Bv0aAwhrffJN5N7bW7We5uJpYZYLloVW3KKqqscciN6cZO/LnnnuFaHn2Vs3k144l0OeVtnnFpc7TcQqdsiumQs0JPLftJBB6jHMYzVTxqnip4WSwrtU0ttr1WumxVcbp4ueEksG7VNGttddVrpqjv3B7vBPdaZJK92LKK2ljuLnaZ2S5Eo2SMiqH2mDkxGcNzJrln0pYlFzpUg/fGiuUc95RHiZMnwDO/9Y10e347sTpcuvKjiD0YpfQUXLNHJ2SRkb8MA8pA9LA3Gvn/yhcVSa3e+duvYwxp2NtATuKR7ixdyORkZjk48AO6vDejfD8RPiPrEoOKimpbK88tnou/XojwPotw7Ez4p61KDhGKcZ3srzyJSVl1bzbWR3ryD/wAXtO/zZv71LWM8mbf+0PFY7+2tTj2bZfjWueS7yoadp2k2lldGRZ4BIJAkTOoLzyOu1gfS9FhWqaZ5QhZ8Q6hqlurTWN6+2WIjs5XiwhWRFbkJVZTgHqGI5ZyMfsbF1a2MWRrNfK3s7VFLTxSMfsHGVa2PXZtZ08jeilaqpaPvSOyXH8a4D/8As0v/ABFK13y9SAXvDGeX+MVb7hLbZNXY8rehGQXZZxciIwjMEnbiJmEhhDAFcbwD63dXIfKhxi+t3kc8am3t7QFbNW/fdzMrtO+DhXLInIZwEFODcKxdTF05zpyjGFNxbkrXdpLTruOBcHxlTG0qlSlKEadNwbkrXdpLTr7x37yyfwDqv83P++tZjWWxp1wTyAtJf7u1c00bywadd2ZttZRopGTs7lezae2n5ekymLLBSRnaRyz1NY7yneVyC5s5bHSg7m5QxS3MiGGOKFhtkESv6TSFcr0AG6q6hwPGtwwzpSVqjk5fDZ5Vv5fgVeH9HuIN08JKjJZark5/BZqKunz91/Q4n/8Al/6P/Kvsp/8AoB/mp/u9fIEkOYyg5csD3YrufDPlosfNIor9JYp0jWKUJH20MhVAhZGVs7WAzgjlnHOvWel+Ar4iNGVGDllbulvy/I9l6a8PxOKjRnQg5ZZNtLfW1tPI8fRSP+K7wd/nh/XbQ4/A+6t40H+HNb/m+lf7t9XJeGPKRY6Xqt75nC66NdLAQsabJIJ449ryLC7ekrEsCM9wI8Du8nle0SIy3EReSeVUWRY4JFllEIYRIzSBV9He4HP84153i3DsZPE1akKM2qsY202d4NqXS2Vo81xvheOqYuvVhQm1WhG1l7rvBtS6NZWjRfpKMDrFmB1FiM/fcy4rEeSbgaDXZL6O6kkh82WAxiAoN4mMocv2iN07NMYx6xrCcY8QSatqE1/KvZhgsUEOd3ZQR52KWHViSzH2sar8EcUzaNeedwKJUdeyuLcnaJYiQ3ot+ZIpGQeff417SngsVR4SqNJ2qqCt47ta6dx7mlgcXQ4PHD0XatGCS295WbWunVdD6B4Ssm0u5h0kTS3kD2s1zE92VeSDzaeCHskdEUmMi4Bw2cbOWByrU/pRov1bYyf5Rb5VU9+yS2mMgHszGnuFbVwvxzZajaXWqIjx/V8Unb9qi9tHGIxcypGVY71IiU4BGSq1wvyucdvrskYhQw2VtuaFJMdrNK4wZZApIXAGAoJxk8+fLx3BcBiqvEo1ZwcXD+I3ZXlZ9Oqa28TxPAeG4ytxaFepTcXT/it2V5WfTqmtvFnW/o36Z2OjdufWvbiWfny/Jx4t4x7R+Sdv6davpmp+ccfyHOViWazT7YLFldft7TtazPCnlX0exsbO0DTHzaCKE/kG9JkQB2697bj99cV03Wpob8arF6NyLp7wBujGWRmkjf8Aksjsh9jGrLAcMxOIxOLq1IOLnGUY353vb6JFtw/hOKxGLx1etBxc4yhDNpdSul8kkfSPlS9bQf8AXll/Y3VW30gT/wCzmo+3zYD/AG+3P/KsTb+V7RrqOFr0PBLC6zpFNC83ZXEYZVkikhDBiA7gHlybpWheWvynJqtv5jYKy2u4STzyjs2nMfpRxxxkkiMNhiTgkqOQxzqOG8JxjxGHhKlKKpyblJ7e9fR89ik4TwTHPE4WE6MoqlNylJ6R99S0fPa2hrfkxLDW9ILKyL51GNzqVUlgwABYYJJNfQPln/giT+cWP/ELetT8vPEfZ6VpXYkx3clxa3tvFINssa20bSCSSInKgO0Ywe8+w1VsPK/pV7bLHqiNBJ6DSwvE88BlidZFaJ4gSVDorDcARip/EHisdUoY+NKVoyacY6v2Zb8r31LHiXrfEKmG4lToyahJpxjrK0Z7rRXvr4G8eVE40XV/5lc/rhcD9dY3yHsDw/pmOf5Jx94nkBFc38rXlWi1G1k0/TA5juMC5upVMQ7IMGMUKN6RLFQCSByJGOeRZ+R/ylR6RCbC+VmtQ7SW88K9o0HaHdJHJHkFoyxLAjmCx5eEKPo/jHwqSyPN2mfLztlt8+4r4+jWOfBpRyPP2qnk+LKo5duut7b2OqeSj1NX/wBc6j/bLWtcLyD/AA41od/mUQ+9Y7PNVbjyv6NaRSmyDzyyu8xhiieHtJ5Tl3kkmAC5PMkZ+yuP6HxfdW2rtrbASTTO7XEI9FHglG1oFP5oVQm0+Ma9ak4Hg+LxEsTVcHHPBxipaNvT8vqTOH8ExmJli60qbhnpuMVLRt6Pbp7O/ed/4x/h7hr/AOKf3SKsB9J5v8T247zfwY+6G4qqnlc0OYwXE5eO4gDmJZYJGlhMqhJQjxBl5gAde6uaeVvj0a5JBDbo0djasZQZRtknmKlA5QH0EVSwAzn0jnwHLg/CsXLF4fPTlFU07tqy96T067o4cD4PjZYzDOpSlGNJPM5Kyftzlp195LTv5Gmp0qaD7KnPsr6mfVyKL1FTn2UU86AilTn2Uz7KAilTn2Uz7KAilTmmfZQEUqc+ymfZQEDv+e+lSD8/fTPsoCKVOfZTPsoCKluppn2VLHmaA81t+gfkOHtbnzg3t1pulx+JETT6lcgezEFuD9tajn2Vt/ER7Hh7QrfAHnlxqeqSD870ZIdNtj16Fba4P9KoeL9rJDrNf8vtf9p0hzfd/YuPJT6uq/zZf981jfKj/C95/nJ/YRVkvJV6mqfzZf8Afasb5Uv4XvP85P7vFVg/dKGl/wDYz/p+0DWaVOfZTPsrmXRFBU59lAaAipPSmfZVaylVJI3kQSorBmiJKhwPzSRzANAW+0eFABWyprloBztFLd7ZGM7duQhQgYO1sDllOeQ7VZXWpW7W7QpAElJJE+QWUGUPtGFyQFBXmejHwFAYjFCKUoC3NmufYTnGTtz47elXG3FKGsWSBG32VO2lKAjZUgUoKyCCtAtTSgGKBaUFANtRsqTSgGKYpSgKMlorZJzz64JAP2gdaqqmBgdBU0rFkCNvsqcUpWQRs+furzLEGBB6EYNexSgIm3yyGWd3nlIAMkzNLJgdBuck4HhQrU0rVRSVkEklZEBalh8/dSh+fdWwICVOKUoCNlegOVRU91ARimKUoBipA51FBQDFMUpQDFMUpQE4qMUpQDFMUpQEgVGKUoBimKUoBipYczUVLdTQHljgE+Az7q3LysqYrnT7E9dN0nTrSQDoJ5Lfz645dzdpesD/AJta9w1ppvL6ysxz87ube2+6edImP3BifurI+UbUPPdb1W4XGJr64EWOnZJM0MH3dkkdQ5+1iYrpFvzbSX0ubrSDL3gDla64en7hbn/XrU3YtzYliepYkk9BzJ61tvAa4tNb9tg36jIPxBrUPn8KnPZFdhv49Xxj/wBKGKYpStScMVIFRQUAxVeytXnkjhiG+SVtiKOpJ/Ad+e4A1Qqe4fbQGdThK5bONhAzzDcvRQSMQdvpAISTjPqEdcA2txoE8du1ywAiVijel6QZZRERt7/SZfub7cWXnsvIdo+B0G9uWMEY58vVX+qPCvDzuw2szFf0SxK8iSOROOpJ++gKdKjBpg0BOafPzypihBoBSmDTBoBQGowanBoBSowaYNATQGowanBoAaVBBqcGgFKYNRg0BNKYNRg0BNKjBpg0BINKAH8ajBoCaUwaYNAKH591Rg1JBoBSowaYNATTPKowa9Y5UBFKjBpg0BNBUYNSoOaAUqMGmDQE0qMGpwaAfPzypQg1GDQE5pUYNMGgJFKAH5+0VGDQE5pTFRg0BNS3U15walgcmgNx8jOE1iK7PNNMt73U5M9ALKwmkiP29uYB9prB8F2az3lrHN6StLEr88bt0gDZI5jx5Vm+CFMWlcR3QUl2trPSosDJZtTv0aZFA5kmCyl5d+au+B+FbiC6tZ7zbYqZIniium7O6uCJAQsVoAZRk4G51VefWq+nWhHETcmvhiurss2i3+IxiYT9Xk4p6Ju/TzNr1C2httKuo4wsYFtqMa9NzBLp1RSx5uQPHNcZzy+fZXT+POIraEQxwRRXlzDNdZN8hmFo7XBZ2FsD2UjM2dpfdgIOWSa5lM5dmdvWdmdsAKMscnCqAFGT0AwKnupKUmrWStZ338u79IrOEYfs6LnJtuTbattq7a877+B5pmowanBrJaCg+fnFRg1ODQCq9k8ayRtMpkiDAyIp2s6jGVDY5Z+4+0dRQwaqW0Dyukcal5JG2og6sxwAB8e6gNjTUtLCqPNpNwAyWbfk7ACciZc+mA+MDI3Ly3ZFhd3dmbYxxRMLjJKzNyAUy7gpxKdxEeVzjnuHTbk+RwzeY3diygjOXKpy7MTZ9Nh0jO4+AznoatptInSEzshESkqXyvJlcRsCu7cCHZR0/OB6GgKItVPqyIfYd6E/fJGF/XUjT5T6q9p3/kSs3L/umNW3KhArOhrZ9SZYyhw4KnwYFT7jXmq8V06Darsq/oqxC/1QcVU89bOXCycue9FJPtLqobPtzTQXkWlKuhLEcboyvticrn2lZQ+T9hFOyib1XKHwlQ7fuaIuT/VFLDN1TLWpFXHmbdxVs9CskZ/UXyPvANem0+UDOxiPFRvHvTIrFmM8epaUq48zk/6t8eOxvxxVJ128mBU+3l+NLGbo8UFNwqoseSg/Txj722j9YoZL6w0ySaOV4l39lFJNKcgBERhl/SIzgZ6ZqxEPpFe8Bj7PRUt/yrp3CGkRQ6ZLcEtuuLK9WYMR2YWKYL6GFBHLOck/dWsatNYW2oSyRx+dWYDKkauw3M1uoJ3N6WAzfrbwFdMmlyqo8Q7SpOEU3a9vLl89u41VlxyPgD9xAI/URUVt/FXC8cUUl3aSia2gS2STc6ySdrMqjCtEgUKAU5Hnz+ytXdMqpHcmT7cysv3np7qj06sZq6L/ABOEqUJZZrvXO6va5RPdUVJ6VVu1CuwHIA8h91bka2lyjSp5U5VkwBUV6GKjlQEUqeVOVARUn591OVOXz9lARSp5U5UBFT3ffTlU8sUB5pU8qcqAipTqKcqlcZoDzSp5U5UBFKnlTlQEGlTypyoCKVPKnKgA7/nvqK9DHz9tQSKAilZ3QeGLm6UTqnZWg9a8umW2tFGOvbSkdr3cowx9lXsq6XZ7c79XnCjkhaz00HPVnI84ueeegjUjvqJPFwTywvJ9I6/N7LzaO0aEt5aLq/tzfkjAaRpk95J2NpG1xL1KQqXKg/nORyjX+UxA9tZxtAtbQk6ncgyA87HTNt1cg8vRnumIt7ZhzyAZD7KtNY4puriLzfItrTH/AEKyQWtpj1TujTnN4ZkZ6xN4gSSRRyVXdQPAKxA/UK17OvV95qK6R1fnJ6LyX/EbZ6UHaKzPq9F8l935HSr3iU2PDlqdLj+qzqOpXLb0c3FzNa6daxQdo9zMMpJ215KuYgmNhA6nNp5JoxN55PKO1nFxYETS/lJQXuGDHtHy2TgZ586xflG/I2/D9lgr5vpMV06nqJ9WuZ7+T/6T23uFUuGrWWC1u76J2ia082nWNhmOcySOIywJGVUrkcj1rHCsPTjFzS1bk7vVtXdrt6vS3Mr+NTlVo9m5W91Lpe60strsw/F/8IX385m/tWrGd3z7KrX1yZpZJpObyu0jkcgWclmwO4ZNUvD2nA8STyAA7ySanN8zpSi4wjF8kl9DzSs5xHwvcadFbPe7YJrkF1sXYefxQYBjnurYDNskmTtVyHOw+iBzrCcq0p1I1Fmi7rqdWmtGRQfPuqeVOXz9lbmCK9o5UqykqwOQynBB5cwR0NeeVV7Ix9pH2+4w7h2gjx2hTvC7uQNAVU1a4HSaQdP8o3cMD87wGPsqnLqEzp2byO0f6DMSvXd6pOOvOs8smk7R6MxbauS/e+whyQkmNhk7M467RIM5KkWF21l5swjDm63HazZ2bTKCob0sFhHuBwOu32mgMPSlKAVJqKk0BFKUoD2E9Et4FR/WDH/+Irxiri2TcCucZdOf9GSqKqSGPhj9ZxQ1TEblTlSVPipKn3iq3nsv/WP/AF2+NUdpxnuxn7gcZ+zNe7pdruo6BiB9gNBZF1bXlwcBJXGXSMDtHxuk3beWcY9E16F47PAThidpyyIzfvh6syEmtl8nHDguGinlw0Au442hO4MxFvJKjBlIwMyIev5tW9/wnMl7aRgfkrhldXhDypbwyXLLF25KgI2MDmeeDzNJO1rvfY40pxqOqoq6gk5O2xtVvqscGix9swjae31CKIbRh5TN6KBVXHPHfy8a5j59J19HPeRHGD7wlbl5Q7Q2+nadATu7Ke+j3Abd22cjOM8vfWh10nJ7EHhVGGSVRfFKT+rN34U4w80heN4xOXntpMkrHGF7EKysAhyQUPPu5VGo31jPbCVD5tddiryRCFZUlme5y4DuuAF549UHd7tJq4kkIVR+lGB9mJmb/lUPsEpZk3e/U9R+0Jyo9lNRcUmldbX6Pc2PV9FlFvDdQ7Zlna6Yp2MStHHby7Czk5Ddeg5/bWEvb1u0fKxtz74ox3eKqCaurTUyUjW43TxRiZ44921Y3Zw7Oq4wcnOV5A5rPcZ2FtcW0up2iNEZLxbZYcKiLGloGc9lHkBi6Mcg9DWe1cGlLnf8dDPqNOtScqNk4qLae7tH2mtOvfz5GoecjvjQ/wBdf7OVadtGesePYjsB92/cfxq2pmu9yqyL9MugYWPR4xg89yz8/wDN2R8vvqBDGekmD/7xGX+yL86oMCCQeRGQR7RyNeazcZejZc+aZGVdG7sbuzb3TBcj7KGwl7kZx13RjtUx4h4sqR99W1SDg5HIjoRyI+8U0FpdSD1x3+HfUmrldQlGAXLgdFlxMo+xZQwA+6o87z66I/twYiPsEDKPeDSyF5dC2pVxuiOeTx+G0iUe0YbYQPvNevN1OdkinwEgaJ/vypQH+mftpYZi1qe759tXI0+U+qO0/wBEyzH3RM2Kt3UqSrZVgeYbII+0HpWLGVJPY80pShkVK9RUVK9aAilTUUApSlAKrRx8snnlX+4qKpV0XgLhzEQmm2SLd213DFG4GUnWVI1UM/oiQndjBz1rKVyLi8TGhDM/JdTnssTLnI6HBPdnGce6vKKWZVUFmY4VVBZmJ6BVHNj7BXUrjguye/ktjMwGe2SzgyZfQt1YrNdSqyw7sMeSucMvicazqXEVxZYhsoBoySxhw0YZ76aKQZBkv7gdrtJz+9bBy5cqh1cRLP2dON31bsvu35LzRPwlPtsOsRK6g9Fpry8ua5+FyhBwg8Sdpqci6XGVDqlxmS+ddyelHp0R7Xb6WMybACRT67s7Tlp9t20o6X2q7biQMD60Nin5CEggEFzIRWvxuWMrMSzMAWZiWZiZUyWY82PtNJ0/KSAcgDIRjwXJA+zlWPVZVP40r9y0j8t35uz6GyxCg2qat3vV/kvJeZkvObzVbpBI73lwd3Zq7Z2gISREhISJQB0UAVfcU6JFb+Y7N2Z7W2lkDEHDzMyuBhRgcuQqr5JVP1tbHuHajPtNvIQP1H3Vs+t69apbW6BUubgQaeEyFmSNorhjLFKwbdGcZyvt51KUI06aUVzSsuWpWdtOrjcjeihKV3zeWVk/Nad5q+kaPayI8ks+0QQNJNCybCdswcwxv2uZWZCR6Iz05c6vrzhGLUnkbSpVeWaa4C2rtiRI0VV34JLnMrDGQMiUYPTOta9q73LAMqRrGZQiwoIwFkkDlSRzfG1QM8wBW1eQ677PW9PGcIZLlrk4yVtobdbuQj9EnzTGe7nXHH1HClKVPkm/kidwijBV82Ju01a19rtaq1rv7NlXyh2LXvFF5bwEBI50sbcykhRDp9osCY2gnaVtWIIGPSpx1rfYW8VioWUXGn2UUkitnsntmckBQOZJJ5HGKxHEHHVxczecL+5WYxTbI8HaewIYiYqHHJwMZxge2vei8JqsEep63K1hp8wMtvGgD6pq3PJ+r7aTkISTzuZcRjcMb81pSqxw2HhGW9krbttLZLmR8Xgu2xble8Iv2dLX13fTloYXhbh251OcwWadoyL2k0rkRW1rCPWnu7l8JbQDn6TkZxgZPKtm+u7PQ/Q0cjUNUGQ+uyp+QtWxtZdEtZgfSHMedyjceZRVDA1iuKOL3uoRYWkY03SY23x6dAS3auOlxqFy35S/uj13SeivIKq4560TyrTsZ19aukf5P9T5+C063JV1H3fn+R7uJnkd5JWaWWRi8ksjGSSR29Z5JHJZ3PeSSap1cJaNgM2IkIyGlJUMPFFALSD2qDVKYAMQhLL3FhsJ9u0McD76nWsjkpJs8UFKkUMkVUjjLlUUFmYhVVRuZmYgKqgcySTjFU6rW87xMkkbGORDuR0JVlPiGHMd/voC7TQ7lukTHOCDgYIIVshs4Iw6knuAYnG1sUZNMmWLt2jZYgSC5GACH7Mg94IbA5+I8Rm7XiS8ACiU7RyC7UxgDbjGzptyCO8O+c72zQuNYuJIjC8hMROSmFAJ37ySVUEktgk557R4DAFj8/POnz88685pQHr5+edD8/Oa85qSaAn5+edPn5515zTNAZHRLZpZFjiUyOzrtRBuY4jlY4A68gT91ZvhfhlrtWYt2KxPaxOpUlyZ7js8jnjI9tPJR/Clr/pG/ulzW/69dvBpDTRnEkVtYyRkjOHS6LKcHqMgV0hBNXZRcQx1SnV7Knu8tn4t/karqdhp+mhu2Ju5JIryFYjtYRzxXI7FmRGDRBhu6k9OVYvUPq6eNpTm0uHnm3LCrTRCJIfyaqHkUZLlGznOWIrWb+7eeWSaQ5klZncgAAsxySAOQ5nuqjuOMd3UDuycZOPHkPdXKos22ngW/D6bw95T9qTVnfZa30WnzNhi1/srCSyjDLJJNHcrOjbSgSNUCAKAdxVRkg95rb/J7rTtbXcl05dLWOxCkgZSJLuQ49AAueXU5Jrl2az2ka01tb3MAUFLqKESMc7lEVwSNmDj889fCueITnbbdfiWHDezoOpulKM07c24NL6/Io8Waj5xd3DK7PAZ5XhVidqB3JJWNjhCe/kKxPz886mVssxHQkn3mvGa6shUoKEVFcj18/POh+fnNec0zQ3KzSeiAOWAwPtDY9tdK4A4jgt0FtMeyK3E8xmfCxYNoVC53Z3Zbw7jXK7qcIu4/cPE9wqE1Nl7MyoyRzB3R3BxIPTgLoxHpqHRlJBxlCOoNRsRSjUWVljw7HTwtTtI+Gu1jc+JeDGt1hktg8kDQ2rSPIUZlnuiw2qqBW7MYT8043czyONXigZ27NQS5YIF5A7mcIq8zyO5gPvrNWfFt1F2eJnIRoGAYh1AhVgVw+em4YHTlW16rpoubDTrx5Et2SB7i4cgLJMXu4Xd1CAbnXax/pCtIVJ07Rqc3a5KrYahiozqYa6cY5nF2tvbR3+homtWTwTSpKCkgkkVkOCVxhhzBwchwasfn551uXGunW6WFncW7m4aW4uI2u2LZnSMFQSjHCkbAOQ/NrS81KjNSvbk2vkypqUZUlHNzjGXP4op8/E9fPzzp8/POvOaZrY5Hr5+edDj5+yvOak/PuoCfn550+fnnXnNM0BJA+R/61cxXsigAO20cgjenGB4CNyVx7MVa5qe6lzDinuXQu+RDIj57zGEI+wwlaCePGGiA/lRtIr/AP1JHX/w1aZpms3MZEXatB3rIPaHQ/8AhMIz76KsJPrOv/dq/wCvtl/CrTNSvWlxl8S683jOcSgf56SAn2fk1bn85p5kTjYVfPTa6Bj/AEHYOPvWraGNnZUjBkkc4SOMF5HPgiKCWPsArZBwkYAH1SZNMUjIgcecai4OMFbCE7kB8ZWjxXCriadLST15Jat+CV2zpChUn7vze3m9EYC4tnjGZFaMeLqVHvblWW0jhW5uI/OCotbTvvb1ha2oHiryHM32RK5q9g4lt7HK6Vb4c4ze6iRc3DY/OjtFAt7cgk4JEh9tYfUtduLpxJdv504GA9wqyMoPcjlcxr7FIHIeFcc9ar7qyrrLV/JaLzfijplhT955vDRfNr8PmZ3T7bTYXWOMNrF0SiIZN1jpgeSVY19D/pFxhmHrGNSO6t71aw84tY0ulWN7eK/mWO1AhhSa2kVYiqJy5KT9pYk8ya5pwncKbu3/ACaDM1vzBkyP3VEMjMuM9/St48q2oyW8NuYjsMk17E+Cw3I0o3KdrDKtgZB5VKw2HjSvNtuXVv7bLyR5/i2Jq1q9OhBKKvdW8Hz3fmc1GqTGVrgyOZ2VlMu5u1O5NgBfdkjGO/urper6Va6pHA0Uivcqmn2qHf6IB3GVGReZO1j06cq5iL4gYCRj/u1J/wDEDWW0bXHt7m2kVIyyyQOMxovRGQjKqCP33qCMY9tcMRScvai7NHreGY2NFOlUinTla66d6RlOGNJRIdcSdVd7aEKkjLkKyTSI0kRI3KMx9Rz9EeFW03DLG3ivFkUm4a5Ro2KwophDhysszjtCWBwuAftxV5xDx7JPDEkSCPtbcxXIdFkUlpSfyQbOFzu5MD1HKsBJrs7QRRuytErTMkZihKK7gEsq9lgEs7Envya6xnKUI3VnfX6/2IEsPTpYivZ5otLI+jtHdfNfU23yfaFPZX0ctyvYxxyFHeRkUK8llI6qRvz0kX2c60RiNs/P89f95vbWT4g4gnuWczEOzmJjmOPb6MO3JBTm3Me6sampSr6jdn/olWL9cait4u8UnvzIzo5MTUqQ1i9Ffeyva/fqWoI8fn31m+Fbe+a6EempI91cpLbKsSBmeK4jMcy7nG2NSjEFyRtGTkdayXDHD9zdwtf3lydN0lGKSajcs79s65LW+n24YPqF3yI2R8l57mXFVuI+OP3O+m6Qr2WnP6NxLK/aapqeD61/crySAnmLaLEYzz31EqV1NunTWZ82/dXj1fcvO253UZLV2RkvMLbQSPyY1rWkxj0Gn0TTHA5DoBq94p7wewQgfvhWtQ12W7vLiS6vnaa5mOZJrp1SRsdBiRl2IM4CgBQOQAFYfAqa6UcPGDzO7lzb/BdF3Lzu9TWUpPTSxd9gi+u+ccisQ7Rj/TJCY9oZvsNevOwn7yoj8HIEk3TGe0bkp6+oFqyzU55e/wD5VJv0NcvU9SMWJZiWY8yzc2J8SSck1Hz88685pmsGx6+fnnQfPu+2vOakH5+6gJ+fnnVeyWMyRiYlISw7RkG5wnLdtB/Ox9uPA9DbZr0oJwAMknAA5kk4AAA6knuoDYIbXTMenNIDjooOM9mCOtqeRk3D2Lz5kYNrd29kLdmjld7rcdqEERFO1AXO6EYbs9xPpdQOuSBZDTZz/kpP/lv7P5PtHvFUmtZAnaFGEfTtCrBM7tuN5GPW5fbyoC5j0uaRSYkeTEZkOxGfl2xj/NHTGD/96yUPDdzIZGERjAN0d0w7FMRBcKpkwN4LNyHPl7Kt7jV2i7RbMtbxzrIkibt57IyMqxFiuVIVF5jBO7PtONurguzknO5pGy3NvygAOSf5KqK2eXkRV20tdEvqbFZcOBBG11KluTPGhif8rKEaBpQ5jiJzGW9H7RVhrPDdxbIkhXtIWgiuTNEGZI452KRdqSo7NmKnl+usTMRu5eC9PEIBW18FrDcXEEN2XlZmt44oyd0DRk/lElLNuVAuSoXvPdXCc3FX6b6blpg8NGrVlC7vJpRu0lHV76amoZpmszxbpL21xKSnZQST3K23LCmOGdo8L7ANv3EVhq3hJSV0cq1GVKbhLdGx+Ty/jtr6Cec7Io3JdsE4DW86DkvPqw99ZLynTBk0oqcjzMZx3ekCMjuPsNZbyR6ZBNb9pLGsji+7Pc6hjs8y3bPS/NyzH7651eqBLNjkO0fkOX558K7vSBR08lbGykr3gkn0d7/mUc0zSlci3GaqpLyYH9EKPucNj8apVIrBlOwzUZqTUVkwM0Z8Ak8gOZpVhfz7t0SAu2CTt54CDe55c8BVJJ7gDWrdjKVzavJPwTNxLqa265js4MS3k4/yUG71VPTt5MFVHsJ5hTX1B5XvJXb6vo8dlaItvcaen+K2AwqBVANq7f8AUyBQCe5grc8EHWfIlxNpGj8IG/jOOwz9Yo23zqbUiMLAoHUP6Ij7gnM4Ic1p/kd8uFw2szLrLbbLV5A9uWyIbGXPYQiJj0tCIxGx6Bk3HH5Qn55xGpxHGYidagnGNF+yn8T+LxuuXS3U9Fho4ejTUJ6ue76Ll9fr4HD7YvDJJazgxzQu0To/JkeNirxuD0dSCPurLX1+3YwrK5KpEyQq5LKmbjJVAfVBCDp+iK3/AOlt5idci8yBa/WMHVBFgoXXDQZC8zciEHf3BRH35rktxcLKsfskUFT3Ak/qOTXs8Di/WcPCs4tNq9nuv1y6oqKsOxqSgnflp+v0zqfBfGFjDYW8EswSWOK/DqyvyM8m6IbgmCWB7jXNre5VsKpy2OnfyHOvq3jyPhPQmt49SsoInuEMkXZ2gm3KhCtkovI5I61zT6RXBGmDSrHiLQ0WCCd40kSEGKGSKZGaKYQvgxSK6bCoA9bmMiqXh/HqdSpFdnUiqjajKSWVvXRP5lpxCnUq04xk4fu1ay3tZLX5I5A95DjIfnheXPmTnd3d2B76p+fR/pfj8K615PeG7KbgPWL6W3jkvYXuRFdOitPGEWAqEkIyuNzYx4mq30Q+GLHUhrA1C3jvOy80EXnCCQx9p5zv2FvUJ2r0/RFT63HKdKlWquLtTlle2r02+ZXU8BKUoRTXtK6+pyDzxMZ3cs4++pju0Y4Vsk932Ctk4t4HOjcTwaZKO0tZLu2e3MmCJ7Ke4VV3j84gb428TG3ditj+k5odrp/EFrBYwx2kLWMcjR26CJDIZ7lS5VRjcQijP8kVJhxSnOrTpx1zxck+Vlb8zlLCyjGUn8Ls0c3mu1Q4Y4PXvP4VMN0rkhTkjn3j8a6L9GDhaHVdaubi7jSezsIGd0nCyQtLKexgDxuCGGwTvz6GMVR+kpwvHpOvq9sggtL6GOaNIlWOFHXMEyRogAUbkR/+9rRcXp+u+p/FlzX5eHjbXwNvU5dj23K9v7nP5LtFJBbBHUUF4m0ndyyB9+DXUvot8P2moavqUd9BHeRx2odEuEEqq/bRruUMORwSM+2tR8v3Ap0LVpYowRY3ebmyPcI2PpwZx60TkrjrtKHvrMeLU3jJYT4kr9z8PAw8JLsVW5Xsa2l4jEANknoKiW9RTgnn3gc8fbiusfS04es9Nn0j6vgjs+1hnaQW6CIOyvEFZto5kZPvrOeRnyeaXpmjDiPiMK4mUTQRXC9rDDA5/IkQAHzi5l5MAQcBlwAcmo0uPUlhI4nLL2naMVrJu7VvodVgJOq6d1pq3ySOFxXqMQobBYgDd6K5PLmzYCj2nlWzRwabac76687lB/6HpfpIMH/LahMojC/6FZPYe+uucZXfCGtaPqFzbqlncWMXaIbeEWd6JCdkCrEAq3UTyMqEHIG/mVODWr/RH4esb86y2o28d2tvHavH5wiy9mG85MhQMDgkIucfoiuFTjLnhp1pwqQyNKUbJSd2rWb8eVn3nWGEUaqgnGV9nyXkaRNx6yIYtOCaVCw2sLTcbqQf+/1CXM8h6+qUHPpWBjnEmWB3EnLN1JY8ySTzJr6EXjfgT/8ASxf7Af2K+eu0jea6eAbYGuJWhAG0CItmMBfzRtI5d1S+E4ntXJdjOn3yWsvO7b8zjjINWvNS8Nl5bI95pmlKuyAbV5PtJaeRrgMFW1ltGZTnL77tcbSOnqHr41k/K3q8UrJapntrW4uTLkYUCVwybW/O5VW8ky4hvva1iR/tjD/ka1nyg/wrf/6ZvwFdNoFHBdrxB5vhWnyj+bMFmqkUxDo/XYVI+xCMD9VU6VyL1M9biQB+iMD2Ddn8Sa85qR3/AD3is5wlwpcakZXi2wWdtg3uo3TdjY2SHnmaYj0pSPViQM7EjC99aVKkacc0nZGUnJmGgjeV0jjDSyyMEjjjBkkkc8lSNFBZ3PcACa3f6ks9D9PWQNQ1QYMehQv+57UkBg2t3UR5OOvmkJLHlvZQxA8XPFVvpiPa8PblkdDHda9OvZ6jcq3rx6fHk/VVmenLMzDG5lxitHA+P3nmT9uai2qV97xh02k/H+Vd3veGxtpHvZleKOI7rU5hPeP2jIvZQRIoitrWEerb2lvGAlvAAANqjngEknnWLY86ipbqalwhGEcsVZdEaN31ZGaZpStzAzU5+fdUVPz+FARmmaUoBmpB+fuqKkfPuoCM1WtLl4nSWM7JI23I4xlSO8ZGKo1cWESPJEkr9jEzgSSkFxGve21QSx+NAZFeKrwLtEgC9NojiwB2fZEAdlyBjypx1Bq3udcuJITA75iYlmQKi5YuJCSyoGyWVSef5orLpoun4O679LliNSDjMSt+/GPY2ZSU5Y2A7m5K1WN5p1qlqZEn33AYhYRjDL2u1WwBlSY8tgnlt/lAUBhT1+2lTu+cCm75wKAisrwtf+b3dvNjeY5YiEJ27sNjGcHAGfCsXu+cCqltLtdGPRWVjgDOFIJx7eVayjmTR0o1HTmpR3TudC1bWtPvrRRd5inWK8ki5SOsM9zdAgqYsCUKR+eADj21gtU4Qdo1ubFzewzSyxxhI2il2wrmSRkfooYMMewHvrXnnDLjptRhzxz3Tb+X3H9Vbl5Jr+R73sWY9mkF3Kse49mGkWMErGeSnk3P/wB4fvhODoQcoPRXdmX0MTT4hWVOtFXaSUo6O+2vJ6dxmvIsf3If9Yf/ANAVzHUP36b/AEkn9oa2XSiRw3d9x8/h7sf5GH2Vqm75wKspPRHisFQy161TrK1vDX7kUqd3zgU3fOBWhZkUqd3zgU3fOBQEGlSW+cCm75wKAg12L6HMOmMdTNztbUezYbLjb2Q0woBcNHu6ksWEmei7O4tXHt3zgVj7yIx75Y2MZKlWCHblZB2ci5X81lZgR0IJHfVdxTBPF4eVJScb8143JGFrdjUU7XL7iUWI1S5SyaUaIbwYI5yebh2G5FY7WYI0/Z7+e088EtXefpMW+ipw5pXmm0SKI/qXsMEvaEA3PbE8zAVbcSfS7Xb4vWY8i/BWkatwgbOL02ujuv5jgXNvqcY9BlwfRWIMNg6MjnPrvWkeSLyJ3UusSprSE6fozmNUclobxyxnijt1PI2bdp2zdM9oFIyzY8vW4jh6lXNOc4vDt3i96itZPvu9PB95aww9SMbKKfaLf+XW/wCv7Hn6IEVhLqd696e01YIxtRcYZTEyst46FzlrnBw2eexnxkb8ct8o6WK63eLpB3aeLj8gR6g5gyLCR61uJN4Q967evU9I+ljFZQa5DJp7mLUZIsaksHoohcBIXLoQVuHiZgy9Cuw/nHPIXthEI8cyZVyTy5dw+yrbhtJ128cnJKcEsj2jb9aeLfMiYmeRKhZey3quf6/Wx9l+V/TOHbiSzPETrHKsbi1EkssGYyy9oQIGAb0tvWuefSTshNwzpsmiPFJoFlIocQMXZWBNrA28sd8avI6MD6W+QE57ug+VnyZWXEclpLc3LW5tY2jQQGMhhIysS3aZ5+iOlaB5YLjS+HuFJeHLKcXVzdOp2l0mmUG6juJp5xEAsS4hCKMA5x1wTXjuFTWbDqEqkpqesGnkine7WmllrfqXGLTtUclFRa95bt6WRj/Jj/8Ahzrv+fdf7lvXr6FbER8QEciEtCD4ELdkGqXkzlUeTrXFJAYvdYUkBj6Fv0HU1P0MpVWLiDcQuUtcbiFz6N30z16j31a4uLeExqt/ir8YEWi/3tH+h/c21ok4z0bR9XhA+tNKu4GuEXkS0U0RvYccyFdAs6D7B3mucfTGfbxDbMP+zY8fabi6A/GsH9Gjjo6NqqQ3DbbDU9sExb1Ypclbe48AA52MeWFkJPqis99LW2N3xNYQQkM89nbQJggr2kt7cIoJHTmwrrhMLUwnFI0v8JRnKD6KVrx8mvkzWrVjVwrl8V4p+Wz8za/JBw1d2/A2oSWMTTajrQlEMalY5BAx8zRg0jKAqp28oOf8oMU+kFw/c3XCOlX17GYdR0oRJdq2GcJKFtZm3RsRhpUt5OvQ1feWfylTcL/VOj6L2TmK1US9qvbBY02wW4XY4CseymY/aK9eSLj+Xi2z1vSdX7KOVrfbEYh2KmOZXiY7XY5eOURNnP5w8KrksYmuIOMez7TPfXPlfsWttbL+ZIfY29Xu82W3dfe/zNQ+hg+7WNRPjZLn7fOIga3LWY1434buolwdZ0ieVVHIM00LMEAHLCXMC48BIv8AIrS/ocR+b6zqkUxEbx2picMQAHS7jVlBJweYPurUPJTxydC4kmnc/uK5uJra9A5jsXnJWYDOC0b7XzzO3eB61WGNwc62NrVaP8SCpyg+tk7x8JLT5EejWjCjCE/dbkn9NfI3n6bX7/ov+guf7SGsl9Lf0NE4eih5WoYYCjC/k7ONbfkOQPZtLj76x/0ziJ7rRVhIlLQ3O0RkPuzJERjbnOR0rN+SvW9N4s4fh4e1VxHe2aJFF6QjmdYFKW11aM+Q8qx+gy8zyORhqj4fNRwWExTi3GDlmSWqUrq9u43qWnWrUk1eSVvK2nmfOd2bV3LAdj1wiFmRcRALgtkklwSf86u7fQuCF+IAf3rs7QMenofurcc/Zmshxb5K+HeG9J1BtQla4ubiIpatIVF2kow8QsoExhi6pudsjbkEhSQcV9CwrnXkdggkitFySF5N50DjPfzqw4rxGnjuG1pUlLKnFXs1f2o6rwI+Fw0qGIhGTV9dL35Pcy17w3wGIpDHNF2gRymLu5J3hTswDJzOcV88aR+9/ea+kl+jTpHL92z/ANaD/wDzriselOtlcQ26tOlnqN6GZRvKwQwwJ2r7RhV6EnpzqVwHFUZOSp1ak9r9pfTfa6W5jF4epLeEY6N2jztYwdKnd84FN3zgV6kpzffJtcrDZ6jM/qRLZyPjmdqXkrNgd5wDWq8W3qXN9dXEWTHNIXQsNp2kDGVPQ8q3HS9Ia20S+mZg4u7OCZQBgoO3kO1vE+mPdXO93zgVvK6SRVYGMJ16tWPW30jf6oioJx15VluGNAutTn82so+1kCmSViVjgt4V9a4up3wlvAoBJdiOnLJ5Vs41my0M7dKK6lqy5D61Im6ysm6EaLayj8tKOnnc692Y0AbNQquJUZZILNLp072+S+r5Jlwo83sUrPhODTo0u+IS0RkUSWuhwHs9VvEbmkl0xB+qbI49eQGVhu2IDg1huLeKp9REUTBLWxtifM9MtB2VlaBurJH1muD+dNIWdiTzGcVh7u6kmkkmmdpppWLyyykySyOcZeSR8s7HxJqlu+cCsU8N7Weo7y5dF4L77vw0DlyRFKnd84FN3zgVLNCKluppu+cCpZuZ+AoDzSp3fOBTd84FARSp3fOBTd84FARSp3fOBTd84FARQfPuqd3zgU3fOB4UBFSelN3zgVWsrpoZI5o8CSJg6EqGAZcEHawIPP3Y5YIFAeOwfptbPT1T1O3A6fy0/rjxFeezON2Dt/SwdvUjr06gj7jWxJxrdAbQIwuAuNr8gsbRgA9rkei8gz19PPVVK2V5xFNLbtbEKImYu20HcWaUSscs5Ayyr0HLHLGTkDEYpiopQE4pioqTQDFbh5IR/jF/5pc/gtadV7o97LBIzwOYpDFMu5euDExxzHTKqfurlWg5wcUTOH11RxEKj2TTOl+VS+jFrd25cdu0tnIsZzuMYt0G7p09Bv6prlIFZ3jzWlvrwzxqY0MUK7XxnKR9fRJH55rAisUE1TinyRpjlB4utODupTcvmMUxUUrsRicUAqKkUAIpihqKAnFQyggg8weRFKUBsPke47k4a1MSn8pYXWyK9iHVoQ3oyoO+eLcxHiCy8t2R9SeVrym22jaQt/A63E16n+K0B3pOzoGE5AOTboGDHpnKryLV8bXUIkXaeXgfA+NUnt3dYUllaWKAFYY2JKRIzmRkiBYiNS7MxAHMsT315vifo3QxuJhXly95fzJbJ/rbToWWF4lOjTcF5d36/ElJJLmaW8umMs87tI8j82d3OWkb2kmqlzbiQYboDnly9nh7aqCleijFJWRXNtu5ZjS4/E+//wBK9Jp0Y9v2/wD2rdPJd5O77iW4urfTWhje0iSaU3jvEpWRzGoQwwyEtkd4FbjrX0cNctFhaSWzInuILRNk05IlupRDGWzaDCBmGSMnHcar63FMHRq9lOpFT6N6nWNKcldJ2OMfVieJ9/8A6VVXSoiD1yFyefLdvAGOXTaRXXL/AOjxrcN/Zae8toZ7+K7nhZZZ+yVLDzfthIxtAQx88i2gA5w2cYGbyD6NGvNNNAJrMPCsTOTNOFKz79gX9x5P702eXhXF8bwCV+1ha191te1/C+nibqhUvszjUtjEYwgyMSSMM82CssYALbcH1T8mljpcRlQOCykgFd23OR4heVdk1f6NOu2sE1xJLZlIUMjhJpyxVRk7QbMAn76ttZ+j5rdhcadFLLaM+oXXmVuUlmKrMLaa6zKWtAVj2W0gyAxyV5c8jEeNcPn7tWGt+a5K7+S1M9jUvdp8jVNc4Hs7a3W6jlMUotLa6WCVlbtpLhmWQJnBCqADyB6861/SuF/PG3orOqgSTlCAETt1Rm5j9HceWeYrrp8kOu2+rafptw9pc3kttJcWUjzT9hBb6e6LLE/7kzlu2UAbSMZ51m9V8h/E0UE/m62LNKkwlW1ldZ51lkMuxXlto13gkhSzDGe6tKfGsDTSU60NVdNta6207tN33nXilOVVZsNDK9mtfm+/uXc+pxvjjhnTrSWS2tzL5xC77+1IaPsvN+1j2sFGX3FfuqrxTwVFDeCxtFeTd5vIoJDykvBK8gBCj0cJnGPzaznk58j2s8SwXV3bvDEba6exuF1KSZLoXEMcbuGC28nJRKq+kc5UjHKs15XOGb3Q5LMa8sEi6kzBLjTXaW6iWxijVl33NvGVU9svIH85/v7/ALRws8UqMZxzbON9eu3ctTnhqPZYKaqXc9GpNN7J3Xdd2NQm4PtdPs1vO2ZL8w211apuWJlkaUiUIoG6TYADkYxitLubFZGZyTuYlmI72JyScjrmsrqmpyXHZiRi6Qr2UAYKDHCDlU9BRnHtzVlVrJR5IrMLTqQi3Uldv6Lp+uZaHTlJyzFj35PM/fjNSdNjJ7xnuHQfZyq6qRWuVEm7LNdMjyMk4zz593f3V1Tyfx2yaVeQW7M0zWt/LOr5wpYxRRbWKgYMaJnBPPNc2rZ+CdaS2F3G6lu3tpIEKYOHldMFtxGFGO7NRsVSzQ0LfguJjSxHt2s01d8rrl+Bhtb0qWyne2nwsse3cFO9RuUMMMOvJhVmBnkOZPQDqfsrpnHfDsl9qs8cQEbM4Inkb0CY7RWaLYqlgdqqc9OdadwRpIvLyGBtwBdSzR82VBHJJu5ggLlE5kdD7a7UameKva9k35kLiuH9TlN65E5JN/7v6XibnrOqwwaHb28hIku9PiWABSwYxybmywGE5MOta7oXB6i3j1LWJTpumSAtbhVD6lqePzNMtXxmPxuJcRLkc26VsvEOr6fpqWkfZx6vqVhG1tAJXWfS7VlIzNcwxj93XKsqhYiRGCHLZKha51rur3F/cPd3srXVzJjfNKdzYHqooGFjiXuRQFXuArnWlVqyyw9mP83N/wBK+78lzKbhdGNOk563lJuz8dPp/wCTNcUcXNcwfV9lGumaQrB1sISXe5deSXGp3JAa/ueWcthF5bVGM1rGKildKVGNKOWK/u+re7feyfJt7noD591Rinz+FRXUwTimKilATipYczXmpbqaAYpiopQE4qcV5qe6gGKYqKUBOKD591RUj591AMVcWFuJZI4iyxB3CmWQ7Y4werMx6AVbVPdQGxW3DUbruN1Ev8nKls9mr4w0qgkklORPpbc4DZW1u9EWO2aft0dwxXsFwXYCURhlIkJwRlvV6KfAE4UsKnNAN1N1MUxQDNTmoxQigG6q1ofSP+ZL/YvVHFVrMekf8yX+xesPY2hujzcN6X9FP7NQa8ZqMUxQw3d3G6m6mKYrJgbqA0xQCgJJqN1CKYoBupupimKAndUbqbabaAbqbqYpigPoP6CH8Ka3/M7f+8NXQPKBoOuxcU6ffy3gbh241fTooNNEshdJBEpDNAYRGq9vBK/Jz6wOPDn/ANBD+FNb/mdv/eGqy8onFM8PlLjhubmQabb6nprC2kmc2cJeztx2ggLdnHh5WJbAxvY+NfOcbQqVOM18ltKN3dXbVvh6PvLSnJKhG/U+jOJ/40cN/wAx178dJrmvlB4lvLbykaJp8E7xWV7a2xurZGIhnKvf7TIn53qj3Cus69pE0mvaLeIubaztNXiuJMqOzkvDp3m67CdzbvN5+aggdnzxkZ4R5Rr2ObyraEkbB2tobeCYKcmOUpeT7G8G7OaM4/lCvO8FjGpJLR2w1S/Ozzyav0ez+RJrXX+ZfgZv6W/E17Zahwxa2k729vqE00V7DG22O5jFxZIElX84bZJB/TNdM8qf8I8Kf66b/g2pVxb6b9ysOp8JTSckhluZXPgkdxYux5eABruvG+mS3t1w7cWoE0FpqXns8isoVbV9LvYUmUlh2imSeEALk/lAemSE1GnhMHN2ScK93td2aV315Bazmu+JheJP466B/qrVf7W1rZoNPng1XUNRlkzYS2VnDFApkkaOe1lu5LmbsFQgFkngGUyzdmQQNq51DX72N+O9Ft1YGaHSNRklQHLIs80HZbh3buycj2Csxorn/CzWFydo0nSW255BvO9UG4DxxVfWhLsYd1BN6brtnt08fzOsWrv+r7Gq/RW1OK8h4mvIP3i54l1G4iyCjGKWO2kQsjgFCVYEggEZr5w+kdoOuWF5ZLr92NQSdrubT1SWScW0YeMSKwmhTaxVoRyz6lfT30dkCy8XADCjinU+Q5D1bc9K+YfL/wCT/WtJkgvdauhfw3NzPFZL5zPdPbqfyxXbdRqsSldgwpPNa9bwKpBcYqrNFXy2TV5P2PhfK3PqiHiE+xXn4bnNgabqAUxX0sqRuqVbmKjbUqOYoCN1SshGccsjB+z5AqYYWdlRAZJHYJHHGC8kjscKiIuS7k8gACTW8Lw/aaLiTWx55qQw0XD8LgLCcblbXLqInsF5qfNoj2hBG4oCRUetiI09N29kt3/bvei6m8Yt6l75L7GQTyatckW+lW4mSXUZyQkkrwqnm9qoBe9uQFJ2RBsYOStW/EfHe0SQaSgsIPyQE6L2N7coUBDzLE5SL0VRSq7uROSc8sre8XXN3Z6VJLDaXE1xNqcSC7tUktrO2s47Qw21lDgraWyrJJlUGWz6RJOawd7xBNEJHaz0x1jELblsIW3pPnsimQDtATGDgjlWcNw+vL/3El3WWysr+btz0XcdsTjVUo+rStlzZrNc9Py/M0mSQsSzc2YlmJ6lmJJJ9pJNed1b6+r3AcILLSzhzE7DT4tsTCMTbpCR6KbMnPP1GrD8cyJNHpNykUNq9zYvJMljEtpA8kerahbLIIU5BzFBECe/YKmVaFSl78WiJGcZe6zWt1N1NtMVyNiQfn7xUbqkDr899RigGabqYptoBuqWbmajbUkczQEbqbqYpigG6p3fPuqMUx8+6gG6m6mKYoBupupigFAN1V7G47KWKXasnZsH7OQZjfbggOoIyPZ78jlVDFV7O2MskcSkKZGCBpGCIueW52PRR18fAE4FAZ6z4s7NcCFSc5zuwB+Tjj9BdnoEdkHBz64Vue3BtLzX+0tTaiJUUsW3g5ZczdsQo2jC55Ad25/0uV9/gTNjd2sXUjGWz6IJ6bOYO1tv6WUx64rH3nDskVs1yzJtViuwE9ocSiLKgrgqc7gc8wD4UBhqVOfnn8aZ+efxoCKGpz88/jQn5+TQEVIOPnx5H9VM/PP40z88/jQEVIpn55/Gmfn5NARSpz88/jTPzz+NARQVOfnn8aA/PyaAg0qSfn5NM/PP40BFKnPzz+NM/PP40BFKnPz8mmfnn8aAilTn55/Gmfnn8aAvNB1u906SSXTrmaweVQkrWkjQGRFO5VcoRkA5P31a6tczXk0tzeyvd3M+0yz3DGWWTYixrvduZwiKB7FFeQfn5NM/PP41zVKClnsr9efzNsztY2fTPKXr1rbi1g1K4jt1XYidpvaNMYCRyyAvGoHIBSMd2K1u0vLiG5W9hmkivVkMwvEdhc9s+d8vbZ3FzubJzk5NeM/PP40z88/jXOGEowu4wir72S18eplzk92XnEWuX2pmJtSuptQMAcQ+dytP2Qk29ps7Qnbu2JnHXaPCstw75Qta02AWtjfz29sowkAftI4hjG2EShuxX2LgVrufnn8aE/PyaSwlGUMkoRcellb5BTkne5eWmu38N4+oxXc8eoShhLfLM4upA4AYPPu3MCFUdeijwq/TjnWVnkuV1K6FxLGkMk4uJBLJFCztFG77ssitLIQD0MjeNYTPzz+NM/PP40lhaMt4x2tstugzy6mY0vjLV7Uzm21C6gN1M93cmKeRO3uZcCSeXa3pyttXLHmcCqHEHEmo6ksa6jeT36QsXiS7leZEdl2llVycNjlmsdn5+TU55fPt9tFhaSlnUY362V/mM8rWueaVOfnn8aZ+efxqQaEVnOEeF7jUmkMO2G2twGvNQum7Cwso/wBK4uGGA5/NjXLsSMKeorcJ2mn7JbvVZWMULKkWmWeRfXzkbv39x2dnZjo0uWfqFXODUcVcWz6gIoNqWmn25JtNMtAUs7fJ9cgndc3J/OnlLOxz0BxUSpUqSlkpq3WT2Xgvif0XXkbpJK7+Rl5+J7bSke34f3Gd1MdzxBOvZX0qsMPHpUJJOlWxyRvyZ2HVkwBWjk5JJ5kkkk8ySTksSeZYkk5PjU5+efxpn55/GulGhGndrVvdvd/rpsuSMSlc276wW107QZpMhUudZHoEBwXjsUBUsQNwLZ+6sXdcQ20xkSXe0ciQo0u+M3LvAzsJJMjaSQ+32BR1rxo/FWoWUZhs7y5s4SxkMNpdT20RdgAzmOCZV3kKoJxk7R4Vef4f6z/2lff7fd/+Yqyo4+tSh2cbZbt2a6qzOE6EJPM9zHS8QozX7Z2eeIqKqsCF2umN5yN3oKw5fpGrviZgbLQiOY+r5sEf691Sq3+H+s/9pX3+33f/AJisTrGr3N7IJr2aW9mVRGst5LJdSrGpZljEk7swjDO525xlye81xrYipVtnfX6tt/Vm8YRjt+uRY0qc/PP40z88/jXI2A7/AJ76ipB+fk0z88/jQEUqc/PP40z88/jQEVJ6mmfn5NGPM/P/ADoCKVOfnn8aZ+efxoCKGpz88/jTPz8mgIpU5+efxpn55/GgIoKnPzz+NAfn7vtoCKk9KZ+efxqvZTLHJHI6CZUYMYnJCSAYO1iOePnnQFttHhQAVsy8SW4B/cUeSSQ24bgCu1V5wFcKdrDAHNBu3ZbdZXWrRPbGBLdY3LFhOCC6gyiTaMRg4ABUZbox9gAGHxTFTn2fj8aZ9n4/GgIxUkULez8fjV/q2ly2uztVA7QMVIJPqHDBgcFGBIypAI7wKAx+KYqc+z8fjTPs/H40BGKkCmfZ+PxrL2vD08jRqiqTNjZ6RAO5I5F5nqCJ4xlcgEkEjBoDD4piri/tmgkaKQDemM4JI9JQ4wSfBhVDPs/H40BGKkCmfZ+PxqvY25mkWNMBmzgtkKMAsSxGdoABOTyGMnAyaAoEVGKr3sBicxtgsoUnbuwNyh9p3YIYbsEY5EEd1Uc+z8fjQEYpipz7Px+NVbOAyyRxIBvkZUXJIG5jtGSTyGTQFLFRis3Z8NXE27YFIRY3OWIOJVVlBU+krYdMhgMbvYSMKG9n4/GgIxTFTn2fj8aZ9n4/GgAqMVkNF0qS8dkhC5UZJcsi4PL1+meR5E5ODjODiwz7Px+NARimKnPs/H40z7Px+NARipIq602xe4YpGBkBTzLfnSJEMBck+lIvQchk91Xc+hTJbedsF7HpkNub1ggwAcEZZe/ofYaAxOKYqc+z8fjTPs/H40BGKnHL3f8AOmfZ+PxrIRaVI1s9yAvZJksCSHwrrGWCn1l3SKMjlk468qAx2KYqc+z8fjTPs/H40BGKlRzFM+z8fjV9Z6bJLGZUC7VLDm2DlDECOZwMmeMDcRnOBQFhimKyWtaPLZ9n2wUdpu27SW9TbnPTHrCsdn2fj8aAjFMVOfZ+Pxpn2fj8aAYqMVkNR0qSCOKWQLsmAMZUkkhl3AkHGO/3H2ZsM+z8fjQEYpipz7Px+NM+z8fjQDFRisva6DNJ2QQKe29TLEdYkmyfH0ZEztyQTzxVnqtk9tK8EoAkTAbaSw5gHkc+2gLTFMVOfZ+Pxpn2fj8aAjFSw5mr7RNMkvJexhAL7S3pFgMAqvUZOSzqOnfk4AJDWNLmtGRblBG0gZgu5XI2yNGwbs3IUhkYYNAWGKYqc+z8fjTPs/H40BGKkjpVS3jMjpGoG52VFySBudgoyc8hkisxbcMXEhZVCegFZssRjtFZ1BX1gdqFuY5ggjORQGCxTFenGCQQMgkHqeYODzB51GfZ+PxoCMVIFM+z8fjVezgMrFVAyFdyWyFCxoZHJb830VPM4HtoC3xVxY2jzyRwxDdJKwRB0yT4k9B3/dVDPs/H41JPIcvx+NAbJ/gPd4J9AAZzlnyMb85HZZ5dlL069nyzvj32F1w7PHbNdPtEasVIyd4KyiE8tuCNzKeR6H2EC2sw8nPfswyIpZpObtjswAmSBmJOZ5DYvgKtpJm9ViSBywWYryJ6eljqT7z40B4ZCMEggHoSMA4ODjPXn+FS0TABiCFOMMQQDkZGCRg5AzVlqPEs04UOqjazvlQ2SzsWOdznHXux7c16uOKJnhWEqgVVVNw37iq7cbsyFSfyac8cgMDA5VpnRtlZcYrJQ2LTIHLFu85Bfbk45knlk1hdP4pngXagQj0vXDNgPs3KPTwATGh+0VW0XjCe0BEaxtyC5kVmxhg+cCQAnIHUHpTOhlZd3tr2ZUZ3bvZg9w8efWrYiqc/Fs73AuSke8Fjt2t2bF02NlS/fknr1NW+pcRS3GzeqDYNq7Qw9HuHNzyH/OmdDKZEW77d21toz6W07Rtzu54xywfdULM+MBmwAeQJwBjB5Z5DHKrWLiydSThWOAOe/kQIsEbZBzzAp8CWbIOcVbWOvSwklAvpbQQd2DslSVeQYZ9KMfcTTOhlZktrM2MFmOSRzZjgZJPeeVeSMVYW3EEscpmAUsd2QwYqd+dwIDgkc+mftzUSa/K0omYKzAocEMVOwADI3cwdvPxyaZ0MrMgVI616h3bhszuPIbM7jkYwMcznOPvqx1PiSW42l1RSpY+gGGS5BYnc5/R7sdTVtDrEisrgLlTkesOn2NmmdDKzM3EDofyispbJG8EE4OCfS686pVjrnXJZORC4DMwA3Hbv25UbnJ2jaOvOqP1m/gPcfjTOhlZl6kHHMciOhHUVh/rN/Ae4/Gn1m/gPcfjTOhlZmzcP+k39Y+GPHw5VTrEfWb+A9x+NPrN/Ae4/GmdDKzL0rEfWb+A9x+NPrN/Ae4/GmdDKzNRysudpK567SVzjpnHWvFYj6zfwHuPxp9Zv4D3H40zoZWZelYj6zfwHuPxp9Zv4D3H40zoZWZlHKnKkqfFTg+8VLTMRgsSPAkkcvYTWF+s38B7j8afWb+A9x+NM6GVmXpWI+s38B7j8afWb+A9x+NM6GVmXr0ZDgLk7R0XJ2jJycDoOfOsN9Zv4D3H40+s38B7j8aZ0MrMvSsR9Zv4D3H40+s38B7j8aZ0MrMvXtJGXIUlQeoBIz9uPsHurC/Wb+A9x+NPrN/Ae4/GmdDKzMvIzesS2OmSTjPXGa81iPrN/Ae4/Gn1m/gPcfjTOhlZl6ViPrN/Ae4/Gn1m/gPcfjTOhlZmXkLY3EnHTJJx0HLPToPdXmsR9Zv4D3H40+s38B7j8aZ0MrMvSsR9Zv4D3H40+s38B7j8aZ0MrM2s7gYDEDwBIA6dwPsHuFeGYk5JyfE8z7zWH+s38B7j8afWb+A9x+NM6GVmXpWI+s38B7j8afWb+A9x+NM6GVmZRypypKnmMqcHBGCMjuIJH31MsrNjcxbHTcS2PsyeVYX6zfwHuPxp9Zv4D3H40zoZWZelYj6zfwHuPxp9Zv4D3H40zoZWZcGqwkkwWBYquAWBbA7lBbPLpy+ysF9Zv4D3H41dDiKbYEwpAQRZO7OwNIwHr9zS5+1F8DlnQysvipGORGfV5deeOXjz5VJQ5xg5GCRjmAeYP2YI99UV4unDI4WPekjzBirMS8jBmzvc8vRA5YI8c86gcWz7y7KjlggIKsAeyUhfUcHmWLHxPupnQysuZIHX1lK9PWUr1zjqO/B9xryjEcwSOWCQccjyI5d1WjcTzFQCFOAVBO/o1utu3ISbT6KKeYOD0wOVWP1o/gPcf2qZ0MpmCD17vH3/A+6hrHtr0piERCsoOVJ3bl9g9PGOvUfnGrnTuKpYFCiOKQA7gZFZj1zjlIO/76Z0MrLmGdkzsYpnkdpK591eKstP4gkhdnCRyF1ZCJFLKNxBJADjDcuVVrvieSSPsuzjVQAAVV9yhXLgAtIe9iPvPics6GVmBpSlcDcUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoD/9k="