Best Crypto Exchanges And Cryptocurrency Trading Platforms In 2022

Some sources claim that the current Bitcoin design is very inefficient, generating a welfare loss of 1.4% relative to an efficient cash system. The main source for this inefficiency is the large mining cost, which is estimated to be US$360 Million per year. This translates into users being willing to accept a cash system with an inflation rate of 230% before being better off using Bitcoin as a means of payment. However, the efficiency of the Bitcoin system can be significantly improved by optimizing the rate of coin creation and minimizing transaction fees. Another potential improvement is to eliminate inefficient mining activities by changing the consensus protocol altogether. As of February 2018, the Chinese Government has halted trading of virtual currency, banned initial coin offerings and shut down mining.

  • We support third-party trading platforms and algorithmic trading via our extensive APIs.
  • When you are trading cryptocurrencies on margin, remember that your margin requirement will change depending on your broker, and how large your trade size is.
  • Furthermore, the copy trader can select from a list of top traders and bots.
  • Connect with bitcoin buyers and sellers through this peer-to-peer marketplace that accepts cash, credit and more than 300 other payment methods.

It charges a spread markup of about 0.5 percent and adds a transaction fee depending on the size of the transaction and the funding source, though its Pro platform is cheaper. Experienced traders typically use cryptocurrency trading bots to execute their strategies, because they tirelessly follow complex trading plans faster and more reliably than a human ever could. However, some of the features shared by the best cryptocurrency exchanges include solid security tools, low fees, several payment options, an accessible platform and availability on both mobile and desktop. Serious traders are encouraged to keep an independent cryptocurrency http://charlieqpub325.iamarrows.com/what-is-cryptocurrency-heres-what-investors-should-know wallet to deposit any coins they aren’t actively trading. This is because you could lose all your digital assets if the exchange is hacked.

But we do have to make money to pay our team and keep this website running! TheCollegeInvestor.com has an advertising relationship with some or all of the offers included on this page, which may impact how, where, and in what order products and services may appear. The College Investor does not include all companies or offers available in the marketplace. https://www.forbes.com/advisor/investing/cryptocurrency/best-crypto... And our partners can never pay us to guarantee favorable reviews . After the investors make an investment, typically using a digital asset such as Bitcoin, the fraudsters in some cases stop communicating with the investors altogether. These fraudsters can quickly send your money overseas, with little chance of you being able to get it back.

Earn Interest On Eligible Crypto Assets

Fees usually get lower if you trade high volumes, and you can sometimes reduce the cost further by using the exchange's native coin. Cryptocurrency apps have developed rapidly as more people want to invest. However, at times that fast development has come at the cost of user-friendliness.

This is important, because all of them are quite different and require different techniques. In some cases, the same cryptocurrency exchange will offer several different types of trading. Long-term traders buy and hold cryptocurrencies over a long period of weeks, months or even years, with the intention of selling at a profit or using it later. A number of aid agencies have started accepting donations in cryptocurrencies, including UNICEF. Cryptocurrencies have been compared to Ponzi schemes, pyramid schemes and economic bubbles, such as housing market bubbles. On 13 September 2018, Homero Josh Garza was sentenced to 21 months of imprisonment, followed by three years of supervised release.

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NNClGG7XQMcBNmhJ0B1LdTboNhc3tfiBdWaVKSeyKda1rle8pvc40sodNhpbh0+p3QuaSU8cro/91e1g6OwHUudi6akmfTVMLoZW3zwv10dxfESQ2SN1s3Ea63a65PfEeIRuF2ysN+GoB+lQDlq5NafE4bSAxzR3dDOywljJHAHpYelp0PYbEXIYidJ+twObUw0aq22f54nHm1mGNmZaPnHRzCcwIJAu05hccba/uUBrMGlYLuZYKw5GSQSvp5iN7GbEtvlkb7iRl+hw6Og3CTbZawE9YB84ufrXSk1JKS5TlQi4NxlxRWwUh5Ov6XF4pP8ADeo8VL+TWhvMyS/g5/pY4fvVXE/sp/yv5HYyP944f+rT/vRc+xeBmsq4KUHLvpWsLhxawXdO4X0zNjZI4A6XAXY+O4jS4RQl+73cFO1rWRxgZnOe4NjaMx1c977l7jxLnOPErk/kZxNkGKUcshDWCUsJPAd9RSQMJ6gHTtJPQAT0LrDlS2TGIUclNvN052VzH2uGvhcHx5gOLSW5TbWzjbVcrLl+qnKP2uTu2+J9A8OqqlmGGo4htULJyt0yak+tRt0q+3EiNVyxhmGwYiaJxZNVOpzEJgXMbHv/AGwOdGGvce9fAOUe2eFprMsRoaXFaIBzd7BUxNkY4iz2bxt4pG31ZIzN5CCD0hUrt9sTV0+AU9K6EzSw1z5JBTh8wEb++iJOY3Nk9ujBJaLZtbKs8E5S8Sp4mwwV74ooxlYwR0zg0XJIvJE53EniSs5YyVN6aybTitrLjy8xWoeC1LHU3WyycYThWnZuUraE/UaspO62s9rq97iLC9kppa78Htcxs2+mgzPzNjzUu8L3HI1zg1wgcRYHwm+NXBsx3OTs7XVlY10YILooGvBfb3O9ksWg8CWsvY6Fp1VNYbtTUR1Yrg8PqQ90md7GkOfKxzHlzI8rdWyO0FtbKay8vuKgE5qbQE/kD0f8xUcPLDq/jE3vt1d57DOaGeVdMcHOEU4JTfLr3vpbi7LhZ7PqOs6aBrGtY1oa1rQ1rQLBrWCzQAOAAAFuxcDYt+Vl+Vk+25d+rgLFvysvysn23K7m3CPb9x5T/DZ3qYhvmh85CZWByE7D/hCsG8Zemp8sk9xzX6+0w9u8LXFw95G8aZgoHSU7pHtjY0ve9zWMYOLnyENjaO0uIHlXW+F00Oz+ElzrPkaM8luM9XPYNYDxy5skYNubHFc8CVRwdBTlql9mO7PW+FWbTwmHVChvWrPRBLir7OXxsul35GWNBO1xc1rgSx2R4HuXZWvDT1HLJG63U8LljusPzmz+xQ/41SrY7mOvkmoZppXmSSWtne9x6XPbEXWHQBewHQAB0Kp+6w/ObP7FD/jVK6OOqa8Opc7X3nhvBLBvB57PDt3cIyTfO1a499yjscyR8tfKwO3LtzThw0EmUOnlF+lrXxsaegvk6QLWlyscqMGF5GOidUTSAubEwtblYDbO9zr5QXBwFgSSx3UVh3OlCI8JpeuQSyk9e/mkc3zNLB+yqB7pOsL8XqAf90yCIeLctm+1UvUObw2Fi48Xb47/AENlLDQz3wgrQxF3Tp6rJO3qwail0Jt6nbnZ0TyUcpEGKMkyRvglhLd5E8tJtJfdvY5mjmEseOAILdQLtJpbuptjmU9RHWRMDGVRc2UDRoqGDMHAdBlZnJt7qFzuLzdF3KdWW4m5t9JKWUEdBLHwuafGA1/pFW33UlGH4VI8jWGankb2F8ohNv2al4/aRy8owrlLir/D6E06Eck8IoUaDap1NKs3fae1nz2luupHJaEIXDPrpJOTDZzv2up6ci7HSB0vVuYOfOD1Zmt3d+uVq6S7pbaLvbDXxtNn1ZFM0fFvBNUfFumvZ2GZqiHci7OWbUVzh4RFNCbe5ZZ9U4HpDn7lvjp3KGd09tH3xiG5abx0bN0OrezZX1JHmgjPbC5dWn+pwrlyz27Pzc+c43/7XwihQ408MtT5tSs3/u0xa9llVqbcg353ovlJP8vMoSptyDfnei+Uk/y8y59D9pHrXzPa5z/0GI/pVP7GdfbVYsKamnqC0vEEMkxaCAXCBheQCdATlsqZ/wC0lD/V03zsP3Kz+V382V/9iqf8F64iXYx+KqUppQdtj5f4F+D+CzGhUniYOTjJJes1ta/I0dc8n/LVRV0rYMklJM/SNs2TJI73rJInEZtDZrw2/AXOidOWXYKPEaZwDWipia51NJwIcNd253wclg0g3sSHWu0LjOOZzCHscWvYQ9jhxa+M5o3DtDgD5F3zgdbvoYpR/vYo5PnWBw+0ssJXeJjKFTf8/cavCfJ45DiKOKwTcbt7N3s425eVSTs078HyOxwKQeBBaRoQRYgjiCDwINwR2LdQ0j5XsijF5JXsijHW+ZwZGPK5zVJeWKgEOJ1sbRYd8OkA/tTWznyXnKlPcwbPd8YjvnC7KOMynq3s146YHyb947YQuPCi5VfF9NvxPqGJzWFHL3juTxaml0yScV2tpdp0/s/hsdJTRQtIbHTxNYCbDmwtALnE9eUuJPWUl5QMAFZR1FMbXlicGE8GyN51O79mRkbv2VFe6Px7vfC5mg2fU2pW9oqL98f/AKWT+WyeuR/H+/MOppiczzGI5T8bTkxzH9p0Zd4nhej1wc3R9n4cLHwhYXE08PHM7/8A6tX5dSSkpdrv2o4mkjIu1zcpF2uaeII0e09oIIPiXXvc97bd/UYZI7NUU2WKW51e2383m/ba0tJ6XxSdFlQfdC7Pd64nNYWjqLVLNNLzkioF+F98yV1ugSN601cku2Jw6sjnJO5PtdQ0XN4ZCMzrDi6MhsgtqchaPCK4eHqPDVmnw4P8T67nmAhnuVRq0l6+lThz3tvDt4fzJcxa/dabJfksQY3hanqLdRJNLIfE5z4yeJ3kY6FVPJDsr3/XQwFt4gd9P1bmAgvaflHOji/5t+hdi7Q4XFWU0kD7OiniLcwsdJBzHtPC4OV7T1tBVfdzrsA+ghnfO0Comlcw9kNI5zIst+iR29lB6WyR9QV6tgteIUv8r3fZ+P4nkMq8LPJslqUZP9bD1KfPaV7P/wAN/wDaiw9pcYjpaeWolOWOFhe63E5fBa0dLnHK0DpLgFw3tLjMlVUS1MpvJM8vd0ht7CNg/RYxrGDsYFdHdXbZ53sw6N3NjyzVNul7hemiNvetO9IPTJCegqh1VzLEa56Fwj8/p+J6LwDyXyXCvFVF69Xh0Q5Pee/VpK25Tf6Q35Fn25VGApRynf0hvyLPtyqMBdnBfsY9R8y8KP3pX/nYkxAe2P8A13/aKTFqccQozvH/AK7/AKXFaO9Ct+pHDERC9CUyUpAukwKlO5Bk5YuWRWLgpJPWrILW1y3NKEG6iGp8X3fcVM+SOnvK6Q6BoFif0SPuPmUKp3cf1T9KuPk32afHQNqS38qbt46tuRr2HTRaqrsixhknMwxTD++Jy+Q80aMbwa1t9NPpJ6bqa4NsuC0buEaDTSyg2KVMrCAyF0jzwA0GvBOQx/G4N26OJ+V3hNiphNl4WFnBzz4//pcx66r2dkd2DhSV9Lb6iYQ1stNIBIwgdvDzqx9gseD5DbgQPq/+1XeN4nVSGAVEGcTxbxr90IZI9HHd1MIe9scga0G4dbUCwJAT/wAhlMXVdvct4+K9h9S0TUoStctqUZ09XQWjVvaeIGmuqTxzMebZM3k1100Ug20wezC9jbjp4/uVI7TcqZoC9wpHzMjcGuNwwZndF3A+UgELYnNSsivHTKLlyFwUOzERaWjM0uHTewJ1vY6cU54XLK0GGbnFg5kg903qI6x9NrqAbD8u1JVRgywPpm5mx78ObLA2V4u2N8kYBY/T3TbG411CsiirRKLgh3U4EEEHp0W6rJ20y4laEb+uuBxv3SeEupa0T65XOI7MnhW8l3lRjaw/za/Wxv2Qr87sTAg6iZUZb7uSMO7Q+7frcPOue8WcDRt52a0YB7C0WcPIQVawUm6dnyHOzCCVTUuVFeFT3kv6PG76ioEVPOS7j5XfUVsxP7Kf8r+RvyP944f+rT/vRYRCuTk55eZ6ZjYauI1sTAGtkDg2oa0cA7PzZrCwBcWO63OKi/IVs3TVtd3vVNc6MwSvaGvfGTJG6PLzoyCeYZtPuU/5deSWko6I1NJFI10cse9LpZZBuZMzHaSOIFpHwnN0AHouvP4enWjB1abslx7Og+y53jssr4mGW4yDlKdtLtsnLZWlqUlurbLruXNs1tzS1NNDVCXcRzyGKMTlkbjK0vBj1cWl94ZLBrjfKbXTdyjcmNHiDXF8QhqCObUxtAkBHg57WErOtr76E2LTqKFx4f8Adii/4jL9dar55B55X4VSOmLi8xusXXJMQkeKQknU3hEJueIsV1aVZV/1c1e8U+8+cZjlcsqi8Zhari4150kuW0W7O/KrK0k1bhznHuOYZJTzSQSjLJC90bwNRdh4tJtdrhZwNhcOBTfU+C7xH6lPeX+RpxetLeGeEG3vm00Af/6gR5FAqnwXeI/UuDUjpm4rkbXxPtWXYiWIw1KtJWc4Qk1zOUU38z6FLgLFvysvysn23Lv1cBYt+Vl+Vk+25dfNuEe37j5l/hr9vEdUP/Yu/uVdiA97sRlbdsZdFTA21fa1RL+yCY29rpOppTN3Se0s1XVd7xRSup6QkAiOQtknOkzwQLEMHtTT170i4cFJeQflNw6iw9kFTVGKUSTOLRBVyaSyOcw5oInN1BBtdTz8eGD/APjnf3Wv/wDjqIQpSw6gpqN93wv8/wA2GKxGYUc6q4uWFqVlC8KdozUVFbJpqLvdX6Lyb5hr7lWFzcOcHMcw99SmzmuabFkVjZwBVad1VRyOxJrmxPe3vOEZmse4AiWoJuWggWBB8q6M2Q2npq6IzUsu+jDywuLJY+cwAuGWoY12ge3W1tUw8ovKHQUmemqKkxTPgLmsENS+7ZQ9kZzQxuYLujeNSOCsVaEHQUHJWXLz/E4eXZriqec1MTHDylUk5XprVqje17+rfbqM+Q118Kof7Owea4P0grmfugR/tit/Xg+mlpyPrV8dyziYkwqKO9308ksL+sZnmaPyZKhgv+j2Kpe6owl0WJCbLZlTCxwd0GSn9rmb42sbTnxSBV8X6+Fg10fJo7vgx/8AH8IsTSlxfjUun11Jd8VfqEvcvj/azOyCc/QwfWQry7pV3+x6rtdTf5uD6uPkVUdyPhLnVk9RY5IYN1e2hkqXscAD1tZTuuOjeN6xeed1jigZh7Ib86oqIxb9CnvK93iDmQt/5gTD+rg5N8t/w+ZGefr/AAnoQhu4Olfos9b/ANu5y0vY2EkNa0uc4hrWji5zjZjR2kkDyrxWP3OezffWJRuc28dKO+H6aZ2G1KPHvCJB/ZyuTSpuclFcp9MzDGRweGniJ8IRb6+Zdr27To3DIY8IwoB1iKSmL3203kti+W3bLM91u2QLjCrqXSPfI85nyPdI89b5nF8h8rnOPlXR3dcbR5IIaJp1nfvZfkqUjdg/rSljh/ZnLmxXcxmtaprhFfn4WPIeAmDksNUxtXedeTd+hN79snL4AptyDfnei+Uk/wAvMoSptyDfnei+Uk/y8yp0P2ketfM9TnP/AEGI/pVP7GdT8rv5sr/7FU/4L1xEu4OViMuw2ua0FzjR1IAAJJJheAABqSepcV/gqf8A8NP8zN6i6Oapua6vvPD/AOHM4xwtW7S9df2iGR1gT1A/Qu8diqQxUlLG7jHTQMPjjia0/SFy9yPclNTV1EclRTyQUkbg+QyscwzbsgtiYyUBzmvIAc+2UNzAG9guqdosXjpoJaiV2WOFjpHHpswXsB0ucbNA6S4DpW3LKTgpTlsjnf4gZjTxVWjhKD1yi23p33lZRjty8brpRx7y7zh2LVpHDext8sUELHfSwjyK/e5g2d73w5srhZ9W8zm/ERjmUo8RYzej+0FczYfTS4hWtZwlraklxGuQ1UhfO4dkbXSO8Ua7kpoWQxta0COOJgaBwDWRNsPEA1v0LDL4a6sqvX8fz8Sx4bYl4TL8Plye+mOq3NBKK75b/wDiUB3U0NXU1EEMNFVTxQRueXxU9RIwy1BtbNEwtJYyJvTpv3DrTx3KgqoWVNNUUlTTszsnidNBPE0mQZKhrTMxo03ULrDjvHHrU3HK5hP9YxeaX1Fsg5V8Kc4NGIxEuIaB7ZqXGzRqy3EhWVTp+O8b4xdV11c5wquMx0srWXPByUVb1tM73UtTfC2+/YyGd1ls9vaOOqaLupZLOPxNWWsfw6pW0514DMuYV3rtLhLKmnmp5PAmjfE7rAlaW3HaL3HaAuEK6kfE98UgtJE98cg6nwuLJB5HNcqWaUtNRT5/mj13+HmY+Nwk8NJ70ndfyy3+Er96Ome5a2z39OaKR15aUAxX4upnGzB/yXER9jXRdqsvb3aNlDSTVTxcRNu1vv5HkNgYP1nuY2/RcnoXPHcj/nCb+xv/AMeBWt3T35om+Upv8xGrmHrS8lcuWKfw4HlM9yuh+kMaCVoVZ09SXttarde76LnJ2J1z5pHzSuzySvdI93W6Q3d4hc2A6AAOhJ0IXAPtcYqKSSslw6CuOU3+kN+Rb9uRRcKUcpn9Ib8i37cijC9Xg/2Meo/O/hR+9K/87HKuy53/AK7vtFJ3WSXEMQGd+nu3/Q4rR+EB1LOzOGKakc0pkanCSuBFrJvAWUVYhm2y8IXoKAdVkCQnAG7rPextdR4KRVGPNMeSx4WUdcVqpKW+omVuQeKWibuHOLC6QnmuDtGtaAbZQLEuN7knQAWHG/VVJh4bhlK0DRsbWC3VGLW08vnXNnJyQ7esdqGtEgB6b8xw+lhV9YZjpMDYjaw4cPp0WqrNrUn2HSw1FNQku3vHjC9kGzNu646QR0eZOjNjXM4VEpHVmTvsbPdg/jRSSqZpdcZRPQanF2K52kgEcZzPLri2pTt3O9Nd8r7WBIA8nFRTlEqnPfkb5eoDt/jrVn8iUbWRtAIPX1qaUNUrsmo7QfUWs9mZpaeB0VY7VbEZ5L5Y3g8RJGHsd1XtYg+caKz3MLTbypnr5rPPUf4KuVI85zMO2peqNGyuz0bI9yaWmYw6lrG2aTwJyZbX0HmUmw7Boor5GBv6osPMNEnoxci3mT2+wCzhG6uzVWk07c/Iioe6Yw/eYTVttctYyQeOKVjh9khcjVWz8zKISPiLGytdKwkEZmFzgHa9eS/iI613VtxhgqYnQHUS2YfE4g/Ra6orllw18dJWRyPL2RTRinv7hr43BzGjobliYbDpZfiSssNU0y024v7jGvhvG0nO9nBXtz7pfecgFTrktOvld9RUEUy5MKsCUM6XZreRhP7lcxP7Kf8AK/kacj/eOH/q0/70W/stjUlJURVMVt5C8PaDwcCC2Rjre5ex72EjWzzbVddbG8p+HV8YG/jike2z6aoLGP5w57QJLNlbqdWZgRxtqBxmvHC/HVecw2LlR2W6fIfb8/8ABnD5tplNuE47KUebjZrlV91unu9zuaXZSg3DIXUlOaaOQzMicyMwtec13hjuYPysnRbnlRPlG5YqKijcyCRlZUAFrIonB0bHDQb18fNY1ul2A5zawA4igsQ2mpnYHBQAk1EVW+ZzDG7IGOdUFpDyMhNp49Ab6nqKgQCt1cxskqaSulvzdHZ+UeWyvwGVScpY2pOShUmlFpx1pP7d227T47e8b6+rfK98sji+SR7pHuPunykuedOFy46DgktQOafEfqWxC5R9MilFJLZI7e/GLhn9bUX96p/XXFOJuBkkINwZJCCOBBe4gi3QQQk6FaxOLlXtdWsea8H/AAZpZQ5unNy12422tfm6wQhCqHpTo/uadrKOmoHR1FdTUzzUyuDJZoo3ZXNjDXZZHA2Ja7XsKrzulcYgqMRbJTzxVMYpIWF8T2SMDmy1Bc3NGSMwD2G3HnDrVZoVueKlKkqdtkecwvg3Sw+Yzx6m3Ker1drLV8SweQ7lC/BlQ7eBz6acNbMG6uYWX3UzW+6y5nBzRqWu0uWNaeomVWH4lEBmpsQiJDsrt1KA4cLsfcseLniA4XXDiwfEDxaD4wP3rPD46VKOhrUuZlTPPBCjmNdYmE3SqbXlFXvbg7XTultdPglsdyVmK4fhkNjJTUMTbkRs3bLk6uyRRDM951NmtLiuVOWXbs4nVbxrSyCJpjp2Otmyk3kkcBwfIWt0vo2Ng4gkwZkYHAAeIAfUs1GIxsqsdKVlzIyyLwSoZbVeIlN1ajv60la1+Nldu74NtvbrYLoruasTw+jpHyT4hSQ1FTIXOZJUQMkZHBdlO1zXPBFzvZQD0VAXOqFpw9bxU9SVzrZ1lKzLDPDym4JtN2td25N+S9n2Il3LFtKK3EJ5muzRtduYSNQYqa7WuaRxbI8yyg9UwURQha5zcpOT5S/hcNDDUYUYfZglFdSVgUu5Ga6OHE6SWWVkMbJJC+SRzWMaDBK0FznkAXc5o1PFwURQohLTJS5mn3DF4dYijOi3ZTjKN+bUmvvO3vxi4Z/W1F/eqf10fjFwz+tqL+9U/rriFC6fnWf8KPn/AKN8L/3p90TtDF+VfCoWlxxGCS3uYHb9x6gG02Y+U2HXZc88s/KtJiREMbHQUjHZgxxG8mc3wXy5CWhreLYgSAecSTlyVqhaK+PqVVp4Lo5TtZP4GYLLqqrK9Sa4OVrR6UkuPS725LMtLua30kVY+pq6qnphBFlhE0sUZdJU3a9zN64E5I2yNJH/AIkK1+W7lJo/wdPHS11PUTTtEAbDNFI4NnOWd5ETiQBFvOdwuW9a5WQsaeMlTpumkt778u5tx/gtSxmPjjas5PS42jZabR3tz2bu31sFi9twR16edZIVM9SdibCcqFDLSU76jEaWGcxM3zJJ4WPbKwZZrtkcHAFzXOF+IcDrdc990A2mdiD56WphqY6hjJHGGWOQMlaN3M07onLmEccmvEyO6lX6Fdr42VWChJLblPKZR4KUctxcsTRnL1rrTZWs3e3Y0rdRancx41BTVsr6ioipmGle0PmkZG0uM0JDQZCAXWa4242aepWT3Q22NDUYZLFBX01RIZKciOKeF7yGTxueQ2NxJADSTpoAVzEhRDFyjSdK2zv8TPGeC9LE5jDHuclKDg9KtZ6HddO4IQhUz05XHKZ/SG/It+3IoyApNymf0hvyLftyKNL1mD/Yx6j86+FH70r/AM7GvET7ZJ8o/wC0VoSnEB7ZJ8o/7RWiy3nCMELPKvEFgPBZQxkmw8fm4oA0WykPHxIAEXaV53ueggraz7lnkQEg5LaUuqhETkEzHR5uNiCHg26fyZFu1WfDUlotx/j+NFT+z9YYZ4peO7kY8jra0jOPKMw8qtOKoY9uaM5mnh/7h5FUxMeU6WBntp5if7GbShpDSbW8vVZT3Etp2iO9+hUjgDefxt9afMYxIWyG56NVxpSalZHoYNSinIju2O0cpc8NsHPOhdexHRqPq7U7cku2NTA4MeL5j7nMW6no+7XivKKjEvQCP461ZmyeywbFG5oaTnbe1tADxJHk8y2KW1kjJWcrvgbNmuWSrirNzV0IZTvdZkolzuF+Bc0tba/SBwv08VbGNyE2kaObofP0rBmER6OfAyQi1nZWnh1EhOD6ppFjpfiD5luadrNlaVSF04qz5TbgcugN7JxrKq4TVTRhosPJ4lhIT/HRbip8ZaNitKClLUeVshLgAbEc70Nfp4LnnuyNs4onsom33r2NqZbcBvWmOBvjsHut+kOtdC4bpI5xtZjCXE6BoPFx7AA4+RcJ7c4r+EsSq6085ssxEN/gYAI6bxXZG11utxVnBQu7lTHVdMNK5St3MI4iydNka9kNQyV98rc98oueexzRpcdLgsdpqdzJLO8ibFenFTi4vg9jnYbETw9WFaH2oNSV+F07otP2fU3xvoD1kez6m+N9Aesqr3g6wtwpne8d5iqPmuj0956/0gZpzw936lnez+m+N9Aesj2f03xvoD1lWPez/eO8xWceHyHhG7zJ5ro9PePSBmnse79Sy/Z/S/G+gPWR7P6X430B6yq6ohLXZXCxHR41rTzXR6e8fp/mnse79S1fZ/S/G+gPWR7P6X430B6yqkuQD5U810envJ/T/NPY936lrez+l+N9AesvPxgUvxvoD1lVTisC8dY86ebKPT3kekDNPY936lsfjApfjfQHrLz8YNL8b6A9ZVRdYuKea6PT3j0gZp7Hu/Utn8YVL8b6A9ZH4wqX430B6yqUlAKjzZR6e8ekDNPY936ltfjCpfjfQHrI/GFS/G+gPWVSkrwp5so9PePSBmnse79S2vxhUvxvoD1kfjCpfjfQHrKpCUAp5so9PePSBmnse79S2/xhUvxvoD1kfjCpfjfQHrKpUKfNdHp7x6QM09j3fqW77P6X430B6yPZ/S/G+gPWVTNk60OeOgp5so9PePSBmnse79S1zyhUvxvoD1kDlCpfjfQHrKpCV5mHWnmuj0949IGaex7v1Ld/GBS/G+gPWXn4wqX430B6yqRru1ZZweOhTzZR6e8n0gZp7Hu/Utj8YVL8b6A9ZH4wqX430B6yqUheZk82UenvI9IGaex7v1Lb/GFS/G+gPWR+MKl+N9AesqkzdqAU810envHpAzT2Pd+pbf4wqX430B6yPxhUvxvoD1lUhKMw60810envHpAzT2Pd+pbf4wqX430B6yPxhUvxvoD1lUmYda9TzXR6e8ekDNPY936ltfjCpfjfQHrL1vKDS/G+gPWVR5h1rbTcQnmuj0949IGaex7v1JhtjijJ5Q9mawja3nCxu1zydLnSzwmdYBZq/TpqEVFcEeSxuLqYuvKvUtqm7u3C421/5ST5R/2isqWlLuHQnSipGukkzD/eP+0Vv3bWEhoSV7bGhW5SPSNsbLEhP2IU8drjRxTEVK4EMzp2XuiDp8RWdGdT4lrYePlUkG9o0WbeIWLHCw8RWD3aoBUwcfEfoUy2CrLMe2/B1x+0PvaVBGTEeXTz8U44NiZjff3J0d+7zLXUjqi0baM9E0y0cNrcsjTe2uvaDxUh2swYTMa6OQtI10sePDjx8SgkE4d0qYYHVEtAuuDVg4yuelozUlYjlNSStdaWWUtvb2vKAOo2dord2LpI8pczEpY7hoLHshdw6dC3X71HaTDQ46jj+9WLsvsY2QNvkOWxBtYjygfxZbYYhvZJF6jLxcdySUNNO1oNPibnH3r6e7Ce0iSwHiamvbaDFjG1wjpwWuu50b5LvaOqNzLNOnvtFYeEYdugBlAsBwt+5L8QbmaRZZVZ6lZqxUlWWrgvz1WGDZiue6FheedlF/GRr9N08Ry2aSUyRx5NBoFoxfGGRsc+R4ZHG0vcSbCzRck+JVYNviapWKY7pblXqaeR+H0rmxMlgHfUlryWmzARMN7Muy5c6xNpBa3Fc/7KVgt23P0pHyibUOraqeoNxvpCRfiIxzYW+RjWA+VMFDUuYbgr0FCHi4pHnsTV8ZNssnEcLinALjZwUL2iwoQu0ddp4JVTYvIQmbFKtzzzjdbtiujo3kP5ZtnqLDaelrsDfWVcZm3s4ocMmD99USyQ+21U7ZHZY5Ymc4C2Sw0AK6j2jdg9Nh7MSfg0DoHsp5AxlHQmUCtLBEC15ay43zc1n9Btfp+YLTr5V9GeVs/91Yf7Nhf2qZYk3Ky5SdscKrzRxUWF95ubWwulLqaiiEkbjkLCaWR5cCXtJa4W0V1cq1dg+EtifPgsMwmc5rRBR0BIMYBJdvjGLc4cLrkXZn+k0/8AaIP8Vq7J5dNmMNq2QDEcR/B7WPeYnb+kg3jnNAe29ax4dYAGzbEXUkJlf7CbRbMY5UyUAwKKGobEZBvqKiic9jSBIYZ6F7pGPbmaTzmO1uL2NuW+X7ZD8GYpUUcbBJE0Mmhc4jMYahuZjXW4uY4SR391uw7S9h2ByJcmGC0tTPW4dX/hSpbGYiTV0kwhEtnZbUEbQwybsc6QONgbaXXI3LbNU1uKVlRWwmlnEm6dTh+cQspQGRRte2wkGVofvGgB5lLgAHAAuJJb3cR7B0VTFV4lVUcMsUY72YKiNkkbSwNmrpMswLOaO9miS1x7aLi5u1d3zydU9N3liFJTQ00MgdSTNgjjijLwHTUbw2FoaXPZ32C7jaKMa20tPbbZ+fCNke8KWlmqKqaAU746eGadwlxQl+KOIga5wYxklW1rzYDLGNLgLOn2fqMY2PFLUU00FbFS5GxzxyRzGowg/wA0cRUtDv5w2niu4jhUu1UEnMPcaYXDUY7TxTwR1EZhqiY5Y2SMJbC4tJZKC0kHUG2i6U5YOUbZvB6zvOp2dZLII45c0GH4W5mWbNlF53xuzDI7S3lXOvcNn/vBTfIVX+A5OHd8fn0/2Om+uVCC7vxe7O7U4fJPhdLHh1TGXMa6OBlK+GctD2sqYab2qWN4LLvbn0Lsjw4OCrXuDdk4ZK7E4K2hhnfBHEwx1EUM26kjmkZMBvWuAILC0lvHKnn+TYzbzFbeDkoc362ar3f0bxSvuX8nsm2myeDv3en31Nv/AP8AZvFBJXnJps7Sv23rKZ9HTvp2vrMsDoYnQtyRtLMsTm5BY8LDRTDu4eReAUbcSoKSKndSc2qip4mRtfTyHSXJA0Avhe4Eut+TleSbRhMfJX/+e1v69d/hNVoRco7ItqK7BqvK+lxCGnMLZLFgqHUrGSwkOFslTE3LYm2eFgAvIUBUn8njs5S1RxXvmjp6vJ3hk38MM2Ted+58m+a7LmyMva18g6gqv5MeSc4zjtVRtJpqWGoqZah8bQN3BFUOY2OIWyNkeXNYwEENGZ2VwjLT1N3K/Jy/BsTx2ksTAfwdNSPPu6aY1+6ub3Loy18LibXdATazgo33C7G9/wC0Z9335EPE0z15Fj2kG/6gQDlt7yn7P7LvGH0uFNnqGNaZWwNhBZmaDH3xU1GaR8rmOa6xznKRctu2+3B6PANsqScx0XeNZDlDpBFFHVQOkDu95M9OctTA4tlG7ebc12jHZXLkHlXYZ8er2SyFu8xapie8nVjO+3Rjw9AGMAAB0AYF0rh3cg4RM4tix6aZwBJbG6ie4NBAJIjubAuaL8LuHWgOPdpcHkpaielmAEtPNJBIASW56d5Y/KSAS0lpINtQQVt2P2fmraqCkgaHTVErIo73ygyGxc4tBIYwXe42NmsJ6E58rGzLcPxGromSOlZTTuia99g5wbbV2XS+vQrA7iRjTtFRZuIbVlg63ikm+ppkPkUkHS+J4Vs7sdRwunpBW1ct2tkMUU1XUPYG98PZ3wQyngbmju1rmtF2+G4knzYzGtm9rmTUxw0U9THHn50UENU2O4aJqeelLiWse6MFrja7mhzHNOtJ/wAolM44zA0k5W4dCWC5tz6iq3jgOFyWAE9O7b1Bc74XicsDs8M8lO+xbnikfG6zvCGaIg2NhpfoQF8cjvJwKHbCHC6uOOrjikqhaSNr45onYfUTUkjo5QW3LTE4t1DXtIBOW6v/AJZ+UHZvBaptJU7OxzSOhZOHQUGFuZlldIxoJnfG7NeB3RbUarmnuPsSln2mw+SaaSd577BfK98j7Nw+qyjNISbDoF11B3RHJls9X1zZsUxz8HVIp442w9+4dT3iY+V0b93WxPkN3SSjMDY5LdBQkS7GYTsxtVSVLabCmUUkWVkjm0tNS1cLpmu72la+iLmPad1JZrnOad0Q5ttDB+45bQ98V2A4hQUNTVUU9RuJpKame+ZlPK6OtjzSxlzt3IN60Oc5xZO8aNiVuclOxNDg+G1c+AD8NySgvDjVwSd8vpM4ihE1KwQgRmSXmtaCS8gm9rfP3A9tqqDEG4myT+dCpdVF3APkme59Q1waRzJN5Ixzb6tkIUAn+3vIpLFtEMGhDgypna6lfxy0U5c90nPdd3e0cdS1xJu40byBqFdPdsT4ZhdDBhlHh1HHVVDG5pG09NvoaSms3MZMu83k7492JLkkRT63sV0HgOOYdV01PtDZrRHQTuEztXQQvySYhG/JcF8L6N8ZtexbKG6PN/m7yv7cS4riFRXS3G+f7Uwm+6gj5tNEOgZWBua1gXue7i4qQdvbD0GE0WzNJiVXg9NUiKgppJi2ko5J5DIGNLrzhoc68gJLnC9j0pk5OeULZPG6luHtwCKCaZr91v8AD6BgeY2OfI1ktE97o35I3uuSy+SwdcgGbbEbKx4jsnR0Us5po6jDqVjpRlJYGiN9xnIbqWAa++UU5L+QXB8DqmYlLjIldTh5jNRLSQwsMrHRve7XnEMkeBdwALr2JAtAKwxTD8H2Ux2pjrKF+I0VVRxzUkRgpap8G+meHNPf8jBZrqadrX3L8pYHZjdxvbkQxfZ/HI5pKTAYIW072MeKmgw1hJlaXNy97ulBFm63I4rj/uvuUKnxbFjNSnPBBTx0sctiN7uXyySSNDgCGl9S9ovxEYPSr6/k2/6LiP8AaYP8JyAR7b8uWy0ZqqUbOuE0Znp87cOwgNEseePM12/Dsoe24OW9ujoSTuTORWgiw/8ADmLxxyMLHzQxztzQQU8F7zyRuBEj35Hua1wcA3IQC5wy8tcpv5wr/wC21f8AjyLtflzdl2Gh3RtH3hg4JF/ybnUnH9YlgN+OY34oBrZ3XeDGXcHCZxSXyb0x0xGUm2Y0wPgW1sHF1vc30Ud7rPkToRRtxzCY44orRSVEUAtTyU9VlEFTAxnNjymSLM1gDCx5fZpY4v5BaF3ryaPL9gpN9c2wvFQ3NxyxPqxScegNZCG9gagOIWrNYtWRWZiLpMplfrl5zvtFYCkGa+YWSTF3NL3a+7ff0ikxsODlit1ubqsdL2F2JRgcCD4kxv4p1pS0gk8RwTbONSmmxrZ5E6xXjl4ShxUkHrHLJaWlZZlANi2QP6O0JOJP48a8a+yAlezEznEtadWtLhfpAdYj/wBSnWzWKgaHQjiCoBydRudK825rYnBx6Bmc3J5Tld5ipDWQkajj1joVDERi5WZ1MJOSjctSlxhrS3Uaq3dhMda9gNxccbW/jr865Oir32te6kGBbUzxeCfpVTydw3R0liFLZnbFDXscOIKyxHEGMbcuHnXLuC8oVYdAy/RxPHyKSmqqZwN682NhkbcA367alYSbIUU2TLaXbIZt3C3fSONgG6gE9Z4Bcw8s3KHU1E0tHmyxRSOZIGEnevgJDrn3jXNOg4ltyun9lsAEQ3haAQNBbguRsKjaJZppbOfLJI63HLvHuc7ynN9CsYCknJt8hTzCq1FRjykEkWuPinTHYBvHZeBNxboTcIj1Lqs49hypOCQVnFK6eWw4FJ6hpJ4ILCMlfRflbePYrBqP6NhfT+lTL53tgN+CszDayIMbzmg27L9qIhpkp2Yd/Oaf+0Q/4rF0X3bDxuaLUH26b7DVysMSi+EC0HFYBwc0eK37lJCRcHcXVWXH6hpflbJhkmhNg50VTTFnHiQ183kLk/Ytsi6q2zljkZaHeU9eSeD4KOkpgHDocx9XE2E+N/UuTtsntlkBabi1lpopw1gaWNIBvqAdevUce1Rcysdr9053SVRhFe2io6elqS2Bks7pt8cj5y4xRt3EjbWjax5ve4malPctd0TPjNXPSVkFNTObBvoDBvQHbp4bUNdv5HXNpoXNDbaNfx6OD5oxc2AAPQLD6lpezyqAda8m+yIw7bp8LQGwvbV1MHghu6roHyBrbe5jkM0Iv8B5TZ/Lv3OEWNVxrXYsaQmGOLdtgZIPaM3OzOmbxz8LaW6V8+C0dQXmQdQU2IPoHJi+D7GYZJDDUCrrJC6RsTnsdU1NQ9uWIyNh/IUzAwC5Aa1rHWzyO59Y/wAnhXukr8UllkzySxRSSPdYF75ZpXSuNrC5c4nTrXJQFuhYuCWFzrrksePZ7Wm4tnrtf+U1Vz3bVS5m0c743lj2R0b2PY4hzXRwscxzXN1DmkAgjgQqKsvQEFz6h9zpylx4xhsVUSxtS0CCrYLDLPCBmIHQyQPErRqAJrXu0rjjkS5WGYLj9c+fMaKqqaiGpLRmMeWpe6nqA1ozP3RMgLW3OSaQgOcGtNBOCFAud68sXc2UWOzfhPD8TZA6pAdK5jW1NNOQA0SsMUjcjyGjNYuDiL2BLiXrkG2CwvZuoZQuxBtXiuI5vctY4Q0sck1hE17zDFaN/Pe68r2i2jbM+fuF4tPDfc1EsGbwt1JJHm8e6cL8Tx60jlcXElxLi4kuJJJJcbkknUkkk3PWpFyxO6aP+3cT/tcn1NUb5NdrJMNrqauiGZ9NK2TJewkYbtnjJscu8jfIzNY2z3UeCEB9DOUfYfC9sqOCqo68QzwizJWtbI+IS2dLTVdPna5pBFxzhlJLml7Xc5JyRckeH7JMqMSr8TbLIYjEJXM3LI4iWvfFDFvJHzTSOiZqOcQ0Na0XcXcC0FZJE4PikfC8cHxvcxwvx50ZB+lZ4niUszs800k77WzSyPkdbqzSkmyC50NyJ7buxTbWCvc0xtmkq92x3GOGHDqmOmadSMwjjYXW0LnOPStX8oS4HG47EH/Z9Pw+Xqupc6FeAIDuP+Thrm94V8ZeLtrGPy3GgngY0Ot+l3u4X+LPUuN9vMPfDW1UUjDG+Opna5pFrFsrradVrEHpBBTIQvQgO8OSeQewGUXF/wAHYzpcX1nrlwevCF6gO99qnj2BNFxf8FUmlx0PhXA+UdSMvYvUABdtfyb7wKXEbkD+cwcT8U7rXEoWycA9ChgfuUz84Vx//m1f+YkXW3cn8pdDieFnZ/EntbK2J9PGJHBgqqZ99y2J+gFRAHBgYOdlije3MQ/LxYzUEdSwaEB2VH3Ebd/rjTjS575RTAVG7vozeGUxh+XTe5LX1ye5Szus+Uuio8Obs/hr2udu4oJhG7O2mpabL7U+S5zTy7trHNJLspkc+xc3Nx4NoKpzNz35UGK2Xdb+bd5eFshfltbS1lqposqcoFQXqGr0rMgbq9/tknyj/tFJw5bMR/KSfKP+0VoWJNzdFLYrKea6Tr1BcyJXhXgXiAyK8XicqTCHEZnndM63Xuf1W8T9ClRb4EDcB5U50+CvIu5zYwOg6u8Vh0+MpTAGNNmAjrefDPito0eLVYGQ8L6LbGmuUi+5ZmzWHRwUjGt1dIBJI7pLnjmjxMBsPKelaTFokWyVdnhDb6s5vk9yfN9SdacLh1nLW0zv0knBaeAyS0tjolNHTm9hqUtnpukJRhsoBBI4KNd0So7k+5PNn5X2uLBXJgOABtr6kKHcnmORFoGl9ArMw6W5VfjxLEtjdJANBbq+hcycrnJIxk7w29KZXSPgewF0Mjb5nMe0+BI3PqARcDML6gdWZBcdKauVbDWvoJnEDNFllaekOY4A28bXPb+0ruBnoqq6unsyji4qdNrg1w6z5/7R7JVdPcuiMjQbZ47vAt74AZm9Bva2vFRvvhdPsN39j2keVuo+shM+LbL004vJTsd+mBlf6TLOv5V6mpli4wfeeahjH/m+Bzz3yUCoKtbGuSeJwvTzujd0Mk5zfP4Q+lV/jmydVTH22B2Ue7Zz2edvD9oBUKuFqU+K7izCvGXBjQ6co74K1uXllXNhs74KN+VrsiyAz3xXm9KctlNnp6ydlNTxmWWQ2A4AAeE5zjo1jRqXH67BdQ4b3H7DTXfirmVZYSCIm97B44MIJ3pb0Z7g9OXoWLmk7GyFKUldHJzHLK69qYCx72G12Ocw2NxeMlrrHpFwdVrKyNZKKbk7xR7WvZg+IPY9ocxzaKsc1zXi7HNc2KxaQQQRoQQtn4tMW/qTEv7jW/6SuvY7uusQhjpqVuH0RZEyCnDianMWxBkTXG0gFyGg+NdK91Pyq1GB0cFTTwQ1DpakQObNvMoaYpZLjdOab3haNbixKCx88KzYyvjkjhkw2sjmmzbmF9LUtll3YvJuo3xh8mUanIDbpSLaDZ+ppXNbVUlRRucMzW1EM0LnNBsXNE7Wlzbgi40uF0fydcsVTju0mDPqKeCnNM6qY0Q72zhPTyF2bfOdw3QtbrK2fyj35wof7E//AB3IDm/Z7Zmrq8/etFU1m7y7zveCefJvM27z7hjsubdvte18jrcClGF7F18xkbDhtZO6F5imEVLUyGKRtw6OURxkxyAggsdYix0XU/8AJpccX/8A67//AHKB0vLxVYFieNxU9LT1DZ8XrZXGbfXaWVErABungWtrqgKi/Fni39SYl/ca3/SSXFNgsShjdLNhVdBEwXfJLSVUcbBcC7nyRhrRcgXJHFfRXkU5TZ8SwV+JywxRStFWRHHvN3/M827vncXa5BfXp6FyPykd1VX4lQz0MtBSRsqWBjnR98ZxzmuGUPkIvdgGoPFQLFIbOYDUVcohpaaarlIuI4I3yvyggOcWxgkNBc27jYC+pU1xPkLx2JhkfgtXlGpyMbK4A/F07nSadPN0XY16TYzAGyCBs1XJu2P6HVVdM1ziHvAJEMLWzZR0MisOc8k0nsf3ZmItqWGtpaWWlc4CVsEcscsbHHnOidJK8OLAb5Hg5stszb5hIOYZGEEggtIJBBBBBboQQdQQdLFSLDdgMSmY2WLCa+aN4zMkjo6t8b2ngWvjjLXDTiCQupu765Oad1PDjdLG0Pc+OKqcwANmiqGnvSd3C72uayPNbM5s7L6MFrJ2H2qlw7Y2nrYWMklp8PZIxsgcWE5w2zhG5rrWceBCXFjhaTk1xYC5wXEQBxJoa0AeeJReVhaS1wLXNJDgQQWlujgQdQQQQQV1psJ3Y9fLV08NRh1I6KaaKJ2475bKBO9rMzN7JI1xbnvkIGa1ri90o/lHNkqeM0dexrY6iZ0lPNlFjM2FgfDI4DQuj5zM9rlsjATZjQAscuY7shXUzBLU4dV0sbnBjZJ6aohjLnguY0PmY1pcQx5Avchp6kxkrvX+UE/MVL/xCm/ytUuXu5S2M/CON0kTm5ooH99z8LbuhIcwOB4tfMaeIjqlKAhmM7D4hTxmWowytpom2DpZqWpijaXkNYC+aMNF3EAXOpICj6+qW3EFNjFNimEh4MkbBBKCLiKWpgZUUMlunI58TwffQkdC+WNfTPjc+ORpY+NzmPadC18ZLZGntDgR5EA8YpsdXQxCebDquCAhpE0tNURxES23XtkjAznXFtdbiyY1373Vv/4jH8nhn1xLgJACEIUkAtrRotbQt1OOKxkSYQnVYuCBxWcmpQGdPoCfMt7H81JpOgLc/qULiBZEdFkStcB0WxbEQNuI/lJPlH/aK0WSjER7ZJ8o/wC0UnWJIIWTGp4wnZuWXnECJnvn6X/VbxPj0HasoxcnZENpcRlTvh+AvcA55ELDwLvCP6reJ8ZsFKKbCI4Bdjd474Q2d5uhvk1Wsucb5jck8fFw8itQwv8AEaXV5hqhiji8Bud3Q51yf/VYDxAeVa5nFwzEkk3v2eLqCXVFMkkTbG3Wtzp22REZXEJC2GO4v50unpNLrXhnHKVi6e9jZqTVzPZ+vMUgPuTo7xdfjCsJreBBuDrcdqgNXQ5Tw06FKNjcQAtFIeYdGu96e3s7ehc/HYFy9aPFfEvYLGKL0Sez+BLKGlDxbpSunwHnWLViykfC5pI5ruDujXhqFaGA4ZnYHWvovOzbTsj0EUrXGTYijZGeGt1ceEkEC2irqLDSx/A+JT7ZAlwtbgbLGm7siqtrkooGcFH+XbExFQ7u/OqJGMH6rDvJPJaMD9pTDD6XsVG8umMb2r3YN2QMyD9eTnSHzBg8pXay6j4ytFdPyORjKijCT5kV9FLaSPxn6Rb96ynfu5CD4Dj5r9KTzOtJGejOG+VwJPlGUedL8fgDg7xL255NDbtNeKN0gPDUFLaaqErYnN1D7B3Tx43TfhsgnhfC/VwBHb2KO8mla6KodSPPTmZfs42WDlZrpMlG6fQK9ruTmmqC50f82lJNnNHMcR75n7xYqm9pdnpqR+SZlr+C8aseB7137jYrpB7rl/6J+tY4hhjJ4nRysEjHA6HrHAg8Qe0KriMDCpvHZm2liHDZ7o512YwffEl2jG8VKcN2IFZIyClbmle7K3q08Iu6mtAJJ7E91GzferLMu6N4LmOPHXi09o+keVdCdzLyZmmjFTK208mtjxjjOrW9jjxPkHQvN4qTo7PidnDU1V35CSchvJHTYVDZp31Q9o385aA4njlaDqyMHg3ym5UF7pbl27ya/D6NwfVuFpJtC2ma8aacDOWm4HBuYE9AVhcvu3wwuldu3DvuoDmU7DYhp91KR7yPNmPWco6VwjjeEuIdMXule4l8jnG7nOebvcSdSSSTdVKFPVLVL/kt162iOmP/AAMB4ry6MyFfOeK8H/LRfKx/bau4f5Rv810f/EG/5aoXDWGyhskbibBsjHE9Qa4Fx06gCure7Y5W8KxSgpoaCubVSx1glewRVLLRiCdhdeeJjTzpGCwN+cgKf7kV1tocNv8ACyjyuppwPpIVpfyj7D3/AEBtoaOQA9rZjfzZm+dc27H49JRVVPVw23tNNHMy98pMLg7K7KQcrgC0jpDiu3ca5Qdk9paeH8I1DaSaG7gyeR9NNA6UATNZMLRSsdu28C4HK0lrToAIl/JptP8Atc2Nv9ni/Rcd+ki/WMzfSC5n5atcYxT/AInX/wCalXYR5WdmtnKKSDCJGVszy6RsUL5Z97MWhrHz1LrsbG3KwZWuuADlZckrhitq3yyPlkcXySvfJI82u58ri6Rxy2GrnOOnWhB3p3JQ/wC6cn6uJfXIuDcCnEcsMjhmaySJ7h1tje1zh5gV1x3O3K/hNFs8+hqa9sFU4V1ojFUuP85L9xzoonM52ZvuunWy5BYNAOxCTun+UTpHvwqklYC+OOtaXloJAE8EoiecugaXWbmOl5Wj3QXB7+C7H5Be6Dw6fDxhGPAZGxCnbPKx0kE8LLCFsxjBdHLGAwCUix3bX5muGshwHANhcOmFcyvppXwuEkTHVctWI3t1Y5lPEXvkc3i3O15BAI5wBADl3TsJpdjoaac2mEGFUxB4mamMDphrxOWmnPiaVIeTnFaSn2Qpp66nNXSR0DHTwhkchkZntlyTuax3OLTZzgNFy13VfLgcbmZDTsdFh9M4uiD9JJ5XDK6eRoNmNDS5kbNSA97nWL8jLHqeVzCjsh+DBXt7+7wZD3vuqm+8a8Etz7rd8Adc1u1QCW8kXKnsjUV0EVLgraCqfI1tPLLQUbPbnfkgySnkkLJCbNa7TVwF9VWX8ohQ1jcQpnzVImpZIJO9I2sybgxuYK1rtTvHOLqZ+9uCQQ3KAwE0ZyZYpHTYjQVEpyxU9dSTyOsTaOmqI5JTZoJNmscbAE6K8+7i5QsNxZtA/D8QjqjT99MljEdUx4FWIXRPG/hawtBpXtdzrgyMsCCS2QWx/KCfmKl/4hTf5WqTb/J1bGbqkqsSeyzqqUU8JNvyFHrK5pGtnzSPYQemjHli/dk8ruFYlhMFNQ17aqdlZBK6MRVLLMigqGPdmniY3R0sYte/OTntty44Zh2z0WH4LiYlrI46enY+KGojLSHB9fUXqYmtBkLZ+3NUg20KgE/5AeTzGqLGMRrq40xgxLPJIyKd8j45WSl9EOfG0FkcUs8Pic3qXL/dt7G9443O9rcsVcwVjLNIGeW7a0X4FxmjklIGoFS2/G5ZMJ7oLHY5Y5HYtUztjkY90T3NySNjcHOjdZt8rw0tPY4q4O7R5RMExihp30eIMmrKWW7YzFVsc6CraG1LAZYmszNeymfq7hE+2p1kFmd1b/8AiMfyeGfXEuAl37V8r2ylbhkFBiGIMmjENMJYt3ibPbKZjLc+lja7mvZ0OsbdKhnenJx1s+c2i9ZAcaoTvtuKcVlUKP8AonfVR3rbeEd7CZ/eljP7YRut3+U53XrdNCkg9BW+mGq0NC3UvFYyBr6Vvjj0zHyLRMNVumkvYdShg8gGtz0IDrrwiwWTdBfzKAb89tOlb2lI6dvSUrCzQNGJO50nyj/tlJYIS4hrQXOJsAP4+lKa8c6T5R/2ynbZTDgQZHcDdoHX769ujot0rKnDU7ESdtxbgdNFDqRvpB7qxMbT1NuLEj3x6tLJ3OJMfo52U9fEfRwXsHZot0tCx/hNB7eB867FKlpVkUZzu7sR1UUkfOacwPUbgj+OhZ0c8cwtbI8cR/HBYtgfBfjNCeI4uZ2jrHiSPFaEttUQm44m3UePk60ldcnDivvRKtwHN1Jpw4fUmPEoSNepSrZ+rbMzMNDwcOo9KRY1R8fKtjgpRujBSakacMhEjCUw10RjeDbpT9sO/nmM8Dw8qU7TYXe9gsHDVC64malpnY9rowYRJxBAv5PF41qNCWWI1BAIPYesDo7Vt2PIlhlhdxaCR4v4+pLYKeR8QY0e3Q6s6ntF7t8xW1R1K/R8TCWzsSHZXaYxt3crN9CfcHwm9sbj9k6eJXvySYrSSgRxztv0RyWa/wAQDvC/ZJXMeA1TJiWfk5BoY3aAkccpPDp04eJZYyxzRl1a4agG4cPERx8YVDE5bRrLXaz5196L+GzGrR9S91zP7jt2pwEX8EJRgmHiNxNrX8y5A2I5UMShAj/CEzmjRokyS2A6AZmuNvKpNtLyo4nlZu60sDhrligvfxlhsuaslm901+ewvPN4cGmdP7bbTR0kLnlwzWs0X4k8FzHjdUXvc8nMXEknrLjqorUbQVE5vPO+Z3W5xJ16hwHkCeqQ827hqAbNP1n9wXby7AqheTd2/gcjG4vxtorZfFifHHZXUzb6ma57SWn/AKDyJ8rncVD3yF01Mz3gzG/XwHHxqTSy3J6V0o7tlGStYjsUm7nB4B2h8fQm7bgCGtpKhumZ4a7tubfU5K9rW5bP7Qf48ya+VY5qaCRvFrrg/V9K0Vtovo3NlP7S6difh35b9cea2i00tfaB7ulrntHjPgfWE34NjDZWNPAywh/j3dgfKNU/7C4A6SMmVlmmXO0H3Qb4BI6iRex6lhisbTw1Pxk31dJsw2DnXnoj2vmJryX7MtkZHvWCQNayzSAeezUO5w0sdQrixXEI6GllqJDljhifI/rDImkusOk6WA6yFHOT5pAsWjm8Db7lLtosDhraWamnBdFPE6KQA2OV44tPQ4GzgetoXiJ4mWKn4yf/AAj1PiI4eHi4cPmz54bcbfS4lXy1U2jXcyKO+kUTL7tg7dS5x6XOPYmnHMRAblGpI6FOeXnkKqcGaKgTNq6N8u7bKAWyxufmMTZmeDqGkbxhsSODbgGn3OK6NPS1dcDlz1J+txNbQhbGArBzbLZcwsYr0BbKdl0sYwKSBG2ErMRWW8rByAwaFvMAWmMapcwISJe9+1eGnKVkIQCPcFe97lKmheoBL3us2wBbwF7lQGsRjqWMmi3FJ6lyAQyC5WJYt4avCEIE6F65eIQCEIUAEIQpAArdA7ULSsozqsWSbp2c5YsFys5utYxDRY8gM2NvqeH3LF7rns6FjI/gOhZKUgboEoWmILdGswa61usvyj/tlSWAZGMZ1NF/GRd30kqKVr+fIOuR/wBsqV1wPhDUcD2KxhVuzXV5BTSPTvSu7FHqGRPlC9dWkynNDg1w8XYUhmpjES+MZmnV8VtCD4TmDr4kt6fHxXDhYjMPEFqLHDWJwd8W7/2niD41Ykr/AJ3NXAaHxiBwqYTeF5AkaODc3B3iv0dCk+J04c0PGrXD60xxytLnANyudcSU77N3gd4RZfTP2jR3TY6p02Qk0fTEk5QTGTcEsPgg31DmkZSOtvatdJJO3I/mTPhfmGDZ+K1S63QP3/8ARTPEYgT2EfWongUft84NwQwnt0upBsxW7yCN51OrHeNh0PmKyo7bc9yKivuR+Bve1Wx3Bkhynqs7+ApdV0u7dnb7k9HUU17fUeaHOPCZZ1/Enyhm3kMcnHPGL+MC37llCOmTj2kSd4p9hDuUjDMpZUxc0nV1uhw4FOOCbRiaJuexcwnMHC9wePHyJ2rqXPC+M66XHk/j6FXOzk+4qMrvBJym/bwOv8arRV/V1LrhLj1m2Hrxs+QmbcQpCfBy9rSR+9OzTA5oAeT2F33aqD7Y4QI35mjmu107fEmmkr3M4XPVqVPj3F2aCpqSumWzBlZoxoHb0/8AVKs2l+N9P3n93nUc2UxLeNJIs4eYp0xSpygdg+v/AKWVqM01dFaUbOxowV+aoc/jbQeRPENRziO24/eo9sw62Y9JulD6nnX6kg7IycRbtXCHxOHTY28fQo9Me+KBo6WFzT2Fo0Uglqg9hPkKj2CsLDKy3NfZ7eq40d9B+hYVGuL4WMqcXwXG5v5IojIyNxv7UJYx1c94JPbaxb510NsxTAtGlgFDOT/ZlrI2hrbADz31PlJJPlVpbPYeRYWXzjG4mWIq9C2R7vD0I0Kdlx5SQbIQlgcDqHcPIpGHEDqSOhZYAJU7XxLKmtKsaZ7u5BeXXZOXFcNmooHtZKXRzR575XOp3ZgwkeDn1GbWxtdfPbFKWWGR8MsZilie6ORjhZzHxmz2ntBBX1HjAb0XPYuJu7a2d3OKiqDMsdbAyS44GaltFUDx5RTOPyiv4Wf+VlDFQ21IocylYPddZO1WBV4oNm2lOqVpHTcUrCyRCBy1uWb1hZSDOmalLV5E1bAoJMXBeLc1FlINbQvAFsLViwID0BAXpK8cVAMJSkZNyttS5aIigNuVaZAthetTyhAncvF65eIAQhCEAhCEAL1i8TnBQZgLaKGSICVmXaJU/DHjtWiWkd1LECcLe0LHcHqWyJqyQN7FvCwjas1kgIa3SSQ/GP8AtFScVuR2ozNPhDsPVfpUYxQ+2P8A13/aKea59wD2D6P/AKW2g2m7GMkmLd3l5zTmYTo4dH6Luo9hTrQycFFKeUtNw4s7R+8dKfMOxJnuyL9bRl844fQr9Krd77FapTJVTPW91MHdh6COKbaGVrvBkB+hOMIP8a/UulFpoqPZiSvpHEZZIxO3oI0kb2jtHYmzvh0LmShxlER1ebiVsbiA9k7TqQAARIPe2NrgqUxvAPFbN2x3hAX6HWII8o6PGsZUr8GFUa4jbiNOBMZmaslgfw4Xtqmzk5qLxTM944PHicLHgtsbDTv3D3XieSYX9HO8NmnAi/DqKaeTKbJVOjd7trmHxtNvvVeU2qke1M2xjeLsTSvkzwPHEZD9S07DSZqNv6DiPISfuSGplyb2Mm1gbW+pKOS916d44846eUqxq/WLqZrt6r7B4hdZ38cCoHt/heV2cBTOaSxB6Fpx6mEjOHQprQ1xaMactLuNNNN3xRAnwo9D9X1j6VDJzbo6VIdk3lhmi6HMcR42i/7lF6887yqlUl6qb4lunH1midbFP1t2X+/6kqx6qvfXif44ps2Qls0n9E/ToPrWvE5bmy3RlamaWvXHvCJLNPi+tEcvSkNHLp5FqZOtilsiNNxwoavLI6MnSRt2eNvEJw2Swl800bBcgPcXW96Bp9JCYDhktS+OOFpdLm5nRYjwiT0NA1J7F01yb7FNpIxms+V2r39Z6h1ALjZrmCo03TX2pcOhPlOpluDdSopvgvix72ewjI1otwCmmGUdhdJqSm4aJ8Eei8jTgkeiqTNLVshFz4lqJ6AsKiToC3o0sWySDh9K5g7ubaSB8NJRtcJJ2yuqHEf7uIsdHlJ65HOBt8RfqVu8q+20eHUr55DmNssbL86WRw5jB47XJ6ACehcH7S4zLVSyTzOzySuLnHoHvWtHQ1oAaB1BXMNTberkRUrzUVp5WMQC0FKCk5XQOazdTJS1JadKAVICQr2NEQ6VsUknheV5vCvSEWUEBvj1LJtSsbLyyC5t74WW9CTWXhCC5udOOtYmZacqCxCbnkr7rxq1SBbWoQekrEr1YlCTQUIXrQhieISvvB1rixSZ7COKAxQhCgAE+YdUtsBeyZWsWwMS5NiTBy1ylMtI83GpTo56ATVZ0SSJKKorUxhUg3tXq9bGbcF4QpA34kfbJPlH/aKXxSXaO0fSND9V/KkOKD2x/wCu/wC0UrwYgtcD1g+LNoT5LBZUn61jGRk1LaSNp4hJ6mmLe0Hg4cCsqZyuQ2dmapbofKOh944tPV/0TzSOlHuQ+3SNCmbD6t3UAnujquu/0q/SsVKl+UcqetPS1zfGNE5U8rTbUJvgqL9aXQvFuCuRNEhRiOGNnYWPGnEOaec1w8Fzb9I+kadKreupn01azPa5LXZhwffQuAPC9tW9Bvx0KtCjePEmnb/Ad/GJYxeWHVv6TeL2dp0uO0W6VqxNHVHVHirMyoVNMrPgxi5QTldnabZhe3jCWcl0loj4z9aYNqa7eU8Lx1ZT42//AGnbk/ktEfL9a0RknW7Dc42p9pIsQFnHz/etDZebb6/pWzEnXANk1Gax4ceKsuVjSlzDeyO0xPY76QfvUMxA84+NTOZ3Pv2H6ioRXO1K5uJdolyityWbMP8Aaj4wEnqJbvK17NT+1kdR+tJpH84lZp+qjHT6zHWkqdbeVLsPoZJZBHG3M5x0H1k9QHWmfDcOlmlbHC0yPceA4AdJceho6SunOSzYFtM0OcA+UgZnW6eodQCoY7MVh42W8nwX4l/B4F1nd7RQ4clWwraVge4ZpXDnO/cL8B2KyYY/KttDTAAJbu15WTlOTlN3bPQRtFaYqyRspWnTTROUfam6nkt2pzuCLrbBXNMzVVMAGir/AGl2yhgcW57uHuRqT1eLyqJcpnKkWvdT0z8zgS18g1a3iHBp4Fw8wIVZ00xcbkkkm5JNyT03J4ruYDJ5VlrqerH4s5eLzCNH1Y7v4Iqfle25qMRq3umOWOJz2QxAktYGus4n3z3ZQS7yDQKHdBTrt5TbusmHC8hcPFKA7/3FM8XSFDhovHm2NOrVu+USk8VoK3vK0KDFm2nSgJIHLISqbg3i4Xu8WoTLISoDYJVkJFrBCMo61INocvbrRkXmqA33QtIcgSIDbZBC17xBcgMZWoC9cViEB6VrlK2LVMgNaF6AvEINsNQ5vApYysa7R7fKE3L2ygkXy0AOrHZuxJBA7qtZYMeRwNkodXOIsde1AYtzHout7YT0sKxoKixB6k7SVTXaqbE3G+GE38GyWOas45WHpsUinqhe30psBPiIPUVhQyHMBdKHVA61jA9o1shA9sWuaTsuk7awdFysqjhdGgNWKjnv/Xf9or3CJLOt74EeUaj6vpXmIOGd/wCu/wC0UnhfYg9Rv5ki7O4Y9wVRZcWDmni12oP3HtC3RCN3gu3Z96/VvkeOH7Q8qSzjX+OlaxFdXFKXIa3FEgge5nhRlw6xqD+024S+nxLqh/jyqNUj5GeC4j+OpOtLjUl+dGH+Sx+hW6dTnuitKmiRQTvPuMvjP3Jxp3npI833pio8Waf924J3pZs3BrlehJFeUR3pJU8UciZaVh67fx1/xxTlTEDpViLNLRW3KLR7l7mBuVjnb1g6OeLSgftXNujMEu2JktF/HSpByqYeJKUvAu+Ih419ySBKD2Zbn9gKM7Mm0YHYue46a75rFuMlKn2kijnu0t49SQyOPZcJBPUFhvfRJ8QnvZw6ePjWbmYqO5nVTcexrj9BULqncVIHS81xPvbeUqPVCoYp7FqirCrAqvKbE6FSTZjZ6arl3cLbi/Oeb5WD9I9vQBqUl5OdgqiueC0GKG/OmI4jpEYPhHt8EdvBdW7B7IxUsQjjZlA431Lj0uceklcjEZn4mOiO8vkdTDZf42Wue0fmJOTDYWKkZzW5nu8OQjVxH1NHQB/1Vo4dT2SSip7dCcoBbpXDTcpapO7Z13ZLTHZIXRrKQ9qTZx1rRVVVlsSNZuqa4MF7qpeWHlYMTXUtO60rxZ7gdY2PHQRwe4HTpAN+q7Zy4cpzaMCGMh9TICWt4iJpuBJJ5fBb7og9AKoHDZ3yvL3OMji4lzjqS53hOPlXYyzBeMmpy4c3Oc7H4vxcdMePyJThZ8/8XspDQO+gfWmSgbpwtb+Anigfby9A/j6l7OGyPLN3ZWXLnQlk8Uo4SR5Sf0oT9Za8eZV5vCrk5aix0ETT4YlJaOwNIf5Oc3yqqW04XnMbDTWdjq4eTdNDcSvE7GjC0zYeeIVQ3WEFl6WraGc6y3OhSwEZQt7o+xY5EsLGpAcVsLVg5AeiUrMTLVZeWS4FAlC9zBJkIBTZeZVoDl6JCpBusvVqEqyD1BJktcy2LTIVJB4woeV4EKAAXq8C9QgEWRZeoSYrIPKAvCEBkyQ9a8KxQlibmyNl+myVQ0XSSkQKcW1otwUg2xMy8FjPJotD63sWmWoJUAMR/KSfKP8AtFaLJ2rI/bH6e7f9orAxDqQgypn3aOzQ/s8Post0buxI8ONi5h8Y8n3j6kuaLcfMrVJ7GEkONE7suniCMdlurp7UzUj/ACeL6FJdm8GmqHZYYXSdZA5oPTmcbNHlKuxnGKu3ZFXRKTslc2U9upL6d/8AHj0Vm7I8jJIDqqoy/Fw2v4jI8fU3yq49j9j6OlsYaZjXD3bhnk9OS7h5LKvUzelDaPrP4Funls5by2+ZQ+y3J7X1Vt3SvY34Sa8TPJn5zh+q0q1NnuQXQGprTfpbAwC3X7ZNe/oBW7SyJc1659TN60uD09Rbjl1OPJfrKyxfkcody+Mb0lzXNzOkzeELatADSNeFlxtDEYS6N2jo3OjcP0onFrxr2tK+hVdJofEuA+VJ4ZiVa0cO+pT5ZHZnfS8rbl+KnUm1Jt7cpqxmHjCCaVt+QbMYdmAI0OnXrZMD53cCdCnqnY+QhjGukceAaCSfEGqX7Ock80rg6c7hmhyCxkPj4hl+257FcxWLp0lecrfM0YXDTqu0Y3XwIXh9G+UBkbHSOdwDRc+XoA7TorP5PeRpriJKv2w8d0PAH6x4vPZ4PjVn7IbIxQNDIowwC1zxJI6ydSfGp3h2H5QvN4vNp13pp7Ln5Wd7D5dCjvP1n8ENuD4IxjQA0NAFgALWA4ADgn2jgC3sgSuICyoQp23LUpszhjWyQrwyrQ9/TdbrGkwlmsoByu7dsoKZ0ls8h5kMd9ZJH+A3rsLEk9AaVJNp8ZZExznODQ0Ek9gXGXKztu+qrBJezITaJh1sPdk9GZ1tT2AdCs4eg5u/IvzY0Yiv4uPS+BG6zFJZ5XzSvL5ZXFz3HrOlgOgAANA6AAFK9mi4AWJ+r6QjYKmikIzRtdrfUDpK6W5OMGpWhpbTRA9eRhP0hdaGPVDa1zmPAutvcqbZ/Bp5iBFBJNe3gte/xagEeVWvsfyPVD7PqXCmb70WdKfNzW+UnxK58GeAAAA0dQAH1Jykfopq51VkrRtH5k08rhF3e5w53UGBsp8SEcYIj72hLQSTqS8POvSS0Eqr2wK5+7WlLcQp3C3OpiD/AMuV3rqjosT62+b/AKrTSm5xUnuyKsFGbSFu5WZjt0LymrmH3VvHp9aUly2GsbDStve2q9fD2Ja8LyyAb9yvJKZLsi9LUA0PgWp1Onl0K0SRIQNToexYGHsTm6Jay1QSNpYsS1OLo1rdCgEJC8S7cLVJToRYTLNgXuReZUBtC1TBbGOWEvFCTBeLKULFCAXq8C9QgEIQhIIQhAC8XqEB4he2XlkIPboXiEJHqtnZneQ9pu9xHOHS426Vp37ffN84TChLkjtPMAQ4OBsesJU2dvv26/pN6fGVH0LKM2iGrlqbHUdJcOnqoP1N7GB+0cwJ8XDxq7tmNsMPjaGiupI2i2m/p2gW7M4XHqFWq0nUd5SZapYhU1ZRR3jRcoWHaf7Uox46qm9dPNJyj4Z/W1CP/N0v+ovnqhavJVzm3y18x9H6blNwv+t6Af8AnKT/AFE4Rcp2Ff1zh/8AfaT/AFF80EKPJFzkeWvmPpJiXKhhIB/2xQHxVdK76GyFc5bQbP4VU109VJjNLuppN4Im1FM0i7Wh4c/eE2LmudzQDzuK5oQphhpQbcJtXDxikrSimdn4JiuD07csNdQRj9GppbnxkvuT4ynSHa3DeJxSiH/mqX/UXDiFXeWqTu5Nm9ZnJKyikd80e2+GAfnWh/vdL/qJxZygYZ/W1B/fKX/UXz1QtkcBFcpreYSfIfQv8YeGf1tQf3ul/wBRZDlFwy352of73S/6i+eSFl5Eucx8ulzH0LbyjYb/AFtQ/wB7pf8AUSat5SMN6MVoj4qqm9dfP1CnyNc5Hlr5jpTlW5SIJ3SRxVMbo4xxEjLSv482x5zW8ARxN+oLnmqmu4m41PWkKFeTUYKCWy+JTnJzm5Pl+BYGwWKxstnlYz9ZzRw8ZV/7E7d0bLZq+mZ+tPCPtOXICFWqUFN3uWaWKcFax9EsH5TMM6cWoR46ulH1yJ6PKbhVvzzh/wDfaT/UXzTQtfki5zPyx8x0H3Y2P01TU0j6argqgIpmuME0Uoac7C0OMLja9za/GxVFCUdYSFCsU4aI6StVnrlqFxcOsecLKKrLeD/pTehbLmsf4MYHuvOPuStlYw/7xvnA+tRVCXBLm1MfwjfSb96975j+EZ6TfvUQQlwS41LPhGek371pNSz4RvpN+9RdCXBJ9+z4RvpN+9Bmj9+30m/eowhLgkZkZ79vpN+9Ybxnv2+k371H0JcEkEjB7tvpN+9aXSt9+3zhMKEuB5c9vvm+cLW7L74ecJqQlwODyPfDzha3PF+KRoS4Fskg61rzDrSZCXApzDrXucdaSoUEWFWYdaMw60lQgsKsw60Zh1hJUILCrMOsIzDrCSoQWFWYdYRmHWkqFNxYVZh1heZh1hJkJcmwIQhQAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgP/2Q=="

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