{"id":11569,"date":"2023-01-12T08:32:40","date_gmt":"2023-01-12T08:32:40","guid":{"rendered":"https:\/\/aishwaryacottons.com\/?p=11569"},"modified":"2023-03-16T17:01:43","modified_gmt":"2023-03-16T17:01:43","slug":"how-to-calculate-bitcoin-transfer-fee","status":"publish","type":"post","link":"https:\/\/aishwaryacottons.com\/index.php\/2023\/01\/12\/how-to-calculate-bitcoin-transfer-fee\/","title":{"rendered":"How to Calculate Bitcoin Transfer Fee"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"legacy bitcoin\"\/><\/p>\n<p><p>The transaction fee you pay will only affect the time you have to wait until the first confirmation. These things may not seem important at first glance\u2014but they could determine whether your investment pays off or burns. By keeping these seven tips in mind, you can set yourself up for success as a crypto investor. As an investor, make sure you always do your research and ask hard questions about how well a project addresses its market opportunity.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Blockchain transaction fee calculator <a href=\"https:\/\/t.co\/8qcUdzY2SW\">https:\/\/t.co\/8qcUdzY2SW<\/a><\/p>\n<p>&mdash; ganadineroamerica (@ganaeuroamerica) <a href=\"https:\/\/twitter.com\/ganaeuroamerica\/status\/939465660228423680?ref_src=twsrc%5Etfw\">December 9, 2017<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>When expanded it provides a list of search options that will switch the search inputs to match the current selection. Please email your phone number and an image of the competitor&#8217;s receipt from your transaction to We will match or beat ANY Cash-to-BTC and Cash-to-LTC competitors&#8217; exchange fee with proof of purchase. Hi, this is Komeil and I am trying to increase your knowledge by publishing educational articles on financial markets. If you need more information, such as my education, visit the About Us page. Also, if you have any questions about each post, do not hesitate to ask them in the comments section so that our team can answer you as soon as possible.<\/p>\n<\/p>\n<p><h2>Blockchain Cost Calculator<\/h2>\n<\/p>\n<p><p>The max fee is the absolute maximum amount you are willing to pay per unit of gas to get your transaction confirmed. It is an &#8216;optional&#8217; additional fee that is paid directly to miners, and incentivizes miners to include your transaction in a block. By monitoring mempool data, Blocknative users can accurately set their max priority fee to increase the chances that their  transaction is confirmed as fast as possible.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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i6XwHMzZhhUebJV4xit05EyydiEhSlrbWQo7blN+O9hfBiMdcqQHHgH\/wAv2WxU9p4YfE1xppCSB1d\/\/KdNPqXS\/wBMOZGNINMdO52tGrIPgrhU5AVGZkgcodfIIG3uspBCADuKcQX1M9bPVPUa0vT2sQWdK4lHe2v0XLTyG3C+ClSPGktuLWsJFvsKQg3Fxe2Ki0\/MdfoE12bl+tTqVIkNFlbkJ9UcqaJB2DYQQngcXN7C+E3xJBeU6uQ6VOKUtaiskrUe5VfuT74Uq6+ornc07yfdY6AAMBSvXdeaxWojU2sNS67mQyJC5tcqUx+S\/MjuNBCWHN6lBKUedVkdyvuOQY\/qVXmVapOT6imB4zwuEx2UoRwkDygfyR6d+T3wmC+y6kKSbfrDk4Iu9c9kpbHl3AqI4uUKAH7xhlgdV9AW9Jr8wpKGVmOFclxo7VqH7N\/QfLHlTzLfCmIyPIo3dUQL3vwSfyw5qdprLqFGdzJKqMWLES4G1+fcsKPZKU\/24IL1MoLJcUsKQ5YKKmvEPtcJFr9vux4LhsE5ZGTqdElJiwIYU3IaL0hwcLUqyR81e\/3YTX5hSPD+OWkHyhKRZPf1PtjYq8+DJdWqJJfeQT5S6lDZ\/opH9uNeE2WXkvN7StPa\/Nvz4x9HqvB3wEq0ek\/FJEmbLWtIvZpJKuPx7\/gMbkmPEKkAzmIbQBCkpR5h8zyD+7Goo1GpgofnOBs8FZJUT7gDtxjXchQWFfxdrc4jgkAKsfcm1v3YF62Ss5lmA5FTMg1SNPQBbyeRYPspJJOPOGl2mL3eXzptYBKgPlyL\/hjXgyFoeQtT5VY\/aNjsPrh9ZfgRswsP034zZLkpvFcbWAoujktK9eQDb35He2EnktS8UbZTy9Ul5UzvmTJWaKbnjJ89NGrtIeD8SZCb2K3JP6yblKknsRYAjgg3xfmczo\/9ItlNosO07KGsdNjhc6lLcCPj7JsX4xVYuNm9yOVIvzxYmhFDjUh+dtmqiSkWsGUO+I6PuS1uUDYH+7CpNjSoNRj1mgPT4j8JSXWHFqUy8w4k+UpUQlSFJtYK4PvfDq33Wotc7ZoHYI\/3hJy0glaQQr25d6DNHNPcuZcyfrPmwU3Oue5b1OoRWra25KQjcG93YEiwTe11KSkcqSDT3V\/TGv6Eagzcm19CwGnD4DyuziL8Efhicsi1\/W7ry1TyhlvMNbimTlKA205LQ2GBDjtlBfqChuUXJbi\/Dts2pBQLBIKiNT6S7OcKvaxMUOJFeR9TRkx1PvIO54gWvu9TjUODb3W3q4PiqDljgT7JoJ327DozsopypmJobEqcBCbHviZsuTIzyAWyntfvin9MrkqErhSgB8sS3kjPmwIbU\/clPri13Dhp0rw5myult4vYY+WXQqySY7EiOAoIVfDFzVSoyXHCABf0GPKmZ1SttA8UC\/sb41atWPiQs77g4sVhs8lNjKoXGfEkNRHhu6YdWpbSlKsj19sNapUQqBAQQbe2JBWkPqN+UnsMfDtHLgO5FzbGhxxAt5SsLN08KYklQnUqQtpZum3PthL8ApUbjtiUswUBxQVtTyDfDElwFtvFJHOGNTSGM8wVsoLgKpm6T2mifTG20wT6Y9Y8Y+oxvsxD6DCDIspWaYDZecaNa3GFeKxdSUhJJPawxiLBcVb9+JZypkmCzEakSYzbzrqQslXO247AYXe9tM0FwSVFb5rvKY4iBjc9kxIMBS+Qnj7sPTKVM\/j7G5PF7cj1thyVDJMNqKZ0RpLBbI3pB4IPqB7g\/nfE1aW9LWZJ1KbzrqDUWcmZXYAeXMqHkecR6FttXv6E2vcWBwjWXuht9N49S8NzoB+YnsBuT2wqpe7TcIql1DG3mdvkbY7knYe6jnL1L8WR4bg2qK7Ani2HXrno\/XMiwCrMENl2RTWfjEPNK8RD7KkkcGwuRcnt6Y381wcqUvMb8rIM6VUaCXbMyJCQHNwA3bgALAm9uB6cYXtUcziqaUrckynH3GIvhILiioobtbaL+nOKDxZX1DqET0+kbmnIIw7Uae2OoUJwFaYbnei2Z3mjIIIORkbj1z01Ts+h+srQDMZT2ObJ1v6DWKqfS\/VCtZc6i6MukVOoQRNoKHnPBkLQlwh5YBsCBwAB+GLVfQ92\/wA3\/MVhb\/vsnf8AQaxYDWXMnS63mlqJrDQ8v1WsxmAhszqWiS400SSEgkEgXvxjnIgLpdcBMv5kqc99tup58rTO4+YfFuDi3uTh05JpdOg656dyIE5coyM00tTjq1lSlq+La5JOOx9QzN0HqhSBFyHksveGrw75eaA3W4udvAxxf0\/cZc6kcrqilAjnPEIsob+ylBnosAPQWtxhQOHLjCUD2hvLhfoe1PpqqvpHXqeG1OB2jvjak2Js0T3\/AAx+bT+FGfgbCv14W\/8A3T39+P0zVmv0rK2UH8wVx1LcCDEL0hRF7ICbq78dr4q8rro6KkEoTLymQOAd9OH\/AM+Eyk9lw9frGZaiwuNWq5VnGVnluQ+4pBI9wo2x0b+hHSE5m1ZCFceBRR++bjX+kf6kNAdXdDqdlvSWdQV1NmvMSXWoJiF1TQbcBP6JRVtuofLHt9CGCnMmrAULHwKL\/XOwoXczMcuq8tbh26eH00JrFLo+nNao0ibGddmTY63Izqkbkhts7TtNzzzjloMz593bVZgryR7\/ABL39+P0Qa86+aIaOLpkXV6VSmzOC1w0zywAQLbtvjEC\/btziIh109FShczcqD5b6d\/jwn7L0uH1bYfnwzVpVRkTJLYCXFyVqU4B7cm\/qTj9G+hdVy9mTRPKoys42inNUSLDZDNgGkpYSlITbgAC1scedVcowOpPqZ1QzbkBmNIy1UURRCeghsMnw4UcEJ2XTwUKBI9R74e\/Tf1Y6kdGM5GQNSKfLm5SQsJjSFJUtLTd\/sKIFwBzYi\/BtYi1lXsJHOBolTG7kEgGig3ra0i1+0m1ozDJ1CjVxVHqVRfkUespK1QpMZSyWwhxJ2pUE2CkGyh6ixBLS0zoFazvRpVFnahTEUmQpCXYT7q1oecSd6U2sbeZI9ubc47eabdUnT71DUUUtuqUuaxUk+E7Bn+E9HcP7BvdJP8AJVY\/LFfeqv6NrK8qnTtWOluI3lTOdPbclqo8dX8QqoCblKG1XDL1h5SmyCe4udwTyRqEtRTxQSB0reYKlOh+SU6Y9bOlsBqAYTa6g40AV3U5eMsXIClAAk++OjX0oE0xujzNad1viRFb7+77Zxyj0I1LrmZOq7SydmAviXFzHDhueOgBYWtYbUDwCDc257Y6dfSw1AxukeW0hYHxVQgtH1vdxJ\/sx5Y123VeayRks7ns0BVE9INVpWWsiwaW1HpMkJG7fLgNOufZSLbiO3GDEU5Lo0yZQGHWQ8UjjyNqUBwOLjBjYaXgKhmgZI5oyQCnbPilHTNEP4cHl0zjsoWbINiSLY9EuBH6XaDfkXHFxj0ajhDTZUBbcbfMpuCP6sfLh3pS3sAAvjHFGAL5UtUpQWpR3bQVAnsf7sPvKOXaLBoLuZcyxZDnjHZTmEEp+Ictfvf7IAUb\/LDFabUhYWFgAEEg2tb1\/dh6VfME5eX2Ko8+PFVeDEbB3BphAAWQfdR29hwBb3x4dqlo8dUlys11iDEkUtsNMx5F1KbSCrzWIHc8cG2NSiUGsZpnM0yBGL8kkkIBsDYEn8v7MJaWpUyRtaV4y33Ettj3WSAB+ZGLmZD0poeXcwUiDEio+KpdFkvy1W5W54YQL+91LOGtRO2nGm6k7bQPr3kn5W7qubOjucVyFR4eW5DjgQ4pIIHmSgAqtzyQFA\/jjSbyjUmGhKkU11xsj7TQ49u1z91rY6Lw8owKfnyCwwyA05JqCwLXuA3GTb8ChQ\/AHHgjJeXKZn2qUn6mYcjyYqZyE+ENralKIv8AK53\/ANG\/rhk64uaAQM5U2ywxOJHMVzvdjuhO34ZwBIsEqBQRb3Hcn8bY84aoEJ9JnNBaVdwHdhJ\/1ttxjpNVdJ8n1Bkj6jjseILFxtABT+HriPs59IFGzIgSaXNQtYQdhcR4ax8ri4I+RtgjuQd8wXiXh8huWO1VJJUaDNKjDjltpX\/Dlzb89ygMJIVIos9mfTZYRJguJebeCgFIUkgg\/PsMTdqB0v54yqHXWYRmxEi52m+0jsSBfjnEVTsqmDGLVXo8iIvlQfZQSngc3Sf7MPWVMcgwCoia3VFOeYt+qT69VXI+Yp0mltvwI8pzx9jSztb8QBakXHBCSopH3YXsrKNRQWX5095jb50x5NnEj3Ke9vXscNmdQpbcYTkyVLbeVZLzbnc99pF7jBR1GFMQ85XZDS0kDysKWUj2B3Y9uaHBIMJDsuUoUKqv5QzJScx5NzM\/HqdNJdiz4ivCfafQoKQCLghR86SOygoXFrjF4dVqBQurrp6k6ozcss0bPmVFtw6wGR+ikq8NKw+0e\/hrSSQDylSVpN9tzzzq6SsonolKeJUm8hpIHPcbk9wbgYvN9HlrDl\/M9RzHopmfdGfzdT2GYZcuQqRHDqiAfZaXFHk8KSBzuGHtkuU1qrGTRuwBuiSnY93M7Y7+yonWctzqO6tLzarAkDj0x8UmYqI4naSSPY4ubrXoOKDmSo0ZcYlLalbVlHNrnFbM0aYVCkOuOxm1qQPZOOlLHxLS3BoDzglNrvwpVU8fj0g5mEZXrRMwqSlI3cge+HSxWviAlJV+\/EWtKlQXPCeZUnaL3Iwtw6wpIFiR94xoVM6MjLVkV2op5Hlr+ikqK8iwG5J\/HC8w7GUg272xF8WvFNrqOFuFmQJI3OA\/LD9uHbFUmttMpTpnUlEttSgAfuGGPV8rpK1K8MD+bh4wq4JCQkEW74c9Iyu\/mBv+JR1OlQubJvhZ8jIGZm2SVuFayYRRNJPYBQOugPNqIQPL72xtxKM4SAUKJJt2xMNWyLIgOFD8ZSORwUe+N\/JmkOZc91VFFynQJNRlrsSlpPlbTe25ajwlPzJwxklooozO94a0bkkYUhLdZ\/FNK5h8TtjX7KLYNDUoCyT8zbFmtCdGc6aqQkLpVJXHhRP0b9TkpLcVNhyQojzkDuE3t62xJeVNA9INGX2ZWsNXj5nzQQlxvLVPUFtMqPI8ZX6x\/wBawtfhXfEqVCrV3PcRqk+IzRaK2kIZpUBIbaSj0Sq1t37h8sZzfuMG1DAy2M8v\/wArgeX\/AKG7u99B7rS+AeG7lWTulc8NGNW7ke\/Y+m60cqUXSnTECHlWG1nTMrabKqL6AYTDg\/YHIUAfa5P7Qw2dUoGYc6oM3Mtbky3kXU2zfay1\/qoHA\/r+eJEo2WINFSER20hSQAPLjRzBAS6SVAAclXy98UGiuDRXCfmLpOrnHJ+nQD0AWzS8HW+qpXU0w5iRqVUR2ZOynVFIdaaWw4fOy4LpcA\/qNsaWqeeaVLyS9Do9PeiNllYdSpW5N+eQb9sSJqvRoEeqFEUh66dx5HGIRz5QXpWVphiqJUUqGwY0y4xQ3O1OmI83L9\/ouR62gZwjxXin8oz9CM9VaT6Hk7unvMKx2Oa5puO3+jaxVL6X+lJldTGX2WkBK5FBTuNuT+mXh79AfWDpT0x6UVjJGor7jFUk1+TLS2FhFmlJbCTz35ScRX1oarZQ6pNeaNm7Th9b8GBRfh3rDeUuh1RtwPUEHHNlBSfiK9lM8buwfbK3qepbHTmbPRVli6bRg0ha9yx64UNP6QzStb9PENJASc1Ukcf8bbxIdRoNQpDQZmQ3GF7ArYtNlWIuDb7rYYtPqMbLuqOT8zVI+HCo9fp82Ss\/qtNyELUf6IONm4y4RorVZvEpIsHTX7Kr2m4z1VSDI\/IX6DtR4S6ppXXYDDCHlvUeQkIJ+1+iN8fmuZyFnQOjxcl14o+VOe\/w47Ys\/SodNjDKGVVB1RbABIeQb8d8fY+lV6bAlP8AHX7Gw4eRYYwgZYc9lcsZC4zxKLV6RDdl1LI9ZYbbQSt52A6lKQO5JKbAY6C\/Qluh\/NWrjgFgpqjEfIXnYf8A1Q\/SK6F6rdP+edPssVF0VOt0lyLHSXEqC1kiybAX5tisX0ZnUrp30zVHUGfqPKcimutUxEJHCN5ZMorNz7eKn88OJp5JhgjAHokWQsicXjqrG\/TTZZrFYy1pq\/RqHLnLRUZyFqisKdUkeE33CQSBjmHSMm12PZNT08zA4UquT9XPG4+7bjtAfpVOmskbpztvfxkYyPpVumwj\/wANf\/5ZGEGv5NUq4Z3XPXS7qNoGiNPTGNAmU2SpokNzYSmVK7Dygi6rHDk11z5qFUcq0zPeeNC8xM5Wr9PZqEGsGEXoTkZ5AU2suIulBKSDtVtPyw3PpHuofI3UvqVlHMORZLsin0qluxZSW7LU1ue3G1uL25xePR36Tnp2aynSMpz2HKOxSYLEBlp1xKCG2kJQAUuBI7D0JGPT5HOGuyVMxIAK5I5DdzpU9UqdG0XhVY1qZLbRBiU9tanXCVDylCb3SO5vwBcntj9GeXnJmTdM4Dub5iFS6bTGzNdUoFPiBAKufYG4xXaV9Id0m5cZdqdLqkBMhYJWIxioWr15KVXP78U76rvpHsw6x0aTkTRyC7Fhy0ltyagKCUJPchRA3K9rCyfcnHljHSO5W7r41jpXcrRkqocij5u1E6sqlH0NpLs6uzM3yZtFYYSLBxEhToWSSAlCbFRJNgBiyvVboP175f0jeresztKruUYjrMupopUvxnIYSrhSweQkE8qTcC4viDOkbVBPS9r\/AEfUbMkUPw\/AfhSHCL+EHgAVn19LE+xOOg3Vr9Iro5mHQbMuTskS2qlU810eVSQyH2nPDEhlTZVZJNtu\/dc27e+FHQSwvDXAg9F5c3kJDtFWrTHrRzJkLJVOyzkLKmWoNKjNiyZcNbzrjhA3OKUlxA5sOLHt3ODFUKEhbFMaacWSUiwsMGN2oLRROpYzJTZdgZ1O+FR5pqnxHcsumeybCFbmENX4aK1J\/nbb\/wDR\/fjyX3x9pQU223sbH8xcY9nI4Ta1+Rjn\/KvQ9FrpsTZQJHtfvhZr0d+O1C3NqDC4jSmbDyqKkJUr7rFZJ\/D3wkBtzcFAXSODh8VxhuoUrLNOZCVuFCCvj9ZxhkAH24BH34Tc7BGErEzmaU7+mXS97OGpWXZtQjIRTKc6qryivhAbZG5AJ+ai3f7zi42lNJbzFmqu6gGKr4SozFtU0HgGI2qyVAey1pK\/utiGNC4dQqtAOWKdFciGtsphyHUJ87cJDjilhJ\/acPh\/IBX3Yt3QaBGoNPjwoscMojNBptKR5UpHFh6duPuxXqyd0sh7BaBa6RtLTju7dfCm4qMw0ZlKf4z\/ABqyz+oFJ3KuPnx+ONaTS92dZslCitf1fCHHFrOSb\/uPbCsmjvrq8WpeEtbsUOBNvUKA\/u\/fjbiw1tqlSnEkOubQCe9gO37z+eGhJwpBoDTlZkQy2wGgAeO+FClo2pRuHI4thP8AEkOSQVpPhix\/HCm06lHmx8YV8kGW4XxUqezIdUlTSVJI5Fu49sQhqHpJTXw\/Op0NoJcJLrBRwD+0n2+7tifEOoWSruT3wk1WIwqx8Pdf3OPridwV6hfy6EKg+oGlDEYLcjxvAAJDqAnyKI7K2+n3jEG5hy6uj1IxkeKjdylfa49x7jHSTPOncWsRFKjqUFeYiyeRf0viqeqOj+Y48FypxYS3W4YUoqCOSi3I\/d+eHNJXOa8NfsmdztMNTEZoR5uyhqCzWGqYtbU9t5m3mD7QUAfZSk+dP+sL29Rhf0YrVZyxqBSs1U6PKYlUWoMTA9HcKvBUlaVAlQ7pvYn0UAQbgkYQqcZtHV8QGgtl1JSraQQTb+vtieen\/pZ1r1VXKzdk\/LbEygwkvRpclU5lsiQGEvJY2KO9Sv0rJsBt8x5vfEoXPIPIFTZ+WIjmV\/8AXmnQMwJoudY7G1uuwGpZQe6QtAVtJ9xe34Yr1mHIsWY24Azcnntiadec0x8oZXyTkiovtoqsClsImtApPhObBuRx7G4\/DEa06vRp6blxJv8APF\/t0dZTxMnbnUZWt8JFlZbWNlwdx9FXTO2jqnEuPMNKCk\/ycQ7VMqVajPqbebO1HqcX3n0uJNbKQEqChfnDDzHpnCqTbh8BJUr+TfGncP8AFssBEdRqFF8U\/Deju8ZlpRyv9FThvxQL3H543IsV8n9bE0VjRCQ28txhoAE8DbxhBdyLLp6glxpY57kY1u3VsFcA6Ny5o4n4dr+Hs\/iY\/L3TZpfxLJSbK4HJvi3fSNUEJVXnoNPam1mJS1u05l1oObnQ4gKKU87lBBUQLehw1dK+krN2d4ic0ZneYyjlFgeLIqtU8hW3\/wAE2qxUT7kpT8z2xLFK1k0n0LkJy9oFlNNYmmzc7M1TBKnUjuhpNgQn+intwrviucS3Zl0p5LVbGmaT82PkbjXD3ZwO2BknsoPh2sbaK1lfWYYw5A5tznTQY29VLr+kNIzlQGcz6yU1mgSYqVy3GYBQiRKYSLq3tpFknsbp555A74hfPXUg7QadIyVotl5jJ9DQSlchsD46VbjetYvtJ7XuVfMdhLLGbcpTIdTz5JnVR6t1SA4wYstfioZLiCkhK78oAUbJ2jFSdRoLLjz9SjpKElyygCeOe+KhwnbRX1LmXMFzWHytOeRp3OG65x0JyOwUjx+xzYWVlvkaHO+Ytxkt6a9u+N1q5TrshGYWpTrhU867vWtZ3KWSeSonkk+5xazKNaEuIh\/cVOi32e2Ke5ZgSJU+Ity4QV2ukc4tdkpKsuUdAKC94liAR5iMWLjSniDWhgGcYwrB8FDPyyNPyfzPunTnzP8AGyvTUvPvBKym\/B5xXXMnUypyYqNFfSsXI+eJH1zybU8wUAVSG2lJDZK038wB+WKcSci1el1VRdbcvuPCrg2v3xWOE7dbZZvEld587LcOIpblT0Lf7LjB5t3YyQpp+vVZykJmKcUgkeYe+E\/NjKKbTlNspBKuLkYMjUZ7w073FA2BsRhcz1SFrhIGw8WN\/fF\/qHQwS+C35R0XPdu+H1ZeL4Ja4FxcdVXSpaeUfMEzx59PYcKnLqJaBsL82xIuT9KMs06PMXlBDbU8spKPFVsKbrsShVwARftjaZpAbWCUm4w\/MnaU1\/M1MfrTcilUqksOeGqfVZYjMFy1yhJsVKVzewBxSJ6+zUE5qZGhhzv+46roao+D9I2hEk7+QabnQntjr6BMitZSYL1HoEykCsPCKfEeUp79G24STZO0m4uDuFxx88QzmXRcVNtblLnQZaUyPAeSlzYGFKXtbUVr2hSSSPMO3ra2LhScnZkpkKPMU\/S63R4TampM3L8pLz7bJSoXUUlDg233DdZN0pubA4jrN2TYcT+C9OrbchnK0wKlmTTwyqXLaU4ob3Eb9nitklA3KuEj5YuNuvlLc4uTIcx2c\/mBxknTTXs0YWU3r4Z11tk8SgfkHqNds6EaYOOmiqFVtG4VGCm5zCzLWrxWXEbVMOseZJWk91AqHB7Gxw8aJ00xpGZZmVKvTJEqvOBEeBHpi2X23JaikpClJUQUbSfsEm9vniZqnQqi1kd6jQcrU1qnQqyUSandtyW\/I8KyUFYJIRs5si6L3xKejmmLi8wz5+U6R8ZlYBtMmTXUtxihjchSrvJv4S7ptubJUAcN7pbrBT0r5jAwEc2NtTkY16E5+Xc53CZ2vhS8VkZfK447k4H+z0CjTTvoGelyo0idJo7MN5UYGSmShzap5RHh7RY+KmyyUK2\/ZPI4vaGlfR66Z1XLsunvUra4ZBZ8Sc2NykI8pWmxAINiQPS\/JOHTkmr6c6d1yLp1l3wazPrDzLi56yhyJFcKSpC0p7rSlClX3KHbDczz1RNwqnKayvUUypqGm4jlYbUUBzaQVlts3SkXBAI79wecZLW2qtvU\/gUUQazcHl5RjOhI1xsd9fRKXCmprBmWd5c\/Gn\/r91FGZehXSuhVR2g\/wfgwGY4uqbPaIBHFzdKT7iwH5jDYHRhpavTvMOY2qVDW7TZ8eM24lsWKVnki4vY\/P3xPOXupqn5qjoy1qxTnqnT3LJXOhL8KQhIUFALSLBxNwDbg+vJw\/IWQsuy9MMxRKPqHR1UOp1KLManOubFR2EHcpLjZ53gcAX8x72x4ksUdoAZcIS13M3XVzXDIzgjrj8p+izq58WVVxkcy2uHKGuyMgOaQ04JzjTPUad8KlsXQfJ2X6g7TqXS4VdS9GS00plpyyVrQkjaAAoqSfL2sT74cWdOjTKFG04TXs70mHCqc6e18HDd2iV8PtUFrKO452n+uxxLVf1gyJpR4kPSGjplVYNFpzMdRQFuC\/wBrwGzwgGxNzye1uxxXbOGpdVrlQfq9eq79QnPq3OPyHN61ewuewHYAcAcDFzpOFG3kM\/g+FEMEl3zux6DRoPrqeyptu4nraKXmM5llORgf3bc76n5iPTT1KYsrpr06pqlSY7cbak3ClKAJ\/DCVVaPlvL8ZTVNbaNuCpPr+7HpX86uPEn4g8X\/WviPa9mRT4UPFJPzw+fwjQUL+djdl0DYuORLSBhha1xGruqTM2RYNQvuQk97cYZKMvQIjhUlkcnv7YVp9TUf18akdmdUHUtx21K3cXHOFDbKHImlYMhRFbLPXTEQak9AvpC0NpCE9hgw86XpRXZ8NMkxXTuPonBj3\/b9tj8vONFIs+H19kaHiB2qiuMEqAukEBKUkkfs9v3DGxIbJcSEo4Vf07W5\/qxs0ynpkBLfIS5tO72FiCP3DDwoOVzLizWnY6i5GSw\/GXcecnykfja3545ic4DdP2Rl2ybVKy29PXLbbIKEt7+B9oBQSSn+kMPzLWTXM4ZwyllKAy4l2oTGA4v1SgKutXy8viKv7AY3GKGvKuXzXH7JLaFBhjcN36S6uSPSyUDv6nFk+k7T2RMU5qlWoCmfEj\/V1K3osVM3T4zoB7bihLYPfalVuDcsppsDIU3QUhcdQrA5W0+y\/lx5EmmwGG1+GGkbUgFCAO3P3YdciGFhKU2ta\/HbHgwq6gntc9sLEZtKrI9T2xEtZzbKzukLcJIIfbN2ipKk8AiwP78arrclZKnHF89+cOj6pU+m6gEpV2J74GaE22tbapKSj0CuTj4+nclWztzqmi6h9IAS4v7rm2PIzXWj4a7AH1tfDufy+opUtC0KSn0GG9Uqb4J3BJvcYayROj1KdxSsetWPUVNPpaUlRHqSuwONiVKS7yUgfK98Jz7WyQjcLbiCOMba2kLUUjk+2E85SzmAHIWu5JjGzbo2344HrjeXQorlLceQyhxKkELQQClwfPCXMi7TZQULm17YWKcJMBkJUhwtOAc3uCT6\/fhNu6JQGtBbuueuvWTIWmGok+ltND6nqAYqEBI3EobdulaPntcLoI\/Y2\/di3vTTV8yaOdEtTzxTFuRapnLMMiRTQpJ3lhhDUNBt3O4xlkH1BHvhA6pNEDqdmTTmj0pKEza7VmaR8T28Npx9pKllNxcIS44s258vHfE3atPIi5yy1pvlqE1T8q5MiohtI2gC6WihBSn12khVz6j1ONI4KoBca1smMhgyfp+6yPje5G00ssg3AyPU9lQrPGdc+1XMTtezXUJb0xf2vF3JKb8jg84UspasOQ3gzLUQSe5PbFmepLS6gScmNVeDX0VmdEp6Jy3VoQl9j9IlDjLpQB5brCkXFxtX74ozVoC4slezykGwOOkLRDRX+m5SzGPL2xhVjgrjm50pLc+ZpGRnI1AOh9QVbjLGokOpJSn4gK\/H0xIlJlxZzSSOSe+KH0XM1SpT7ZEhW1JsbHFi9M87Xp6JWYqi5TUSIy36eVNqWqYpKgnagJ+yLk+ZVhwbXPGIq58Hfg3iWLUHb\/wBLomxfEaiuLRDVnlf09VOz9JYcaUdiCL8XAxHGeKfToqbospQF8PZ3UDLy4ck02n+RYQWlSX1LW2QPMfLtSbm3BHGIrzrnFqrSZEduhQ2y+PIW\/FHgkX5TdZ5Nx3v+F8StipKpsgywhvuFSPi1fac2x8LsEn1Gf6pQzNqXnbU1DAzlmGTPYgoS1Hig7GW7C1\/DSAkqI7qtf8MfFMgwltFKY6G3LdykAnDdpT9DfeIEWVCP2QsgOp8T5\/ZIB59zfDlcp9Qp0H6yJS8lbRKNhB9OQbdrYsL4YKUfh6dojHQYwP00XEVzhqKqTmke4uO2T\/rqltWbafHi+DPqCWlJSEkKJHbjv92GRmKv0yah6LTHmpSnOV3Nwn5YhvO2ZqnIluJW4435yNt7dsa+Uq1IbkAvOkJJF+L4mqSxRxecE82+OiubrbXx24eIcnGPp\/RTnkN9uFLivLjlW1zlKjwOcWMZzfk5pceVLqDbbje3c0F2GKvQqukwtzNwpCL7hxiLq9nmtN1ZYEl0gK\/a7Ygbxw+67c0nNy8qvXwg4oNrmfQ1DDyldBanXYdSYnT6S63UXSEpbbSApISfcYbdUyXl\/MlRgxK2txmrSY5UlMVlC0DgkKUb+pBFu\/bFZ9M9Ta7G3NMzXm\/EsFEc3xZzI2coNelsE0tpiqOQlRFS3AHUuEN2T5Np2k25IucZBPYay1VXjgnDc6j+vp912TSkPovxNHktx6ZGnXPT2BKRkadTMuIYk1KCWUOlSQbggKH6pt2PHbHjLyhXM5yE0qhUp2W6rhKW0X2\/MnsB8zixGnWn8aTBXGrCQoQ3S8t19hJ8VRNrtlR7eWx3J\/W4wiZyzZUaNIfyRlvKkjLkRwuAyWlbHnQEkhW\/kbRa5sSdoIGHTeJp55XQQjnePzHQAd8f0UFT3eEVbmUcTXSt15jo0Dvjr7D9FFTWhOndBjuUXUDUqFTsyvAeEyz+kajKvba4oCxNzz2tYnm2EDXfIuZst0\/LVEZhOSct0mlNJYlxhujvSl3U+8D6FSiOTyR9+NHN0ejiXVdrUisy1obKql8SVJTI33ddH7aFcgbueb84f+nefsx5QpMCA4iRnGn1JlEQwlq8aHHRsulmxBIeT6ptbaRycRbrNXRVDKt03ijOeV2AMkZ8p\/Lgf4leHzXOh8K5Ok8Y5PkeA0ZLRksI+XAyAHevfKgvJUTNUOtxpmWnpjM5pxIS5GvuG5QASq3BSokJIPBvY98WMquSqzTGqDJZyMzUlPSN1UoyFtrZDik7\/wBCDuQmMXtrhBSClaCLgEWlmo6Z0Kj5ecrOVoEzLshh1mdJh0xKXVzEtqKkp2qFzuURwoAeUXHGGbVM96fUx2Xluq1SFREVsJ+LjtsuGcnx2rrTKUGzzdd07SnadvoCMejexXPb+Ah0bnO5cdMa47bjH3Cp124rdxROJKOnyG5BGC5xHry9BkkYz7hV9qGUtONKUOVHPLzVazCsl1NEprwRFj3FwHnk\/iNiDxxz64aGpmrFenzKllrN70mgGmRttMolPjoREQ+SjalYCgEp2Enfyq9haxw4tbINPy1lN2hU6jwKg3El\/BSa01T3Y8hE1BuptbjlwsFKlDanjyhXqBiDpFay5DzPX4dDpMCs0p6AhsTqzFcSiMhJbU5IIBUttRKFICgr\/fLcA41iw0Tbi0Vk2ZHDYn0Lcco2boToQXHoVUeNOJDZqfmhBJwcOxjtjlH5R\/5epT8purGbaFNy3lSsszaFBnMkLeorTK5Mwl19pMhspIC3PMtq6lkEWPO1OIaqc+r0t9tU5h6Ml9O9tKldx7Ajjj1H9WNTLs7KtOq6jCq8CqyHYTqYxqcfwo7D3ihIK\/EPYo8wINwT6WJwqU91DDtDo0ejNVJx9ClOvPMFwBJJCw2QspUmwNlWSeL+uLpDbIaKR5Y3HMNdC3PzOzrr1xr20XKV7vtRUzOc4HByTnIJ0JJ12C26DnEtLCCvaL+uHwznu0MpEoBNu1+MRo9liJMjuv5fnOSXWHwy60lhSEjcLixPqLEG+EOprq1IeMOYhba090kHHmahjeeUDPoVRZ7XTXGTLTh3Y7p8V\/OUEsvtK3LcVYNrC+EWPNxbm\/4Yi3MGYS4sjee9++PKVImv3DTSlWHNhhKqlBlvNtOR1l1a+Cgdxj4+nkDPKFZ7PaIadzYxuf5pFqNb4VtUfnY4b65Mma6Q0kn5Dk4d0PTPMVTdSG4byUKVYnbe+Ju0y6dC4tt+os8qIvuTbGccQ8T0loaTO7UdF0Bwl8N7ndiHcvhx9XHsoQyZpVXs3yW0GK6GwbqO30xaXTfptpVOQw\/OhtLVtB86BiYMp6dUPK8ZbcdhpToAISB3Iw4JMmJBZS88tLISL7b2xid246qboOWmyGldAWLg62WI5hHO8fmP9AkmnZCyvFipYTHbb2kjaAQMGG9VtW8v0+cuMdiinkndgxVTb66Q83KdfdW8PmGgf+oVBY9MjsV6LC2pLDTikqI+yte1Jtf2uTh55f8AiZFVdREjuOPzpiFNNIQQdpCvDAHp2N\/Y2xDFTk5gbvGqjk5txtXmBBb2qHFwUgf149qXmvNNBqLFTomZKmxMjHcy4zJUpSD8rkg\/kceXQFw0IXLNPUNifq0q+GVek9NaeZqOepDiYCKnJkfADu+wlZSwlRHZJRyR3+yOLHFkW4jFOjJh09htmNHSEMto8oSkDgWHsMc0YnV71PRUBtvUqYtKQAPHokBRI\/1lx7nG4nrR6lWUOB3OMRwBNwF0CCbquOCUtji1+1\/TEc6he4\/MFYI7xCzHkP2XSeAyZDwRvSLEX5\/qw8YVN+CQhxbRJPY8W\/PHMCp9TOr0qCahROoCupmhxCBBbocOCSkhO9QcabKUgEq4UoE7eOThGha+aj1UPqzP1BZzjJF\/0aalNfcdPslCXkIA\/G3ywoyg8IZcUSXcVDuWNv8AJdS6jLd+I8hsgCwH9eEuLV25JKnd7ar273v+WOWk3XHNZUG6HnXPEx9J5dl1laEq\/BCtw\/pYVcqa7a4SKxTct0rNNQbk1afGgMLdqLj4DjziW0XMkvAC6heyffCTqR0jtClBdooxhzV1OiVGHH8IokIUXjtWL34PfHrUKdFmNlUdQVcX7dsQRqNlPqW0DoDObM5QaBmWiU5hT1SqFNdDbkRKE3UtxoAKUkc3U22SBckAC+GzkHrDyxVa03QsyRZdBfkN+LGekOtuRJSbfaafQSlQ9\/UdjY3GPE9LNE3lkbkeic0tfTVBzC\/X10U41CnKDbDvhk7L3472OPMpQ4NzaDuwsxqlR51PjLbksvpbR9rxL7r+vGE2p1ajwUH4daNxN0hNyPzxEvj5d1OwzOkGMar3plIMmY0XxdsArc5t5EgqP9QGF+PIpDoajTIyI6HPInZwm\/7RHr64YqNTKdBbmU+S602+liwO4eUKHr8uCLj25wzntZ8pNKWur5iiMqj\/AGmUvB1w2PBSlF1G\/wB2BvkwWjKTkY6QnnOMKVJVLdPULo\/BUlSmYE2uT3lJRdIQ3TVpSVew8Rxu3z24r7q1q1V61qxW6Dl1tbP8aWjx9u91QF7hI9PXtz7YtDp1mDLmes2ZMzVl2sxakzPplToYdYc3bXFsB0lVjwoCHYgi\/OIYrml7mjOaKlm+ZQpUp1yUt4SiyXnVhV7pRYeUWJHp35ONt+FklJTOmMmryPKDpk5WfXM0j7jH+PjMgzgAfzPTuonze\/nCg0h2mVdyoRWKmyjx0SmVNrdbuFIKgoXKSU3B9f3YrvmOODIcCU8lR\/di12tGr1O1Oy1FcmzEMSqUx8FDhqhuJk2K0kl1ZGwhITYbfc97m1Wq4PEkLvYHccb\/AMP08r4jJLHyPzqBtnp76L5xBwxTW9zZ6ZgbzDJDdQD\/AOklUCLBbdcq9QMZTdP2PIiSUrKZrgcR+g8hB+ySVc9gffChRV1Kt1p+WlxLSnFqcc8JvY03uUVWSgWCRcmyRYAcY+Kq8pui0ugR5iJERG6oLS0ixalPBKVoUocqKUtN9+11D1wovuKolIapzagiS+N7qhbcL\/P93H4\/q2sTWknmA1doPQf71WfSeI13ix6OJwPQD6fX6qQYGdo1LQqnQ2y86nhTijf9\/r+HHH5qEKqTJchouJS4lRB283FueTfnnk+\/5YiWiTVsOhtZBSe9\/Q++Jgyg0hbzEuMshYsQSRYY+VVFDSR8\/LkqncRNmHnqXF3ucp2Zejl4qL0VosJVcp2c2t3+ffD6oVFp0lx+pNOLajspIKFj7RJtax4I+RvhIgUxltSjAebMpaNwc3bWnFX7\/wAm9+1hzjxi5zq1LkKp9ao4S06Qpsk+VRva4UOD2PHf3GKRWPfUcwhOD2SnCXCEnExc2BuSmJqXooie\/In0NKWluBTojKTclJ\/ZI578WPytiJKXl2ZAkeFJZKFJVyCORzi4zjdMrEp6qxZqpcwQlONMtEbklIHABFlW72+WG1VcmNTocF\/Ny1uVCS8otiOllKtiiAErsLoKb3AVb1HfEjbOJH04Ec+v89u3Ueq0Kt4Or7ZTmGVhcB99unf3UMx23ExFlJ2jZbnEUV9pxVTVsSVHcb4sTmbTquUtuQlLCi0y8G1BC0qWlJAKVKSm9goK4PrY+2I7qGRHo8h9FSC40tpSdrC2lbl37\/IWHv74slLXU1XG7Dx5vqqLaaMWauMknXojTamvLcb8vr6DFwKDUHtN9PadIoNmK\/mEuuvT0pHiRoraglKGyR5Ss7iT34+4iGchZSjtzW26mz9R7YiXG0KiunxlBAKCAef0nB3fZ81+Biw1SyDXqrlPLkuJSZDi240hpQtba2he8H8Qs29SU2AJ4xmXFFTSeNFE93kLsnPXQkehGdT02yuqOEr\/AElbRRQVBAZzAuB2OGkgH0zhOjRXNtXq2X81N5unzazEbaZs3JdW8QVqUDYk7h6diLWvj3qmZ00ugBrMdOVmHLrsj4VbEhSjKpj4T52g8E7V2vZKwqxtYYWdJMnRMuUfNdPaq7kuYUNxpaIx8JTZ2kkJK08\/aI3WtxhiUuCcs5qfyJUmJ0oyErZI+K8KOhtYSsOpS4B50FJJN+6RjOXNpamundCNAQcfLkYGSNsEd+qdPFHV3GofA3ytLXco8uWhoyRtykd9M+yyrSHLeYYdQq2Tc9imZekJT9bR5QUHYyEq3hCx2XZQ4Pv740aHn3J2UJxyVpJR\/DqM1hxtFeqj22zwQT4iEFKiAQk2AAJJAw5cs0mTEy1qBT65IEiVuabkOBQIWoO33fj3\/HEfV7JiS1Bq9Y31BoMBqKuFPCHo6Etr2tWANrKUkm4vYWB5w+5fxT3tnkLw3AaNgfKCCdubG2vQbKdpnMrnS01dK6RgIDBoASWAguxjnI\/5jsNinc9W6tTdBc6VOTmsViqSFMuiela1H4Zx5CUgKXyi\/wCkO24Ukm9hcXp+\/ValUJ7aWPEeffcSlIJKlrUTYD3JPAH4Yt7prkGoU3ROt07OtPelUmtSIr7ENuYlgoSt5CS5dVtirpC+VEEAducRXNomQtImW84Zay3VK5W231MREVOpRpDFNk2ukqQwkFareZN7jtyO+IWHiaS31FTRwxnmL9CAADoBjORgeysXCtyo7fPW0sLPFldJ5COUNPlAA3HKMjXAx2yU39SVrXn3O8EymoaUuKYeqDyQ4zFUUhDt0nglY3pBAKrngpPOK96rVeZIyrJkJqEOchKmGUmmseEmKgt3Whw2Djg+wgbypN0m3IAxK+XW6zWnqzLlMqqsyUPFMOSQEzXCskqWSONqvNa4xE+rFNnwsnSfjaMxQlKdYIYYUCJICDZagSSn1PexPpjeuE4xEyJryC9oZ27Db8320\/Vc7fGCOOG5spnY8vIOmD5Rn13HT+eVXdj6xmKlSI1lJjILziStKbJBAPci\/JHAuflhz5W1PqNLdiQJ76pNPZcBMZQSfLc3sSPmcMF74kPrAQr37Y01qcQ5feQr7rYs091ex2HNJ11z9lltXb4K1rmSgEH7jRWry1Ny\/VMrpj0CeIS\/igXg65d1abC5uLA83tx64dkil0ia1Lenw23ozTYBeUk7lKHbn0xUChV+oRJaC26vyqCgEni+LN5Urc3NWXGEznlBaeDfhJt2vj1gVEYniJxnXPRZPxJYZbU4TMkJaTv1Gcdfotep0WlvwnH6a2I4Qnm\/Fx8sauSaLTqjVIrBbKCF3WpQ4PONjM77cW8Rwm2yw8P29jbDepWYpFPejOqX+jQrylPB49MSPgST0xa06kaKc4In\/D18M0+rOYbq2WX8u5Zi+EwqI2ogfasOThwzo8OBGKmrMpSbgjEW5PzjAqdOaedlJbUgXuVWOGvq7rIqnwFQYMgKKQQdqv8AbjnLjLhOaufgAl3VfobZLpSy0TJ\/EAYBqE\/sz6tUfK+5TslBO09z8sQJn3X1+qrW1T5CQnkAhf8AZiEa9m6t5klK8WQspuTyTjXgUB+QretG\/d7+pxE2bhaltDA+oPM7souv4gqLm809pYWj\/FjU+yWpuaZ02QqQ7NBUrvycGFanafSZkYPNwHVC5HlQo4MTn9vW9nlPLomjeB7q8czpDk\/8ySK2tYnMzJLIUHX2\/ESlN\/ECWgVi332\/pYsd00aXZPnTpk+u5co8t\/fu2uRG1BHAO1AI7CxufdQw3+oHS0UXWalfU0EiFV0CQ8w2NyG30KCHFpAt3C2yb+qsWF0MylIoGVkzp7KUSZb7xA22Ia8RW337gJP5e2OfJp8swFn9JSBkziQnPK0r0zfSEjIeX1C3P\/c5rm\/83CFUNH9MmkqU1p5QTu+3aA1x+BFsP8KCEgqP6wT+JPGFCGGSqzkcuH2Hb8cNmuJ6qVewNG2VQzVLRvLtT6nsn5LpFIYplOzFFRLnMRLJQGo\/xDjp44G5DKUn78KudNE9PGnHV5dy483C3eDFS1GU7JqLx4CWWgbhF7HxVAAjkApsrE26iUKKeqjTWox47TAn5ezDT03AKVvJjqXax4PlUo\/gfTEhwssxIALqX3RJLhU45e5J9Pw4HHyw6ne4hgB0wmFDBGHyucBnP9AuYWYIlWyZmCfTXMrw6eIktcN5a2BJWl4XBbLiyWyoW+yB6HE+5e6PM1Zz03pur+RtQoLyl\/xuE23SBCcbkNLuEFxtVkuJWj27gHCnrN081HM+aqnUaVX1iLUKoupuU+SlZaEpSiVLT4fr5ld0EgG17WAmrTbMrOnemdN01eq9UqLsZa35LrxcS0p1aiSAFC4SlJCE+u1I+7HsVkUYz1Xltmq5pOUtHL\/RVR1B6g9cNU4tGyjrpXZVcp0GQ9FYfYYYYdS+4ttC0u+E0kLILQTzzYq73vj21E0pfyVRaNVXHHE07MCltP0+UylVnG0gpeKVAgHz7VEAHlBv3u59P8t0edq3mGgZgQ5JD081VpxHlCHQ4h9pQ7i6SlSTbuFYWuoqRUcwtuwKfFcmuibTMs0aO2oFT1Rf+IkykpF73CW6eCbcBxPvhWGoNRJr2TatoWUMBDW6kgZ7d1DuTMqa5yIzmYciUzMblKYXdJZmNpSpNr+VtaxcWB4A9eML1H1qz9VGZUOJnOrQ1sEsyWkkF1pX8pMkOG9wR5ChPf8AC+unWSmNOshQsqzHI79QjRh8StCbpLlvNsv3APA+4YobqxREUnWWq0+BCR8TOVIfS0BtSUuTZDqR920gn5fdhvHUNme5krRonFRQvo2sNO9xycanv2TArWc80S3ZJE2v1ywJemzlPOtJSDyUtMhDaRf1XuGNHLGbawifBlVCYqXRY8ltU5iFEi+KGA4PEtta3AlNxu\/G+PmoUbNlGzMxVMwwa\/GghSnTUqez4jiV87FIWP0Y8226bji4HNsW71700yzmfSun5odhRIOdI0GLKWpptEd5x3anxUKSCSFFJUSm6gk8XIFy5bNDG0Pbj9FHmjqZXuY4uyO+Vp6haqdM8XKjGctE69qFkyRBmtJee8SPIbUXElNkoCviN\/PfxWrC9yeAcZW+kY1DynOZYkZyh6iUNxIaXT63SlsPbe10ODc4Fk8XU+9f0RfDP6UeiukdQkHMFU1KzVXMrUGmwW5sZ+GhoeK6VlKt6XQeAkXFrXve9uMS7lr6NnpnzLWGKVlnqar8t4ujbFVDiqKtpupJtYm\/uO18StLHUVLDPTtPKOoB0+oUHLG5khAzonrTNfej\/XJlmLnqhvadViWShMpZDkHcRwpT6fspP7S0hI9VDjEOdSOgrmkk2LUoNXYq1FqzfjQZkdxLjbjZFwsKSdqgQQQQbH54QMndNeoEnqJqOheS6nTHXqS9LVIqk+ntvRYkBCtrjrjLiXEklYO1Nr3UACACcT11ZPZZhZMynpFlyqpnIynEbirkoYS2HFpFidifKgE3ISOALDnGq\/DbiC7vuTaVzy+HXmzqB2OfdJVFe7w8SvyFVCrx5X8KnY86PGadjupZcQzbYPDQBwT6Hbck+5xqVkmRUFrJJKQE8+mJMoukE+sVxyqiS7Fpi31Fhx+6n3EEG3B5B+Z\/I+qxN0cy+wtRkOVC6lGznipsfyTbHQUV0pInNBdqGjZUOe9W+CRrOfJDRsFCkVmz6cTBp0yuWGY5nssBx1KCFpIsg91A9j93fHmdFJUl29BnJdtylqSLEn5KHH9WNiBQKjQJv1fWITsWQ2QShxPp737EfMcYVra6mq4DFC\/zfr9lE3KppbpHyQuHN26\/ZPWU6KO+1UlLLgZHlbWnclwlQBSoAg2CdxBB4UlPpfEkZHdpOZqW1eIJcdS0MuJdbJAV4i9yefWygeL\/AGh+EU1GqrrJRFUyS44QElCQDckeg+dvzxJmlmUalQqkpE0bnm3W25UUrUhcVQWbFST5VXABuPRQsTcjGd36NsdN4jnYkHbt\/T3Wj\/DmhNJEJXeV41HqP6J05O0pZrmW3K5SMzM0uppqj8CNGfcKEP7eQhKz2UQbWPf3xhaahlqoRaNm+jqhzYrpBmLJLqW1KuSncFJUOVWNjhYk0x1vSfw7FKv4SPque6fIMeMVuZWqZCq+ZquxNiUiT8KmFKkFtbzdgpaUOdgbdgT37e2KhFVyyeJJO\/mZzFo\/xDtgjf2Onquhji5skkriHxlzmgY8w7YI0IPZ3vlNnMNJMaAlQfSyuqSt71VS0tDT8Y7UnaLXuhYXuCbX3Dg8YYtdpMaFBm0xVPkVNxh0WqLrbqExBvUrc2Db\/SggnxBfy8euLAuZSiViCDk15usRIRXLcoNRSW5bCVBJWB2JBA4UOeffEQ5niOyGKw9GmGmsyHmz9WqccUqQApQSOfteHyLqta\/34lbJcWyuDAcYcM9Dnm0yBrt\/0\/RZdf8Ag+jrKd00AwW76ag7DI3Gn07FN2kZli0KuNOl5eY0tQW1FxrxvEiDwx5k3AO5nm1\/JdI9MSjk7Utp6tMUHMFXqMum5ueW+wxLbdakJ2vfxdZXwizxJBUjcOD2tiAarCqTM6RIhzf4Ot\/VrpU4t1zbIAaO5sEAm7vYJ+z5rXtjeyFn6PlR3L0Wfl9qDVWpKkrqlVbeV4CULQuOtBWSltCCpe9KEkqT6gkETl0skdZBzxjmdgDTGdATnbGh\/wAOTtoqhw3\/AMHP4IOuds\/r9PT0VocxapsaV19cpcjdmNiEqLJisOeNDLoV5C+skOLc289x3x5R9cskarREULPS26BVFNlhE9tpKmCF7b7gq5QfKLKvxzyO2IOqWZsvZ4ddpecK2qPVWHnEQsytMrLExpKikfENW37TbyrT5gDZQNsa0DTGiCWl+vavZMZo7Zu87FqoekOJHJS2yBvK7cAEcXF8Z7cKGgtkIFS1zZwNHAE5\/wAuAQR\/ynXuujLfw\/Y5qJs1W5zZ8DD2gk+zcAhw6cp17hW9k5LqrVLzIzRGFzmKnTKaiHI8RK\/ilIIQV7hYE7EpUTYDm\/bCNT3MnacFBqVRFVq6Wkl2nNLQttp\/aoG67drH7Pzub8YrBmjqEzk5U6jGylXJ1Ky6621DhQ21W8OKygNt\/wCqSE3Nve3pfDBj6jTqYouLkrJUbk374aWa1VFa0x1jw0OwcDOToB5j026dey+xcB3BlG6S4TANdg8o0cfKBhx6HTXHXOqu09qerMSmKbOWmmxwhbaEw9yQhJSbbgbhVjb0vx6YZDemlRp1DbbyipuQ9IqZU7OKUlIT5dpKVJJbIJ7g4geh6yRZDqUqV57AAn0OJPp+sUmmiLBbnKZQ7ZSvN5FD5j3xO1XCUtOwNp2Ag4ONxpn69Vn1TxHTcOVX4FmIw7BwflOM6nr1Umt6b5dZTVfiIq1S6iQd6QlASod7bQALm\/54jPUbp3gZmpkujxY6mS6hLiFrXcbh8\/TEpZa1RpGZGXYTakMKUrb4ihcKJ7kY2K5mRxcx6JFaSthqMEeKngnEfR1dzttQGty0jv6YUfdaKmvTBNVtD9iD9gFzJz7oi\/kSrBtcNbxXfaF8gj3xGknIy6hLUkMKSu\/2R2xd7Xl6BMqEZTSyVJQU89h92K4\/Fx486Q0E+ffwbdsdA2GpdcqJsk7MuwuaeK7l+Au0sVCcgJp5a0alfEByQkIb4POJlgZcRTKImPDsEo7qHBxqUWrNOMkSFizY5vhBzNqrTqReOyu\/NjY9sOZG1EzvCjAAH2WaVlVdb7OIt8dOi96jFW6p0xU77JIUT74Z6aBOdXubTzcm3t88OLKub281LXHYUG1LFifcHD0hUN2mU5UxhaS8HNgJ7WAw4NW6hHI7forBZ4pqacUsgw440UXqnzqYyqP4zgWDYjccK+X9EdRdWoU2o5ZocuotwADIU2pACLjgXWRdRsbJTcn2wsPLg1yeIVfZSlDyvDTLZRZbSvQn3F7YnjK2huYkaTOQc9VkZUoNKrhqrtQfBKZTK2UIQtptPmWQpIA7D9ILHGP\/ABN45gskHhNIbK4jcZ+wGp9l2lwDYH0lC2S6O5WuwAHZcDk\/laCHOPTA11zsqhUvS2tKrQogpEkzw94Bi+Couhd\/s7Lbr+m21\/TFiKJ09ZL0qpzOYtecwfAK2B1nLsBaXKhIT6b+4aSbck897WOH5nTXGj0XIdQrujEV1mo0h6NSqhmOpNIdqEplxtwNuJX+qbtKSbi9tvOKYZu1BqdbnvzqpUHpch5ZU4684VqUr3JOMTpp7zxaCCfAjGjsavJ3OP8ACDn39lrDTDaoSXN\/DtGhG8h66Z0YDkd3Y\/wlWVm9YcnLb\/1PpxkzLdDoUcBMeK7T0SnD7rW4o3Uo8f8AbnBimMjMTpdURgxNt4AthAywk\/5j+6rT+JLMHHNM0+pJJPqSTkldDtZHIsTOGXX3YPxEh5qUlCNt1qUksqAT7cgD7yPbD8y\/UI82BFLO1JU3dSQB5FEJJTxxxe1sMvWZluVqHQ2GnPDXAivupWo2sXFI28ely33+VvXndyVVFy0OQo5SsU5KG1rSmyVuqRc2+XAPz3elsY0ThUZhxhPtp4IWq1lAjm+N2BIceQXWgBtNjfuThBaW5sWoD5C+MwKtMhOPRHQENhXlXbucDXAHVLuYXDTdMbqKpdRoMXJetEWKsp09zGxOnpbupQpEgGPNUR8kLSfkNx9MS2tqJLSjcouNPIC21oNkqSbEEfeMKFLTS63SJVErDDcmPLjrYeadG5LrShZSVA9wQog\/LEQP0TUPQoopWXaTJz3kdviBDbkIbrVJT6MJLhDctlPOy6kuJTZJ3WuXbmF8YxuFHtIjmORoVu1vLMRytullyQFBR8qF2B44\/rwnnIVHd2vSw8+oEnYt5RTe\/rzzhsT+ofTmm1las3TanlJa1WLVdpUiIu9h2KkbVD5pJBx9SepfRFppa6TndqtyQkqREpkd2S8v7koTfDHwZHH5VNtrIgA1sgWKxlzKuQTUczphuF91O9YbbLjrv6qGmkjkrUSEpSOSogDvhL6b8mO541Kf1JrKW36TkAS4kNaFhbU7MsopVOfbUBZSI7QYjBQuD4KCDwRiJc66laoa45ri6fad5fl5ZjTnPCdmzElErZ6r2pP6BCQSeTvN7Dbi5uQctZa0t07pORsstbINGjhq5A3OuG5W4q1rqUSTf54fQOFMw5OpUNXRSV0zCB5Br7n\/AEXrmQyi4ZjarEg3HvirWquRIUzqc09rj6VmLm+kVGI6lBt+nhsPJO0+9nmziyUypLnoWklSU87bnm+IR17+vaNl3LmfqRTDPl6fZharXw6L73Ya0FuW2D6XHhn+acR8cgbOc9QR91L1EJdSNe0asIP2XydKqtQHnE099qRFUu6XeW3UfJViUkfgfww9MgaZxn5BcnqW8llpV1Oq3kC1tqb8G4JuTc2B9+HhRsx5czzl+Dm7LVRbqFIqjKX4rrXqn1Sr2Wk8KSRcEEYUaShaHpHw7TgQpIBUf1fS4xHnnjk5Cdk\/lqXTQ8wxqOyUoFA\/gpodnmn0VtLBj0SmMtBN+GUB9Nhz3BBBPyGIc6EMpOyc+1PPVT3JhUNh19bqvs+UFRN+w9cWhydQpNfy9UsmPIT8TV8ueMd3O5XiWt9w3n88RrnbKtQ0h09o3Trpow3Oz7qG8tLrCeAmIAS468of6NhNipZN96EKbAu4LbNw\/fo7bw3NSN\/vJCB9OqzWslZE6UdSf0SV08Mz6fS9ZupzMMkxznWqKpFFLirD4OKNrz6T6hyR4gt3u0T+tiJKYzGzFmlDSYnjeM4XXpDpuraDdVh2HHHvziY+o+pUfImVMsaDZQfWun5fgttOqJBU4QLblH1UpW5R+ZxGGkrCXa9IPctxFqTfvckDGlcD23+yrO+rePNJr9Nh+6ot9ie+mkmzsNPqnDXHFRZodUylPCeAONoAtjygzIc98xJOweIeEODhWNvMUe7SXStS1klJB\/VA5H57v3HDdMbe6kkd+fxxaqYNkiGuqzqGwuqIgcYPf1T0p2UnI0xEmEFuMK+0juU\/7MK9bydSsz1Rim1RpQ3oKUOJHnbNhyD\/ANr49NOausvIhziSCra2v1v7HEgTMtPIzLCntIUplRsoj9U24xW624SUlSWvdggHBUOy2VVPXYdkPAOCq11fJ9SybmP6rnNMvbSoNKLd0PIIIBsfXnt6HEpaZ096VU25kLY2ltaFPMt2TuF+4ST+\/wCfzsXjnvJ7NelOQnGSlwHey7bltYHB+73HqMeWTNNJ9TpLbEOFNhViJLX8TNdV4cVtgW5J7lQ5I2+h5x8rr5FVUAM7sOxgn+uF01wMwOtzZqryuAwT09\/06apTq7LLem6m20lQFdePzvsGPSgaVVOtZUVJzDI+pYDM1U1brrRU4tgNAEpR39\/bC6vP2l+mECDl+rzlVZbry5CKr8KHYzMgi27vza3NiT3xBmseZc8GtsVKo5wZrUOoIWunyae+Q1svZQCQboIBAIIv9+KxQuqauT8NGfDBcXBzhq7\/ACjv7\/ZapZaOvubhSQfwmuc5zXuBy70aNsjrnX0U2ZGqeW51ebTlWoSnY8MzYjE6Yu69giIV9q1wgKKiPbntiG6w5TTEqzlTKajIfeWqNLafJIdRys7D3QsEDffunsTxha0czbXZ1XjUyp0diI07TahNaktx\/CVKsx4ZUqx2q4SBewPHN8RllXM82bHqGWUD4pL4S+1DcKgxIfQqyA6RztG5XqB7mwsZm10EkNTK1x+UNO+pHM7JyMfbQdCvNws8tFBVhxzytZnUHI5n9R\/LT1W3WptEn1VCKyo15LtOaYQGpxQEvKQAhAWU+Xw7gbSCARa9ucNBzL\/1rOhCdUnqhTKUJb0SntTSotKKQraFDlG4hF1Ac7O3Fsa2bcxCj0aS6imQ4KWojUdEiK94zjynNyFpWR5EggLVYjdbYQT6oOR8yxJjslxEgKcajhQBPz9fyxodDQTNpjNGdAMd9cY0xoNDjI9lxzxVU1dBVSVdIS1u3f8AUe6XanPmxEMOZ3hy6hMfqEhfguTDdsqWkKC\/0d++43SqxJvYc30Krlm5lu0ifGfaYcu2yiSlbwbJsCdoseeOOcOvL+YIVZTEVIQhLzS96TYhTdyCSlXphXhUulQXKlKoryn58pYLjjh7XJPN73+\/CE\/KxvhyM1H23\/RWfhL461\/DzfDkJ9vynXsBpoocl0iqoac3NFBaF1JXwRhh1ZUxSyAl3m57YtFUaTTaot2PV1lUlEfzOIVZPywhpyJQH223JaCi6Lgj1wjBT2\/53MwfRXi4\/wD1KiWnPMDn9FXKmUOvPPNSWA4QtQsE34xMTrf1fBjtVhtS3Q2Ntye+H1AyxQqPGS5EaQ44FeUHGKzBps9JXKKUqCexIxMm5Qu5Yo2eUfdczcY\/FSS\/1QeWnAztumfp5Xq5SKw0VTHEww\/vDYVwRida5qnHkwno8FgIk+GBwOVYiFUemw\/DMZA3j9buMLOWYkKrZgSmRLQewtiMulJTVjxVPZ8o6JzYPibxDWFlppDkO0Hom1meG\/XHmjIStbpuUget8Qdm7LdVoNTceejLQgr3AkHF\/YWQ6BGWiS4wha9vkO3gYQNQdPcvVWjvrkRmi8L7fKLDg4+2jjSKilETWeXZX1vwuu7OatqHlznDJ\/mueNczlIiNLZbG0kWxD9frEqbKJUu9z6nFgdVdOlRqnIVCSFNpUbBOIDrOX50aUdzRSNx4Ixol3e+pow+i1yOm6aWKOkgkcwY5xoVJ2hTyTNSXFG49+2LBzqolVFlQY6AXGE\/EJCftKSBZVv68Vx0lZXCkJceUWzbEmysxTIk5uoRZHnjncL9in1SfkcElFJO2Mn5gAfqFEVBDL2JW9MELUgZ1cy5XYlailvx4r6JDPiIC07kkKFweCLgcHEpZr12z3mnJNL1UfqbqqvQao\/R5JWgKafjvICwlTX2Cix2lNubfdiMpWSqPqFKFTyRmCBDnhJck0ac54akqHJLKrHcO\/Fjbjt2xFk3MFSZZkUxct1DS3AXmAs7StFwCR2uLnn05xz\/xrY6W6XvxXt\/iMIzkdDuPr3C6it3xPiqbfDFTACWHGeYahp0LfUOGdRopP1K6iBmrJ4ylTMq0PL0L4j4uW1S2XEGVICSkLWVrVwkE2SLAXOK81GqrWpR33ub48swT1CYUNOcFAKh874QnXipV9xw8s1kprbFywNwDrvk59ymV840lurQAMD+eeuTqfqtpc1wqJ3YMJxVc33YMTfgN7Klm4yk7rqlrMh6Znmk\/Dw1urkRFeOEEhXhtLSe1x6rVbkYxQKpHZfKYyCFVRtl+PsA5cKANnAHAFjwO1\/bG\/qklhOZoqhMSAhh2J4aOHHitQIHawACVE2N+BhuUpySXEmC0lkwZCVNbklAaSEKbIVzyQkucc9rm1ueRCfMtTaNAE\/8AL9SdmMvpVGU0428tsJPckEg2B\/lAj8MLRU3sQ+6kKKkg4bOW5UZxpE5RcXHlu+Klald9yiQoJ7juSPlhdcPib0r7INiFHgYDheubBylrL89CJqVgOcWHoOMPidCp1XKfEjIJQnkk3xHMQJS6VJI8ov8Ad\/f3w7IM8FtDKSCEjg4dwP8ALyu2TaVmXBzN1ibl6mJjOMLituMq+02oXT+XbEU6oVrLGQMtyag3SmFPuWaixm023uq4AA7YlqoyCYx47i4xFmdMsUvM3gv1QXERd2d1+FkHkD1Nifzw1qjl4ACmLf8A4ndEytHsuSkU9VXCWGarWFK8RSEj9A0Fdr+nmP7hiS28rmnb3J2YEub+VD4lSz\/R7fvxFFbiZnyPBmyct1eM4y4bpaUfPft5b8E9uMRvSMlUqvSZVfzJJznUa0oqWr4isvsNtHvZIZWkJSL8WPp9+PjWg6lO6kSOwYsa\/wC\/VWparOWWWTHjQXn3Ukfxhx0AX9toBH78Eur5JqEJ+my6c3KWpBRJT8RdPPFikJI5BIt88VPeVmGZElUbLtSXGXYlS361IlqSkdztfUpV\/cBVu2FTLEarUSGxDoudWmJ7r7aFLfYDhcsfMs7rg9z6XGE5pOUdEnBA6TQ5B99EsU3SDUvR7ME+ZoTmKDOo02Sp6VlutJPghRAUlTa02KSpJF1jae10q74m3LOftUE0CWutdO2YGJyWyjxaLVoE5m443\/p3GFj3ttPtf1wh06p1WPW5jkl7xg6pCr+9kgX\/AKsSvAzQtVEIJAIQSbn5X\/swlBVNe4+IM\/zSVyoJImYhOM9tvskPIee+oitVaa\/pFoc61UW6e3TPrDOVYixIkAKUP0qmYzj7j32PspKex5xKum+m+R9GZ1azxqDqOnMuo+aEj67r8lKUrCABaNFaTfwGE2SEouTZKdxNhhjQMzv5B0Vr+dmpX8czLPXEiEXuhqOS0oEe\/jfEG\/sU4rHU8112rPLkzqpIcW5yfMcSb7mKFjGtGuM77JpYeA3cTukq5peWMOxsMnCtfmTL\/TbmCsSKtVsxS35EkpKiGl8W49sfeXcj9O8KYqVSM0OxnXWy0outKAAJuO4+WKcqkSFG\/wAQ6b\/ysejdQmxyPhpTqfuWcO2cf3hjeQSHlHT0Vvn+ENBLCYXTOx9FcWtaBxK5FfkZQzFCqV03CG3QVJI+XftiJK3p3mXLLym6xTnWQnsop4IxG1D1HzVQpTMmLU3gWjdPnIIPuCOb4nnIvVMiqtIouo0BNTirshTigPGQPdKuyvuPf3xb7J8VZ4\/4dWMj9VSbn8JKq1ML6T+IwdNnfsUk5IpqlTG7j9b2tixGUYBm1QU+QypRQ3uSfS3Hf541csaf5Cqqhm3LdWS\/TRypppPnCv2SO6T8sbdT1ITTcwxKFS46IzFrrunzrsOATiy3K8\/28f8AgBnTOdsKg1dkovEL3NyWg5zpgj9uyU6\/TcsZdqRqFXWqQ+rzNRk+Xt7nEbaz5iqlcy3DlQ5CotObcU3IjMnagJ7IUQO\/PH3kYXdV5n1lSV1aN\/pIfnIH6yD3H4cH88MGPLGYcuOUd5Y2zY7rff19D+YGPVmosNirZfMWnBzrj2CjWcaUtubFUxalhwc7Aeg\/qodch1Fp+SmE94sRxKfGZdSHGXfOkeZJ4vzwe49MNalSW41WjVigqbgVCnuh9MOUAuM4pJvZJPa9uUq4t64kfSasQ6ixVqVLgtOuRpbTZXb9Ikhadyb9wCR25+7nGFacx6gqpqZQssxFrZCgkbyQN1yAfn3vi\/zyU\/iSU1UMEAa9Dn\/2ths\/xPhieYqzYjfuD37payJn\/S+dXpNWrFPcyhmJqnyo4YST8BI8RtQugG5bJJvYeXnviE8jt76rNS9+liuxlolMoTuW83uF0tgmxV2Iv88bf8F67HjPxnoCpsJsFTCFg3QACfKocp7fd8sOPJ2VGqWl+tylrjgoCWA4m7rSxyLAd\/vH5YToLW20ySztkLg4AAE5xjbHXr9FPXm82aKy1TqWXLpGtAaTnGM4A69TuSodzzGjxMr1oUimTKcW22mnlzf98bLqzZJHY34AsfXkYiTTKpSjVKw00tQ\/idkEDtdVr2xa7OeV2c7R5NBRNfkyno12kvM7bLBuQPbkk4beiPS\/WPr+sPz4LqAYoTzcD7WLzHxFS0dC587sHfB9h3XMlPY63imCqbG3Go1dt06nfY+y19P8q1usNwIaVAqahloJSSCSgJLi7HslRNwAb3vxwMKWYaNmTJcNS5DavDLnmeHB2374tXlTSqmZaMcKjJKktOJsBbjakfK3Yf8AYWw080ZRdqkNMSWw7LdeTISGXE2CVJSQAPmDzfFIp+NI6yqIAyz\/ANqbHwmsoo3gHMuM59ddAq+07MSa9S5jECS2pzytrWu4Xx7Y2EVJbCUQA4or8PyknDJqlMn0ydUlR4b7AjuDftv5fNa5\/E4XqXVmkpaVUm1O3a+1+sDi+SUsfJ4kOC09PouV+I7PJaq2SjeccriBn26rYrOblUOhqdfSA6kmxOIxe1An1Jzxfiub3tf92JMq2SJeY6Q44w6HkFRKWwfOn+\/ED5syvVqCuQFl1tKSRY9\/xxNWOGhnyzTnz1SVnttKSWTgc5Oh6H2KWsy6sGnQksocBX+vY9sIGnOq1aqeeYlOpDjr70pwIQ2m6iVE8Yh7MkmZdZdeNu1zi1PQHphRKEivdSWqS1RMq5PiuTFOKRu3qQL2Sn9ZR4SkDkqUAMM+MrrTcN2+XlaNtz37LaeCOH6O11kdWGglpyry5N091Ck0GLInU8tvFAUUqNyOMemb9Oc9PU55TVH37UHt3PBxy51K+kV16rOeKzWqNm2s0qHMlLcjwItWkNNRGr+RpIQoJ8qbAm3JufXBpf8ASG65Q9SMrzs15\/rrtEjVeK5U2pFYkutORPESHQtClEKTsKjYi3GOWo+KKxk3i4B1yt4qeLJ6kOYY2gHPRSzncvxq9Mp0tsIktvEONr7pwx65RsvyyS8geJtubDi+JE6\/KbNyBr7JdhHZCrLQfQUDym\/OIMgTnJSEqWSbjufXHYPC00d2tkNbC7AcBkevVcu3qyT0NwkmDyMkkfVfbUFmnSCphXCe2PSROCkKSonnGpNfKb34wmKkKUSEAlXoB64uAZkBxRFG57hI46rcoeRa5qNmiDlnL8VT8yY8ENoCbgXPfD\/6jOjzUnQXKcXNlSTHnQnQEvLZUT4KvYj5YtN0YaUU\/TPJU7XfOcL+NuJLdJjOJ8zjhuE9\/S\/JPsDhTyRqvS9XNQc99PmpElt6FmlaV0xx7\/eqiphB2pPoHOLD9pI9VY5n4\/49hF+bSUzQYo9HnueuD6LUrRQuNIHzb9PZclJD63nFOLVdSvXHgom+JC100nrOjWo1VyVVoq2hGfWWFFJG9F+CPliO7jEzFIyeMSx7HUeycHI0Kzf5YMYuPfBj7lfNF0SFQzhTcyIiZ3q8R+tU+Q6t59lBSwW3QCgpuSoixSOefKfTDgob0qAzEmVF1TjEtp0LbDRUsKKk7X\/MPtcqufmbcYY+c5MmVqDUqimUEfGFtaEr\/SG6GkoQQk3Tfdzc8eYc8kYe8epCGmmSVz3PEXJU+W3lKccKEIJSmxuebJ491dr449O62RoJTooNWjGI8w+642lhY2KcSoFZSAnsRf0+\/C1S6kZzhX4zyHWEgBLiChO0i4Va\/qB9\/wAsNvLNWMalqYLCXJBkkSHnSAhkkqPp9ohQtxe5JPrjehS6hPiPtJUy68w8Gy6lV0qG8JKve6UlQt6lP3Y+JYYOmE+IT5Cy4rsRxyDf8sKkSQpMlC99klW22GZSayh6zYjOoaA8iykBJSDa4ub9\/cDC+moNNLSEuC5N+fQ4VacIa3JTlq70hDJ27vDta4Nh29cRxPzNCmuPR3JDQQy0HE2UNpuSBZZ4vxf8RhQ1HrEyRQV0+JJ8ZRRvdZbUElxHqjdf1F+PX1OIXfkIeqKGGqy94yWfEQ0WStV+SBtuEbieACOBxj2AM8xS7HcjcBbWYs4xaZMcj02lLkz0OgNgKLp3nsFgX+X3etsaVITMzCH4lSrL7u1KpDwQwpJQq\/2BewPyFsbMKv0PIcMIquwTXVrdfWSjxufspIFx79j78DCanV6JOWtOWtKaxW3gN6VLposQb2UlTm0bbg2P5YSkcX6NCesxH5pdB0zhQ+JFTn5qW0zT58CzinF+MsbXEn9W277u4Aw9JEifTGokktGMlpfiBmQhSXVn1HkG03Hur+8OGbrXSqUHa3nPSSowFsDl56lrIaT63UlKk\/kbY8Z+qWRNRYiHaI4uO+pQAciSSgpPoFJUAQP6sIPDsZxonMIY7Ia4H6hSflmdHnU+LOjvGShQ\/RO7ClW3kC4PNxyOfbD6rT78SjPfDXDrrYbZSPVZ4\/24h3Sn65jVJyizZAmNtOIdEh1xa3loUF2TvUo32lKuCOOLcYmahNTcy6pZMyZBiplByaKjVFbh\/E6dHSXHHVA8ELUltjjm8gH0w0jg8SURjqm1yq\/DpDJ1Gf8ARbfU26xlLK+VNLoC1bKVCbS\/uIJU5YFalEd1KUVKJ9SScVytYAe2JK6hsyDMmp9VktulbTThbT7cccfliNQCTYcnvbCVdJ4tQSPZaxwjQm22aGN2+Mn3dqVuUmiVquvuRqLSJk5xpHiuJjslwoQO6iE3IA98aQ9fTHQfpb0ia050+bn1OPat5gCZkwrT5mWyn9Gx7gJBuf5SlelrVk6q9Izp1n9yv0yKE0PMilSY20WEeR3daPsDfcn5E+2HE9rkgphP9\/TKhbPx5S3W9S2lowBox2fmI3\/074UJ4yLAhVyFDkEHGMGIvJGqvykzSXWXMWnlabkRJBcaUNrrLiz4bqL\/AGVf2HuL4tBVWqXqHHpepuUHAUAFEyKPtMLsLg24v7H1HOKJkA9xz74mnp11beyRmpFNqbqlUepFMaa2o+UJJslz70k\/kTiz8NX+W01IyctOh+qyr4i8Ei80MtXQjE4advzDG3upyp1WTVZdUoso70tKLakn9laTf94OGjkql1R2rM0WPHU48w880T6CzhBJ\/LDwn5TqFO1ilRoTSlRKpDD7a0i6TZaQP3KP5YXc1Zgy\/o3FlOwEsyMwz0eIq5BEcEfaV8z6D1\/r3F9wjpmctOOYyNBA7H17BcHw2ernuNRST5bEAC4+vUD6JCg5Q0x0Oqc+qVBAn1mrS1zHWg7tSyhZ3bVcEdzwLYUY+sGmTKnFt5YZQp5fiLIf7q9+3fFc65mSbXqg7OnS1vOOrKlKcNyo+5+eNJLi\/wBtAGGU1DU1B8SqkJecde3RT9bfa6I8kIHKAAM9hsrMf5WtMFFw\/wAFIt3bhat4uQf5vzx4u6jaSvthpzKEVSQoKF3Bwff7OK5JcWD\/AKRJ+849kPOftp\/DDN1FIzZ7vuVAz8W3mLPKR9lYpvUbSlExM8ZTih9CdqV+Jc2\/o4VomtWRISFIiUNlvdwbO\/a5\/wBXFZUuL\/8ASD88eqXV\/wDpB+eGU9LI\/wCZ5PuSoeX4hcQ07S2N4A9lZ3\/LnlFRCzR2ioXt+lHr39MeStXsjPbt9BasrconxR3Pfm2K2JdP6xSR7DvjXqtbh0KIufPdS203ckFXJ9uMR7qZ0WoKiX\/E\/ioHlifkn0U31rN+hUaNJn1bKsBKHgA4XViyubj05NwMRf1DZcyPRMr0LN9ApKqK\/VUXTBeRtWUkmx22uAQLj5Edu2PbIuSYMGmM62azx1MMx0ql5cy6+LKdIuUSH27c+ikoPyJF7DFYeoDVXOmpGrzs6qLdRS4gbZjtCwQ2pSl2Tb1JSnv8u5xonw5oLjdLo2R0zhE0EnJOD0wMqyTxXC4WqWW\/OaZXty1oaAR6k75PZOum5kksKD0dwNLTz8lfIj2x91iq5Rzuj4DNLYizFeRMlvt+JP8Ab+eI5rNZNNhl0lQKknbwbXw2MtZxXUZnwVRQ2lDklCPiVIJKBtcVt4PY7QPlf893\/sfyGqboRsQdVTeH4aqjcZo2h8fVrtj+x9QnJV+lypZhzlTMv01TctqrKBYeZ\/YB81x6EAj5c9+9ljr\/ANVKFpBkCidJGnbqUtUZtqdmZ9qwD0xSbtRj77BZxdxa62x3SoCzFKzdlzQTQyb1CZjhNOzIUZcKgQXVFJkzHAAygE87QU3UruEJUeTYY456j52refs2VPM+YKkudOqMp2TIeUT+kdWoqUr5cngegsPTHPfxH4tqL1Oy3OdlsWcnufX2XQ9mtzKPmliyGO5S0HXly0EjPvt6JsrUpxRWpRUom598fbFkuBVwQTtP3HFr+inolrXUxlnULPE+K+ikZcosqPRilRR8fWyypTDaSO6UWSV\/66Bzc2qabpvcW55Hz9sZgpxdQ9V4x166PNI9YnnlSaxTKa1Rqo+pW9xcmN+gcUsj1V4YX\/PxX2JRzHbQSm6bWGJS6FOqDRnJWg9X0i1ojTp0N2rLqEFEVDRDaVtpDiVb3EkHckkWv3xMT2tnQg\/Lh0uk5GzVValUJDcSHAgsRVvyXlkBCEAyALkkDkgD1ONz4G+KNHw5aW26rY4lpOo7FUbiLh2sulSJIHANx1VNqoxZRFxiRemrRafrBqVBo6GD8DFcD0ty1wEA4e\/Wdpnk3TfUSnZbyJu8aoISVwt25xlSreU2JF7m3fFltJ8oQ+m7Q1lxxCG815qZJWsD9JHZI5V735AHzN\/TGl8WfEOno+G211KSJJxhgO47k+yirPYpvxfgT7N39Vt6y5tpy3YmScrlLVFoDfwrAR9l1xIAW4R7XFh8hf1xQjUSuTMv61VSpw33GXmZMZxDjarKSpLDRSoH0IIuD74tJIfVIdW4pd7k8H0xUXWkn\/KjXgDY+Ixz\/wCztY5EkkfIS95y45JWmNAaA0KzHUvk6ndW3TnB1wy1HZXnLLKBEzAy0nzqcSL+JYei02UD27jukgc0nW1tOqacG1aSQQfQjuMXm6Q9bo+mWefq7Myi5lmvtCnVlop3AMLJAdsO5bJ3e9t1u+Iw66enh7RTU9+o0hgqy5XFfFwn0eZshfIsRxaxBxqHA188RhoJnaj5f2TKqix5gqy4MFlXNkk4MaPyE6hMlfzVSHFp1eZlJYU0h1a0OrKuVWIKWxa4IKjut6hPHcjCpltsGDT6xU5YlOstpcKGVD9I6dqSq\/cjehO0ngDnm\/Dq1WorTtDlwW2S\/NaV8ZFS8Cs7k33AAccJukD2t78xtkyXGqVDi1up097wZEhEV2OydraV7VlW4DhKQQBt92hftzx8WHC19k3K4BS5RqjAjRGY8FbYefbSvw1XLakJTdRCu20WUQT3I+eFKPFgMvPSQlAbeSZZDaikpWVXKrj33ce\/PqcRhSZjjjc51pZcbiqfgxWWQlACW3i0luwsL+bdbknYe1jhyxGKjGqEh+qyUtNNtIjlCeUoNytLSST6JKrqsQLEXuePjQnLiBsnJTa2xMnyKXCQ58PEKVIWAdqgU7rE\/Kx9fbvfC7TZzUlqUpMZKJF921aid3HNgT6ewxGrLcV2RS6kGXnHHvI025ubQkJSAs9+QlKe\/qoDC\/lmTT6cF+Ld2e74hRDZU2did23eNx2hJsLFR3c9vTH0hemOA1K2hNq1WqM6DGhqMRlSEOLKkpUkd7gKt5ePS5I\/LEMalZzl6dpmT4sGRUanUH3GIjSWxd3aBclRBKG07hcjuSkdicSjmatJhOCnNyWoj8p7xZA2EqDRNwAQNvI8p5vYcDthOzFpTCztlmE2zPEatQFOPRXXhw4Fkb2Vjk2VtTY3uCB92POcOBKeQME4IaceqoTn2pavVqqCv1tmox0od8WP8MhSWmT6WA7n5m5PqcObT\/qx170zEtik5jjy0SVJW43VqczKspKQkBC1JCkiyRwDb17kk2Fh5blRKmrL9bZ+Ak32qQ8kqQfmm3cH5YUK1oRknNLIRUUQZhQn7bYKXEfcUm4w9bXsGjmprVcKPeS9s5JPc6qvWfOtXXDO+VJ+U64vLiIVQaLLyotKDbgQe4SdxSDz3tfng49+nJmp16j1WOYiXwxJQEPWAPmQdyePbann54anULpLE0urrMKmSVvQpbIkMLWb3AUUqSFetuP6Qxb7pVyXAyto\/ClyYjba5kT60fcKPPucTuSix\/k7fzw4qHMdBloUZZ6KppbmWPOeQZP12W7Rqs+1VIb7O9EhpLCJDqXbG6QUqIHZXKlX9LKNx7T90+VlD8TVLVkQnmzTYzWX6fIWbNvN3LyikHm9vAJ+8fjWytVqA\/SKrmmlvNN\/VyFqcSlxKCEkKSCONvrbnsoDm98WKzPGqekPTDkrTepu2rdVaXVaqhJ8yXZLini2ojv4YcS3fi\/hjEPAPCa6oP5Qpx8L7lcKe3s\/M4E+w1UEVCYufNkS3SSt11S1G9+Sb4mHpW0mTqPn9urVaN4lFy8tuXICh5XngbtNH3G4biPUJseDiHIUKTUqhHp8FlbkuW6hlppI5ccUQlKR8ySMdLtE9NIWlOQKflhlCFTAnx6g+By9KXytX3DhI\/kpGELRSGpm8R2w\/mtA+IfEQsFr\/CQHEkug9G7E\/wBB7p+pSkAW9BbDD1r02iaoafVPLS0tJm+GXoDzl7NSU8oJ+R+yfkTh\/GwF8RT1GapDTDTmdOhPpRVqmlUKm3IO11STdyx7hAuq3yAPfFsqDG2J3Pthc8WVlXLcIW0P97zDl98\/7z6LnAm9gFghXqPbGcAsgbATbvzguDjO8jK7KbnAycox6R3FMuoWjjafT2PfHngJ2i\/tgzghBGQQugfT1mtrPOk0WfImNtVqjsuUkzVJ8RabJ\/RLIP2jt2Xv3KT74hjNHTDqTWJL1Tq\/UPSUqWS64tymqBVc\/aJ38m+NjolrwLmcsuOR3JKExGaghlvlbhSVpUEj1J8gw7x1A6M5radjTMvvFTbhbejvObFtOJNilaDYhQIsQfXGt8LzVFXTB0fMdgcYJx9Vx1x5ZZrfxDPT07WmLPNrnPm10A91GcLpDzxLbSqNr\/RVpV2IpaueeP1\/+18brXRbqO4krRrvSlAC5P1Uf8WJQha4aSQmERYtBLbbdtqQ+OLEH+sYUWOoXTlhBQ1SF7SLEeKnt+WLBMy6ZPKH\/UBV+W32ojzA5UQDoy1I7DXekXPA\/wC5ir\/9LGnK6UM5U9sqm9QtFYCTZRVTSCCP52JoXr1po7ZRpC73v\/prWwmVDVLRirNqRUMuF0E3N5HOEo463P8AHD8egCYVFusXKfLr6hQ9\/m419KSR1H0DghNzTjySDb9f5HHojpxzCef847L5+f1ef8WJLVm3QB03VlBB7d3vb8Merea9CUgFOUrAdv044\/dh06KL83i\/Zv7qrT2+29WR\/XKjH\/NzzCk3PUhQLD\/+OP8Aix5pyPp7o865qJqrqZGzu\/SUF2l0piP4UcyB9lxxNyXLcbR9m\/JvYYlgZv0MXwcqJUPbxh\/djSq2TNEtYoT+XIFOFKqLqD8I4pe4KX+z8jxx72x6pIraKhhrvF8PIzoNvomTKOhheJKaKIyDVoyd\/qucOtfVPqLqXnR6r1pb6ICHT8GwysoXHR2BBHfj3wv5M1ApueIC4GYNviPKQpc9pgeOlQcSq60D14IuBbzE2Pqsa29P8jIWYXKZXo\/gpSpQZdtZKx6EYiKJTDQZhVEWoFJ7ji+OorNZrXVUbHW44Zjy46fX+igLlWsrw+ORhZL191PeoWR01bK8CFQC1MDbrqjJQbhQDZN1C\/G4pbT95HAJsVPRXQqp5vrtFyoUBURj9NMWGwkJO9JVf52Fiee3yIESZdzrV4k5CIUp1t15QSUoF0uE8WWk8G\/GLVax6r\/5rfS8uvslmDn\/AD6w7Cp5T3itrF3pKfUFCVeS9\/OpN7gWxTOOLtWcJ2zwnODi\/PL3ydz9EnwrZ5aupbAR5G6lVN+ki6i4uds7xtIckSUoyhkPfT4yWiCmXN7PyTbuAQG0fJKj+vYVA0+yFmTU\/O1F0\/yhTlTK3mCa1Ahs8geI4oDcogHahNypSjwlIJPAOEmsVF+qz3Zj6ytTiiQSSfXHRn6OPRuPpLppXusPPcIeM\/FfpuUo7ifMGxcSJnyuR4aD7Bw9ik45kggmuFQ2Jnme8j6klbVNKyliMr\/lAVpdP885R6Vqzp\/0s5MWw9HpzCW6tKSkBUmWvl11XrdSiT8hYemOTnWVpunSfqa1CyhHi+DCTWn50FOwJSIsk+O2lI\/ZSlzaP9XF8tBMo1XXLXReZ6wyoGDIMqRIWpSVMjyqTfkHt78c4p59ITq1lfWjqNrOasotsGmQmmqPGltXvObjAoEhR9d5vtt+oE4ufHVkobBJTUNOcyNYPE9zqoiw3Ca5sknePKT5fZVpClhIsT3xfz6NvRmm5cpGYOsTUCGVQMpNuw8rMuA2kVEoIcft+sG0q2pvxuWT3SDihEJtp2Q0mQtaWiseIUJClBF\/MQPU2+Yx3P1A0zpLGmWnmi2k8VDeTvq2KYa2lBXjtLQF+Moj7SnCorUr1KicUaEsEgMny9Vc7Pbhc6oU7ncrcEk+gGqrr0s5EzB1Ba117XzVBDjdBobzklBe+wdpJAHoeP34lzVLPEnOuZHqgsFpkWajsejTCeEIA+Q5PzJw9dTJGXdHMhQtKsvvsQ0Rm0yaw\/uCApy10oWo8W53H+b88VHzdr\/lqnOOt0NtVZkjjem7bF\/9Yi6hf1SLH0OJe+XqW8StLtGMHK0dgFFOp4qWRzYdsnXupPWsJCnV2A9T2A47nFQ9YJ0KdqbXnIE2PJSl5lJUy6lYJDDQI49QePvGPbNmpWcc4OLTVKp4UMm6YcYFtlPy91fzifw7Yg7Mz77GY5jrLy2lpU3tUjykeRP54g0KQob70WSiRHWUOIPB9sXaySukdXvTbUtG64QvOGUYZk0WQsjfIiAGyAe5LZsPmkpt2VjnbT85SmR4dQa8a\/AcQbLt7kdj+7E06B60TdO8+UrNmWp7RfgyEueC6vaHUf74ytPfatN0m3vcdsOKSqko5mzx7jVeXDmHKVXfM+XqjlWvTcv1hl2PLguqacbUkggg\/PBjqrqj0a5O6lq\/G1qyCEIpeZYDUkt7Bdp66g4hQv8AaSeD92DGwQ8YUT42uedSNUw\/DOSpVW5L7JlPNN+LEQCUrCQkkBKleYji4uO9u+K4Z1pM3IdbmOUxKmqVWZCJDLKFiwfKylTZBva+0W+bhHri1LATV23GGUKCklJWhSDZSRcXSr17247eowwNSsiM1qmimrgOORAp0raYQdwNvJttzzzwOxIxzsNuZaW703UYxnw0mgSKXKBZSES31AJ3PSnPESU254\/ROcf7buekpkS48KvzooW1Vo5krjI3OOFTiQrxXCNpTZQCQBY9h6qOIq+uMwZDbNKqbe\/4cw0tuPIG9BuuyrmwFnHUJJV2DgBtfDvZlO1SsVWfHVIdZOyMl5PACgsJUsXNtu7yJFjysH9U4+uZy6hLQS82jt06q5RHpbUNlanW4sRl11KgSq6DcuEqKgSNxV23c\/rE9vKlqnUqlO1GPlGEhaEeMnw3nXJEiOFFSzs5sQg+huVW4sbY2ptbU4tuLEdiR4UNvwoa5lkNhSNhNvEtvWEpUpNxY8E8AE61Uhqq8x6E7T6rDqPhtLbixmQ6i3hhaRvaO4oUF2WEpHf7yQDK9uJKbeWKnHl15pbgU0vwCl27hLyVKUFg2FtvJII2njaB6kyPJnuUppmd4qH0hKbFpCgAk8i1yb\/eMNV+JmOjQnKjURKfQHEtqLsB2ORuUkfaWbLsVgAkenF7EYXXpjdaorvxMVynMQylJQ4tPcetyBYm9rYSnZ1T2ilx5UqNVDI2dWfharNZRMSbEKTZJPve10n54z4GpOXnQ3lHOYfgIN0xp8CPMSj+TuW3vKfvUT87YiDNeTaq7tnZZrCJCVIIT4SgfN3PIJHNvvwwKjm3U7LlQQ2y7UGA1cixCiockA3BPPyPpj4yToRlSb5QG4maXfr\/AKqZ8+6W5i1Z+rv4cuUaVFpMj4hhmLTyyAuxBUrzHdx6cDjkdsOafHGRcqlhyYEvvFKGgqxUAO6lA8C\/YfccQxB1h1OkEwZDj9kjcCtoGxPa\/n59b\/hzzhUreb3HssuVKprccmJUkPRT5kJ+19naBuSQkHkEi5\/DxPIXDkGyXZLDHGfBbjO+i99E4UvVnXeiaWqhhTKK\/wDWVXJuhHwFPeLynvS4UpDbYHe74vcDEz9S+bv4WakSwy8lbEJXhIsq4BHH9mNDoYodPpaNTtdp9NQ0\/ToDOX6aoqNkeKlL8gpue5\/i4N+Rt+fLYotDq2pWemaFSUFc6tzVNp4vtuSpSz8kpClE+yTjzX5ZDHA3d24TvgSNklbVXeoPkiHKD2xqVPHRfpMmv16TqfWYviQ6QsxqcFg7VSrDe4PfYk2B91H1HF10322Nr4QskZSpORMrU3KdEYS3DpzCWkWHK1d1LPupSiVE+pJOF44nqGmFHAIxv1WWcV31\/EV0krHfLs0dmjb77lfC3AhBW4QAkXJPoPfHOPqP1Ud1S1DkyYkkqodIKoVNF\/IUA\/pHfvWoHn9lKRiz3V7qw5knJIyjRpZarOYgprchVlsxRYOr+W4HYD8yR2xSTKOVKxnPMtOytQGkrmVKQlloG4Qgd1LV6hKUgqJ9gcQ97qjI4UkZ3Ov9AtL+F9iZTQyX+sGAAeTPQD5nf0H1Un6B9OVR1li1OsTao5SaVBJjx5CWQtUiRa6kgEjypBTc35vYWscRnnHKdYyPmio5TrqEom018srKRZKx3StN+6VAgj78dNcgZLpeQcp0zKdHRaNTmQ2F2sp1fdSz8yok4gTrO0gbrVDb1Po0a86jthqopQOXYt7hZ+aCT\/NUr2GPlVaGspGuaPMNSlrD8SJa\/iB0E5xTyHlYD+XoD\/1dfXCpXwexvgJA5OC23ykWtxbBit9cLas7qf8AommORtU686QQhvLTzhSPUiQxb+388ODWHTCj62SZ2omkvgQc80slFTpfCEVhCf3B4AcK\/W7H0IbnSGtNKOomeZakJYp9KYhJUr0UsqWof\/AjENStcqnlrUF7NNEmKadS7vLaFkJWm\/qPXG7fDHhyovFFJJTu5ZG6tPQ+h91zN8SpY23aoq86t5Rj6Be9FrzFSbWlTa2ZMdamZLDvlWy4k2UhSe4IIIIOFdKx7q\/PD7zJRtMepZmFn\/KWe6ZkLPCgEVUyGiuPUEgfaWgFNnBx5+bjg34ITP8ANnzELkdS+TL9\/wDwVf8Aixe3Xf8ADfwK+NzZBoRyk\/Y41CoLpKaoYHA4JTcQ6E8kK\/E49kP3+yD8+b4cCOmjNNro6l8mm3p8Iv8AxY24HS1nmqSW4VM6iMqSpLps2yxT3FLX9wCicNJb1Sgcxa4D\/Kf2UNUUkEhw0ptJkEdzbHqlwd\/N79+MO+sdI2pGXFIbrfUHlKG4sEpbehLCyPcArvb54Sv83TMyAFHqXycOLn+KL4\/+PDP+1KaZvMxriP8AKf2UHUWhrjgEZSUH78FX5Y36ZVHKfJRIjvKStJ4IUeMev+QKvJ4V1OZJH3xF\/wCPGBoVW08f5z2R\/wD3Vf8AjwzlrYXjl5Xf9p\/ZQ83Dc5IdHjI9VL0hrKnUPlA5LzkUN1tlGynz1Ablrt5UqP7XoD69u\/egGs2luZNJM1SMv5ijrSkOEsPAWS4B7H7sWupmjuZ6ZIEmP1QZJKkEFI+EX3+\/fhC6u8w0jO+W8m6aR8zQc25ybWGZdRhtBCVkk2sASeAQLk3Nr8Xti7\/De\/1ttuIoo2uNO\/OQQfJjXmB2x3XqttUkkHNUgeINiOo7FRh0caTIz\/nh3NuYVpZy9l1Cpkt50WbSlsbiSfkBfFWetvqLma\/atVGsxXVt0KB\/3NoUTsmLAbPksP2nDucUT6rt2SkC3HWDnWD0u9OFJ6ecsSUMZlzhFTNzE42fO3TySAySOR4q0kG\/dCFi1lY5fyX3ZbypDxutZKicUL4icVO4ou7pIz\/CZ5Wj23P1VssltbbqYDHmOp\/ZSh0x6EVvqO1joWmNIdMZiW6ZFUnBNxBgN2U88QeCQnhI9VKSOxx0X16120+cr9L6c9PlM02k5cZRSoTBSFsr2tlCUn0Ub9wR5r+pVyxNGsuQOh3pCmak15CE6k6qsJcjNlJDkGmlIMdkd\/MolTqiLX3oT+pctToZ0qhZpzTXuo3VqUGsrZUadqkuU+klPkBWogclR44SLkmwAJOHXCFJDaqWS\/Vg+XRg9e68XelFzYaPmIB3wpc6jc2UvpB6bF5Do1QQM9amNOF9bd0uRab2dVcWKEruGkDi432+wccpKjMdqEpyS6olSlH8B6YmTqv13qmverVbzlOC2GJDvhQ4ylA\/Cw0GzDPH7KeTb9ZSjzfH10jdM2YeqbVlrT+krei06LEenVWehPEVlCbINyCNynChIBHqfY2otyuE10qX1lQcuccqUpadlJE2CMaNGFCrX6JwBXobEY7zfR0ZzZ1R6V8h1GYUyqnlJt7Lj7h+0hEdVmPyYLIv7g44PVSnzqPUpNJqkV2NNhPrjyGHRtW06hRStCh6EKBBGOnv0NWriadD1K00mO38GKxmWGxvupSUHwZFh7DdHvb9rDIDJwE7jkdGeZp9PunJ1d9E\/ULDqlT1AyZmiqan0J55yY9TpCkoqkUKVuUUtthLb9rmxQlKrC21R5NJI8tp912OAtD7SlJcZWkpcbUDYpUk8gg8EHt647CZk1kk6cvw9Q6CoT8h1iQI05okqTTJilWHmHLaFngfqhfFvMnCJqt06dOPWDAcq6UnL+cVs7mazTdjczfbjxU22SUdgQoXtwCnvgcC08p3Xkgg4K5OWKkkWt9+Izzd\/wDaSX96P+gMWi156VdaumwuVDO1HFXyughCMyUxtSoqQTZPjp+0wTwPP5b8BR4vW5nLOZtRtQBlbIWX6hmCs1BxKY0GnsKeeX5EkqskeVIvdSjYJAuSBj4via5O1BWfsp9cShoN046zdReYvqbSbK8iVHjqAm1h8KZgQjx9t+1t9jcITdZHNrXOLt9On0VlIoEFGpPVtX4keHGAfGW40rw2G+xvLk3F+ePDbsDxdRvtxOGdurCgZSXR9AekrJUByr1B5NOpSI8cNxo5IN3A2B5UpF1qWvsEkkHAhPvpy6T6toXpqxkqu6+Zll1FySudKMNcZqM24tCElDKXmlr2DZ3KuSSbC9sGGBmTqm076dpzemub66jMuY47CJVaqsgb1SZrl\/EIBPlQLAJT6JCRgxJss9a9oc2M4KE18tP0d+FGlU95ZadaC1BCyFBIG1W5JsQUm9wQCOeEkEYVqhUEnxIchW8FF2UMIUFKSLXIufMbHkJPHF73viR9XdGZcGoSNRsgUwyZCnfHqtHaSAuRxZUiMokWfAKiUm4cuQNqid0RvvLrtHNSplTckspWVObEq3tLSeSWzyNqknc0obwQoAgpsavUUrqZ2HahW6nq2VjQ5p1TC1CyfBzIh9stqkypkZ2AgPN2PhWLtlWHB3sNjcfRPqTzCVPzBXsn196l1Gc47SJTHgIdLKRuI2qaAtzcgFXy2n2sLNhxmShhbclZEza0t1A3JK\/TeFWVtV6WUAQoWuFDDE1A0yarNNL9GVGjPIcu80lSVAISldiAT5SSoAD0JuSbG6TMYwV7laWnnZumfTs2x6SzKqcOmOSH0rSHah4yVlKPECAQknyjcrcoXvtBubkWUqFUV1urR4UeWhtTcn4qQTHQtLQBSSApKb7\/ACJsong2JHAxDn1fWaY4+VQ34zcNl2JIjXAPN+OTbkguD02jcffGHM4OLcepcSU9DMhQiqQpxQSpS0cm3BUkJIUbm1rfh9EOPlX1taD8+6sca1Q82Q1UGRXA60uTtC21ELcWCBsSq25YPJ3W7nsbc5qlBaRGFDp9L2MlCFsKZsFKYJO+1wCpSTY2Iv2JtfiJcuZljlC6jl55TCkJTGUS95wo7rqB5KVFtQ7elrc9pXoWZoFRj034qa647EC3FLB5a3BCArm9kkBw2Pc8E2wnI3TBUhRyeYPavDL1Pp5aXGVKLrzCiH3dikEDcri49QL8jjGhVMj1SqPqdaqa2UcpUHVNrSoH1sU8ffhdp1UorTcyL8DLitMOqUlXC1uX8282SLC97XPoe2NgZhioiMhnxqgtxAWtbaRuv6FTRNz63scRrtDorE14xlR3JydOo7Zlv1uM6xt8rS4JBX6eVwKPHPbafliPs0Pvx0kRZanPhlhZcbcStCE2PCkkhWw29j2GJqq9ZhVmDUKaxSExkx2S4qQhfhpQpNj9gpungccm54xB9dg1yv1qLlmgxDOq1aeTTab4gKFqfcOxpQSO6QVbVH04se+PcDOd4ymtfMIqdzyVa3S9r+B\/QrRJjccRJGdKjOq6kjgraXIUhhRPrdhto3+eHb0c1rTDKlVreYs55jp9NrAbRGhme4lpKWVcr2KVxuJCQR3ske+PHqdhR8jZYyZpVRoxZpmWKTFp7KRfaEstJbTye\/2e\/riuoFzcD8seK2r\/AA9aHYzyjCuHCvDwu3CxpXyFhmOSW74znH16rpyNcdHAL\/5T8s3t2+s2v8WE2v8AUbo3QaY7UVZ9pE0tpJDEGQJDqz7BKCT+J4xzZ3H3OAkkWJvhR1\/lxgMGU0Z8ILe1wLqhxGewH0ynXqpqBUdUM9VHONR3p+KV4UVgquGIySfDbH3XJPuVKPriYOjiuaYZWq9dzDnTMtPp1WS23HgfHOpaQlk3LikrVYFRIAt6AfPFc\/S3pjJJPJPzxFQ1joqj8Q4BxznVX+58PU9faTZ4nGOPAHl7Doe+eq6cDXHRsWV\/lOyyDa3+6bX+LHhP1l0SqEKRCmaj5WfjPtKaeaXUWVBaFCxSQVcg+2OZ1z7nAST3N7YlXcQSu\/IFn4+EFE05FS\/T0H7pWzjGy\/DzZV4mUpi5VFamOpgurBupncdvfk2HAJ5Nr+uEOXIREYW44QNqSbnHr2ufzOF7SnT53V\/UWNldVxl+khNRzJNIs2xDSSfCJ7bnSChI\/wBY9knETBC6rnDIxuVpFwr4bFbzNM7RjdzucDH3P808cz1V\/R3o9ih9Pg1rUSSqqKbJ2uIjKFmb+vLaUq\/n4qZk6BmXOdbZolHhPSpc1YQlKQVEX\/sxNnUxnipdQesbeUsnMKkQKcoQoLTI8tk2HbsAAP3YsXp3pzk7pOyairVxmNPzxPYC2WlWIjA\/rq9QBbgDknjtc46w4YkdwhZ4qWFuZ5Nmjf3PoOpXJla6p4irXAAufI7OPf8AYLUyN056SaOZfhSNWnn6hXZjQcVFZVYsoN+Tc8fj8\/wdCW+lYEEZcqPfj9Mi\/wD0sQBnDO9YzhVpFTqUtx5x5zetS1G6j2\/ssB6ADCGl1R\/WOJN3DlXWfx6+of4jt8HAHoB6K2R8CQQQhsg1VpG19LqCFDL9R+4upt\/0sPHLGqmheSorkfK9EdgKeTtW+2Gy8oe24qJ\/DtimCFn3OPVCz6E4ZVXCLJ28kkz3DsXaKMm4TpoXZY3VWlqlT6cq5NeqVYp9YmypCtzjzz4WpR+8qwnqpvS259qhVHn\/AIVP+LFcErUe98eqXPS+EncPPY0NbO\/T\/mUJPw9HGSeT9FYNzLPSm9y5l2of8qkf\/NjzOTuk1X\/m3Uf+XT\/ixAyXQPlj5mVSNTYq5cxxKGkC5Kjb\/t64Yy2ORmpnf91DzUTovlaPsp4k5c6R6awuVKoU1lptJJWt9Nh9\/nxuDR3QDS+gudVJZkQaJS6auoCPMTtU5zZoJBv5nFFIR33b02vcYaPTtoCrUipQNRtVmXI2XNyXaHQ3RtVUz3D7yTz4PYpT+tcE+XhUEfS1dTjdVrMXp9ynOH1dl9SJVZSwsBDk7afDZNuCGkquR2C1D9ZHFMuF9qqNzqainfgggku0I7JtHSB55pmjTbRUM6gNXMwa06mVzPmY5KnJtWlqfcG7ytj7LbSPZCG0oQkeyfniVugHp0p2uWsAr+dWP+8TIrQrNfWo7UPqTcsRST2Di0+YeqErAsSDitFOgVCtVSNS6dGdlTZ76I7DSElS3XVqCUpA9SSQMdKtYnKT0Q9LNF6e8svNIzvmlsVPNkptV1LlOJG5G79htIDaR\/JJ7qJMHabc+51bKZnU6+3Up5K\/kYSVGPUfqRmHqv6g2spZXKnKe3KTT4LLIuhCEqsVADgYfnXHqJQtAtIqF0j5BkgS2mWqlmx5ogBTpSFR4ht3P++rHp+i73Ntro2yjQ9ANKMydXWp0APLgsqaoUR5QCpstQPhNpJ7bl9z6JCj2GKC6r6g5g1JztVc3ZmqC5lRqclyTJdNwFOrUSqwubAdgPQADFq40uzHOjtNLpHEMadSmtHDjMjtymjvdff3ElTjh59ycdg+mlGWegLSzKGVM0QGUag6lymZ1fbcADsVCh+hjq9R4aFG4\/bWvFPPo49B6dnPP07XjUCKhORdMAmoOreSPDl1MDcwwL8HbYOK9rIBtuGGr1HdQdZ1b1xkZ8VMdDEGb\/ERu4S2ldwR+AxFcMWL+2JnOf8AI0H740S08vhgYXj9Itp2xp51bZ1ECOGoGZH0ZkigCwIlp8Ry3p\/pS5jH0e2oh066psly5D6m4FbkOZfqACgErYmILQ3X9Eu+Ev8AmDE1\/ST0M530q0Y6hYTYeTNp7uWqm8kDal9CQ9HB9ypPxH4NjFE8vVeXQq3CrEFzw5UGQ3Kjq\/ZdQoKQfwIxXaiJ1PK6M7tJCWa7mGQusGWtXKfo71D5w6c9Vx8VkvNz7jbaXzZLYcPFr9ubEEdiAcK8uPmrQ7Or2TJ9RXIjACbQp6Sds2Go+RYPotI8qgOxHsQTB30j8eNmqnaadQ+WXFpYzXQ4NRQ8E2KVutJXz7KBNiPQ4knpr1Np3Vro8nSvMdVZjag5RQZOX5q1AKdKU\/6FRPPhr+yfY7VdxY2662oVlujulMNcDm9+6RbMRIWvVqdPeo+NUIv1Bn2ImfCktFlxTqUrKkKFilQPDiSDyDz9+EWuao9LfSnDqs3SbItCj1utK+JlJp7AZutQBSHHLEpQBYhtHHyHfFc6PUpDwdiTYzkWoQHFxZbLh87bqCQpJ+YIIxXDWWZKf1GrKX3nHG0LY2AqJsPAb7YpacJ+689Xue9THH3KhWFNwG7rbYbXtYbTY\/ZR7j3PPzxLOieTm+mDRub1CZ9bKtRc5RC3Q4b\/AAumwFi6TY8h12+5RI4TsSAPNui\/o80Lo+pNfmau6mQ0HTjJLniOIkJHg1WoIspMex4W2jhTg7HypN7kY9+pLWmdq\/nOVUFyFfAsOKbjtX8oSDxx+OH9vpzPMCRoFZOG7I671GXjyN3VVdQn6pnHN1QzJW5Snpk10uOKWSTck8XwYclRQhUtZCEn8MGNOjucrGhrQMBXN3CsHMcbLu2kq7H14xFOp2ibddlS83ZIfYpeYXmyH2lqUmHUyB5Q\/tSVNrO1IDqQSBa6VgBOE3\/PT6Tv\/wBQGTP+ckYD1q9J1v8Ax\/5L\/GpIxmsgjlGHLJ4nvhdzM0Vf8x06b8fJoc2myKTUEpLz9Nk7UraUTuU4NhKHUFSzdSCUlX611XSnyKpV2WI8Vc20qMla98eQva+gDy8iw5vcKKbG1rIuFJl7UPqI6KNRYDUav645MU\/EdL8GazUkIkwnSLFbLndBIuk+ikkpUCkkYrhXNZ9CaPWPqao6x5Vr0Re5+HWIcpKlXA5S43z4K7D0JQvcbAfYEBVUJidlh0VipLiyUYk0K9c\/04ZjjpmtKdhraQhUwM7VrcbQg2USnlSwAEhNym3beCRiv2b6Ohhp6Yh5kquppTjxF7DylRVbdZKTbkXITza+JNzFrxozUYoVTs60pLjYWGUyZbYcSD3G5tRFj7lSTa1wecQrmfN2S6tUn5FOzlSkKlqCnVrqLYbJ27SpQ3XvYW4Bw3Zzt3CcS+E8eUhIDlYqtCfUukuqdbSUOL3ktoWNybIvyTcAAgj1I9Th+jW+hvTRVWHPqqSWBdtCiC0sWX4YWRZSSq3NiOTcemNLLMLSGpOtt5p1WpDPjAsNoaqrLbLdxbfvUVFNgSSShPrt3Ksky1G6fugOoRWjXOriGzI+04iJUY3goJ7pTvQVW+Z5w5ZEJxgjCYGolojlrgfTKa6dc4klLJRUFtPSS54YDtm1+UWsL2Sb3FiO9rY05GrFJCw2uWpxtLqk70uJShI9VA35N\/SwxJNN6dvoz4yUpqHVOZg3lSwK\/GZCwbXFkt8du45x56zZM+jZyfoxmiVpjnCk13NaIJRSW\/4UyHnDIUsJSsNoWlKtoUpViLcY8G1NOpKex8TTsGoH3TEc1OplXQ00quNyENqSH3lBBcaF7XJIBI7+o7HCBmWcmLWIUyg1mS1MpBDzU+KtTbqHgseGthQN0hAQLKFtwWPYYhWiZqy4lDjdRrbCitZdUpax5lqJKjf2vyR6k3txh0R9QMpw4yYzWZIKBbzpDiSFcWHrYG3cj8zh3SW2KE8xdlNa6\/S1zDHgAK7mnfWtk3PtEayd1S0N5cmO2Go+aqVF8XxbWt8Swgbm1W53t7kqsSQj1fcnQDKeoFIXmnQvPdKzNASN60RZKVrav+qtN9yFd+FAHjHNORnrLAVtjZjjhKCq36Tk3JNr3uB92FHK2p0PK1VazNlfUh\/LVejkeFOpU5Udzw+LoUpB86bjlCrpItx6DzWWumq9xr3S9j4tutgw2lkJaDnlOyt7mDI+assPrj1qjyWFIUQbpJHGEH347cHHzkj6TmRHLGX9caNQ8+0ZRQ29UogaiVFtJ4UvaP0TxA52nw7\/ALQxJGYs69F+dKUzmrT\/AKgct0gyAVGBV3jEfbPqlTbgBH7we4JxWKuxSw6xHPotjsPxToa0iO4t8N3fdv8Aoo5wYSqnnzSqnvlpjVzKExFyAtipoOEpWq+mKPtagUE\/6kxJxEOpJwfkP2V+j4htUoyyoYf+oJ1YyeBckAe5wxpetmlsVClHONPdKewadCsbWQs5ae6mVJSK9rXlHIeX2DaTNqM9Cpro9UsRh5if5S9qeeN3bC0NvqJXcrWn7JnX8W2e3xmSSdpx0Byf0TsodIzPqDmZnImndPNQrclPmKjZiI0e7zyx9hCfU+vYAmww\/tcdSModNGm7mhGl9Z+sa7UVF7MNZ2gLlPlICjwfKkDypTfgD15OGbqH1laH6L5PlaY9ME1h9c4lVSzC474kmc4BYLW4RzwTZPCU34A5xTOoZ+g1moPVOq5gRIfkLK1rW5c3Pzxs\/A3C9HRPbV1z25HQkLCOK+LJuJZME8sI2b39SrqdAeacpUfPNUOYajEjVeTGX9XzJaQUNvEHao89rkH8MSdmzp\/6js71WRWKprFpc+5LV4ilqqUq6vQf+Tm3AAA7AAAdsc44WeqJDcDsetstLT9laHLKH44crGtpSkJXnZxITYACSe3541GanglqjWUta2NzgB+U4A7Z2VKpr3WWdznUmMnrgFXaPSXrok2Oq2lf\/OUr\/q2AdKeuA76s6VD\/APs5X\/VsUil62uLT+izq9f8A40f78I0rWCa4Dszq+Pf+NK5wSQ1I3ugP\/b+6WdxrepPmP6K\/A6WtbE99XNKf+c5X\/VsZHS\/rUO+rulH\/ADlKP\/8Amxz1e1WqSh5c5yb\/APGlY0XtUq0bbM4yvn\/GlYaOjqM5\/tIf+P7pB3FFzk0cujQ6YtZhydX9J\/8AnGT\/ANXx9jpq1lAt\/le0n\/5xk\/8AVsc13NTK8sk\/wvmfhKV\/fjxVqTmA\/wDnbO\/96P8AfhB0M5\/\/AGQ\/8f3SLr5Wv+YLpgnpt1jB\/wDG\/pMn5ipSf+rY26dpZlHS55zPnUbqplXMMKjgPU+g0R5brcyQDcF9TiUFSRx+jCSCTybcHmArUbMBFjmycf8A2k\/341JOc581xtydXX5Ph8hLr5UL\/cThB9v8fyT3AOb1Ggz9cprJXzSjDguuWYepibkTRjMPVDn+S3Dfm3puSqQ4bF2S4CGjt9gm7ivZKT62vxszlmifm\/ME6vVKUuRJmyXZLzzitynXXFFS3FH1KlEkn54vpl7rp6fc0aeZcybrnovSM2ryuwWYSpiStDe4JCylPYE7Rc9+Bg\/zpvo\/r\/8A3Ssq2\/4pjPq+2VEs7iwN5QdBzDb7ryyQBuqa30cGjdCprld6tdToLf8AB3T8KTQUyUXRIq+3cHQFcK8EbVAjstST3TfDbocHOHWl1Pqce8aRHlTt61G6ktRwrt8u2NvqN6zsrZ\/07p2j2kOT4eS8nU9a1op0BIbautZWqyRwLqUpR73JJwyukfqij9NmenczO0xuoxpTJYeb3WVtII4P44tlho22mglm52+O4YA5hp+qbTOMjgMaKTPpENfqHKrFO6c9MpzQyrp038G8qOobZlTIs86bcKS2LNpB53Bw8gpOKY5QylmLPuaqVkzKVLdqNYrctqDBitfadecUEpT7AXPJPAFybAYvy\/1X9A8x9yXN6T8tPyH1Fx1xyNvU4sm6lKJJJJJJJONui9bnR\/p5OGa9LemnLtCzNEQ4IFQjxglyOpaSkqSfQ2JH4n3xSTaauV3O8jJOp5h+6diRoGi2uq\/MlD6WNB8t9Ien1QQ7PaY+JzHOj8fEzHLF1d+9iq4Tf9VKR6YoCojlRJVY35PJw4tTtTqjqhnOo5zzBOLsuoOlwgquGwf1R8sNX4yLbl4fLGvWQUFoo207ZW83XUbqPlDnuzhdAMop\/wAvH0bmfMnFJfq2R1s16Im29aTHVde0el2lPJ+5RxzhRdDiSeADfFnek\/qnp\/T7VavErtHbreX8wRVw6hBdPkdbWkpUkj2IJH44m9PVT9H+AB\/mj5WHH\/5QYzriK2Ga4Plp3NLXa7jf7p3A4NjAPRfWSFf5bvo0V0kuiRVNLqvJiI\/WUmK4v4hoG\/Nh4q0j5IGKh6V6lZh0nztTc5ZdlLjyae8FqCTbePUH8L4tdnLro0JoumWY9P8AQvRelZRGZkhM5URGxLhAISojsSLnnFHVTY61KUp5N1kk2xa+FnMpKB9NWvaBnbI2SE4LnczQut2bapRNZchQep\/TqN4koMNs5zgRyCralISJhSO5QAAs\/sgE9icViVprX9euoVzT\/J3hpXUnWHps1abs0+CllvxpC\/TypvZN\/MspTxe+GH0UdVqdAc8mDX56XMpVe7FQjum7YQoWVcWsRY84sVn\/AKi+mLp609zi5015yj17NOfZG6RICwpyBECbNRUfsoQCe3KieeyQKPc7MyO4eDTvBY86HI0Tpkh5ckapM6suoPKWRKJS+mfRx8s5dysyIshaFed9zkrWoj7SlLJUo+pUTirgzp4ybJWbW5J5JOIdqFfdqtQfqk2cpyTJWXHFqNyVE4+49fDRsuRcffi+wW+2UsAjZK3I31G6n7LxHJbv4YGApbNYS4d+\/vgxHDeZ4gQLzAD94wY+8tH\/APK37hXRvGMWNlH9zjO4++MYMY8syRc4zvPHA4xjBgQs7z8sG44xgwIX0FkWtxb9+MFZPoMYwYELO4\/LBvINx3xjBgX3KzvV2wbifQYxgwL4shRHbBvNrcW+7GMGBC+g4oduL4xuOMYMCFncT35+\/AVk+g\/LGMGBCzvV+0cZ3qsB7dsfODAhfW9WMbz7D8sYwYEIuffBuPvgwYELO44ConGMGBCL84LnBgwIRc4zu+QxjBgQs7r+gwbja1hjGDAhZ3fIYNxxjBgQs7j34wbj684xgwIRfGdxtbGMGBCzuPyxi5+X5YMGBCzvVa3pgKyTc2xjBgyhZ3Hj5YNx+X5YxgwZQslRPe35YNxvewxjBgQs7jg3n5fljGDH3KEYMGDHxCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEIwYMGBCMGDBgQjBgwYEL\/2Q==\" width=\"305px\" alt=\"average transaction fee\"\/><\/p>\n<p><p>Bitcoin is a decentralized software and network, which means that no centralized organization or government controls or supports this blockchain. This level of familiarity can be enough when you want to calculate the Bitcoin fee. After the exclusion of the transaction fee and the processing fee, you will get the final amount.<\/p>\n<\/p>\n<p><h2>What is a Bitcoin Cash Price Calculator?<\/h2>\n<\/p>\n<p><p>The fees shown at the historic charts and tables are in US dollars per transaction and in satoshis per byte. Once your transaction is included in a Bitcoin block and thus obtains the first confirmation, you will need to wait approximately 10 minutes for each additional confirmation. These are the estimated fees you should use depending on how fast you would like to obtain the first confirmation for a typical transaction. Another important factor when investing in crypto is diversification.<\/p>\n<\/p>\n<div style='border: grey dashed 1px;padding: 13px;'>\n<h3>How Does Bitcoin Mining Work? \u2013 Forbes Advisor &#8211; Forbes<\/h3>\n<p>How Does Bitcoin Mining Work? \u2013 Forbes Advisor.<\/p>\n<p>Posted: Fri, 22 Jul 2022 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiR2h0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbnZlc3RpbmcvY3J5cHRvY3VycmVuY3kvYml0Y29pbi1taW5pbmcv0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>In essence, <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> combines the scarcity of bitcoin with the flexibility of quick cash transactions. Bitcoin cryptocurrency is anunsupported digital currency and economic system. In traditional economics concepts, to create a currency such as the US dollar, a backing such as gold or the country\u2019s assets must be introduced as the guarantee of the value of money. Bitcoin innovates economic concepts introduces an unsupported digital currencybased on Internet and blockchain technologies. As you can see in the image below, the cost of each transaction in the Bitcoin blockchain can range from a minimum of $1 to a maximum of $300 and can be averaged from on-chain data providers. Start calculating gas fees for the biggest networks at different transaction speeds in your own local currency for a variety of transcations.<\/p>\n<\/p>\n<p><p>Don&#8217;t succumb to FOMO and buy into a <a href=\"https:\/\/www.beaxy.com\/exchange\/eth-usd\/\">blockchain fee calculator<\/a> that has just skyrocketed in price because of hype; this is a surefire way to lose money quickly! Stay away from hype-driven coins and focus on projects with real-world use cases instead. Testnet \u2013 short for test network \u2013 is an alternative LTO blockchain, to be used for testing.<\/p>\n<\/p>\n<ul>\n<li>The gas fees can be significantly high in the case of large contracts.<\/li>\n<li>In essence, BCH combines the scarcity of bitcoin with the flexibility of quick cash transactions.<\/li>\n<li>As you saw at the beginning of this article, we used the CryptoQuant platform to get the bitcoin transaction fee chart, which provided users with free access to this information.<\/li>\n<li>Just select the amount of blocks within which you&#8217;d like to have your transaction confirmed.<\/li>\n<li>Apart from the gas fees, you must also take note of the other costs for minting NFTs.<\/li>\n<\/ul>\n<p><p>Therefore, in order for Bitcoin to keep its security, a fee market must develop as a financial supplement for miners. The base fee can go as low as 25 nAVAX and as high as 1000 nAVAX after AP4.Please note that the maximum gas price is not capped by the static gas price of AP2 . If you don\u2019t migrate to use the built-in dynamic fee endpoints prior to AP4 activation, it is possible that the processing of your transactions will be delayed . EIP-1559 added complexity to the Ethereum gas fee marketplace compared to the previous first-priced auction system. Users now have to factor in a multitude of variables including base fee, priority fee, and max fee. Visit the Blocknative blog to view our guide to EIP-1559\u2019s impact on gas fee calculations.<\/p>\n<\/p>\n<p><h2>Historic daily average Bitcoin transaction fees (in dollars per transaction)<\/h2>\n<\/p>\n<p><p>With the aim ofPeer to Peer payment, Bitcoin has succeeded in developing its own blockchain andeconomic model of earning money through the bitcoin mining process. Bitcoin has also become a popular online currency among Internet users and many financial market investors. Network validators need to stake BNB to become validators, and after successfully validating a block, they will also receive the transaction fees of the transactions in that block. Note, you need ETH in your wallet to pay transaction fees, if you send tokens without ETH in your account, the network will notify you that you do not have the required transaction fees. There is a high fee and a low fee depending on network activity. While high fees may hinder widespread blockchain adoption, very low fees may raise concerns about safety and security.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 12px;'>\n<h3>eToro vs. Coinbase \u2013 Forbes Advisor &#8211; Forbes<\/h3>\n<p>eToro vs. Coinbase \u2013 Forbes Advisor.<\/p>\n<p>Posted: Wed, 04 Jan 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiSmh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbnZlc3RpbmcvY3J5cHRvY3VycmVuY3kvZXRvcm8tdnMtY29pbmJhc2Uv0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Our tools are based on the principles of earn (\ud83d\udcb0), learn (\ud83d\udcd6), and meet (\ud83d\udcac). The Anti-Fraud &#038; Collusion workstream of GitcoinDAO has a sub-stream called Grant Verifications. The community members &#038; stewards review each grant, then approve or deny it based on the policy outlined below. Pick a common transaction type or enter a custom amount of gas used. When making a Bitcoin transaction, recipients usually require somewhere between 2 and 6 confirmations to consider the transaction as valid.<\/p>\n<\/p>\n<p><p>The  fee limit or gas limit points to the maximum amount of gas you want to spend for a specific transaction. A higher gas limit points out that your transaction would have priority over other transactions with lower gas limits. The flexibility for setting a gas fee limit can help in ensuring that you can exercise a certain level of control over the transaction costs. The foremost blockchain network preferred for NFT development is Ethereum.<\/p>\n<\/p>\n<ul>\n<li>The search for cheapest Non-fungible tokens gas fees is an expected phenomenon for every NFT creator.<\/li>\n<li>The gas fee limit or gas limit points to the maximum amount of gas you want to spend for a specific transaction.<\/li>\n<li>To prevent this from happening, the Bitcoin transfer fee must be adequate.<\/li>\n<li>The explosive growth in popularity of Solana has pointed out the possibilities for challenging the dominance of Ethereum on NFT development.<\/li>\n<\/ul>\n<p><p>At the same time, NFT developers can also choose different NFT marketplaces for optimizing the overall minting cost. Some artists could try reducing the overall price of their NFTs to facilitate compensation for gas costs during periods of spikes in gas prices. On the other hand, buyers could perceive that low-priced NFTs have limited value. While gas fees are completely unrelated to the actual value of NFTs, they can exceed the total cost of the NFTs in some cases. Therefore, new artists and NFT developers would encounter significant difficulties with their projects due to higher gas fees.<\/p>\n<\/p>\n<p><p>If the exchange rate is satisfactory, click Buy Now to explore our Instant Buy services BTC and buy bitcoin cash. If the exchange rate is satisfactory to you, click Buy Now to explore our Instant Buy services and buy bitcoin cash. At DigitalMint, we pride ourselves on the transparency of our pricing, basing it only upon well-published public market pricing.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>How much is blockchain sending fee?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>When you send any cryptocurrency to Blockchain.com, we do not charge any fees, but as with all crypto transactions &#8211; you do have to pay a fee to the mining network.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>The transaction fee you pay will only affect the time you have to wait until the first confirmation. These things<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[103],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v20.2.1 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>How to Calculate Bitcoin Transfer Fee - Aishwarya Cottons<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/aishwaryacottons.com\/index.php\/2023\/01\/12\/how-to-calculate-bitcoin-transfer-fee\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"How to Calculate Bitcoin Transfer Fee - Aishwarya Cottons\" \/>\n<meta property=\"og:description\" content=\"The transaction fee you pay will only affect the time you have to wait until the first confirmation. 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