XinFin Offers Alternative Solution to Ethereum's Slow Transaction Speed

3 months ago

XinFin along with other projects such as TRON, DOT works as an alternative solution to frustrating Ethereum’s (ETH) slow transaction speeds. XinFin is an enterprise-ready hybrid Blockchain technology firm optimized for international trade and finance. XDC is the native token of the XinFin network. 

According to CoinGecko, the XDC price is $0.0516, at the time of writing.

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdQAAAEQCAYAAAAJXoXOAAABYWlDQ1BrQ0dDb2xvclNwYWNlRGlzcGxheVAzAAAokWNgYFJJLCjIYWFgYMjNKykKcndSiIiMUmB/yMAOhLwMYgwKicnFBY4BAT5AJQwwGhV8u8bACKIv64LMOiU1tUm1XsDXYqbw1YuvRJsw1aMArpTU4mQg/QeIU5MLikoYGBhTgGzl8pICELsDyBYpAjoKyJ4DYqdD2BtA7CQI+whYTUiQM5B9A8hWSM5IBJrB+API1klCEk9HYkPtBQFul8zigpzESoUAYwKuJQOUpFaUgGjn/ILKosz0jBIFR2AopSp45iXr6SgYGRiaMzCAwhyi+nMgOCwZxc4gxJrvMzDY7v////9uhJjXfgaGjUCdXDsRYhoWDAyC3AwMJ3YWJBYlgoWYgZgpLY2B4dNyBgbeSAYG4QtAPdHFacZGYHlGHicGBtZ7//9/VmNgYJ/MwPB3wv//vxf9//93MVDzHQaGA3kAFSFl7jXH0fsAAAA4ZVhJZk1NACoAAAAIAAGHaQAEAAAAAQAAABoAAAAAAAKgAgAEAAAAAQAAAdSgAwAEAAAAAQAAARAAAAAAp1G/XwAAQABJREFUeAHsvXd8HEl2JvhQVagqeEsQBEAAJAh6EvSeTdeGzW7OtNFYjWZmNSuz0p5O2p/uj7u91d1pne5WJ+knaVcnaVoa9fTMtDdsTzabngQ9SIAWJAjvSYJw5VH3fVFIsADCo0gkwYjuYiWyMiNffBEZX7wXL15EBZFEJ42ARkAjoBHQCGgEJoSAZUJ365s1AhoBjYBGQCOgEVAIRJRQqewGAoE+aP3+gAR6evr+flgHPXiGoWjz2zg2nse/e3qGV8T5+8D7jPvH+x167sMv/3jl0/dpBDQCGgGNQOQQsEUiK5fLLV6fV8BIcuXqdVmzeqVYLBYcX5XExERJTU0RV7dLEhLiJSYmRpqbW8QWbRO73S7t99ohQpT6ze/3i8frlZSUZPF4POJxeyQ5OUmio6OHFJMEXlNbJ/Hx8ZKelip37tzFvV6ZNi2t776mpmbx+Xwyc2bOoPnwufUNjRLjdOC+aYNeY5x0Q6Y7d+9KECQeExsjqSkpxk8PfN+GLJ0dnZIGWRLi4h74nSf4bOJHbLq7uxXx2+3RCptBb4jQSTfw7YBsyUmJCqfW1tsSGxuLT8yQT6Csd++2SRTqNikxAfK6xO12SzLqy4G6NBLxb2trU2Vg/bW13RMv6pXHPp9fOjs7Ud4EPNemZGDdORyh+5kncUhDXXJAwnujoqJUm2D+zOcuzsVBVrYx5sW6ZTsjhkzEnbKmod1xsMVy8je2N573en1oh06FO3/vwvOYB8vAtnoHZWT9Mk8n2oROGgGNgEZgNAhY/08k40KXy6XIjp0WO7HGxmZ0Rh3o7ByqEyIR+kFg7ISam5tVx2az2uTrA4fl08++lPT0dPm7/+81mVtYoO45ffqs3Gtrl1OnzsrxEyclKysTHZRT/q//9Gdy/dpNdHip8tkX++SNX7ypOtDyGxXy1jvv4dkW4b3vvrdHFsyfpzpTEllLS6siM6fDKe3tIblIhMeLT0l9fYPqQKtraqXs0mV01nbxoeNk53yx9DI+lxTpJoIIurq65fbt24pISMhXrpVL8YnTYrFaJCcnW1rxWzOexU7+Xnu7tLbeUR0xO+E6POett9+TTz79Ah1ukiKkuyCPKPxHou0J9KDjjpYWENTx48Vy61a1yoODBJ7js5kP829uaZHaujo5faZE5hTMksNHjsvNW5WQwyY2m1UNDogF77HZbCp/OwYXJAjWCeuoAzi03r6jyILk09JyW2FM4rt9544iDcpnBfmQUIxUdumq/P0//pNkz8gSh9Muf/4Xf6NIinIyPz6PGJNQ7mHQY7FY8XenfLTnU4UlHq1wP3O2RPLyciURBGmk6poa+XLvfjl1+pzkzsyWd9/fI5evXEFduFV7+mjPZ5C7XZwgxV+9+a5qBxkZ6er2CxcvydvvfiirVy2X6uo6efeDPYqcc3NnShvkaLt7T/bg/rqGBkW4Z8+VyFtvvS9xcbEoh0OiIfeX+74GlscUDiRP5kcyz8iYJg0NTXL+wgXJmpEpR4+dkCa06RPFJ+Wdd97HuC5K4f7BR59KLQZpCSD69PQ0o1j6WyOgEdAIDItAH6GSJKuqakFo70vJhVLpCfbIm2+9K+wwOWrv6uyW9z/4WJGVFxoIO8LLl69Bo/RJxa1bUlx8WpYWLZEzZ86BOFoUeThAaueQ15UrV2XWrDyZPWuW+r2yqkY6uzrlRz/8vtIqDxw6LN//7rfRyU1X5HsHBEbiu3z5qqxbtwpaYzo65Gsgsc/VM30wJZOkC0HcJHKSWFnZZWi7HZDHo8hfdfjHT6JjrFUEd+XKdblx46YijSNHT0jxqTPooNsUWe376gDK1yXz588VKzrk/fsPyknkDwVJ9qFzvnHzllyF5r1kyUIl70yQLsnqe995VT746BO5cLFMYfTZ519KY1MTNDirwuNiaRmuT5MO5H0bJMXnVNyqUvJ8/sVXipBIxNQKqZnxGspNEj1//gI6/GJpQH43btySaJDhz994UzKnZ0D20zJ/3lw1WDhw8IiU36yQADA5c/a8wgW3A5e9cquyWo4hj3qQD4ljAcpnpEZo7UeOHpeU5GRoaC48r0QWL16kyHTPx5/hsqCcwblk/M4BUw6IMRVkm501Qw1s7mLwQPKldpkLzT8+/r4GzoHI0iWLFKk6nTHQYl3y4ovPA9dD8tJLuxXpXbteLmvWrJRr12+ogVZm5nQlmhWDGra/VSuXy8cYtGD0JnPnzlGDOLaBxYsXSGZmplzANcuWLpGNG9ZKVXWNLEPbKy29IjOQD7GhlskyL1w4H4OWBkmEnKHB0h2prKqWgoLZCq/Zs/JB3iulAYPHH/7guxjEfSSrViyX3S/uVIMWQ3M2cNPfGgGNgEZgKAT65lCpqbW2tsLUFZRrV6/JJWgwcbFxSkO5eu260qTY8Z8CEVELtFitsnTpYnT6x6UIHdvixQtBmHlKS1y6ZLEi0evlN+QqOkF2yrdBkv/405/J/oOHJCc7C5pKF4gmpPEsXDBfZoBML4F4aTp+5dVvyqZN69F5Zyp5KHw7NOVp0zJk29bNUlJyQWnIJPYGaKh2EPfmjRvQMc+QSyR5mDOpDVITTIUWTO2Wsq5dswqa8ikpPnlaZuXnKaKiiXrHti0yZ85spYVeBDnGwTy787kdikhr6+rlpW+8AO2sHYOALqUV0aTJAYgy0YLM2ZnT3EzTdH19oxw8eFTyoFFt2rheSBCNjY3QNttAyIukYPYspa1TxjXoyFcsL1Id/f6vD8p0aFAJCYkgwio5dPiYZAITapo0Vx48dEQR2RFoVVYQNom3uqYOhNssu3c9B024SlIhw47tW4DjNVWX39i9S7pd3bJr53OqPjhIosmTyeGIljmzZ6s6uA5yKyyco7Szru4uRfBXr5YreT7/Yl+fhs0yN7W0ig957Ni+VTasX4dBWLWcgPWhHVozf2eyQ3s+hwHB8mVLUfcJiphsaC/UItuhRVM7Z5tJTkpSZbPiNyNNx4AhZGaNUhoyzfQcXPCe9WtX4xlBZY1YuHCBajOnMYAj6ZGQN6xfI0kwYdOqQNP/drQVPpPaKbV5JmrqnNdne1cjJpzjNEMgQFOwFwOsLjVo4bXa3EsUdNIIaARGi0AfodI0RrPoNZBnMuYF40EqadCuqJ2SKKj9VFZVqXklzoNmZGRIQmK8xKLDio+PVR03zY28h9plQnyCmmNcuDBksmXHRu1mJUb/JE12aJxnuwLy/ubuFxQRvfvuR8r0S82nvPwmSLNVmV85l0bS5N/XcX4OtAs+g1omO2OaRynbvY52yc+bqTRAakY0FzOfuvp6pV2RmFie3NwcZQ7eDNLmPBsHDOyEaRKdkZmhiJIa7XTMp+ZkZ4Ng4qCNpSgyJbAkSWVyReecnJyofqsBudXW1ivtixobzdNV0MSJHecLWf5pMB9SBhJiPWTivOV0PC8lJUlpU8SS+SUkxKnBCedWV61cpj5XgdOuXc8qLZvlqoT2SUKnhkmTdhJIg+bfaxjEZM+YoQYXcRgAUZtmftQkSZIVFVWqbRBTmlE5bxoDM3wecCPZXoTJlSZemnypqdHiQI2PRMS5aJp8aeanZaKxsUkNWDhoOX36jDKjM/Pr0DqpuZMcSWa8r+TCRUlJTZajMIOXlFzEb9OUNk/TaiUGECQzppuwBvD6GlgWCucUqLbCNkXMee4azPMcfDhgVqe8ly5dwUBlsdKQK2Aup9n7l2++E6orkCinKWiZaICsvJ74ciB2DIMADoySQOo2W2994vrly5bJgYOH1ZRDbW2Dkkn/oxHQCGgERoNAFDpW5f7KkT811AZoU9TQOCdGL134viry8MD55B46bHa0Kegk2QGyM6aWyc6RHWFKcooa6bPz5nlqBSTfe/fuqc5+7txCpTWSCOg4QoKhNkaCYCdOs2ocyJkaLZ2YOJdJEqaWcgImZZoC10FLWbxovtLcqLWwwyYRshNOghNJenoqiMalHFbYubJwiSAUB+Zd6cTihybCcrWgo02flqa08HJ0uCzvDMyrUaulCZH3UpvshLmWDjKcc+U3CZIaL02eJAxqkCwjtTM6R5HEpk+frjR6zknzOICOnPfxw4EEzej7DxyU/NxclC1bnnt2h7o3AwTO6uA1zI9mWZpSqdFzYEAcODjInTlTPZ+krrRGlIXESYLu6OxQcnOAQHMziZ1zh9RmS2EWXwGtkc/kvCwdilifTMyHx5xv7cZv1PTobPRf/uufyx//u/9JEY+qIww+6KzDAQ3bAD8k85Oon3VrV6nycl67AZq6E1jmY361CfPtxIIE3gTTKp9BbZz1xjlpYs5BEv+mxsu5ZVojMmDqp5WD2j/nMjlgiwaR1lTXqnrPBi7Mi+WklkpiTsN1JF0OEjgwo6n8FoiWbaMA89QsI3HlYIB5ci6V7YHYZWJww8QBFt+HmTk5KPf9uWH1o/5HI6AR0AgMgUAfoQ7xu2lO0/RKjaJgdr5pZBqvILdv35WT0OjY6dMZaSjv4/HmP9R9nKPloGC0iZ7AFy+WKq9temIPlWgyJTnTqhFuvh3qen1eI6AR0AhMRQQeG0Il+NSiqGVOhaTm7aAZDbdMZSqUU5dBI6AR0Ag8KQj0efmywDRflmFOipogzWU08dEEzLnAapgzacaluZOOPFxf6fX5YMa0wYu0KaSZwMRLUy7X9dHr1u1xwWTarTQXOhXRcYVziZzLqqkJme1oqiW5cC6toqJSLeGgKZnzXJdhenN73MqES82H3q+cE+M8JE2BzM8PGWjKpPmXZtpUzNMZpMtlHvQmpUmW5lE6AtHzlSZrmq/5G9eRGloVza0sG82YfIbhyHIL8440nVK7u1lxS5kUuWYR/K7Mg9Q06cBCM2IQmhzn967C7Mgy81k0t16CxzKX5dC0zHk/PovzuZx3pfZNT2Y8WLyNDeK7i2U6mA/mdxDnrJjDhTD92iTnV2mapIzElMkLD2fWX7TVroia881cs8nn0MxOr1fDVEscaf7k/XRAs8NJiXlyHp1LkFgHfr8P3tXXlUk1KiqIOg3JTZM+E03jNB2HL5lhe6GDVFpqmiovy3kP3tdXgXVsrFPVA9sQnYZYT7U19crki8vQtlxqnpdLsxLwDAN/zhezbSTAzEyzsJG8zZgXhendGodrewdaga4O8dbWiA1LmgIwf7srKiSI9mZBHXkb6qUH7coKTdoPk3gP2pYFUwE+eFJ7aqrpsSQ9OO+prpIATNQWzMP74Qnuvw2skpKlBw5bXtSxFdhEoT1SZpqsOSjiEiM6rRE3Jq5j9bdimdmd27g3yRBZvE0NyPMe5Eu8/1zWA65wQwYL2qkF/gIBvGs9kCEKf/tQTm9DnTrva2oUL8z+QbR7CzDyQtYg8KJMPkzZ+FqaxYYpEya+x3fgjc4lZEYb53nm7SFG8HNgOZiYn7sKS7bsXI4l4qq4IQG0X2sM3kXgFkRb4DMCwCzQfk/h1oM25a2FzDFon6y/WzdVfdhQTz1oS5TFivcoiHKwbFYncEN/YSR6W9PBkaZ3453lM/k8K2Uz6hT16MH8uQ0Oe6wD960K1J1H1aOnrlaCvcc9aFfEVmGBKRpfC+oK+QQhM2VjuVkXPvVbCKceOO0p3FHXFkzJ6KQRmAgCfYRKUvty3375AEtj2PlybpNLGujdSrMfl3zMxxzoG794W3W89GL9m7/9e+E81p/+xz9T5JSTk4Xf38IcVw08My9iycsaLK95R27hxfnww0+UV2fA58e7F5T/+//5K+VtyTWdnIv86Ws/U3OHxcWn0Gk65Yu9XynnFq5b/ZfXf9kXQOF//P1P1bzZocNHJR2dNklh/9eHhEtWVq4swtxchno5OQdG8tu774BabrMeHqBffPmV/Jc/+39lxYpl8vrPfyUVKON1EN9K/M1EMj2GpTYkpfRpqeqZdJriekWubaXZcy+W0WRiXpTOTFwiw/W1dMLhPCXLwnlDEiyJ+4sv9qFs02TPJ5+pOchp6elqiU3xyTNShQ6Gy2mO43lqHhGdMoNR3Hn7l9L23lvSdfyIdB4+INbUdHHkz+rrXCgnO+5Dh46puVguieFcL4lmz57PUaZKRfhtqDcOakpL4bWMjvcyPKgPHDiilqpwDeonWG7E8xzQlIJEKytrQHbRKsABMSNZHMXyIs5/l166hMFWu3oeyY11zsHBOdQxiY+EHUpBOYv5YXr4csDEZUi0KnDgcu5ciVrWQq9mrs99590PENzDrkzfdNK6ouZm49WcNQdIdITiXDKxfw9rUdk+v0Y905vXDYcoB4jKXX5dXPiwI7SlwJQNUmg7sF96QPLuGpAiyMSPAUV0xnSQjl+6LpWJH0Riwbx0d+lFRWjR0zOlHThHoc6igXUP8vCjw3VdLAHZWMRVVip+LPHygDjV+auXJAjGsaPtBYDRf/iT/ySbsHTnwOFjchLe4/l5eYpcY93dcu/YEZBSpyIme2amuCtviesGBokgK1SodJ0/AzKKkej0aSDDFkWO7qtXxI61wR2ni0GkjWLDb13nz0I+XIfBH/PzNNaJB3kF7pI0WsR9/aqIza7yCz0PDnZ43k0MJuigVVgwG28cfCRg8neApFynToTIF+Rsn5kLhvVLRzHOoT17gVsP8PWUXxVHdq4iLi8GfF0lZ8WGevaC2LrOnBZnQYEiZRKd+9plRe6dZ0+LY2aeIufuixfEffOGImLXjZvia6wXDoDsmTMkCu8sl2K9j3rlSgI6RHJ6IRFE3nn2DAYMdRIFj/Ro+BSQJDuLi9VAhEROog+CrG1whOP72H35ErC4KRYOKFC33agvR85MhSeP0YhCgwO8DzYoCRx8tJ84qgZbAdSzG2umfRis+DDQcWTn9A0wehu0/tIIjAmB+/ZT9KB0RqEDCT0iqXlw8T3XHnKOj6RXiPWAnRhBspPtwfWhqEQeEFiUWh96DB0ltSRqJHexAD8GncALu3bKL0DC9NBcuGCuHAUBtWIO8Zlntsv/9u//VHnRkgQ5mn7uuafhGDRD/vlffq46ZK4xXLt6JbRVTyiaDTSNu9BsqDlz+YsF3r35WP7CjjsRziNcSmGMxCkTvUS5HIZOLreg4VArY3moPVLj3PnsdmFggFCkHL/SFBlQIAPE1gQMmEpKytSSm3Vr1yhioLcr72lubkX+s2X9utVKHi4Byc7KgvewV2mBsSBW4kTtwI5RP9dN0uGGzkU7d+4A8U+XvQh+QO/alSuKpBFafhDE4ly4NKTdYJQehc4mdtHiB15yBnYgmb/w/LNKk6ZDDeviNiwM27ZuAQYWrJ/dL+vWrJaioiIQfrla2kM1KIBlPjNnZqk65cDpbttdVWeXr1xW2HH9ZyK8t+nkA76Aw9TTKjhFyYULsnv3TkmF09cNrHvtUO2gXV2rgFL/RMlaOI3R+awNZWdifXBZFD2q29Ehsn3VoIOePRtLdqDVUSum5+/NGxX4vVM5MVFzIRHzN67XXQ4S3r7tKTXQ++Wv3kZghovirasRZ1YO8FmkiICavBcEwc46fuVqkA2DbMABDTgqjRUaZtyiJYIKUWTmgPc2Gi4gCaIdwWsZWo/3dovY4QzlyMtHPtGqHkhoMXPnKdIQr1tilxQh7zsg7S41qOCAZt/XB7HuuFi9P5cxADuP9tEDZyk72nLM3LmqcycWJAonCCx23gKl9cJDThEjNUtHVrbELS1SlgkSviNvNsNo4Rk2tXTMS60MGrwDjmwWyGbH9bRmxC1bLjYQT9eZk2LPnilxi5dAw6vl41CvjFgVelfpNHj63AVpu3VLaZeJ6zZAm7ytyI/aqf8OLD/r1it8ArdbQdxdiois0Hbjly0L4YHBsHP2HIUxRsMSg4Een+dHPUJQkFQXcCR5NuAaq8QsWCgutCvxgSzXb5QgBiZB9A9MDPaxevUqeXrHFmXd2YdBXA+sMpjYkfjly8UH/AKof2qrcPGXxLUbVJ3yXpabFgUbrD1xqA88XA2EODgisdIqYoUFIAhtNthD7T1etRFPDcgfONpnAGvc57pUqq6JX7VaEa0fAw6dNAITQaCPUNl5MtHDll6TVdXVSluh5kMt0Piwg6S3Kv8maXGUSI/MHdu3yocffawasy0aaw7jY7BsxonfYQTFdSRMmvK+/a2XZW7vmk/eTzOskV88THd8Hker1DAZXo4eoHwmP3wmQ9e9/M0X5fd+5yfyZ3/258ocTc9arnNkFKHwRKJkYIYfI4AEgxiwcyEZVVTcQn4WeNDSg5NGWvyLETE1IprvKAPNy0w+dDY0GfM8n/G7v/ObsgtE9sWXe/FrFPKqUhovza4MXWjgRfMwl8vQfMoAFt/73rfl8y/3QdNC54LzjKbkR1kcIFveC6WHQkj8mrXinL8QGodNErY9g1F6yPO0BZ3uP/z0Z/Lf/+6n0DQPq2UsJD4SNuuOsrMs8cjLBhzYmVLmmBiEzsMF1ASIJTGkuVqVE+a3jevXqjWhLAvLeR6dbhaIgCboEEZxyvRKT1iawYkxsfK4GWoSZl9MB/zzz95QkZYuXChTzy2HOf75nc8oSwHNtqHlLVcV2V69dgMWjzK1fphWjhXLlymZWFfUWlj3DFLB+mfH6IJJLhZmx1jIRpKdWzhHngG5UuMMotOmKRf9qUrUPhhUg9omEzvhpB1PKyLzkyTa29T1JE24/yrNlvckPf2cJGzeIt3nzqg6cEOLdMwhcaA9AS8rzMJ4OIobpcgoVFl4AMpP7Toa11lBfByscIC1fesm8cK8iEoOycK6ZaJ8eG4U6pwaavKzz0vihs3SdfYU4VfaVuzyFaoMFtQVr2H5krduV2ZMD6wPNL36QejUBCkHzdJKTuARhedZUOcqM/VARH5Cm+Xacq6B3vXMNkmwQ07gSs2Y+fPdVAll4Tm2ezsGFKnffFkRp/9OK7TqcpB1jmqLVj4PZUCB1UCvG1p//Oq14oDmmf7KtyAntH9op8p0zXpgu8QzlJwYwLCN41EYfHSp95smcnp4/+D731Le8JTdgvqmuVe9EhhUqGPIFvRhsLpmnaTufkk8FTAvY4BGLKxo887c/JBMMJFTNuIWnQbNH1qxs7BQUl96BURfB4JugGzASdUpJMFDLDBFc3AV7IUiBIj+VyMwdgT6TL7skK/C5Mnwf1yCwY6Q844073EZCuffGIiAUYa2PrVJli1bAjPrXrWulPd8Y/fzMOldVloFI9JQw5sHzZFm0OegCVKzJMEcgwmPmscHH34sf/SHv6/C7VH7PV9SooIxMDDCqy99AwEEmhEU4roiYgdeDq4xpNmSkW3YeTVB6+zGCJSyMOQf5/PWrl0pez7+XHUgNMH+xV/8tdRBG6Icy9Fx0yRNkzK1Y5oub0LTopctTdMkbM4Rf4UoSVxak4j5GpIh52RPwkTLOVtqWiUgDcpCmblMg4RNEzKJlHhwXpdvaXV1rdRjPpHLfq5g/ecVBFvgshz+TbMxwyKuXLVMzkCbYYhHRvQhiXFOi9o/589SXtit5u5YrSSUIgSnoHmaRMTy0uxN8zI1ds7hUutmEAR28uxAGU2KgwcGySCRHTp8RC256YT1gbKyc+Ng6OTps2oea8WyImVqZwAFBr44eOhoaD4UWml29gzZ/9VBRdxbNm9UJMlBFwNmcCnTWiyZYZSi//bf/krJT/xvKqtAszIBM6ITgzmw/FwKxDpjmbkWefGihUp2BlcoQOdKrBikgeuLORA7gGAg1MAZEYvRsU6dvSBL5hcqky/NqNSa3NcwDwytkyZTmi4tmCcNwvOYZscoDF6Ia8fhg8r8a8Gg0Q3NyV1ZIVaYUb0gKpJVNAaSHMB0w8SatHmr0t5obuW8nQ3aD7WybphXnSAcaogk+M8+3yc//tGvK1O1B3N1au4f9b0IZes4WQwZMBcLkgliwBDEIM6LeUqaVSkrNVZPdaXYkbcPmpir7KIo7RidvQukxOus0KzVPTD/xhbOU/fQ5BxTMAda3D2Ye68pjTmmaAXuvwBNE2EoIZsdFhAu7WKkLM5P8j0ohal/JgYkUSg3zc4sK03GQZAo55tdyIumVgue6bp0Ub1HQZhcXaUwf6N9UQN0Q15XyTmx4t4unPeC2KIzs4BRN8ytF5WJ2JGbp+b/Kbdz7jwMZNohJ0zz0BodID5aBDj4+Gr/AeWTwXfxGCxOa1atUPXlrkJkMMoGi4MVy7d89dAsy8th5oWZHXJ6Uedsu/yt7ZOPxTFrlsLYi+tcIHgr5nD9GIB6MYgiwdOawHlxzuvGLl4Cc/8F8QEnB8zzfM88wIIDgNh5CxV5833TSSMwHgT6vHypDdApiWTBdYZcP0izHjUZvy+gnIOodTU2wbEFmgo7xRo41HAukfOsdCygEw7Xj9oxAmQMW86tUaMh+TCIOcemJFMnGi8dU9hJc00gr2GoOBIagyJMQ17UJKsYSAIvN+PBUi7mPW8eOlLcy/lRkj3XKDJvajZcM/rxJ18istEumDSzlfZEJykLOiB23tQKOV/J8H3soGl+pMZDMmSiJlVeXqHkpvMOTaIM6MB1jBzJEhPOLVNLngfzN8mfJj9qbiQQOhix8yJpcADC53FOjeZuRuDhvCA7Yc65EssMyFFTU6tIg+ZjwwmHc3YBdAjsGKOAzWCJZaUJmXOKfCbnmlmHJNAs4ELTNufAiTUHEjQ1c2DEdbq8lmZVWiNYl8QiLz9XaQw0Zav1m9Beufa2rr4J64QLldxcr0vzPImfdcU5VmoXJDkmaq7lCJNIgmewCsZqpgbUCfMh16ZSE5+Lazl4oWWCoPqgcXG5DacZqOkxtjFl/bVfe0lp4awTykrZiRGjHHFDBUbFooMQVFVFkpxfI/n4O9sxd9oG0yoCVcCESKcl4kgNk/N/UNlAnOlKuwmwraI8PSBemoztOdg8ASZC4h+dhEAeGGT6bregYQRUHiQGduic86Q2yMSAHly/yvrowb0sE2XMAM5eDApJwtSIA9C0SaycKwVT4Vym+t14LjUtykqTNed8OSjAhSFnKGBAbdSeDrm7OkBI0LBY36pMmBNGW40m8TJvDEDsmENk4twk10bzPea7yAEyg3BYkIfCBdf5MVigBo7sxQ1nJzv8A6il0qxqw7pymm5pku4hPpjS6EFeAbRlmlR5UwCmfbZRGzDlnKQF7SkaxOfHVEIAuKqy4xmcz1YmWcjNxLbKd5gDEL7HdOriO0unIn4cmZkhpzFoxAEX7kf/wEEIn63IEPPM0C8x6KjBYMmi5lQpYwADtGjWqc+nSJ7z0T0wOfvYz2BAQIclL5yV0PCU1s369GHKxM73CM/SSSMwEQT6CHUimZjlXnbSJFYu4tfp4SNQCS2ZJkUGnohUopcxB0nU5o0BRqTy1vloBDQCGoGHicCUItSHCZTOWyOgEdAIaAQ0AsMh0LcojCYYmk5DprjhbtG/aQQ0AhoBjYBG4OEiQAsVecnMidMoXJdvWNP6CJVzfB988AHmTENu50Yhwgtk3GT89jh/G+Uya5koHz+Uz8wysg2YVb7xtE8Dd85LT6X0OLR34m3WtmR2/MbbVs1aLspFfxP6W5g1sa3Sz+aVV15RpEo5+wiVsVivXbsmP/nJT9RSEaMQLBjHCPQoN2tjN2Qdy7fZK8yQjx27WXFng6dsZpVvLO3BuNbA3cwvsiHrWL7pxW/mtmR23JV86Au5Dn0qJZaLyWzvMOWiAyudYs2auNzztddeg5Ms4phDS2XqI1S+bFnw4uOCe500AhoBjYBGQCMwmQjQS50rJcycyJnh1qw+QqXQoeAA/cXnEgCOFjgyM9sopr+kY/uLZeKSDI4yzJgoH4NKUD6z4s72QtnCG5QZsRyLTGZvF2MpS/i1bOusK7Nq3mbHndYY9oXRWNY0lZJZ32G2B2p+YyPUIJbzYQkclqUFEMxktCkU2wTL0tDXxsSElsON9t6BnDm1WsdoUdDXaQQ0AhoBjcCUQqATZMpofHGI0MfoYPzPgjXV/OZAsm+KChOYvI6R4AxlgHtWt3d0Q4FhRL7xz9uOSKjjmTOg7Zth/jIQGH489w+sZTpMMdBDKBze+Asbni9H62bVTsPl1McaAY2ARkAjMDICPpAiQ6/6EMiD4SqpcZI32Ncz/jjXyzP4EC1/hQgteqviFuKf31Xku2jRfLU5CKPUTSQNS6gnEbqOwcMZdJ3BEhh1pQGRgSjg7hd3qQhG7yPINaMcrV69UgV5pzCnEcqOIfD+4A/+jXyKXU0YzacAc7Nf7N0nK5YtlRPFp1U0poUL5qkdbloQnWf16hWy87mn+6IWMR+GJ2xDVBxGNrqB4N4/+fFvSGxc/0lqbpr909deFycmr1chyDxJl6HMuhC55nzJRZmRlYkwcAsRTP8EIjZlqrCK3CaMkY0YNvD3f++31U4ohJHXz2LEoDhsi4WoK3PnzVHh+77x4vOIKnR/Cy7KppNGQCOgEdAIPFoEGGXuCMLXPr1jqwrByqdzIxduWJKbNws8FY/tPK8jVLdDZoJAP8PmGjMQyYyaKKPkkRs4/cHQr+QxhqItKMBuTCBSbkX6OUKJbtq4TvEXo+B9Y/cL6PtHHyhoWJe1+PhY+dnrv5TXX/8FSCYGMVkhNOLI5iJE2z/84z+prdGOIlboiy/uVEKzcNx/s+zyFQTHDwVV57Zd3OmF7sVnz5xX24YxUP3iRQskOycbZLdAhZvbuGFdP42R25+dPHVGzpw5p/YuZUD1P0dsXpIeC28khsC7hjihqSA8buN2DTvJNCAkIOPkkmyXLF4Ie3pAxdbdumWjiiF7CoRPYH/11vuK8MsxeilBvtzK7CnEBl66ZCG2cSuWP/k//jOCwI/Vjm9INrFvelUPWzkTyz4id1PGqZamYpmMOjJ72cwsn5llM+p3PN9mLhcJLzwxjGwdSI47iKkd0cApTNyHmnHoGUubifG/+SFxMiQoQ+q2ILwkY8mnIgobt5DkjmdZCH2bn5+vFEFuWMKn0VuX20RybpTharkF5lhSn4ZKkjLUXQpigc15NgLHV1VjY19MxHMLNyyQUPFeF0Cz/HDPJ9ir8riKv0lV2iA5bhTO+LQ/+PXvKTmYl/EbSZXboDGo/F/85d/In/zJ/yopCD7PxbGMnWsAyMIcPHRYxR2lWdaFANbZ2ZkKAAa/XwQypjpPJwHawhk3l/uYMqYq/yYy3LmGe5Myzm43TNAMJs/A9/xRrW+CnZzbph04eBhbqOWqfT0pF4P/M9A/YxS/995H8ofQsrkLC8vxKBMxowkjGo3KwOVRPn80zzKrQ8NoZB/qGuLOujYr5kPJPdJ5o0zWsMHoSPc8yt8N3AH8o3zsqJ9lOCWZU7pRF+OBC836DrM9MGY7uYdzmuQBWg1hMFWmW/IMtUzBRkG5uTnYvzqtr2ysKwe8gx3Y0IGbhux6/hmhEsW9q8ldjCnODVCotfI6Oj6F5lKjlCWy7NIlyUFcae57fQGK3FhSH6HyJqOx0P7MgPKXsNE2A5JXg4yuqJ1fECsXhaTmyCDby4qWyt6v9mNv0GZxYTuvbJhXb92qUjugzEdAdSYG2qed+saNCrWhNLcQ+6M//Lfyx//L/45zNzEiSFA2bWqR9VWNKlg6d1NhRZPgGICe+4k6Ebg6LS1N7e15G6ONZgTsLlqymFG2VaD5XbuelcOHjyHPWwjgjo2icZ4VwB1KGP2JAfZpuj2AHVRoQ+ekNe3mDPz/BfYl/da3XkIQ+WzZtnUzAsxXKk121arlMC8Uq11mErGzBSv5kSU8S21bhbowa+eOuJVKNso5ZVIY7lOmTCiIakscnJm1rkyOO/tGtnLT4jfOxmrWd5hykeToOGT0fyRXr88r1SBTbupBEy5/S0LfTBI1EvfUJkfdvFmpNio5gy0puZELN0HhDmbcopK7pXEak0pZ362oZE4xZoHHGrA/NdfAjsXcy+f3ESoFMwSnIxEF9Hp88uMf/7raXoyktGrVSmxFdl1tJUbNjbvIUPt7+50PZcuWTcq7iiRchHlSwxnpN37wXZiG98vps+flN5FXLEYH+746IC+/9KKsxnZNTZg/3bZtiyLqj/Z8qnY64Q4mP/7hr8szT29XI4RU7PhC7ZbznjYAfOjwcbUDCQmVO6bMwybO166XY5s4bNwNmRhCkdudbYQtfBruiQf4W57arIDnzijcD1SNatLTsBvMTOyOEy3LMTjg5umfYluzWOyI8cyO7Wrz74OHjyqtlwMMAGTU2UP/Jnn3sEHhY9TLQ3/oWB/AThCYhEZ3Y73ZnNcT92Av7uaUcHxSsUysK+O9HF8uD+8us+NuvPlmxW/cNWPSd5jtgXOaxk5gLB83zZiOnZhIlt+EFTG0M1q86tfp+0JLIlVY9ukkYnJGYUEBiLdRpuFe7mbUhN3SqBbRqkrP3y2bN/Texw2pGKhG0PdvhYX0mNqO9JWXd/PRo04YCEBypDvYXumNN96AI9Ef9LuZmh4b02g69WaYXo9i7nHbls2KGPtlNMIf3EKM86PcWzRlBAcgEjLnRunsNJHEoo+mXBN5xnjvpWx6Hep40Rv/fcSd5tGp5gHeZ/JFJ2LGZHbc2dnqdaiPruWwPdBDl1OBo00dWPbih6UzAb4/XC5DckU2fX186DiUG/Pn3xYsQuUxLaJt7d2Snpqozo32mX/9138tP/jBD5TFlvf0aahDZcCHkVRHoylRg3zlpbExuvFc7te4Y/sW489hv595etuwv4/mR5ZrKnacoym7vkYjoBHQCEw1BBISYhDYwQUi7gZB3jcBj1ROKlX8JMbHjIlMB8t3REId7CZ9TiOgEdAIaAQ0AuZCIEppp5Mp0xTyJplMGPWzNQIaAY2ARuBJR0AT6pPeAnT5NQIaAY2ARiAiCGhCjQiMOhONgEZAI6AReNIR0IT6pLcAXX6NgEZAI6ARiAgCmlAjAqPORCOgEdAIaASedAQ0oT7pLUCXXyOgEdAIaAQigoAm1IjAqDPRCGgENAIagScdAU2oT3oL0OXXCGgENAIagYggoAk1IjDqTDQCGgGNgEbgSUdAE+qT3gJ0+TUCGgGNgEYgIghoQo0IjDoTjYBGQCOgEXjSERgxli+C8QvDDAcQmT+Af+55gnK7q0fykm0Sa3/S4dPl1whoBDQCGgGNQAiBEQn1WnNADlV4pKG9R+50BcXjF2nv7pFXV8TIK0uc2CZHQ6kR0AhoBDQCGgGNwLCEih3O5NPLXqm645elOXZZlWuVafEWud7skyM3PfLsPIckOjSj6makEdAIaAQ0AhqBYedQ29zUSv2yeXa0bCmwS36KRWKjo2RJpk28PpGL9V6NoEZAI6AR0AhoBB4JAtzDuqOjQ20IbjyQ5+7daxduAu/1etUxf/P7A9Le3qE2EPf5/OqY17hcLunq6lK3ezwe7KHaqY7dbhxjU3Om8GN1YpT/DKuh1sPMK1BAk2Mt4oapF/IhBcVpi5IFINWvrntkfb5DrFpJHSXcY7tMwzo2vPTVGgGNwNRBgJt+h6dAICCVlVVyvuSirFu7RnJystTPN25USAnOrVq1Qlpab0tzc4usX79GWm/fkcuXr8jyoqXS7XLL1WvXZcWypVJf3yh329qQx2qprKqSurp62bBhnTCf+sYm2b5lE+67Ji23W2XHtqckKSkpXIxhj/sRapA2XiR+81PfFpAkpwVmXTgkgdmN5OuJkqIcm7xx2idVd/0yO8UKmn28klFGo8xmk97s8hEvAzvj22wYjkeexwH38ZaL95m1rsyOu9nlG0+bCG8PZmsXlIcEyg+J1WKxKM2zqroOBJco1TU1kp6eCq00KOU3KyR/Vp6cPHVWaZvz5s6RAwcOi93hkNmz8uWr/YdkxowMyc6eIYeOHJPCggKx2qxy6PAxSUxKkMTERPn8832SkZEuqSlJ8sXe/ZKQEC/Tp02Tc+dLZdvWTaOGt49QjQajQO4JSIenRyrveGVanIjdysLdJ1Rya4pTJAPzqQfLXTJ7TQx+H/UzTXEhy+uH0KwoM6YeyOcD0FG9DcqMMir80NjN9jJOBCvizpfYrO1ivGVjmdAzjff2h36f2d9HKhQ0F1pMjOF4Ksms7zDbgxfzih6PV2wgP7vdLi63WxVxwfz5SrNkm+7q7pZom00WLVwAzbNJUlNTpORCKcy9fpk3r1AWLpwvXx84IplRGbJowTw5f/6iIuLMzAzZ99UBpeXOnJkNMj4j8xcUSk52NrTdUimYlS8FBbPk9JnzY4K1j1CNUQDvtlit0todlLp7ImvgiGTD3/5g/5eRDWvFTLscKPfId5ZhbtXe//cxSTEJF7PC+LGibGZMFsqHF5jyDTR9mEne8HZjJrnGKwtxR8MwbbsYb7nY1llXZm3vZn8fiV3AxPiNt13wPjO+w2wPdnu0OJ3Q3HqpJQbHPVD2LsGMm56eLjW19dAuE8QN0iWJUqtcsXyJlJZdktUw/9LkW1Z2WaZlTJOAv0euXLkuKSDcBph1fT6f5IBI79y5q4h69uxZ0tjQLB63T2ZB262DWZiDaxL0WFIfoYbfhFcPptwe6fYGJSPBiox7y4QGZSSuS52TbpOTVT75/KpXfq0IBX/MEhsSP2ZNhnxmldHs8o23Xo1yjfd+M95nlMmsbYmYGTJq/B4dAgbmZmwXtBJZwtZlJicnydzCOdBOq2UOtMfm5laJi42RoiWL1Lnly5eiDYk8/9zTsmjRAqmoqJTGpmZ58fln5O7de9Lc0iLPPr1VqmE29vt9smD+PLmFvLq6utU9FRW3xAtHoWee3ibl5TegHftkWdHiMVXGoIRKIq3E3GiCM0pi4NXr8QdVwQZSj9USlMVZNjld7ZWXsCbVZk7r6ZgA0RdrBDQCGgGNgPkQIMHm5c1UZlpaWkiwTMnJyTIzJ1ts0TZldUxNTVXn58yZra6Pjo6WtLRUyc+fCfOxTVKToXWCzJjfEhAvTfnMbxkclozjFcuK1JQgrx9LGpQC7yBwQ9XdgOTC2YiMP5TDETXXwnQr5luDUtqAdTQ6aQQ0AhoBjYBG4CEiMNi0BcmUaaCmTTI1kkGOFis13xD18Xojv/BjEp9xvXH/aL77EaqhgXK5TAfmf/NTbWBsMDlyMn4LzxQmZomzW2R2mlX2YwmNThoBjYBGQCOgEXhSEehPqL3aaCUiI9HUy6hIYc69Slulxhr+YQaLsSb1RktAbt7GYlWdNAIaAY2ARkAj8AQi8AChtiP4UXmLX/IQFSkaERuGMvcaWMEXVTKTbFKQYZXXT7lUAAjjN/2tEdAIaAQ0AhqBJwWB/oSKpTGt3SKtnT3KgzfASdIREq+wwTlpYz7WCcE1+fXTyEAnjYBGQCOgEdAIPGEI9BEq50gZSKDijogT5t6MRKw9xfxpuHl3KGzIu8kxFtlW6JSLcE764pp7RM12qLz0eY2ARkAjoBHQCDyOCPT5BFPTpJfTokx49frtcERCJCG6IvGH3g/JdagUgIcSvYLX5UXLl5c8kp1kRRD9+x5WQ92nz2sENAIaAY2ARmAqINCnobIwJMysWJHZ8O71MVKZOskfej/8e6gE0o0CqS6ZES25aTZ55xwi+mM9q04aAY2ARkAjoBF4EhDoR6hGgdXcKUjU4FHj2/h9qG9GT3JgJ5p1+dEIVShypsanTb9DgaXPawQ0AhoBjcCUQmBQQh1YwrHomX5MqKbGIQJFVrSU1vvkHvZU1ck8CHDQU97ql2KEjKy8HZCWrh5ljTCPhFoSjYBGQCPweCLQN4c6UHxqpUYyjoebQzWuJfkGwaG5yVY5Cw21ojUgK3JGxdtGFvr7ISJQfScgf32oS1zeHkmH41kK9rothIl+wyy7ZCboenqI0OusNQIagSmOwOA9qMGg4yg8b6WDUloc4gDD/FvW4Be3byw67jgeqm8ZFQKM0UwP7HhHlPzu5jjZCBJNxC5Be0pd8ullPec9KhD1RRoBjYBGYAgEBtVQDT7ld/jxEHk8cJohCa0ICjF/hlXKYPatuxctBdiZZiokDg0MTB6n8lDuEtTF+VqffG9ljKTGWiXJYZFlcCJLQ0Qsznc3dgSkANqqThoBjYBGQCMwdgQG1VDDiTQ8S2x2Nur/6CW8PAvLb9CTn8RuNK4poKXW3AvIf93bISWP4UYADCf5izPd8vQ8h+Ql25TJ14v57g6YfhdkRCsz/ZUmP+ZTSb06aQQ0AhoBjcBYERiUUJmJmi81mNX4HkPu1FKdMPkummGTi/V+aUb0pcc5tWNHndeOd0tNW4+8ddYlt7Ejz+OSsLG9vHfBJRnQRJfBWYzb8amEL9ZTHMy+s7DBwUVosO3u3t8el8JpOTUCGgGNgEkQGJJQ2a2GmzbDj0crO7WdRTApcg71KrQfegA/jolK2z8c60IkqaD8YHWM2GHOfuO067EpSnGtV640BeTZ+TFKZu5EH55YLwsRhKPxXo80dzw+A4XwMuhjjYBGQCMw2QgMSaiGYP2I1NBUR/nNjjoRDjCFGTYphtn3HraEexzTa8XdmAfukRcWOWU6PGG3Fjrkxm2ffHrl4W1ZRwuBHYGmRuNZPRymba6gvI0gG1vm2GUaZA+Fk4TpHhkbH+4olA2PXzorlTb67muww2Wsf9MIaAQ0Ao8YgYbGJvnksy/lzp22vifXNzTK+x98LHfu3pXKqmr58KNPpbOzUxoamuSjjz+T9vZ2qaqulT2ffCFt9+7JmbMl8vWBw+Lz+eTylWvyxZf7JRDwy8XSS/Lp53uV2e7CxVL5DMeB8O3W+p449MGQhBr+g0Gqo+RRpdmqa9FpswNfOTNamtqDUnXHXIEejHINDY/IuxfdUlLnl92LnZKO9bWcG56RaJGn5jjl88tuudT4cLasu+PqkfP1AXhMDyfd8L+1wSz9lwc7VZzl1bn2IedH+Yhoq8gCWBPouNQxynHCaPAbXkLz/ToVy2SgbPaymVk+M8tm1O94vs1cLg74w1MHSLKiolI8Ho9UVlaK1+vFB6R4+ao4nA45c+a8HDtWrDYMP3b8lJSWXZL4uHjZt/+QXLtWDgXFJocOHZOOjnZpa2uT48WnpLauXuXzFa6pra2XgD8gXx86KtUgYIsF02Ag1rGkfi6dPQiOTwL0+2GeZehBFIjngjARcofzgQUczYNIN2lOaEBJIp9fdcvcNJFYzNmNhviteD7KhGuDaqPz0TxvtNewTH5MLg7GVzYLtDeMKD657JUv8dm1MFqmxfaIGw48TKzmwpSg1KMs/1zcJT9e55SZiZAVP4S3gTbMR3aBnLph8l6A7e1syHOAtVXl1+8f5MFt894575ID13zy73ZEyapsm8Kg33VD/cH7MXddhaANf3vUg/nRHnl+nh0Nxa/ImbIPlrpQ33PTg3K8ogcBHzySZAfwI6QA8GObYNuYKkm1C2A11RLf6SjUkxXvsxnTcO+jGeRlPxggdiO+wGaQdvQysEzsE8z2DrNf7uruVv2pzRYtThBmZ2eXuN1uWbxogTQ2NYsbxOp2uVXftnzZUjl37oLcbWuXw4ePyquvvozf3bJxwzJ5/edvSkHBLFm1crl89NFnkp+/RtJS0+T4yVOyeOECyc/LhVb7Ca5dKxnT0uWzL/bJyhXLZGZONjTY66MHE1f2I1QLWMSKvtFqtQm7U5IDO0w2dis7TZ4YR6KWtX2uQ355xiN/edgtv7MxFg4yVpDkYHQWegAfVdcekFOI6LNxtl2mQzsc6nJeO9Z2zjLx6VZrf+KwgBXvInrQz+F4xDW0Oxc5ZB5M1rweAPSWPqhIa8Nsi+y77pW/POBSW9gFUFAr7ufHhxGDDcRIcusEsa6dFS2/vTYOzxy6zMw8Cveegnn8SlOPLMyyyBtn3Nh0IB7lt45wZ0g0yl9S55V/PO7CHrU22QFN2tjXtl9l95bE+GLJpuEZ2ckBOVvrx5yqHeuIgatxwRDfU5FQVXsf0C6GKP5jc5plUoRq0sHPUO+jWQBWygQ6moH9hVnkG7ccKBPffTMSqsOOPigm5PfB8hl14Ie253RQSQgouX293yTgxMR4+b3f+20pKSmVuPhYdY8d+ah7kYcNWioT/UjiYmLRr4cUxtjYWJiAoVUgxcbGQWvFABR8aOe82xhS/z4WyIbABchgLwuZCh00uYQdfQj6MeTeeynHxFz3+K/WxSKAQLf86Rdd8qO1sbIyJ1ppdYPl2O2DZ2qJS47d9ILYAvJvNsWhw39QE6Kmi7KLg/ONg2U0xDm+wBaMzsIbEgn7TJ1PfgWHIyfy+/VVMZKJuUU+Q2HRl1do4/V4h1V2L4qB0xVGr4p5QKTIhBq1HSMTG7iaWmkXNNtfYPP1D+Ld8vLiGFRUX0YPHDD4wsdlXlmQaZONeRb5sMwnrxW75I+3JwgeN2yi/AfKPfLWObesBoGvy3OogRFFG+aR9/PERcuyo2Ufgj90YqP5WDusEvd/feBIddIoTDiGD1z0mJ1Q7QKkM5XKxCpgecw8+BnsfTRb0+F7NNXahVnfYcrFwUv4ACYlJVn1w59+9oW88tI35MTJM7JgfqFY0dG+8cabsnXrU3Lz5i05fOS4rFheJHcxp/rLX70ra1avlKYmzKfu+VRWr1qhzLjdLo9s37YZ86nnpfTSVdmxfasUF5+UGzdv4vwm+frrI1J+46Z8c/fzY2qG/Qm191YFspENW5HxGa53Na4f5Ju3kWRisc/qd4pi1brUvz/aJdvnO0AwTrX/anjWJIZfnqUjUEB+b2ucHAZJ/M3hTvl9RPeZDs3WSCSqL6565GC5V/71+lgpwpKQsSSD2Gjm7vT0yLFbHtkDMluZG62iCEFcJfdwAwkSZjwCJBh5DUZdCWDCVxFM4S1svp6CfWO3FDgGHUiw3B+UesSHxkRis1p6MHcbK6+d6JZ3L3TL95bHDnlfG2Imv3/BLScrffLsArssBRYcCLHqRps8GKDNmWaTvZej5ArmhtMLsI44vGJGm5G+TiOgEdAIRBgBaqybNq5TZJmQEC95MNWScGmaXbdmlSQlJUrR0kVwQuqQtLRUNXXZ0dEpJGLOt7pgLk5KTJT58wrRTUdJXFyc5GRn4bqAxMfHIb8cpfUy76wZWdBYvdB4E8dUikEJVeXAjtT48MQEO1aSEokas26yId8uOdg79UMQwCUESfju8hgpREfOdaskgFKcK8Pn2flOyUdM4PRlDnkdWtp/P9ot/zNIlcH3W2GWfQNm2WvwSp0OLfKdEppGEZsWhDWaRAKkF3JzO4nUK0crMNmJh397OZ6Zis3VoXIGguEADJ8ryWuohPqSfOwP+8ISJ7TfbuUktByEOTBdbfbJmWoPPHIdKEeUeDD3GmsPysvLQvdxWz0OGmiW5zwvv2mlKKn3Ys4VLtQQl8t6spNC3rzDyTTw2cbfrIMFWTY5isHFEnzzOTSPcNCRAC9g7iakk0ZAI6ARmAwEoqOjQZyhvtOwFlgsNkWalIfnSKZMNtv98zT78sMUHx+vvvlPuEk5Nsy8HBPjxG9w/hljGpRQQ/ZmzLmEZRZ+HHZ6jIehXLwgq5kgmN/aEAftktpnl6zHPOkuEGgntM4PS92yFhuVz51mFTd6cieY44cwF/8cZtOfneqWrVgC8iYIhJ6pjElLnZV//+KMS34LmupwnT7XxnYgSENzR1BppOfrYN4FSWzC87lDDqY9YUImO0amxAZANAkvnh4td7qC8tMTLvnDLVFqAGDIyrW6H0E7zUmxyZx0lgjPxz0k49xki2zFHDQ11VV5dhUqMA1B7dMRL7mitUc5ey0D+W3Bch6ahWkCH2/iIIPa7Rsg/tdOdissumD+Zb1sgcb66tL7cxrjfYa+TyOgEdAITEUEBiXU8IKG08p9s2b4FeM5ptMO5hmh/bwIpx9GU9oL021pfYciN0zdYYcau9KMSCy81gmm+w1oX78Caf7toW5ZAcJ9foFDPZz0R5L99JJbDmHO9VmE1xuY7mIZSmtnUK5BC7yAyE21MCen4LJdC+F0NI1aX1DcIC/OlxoT2APzmOjfNOkyIC+gLAUAAEAASURBVD2jLv0VdnzZNtcOsrSpCEYnKj1yxxVQc7JOeEH7jGhGeCi1UM4320H83C2mCdo7Ixp1wsxLj+lvQasugFbN6/iZSD1RE80AUW+CWboV0a24VCjRGSW3YRE4egPYwkyfwArSSSOgEdAIaAT6ITAkoYYTab87IvQHSQt9NzTQoOSBDH68NgYaIwLp3w3IdhAiHXp8gZAUvJaaEzXJb61wYg/PIAjEphyAQpPqovJYDtLZf80jq7DuNRUaHBOJ9HpzQE5UYe0SlpLQhDlvuhXrSB0yPRZeuFBzGYqPzkRKK1R3PZx/jCc8h/Ilw6RbgkD1R276lKbdAXLcVmhXa1wNUg8ndt67eqYNn2jlAEVxOdBgikZRPRPQSlUmYf/Q1L0em8SrZUtKUQ4qzbq8JSDHKryyE5YEnTQCGgGNgEagPwKDEurDJtP+IkQpsyLJYxtITs2zKrLofxXJjqQaB/ZIwvrPUDxaEkrICxk8qRx5ahFr92toUtugsdZDCz2A4xsggrxUi+yCNpwHkyqJ2Yc1lFxX2tNX2L6DgQ+O6N+UmHOfLCudk+gMRTkhiszCwIJpqLlPFzyfw92MaJ5molYZ6RQyG4cIm3k70FIKYYI/W+2Tp+c6lfdypJ852vw4mGgHbvHQlOkUppNGQCOgETADAoMS6v1u9FGJGCLFvqDtQz4WASEgHKJE9ab7JEitLgGmSc6FfoYIRhWtPqwnpQeuyCtFJNIQWXlhEuXON0ORlpHzw/zms409Yrln7Dw4ZHHKlLKxHOFpOPOtUqrDL36Ix9Ts52ALvmtNHrnZ6ldrc0d6HK0PnK8ebLnTSPcO9TvrvxjWhmJ4M7+C+VxjEDLU9fq8RkAjoBF4VAgMSqjDLRN5VIKN5zk+EC09XOnQRFPveqzFzEKYQKZwkyhJKgizJr9Dx+N52oP3DEd+D14dOkP+hLKlEocHRh7hhG+cC101Of9ykMXdarJSEMwCZnUGuxhMLmq29NK+BO/rW3CY6obq/dubYiOyzyrjEr91vltuwXTP5+wpc8uPMK+ePErP7slBTj9VI6AReFIQGJRQVeF7ycboNI1vMwPDTp8aHne4oQmYMtMcGk5OlN/4m9/GcSTKNdG8KP9gaaL5DpbnWM9RNgcW5s7GBuTFmEetRxSrGQkhy4KRFx3Cjt30SDu8gpMxP10AE/G15h5FwAUbhm5qxv3DffN5P0fAjTuIT0ynMyc84N9GAIsSBOLYDO9jzvfqpBHQCGgEJhOBifVykyn5EM9mx8+uVYXdHOIa9r0kKX4bx0NcOqbTEevSe+UzHh6xfI0Mx/lNrLKh8TN6V3GVV15ZwjnvUGaHsW71fWwksBARnlbBYYzaLE3wGdjhhppkCzyGp+HceFIjtpT7HwgEwue/hLW8mcgTy81UNKm90JbnY4P0TMRS1kkjoBHQCEwmAoP2cIpoBpFKnUe/ZfZvJfowcvL38O43UuVRmTLjiX7CsqCsE85vovL03o+wl5LktMDByyZXG0NOXYwdfAV73b6HwBr0st4KZyuuoyWZclCTBRN8ErRVOoeNJ7lh2v3silvNOX+rKAZBPCzKgYvLgzbNduC8yFEsOeL8s04aAY2ARmAyERiUUCdToEf2bJKEmZNBgiaSEfyolvgwktQ9TPyWgUjbsHiXYSJ5bg1CNqroTbiQpnZez8AVRQg6cQYabfg89miLdeu2X05C+31+oVMRM4mUic5JiVi9w31eD2KDgtp7YF6dNAIaAY3AJCIwLKGGc0748STKqx89yQjQs3g6TLc03zJu8L8gJCR31WEUJQe+B3opU1zOuwbR0g5XjG2HeRU9qsyF+MLRKjSlRy0bug8AtVdGdZqGudyPEdSD3ts6aQQ0AhqByUJgWEKdLKEe9nONwUGklUAjv0h8GxgY5vdI5BmJPEio8TD7FmIJzdEKn1Rj3e/TiPjEGMrUGgc+g+ETE7B5wHx4BR9H4I6B6XilV35xrlt5ZYf/xuecQeCLytaAPIOIWKHAG/3zV4Gf8c9ORLu6jOhXF7A5Om7TSSOgEdAITAoCQzolsWNkYoeueil8G+fUD4/5P+FlCT82S7EokxnlUvjAE4lzo0sQ4H8pPKpnJIaiVg2GHQmOASjmYq0tN0I4VeOVNTPtIEjsKAQi5X63LqxVbcQmBb+JLf2MzQ0Y8OJdbN+3GfGJ0xBVyjWERZcm4MwERL5ClKl/grZcgdCMuxfGIOhDb9sdTCh9TiOgEdAIPAQEhiTUvmcZQ35+m7aH75N2dAcsh1Gu8OPR3T30VZHEx5CP3yazIzDMcBI00peXcHs3mnlxYoSyM5B/LuZZj0OrLYAJ+K1zLimH9vntZTHKfPxzxGj+h+Pd8tsbYtW60s8Q25mevOuwpljNvRKHIZ7BNanrsYPRdBD73ssezLm2y254IG/EOZqjVcL93Nydf1FmpfnjjyGyDN2j/9UIaAQ0AmNAYHBCZS/Dzqb3m/mp4zFkbOpL2TkbKfzYODfe70jmFS7Dw8o3/BnjOO4jIx4MIyOdkxjYvwja7C+x5d6//yS05d5P1jklrncT8x+udqrdhF4r7pbnEYD/wDWvfHulU60npjar0hDP4GnO3RYgvOTvboyRs3V++QhLeL6+7pEibmLP33ER52QpagY02jR4HsdhYwE+Pws7H9lDgbTUY/Q/GgGNgEZgPAgMSqh9HSVyHOp4PA8zzT29BGBoKcORwaTIDPkY05gspWScFCFGeGh4w8ClA/584GaWg0S2Ap7AvPZpBGdg8A1uT8fE+Mo/whZ99Bj+j192yso8mxSmceOCkfNWGQAu5sXnrMUmAgun2+QEvIOvImITPY+Z6HFMVK81+7FTT2iP13ZsSvD7T8XJ2ly9mboCSf+jETAxAl6vTzo7O7Hxd4La75SicvNwbiSekJAg3d3d2BjcJ07sZeqwI1Y6r8XG4wG/X7q6utV9brdHbT7ODcldLrd4PB5JTk7CvS7xeD2SmpKCa7tw7JWU5GT0KeyxRpcGJVTeOvosRvegJ+KqCILG8I/8T6UI5vvQ6mEEGalBMsD+rgUhrZN74iqP4N77uMyGu8J9B5vN74/zyGZsc6c00xHyHVgeEqYHxOrEs3biWfzbGDCprPAPLdQ8z/fkfayfPYA9eRdnRqsN1Hm5ThoBjcDkIzCQyPwYMV+5el1OFJ+UHdu3SMHsWUrIi2WX5NTpc7J29Sqpq2uQ6+Xlkp+fK7Py86TkwkVZtXKFuECWpZcuy5rVK6WutkFaWm/Ltm2bpPxGhVRVVsu27U/JVeRdW1svz+98Rt3X3NwiL+x6VqZnZIwajH6ESq2IilHoO2QeM46VxoQOaEok1aGyrKqwRn878aKxl45AIszMqgf/YpvW3r/4bbKktGjIxHYzCtF4DTdvN24zxgvGrYzFDIdgeQm7AqmNAgy3YeOCMXyTrLt5/yDJGHCS4Nfm2+Sf4czU1BGQeOxk1APhehCRgp+plFieKExKR5m0XHwXDezNiLvRJqZcuwDuUX0vpHmQ55sbwI5gfmiWJFar1Sp3796V27dvy4rlS6WpqVmyZszANX5pbGyW7VufkkuXrsgukGFcXIx6f6uraxXxfvzJXsnLzZHNG9fL4aPHZfmypZKQGC+HDh+T7OwsKSpaIp9/vk/mzi2QlSuK5Isvv5LcmTkg6JUg1kvy3DMTIFSO3lmQADojxI+HFoFunYDzY/RE5sF9XJKQsPjyspx0UGHlRSJFcrxBmQz5IplvJMpp5MG2QdlU+zBOTvCb/T2J9VGkbmiyM+JEzaeexA42uYlwDUZrULjTI2oKJZZJdZwm7DwJM9uQ0d7NCDuJlO2d/cVUSg/jHY4EPuz/PB4v9qtGsBhsjk1C9YFc2U7S09OVJurz+4TmWxve1ekZ6dAwLeKG+fbu3TZZt26VFJ88o671+UJR2qZNS1fm4JgYrAKIi5MyELDT4ZDUtBRpb2+XWJxPTU2G+bgdpBwnaampUgVSHkvqp6FaoixqvinahtNRofk7C+LNBcGyFkxE9Zkgx/IEk17LiuHLYWNZTZr46rIxmRJ3CBfFThr/WR5X8sFba4vGxu35QWyc7pPdixEyEY5KHBHzRZ5KiWUyRvpmLBffRzPjTkK14KP6RjMCOE6ZLHyH0TbM9g6zPcRgHjQuLravZCRC1sPF0jLJz8sTaqAkPQ/c/E+fOY+5z1Spqa0VEmdaapoiz/MlFyUnJxuDtR4pLbssM2ZkgozrxYtR+5yCWdIKjfceyHTBgnlS39ik5lHnz58H028d7vfg+tFrpxR0cDZhT84Ok9+G5YtDBv49FRLLwfIgsYyou8ikCOGjsjFk4rcZlSXIRTmJn8IwMgg+2lwgO52eihBt6TBiDZ+t8clWRHwyc+ISJdUBqkZiZkm1bBqByCKQkpwoixcvBGnWgQxngwzvKCej1auXg1xrZOGC+cqRqGD2bHE6HbJp4waYg5tk53M75F5bu7S2tsJcXCS1dXWKYAsLC6QGpNyF+dV5c+dIZVW1+OCING9+oVRUVEH7dcviRQvHVIjBCTUsC6Oz5PdUSVC+DT4NO5h46ZhvpBKz4oewRzLfSMk3MJ/HQcaBMvNvYhyDbem45d9RbEu3Cc5QZm7qJxATuQ5BMHbNd2onqsEqVJ+bwghEyYzM6erDQsbHY74GKSEhHvOpmeo4/J+ZOVnCD1MiPIBnzsxWxwsT56tv/kNSNdKC+XONQwk/7js5ioNBdR/ViYfdbHQwxvnH/Zs9pipDb0EiVZ4wyCZ2SIGMFH5snDPDt1nlGiM2LIYP/gIrsF61GlGWGrHvqpkHj2eq/fI2gmBQTp00AhoBcyEwKKGaS8THSBr2zpH49GbTVzmRyDPSeQyslkjn/wjzozMw92+dkWyTg9ggHf4Ppkx3XT1yDx82snPYWN0zhBezKYXXQmkEngAE+vrswcrKPs1I6vgRdnIRIaYh5O0rCwrXdzzEtWORIwJZ9D2OuPeZfHvljGT+Oq/+Yx/ivSoX28xVw3PQpLvWlCIWMufTdyywyznM9zI4hU4aAY2AeRAYllApJjtenSYBAYPxJuHRT+Ij/dD2GMDfH4iS4mpzmlOvYv/ZJEdoqzxurH61xQ+vxyextnSZNQLmRGBQQh3Ylxukapx/3L9ZFUYZwo+Nc+P9jmQVU4ZBKyeSD9F59SGgnJMQmnBDQTRiCrvl3YsubJJuHg2wyxuUOmyVl4m4w+lx2A4PoRWP3MSm7drs21eH+kAjMNkIjNxns2dnMr5Df+l/HxUCZsWdcplVtnHWDZekrENM31eW2rF3q1f+w2cdao9VM/BqGWISe6GOzkjAvrM9UbJuVrRU3vZLfYdWUcdZ3fo2jUDEERh02YzyckRnqb5731e1LGKKdKAsl7H2NPx4ougqvCaaSe/9lI/6ESGPZL4REk8JZ8hmSvnGWVAuKJ833SqF0x1yuMIjf3u4S1Yg2P73V8ZJknPyXoDy5gC2tbNKaqwFZukemQ4nqkzsSXukwi35yXF9GwCMs9j6No2ARiACCIyoofZ1IX0HEXjqZGcRbskLP56oXMwrUh9DlkjlF+l8DPmM70jnP0n5sZlTU7VjqPk8guv/cE2sXAeZfXnVbZT0kX9TQ66+G5Dp0E7jEcmJcYp5buMsh5yDE1UnzME6aQQ0ApOPwJCE2sefODA0EJ6bCh8WQpWjtzCRKlPEqrNXPlU5FM6MyaxyTQSr3obAL1oI/Ajkn5NskaXZdqnBGlXDqjGRR4zn3qbOgLggS3aiRaJ7l/QoJ6oMhqW0yOmaUKzS8eSt79EIaAQih8CQhBq5RzxBOfV2yBMedQyELFL5RjKfx0HGsZZ3QJk42wE/JUmNiZK7riA+kzNfySAO9mgEBY+3YsMKFipkCLFjQ9nlMEdz+7mR5nm596xZ19eqAul/NAJTAIHB51B7CxZ6dUN/qOPwE49x4VkM7qTDFH4cOjP+fyMJD414/DDPSOY7/tI9eKchm1nle1Di0Z0xysWryV+ct4zCPno34AS0JvbRxvqlVtxwD3OmcTZJArHTHG00CG5xtwobtp+At++BGx7JgQcwf+Y9bmi09FI2rEvcySUBe+MlxgjysUgcTMfWqVZxo6tefZVG4KEhMCihhj+Nu4mEdrvUb184Lg/9GHCHOkOz4m5WuSZaMyyX8QEz4ZjOSE7E+2VowjUzJ5r/2O5v9/RILQh1Bsy9DjAgN2Y3Eh2okp0WWZlnl49K3RKPNarGrwNrJ4BruWVhgtMqWYn4JFhBrriq9wZ+cVP2BdhonfO0OmkENAJjR2BIQr3/SmGUq/Ll9/2zY3+Uue5gSYzSGN9mkvC+fOzqzCih0XWbCbVIyMJyGZ/QvrmxIKpUrP1smoQlKs14ZiM2Py/KtqlWMLAl0EFpW6FdlmbZege+oebixHaL+F+VhPf4oKF2eoLS3ClSe7dHTt7xqo2kjPxY4naYtLfP7ZFvLnbiL500AhqBsSIwOKHyLcOH20T12YxM2amPtbih61kuju6Zwo9Dv47/X4XX+G/vdyflo4TMM5L59nvIBP8wZDOrfOMtnlEu3s86oOY2A8tULtT7pRthCWOhrT6K5AdZXm0KqA3X6eE7WKAJthM7HJVmJvcPQMzmHWrhaEMQlg5W02KjEA0K5utZ2LYO5uJwbZe7HV9r8cneqx5ZDTMytVidNAIagbEhMLJTEt9KfELmx7Flbtare7kU4pFYzSelIZMytptQPiJmyGg+9MYvEcukPgPKx43oU2ND85MtnY/OMakZ3r3n670yO92qzL1DOR5RZu6YE/4h+XK+VX3wO02+PMf9Xzm/yrblhMdV3wf7qRek2SQF88UHsTesThoBjcDYERhcQw3LZyoRqVEslomdEL+NY+O3iXwzz0ik+zJROzUneVGu8BSpsofn+aiPjTKxaOG4s1rpyMN51DaYRfNSHr72xvnOa4jdywD4q2faB9VOx4OPUS5FzmGVxujFLN9i7At7qtKHNbg9koIy66QR0AiMHoFB3xijYxl9NvpKIkDcIvEZiGYk8ox0Ho+DjGMt81BlUs488JBlYPrWrkejod7pDsrxSq/MQcD+DBVucKB0kf+bc66z06xYXhOUk1WIvq+TRsBkCFRV18ibb38gTU3NfZLdqqySn//iTampqVPnzp+/KB6PVypuVcpbb70rTY0tcv36Ddz3vjQ0NsmxY8Wy5+PPpaurW86duyDvf7BHHZ88dVbefvdDde+J4lPy7nsfidvt6XvOaA6G0FBDmtHADKbSXFl4WcKPB5Z5sv4On8ebLBn0c0MIUJFzqnWgFmzs3QOTaWhe9WHhQ+3xEmL30iHpm0tiYMrlQG2ASWAcDzfyML4HZsFy0rTNwPunQKhb5tglhgtxddIITAICA9tpW1u7VFXVSlJigtTU1klSUqKyNJZfvym5M3PkevlNKb9ZIR3tHVJQMEvKyq5I/ux82X/wkKSmJEvWjEw5crRYZmRmiNVmxfEJDB5tkpiYKHu/+lqczhh13b79ByUKL0PGtGlScrFM1q1ZOerS9yPUHgTfple+3+9HvNCQdy/P0fHBYoHbQgRe6lFL9pAvZJm4Ns/MifVAOc2KO/GjbGwbUyURb+I+GOZJzqCcr/VLS7sFaz7pJBT5UjMAQ2t3j3xd7pb5GZi7dfaIiwtOJ5hYJtbTSHVlQ1Xmp4iUNfjldKVLnpodrQh9go8f8XaFu4nfR9U3oi9UPfiIpXl8LgigTBwyjdQuHnWJQENKa6RwNptNYpxOcbmwA5TfJ3NAlvUNjeL1Ye9ilxveAEFZuGCB7Nt/QBHt9IxpchRaKNPcwjnQSE9KQny8zJs7R8ouXZH58wolJTlJjh4vliWLF8n06RnQRj+UpzZvkAzc+8mnX8ja1askJztLSnH9WFI/QiWoXOxtRUgV0KgCmh0LGzt/G6yTGcvDzHQty8TEspo1UUbKZ2bcKZvZXsaJ1CcxN3APz8eGFyMjIUq6vH5p9+JdwMiW5BPpRO30SrNH7nSJfG9FDN5DvJMwwU40sUysp5HqCpdINjyGZ6UF5VR1jzw1B+Vkj/uQE+VjYudpxkRCjcLHrPKNF7Mokw6K2R6cMU6Ji4kNzaOhgBaMNgNYJ9be0SkxMTHSDk2U9eF2exX5sm0XFsyWdWtXQuM8JHFxMSBht8TExsI5LyDdIGSHwyFer0flQw3X4/FId3cXNNMU6ep2KRNvCo7b7nXItAyfxMaObQnZoK2XnST+7yNUVtZIL+J4K3Qy7wuV8xH0FuMspJnJirKpTka1FfNiOFboDczZ3o1Onnlwy7QkBEXgus87Xez8B58WGevzBl7f7u6Rr8q9CCkYLWlxVulG4HvKNJFklInfI+VFQo+Fx+88zN3uu+6RGuzBOnBJzkRkGe7e0cg33P0P8zdDtpHwe5gyPIy8zVwuetdbOLHfm9LSUkGSsXL4yDF5+aUX5crV6zIPGmhSUoK8/+EeeX7nM9J6+7a898En8vSObdLQUC8ffvSJbHlqs9TX18u+rw7I5k0bpKTkorjcbnnume1y8vQZuXGzUnbufFqOwhxcB1Pys8/ukP1fH5K6ujp55ZVvGI8f1feghGrcaYCt/g71IcZPj/U3y2V0luHHEy0U84pUonzhMkYq30jmY7SPSJY7kvKNJy8Dc94bXi42/xh4wSYgalI9Yut6sPTEMYTqxmupcNF8O5ZEMrvc6Jd7MPluWWsXKMN9MoTLNZY81bUUqDexTCPlRTlyU+gM5ZeT8PjNXGqV6Pv9mpGV/tYIPFIEqI2uX7da1mJOk5a7vNyZ6v2YOTNbNm1ch3lR0BlevHVrVkt0tA2m3Tkg0I3qeMH8QigAQWi0VmX65ftpBVm/nLVbKQbM73vffVVdw/M/+P63lRbL68eShiTUB/oCnHjg3FieZKZrASbLosrTe2wm8WBtV7KpDhnHpgSeck21xDLxTWMaBHfWxwzEy625F5C70CQzEaxeXYprucaTU51eEG0j1o+2dATV8pq81NG/kNyG7SvMna7Kc0gKtGFGNjLqfkLvXu/No23v1MIZ63dTvl1+dqobG5sHZfcih4oFrAqs/9EITBICHBAa03TGgJfffaZ4HJNMmXjeOKbFCf+rFG5tHZiftTfAdSjP0b+7oZwxZWEcDPnNDsboZIa86DH7gT2L0WEax5EoAvOMRAqXKfw4EnlHKg/KFZ4iVfbwPB/1sSpTb8EGwZ0bKtD8yf1RG2AKteGFpUm2BUtp6u75pbwlIPUgWxKSC7ER0uKj5A+eipNMxM0dKfEVO1PtlWbE7f3BKru4EJFJpUjjOki5BpONQSJyUyzynRUOeee8WzowgHi1KEbSEYKRifJyANCBdbKJ0NoZR1gnjcCTjsCghMooKkzqFUGnwbdnqr4uLFfE+qyIg4Q5L0rHOjBZokThH2P3HpOJOS5xQuWCyX0A7n5ooNnQUEkpHyAYvQU70FCLjEIVMShCLtZwLstxYt9SRDbCm/XmeZf83bFu+cMtcSMGSeDc6Udlbtk616EC3neBrPq9dBNopEY9hcAYfUaMqrRgul3+1Vqr/OJMt7x+2iWvLnVi83VsFIANz0/XeuVinU+enmeXbxfBeUQnjcATjsCghBqiz7AXz+hY+GZOgcRi9COACJUrQtkohIk+3cHZq0YyX5X5Q/jncZBxbMV+EHdqZYnQxNbkRasdYLKSohTBUmtLQuAHTpoy1B+Jl3h8c1GM/PJ8t/zzyW75ybpYODX12pwGEWTvNQ/mKS2yabYD2u2DA9h+7XWQ+0d1CkKpIRpHAKNM1JRzERnqtzbGya9AqP94Au7HKCdl5OBiPczCx276ZPfCoJpjHmW2I152G/PIbdiDlsuThpqrHjGTKXQBmtWY5+SnUPEfm6IMSqjkz8E4dCp1miyLUR7j20y1RvzVHKqZhNKyYJ12FEjEoXZygWVXOTGQQLtUYKH+RJUGon1piVPePOeSdy+45Eer4wZdatOIAA5fgVC/vTxW1TkUwwdSJNqokYfx/cBDhjjBDQFSEYbwN9bGKDmTEGR/2Qw7TNkWaUcgmUtYs8qoTjsKHUPkMPbTx2955YOLbrXzzfMLoRWPbDUf+0MekzsuwVGNm8xvB75Gv/yYiP7EiTkooT5xKOgCawTGgACDy48m+cC4uck2eWGRUz6FObe4yiMbZ6FTHHDzB6UuyYEWuGiGTXn2Dvh50v+kvPRqjoWp91vLsEM5Ep2vOIfKtbhLc2xyBJucb52DgcbAwqmrx/5PNbaYS7Bb5GtsnB6FkeWzMCszkP+TlFzAuBgDlY/LPNIEQl2QadO7AJm8AQxKqGy26mMc9P5t8rKMWjyO8mi+UwawvuNR3z7khZEcPVK+ILQh5hnJfIcUfhw/GLKZVb5xFEndYpRrvPeH38ewgYumR4sTTPPuBbfajo3zkNzVhYmaXWm9T/7t5gRsAD50XYfaa3jOoz9WrzH/QWLZxpsXo6jRCSs80YS8Ijtaztf45CzmVNcgkP9E0z3MJ7d0+uUb0O7TsW3er2A2v9Lkk99aH6s0ZebfhF1/Shu80OijZDuIfKql661+eQeWDS8GZS8VOeVYhVc+u+KRf71Wz1Wbua4HJdRwgXvfQ3LPAyPr8Oseq2N2XBBYOfz0HptKfkM+znXhf1MCT7mmWgovU4RwZzY0Cc/C1mi7YLrcf90tf3OkS0VByku1Qftwy4ZZ0YihGzVsKMO+93A8mPferAY+EGhCeQ14Pte0JmJumEH8j0JLjQShciP3KIw3EmOiJB/Ljr6zPEbeK3Gruegl2A3n1u2AMoHSEbrT06P2p12XN3EiH1C0SfvzALbP++yKW7JgUn9xnhPzyAjwgcLuvewZdv3zpAmsH9yHwIiE2nflVDpgj6I6TBwYx5EoH/OMROqVSbnFRFK+SMhm5EG5wlOkyh6e56M+Dsc6/HiCcnCuNYh/lsCkOw2RXg7cCJGDE9ESuHZ1LeZkqZ2qNjnBZw17O59BxTiCdcWsbDDJctu3DzBPXItlQySAiaQ7WIaUCCevZBCqC3bzHHhNfx9hGN+DafzgTY9kIf+V2AQ9E+evYH7xnRKX5IJ4s0axPGkicj3se2lCfw9lOQfPaW7yvn6WXeJh9naDTAtQPh8ayZVmvyzLQigrnUyJwKCEyr7E+BhS8++pku73lQ/4M0+oiEoDmFAO928O9a8h+SKZ7/0nTPzIaCOqbUyRBkLcjXJFVJVDvjT/TgcJfHNpjJTU+pSDzwsLHarTZNz14ep5vGZa1nJ4eXgcQT5l9khBmYFypcAJ6yhMk9+FRjmexPJzI3Tu6EPPaZJJAHZmbBGh/n4Vpk+SSzIcpGKxTMkKIueerXVtfnggu+WPtsU9to58bVjP+7eHOxErGkE0FjtlIXb84YDa1ztfH4cBRgE2mj9a4XliCJUhMB+3NCihhhci/CUPPw6/5nE8DpWF3cvwHdnkli0k3+TK8GQ9/WEjzl2cOJ+6JtcuczNscLzBxANV2BFSJN+9SOZFsUn28SA4mmPPVHkRVQlBzVGusSbOh5JY6joCMhvmcGq+XmTOnKid0dM4ClxNbZ7BM7hEic/ZAbMoPan3lLngVT0+Mh+rrJG6nhG26CX9LjyaU6GRc944AxG4aErnPrxGXRGDxZnR8gmmCEi648E3UjI/inxYv+9dRlvo7Jz0sJccgNJ/YB7e151oa2iWQ6YRCXXIO6fAD8PgMumlo2wWzqGaXchJR+ohCPCQMWdnwY6SBEHNlC/s454Y1i0f88SnQKjn6ryyGd7MY01s79zAvQUOR+tykeGA9bLEbWBifFaamLdi79avyz0yK90mRSB2s6Z2zPl+eRWbDiAwBtfZetFTu7Hkat50qzw/34m1vKGBwsA2wUFLHuIrc9ejEuBLb/GpnFjVxTVBKbuF9dnG9DgwUOu88SMHW2qjMJzjIJWDLBKd+sYBj3ktTitPdHakHLwQvx5cTzwZZpD3cheb8OtxOvRe4pux+WkJoZd7PQbBWwocEofB41BpcELl9UPfM1Re+nwkEdD4RxJN0+XFFxrv8qNLaE8Ps0lRo0qDY9VskGrxLd+4CJWYtMAhiWbOVHj3DkagAwEjhHQuLIKncQOWlryP6FSFkCF2HBrywLwj/Tc1y7882KWIdEmWTfLSGBAEe97C4zsD5WXnPeQeuwAnFhxamGGV48B3qhOqgT3rl+2CHxLfUgRV4dzyQTj3XW8IYBoFwfDnREvRTAc8zT2YS7cpJ8BKeEnPgomcEcwOXvcKd0CchzZSBo/6tfnRipBPV/HYDhLukdNVflmBHZ44bcG82Z5SYq2yF85hTVjCxYEvnQtHGv2iCu8nJTz/5EFv6jvE22gcG9+8xDjm91iPex8x4fvGKofx3PDvSMnPPNlxGViEH/M34/zAY/7NZPzO+0Jb//bPL/wa4zj8GUMdG9fym8l4Tuiv/s8YVR68CKn3q+/YyHc0eYx0bXgefIBxvXoY/gn/fbBj43rj28jDuJbnHzjmCZ7H98D7eJ7nBr1vmPO8j2ms9xnPN76NPIxv4zy/hz3uLRPvYxr22t7fw68x7gk/N/D4/2/vy5/jSu77vpgBQAIgAB44eB/gzV2eu+TuUsvV3t6VrIqlWK44lmOryklclSq5Kn9Bfo9/UJSUy6Wk7FKyjkpxLMnR6ZXW0p5cXktyed8HSAIECYK4rxkgn0+/6YeewRtgZt6bmX7D1+Rget7r/vb3++lv97fvZs+AQ9kcFuMpR+exzYVhvD5e9JgRPOrw7uOk1GHulL0A9jC8wjpPZ2gzGE9T4ilTcXx/hvlpr3Qz42Wj7RU3W1jzuVc8nSYXn33ng2E1J/wXLy2SL21fKAdRmT+F3jTnn9lDSonr5o+mrb85JL4DW7DYcLiPYXH9nGn04EIGblv6FOdBH+l0Pp9g3zPPmdY8aP7MeKZfv8/2bYY1/dnC+31O48SRD43N8qaYbMfCvjs4N3v7ylppwBnSrThJay8ukziPLVRfxPYpTqWwN8mDME7d4d3F0/LatgXyFIzl8zDG3DfN4zLbQIuNky34cM5+6/I4GnFVGB1Jyp8fasD7uNx6PCmvbF6ojDbrA37mc24PlV1frtC7PypyG5P8tZCCG9M5jr8Ai/ZGsaKiBgWmBv4hbI6qA2cUdhhDGA1cPICUxhGBfs53cAEGCwWXe7PltQBxGW8B4lEotdwdYelGEI8LENglVxvI4efiA9JnIR1GvGpEYnA3bQjH5/V4yNYxN9vXY9UkabDlz03gpMsDzHn2KMMuACO8jYer6RZC8mQiITzghgscKCcLNOcmeNwaweN1XZSvGvF4Nusg/AvBB+Xhc5U21JW80k8euJBAxUN6HCogH4zH+DxaTvGPYR0MMij+2JJm64eYMR4PVa/CUBf9j0fAZ20SrayYOpx8IeJVk4ZKG+1y7FMdI3Zo5Y6kTuoh/uSN2w7qEG8Ie/p4+UItmGY80ojj5Qj4q0PabPlx2In8j/BcWqRNP+MRK+aXIzeHPkCb8cAb3TAAa4RyjCM+84ALJ4YRj2mTBg9UZ9rEXdFAvDiAdfKNCy4c/VI8gy4rVfoZj2lTxzhExrxSchtp82ABxTOwZ9XKeJSPeaPjKcxTcpNn5imPzCNeo0hb8QyMyA/fkf/+kSRGGpPSiNYpz9dlPOajxpx6zWFGJStoMe1FiMewYFfpIPdRMm1iTrl12mMqbeAM3qdBg/H4nmlT/xmPJwIt0PkN3eGw1OA4+AEfQEjx34h4zDOWFR5nOAwMaHy4fUXdUOPi4ZQ9llvyz/SmphNKXxmWBwck8GnC0LOORz4GoQfEka175gXLBMsU9bwR8Zgu8ddpEw/SHkP3ij2sxajojt2eRM+L98dOA18nXgJdzlHoaTPSGwPmzHJFAx4kJwPIlMMwAhvQy3g4nJRHMMzMK/ZUWSbJM3Vtgn7Q4J5YlTaeU+eJ2zYY9F+jh9GCLSeLEXcAsjDeJBhjnnNBk06bzxmPZzYvgozEiIaZ+UE8iHMSvZdhlMlmyDQKPieBH2mMICwxYRiWaZZ75jnrFmJI3aKf8o0j7R9iD3Inejp/tH8BjN+k4pX6QEf9YF1Vi3xi2pSL+sw6iXITW/bEWLcxzADmmX+CLTRf37MQdcQU8kvk+ydGpAe9+wbIzDJNRyP+zeerpG/UORpT5Rto8MAM0mWwBTHEB/8NtdWqvtX8M23yQYyY18SdK68Zj3ITL/LMskG9Zx6z/mV5UPmNsOSXOtaE9BifddwihOEzpq3qdtCoA+YgI0OUFe+ZNvNtCxoPBIQ6eA3zzKxLiE8XLpDY3A5bBH8TbmWiDnT3Tyv7dAKNiVU4JGVF80L5IY7K3IiFbL/B/t0+TCOshPGlvjfCiPUBNxpS7u9lj5fb2t7HCnLO4bejl8p91b2DvBfYGVpmHZ2LA4uO49jyWsxFLMecfgxj9cxAtoiSoETlYGWqXRsSTOWZVJl+FAv3OQLTD5ndZ61G2DQaWeIxPdLIJx7j6DRptDQ/ZnptaInwcuzkVDUyqVrJlx6Pv1JpYzhG02g1/Olyp2Rlbut4hqxp/Bs8mfy5PDcoEoqn5lpU0rAsvErITNuURdNwUnb4aEkdGqCwM3j2isfU3LRTe8YZjzRcuQ1ZdHqMN8Xw4E3rho7Hd9o/Hw2dtnuLCeKaafO5ptGWhl0KcyYGl5leWjyDhk4vDS+81zSWouLk0A4bcCYf6djp9FQ0lfYyVLKaz2VZsUvFc6I58Yy8Sotn0GABZxmk0/yb/mXqjUN7WWpNjoNH6gXyKFHHxhJyDxNPVaDF9yYGZrxlhh6Yejdf2jG0pBLNaJA/wvV1Q9PqaMIUB6mvmToEtYzxin5sCUGlyd7pTgy3cWHOElTmGlOvtFtMWYF/LfKMlfglbC1BHa221Sx3U8lML/UCQ63acdh1tnOesb6YQhruNWEpnWF46mU2x4bP352YxN7ZKfmPr9SrBomaw0OEKgNns1x5yUr6yD51BvkrW2rlJvbi0viMVGN/KrYrrcKJXH9+iCvGnQY6cWPjjEZwLpeErq+ogk4Y9ftc4dPfzU07PWy2X940aH/+++FJOXMDhhRzqDTcvB+YjcOtWAHdi87GchjBEbRwadA3tMTk0eiUHMX9vStxIxSH1F/CCnpife5uAvP7WOgFFupRvvthxKlfK5qn5TQMcFsTO0ExWdbAedYquQJsW/C+vQnz+RgJSCLdXOFJk0YrL7+ZqW6pS2UkH9HpcLn48wlr0mM8HVd/m+9z8c8ZjwIqIUnJcTo8v01/5nv+1u9Nf6HxMmnwdyZ7XullxtNhCuUj33hkUkNY6rSDTo/0KIuiiz+unyDD6fRMP5/p5/rbfJ/NnxlPx9Xf2eJlez4XPZemzigQ0c9yiafD5pI2bBl6PFUYwnR63uxJ5erYXuhGL4IV4FpUiOyVmrG9/Hymn/M7ASKtqAg5CnEX1+vpd7nyMF+4XOlRFvbSeiDPD3AgxQkMw/7ZwTrVq9YLZZgW6Wma+ls/5zdd2nP84AjPRhiSASxo+gAHaXzv6KgaHeGZ0RwFHEXPbhw9PfbiORpAXuZzOQSZj0Tg78kTVZaNCH7ToPXAuJ3DHCjlvNg1KeuWctQSQ/wYDeEhKZwr3QDDuRmHjLyPBWocIe3FkPeuddVqtOAi9iyPTlTJ3tW43KIvIZe6J+X5jlr0dGPyt5+OyH30cjma9j34eQ1ja4NDpxZ0csXI7aGaiBhlz33s9cx9GTIPZckVoHxECxIj8scbRrRC5cNHOcIGKXs5+NdpKjlSwtgkU1D6SpmCoqUxM7+5cKQFByxUVU2o1bocksvFcXiR5/dyIQg/nD7K13Hoj9uQaFRvPErIsxM1arg6XzqFhqcMnD/uhDG/eD+BQxgmZRJG7Y8P1Kt50lwWtcyXNvOvHfiyp/VXOHHr4EZcnbevXvVGOTRbqQ5qhVFFkWNXJ+UTGE4OzXMYmKMuGEdVzzjKevEOpz+wMhj+c7e5g5lTKM5Q+tGrzpTQz0/hOV4wzE8ejCmLXYMEfoSFTHRcQfyjh5j7TPm5mphTPbm4NIPKYSUywDFsNcSkSh9aelBUNTvI3xXgCKaSFa3hadxpGVQVo4fl/EPEeRDwlhpuD4o//3yZFBwe+cSRmziG3aVw1/pfVNNTOqy0vrOpX+y8SmAMEdNXavVq90ACq36dSoM8aKcaifxjOGVQYYg2oneBGijFpxEgB69KA+msRc/lc1S29weRPk4YYs/Zr1NDvhz2Za2e4dh74vqLH50ZF87hEeMVaitPjWzHnC7nQCcwj+r0c9LlziA1788E0uc86vNrq2UJVv1+dTcuDcBU4zisNU2Ldk6e0wg5c/T6eeY363pOAdjmvFiiyjRhJTnn8XmxPYf4Odc/gKHeyaRjNJegMYVZA6xHwHwswsGLVdWY21fTOPgBUZsxnaJHQJo5bI75cOoI1ytoZ/r1s1y+PQ1qEoWCQxO0/o4iOYBnlIFc6FsaBnJhsQHnh2MYMw/OYM1kiF/BWSiZDzGUVuaDjY78kTc2tyrFmbjbJZMfjNGGT+WVI5MfWnOjQnvDxSlcN8ATjCYTqNSgvmYFyUVrd7EPkwtc2HugQbr1aEr6MDy3fjPmsVD7sf4pxI1PVskmGPGjN5PShfTXL+Z+xEIopcdhPajqC4+yyNKpLgeAMf0i9sPuXB5Ti3nY9VELerj6LmD3NFal7lqJOWbgxMVSmTWEgzfz3TE02ZKnTIzrNLSyhSr9c/Jv8kR14CK5bauqZc2SGIZsnSH9NViA9Bm2v3RziB+RVmPIl8O+Vx8k1Cpgbkm68TApV9HA4pog7m1+tgMrpRGegm9AA+4TXJ04jKFyj6zNW/A0g8rKmxa9Fgt10KBSCaQvSsrMtrzTsyICgePwUKwKK5fVoqRg2AoiQzQnWpnIn60GlQpK3qg3leKIO7WcuNvknAqyMI6ol5SpCpYsjia9H1q5cEAjyQUf5zHkOTARV8cGmvFuYP7qu0c4bOesnidvA1jJ3NIQR+8S3S6oE1d5F+Io6+olgmHjhNzoE9mH+TOuovXraFBj+HjpxT2sFv31lTF5bUudHMIQLBciaRvKxkMxNEnlKcRiWwEdVE/H3lsNGjcMm83FUg0t28rwNDA06z3qbBOGuZtxmtSVnqQa9j6PeVQu5KvHyubNK+IwkjCcGGpvxwpv5vnnMLTPYgUvz37mDgZkn7Jvm9tqsDp6QvVKG7HgSTX4ANAcMGWDb9bzOfKaLcTMJPisEhzlMmUx/X7ky8TLD60oboSAiYAfHdV6qWnob5N+gH5M/rdgJX3vjaQ6+Uiv4NYp8OJwbsV5Cb05bongcFwshlWVWGXJlams+NLLp445/zcrXm5z46b+S+ilcHtEHfYUFstxq9y7l8aw2nRa9qD3xK0p3IJYbEc5528Y6XwvNjeloU9pVCMedmmSwuMBt+KwOc/tiaoHiucc3aBOcdvWMoyUHMFl9YtgiLmYqRXzz1wBzri3sJp3NXq7Ds1g8szboDLBlDO8c7Z0dPiwfOtWO/mdqwVXPnlSuV4+Bp7clE2ltwSFIHRU09DfxRKN83y8xxSdHzU0t61tJqWj2N93DYbuL15elLYdjvXjJLp1tEVK833kAbdc7MNKzuPoodzCFh4enOCD3AzzGT6um3r30oScxkES38RdrRySZNrFxjeDDc+fyt4UQ2jP1Ir/kL1IrhrnZxMOY7iKXioNJhcnqV46LBnnPTe0oUcOC1uLbvvu9Rzd43517DPGPPY4eqkXkVcNeEfd5GQV9xtzHjko521QQZ1KYSqG6Q8q8XLRoSwKw5SMQeEZLEYsmE7hDJZucKiTL/0Jjmp5KamKCCzYhrkfHTXziH4/tHLJHc53cV/fUvQOOnGqzXBqtS2N5f87MyYv4IQg7jFlb047+jjXyYNj6PzwSDqtGD7mHbNXeyfVMXI8vCVox4bBeziX93WcxLMOW304J2yLs01/C8GFK2snuPUnFZlHUp5Gb/Mahnj7sG2Iw7r3erkoCYdHoAc6BGM7OFwl3WhE0fA28ZALxGXDpxfD8txK1I/9q/0YteCUJp8fw92z3F7kjIpk55J8MH3NS7aQWQ1qtggV9Xw+dMotrO38lRufIqRfCRVREWDJmyQPul8FI3MVWxG44b4BY7kf4iQa9ggO4DLwTIOpzF1ANo/z4JzW5zF1J9Ej4bByvbbUeUviRCA9bgmi68RcHa+pO4oe8GYcan8Qexm5yjdywSLQ3lgla9qd0+2IPKtD6g17lG3ocdK88XcbDwCBZyG/VRjsR8Z73fNciELN9w04mGMZDh5hg4+OZZ2GFKO+agQj9dh5af7FCxrgTcur1al75qtM/xwG1RGhUisYNeHtlI9MTKLfEQIRAj4RYC9xUytWYGKIl72CNajI3r04IQdwMDm3LXBRYDEdj917Cted/fbKpNzHqU3tjYWnxi09faNJdT7xidtToJeUxZDhJRzKvgdnyrJS15V34alEMU0EePrRn+5FBV3bVJThejOtXPzUVo5ycEvOXG4Og0oSjlHVBCrJuOrVnJTNVrls5UvrQ/RdOgSC1IUgaWVDgBeFr8QCEC4E4Zm8vFqNC0j2YeEO6yS1W82ITKNktm/98qiGfbEncSkWOvE6uS0w7ly4kovjSPRPzzknHHFYkLafC42qcWXJzpU18ipW87ZxJSlqfc7XOVsMc6FcujDEM8yOObUE+5kboENhcp4GlcrsV6FtB8F2+Z6EPLBdRyqNv1LqPCt0Xl7AYd/PcAvKdayo5JYSnoLExmzxHdLA/9/ZukD+9siIutKNc7epUds5k/8HHGT/Ke7h3I/edBvmYmmIG2pwChPODm7ETQ1qNakabnSGHOckVqaXlVB/cM49bM7ToIZNiIjfCIEIARsRwI0hWJH5Pz4cd67ZwspbHkZTqooSW1tlG24seWvHQnnn+Ki047aRTTjzdS73/vVx3Dc6Lr+LOM/gyi/2Tmn/eeuMOnUI/ehoeHcuBJ/sd3OOCJeyRVuubLBRxrC0LjWfNmJYiD5VihyZsut8ynxe7N9cpbkeBmw9hltf27JAXWXmnG8zO+XiYO9c6/jq5gXYRlMtf42zbzn8nM09xElNvzg3Li9g0dQeGH8OW/OjY6iOdW6jxtmSiJ5XOAKezTUvnSmOwpcHXcqiCkfAyQeJEfnjhzSDpBuwyC65MPDoMjuHR+NtmzxB6SvlCorWHDCqV1wZya0N//YgDm/HsKnS6XkiadyD49G55/hf7qmXv/poSL57eFh4wXfm6Unszb6LLTA8VecQDpzgKUP6QPRSYjYPPNFryxHwNKgOz7PNqnkUlOVy5cDezBmXtsqlK5cchImCVDgCweioU6aDoTU/4DSK1GFexk4/h0+zpZ05r5ot3Pypzg7BdLmh4pvP1cu3fzss3z85Il/dWacOmafhJG+Hb2IbDK5Z+/dfaFCXmo9h32EmD7o8Zj6fnWL5n2TiWX6OngwO5jCoDgBprTMoXkW4VFvBbQUHJdfsNkjBcOnCWzCBKGJlIeBHR1N66eqUH1p5oKqSRVo0aHT6t/Nr9l+XP74KkEemy1W/PO7wTw7UyV9/PCpdA8O4ZNo5xJ57SE9jJfCL2E/KRVRjOAAgjVf1w+jZB8jbbBSCeUIsU2wHQzCikhMCWQ2qUm5dECowZ5TCWSwXjb1r8HPKyihQhMA8CITAEMwjQeGvITv3pq7GkO6f4ZjAM/cm1Gk613ETCc/j5VGFr2CeV90pmgWnNINfOCclianqDovrt5KAUIZEshpUZkiaUSVzlZRBZqGxUC6yxCX+FrKm1NRWvhRzPv9QNn5MFfFJ0n90H4BreVwmfNByaQTswcFK6a5IPOKmMyyUimFfap0qX6zn9BGI3H+qetMZaZs/6cfZ/9a7ELBoPYaFMOhtUJEbqgdXCMUQxDELhfIHxHOQSsxCqwtukHQDElWRIV/6EyTdctIy63WbcDf5KhgfCESZAqFVMBNzR9SYF5NH9lR5xRod02Ndx1+VNiIUph4186ISXJpB1UqslTpTwGzPM8OF7XelyhW2fLCBX1t1IUi+gqQVVJ7pukfTKyWP2pDOlSbf6ff6W/Nq4zdngTMxtZHPSuMpzaDOEg6ao5Wnolo7lAvapmTjn6A0T4M1C8j8H1She6o+pBkg3fw58Y6hWNK8WcifN9e5PVWjM5ApKLXILdV5QvlgRsvj5pkPWvNwWfBrxSNja12yiEdV96X4ol8b4IKFLUFEsquhLEFyURIpBLIaVM8MqZAcohi6vCp/QHIFREZljbooKDWxFCTdIDWffOlPkHTLSUvrBXmwCXc9/O8XG8oUFC2/vKTFTwGvMbeSR82wZlL/tvHbVGQb+atQnrIaVC2vap1lKLt+F+ZvVSZSBcPK8qGa7FZyFuZsn5d3WxEPhK8UkUBozYtkfgEy63/beCQ/qi7kd36ilSc0mAwFn3mic+XKNfn4k0/l1Ve/KGvXrFaxL1y8LB9//Km8eOgF2bp5k3R398j4xLiMjo7J0WMn5NCLB2VoeEhOnvxcXvzC83LzVqc87Hkgr7/xqly6fFVuXL8hb731upw5c146O+/IV77ytnz22Wm519UlX/ny29Lc3JQzl3MePZgzlShgcRAIw9hScSSPqEYIRAhECKQh8KivT+7CyK1buwZGs1vGRkdlcGhIbt26Lbt2PSXXr9+UsbEx+e37HwmN7DUYyr17d8kHH3ysDOWOHdvk8JHjUrdwgSxraZEPP/xERkdGZC3o/fKX78n4+ISs37BOfvXr38rExIRshnE+e/Z8Gg/z/UjroU7jtlW2FBOJhNoIzRbZFHZE8zDo+DSuKqqUNg/lwvr4ZDLpSJTZPJ4PtWzvA2wS8qSTJDKVJG09mUXhByWJ8fblCnHEnfpvHeZ+dBRK5MiE84LU0UD2ZRanOBIJlEddhvzIG7R44IkH47MuVM4m3rLISjynsO9uMjF3rZ2EXITctjJMiEdGRtX1eNXVNTCCC5XBY729ft0a6bxzF7IlYFTHFe8bOzbAaN6TDz86LA0N9cogxuNxZXxpIJe1LJX1MJzHjn0mzU3N6HU2ywcfXpP29jZZvrwNvd7D0tGxXpa3t8pxhHnh+QOyeuVKOXX6TBaEvR+nGdQqVIwEtxqM8J4/+pOsMGlQ+c7Vdm9iYXo6HcM6OAhIWW10usyqvLAUd+oHdcK2wugnP9VNItB3W/WiYNkgE8s3y7GNTh+VZyvuU9BzfmzlLzNPWX/wku5q3tma+dL4XcVOhYVlmPpQX18nDfUNrt0h9pOTE9J59540LGrAkGy3LGpokKGhEeWfmk7KGfQo79/vkZUrV6gP/RyynZxISPf9B6BXL319j3G/bULaWlukf6Bf2YEVK1ZKb+8jiVfHZfmK5dKFYeN6GObm5vxupk8zqBpnAqwqSzzg3X/MHPUM/kpy1svEfEh9bMRd88bvSnE0N6w4K0km5k0Y8krzaKMuad7Coheq/sYfxfccgNoul9lYb2lZJq0trWpe9F9gnvP6jVvS1NSEIdtV8j6Gdb/01hvyu19+S7pgaDl8Ozg4iF7oJ/LG6y+r3uuJz07KKy+/hPnRU3g/Lm9gDvXo0RNy5ep1+fLbb8hHmJu9dg3zqW++poaNT58+K1/76lfmQG/2qyq0BFRn6NGjR/LOO+/It771LekbnVJ3FrKe5DAHg1CwsCjTbDFnP6FMHLKsrkGbQncHZwcrz5OUfUpMJoTDFrbinpwyWre2YVhIzgH3aQwpcXi0pqamEAp2xoFcesjX2h5qasi3ptqzjV92XKd4HyrqQivriyzocHS/eeHcPVRbp21YPw8ODsFgpvcQ+VzbI36jyYAPhrdRbmMY4tZ1pfMObxCGtovf2s/hezo+ZzzGd/zm8xm/Cpzlz3e+8x35xje+IUuXLlUhPLWXhtTz7kRNAAAsyElEQVTdp5kiVEGdEIBOoB3BnOzIglaej4PEiPzxo/KCTFroyJb+zDmuZCHv2Vjidg0bMdf6mo3vuZ7rPFLf+OOH1lzp+Hnn8kgPnE08Kn0oQn3hSBr9zQcB3aNmHG08WQvFeXO94fQ781v7aTy1oxF2arH0eWQzjA6by7enQc0aMZ3nrMFC96JS5QpdRkQMZ0UgSB0NklZWhvN8kTJYbizLeExjzzLeXMxMTxrD5ovIX0wE5jWoqtdltM6KyUwpaasykSoYVpYPMmUlY6XMpdKnZSvkgfCVIhIIrYCzJrP+t41H8qPqQn4HLHtRyGkmCaz2FyWhiKiJQHaDqjPB1HTTb1IJm5+y4aNFDGwO1SXoHxCSUqMR/klFFCoBAT9lT+ulpqG/bcNF80m+bOJR86V50t+24ZfJD0c2Ne+Z76LfRUEgq0FVc6jMjFSGqK8KyRyKoeZoUDCUPyC5AiKjMpr8YR2EVGFXT5B0g9Qi8qU/QdItJy3WlTbK5OcoPi2P/vZDq1h5o9dskEc6m3jUPFEx6LeJNwVWtj9UZq3Q2cJEzwNFIKtBVZqTkZSrWBnPw/hTDd+kBLJSLjI1M3ceRohDybOVugAkA+ErRSQQWgHnLut909nGo8mP6Td5tsmv7CgZDQOzNgHnkxfPKtvMgyhPfCLsI7qZDz7IRFGfeATCUIrt13aHQ/v5pLqHg8vKK5jePVTkhjvkm5JZT8hXAgSUhUOqVDrtD0KuQDFiE5M8Mi/IqIVO82Yrf4VAplv2tsnkZxtJFQqz+kDjKZcfWoVgmksch78ZXbeJR6ULqTJIPm3iLRdsozClQ8DboGZJ37ZKJgubOT02bVQlyZWT8FGgrAiYepE1UBleBKmjQdIKCopMI2Ubj6Ze2MabVx5k4ukVJnoWPAKeQ75oJ7opUXmcXzPP3JeRp3gIEG4Fua2428pXEFnigh8EMXtoVHKWFRVlB7gwwRcGo1/ULCsT8Sw9VOfgeA77Kqc0CT9Cs7xtHjQpDz6pr+CGcBRO86Sdw2vNl7NtRg1C5hCr1EGgI0hSf7SqlJqLINOjLA7alI33dVjkfDAzq3L1QatYiCg94h/tbOJRV4TgT+mITbxpvLy+TTy93kfPAkfA06BipgVGBlrDDOGRhinvrIIZODulI6iGRFIKZ6Nc5M/2bTNmblVi2bVKJp/MMDrtgiLjk5aZ70H5VXnU/JGoZTya7NhYX2TmA6C0DcJMFivyt6dBVZKmNCgMylNIzlgvF/HPMiBfiLxRnNwQMCvO3GJEoQJDwHLwLWcvLRvIa5j4TWM+xD+iKjvEmRexHiGQFwJRDZsXXFHgCIF8EfDsoerWjT6dP1+i9oenhBwUQSsOXVU1vK1++f0TTI3F3jPn8GZaO8HQ9StdenyOz5FR58okNWSXHiB0vygOdSElFvw24e7oayGgankcafi3cFqFpJ9LHMWjG9BOHsmeoyMuo3Z7bFJfu5EKjDtPgzpDfabgUZEqxem9ZI5IMzL6ly9IWqzcnQJsbwXoLEyykT//eUkKweZnMDz5o6J13x+V4sV26hm79noqniqo/ite7kWU5zGo6QBVklE1JbNRLrPHZyN/Jn70h4HHTJ69fptymH6vsGF9ZqNcpr4TV9t4NO2pbbx56aGDp8m1V6jwPRseHpZHj/qktbVFFi5cqAQYHhmRBw8eSltrq0wmEjIwMCArli+X8Ylx6X34SNrbW2ViYlIeP+6X1rYWXFw+KInJhLS0LJOhoWFh/Pa2VhkcGpLh4REVt79/QEZHh+FfIfFqHKieo/M2qMwH1Tg3T1appMxxBYSgpj9H1LIGCxAjtSSTmUCaAdLNynshLzRvtvJXiEy2Yu6nt6zziXjQ74dWIZjmEkfrkP62iUfNE+WwFb90jGn0Ta7T34bz18TEhJw8dUaOHTsuX/ziIdmze6eaojn86VE5c+a8+l0HI/vpkWPy9ttvyu3OO3Lt2nXpWL8em1Wm5erVa7JlyxYZHOiXru4HcvDgAbl9u1PudN6VAweekZs3b8v9nh558QsH5cKFi9KPcK+98gribMwZsDSDqucSk1PYK4MmDueQtH9qyjGuOVO2OiDnTadkCnLyE1wFE5wKMy+mkuAvNoXWenB0g8wWYmcrb4XKma4XhVIpRjw/BqZK6XkMG5tZjoPT9+DkZI9KY+9Q9SNvcHw5lIgb68Og64ug+cygh6yemorNaVhtLcOs/9jbnJycVHVMdXW1POx9hF7nhPze731F7t69JyPoWY6Njcskep/f/NN/Le+994F86a3XJRaPSVdXt+p9/ps//kP56+/+jWzZtFH+6A+/Lt//Pz+Ulw+9KDu2b5cPPjosO5/eLnv37JIf4PmhF1+Q5597Vn7445/J/mf3yuaNHXL8s1P+DCrVeDqZFOiPGnaZRqWuDW0lVZ4sII5BTWZooR0/nQqGPCatNVozvNlU+fnLP+o95WJFVEmOMk1P2ysT65gk6ppYzM7yyLqCnYsYcAyDU/U4DGoyqdc5eHNNmVQTixWORY7cJGGHOFRLY4r/0I0Y9uZPY8h2SBknDteqjgee9fcPKkM6CgPL54xDne/H8G88FkfeJWUA8eKgMTY2Bvs2LTU1cRjsCRW+trYGz+HHkHJtbbWMj0+oIeDqPIZ7CV9aD5UME9yamhqVIAcNpqHgZLoKTFnaUaIceTqnh8oWe3V1DeIGpUxELyjnrDaNx6utNahVVdAXKAX1plKc0nUI4+iFTVIVrqM8qEX9g77HUI6D0/fg8GF9Tl2awb1weYPjSlNK9fBRKQdbX2j6xfmOAc+aGuZ8dheD0bKxDLMccvi2oaHeZX4R/PF4lZw5e0Ge3bdbbt7qlFWrVtBMyfETJ2V5e7uaSx2FwWyor4fs1XLy5OeyfftWmYCBZLxNmzrkbne3+r3z6afk3r0u6evrl2efeUbudXVhDnVYntm3R65fv6UM7+bNHW76uXjSDGouESojTLEKazHoFoNmMXIxLHzOJ7sph+mfL15Y3tsqk+aL33OZgHLgrHkrR9pPbpo0qqZbtGiRbN2yGR08gSFdicZNtTQ3NcmeXTvl3PkLsmvnU9Lb2ysLFyyQgy88Jz2YD7185SqGcffD/1BudXbK/mf2ysVLV9Rw8j4M9dbX18nj/n557sCzcu7cBRkdGcVw7zNqwdPAwCCGfXOfPyWvcxpU9ki1SPTbpuYm2Hn5KVdKMMrlCpkXkSIGJn9kC3/YerQSdzCldCL1bR2GhWQPgVaYO7JVhEzEgXLxwy9mmlZ+55Edf1VBTPFHjlLl0wrmWAZT5/kqNm3ibQ6AUpDOESJ8r1auXCH80C1atEF9NzU1Oj1V/GpsXCTr169Tz1evXiX80K1fv1Z96N+3dze/lHtqxzbtld27nvb0uw9z8HgaVKP8pZNIFcr0h+H8lSZK2g8f8oSkoPmQMIpaLgSC0lHyHyStoPDILDvW8WjMRVrHm0cmZOLpESR6FDwCngbVK5kw6JAX3yV9FiBI+iBzRTJAukHhMavfbCGPBcmakoNfVh2UVJAwTqRKyRofEPiK6uA38zeyVb7grOjI2Q0q9EepkKNHCoRZlWiIoZmGxaJojniGkJbI5Fwe5hRdW3HX+NmKYSFZSdy1NtiKeyFyqbzCH3vzyiyPlFDnQiHSFiMO+EuxFAa9YP0WudIjkN2gMj9YAPGtp1wyJ4lLz24wKTrzSDO0gpJL0Z0hG/lCiIBt1biG0I+OunqZqmP90NL8FOXbAN8mHh38Zpizibds+UCeI5uaDZ3iPfc0qGyB6daYMqqp9N2CWTx+SkbZlMX0l4yBKKEIgTwQCERHUzYhEFp58J5L0EwjZRuPhE53LGzjzRNfMltB29k8ZbTwYc4bCGfaZxZKUShLFgtF1vSnUPGKGc9i6AIRu5Lkc2VJ9VADAagYRCzlz8UPHtdfDPmDpOn2iIIkGtGaDwHPHqqOlKk8mb91uDB+s+xSHltlmmaBwEZ8Olt5JF/6oxitgD9aLyiKrbgXArPKJ/yxWSaqvM38adzDwKOlbRMNYcV+e/ZQZys2sqfCWjxhKBRK6yoMd9tLklpwQuWoJNxnF2j7ssHmAgn8bGbPKzOVCnu9iJ4VFQFPg+qmqBQpfMrk8p/NY1aWpj9b+FI/J0/82NzMVDwCGFVy+acCnI26EDSstsuo9MpOfXIaW3byFrSaRPQKQ2DOIV+TpFIj2wujyXA+/sDkCs4CcoUeMXdwz0eY0oSdVa3MelAaPoqVCsWxax9q4QDPihmYvgeIvl7xo0laxKPCLwUiv9R0jObT1m/iOSvjbWW2cvjKblCh0DP54fhmfocfAFaWlMdWmUzTbCuPGj9b+StES7VeMG4lyRWGvNI8FpJvJYmTUogw6IVuDIaB15LkXYkS8TSoSrFVCwc+thR17Z7ZiiwRk4Enw8aClonEg5Ir0t7As6rUBK3NQh86Omubhw9axcuPVF2jE7CJR9W5MDTDJt40XhnfrLbT6riM99HP4iDgaVBVUswROFx05hhV9cNQKvU2xH9MUVKy2iuNyaytXIaBx3yxs0gm36yAgNZz/Z0vHMUMn2mkLOTRNVAW8jYra4jn3CtkZkWJHvhHYE7IzTJs+v0nawkFFAxb5SJfLLc28+dwZy+GhWkZ5ak0mYgEKthMo1UYQEWPZZvOO/ywY2FveZyVKbaBOIvBynzg3UOl4rDwmS0xpUx4VhHO0Tatc6oXHohcmqJ/YuosTpLDJziq/vlyKaT40rzpb/d9mD0UhvJZpe6FM8Mh35kPZLPRsBJvB3alOcGVSUXO359Uw5v8OXpReF74YyS/2A6Giuv8IkahC0Zg3h6qVvKKyhZDGLPNUDCKOqIJlk+/iq7LrU9abk0VJB3KnKKnMAySdjlppRYMkAUtnxXf5OdJcAA+0DIZGGZKIwKjFhEqDAEeUTk+PjEr8ujoqHo2MTkpY2Nj7vvRUcfPeGPjjn8SYRKJSRVmKpmUiQmHXjI5BdrjzvMphnf8LrEcPJ49VLbMdV2eRqNCdIpipMkXkFwBkZkFeTHopiUSwI8w8JiLmDN3zTj2NJc4pQijV236TYv5FBQtv7yY8VnnkDdXj1yPGao8focVp8ag30b8ZiGjmEyr5WYFCduDqakpuXDxshw5elxeOvQF2bRxgxLh1KnT8tnJM7J3zy7p63ssPT0P5NXXvih373bJuXPnZdeunTIxOS7nz12U3QjD9z33e+Tll16Uazduyu3bnfLSSwfl8uVrcu9et7yGuGfPnpcHD3vl9VdfluXL23KGytugot9apbXGaC5WyswSC4UaAkvBFJRcTsHLGfs5A+rLrBSvc4Ys30vNW5Byl08aJ2VTFtNfbr4MU5M3K2Y+OTLZJRkFMq/N4++gyiRp+XUKP9aD+NiK3ywZFbsOt7PeGQ/mD2EELrE3ZtgeJt37qE+6YQi3bt0sDx48kJUrlqve5b2uHtm/f69cu3ZTnnvuWaVLn538HL3NMTlw4Bn57fsfyYrl7bJ37245fuKUbN++RRbU1siHnxyWttZW2bJlk7z7q9/IunVrZNvWTfLeP78v7W2t8vRTO+QiDHjBBpUtADp2m9U0C9BmN5jd5al4zColV4wW+gdyTaNLn0B3X5WQoBpyAWon8Z9MJMAf72EMkHChmHnESwI/8pasoFstHL1IsO60y/nQUcpCXaqqisnUNMq4D1rFAoUGNZFIzvT+bOIR+LFuZF3IeUlVNxYLiADp8ijwKqdKz0o1Cbmo6jHLyjCzf3hkRDViqqurZeHCBZKYTCg+V65YIXfu3FF5wuHbGrxfvWqlXL12Q5oaG2VgYFB27Ngq52EMGXZoaFjpPg0wh4CbFjVKFcJduHBZ1q9bJ+3tbdL7mw/k6ad3SFt7q3x8+Khs3bwJz1vRY+3Kip3Xi7QeqgY1Ho8rI0prQ7BpUGOxuH2VjJdEOT1DsYCmUa445AquhiFawTjViIGSkz9bDSorZvKm9SYYyctLxdGLeEovystLeup+LEwV5HEaZsHqezqHfn7RSE2DR4c/UvIjrx9OvOI69SCHpVkP2sWbF78Oi7SR8fj8dZKNZZj1X21trTKkuv5bsKBWxjE/evbMOVm9ZpWcv3AJPcwW6R8clJOnz0pzc5P87Ofvqjpp6ZIlMjgwhDAXpRVhOB/K4eIlS5rkzt17qme7BjTuo8c7iPgdHR1yp/OujAyPyIaO9XLt+k3VCF3WsiQLwN6P0wyqDhJHTqADp4wpn02jVctnlWJRqWKUL6YKcCywoju/6mqEc/nGqACG3Ym7VqhcYpUyDJWevCndKGXCRUzLwZwV+5zr9YrIgTdpP+aFejmd0iPK5YeWN3cBPIUuTWMUTONuE49OuXY4shY/jyxgD3U+NdZl2LZGMflix469U+2WLFksGzd2yOcwqOvWrJa7Xd3S1NQoO9GzPP35WXnpxRfkxPApedj7SM1/Pndgn5w/f0ne+p3XpLu7R27eui1vvPaqnD1/Qdm2gwcPKFp9ff3y1luvy8mTp9GDHZU3X39Fjh07Kf39A/IG/Pm4GW4zYs0suZ5RbedZRsBQ/ky1OJ2SAnBnZPQnToqgPyIqdlAcBcBKVhKUNjiJsyZT0hfB6UKwbPvjy1V0xZQ/WsHKpakpfTeU3i4e9dyp1neDUS2AZd8zHFZOCWXjnQuRNqIHyQbAkqVLVIOehnbTpg7VGHv77TdSI6pOg3jzpo0qbMuyZfLUjm3KT8NLRxrPP7ffDf/iF553nx9SYTgym1/DOqtBVZTNvDD96mX0pyQI2Iq7rXwFkSmUjZ+ZWikIqmWjwTlUt+Vjq1wmj2VDKkvC5A1OQWcrfg6L7t8Uy+7vSvHQqOoRO/M7rpTcMZKmrGYY7TeNJJ95PY+xe+8WGpPi3P45DapJspIyiNhjREE50z83VDm8DQgkhTv401sJCsjXHJj1F0SJqhgFn/iuBNtDcVy9oF8J6Q+nwGIHBLCSMTCmikAIDJr5UIQU8iZpqoH1+BnSmXwbjyNvERHwNqjZCm+l5lBAcgVEZlZ2F4vurIR8PAgDj/mKZ5NMfo07ZXHlcT35IlK88Lrx6LLmeoqXZsGUbeZNC5WtDtfvo++iIOBtUKEwXjpDpa8IR/nY1U8JE5hcmmAAIIUBaooboMgBoOafhK0y+dLRjEzyRcs/xJ4UMvXdKh6BnxoW5FAMnFW8eaKZGl3JyPcsQaPHASLgOeOq8iFTwwNM1ApSemzPCmZmMxGVhdmYlORJBQJfgSKVRBXSE0GFiDojLFgqo1/pdXh6Blnxy7OHqvIBmkPlSTXKHEUKizbNAy3F0ENopn+eaCV7rWHmt/aXLPEcEzL5or8Syq4ph+nPEZLiBjMB95GSkisgWj7YmB3VUCDbeNRw6W9rC6WJqoGn+TjyFxcBT4OqFplEGZI38m6ByztmlggpgoHTzZKcn8dh4DFf+WySyW9xpCw2yZOZF4o//LGZR7uZy0BUAZrxLPpZdAQ8DSpTVTOMSsFTKm76i85W8ROgfDO975SMxU825xRUD5ps2ceaI4PSB3vZyxnojICuXhB3v1Ysg7afn6o8FkhA6bnWJeabHp4pkF4xoqnrCg3CfuQ1yATjVbpOAIEdvyzETzGX8cfhOONh9LOoCGQ1qEzVzBDTX1SOSkDc7IGbfr9Jq8Lml4iOj8qc8yDEPVC6mn4Q34o5i/krQEY9ta703SKl13wVIFJaFIpkUTshjTf1AwwqHi1iUquB/p7NdPQkQsBBYE6DOgukStUoC+WykKVZ6hA9KCECPhWC0V0SrqeE/M+TlNt41OFs49Hkx/Rrfm37tqhBYhs0xeTH06AqffFSmkrJJMjGXp8rYlByuQT9Z1lQLPnnJDsFihugyNkTKvEbK2XyoxCZAvmhVaq8sIlH4kd+NI428ZYtPzSv2d5Hz4uCgOe2GaYU1BBTUbgOgGilyxcARBGJCIEIAROBkMydKpbDYPRNbCvEP28P1Zy/M/1hl9+UxfSHXa6If38I2KoLQfIVJC1/aM/Ezmzg2sajyY/pn5HALl8mnnZxV7ncZO2hVq7IkWQRAhECEQL5IxAGQ6qlChOvmudK+H6iDartSmc7f5VQAJ4EGaLptCchl2fLGOX7bEyK/cTboKZywqzQTX+xmSoVfZuHRTTe+rtUmOSbDvmzncd8ZWL4ipIplUc255XtvGkdqii90EKF7HtqamoWx17PGMh8rv28vJwfOn6bz738KmCOfzznUHOMG9pgLBTEUxfiFLa+5Um1Q3zT4WpCc01BYHT9czZDAUyZlYuVPM5wm5uPuKf0ghFsksnUh9yECWcorVNBlclwohAQ1zYpcAAiUSceP34sd+92ybp1q6WxsVFR7cOz27fuyIYN66SubqE87u+XZUuXIuyA3Ll3Tzbi+djYuHR13Ue8NdL7qE/Gx8dl3Vr4+/qk/3G/bFi/Tnp7H8njgX7hpeQPenqkf2BItmzeKDU1NTlz72lQsxVerew5Uw9JQCvlMjMhDAUjDDzmq48WyRQkKzbqe6YBtY1Hkx/Tn69KlSp8Jp6lSreY6YyOjsrnZ87J+QuXZGR0tzyzdw86HtNy5MhxuQMj232/Rzo61snPf/Er+dM/+UP56OPDMjg0JFevXJMFCxbIg4e9cuXaDYlhXPZ+9wPZsWMLjOtjefigF8a2WxnagYEBedTbB6N9TyYmJ2VyYlL27NmZs1hpBlV3g6vQpWanmpkyPT2FD9jGg+kwaFKOoiuZIJfu4ucYrbTBFO7A30LcWcETO33bfWmBKV5qeghoGrKZbZripVh8yswrysOaxFZ9t7k8al1XdWGY9AIKPDVPS2wKdUwVPrY5ckRdTSSSUhWrkjh0l73TRCIhX/ny78iNW7dldGxURkZGFev/6g++Jr9+7zdSX18vbW1t8rhvQMYnJuTrv/978l//23fR6+yQr331d+V/vfMDee2Vl2THtm0q/N69O+XZZ/bI9/7n9+XVVw7JmjUH5Ad//2N54bkDsnlzhzLWvg1qIpl0KxMKpZW9kipPypSEnDbLlGQlaDGPGj9iWSlO60WCzdgKcaxTVV4hn2zNK427reWR9SA/MTRuw6LtqiE1j0FlHaPCWVaGifH4+ASGW8ckXl0tcfQwq/FNPenq7oGBjcujvn6pwTMa3bv3umB4Y9La0iLxeEzFmUpOyT30PBcuXKDyrrv7PnqqtTLQPyjJqaQsalykDHLP/QfS3NwkQ0PD8gC91SY8Z0+1p+cB4i7MqxZI66HGUpUIx4wpkCqIAJxCsIVgq7LnJXEqsGqZoXDU5jE+Xkg6hcZRFd/UtBq/txV3Gh3yRt2oFGe7XhSMM/KJeVUdjxdMopgRNe6se+axAcVkIyttGh4aVFbgYXC6/kbnbk4XSzXYdd0/Z+ASvmT9x/nQhoYGN9VFixqkFob14qXLcvD5A3LrVqeaS62FkTx58jR6lBuVMW1qalRGsaGhXk6fOiO7d++EsRySCxcuY5h3m9x/+EAmYKz37t0lN67flD7MoR584Tm5dv26MrDPPbdfzp27IBPo4e7a9ZSbfi6ecGhHLpIUEGYeXSuAYsBRLGeQ7FnOYt4ZUokyEQTb5dL8VZo+5a2AAUWoRBw5nLvz6R2qN7l69Sq1KKmpaRGMZ6Ncv3FTtm/bCoMal+f278O7RXLw4HNYrNQpTyMOh4u77t9XYWiIp9BD5eKj5kb0TIeH8XyLLF2yGMPIY7Jt62ZlkIcGh9TCpXyyxNOgoiGLSRcUQnzrjFHP8qFscVjK5MrliGoVt4o3/FH4a0at4nAGPwJJPi0bMSoILULNlj1dpcikZdEW1Vq5CD4/qS+dD86T8v5V5TDFl7X4eUCUgtPjTXgfLVncLPzQtbW1qG8Oy+7bu1v5+WfJkiXKTwPJD11LyzL1oX9jx3p+KbdmzSrtVSuA9Q+uAC7EeRrUbIQqJoMoiB4TgZ83XVjlyJPBkOk3HpfXS6YMxgxvefnykzqF0HqRLp4fqtbFtTGv3CKYYs66Mmnkoo34Gewpr4tn5ovod1ERyGpQ2RKb5byezQoUjgcUxRXH9djDe1qPz0L+iJTtGBaSm5Usk6tGrqcQhIoTx/br23R9SOjCcEa+apBYmM/F0R57qGY1qGZL3WW3Upo9VDRT2YKSy6TpghZ5IgQCQMCPjmbqpR9aAYiSEwmbeCR+Jj+mPydhyhBI85yZ92Vg5UlK0nN5ps4DfpvzB5UCjJIvVSi0rDbJRp6YMQp/mxgzeDFxM/1GkNB5lRwpYSpFpsxMCINctvGo+dG91ExMrfwdBqNvJXD+mMraQ3WVx8gY95m/NO2IrUsJuLFdLoNVO7Dz4CIMPHqwPecjq2QKkBkb9T1tigO5Yh2PxJ+n3cBZx5vDVtpfVtsBqkwa7ehHdgSyGlQdhadUpA136Bch/6aycZO2tQ682bY3LBMrq/HLZDbH35TJYq3IUYrZwWzXd82frdirAx3m29Q5G/ayPckVR1v3uJcNOJ8JuwaVG2kncG4hT6fgwcF0BJtHPfHkJB6AUEngU94x7Dni3iZ1iIJPIIsRnWdX1tXVFYN0IDQncdYljb4+wSQQomUm4ujFOPSizlq9yBcillseDs68qqlxi3y+ZIoafgqHmExMjOd9Mk1RmTKIsw5kXViHLRq21hcGuzl5df1OeViGbXO0QziwyFrH84FpM019cFEkuLW1NepoJn7TsZUzhtMiklAk7vWxvcekmM7xD49io4DcAGwCkmP0kgTj2aE87cNW3NkgIW9ULFsxzDejeIwZXWNjA2TKN7ad4Vm2+amujqu8spFL4h5DD5Cn4ZBX2xyNKTsbLI+V4ojzGDtPUHSWYZsc6xN+eOqRrXUL8aOtNPXVNagmmGkBcPIE1ZsVp/ncDB9GP+XRxw7aKldNba3VuLNVq6YEoAC2YpivbvIc0FrgztaWhfV6vuK44ZlXNKi25hONqTp2EKDbyCPrC6XvlaQU0A4eRanmWy2US+uB/naV2WKP5ypfk18qESuYzK6tGSaMfhYQ24ZT2Wvm+ZG6RVaP4V4qE5/xHFE6DrOqQ/MtAJ26kZxMqlsdVI/fAp78suDoxULVG5nGMGTYnZ6y4QHhzC+bHIdRqdt0PDKOZ7fSUcfpqPP0lzMXyAOHHskfMawUR70gttQJnk/M8qvrnUqRsRxyZDWoBJcXrvLy1gcPHsqx4yeks/OuW7GXg9kg0qQi3cRZjgODg4rcyMgIbi/oDoJ0QTSoyPdxjx/v7evCbQhHjp2Q+7jlQCv3COZRjxw9IVevXVdhjp84KZevXC1bPrCC6el5KLdv3xHO8Z4+fVZ+8ctfyYWLl9yKsCAgyhyJ+XALV0LxEG3q+5Gjx9VNFTofysxeQclPTibk6tXr6v5IDlf29w9I5527Zc0nGtBr0OWxMX7fkKPQ7eGRYVc+3k1JfedNH9dv3FL58OjRI7c8uAFL5KGef/zJEblz557igXpy6fJVZ6i0RDwEnQzz4OKlKzhQ/nMcBj8ig4PDqu5hpyly/hDIalCpOCdPnZazZy/g8OARTA4PyomTp2QYBwmH2dGQ/uSnv5Durh4lxhnIxwJTLkc8P0L6N2/elnEsHOFt9OfPX1QNmb6+x3L8xCl52Nsrx459Jp9+ekxdpHv2zHlcXdRXFpZ5x+DHn3wqv/inX6meQ7wmLr/+9W9g5K+VrdILAghWLD/52S9VxXLs+Ek0YG7IZ6c+dxfoBZFGqWmwB8L7Is9AX9hoO3P2vLz/wccwYM4dkqXmh+k9etQnP/zxT2Hc+2UQdcrde91yCo0ylgNetcXGIssCyyT1/Pr1W3Lp4hW3J1tqnh+hDHbjujDqOxuT53BjyX/+y/8io2XE0C8GnK8eRD3IxtX585fk8OEj6lYWPTLgl/6THD+rQeXQ14qVK6W+oU46NqyTp57ahkOJF6s758IMGIevN23sgAjTqtfH1iaHPcrVE+FirzWrV6rJ7Y0bN8jWrVtkcXMz7uwbkFu3O+UeDOyX3npTli5dqnoar758SJavaJcHPb1lyQZitXx5u1oswJWw7e1tsn//M7jh4ZnU3GNZ2PKdaE1NrXR0dGCIPYZDtJeq2ybYg2IvL6yO+bN7z05ZuWK5WoC3ds0qpUfl3O7UiEUma9euVguQnn12r6xfv0bqUQY46nHh4mVJwGi9+ear0o2bQRpxi8hrr31RXSTNVcrlcPtwxVdr6zJZhGvEbnfekZ+iMU5ekrhrM6yOerH/2X2yAfU6FyVRrjtdXdLzoMea6aSwYjunQeUcHi9y5aWrv/ntR+rkfj4Ls2vANpkarMyiIp07dxGyPVCtd7Y+y+Fo4LlykHOl93BJ7udorS/GDQm8kqipqQnzSgvkCobteK3Q0qVL5PrNW2jNj0gDVkOWw3G+pRmVYpKrYQEZezwty5bKMnzC7Jw5xrhMYWTm6ad2qGFfrm7nqtOwOvZEPsMUwdjYKIxCi9oixoZkuXSdOLL86fUvHB06izK4Cddo8U7LpWiwT6McsiHTCAM2MjYiNzDsW1uL+d8ybffhSMU//PAf1b2YF9E75ZQROxvlGiEKQhfZE+XI1xWMKq1A45x3hLLRxeH2qJfqD+E5Vynw5vJ6LBTowZwS74+7j1bkZhgi2xbz5AvB6lUr1Z16a1avkq1bNqn5VBaScjleN0TDehPGMplMyMOHD9WKR8517Nu7B/Oqx2XD+vXoGbapOaW1uFpo1Ur0OsrkaPC3b9+iFjKsQa9nE3p2+d5sXybW50x27ZrVqjFDXeAdilu3blYNnTkjWfxychLzphhW5XQNh/jq0DNZv25N2bdIbN60CfpShznrW1hlGlNDjzS0bFg2NzepofYvfOEF6cIQMNcTPI8Ln8vVkL+BMrkNo0a9vX3y/PP7MVK3HVM0n0pryzKLc35u1livcBppFA0tjsw5l7pXYaRsNXY+cIV75ApFoAqAqkV0nPh/55135Fvf+pZLS7dkOVnNAslxo6VLF6sVb26gEHomU63MeMqIUs5yGlTOV7OHyl4z55VoXOtRuXCVKXtOD2Bgm3AR7gK04nuRTzyMghvMy+XI7xSGvNhrYOFkgSwnfkHhoPWC28QoV9gbCdRrXp7MedTFMFTca8hedxyjDOXcisBeUDxejTplQA2fsoGusaYecX6VozGjo2MoE2NqCqRc+jWIS6a535p4taSMKNcRLEAZDaujXrA+H8XQdeOiRUoM5gn3fJYL50wsaZaIPXmy2X3nO9+Rb3zjG2oqhXzO2UPV4LJSr6Ql4xy2NJ2W03xWSj+X5NOxFe7VEm9tcS7SZZhlmEsttyO/mmfbNoT7wcbUC13B+6FX7rjUazV1gOkD7arR+Cm3YwOMrhlrBfB/ltPTB5zr46ecjge/8GO6MBtTykG9yIa9KWfkzx+B8o1z5s9rFCNCIEIgQiBCIELAWgRcg5oa+bWW0YixCIEIgQiBCIEnAwEOsdfVheOYR9N2umOfFKCzs1O+/e1vl20LyZOhKpGUEQIRAhECEQLzIcB5XT09MF/Ycrynzbx7927aegR3URKtLDdXc1m4aXHLwWiUZoRAhECEQITAk40ADZbNtoj8cV9+A7Z40U/nGtQnO+si6SMEIgQiBCIEIgT8IeDOofojE8WOEIgQiBCIEIgQeLIRmNOgcoNqspxXPTzZeRNJHyEQIRAhECEQIgTcRUkmz7Shj0en5XLPpAyMTUnHsmpZuwTX/DjbJc2gefnLfYBCXsxGgSMEIgQiBCIEIgTyQMDToPaNTMnfHBmRn58Zl4nJaVnbEpN/9+IiObgeJ+Jg7rWaf+A4YcyrroaGhnH6Slyd58pDpLM5XiXF00Z4CtBCnNri5ZzbbKpkIY48JF2mxPNUy334ghev0bMIgQiBCIEIgQgBjcAsgzo0MS3/fGVcfntpQl7aXCt3+5Jy8V5Cvn9sRO4/rpWmupg8v6FWluCbBpVXL/36vX+WlbiZ5o3XX1HGj6fn0GDy6Ki2tlZ15msPDqH/yU9/KXt4+wXOoW3Gwe88am/x4mZ1YPYt3FFKevdx40ECN3zw1pXTn5+FAUd6OMuTR8HxbNLFOEBbHQsHg8sj1Xj+J48G4w0tkYsQiBCIEIgQiBAoFwLx/wTHxGHL5M5AQv7+szH5p/Njapj3P7zcIAk8v/ogIV19U3Lq7qT0jU/LGO6h3dhaLQuqY7IOh233PnosB/Y/K2240eJvv/d3MKqLcFPEuPz4H3+mDOflK1fkHO74vIM9O7xRgmcCv4s7NLtxRyMvEeYVWT/72T/h4t4rsnrVKtw/2K16p1ySPACjPIH9SLwf8fCRY4rRc+cuqIOdf/Wr36gly3dwrx8PNo9chECEQIRAhECEQLkQcBcljWBo938fH5UfHMNB2nVxaVsSkx/gN4d/t6+slpWL47J3Xa2saIrJD0+OyrsXMRyMFUvqoHQctszbaHjFWB16jvv27kYvcxJGcRBXBF1VvdhDL76gjN7j/kHcptKreq9vvvkaDpO4gwuQz6En2yY7ccPH9m1bsacnpq5W6+jYoA7z/uijw+qatQacdctD2bu678sJXD90/foNOYVLoJfjTs7IRQhECEQIRAhECJQTAdegjqMr2j0wJYe21sqyxio5cnVCfnJ6TH6JedRNbTXyl19vkh0rquXINdw8MzIt331/RK48cG5J4bxpLQ685jDv2rVrcQl5lVyGIR0dHZVluJyXhvFDGMUh3OO5ZEmzOmya134txrAvh4QZ7vLVK7i9pAb3Ni7FsxZZgAP5eUdffX2D7N71NC74XSQx9Fif3rkD1ylthkEelldfeUlddcbrwyIXIRAhECEQIRAhUE4E3IMdJtHb/OTWhPzfk2Ny9tYkep9cfCQyjuHdzSvi8sr2BfIR5lavdOEFXEtzTP7ya83SsTSGuwIfqTtSa3Cd1+P+AXXhNO9Q7X/cL8txge0UriG7j+FdHiPV3NyoLi3n/ClvUbl567b8FHOrCdwDymvL/uD3vwoj6syPLl/ernqzvK6sr++xDA4NqSHmSVwnx980zo+RBu8HjVyEQIRAhECEQIRAORFwDSqZGMWw70c3JuRObxLXc82wNc2VvfiNazAxh8lpzCrZ0h6XZ9bUSq0RbiZG7j61sAmLj27f7pR29FZ379qpho1zpxCFjBCIEIgQiBCIECg/AmkGlexgilIm0aM0HRcs8RF3y6SOLJSF1c7WGTNcoX7Oww6PjKi7QLkQKXIRAhECEQIRAhECYUNglkENmwARvxECEQIRAhECEQI2IOAuSrKBmYiHCIEIgQiBCIEIgbAiEBnUsOZcxHeEQIRAhECEgFUIRAbVquyImIkQiBCIEIgQCCsC/x+kaGHBO8vgWQAAAABJRU5ErkJggg==

XDC/USDT Price Chart (Source: TradingView)

Consequences Faced by Ethereum 

Ethereum users understand transaction speeds could be accelerated by adding gas inorder to incentivize miners. This is a smart move during times of high network congestion. However, many developers expressed concern at ETH’s congestion. This is mainly for those who work on cutting-edge projects or applications that offer time-sensitive services.

Moreover, they are forced to pay excessive gas fees or wait for the deluge of transactions to work the latest craze. This is because it attracts more users than your app, according to the Co-founder of blockchain infrastructure firm Stuart Popejoy.

Further, Ethereum team and its Founder Vitalik Buterin point towards second-layer solutions like ETH 2.0 as the antidote to problems regarding speed and scalability. However, on December 01, 2020 marked the generation of ETH 2.0. More so, the full-scale launch is expected to launch earlier than 2021-2022.

XinFin’s Solution

Xinfin’s Delegated Proof of Stake (XDPos) is a creative solution that helps XDC holders to stake over 108 master nodes. Moreover, the protocol supports 2,000 transactions per second and allows every Ethereum smart contract to work with the immediate transaction confirmation. The hybrid blockchain nature of the project has resulted in great acclaim and attention.

XinFin focuses on liaising with governments to minimize infrastructure gaps world-wide. Moreover, the idea behind the project is to enable investors to bid and finance infrastructure work in a seamless manner. 

Instead of wasting time with paperwork and other bureaucracy in financing cross-border projects. The team of  Xinfin believes the lack of government financing hinders the potential of many beneficial projects.

ETH vs XinFin

Ethereum was founded in 2017. It increased its value by over 10,000% and reached an all-time high of $300 billion in market capitalization. In addition, hundreds of cryptocurrency tokens have been created on top of the ETH blockchain and it is also a place where thousands of dApps are built.

In contrast, XinFin hybrid blockchain is however in its early days which has performed well exceptionally. However, XinFin is still to achieve anything like what Ethereum has achieved. With that being said, if it is possible for XinFin to achieve their goals, then it will be a significantly better blockchain than ETH.

Other Projects like Tron, and DOT also Making Moves

As a result, other blockchain projects are looking for a chance to serve as an effective solution to ETH issues. Moreover, TRON’s mainnet launched in 2018 led to a blockchain that achieved 2,000 transactions per second, however reaching speed that surpassed ETH. With no transaction fees, Tron stands on par with leading traditional payment processors like PayPal. 

Polkadot can process up to 1000 transactions per second. This is a few times more than the speed on Ethereum. Moreover, Polkadot joins many blockchains together, thereby setting the stage for future network expansion.

As high gas fees and slow transaction times continue with no end in sight, the creative nature of the crypto will continue to downfall Ethereum’s future prospects if huge changes are not made to ETH 2.0’s timeline.

Disclaimer: This article is provided for informational purposes only. It is not offered or intended to be used as legal, tax, investment, financial, or other advice. 

Related Forums
Ethereum Topside Bias Vulnerable If It Struggles Below $3K
Forum

Ethereum Topside Bias Vulnerable If It Struggles Below $3K

1 day ago
BBNaija: Angel Offers Cross Food Amidst Ignoring Him
Forum

BBNaija: Angel Offers Cross Food Amidst Ignoring Him

3 days ago
Ethereum Is Ready For Inevitable Climb Over $10,000, Says Crypto Analyst
Forum

Ethereum Is Ready For Inevitable Climb Over $10,000, Says Crypto Analyst

3 days ago
Bitcoin, Ethereum (ETH), Cardano (ADA) Price Poised For A Breakout!
Forum

Bitcoin, Ethereum (ETH), Cardano (ADA) Price Poised For A Breakout!

5 days ago