Formats: - HTML - YAML - JSON - 2026-10-28T15:14:09.410881
Query: /api/ec_nfportraits/?_offset=0

Table ec_nfportraits

Plots for elliptic curves over number fields of degree at least 3

Show schema

{'id': 88, 'label': '4.4.2304.1-1151.4-e2', 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAA9hAAAPYQGoP6dpAACS5ElEQVR4nOzdd3zV9fXH8de5N3snJKywvxCGAym4BUWtE0VtRb1qcRRHHa0arVStWFtHvdZR/bk3vXVbWwfgFosWxImDcdkrrJBByLyf3x%2BfGwhIQhKSfG/uPc/HI4%2BYb%2B6932MI5J3POB8xxqCUUkoppWKHx%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%2B4XU9L3Hln7wO/%2By514vXXLy8cNqyiYg9fLgRsBjaMHDkytOfVRScxxrhdg1JKtSsRycC2gck0xpS6XU8smzt3br6I/Mnj8RwuIjoI0YZKqkvyqkPVKR48dTlJOasE6RQ/4GtqJGHjxvjuxiCpqXUlGRl1m/f0NY0xtaFQ6CNjzB9Hjhy5qg3KjDoaAJVSUU8DYGSYO3dugsfj%2BSQ5OblPt27dShMSEqq1N3fbWLdlXdfSytI8wPRI77EsNSF1i9s1NUdlJQlLl0r/UEjikpPNlr59zVLPHo4JG2Oorq5OKCoqyti6devyUCh02MiRI6vbpuLoob99KaWU6ih9PR5PXq9evTampaVtdbuYaLF%2By/rcsrqyPIkXemb0XNYlpctGt2tqjqoq4lesoG8oRFxSEhWDB7MgLo42mbJNTU2tjI%2BPrwkGg3mhUKgPsKgtXjea6NoLpZRSHcULiMfj0amnNlJSWZKxtmxtX4AuKV3WdJbwV1ODd8ECCmpqSEhIoKqggIVtFf7qhb/PBB3s2iUNgEqpqCUil4nI98Bst2tRqq1V1FQkryxZ6QBkJGZs6pHeY7XbNTVHXR2ehQsZVFVFUlwcNQUFLEhIoNbtumKNBkClVNQyxjxojBkGHOB2LUq1peq66vhlxcsGhkzIkxyfXN47q/fSzrCeMhRCFi7Eqagg1eulbtAgFiQloevzXKABUCmllOok3n777bSxR44d2Ktnr32GdRuW8OG0D6v7ZfVb5JHGp9WLi4s9F1xwQe%2BePXvuk5SU9LMRI0YM%2Beijj1IaPubOO%2B/MKygoGJaWljYiLS1txH777TfkxRdfzNj53kceeeTArl277isiI5977rmsltzLGAgG6VdeToYIIcdhYWoqlW30pVEtpAFQKaWU6iTKyso8g/cZnDT5tskCkOZJWxPnjatr6jnnnHNOv48//jjjiSeeWPL5559/N3bs2NJx48YVLFmyJL7%2BMb17966%2B9dZbV82aNev7WbNmfT969Oiys88%2Be%2BDnn3%2Be1PDee%2B%2B9d8Vdd921vKX3Wrx4SfzSpfQuKSFHBNO/P8GMDDrFTuVopW1glFJRT9vARIa5c%2BcOiYuLmzZo0KDylJQUHflpIWMMK0tW9tlcuTlPRMw%2B3feRZ599Nnjuuedubuw55eXlkpWV9bOpU6cuOvPMM0vqrw8ZMmTYMcccs/n%2B%2B%2B9vdN1gZmbmflOmTFl51VVXbdj5cyIycud7N3WvI444qe7Xv74rDaBvX5bk5bGp5V%2BBlqmoqEhauHBhWm1t7XEjR478sb3v19noCKBSSinVBubMmZPU2Oc2btzo3dPXLyov6ra5cnMeQH5G/uLmPKempkbq6upITk7eYYdtUlJS6LPPPkvf1XNqa2t59NFHs7du3eoZM2ZMeXPra%2BxeiYlp3jlz5qQB5OezvCPCn9o93RqtlFLKPWVlHr7%2ButHg1G6GD68kPb3ZbUeqqqrk2muv7dGrV6%2BaqqoqmTZtWuarr766uFu3btumXydPnpz/7rvvBnf1/NmzZyevXbs2/vzzzy9uTbmbKjZlr9%2ByvhdA17SuK7KTszc353nZ2dmh/fbbb8tf/vKXnsOHD1/cq1evmkcffTTnm2%2B%2BSe3Tp0/VzjUeccQRQ6qrqz3Jycl1zz33XHDkyJHNHqnd1b3uv/%2BpPt9%2B%2B0VC796D6NaN1T16sL5F/%2BOq3WgAVEop5Z6vv05i9OihHX7fmTN/4LDDmn3mrM/n6ztq1Kgt11133fpvvvkm8Z577umRl5fX5Nq7ho4//vjy6667rsdNN93U7ZZbbiny7Oa4i4ceeijnmmuu6Rv%2BUB7650P87MCfkZWcta5bWrd1zb0vwNSpU5ecd955/fr377%2Bv1%2Btl6NChFSeddNKmefPm7bARZN99962cPXv295s2bfK%2B8MIL2Zdcckm/gQMHzm9JCNz5XoMH/4xjj/Uxf/6cul69WNOSulX70gColFLKPcOHVzJz5g%2Bu3LeZZs2alTx9%2BvTsqVOnLgOYO3duyiGHHFK2c4ibOXNmZm5u7vDGXmfLli2eyspKz6pVqxKefPLJFU3d88wzz9w8evToLdV11QlrK9Y6ed3zvGkJaZt7ZfRq8nm7stdee1XNmTNnfmlpqae4uNjbt2/fmhNPPHFA7969dxgBTEpKMnvvvXcVwJgxYyq%2B/PLL1LvvvrtbIBBY1tJ7rVxZlj5vXtmg3NyecsMNv6ju06fH1k7QpSamaABUSinlnvT0UEtG4twwY8aMjJEjR5YlJycbgPfeey997NixpRs2bPDm5uZuGwUcPXp0SWNTwACFhYU9cnNza6%2B//vrdToNmZ2eH0jLS6hZtWtSvd11vb1Jc0pY%2BWX2W7Emvv4yMjFBGRkZo/fr13o8//jjj5ptvXtnU440xVFVVtfiG5eUkr1uX7uTmpktd3abSWbNmpN58882bW124ahe6CUQppZRqQlZWVm1eXl4twPr1673vvfde5tFHH132xBNP5DT3NV544YXMUaNGVTQn/AHUheo8S4uXDqytq02I98ZX9cvut8jr8YZKSko8s2bNSp41a1YywOLFixNmzZqVvHDhwoT659522215Bx98cEH9x6%2B88krGyy%2B/nPHjjz8mvPbaaxmjR48e3L9//8orrrhi27Fxl19%2Bef60adPS5s%2BfnzB79uzkK664In/27Nnp55xzzrYNG8259/PPv9rl6affHrxixRLvF19M2zpx4iHxO99rzpw5SVdffXXPhv%2B/d9xxR97rr7%2Be3vBe5557bp/S0lLNKe1ERwCVUkqpJlx44YXFn3zySfojjzySU11dLaeccsqml156Keuggw7aYeTyvvvua3RE7YQTTihLb%2BamE2MMyzYv619ZW5nqEU9d36y%2BC%2BO98bUAM2fOTD3ppJO2hbspU6b0njJlCqeddtrGV155ZSnAhg0b4pcvX55Y/5ji4mLvLbfckl9UVJSQmZlZe/zxx2%2B%2B5557ViUmJm7rA7du3bq4Cy%2B8sP/69evj09LS6oYMGbL15ZdfXnjqqadua5u0u3tXVhK/bFl1r7///VrvunUryczMiD/%2B%2BOOLd77XvHnzkqdPn54JbGtB8%2B6772ZUVVXJ%2BPHjywCKioriZsyYkVVUVLQ2IyNDTwppB9oHUCkV9bQPYGTQPoC7Z4xhZenKPpu32l5/fbP6zk9PTI/4hsnV1cTNn8/gqiqSEhKoGjKEH90%2B31f7ADZNh1aVUkqpCFFUXtRt89btvf46Q/irrcWzYAGDqqpIioujpqCABW6HP7V7GgCVUkqpCLCpYlNOa3r9uamuDlm4kEGVlaR4vdQWFLAgKQmdsu0ENAAqpZRSLiutLE1fVbqqH0B2cnZRS3v9uSEUQhYtwtmyhTSPh9DAgSxMSUGn9jsJDYBKKaWUiypqKpJWlKxwAElLTCvOz8hvsj1LJDAGFi%2BmX1kZmSIYx2FhejoR3c5H7UgDoFJKKeWS6trq%2BGXFywpCJuRNjk8u75vVd496/XUEY2DJEvps3kyOCKZ/f4KZmTT7zGAVGTQAKqWUUi6oDdV6lxQvGVQbqo1P8CZU9svqt8gjnohvzbF8OfmbNpEH0KcPS3JyKHG7JtVyGgCVUkqpDhYyIVlavNSprqtO9nq8Nf2y%2By2M88Y1%2B2xht6xaRbf16%2BkO0KsXy/LyKHa7JtU6GgCVUlFLRC4Tke%2BB2W7XolQ9YwzLNy/vv7Vma7pHPKF%2BWf0WJsYlRvzO2bVryV2zhl4APXqwsnt3Nrhdk2o9DYBKqahljHnQGDMMOMDtWpSqt6p0Va%2ByqrJswPTK7LUoJSFlq9s17c769eSsXElfgLw81ubnU%2BR2TWrPaABUSimlOkhReVHX4q3F3QB6ZvRcmpmUWeZ2TbuzcSOZy5bRH6BLF9b36cMqt2tSe04DoFJKKdUBNlVsyl5Xvq43QF5q3souKV02teZ17rjjjrz8/Px9EhMTf7bXXnsNnTZtWlpTj7/66qt7isjIhm%2B5ubnDGz7m7bffTjvyyCMHdu3adV8RGfncc89lAWzeTPrSpTgAJ5/cJzRggOR5PDu%2B1rnnntun4WstWbIkfvz48f2zsrL2S05OHjFkyJBhM2fOTNlVbZMnT%2B4uIiMvuOCC3q35WqjWi3O7AKWUUirahRs99wfISs5a1y2tW6umUB977LHsm266qfedd965/Igjjih/4IEH8k477bRBX3/99XeDBg1qdB3hwIEDK99777359R/Hxe3447%2BsrMyz9957V0ycOHHDeeed5wCUlpK6eDEDjUHS09k8e/Zny0Kh7Se8ffHFF8mnnnpqwRlnnLFtI8j69eu9hx122JCDDz647LXXXlvQs2fP2h9//DExJyfnJxtcPvroo5Rnn302r6CgIOKnwKORBkCllFKqHVVUVySvKFkxEJD0xPTiXhm9VrS219/f//73bhMmTNhw9dVXbwB48sknV3z44YcZ9957b96DDz7Y6NSs1%2Bs1ffr0afR83gkTJpROmDChFOC8886jpsaTsGgR/UIhPKmplA4axGKPp%2BcOLWqmTJmS1bt376oTTjhh2zT2zTff3L179%2B7VL7/88tL6a4MHD/5JMC0pKfFMnDhxwIMPPrj0tttu69miL4JqEzoFrJRSSrWBOXPmJO18raq2KmHp5qWDSkpKPMnxyeV9svq0utFzZWWlfP/996nHHntsacPrhx9%2BeOns2bObnAZetmxZYteuXffNz8/fZ9y4cQO%2B//77hKYeX1yc0jMUwpuSwpaCAoIeDzuEv8rKSnnttddyfD7fBo9ne5SYPn161n777Vdx/PHHD8jJyRk%2BdOjQYXfffXfuzq9//vnn9znqqKNKTjnllIhfAxmtdARQKaWUe2rKPBR//ZPg1O6yh1cSnx5q7sOrqqrk2muv7dGrV6%2BaqqoqmTZtWuarr766uFu3btumNidPnpz/7rvvBus/rqmriVtSvKSgLlQXH/w%2BWPXDph82DLxgYKsbPa9duzaurq6OHj161DS83q1bt5oPPvggvrHnHXTQQeX77rtvxbBhw6pWr14dd9ttt/UcM2bM0Hnz5s3r3r37DlOzlZUkABgj3qQkthYUsNDr5Sdfp6lTp2aVlZXFXXLJJRsbXl%2B5cmXi1KlT8yZNmlR04403rpk1a1bqDTfc0CcxMdFcfvnlGwEeffTR7Hnz5qV89dVXP7T2a6H2nAZApZRS7in%2BOol3Rw/t8PsePfMHuh7W7LNrfT5f31GjRm257rrr1n/zzTeJ99xzT4%2B8vLxGGzfXheo8S4uXDqypq0mM88RVnzHujPk3/uHG3JtuuqnbLbfcUtRw1GxXHnrooZxrrrmmb/3Hr7766sIhQ4ZUAew8gmiMQUQaDZb1U7v1jjzyyIUDBgzY5%2BGHH86dMmXKtrWI1dXELVhAAYDXG6ouKGBBXBy7/H98%2Bumnc8eMGVPSr1%2B/HcJoKBRi7733rnjggQdWARx66KFbv/vuu%2BTHH3887/LLL9%2B4aNGi%2BMmTJ/d54403FqSkpET8qSfRTAOgUkop92QPr%2BTomR0/EpQ9vLK5D501a1by9OnTs6dOnboMYO7cuSmHHHJI2c4hbubMmZnbdtcKXgSb1EJ4gGFbtmzxVFZWelatWpXw5JNPrmjqnmeeeebm0aNHb6n/uF%2B/ftVxcXF4vV5Wr169w2jfunXr4nNzcxtd37ezjIyMUEFBQcXChQsT66/V1OCdP5%2BC6moSAbKzK1YnJLDL11ywYEHCp59%2BmvHMM88Ed/5cXl5ezc6bOoYOHVr51ltvZQN8%2BumnqZs2bYobPXr0sPrP19XV8fnnn6c9%2B%2ByzXSsrK%2BfuvEFFtQ/9KiullHJPfHqoJSNxbpgxY0bGyJEjy5KTkw3Ae%2B%2B9lz527NjSDRs2eHNzc7eNkI0ePbrknXfeCS4vWd6vtLK0i4iE%2BmX1W5CWmLYFoLCwsEdubm7t9ddfv35398zOzg5lZ2dX7Xx92LBhW2bMmJHxq1/9anP9tY8//jjjuOOO27zzYxuzdetWCQaDyYccckg5QG0tngULKKiqIjkujhog3us1jY5uPvzww7k5OTk1Z5xxxk/uOXLkyPJFixbtMKW/YMGCpPz8/GqAcePGlc6ePfu7hp8///zz%2Bw8cOLDyhhtuWKPhr%2BPoJhCllFKqCVlZWbV5eXm1YNucvPfee5lHH3102RNPPJGz82NXl63OL60s7QLQK6PX4vrw98ILL2SOGjWqojnhrylXXHFF0QsvvJB77733dvniiy%2BSLrzwwt5r1qxJ%2BO1vf7vtdW%2B77ba8gw8%2BuKD%2B44suuqjXm2%2B%2Bmfbjjz8mvP/%2B%2B6knnniis2XLFu9FF120sa4Oz4IFDNq4sTxl4cIva4uLP1sOsHjx4oRZs2YlL1y4cIfNInV1dTz//PNdTj/99I3x8T9ddlhYWFj09ddfp15//fXd582bl/jwww/nBAKB3Isuumgd2GC7//77VzZ8S0lJCeXk5NTuv//%2BlWA301x99dU77Ay%2B44478l5//fX0%2Bo9LSko85557bp/S0lLNMa2kUVsppZRqwoUXXlj8ySefpD/yyCM51dXVcsopp2x66aWXsg466KAdRi5vueuWrZsqNvUA6JHeY2lWclZJ/edOOOGEsvT05m86acykSZOKN27cGHfXXXf1vO666%2BIHDRq09ZVXXllYUFCwrdXKhg0b4pcvX75tenf16tUJ559//oDi4uK47Ozs2hEjRmz56KOPfhg4sKBmwQIGVlSQ9uOPc0IXX3xkHNimz1OmTOk9ZcoUTjvttI2vvPLK0vrXev311zPWrFmTcMkll%2BzyHODDDz%2B84rnnngvefPPN%2Bffcc0/P/Pz8qj//%2Bc8rLr300mY3vZ43b17y9OnTM4HV9dfefffdjKqqKhk/fnwZQFFRUdyMGTOyioqK1mZkZET8OcqRSIzRNZhKqegmIhlACZBpjCnd3eNV%2B5g7d%2B6QuLi4aYMGDSpPSUlp9hq8zmBjxcac1aWr%2BwPkpeat6p7efa3bNTUlFIJFi3BKS8kSITRwIAsyM9my%2B2d2HhUVFUkLFy5Mq62tPW7kyJE/ul1PpNGhU6WUUmoPlFSWZKwuXd0PIDs5e123tG4RHf6MgcWL6R8Of8ZxWBRt4U/tngZApZRSqpXKq8tTVpSscLCnfGzKz8hv9SkfHcEYWLKEvps3kyOC6dePYFYW2ow5BmkAVEoppVpha83WpGXFywYZYzwp8SmlfbL6LI308LdsGb03bSIXoE8flnTpQsnunqeikwZApZRSqoWqa6vjlxYvHRQyobjEuMSKftn9gh7xRPSi%2BhUr6LlhA10BevdmaV4exW7XpNyjAVAppZRqgZq6Gu%2BS4iUFtaHahHhvfGX/7P4LvR7vHu/wbU8rV9J93Tp6AOTns7xbNzbu7jkqumkAVEoppZopfMTboOq66qQ4T1xN/%2Bz%2BC%2BO98c0%2BhcMNq1fTde1a8gF69GBljx7sUS9CFR00ACqlopaIXCYi3wOz3a5FdX4hE5Klm5c6lbWVqR7x1PXN7rsgMS4xonvQrV1L7urV9Abo2pU1%2BfkU7e45KjZoAFRKRS1jzIPGmGHAAW7Xojo3YwzLNy/vV1FdkSEiob5ZfRemxEd2L8N168hZuZK%2BALm5FPXuvb2xslIaAJVSSqkmGGNYWbqyT1lVWQ5gemf2DtYf8RapNmwga/ly%2BgN06cL6vn1ZGcEblJULNAAqpZRSTVhbtrbn5q2b8wDyM/KXZCZlRvRpMps2kblsGQMAsrPZ2K8fyzX8qZ1pAFRKKaUasa58XdcNFRt6AHRL67Y8JyWnQ1un3HHHHXn5%2Bfn7JCYm/myvvfYaOm3atLSmHn/lldf269JFBo4aJbL//sLAgdIlLy93eMPHvP3222lHHnnkwK5du%2B4rIiOfe%2B65rJ1fJz8/fx8RGbnz27nnntun4eOWLFkSP378%2BP5ZWVn7JScnjxgyZMiwmTNnpuyqtsmTJ3cXkZEXXHBB71Z8KVQbi3O7AKWUUioSbazYmFNUXtQbIDc1d3XXtK4dunv2sccey77pppt633nnncuPOOKI8gceeCDvtNNOG/T1119/N2jQoJ9sPikpIa2yMiVnwIC9eOaZGSW9e9cuE8HExe34o76srMyz9957V0ycOHHDeeed5%2Bzq3nPmzPmhtnb75uYvvvgi%2BdRTTy0444wztgXg9evXew877LAhBx98cNlrr722oGfPnrU//vhjYk5OTt3Or/fRRx%2BlPPvss3kFBQVb9%2BRrotqOBkCllFJqJ5u3bs5cXbq6P9jzfbundV/T0TX8/e9/7zZhwoQNV1999QaAJ598csWHH36Yce%2B99%2BY9%2BOCDqxo%2BtrSU1GCQQSASF%2BcJHXJIz6DHwy4bU0%2BYMKF0woQJpQDnnXfeLu/ds2fPHVrbTJkyJat3795VJ5xwwrZj426%2B%2Bebu3bt3r3755ZeX1l8bPHjwLoJpiWfixIkDHnzwwaW33XZbz2Z/AVS70ilgpZRSqoGyqrK0laUrHYCMxIyNzT3fd86cOUmNfW7jxo3eltRQWVkp33//feqxxx67w3rDww8/vHT27Nk7TAOXlZGyaBGDQiE8Hk9t9fLlC%2Bneves%2B%2Bfn5%2B4wbN27A999/n9CSe%2B%2Bqltdeey3H5/Nt8Hi2x4bp06dn7bfffhXHH3/8gJycnOFDhw4ddvfdd%2Bfu/Pzzzz%2B/z1FHHVVyyimn6JnDEURHAJVSSrlmS/UWzw/rfmg0OLWXoV2HVqYmpP7k9I4t1VtSlm9ePsgYI6kJqSW9s3ovExGqqqrk2muv7dGrV6%2BaqqoqmTZtWuarr766uFu3btumOydPnpz/7rvvBnd1v9mzZyevXbs2/vzzz2/WGsK1a9fG1dXV0aNHj5qG17t161bzwQcfxG%2BrdwvJixZREArhTUmhfOzY4UUHHfQQw4YNq1q9enXcbbfd1nPMmDFD582bN6979%2B4/mZptjqlTp2aVlZXFXXLJJTucHrJy5crEqVOn5k2aNKnoxhtvXDNr1qzUG264oU9iYqK5/PLLNwI8%2Buij2fPmzUv56quvfmjNvVX70QColFLKNT%2Bs%2ByHpjOfPGNrR933hzBd%2BGNVrVEXDa1trtiYu27xsUMiEPMnxyeX9sraf7%2Bvz%2BfqOGjVqy3XXXbf%2Bm2%2B%2BSbznnnt65OXlNTtQHX/88eXXXXddj5tuuqnbLbfcUtRwJK0pO488GmMQEQNQUUHSggUU1NXhTU5mS0EBC4cNO32HUHvkkUcuHDBgwD4PP/xw7pQpU1rVBPrpp5/OHTNmTEm/fv12CKOhUIi999674oEHHlgFcOihh2797rvvkh9//PG8yy%2B/fOOiRYviJ0%2Be3OeNN95YkJKSEtHnJMciDYBKKaVcM7Tr0MoXznyhw0eHhnYdukMT56raqoSlxUsH14Xq4hLjEiv6Zfdb6PHY8Ddr1qzk6dOnZ0%2BdOnUZwNy5c1MOOeSQsp1D3MyZMzNzc3fccdvQli1bPJWVlZ5Vq1YlPPnkkyuaqq979%2B61Xq%2BX1atXxze8vm7duvjc3NzarVtJDIe/uKQkthYUsDAujp%2BMaGZkZIQKCgoqFi5cmLjbL8ouLFiwIOHTTz/NeOaZZ34yspmXl1ez86aOoUOHVr711lvZAJ9%2B%2Bmnqpk2b4kaPHj2s/vN1dXV8/vnnac8%2B%2B2zXysrKuTtvUFEdR7/ySimlXJOakBraeSSuo9XU1cQtKV5SUBuqjU/wJlT2z%2B6/MM4Tty1MzZgxI2PkyJFlycnJBuC9995LHzt2bOmGDRu8ubm520YBR48eXdLYFDBAYWFhj9zc3Nrrr79%2Bt7uJk5KSzLBhw7bMmDEj41e/%2BtXm%2Busff/xxxjHHnFC2YAEFtbXEJyZSOXgwC%2BLj2eVo5NatWyUYDCYfcsgh5c38cuzg4Ycfzs3Jyak544wzNu/8uZEjR5YvWrRoh%2Bn7BQsWJOXn51cDjBs3rnT27NnfNfz8%2Beef33/gwIGVN9xwwxoNf%2B7STSBKKaViVm2o1rukeElBTV1NYpwnrrp/dv8F8d74HXbAZmVl1ebl5dWCbX3y3nvvZR599NFlTzzxRE5z7/PCCy9kjho1qqI54a/eFVdcUfTCCy/k3nvvvV2%2B%2BOKLpAsvvLD3mjVrEk4%2B%2BZrMmhoSEhKofP312zeOGXPwgPrnXHTRRb3efPPNtB9//DHh/fffTz3xxBOdLVu2eC%2B66KJt6/dKSko8s2bNSp41a1YywOLFixNmzZqVvHDhwh02i9TV1fH88893Of300zfGx%2B8wEAlAYWFh0ddff516/fXXd583b17iww8/nBMIBHIvuuiidQDZ2dmh/fffv7LhW0pKSignJ6d2//33rwS7cebqq6/eYWfwHXfckff666%2BnN6z33HPP7VNaWqqZpQ1p/FZKKRWT6kJ1niWblgyqqq1K9nq8tf2z%2By9IiEuo2flxF154YfEnn3yS/sgjj%2BRUV1fLKaecsumll17KOuigg3YYubzvvvtWNnavE044oSw9Pf0nU7RNmTRpUvHGjRvj7rrrrp7XXXdd/MCBBZUPPPBWbV5ev4SEBKoGD2bBpk3r85YvX75tenf16tUJ559//oDi4uK47Ozs2hEjRmz56KOPfigoKNjWnmXmzJmpJ510UkH9x1OmTOk9ZcoUTjvttI2vvPLK0vrrr7/%2BesaaNWsSLrnkkg27qu/www%2BveO6554I333xz/j333NMzPz%2B/6s9//vOKSy%2B9dFNz/x/nzZuXPH369EzYfk7xu%2B%2B%2Bm1FVVSXjx48vAygqKoqbMWNGVlFR0dqMjIyftJlRrSPG6LpMpVR0E5EMoATINMZE9DFe0Wzu3LlD4uLipg0aNKg8JSWlcvfPaD8hE5Ilm5YMrKipyPCIp65/dv/5KQkpEdukuLqauPnzGVxVRVJ8PNWDBzM/KQkNQ02oqKhIWrhwYVptbe1xI0eO/NHteiKNDqcqpZSKKcYYlhUvG1BRU5EhIqG%2BWX0XRnL4q6nBu2ABBVVVJMXFUVNQoOFP7TkNgEoppWKGMYblm5f3K68uzxIR0yezz6K0xLQtbtfVmJoavPPnU1BZSXJ9%2BEtO1vCn9pwGQKWUUjHBGMPKkpV9SqtKuwD0yugVzEjKiNjTKWpr8SxYwKDKSlK8XmoHDWJBSgpVbtelooMGQKWUUlHPGMPqstX5mys35wHkZ%2BQvyUrOKnG7rsaEw1/B1q2ker3UFRSwIDUVV9dNquiiAVAppVTUW1u%2Btvumik3dAbqnd1%2BWk5LT7J2qHa2uzo78VVSQ6vFQN2gQ81NTidg1iqpz0gColIpaInKZiHwPzHa7FuWedeXrum7YsiEfoGta15V5qXm7bGsSCerqkAULGFhRQVo4/C1IS9Pwp9qeBkClVNQyxjxojBkGHOB2Lcod67eszy0qL%2BoNkJuSu7pbWrdWnYfbEerqkIULGbhlC%2BkeD6GBA1mYno6rp6So6KUBUCmlVFTaVLEpZ23Z2r4A2cnZRd3Tu69xu6bGhELIokU45eVkiBByHBZmZBCxu5NV56cBUCmlVNQp3lqctap0VX%2BArKSs9fkZ%2BStFxO2ydikUQhYuZEBZGZnh8LcoM5NWnd2rVHNpAFRKKRVVSipLMlaWrBwAkJGYsbFXZq/lkRz%2BFi2if1kZWSKYAQNYlJVFxLamUdFDA6BSSqmoUVpZmr6iZMVAQNIT04v7ZPVZGsHhj2CQ/qWlZItg%2BvdnUXb29vD39ttvpx155JEDu3btuq%2BIjHzuueeydveaxcXFngsuuKB3z54990lKSvrZiBEjhnz00UcpDR9z55135hUUFAxLS0sbkZaWNmK//fYb8uKLL2Y0fExz7t2ce6nIpQFQKaVUVCirKktdXrJ8oDFGUhNSS/pk9VkSqeHPGFi8mP4lJdvCXzAnhx3OqS4rK/PsvffeFXfdddfy5r7uOeec0%2B/jjz/OeOKJJ5Z8/vnn340dO7Z03LhxBUuWLImvf0zv3r2rb7311lWzZs36ftasWd%2BPHj267Oyzzx74%2BeefJ7Xk3s25l4pcYoxxuwallGpXIpIBlACZxpjS3T1etY%2B5c%2BcOiYuLmzZo0KDylJSUNm1qvKV6S8rS4qUFIRPypsSnlPbP6b/II56I/AFnDASD9Nu8mS4imH79WNylC5ubeo6IjHz22WeD5557bqOPKy8vl6ysrJ9NnTp10ZlnnrmtyfWQIUOGHXPMMZvvv//%2B1Y09NzMzc78pU6asvOqqq37SImdX996Te3WUioqKpIULF6bV1tYeN3LkyB/drifS6AigUkqpTq2iuiK5PvwlxyeX98vuF3Qj/M2ZMyepsc9t3LjRC9tG/vpt3kwXgL59dx/%2Bmqumpkbq6upITk4ONbyelJQU%2Buyzz9J39Zza2loeffTR7K1bt3rGjBnT7I0nrbmXiixxbheglFIqdpWV4fn6axoNTrtTE6pK2FC1tm/IJHjjPYlbcxPzV64V725fb/hwKtPTCe3ucfWqqqrk2muv7dGrV6%2BaqqoqmTZtWuarr766uFu3bnX1j5k8eXL%2Bu%2B%2B%2BG9zV82fPnp28Zs3a%2BCOOOD%2BjuHh7%2BMvNbZvwB5CdnR3ab7/9tvzlL3/pOXz48MW9evWqefTRR3O%2B%2Beab1D59%2BuxwhvDs2bOTjzjiiCHV1dWe5OTkuueeey44cuTIZo/KtuReKjJpAFRKKeWar78mafRohrb%2BFRKBAfUfJANDmvOsmTP54bDDmt9k2efz9R01atSW6667bv0333yTeM899/TIy8ur2/0zreOOO778yiv/OOTrr%2B9KPeecQvr1kyV5eRQ39/nNNXXq1CXnnXdev/79%2B%2B/r9XoZOnRoxUknnbRp3rx5O2zO2HfffStnz579/aZNm7wvvPBC9iWXXNJv4MCB81sSApt7LxWZNAAqpZRyzfDhVM6cyQ8tfV5NqCpuY9XqfnWmNj5O4itzk3ot90pcswPZ8OE0O%2BjMmjUrefr06dlTp05dBjB37tyUQw45pMzj2XEV1cyZMzNzc3OH7/pVPJ7y8nJPVdVWiosXlT777CPtchbxXnvtVTVnzpz5paWlnuLiYm/fvn1rTjzxxAG9e/feYVQuKSnJ7L333lUAY8aMqfjyyy9T77777m6BQGBZW99LRSYNgEoppVyTnk6oJSNxAFW1VfGLNy12ckO18QnehMoBOfnz471xte1V44wZMzJGjhxZlpycbADee%2B%2B99LFjx5Zu2LDBm5ubuy10jh49umTnKWBjYNkyem/YQNfHHvsTPXumbrz55muWtlet9TIyMkIZGRmh9evXez/%2B%2BOOMm2%2B%2BeWVTjzfGUFVV1aot0y29l4oMuglEKaVUp1FdWx2/pHjJ4NpQbUK8N76qf07/BfHe%2BHYLfwBZWVm1eXl5tQDr16/3vvfee5lHH3102RNPPJHT1PPC4a/Xhg10/e9/3%2BLAA/de15LwV1JS4pk1a1byrFmzkgEWL16cMGvWrOSFCxcm1D/mtttuyzv44IML6j9%2B5ZVXMl5%2B%2BeWMH3/8MeG1117LGD169OD%2B/ftXXnHFFRvrH3P55ZfnT5s2LW3%2B/PkJs2fPTr7iiivyZ8%2BenX7OOedsasm9m3OvOXPmJF199dU9G/5/3XHHHXmvv/56esN7nXvuuX1KS0s1k3QgHQFUSinVKVTXVcctLl5cUFNXkxjniavun91/foI3oaa973vhhRcWf/LJJ%2BmPPPJITnV1tZxyyimbXnrppayDDjpoh5HL%2B%2B67b9vIlzGwfDm9NmygG8C4cWOWO07a%2Bpbcd%2BbMmaknnXTStnA3ZcqU3lOmTOG0007b%2BMorrywF2LBhQ/zy5csT6x9TXFzsveWWW/KLiooSMjMza48//vjN99xzz6rExMRtu6LXrVsXd%2BGFF/Zfv359fFpaWt2QIUO2vvzyywtPPfXU0pbcuzn3mjdvXvL06dMzgW1tYd59992MqqoqGT9%2BfBlAUVFR3IwZM7KKiorWZmRkVLfka6RaT/sAKqWinvYBjAx70gewpq4mbvGmxYOr66qT4jxx1QNyBsxPjEuMyLAQDn/569fTHaBXL5Z3706Lwp/ac9oHsGk63KqUingiMkVEzE5va92uS3WMcPgrCIe/mv45/RdEcvhbsWJ7%2BMvP1/CnIpNOASulOovvgKMbfNzsHZ%2Bq86qtq/UuKV5SUF1Xnez1eGv6Z/efnxSXFJG7TMPhr%2Be6dTb89ezJih49NPypyKQBUCnVWdQaY3TUL4bUhmq9i4sXF1TVViV7Pd7a/tn9FyTFR2b4g23hrwfY8NezJ%2BvcrkmpxugUsFKqsxgkIqtFZImIPC8iAxp7oIgkikhG/RugR1N1MrWhWu/iTYsLqmqrUrweb22/7H7zk%2BOT2/T84La0YgU9GoS/lRr%2BVKTTAKiU6gz%2BB/wKOBaYBHQHZolIl0YePxm76aP%2BTfuSdSK1oVrvkk1LBjUIfwtS4lu2aaQjrVhBj6IiegL06MHKnj0pcrsmpXZHA6BSKuIZY942xrxijPnWGPMucGL4UxMbecrtQGaDt14dUKbavTrAhEKhRhsO14ZqPUs2LRlUWVuZ6hFPbb%2BsfgtS4lO2dmCNLbJyJd0bhr/8fA1/kSL8fWaAdu0T2VnpGkClVKdjjNkiIt8Cgxr5fBWwba2YSKsOOFBtb1koFFq/cuXKPt26dStNSEiobvhnUxeqk1Wlq/pV11WniEhd9/TuS6nFVNRWJLlYc6PWrZPcDRukG0BurinKzjYlFRVEZK2xxBhDdXV1QlFRUUYoFFoOLHe7pkikfQCVUp2OiCQCQeBRY8yfmvF47QMYIebOnZsvIn/yeDyHi8i2QQiD8Wyu2ty11tQmChLKSsgqivPERWSrF4CyMm9mebk3CyAtrW5zenpdicslqQaMMbWhUOgjY8wfR44cucrteiKRBkClVMQTET/wH%2Bxv8l2BG4HDgX2MMbs9vF4DYGSZO3euB%2BgCZAOe%2BSXzU59Y8MRj1aHqER48JQfkHXDBmQPO/N7lMht15ZUDL1y1KrEQoEePqnsfeGDRI27XpHYQAoqBjSNHjgy5XUyk0gColIp4IvI8MAbIBdYDnwE3GWOaFRI0AEYux%2B9kAG8DhwCbgaOChcEvXC2qCSJcC/w1/OEfjeFWN%2BtRqrU0ACqlop4GwMgUDn/TgIOxIzY/DxYG57pbVeNEuAbwhz%2B82Rh2u/xAqUilu4CVUkp1uE4Y/q5me/i7RcOf6ux0F7BSSqkO5fidTGA6cCA2/B0d4dO%2BVwF3hz/8kzFMcbEcpdqEjgAqpZTqMI7fyQJmYMPfJiJ/zd/vgL%2BFP7wVNPxFLBEvIn9CpJ/bpXQGGgCVUkp1CMfvZAPvAAcAG7Hh70t3q2qcCFcC94Q//At23Z8unI9EItnAm8BNwL9o0GJI7Zp%2BgZRSSrU7x%2B/kAO8CI4AN2Gnfr92tqnEiXAHcF/7wNuAmDX8RSmQo8Dq2MXwF8BeM0dM/dkMDoFJKqXbl%2BJ1cbPgbjm3jc1SwMPitu1U1Lhz%2B7g9/eDtwo4a/CCUyDggA6dg%2BoeMx5itXa%2BokdApYKaVUu3H8TlfgA2z4KwKOiPDwdznbw98dwA0a/iKQiCAyGfg3NvzNBPbX8Nd8OgKolFKqXTh%2BpzvwPjAUWAMcGSwM/uhuVY0T4TLg7%2BEP7wT%2BoOEvAomkAk8Bp4evPAz8FmMi9ujASKQBUCmlVJtz/E4%2BNvwVAKuAscHC4EJ3q2pcOPw9EP7wTmCyhr8IJNIf%2BBewL1ADXIExehRfK2gAVB0vIII90qs/0AvoAeQBOUAGkAokAfGAAAaoBaqxC3zLsac6bMIuJl%2BHHV1YCazDZ/TsR6Vc5PidPtjw52DXZY0NFgYXu1tV40T4DdvD31/R8BeZRMYCL2HPkV4H/AJjPnG3qM5Lj4JT7SsgCdhdf/uH3%2B8NDMEGvfZQjf2BsxhYBMwHfgS%2BA1bj02/4WKRHwXUcx%2B8MwIa/vsASbPhb5m5VjRPhEuCh8Id3Ab/X8BdhRAS4EtuM2wvMBU7FmBWu1tXJaQBUbcuO7u0HHA8cjT3mKWkXjzTYUbvlwGrszsBN2B/S5UAVNsyFsJuV4oBEIAVIAzKxI4Z5QDfsKGJ3mt7YVAx8DXwJfAHMARbqiGH00wDYMRy/U4ANf/nAAuxu35XuVtW4ncLf3cC1Gv4ijEgydo3fr8JXngMuxpit7hUVHTQAqj1nQ98I4Gzgl0CfnR6xEfgf9re2b4HvgSA%2BU9nGdcQDPbFTyw4wEDvaODT8395dPGtzuLZZwCfAZ/hMRZvWpVynAbD9OX5nL%2BA97C9kP2DD3xp3q2qcCBdjgwXYkz4KNfxFGJE%2BwKvASKAOKATuQ4NLm9AAqFovIGnAucAl2AW59SqwPb%2BmY9s//Oj61GtAkrBBcD9sWB0J/Iyfjk7WYEcG38f%2BMPsUn6nquEJVWxKRy4DLsCPDg9EA2C4cvzMCe7xbLvANtsnzenerapwIk4BHwx9q%2BItEIodj1/vlYQcRJmDM%2B%2B4WFV00AKqWC0gX4HfYH6zZ4atV2E7s/wSm4%2BsEw/N2xHBf4CDgUGAMduqqoQrgQ%2BBt4C18JmIXsqvG6Qhg%2B3H8zoHANCAL%2BBw4NlgY3ORqUU0Q4dfAY%2BEP7wWu1vAXQex6vyuwwdwLfIVd77fUxaqikgZA1XwBSQGuAa7FNt4Eu9HiAeBZfKbYrdLahJ3K7g%2BMBY7ErmHsutOj5gP/wbYh%2BAyfqevIElXraABsH47fGYM9fzUN%2BC9wQrAwGLFfXxEuBB4Pf3gfcJWGvwgikoKdlj83fOUfwEUYXZbTHjQAquYJyCnY7vi9w1e%2BBm4F/hW1IcgGwn2BY4ETsKOEDVsnrcOOer4CvI/P1HR4japZNAC2PcfvHIP9RSgZu2RifLAwWO5qUU0Q4QJs%2BBPsv2W/0/AXQUT6Ydf7jcCu97sWuFfX%2B7UfDYCqaQHJBf6P7R3XlwHXAy/G3O7ZgGQCxwEnYwNhVoPPbgJeA54HPsSnB5FHEg2AbcvxO%2BOBF4EE7PKIXwQLgxG77EOE84AnseHv78BvNfxFEJGjsf92dsH2dp2AMR%2B0%2BHUC0ht4BPgTPvNZm9YYhTQAqsYFZAx2TV9PbCPmvwJ/0V2y1K8fPAI4LfzWcKq4CHgBmAp87voGGKUBsA05fucsbCsOL3b02xcsDEbsEVwiTMQeGybAg8AVGv4ihF3vdy1wO3aj1lzgNIxZ3qLXsbM152HXdGZg1w3%2BTP/tbZoGQLVrAbkc%2B5fJi22kfDY%2B84WrNUWqgHixG0jOwI6U5jT47I/AM8Bz%2BMwqF6pTaABsK47f%2BTV296xgQ%2BAFwcJgxI52i3Au9u%2BfYGcyLtfwFyFE0rGjsr8MX3kauBTTwvZgAcnHbuo5PnzlM%2BA8fGZ%2B2xQavTQAqh0FxIPdffXb8JV/ABfjM1vcK6oTsSef/Bw4BxiPXR8FtqH1DOAJ4N/49NDyjqQBcM85fucq7L8NYBfqXxYsDEbsMhARzsaGVMHW%2BxsNfxFCZDB2vd8wbOutK4FHWrTez476TcQOVGRiO1HcBPwtateltzENgGo7O5L1GHB%2B%2BMrvgbt0GL2VApKB/e32PGB0g8%2Bsx/62%2Bxg%2Bs7DjC4s9GgBbz/E7gv3Bekv40l3A74OFwYj9d0GEs7BLMDzYEctLjSFiw2pMETkFeBbbSWI18EuM%2BbRFr2FH/R7FrsUG27v1PHzm%2B7YrNPppAFSW/W3qYeAi7GjVefjMc%2B4WFUUCMhC4ABsGezT4zLvYo6j%2BrRtH2o8GwNYJhz8/cHX40k3AXyI8/J0BBLDh73HgYg1/EUDEi%2B0cMTl85WPgDIxZ2%2BzX2L7W7x7sqF81cDPg138/W04DoLICMgX7FykE%2BPCZF9wtKEoFJA44EbgYu6NYwp9ZiQ3gj%2BEz61yqLmppAGw5x%2B94sd%2BTvw5f%2Bl2wMHifiyXtlginYzeuebHryyZp%2BIsAIrnYP5ejw1fuBa7DtKB1lt3h%2Byj2302A2cD5OurXehoAFQTkdGxLB7Dr/R5t6uGqjQSkHzYIXog97gjsOpZ/AvfiM1%2B7VFnU0QDYMo7fScBOoZ6O/aXw18HC4FPuVtU0EU7D/jvmxW78uEDDXwQQ2R%2B7W7w39mSlCzHm%2BWY/3476TcKORKdj/438I3atn4767QENgLEuIIOAL7Cd/P34zLUuVxR7ApKI/UF7JbB/g898gF10/1bM9VxsYxoAm8/xO6nYH9jHYqfYfMHC4CvuVtU0EcYDL2MbtU8FzjMG3QjgJtvi5dfYk6ISgIXYFi/zmv0aARmAXZd%2BZPjKp8AF%2BMyPbVtsbNIAGMvsdOR/gQOAj4Cj9TcqlwXkIOw5y7/EjmSAbSVzN7aVTJVLlXVqGgCbx/E7WcAb2FNvKoBTg4XBGa4WtRsinIhtwh6PXfv3Kw1/LhNJxvZcrN9Q%2BDowEWNKmvV8uyHxcuA2IAXYCtwA3K87fNuOBsBYFpBrsMPqJcA%2B%2BMwKlytS9ex6lyuxm3IywlfXYtfOPIyvmf%2BQKkADYHM4fqc7MB17/OFm4MRgYXCWq0XthgjHYcNFArb5%2BjnGoL/EuklkAHY0dgR2%2BcCNwJ2YZs5iBGQodvPOIeErHwG/xmcWtX2xsU0DYKwKSE9gAZCK/cv1hMsVqV2xrWQmYUcFe4WvlmKnVe7TDSPNowGwaY7f6Y/tUzkQe5LNscHCYESvQRXh58B/gETslPWZGv5cJnIidgo%2BC9vu6iyMea9Zz7WnK12HXd%2BXAJSFP35Ul8C0Dw2AsSogj2KDxWfAofoXLMLZBtNnYXszDg1f3Yo99/IufGa1W6V1BhoAG%2Bf4nb2xI389gaXAz4OFwYgebRFhLPAWkIQdATzdGJq/o1S1Ldvi5RbsNC3YnyunY8zKZj0/ICOxu7b3DV95G7shUWel2pEGwFgUkP7YBble4DB85r8uV6Say57UMh74AzAqfLUKO2Vyp/6DuWsaAHfN8TsHA28C2cB3wDHBwmBE/zIhwmhgGnZt2JvAacagJ%2Bu4RaQrdu3lUeErDwDXYJpx2lFAUrDB8Wps38aN2NmOf%2BgBBO1PA2AsCsgDwGXADHzmWLfLUa1gWyMcg23Me2j4ajU2CN6Or5m/eccIDYA/5fid47BTpynYEZsTg4XBTe5W1TQRDgLewXYtmA6cYgwtOztWtR2Rg4GXgHzspqFJGBNo1nMDchS2r9%2BA8JV/Ar/FZ9a3Q6VqFzQAxhq7pmw1du3f0fiauT5DRSYbBMdi180cHr5ahZ0avh1fC7rsRzENgDty/M5Z2OO44rCjab8MFgYj%2BrxvEUYB72E3Rb0PjDOGre5WFaNsi5crsZsI44D5wC8w5rvdPjcgOeHn1e8QXglcis%2B80T7FqsZoAIw1Afk1tq/Sj8AwHWaPIgEZi51OqT93eCvwd%2BCv%2BMxG1%2BpykYhchh3t9gCD0QCI43euBOpP9PgncF6wMBjRU6giDMf2xczGHiF2gjFEdGCNWiLpwBPY3qVgm2//GmPKmnye/WX1DOz3XlfAAP8H/AFfbP%2BddIsGwFgTkPexI0bX4zN3ul2OamP2H9mjsGduHhS%2BWor9jfsefKbcrdLcpCOA2871/TN2/SjYXw5%2BFywMRvQGMBH2Aj4EcrFT1ccYQ9NhQ7UPkb2xywYKgFrgGuDv7C5I2FOPHgROCF/5HpiEz0R0m6FopwEwlgSkC7AOOxrSH59Z6m5Bqt3YIHgi9gf%2B8PDVddhg%2BCi%2BZizQjiKxHgAdvxMHPMT2c31vBG4LFgYj%2BgeACIOwI37dgbnAUcagPTDdIDIR%2Bz2UjJ22PR1jPmvyOfawgSux/%2B6kYNcp/wW4I9b%2BDYpEGgBjSUDOwu7W%2Bhaf2Xd3D1dRwO4anoD9B3hg%2BOpibLuGF2Ol/U8sB0DH7yQDzwMnYxvzXhwsDD7ublW7J0J/bPjrBXwDjDWGiN6kEpVEkoD7sW3DwPaLPAezm80atrXLY9iG0GD/LC/WY9wih8ftAlSHOiL8/h03i1AdyGdC%2BMzzwDDgN9gmvwOwa78%2BIyCHN/V01bk5ficH%2B/f9ZOzmoF90kvCXj93w0Qv4Afi5hj8XiAzEnr87CbtmbwpwQpPhLyDpBOReYDY2/G0OP/8IDX%2BRRQNgbKlfE/aJq1WojuczNfjMQ9hRwD8C5cD%2BwIcE5HUCUuBqfarNOX6nDzAT2yaoBNvg%2BV%2BuFtUMInTDhr/%2BQBA42hj0xJuOJnIadtp9P%2BypHsdizC2YJs7iDcgp2PV9v8Xmi38CQ/CZx3XDYeTRKeBYEZAk7A99L9Bb%2B8TFuIB0A27GnjXsxS7o/j/gFnwm6kZaYm0KOHy6xzRsf7ZVwHHBwuA8d6vaPRFysLt99wVWAKONYZm7VcUYkQTgTmxDZoD/AmdgzKpGnxOQvthp4pPDVxYDv8FnprdfoWpP6Qhg7BiE/UG/GfsDQcUynynCZ34D7IM9TaF%2BsfYiAnJl%2BFxO1Qk5fudw7Ch/PnY05uBOEv7SsUeA7YtdqnCUhr8OJtIHu1bvd%2BErdwFjGw1/AYknIIXY77OTgRrgNmBvDX%2BRTwNg7Kjvtr5Ih%2BLVNj7zAz4zDnuqyDxsn7X7gK8JyDGu1qZazPE7p2MX6WdiR25GBwuDEX88oAjJwH%2BAA4BN2Gnfhe5WFWNETgS%2BBA7EDhSMx5jrMGbXZywH5FDsFPFd2B2%2BM4H98Jkb8Blt0N0JaACMHb3C7yP%2Bh4Fygc%2B8g12wfQmwARgKTA%2BvD3RcrU01i%2BN3fodtypsAvIpd8xfx0/kiJGCPEzscKAOONYaIH7GMGiJxiNwBvAHkAJ8DP8OYf%2B/y8QHJJSCPY0eZ98Ge33sBdpPH9x1TtGoLcW4XoDpMXvh9katVqMjlM7XAIwTkBez6wMux0zrHEZC7sEfL6ekLEcbxOx5so%2B%2BrwpcewDZ4bnyxfoQQwQs8g%2B1ZuRU40Rg%2Bd7eqGCKSj92oUX960ANAIcZU/eSxtqXU%2Bdj1gV3CV58ErovVk4Y6Ox0BjB2Z4ffaRFU1zWc24zNXYddizcCOKN0A/EBAfhFuMq0igON3krA9/urD3/XAlZ0k/An2dIgzsWvHTjOGme5WFUNEjsVO%2BY7GjrxOwJgrGgl/%2B2FH/B7Hhr9vgcPwmQs1/HVeGgBjR1L4va7NUM3jMz8AxwGnAcuA3sDLwDRtG%2BO%2BBj3%2BTscGqLODhcE7I/10jwZuBy7G9pc7xximuVxPbLBTvn/GbrjJA77CTvm%2B9JPHBiQz3NNvLnAwtpNEITASn/lvR5Ws2ocGwNhR/2cdEyc/qDbiMwafeQ3bSPrP2KOcjgG%2BJSC3EpBkV%2BuLUY7f6Q/MAg7DjuofGywMBtytqvlEKAR%2BH/7wYmN40c16YoZIT%2BBd7Ii%2BAA8DB2PMoh0eFxAhIOcC89ne0%2B8lbE%2B/u/E1sjFEdSoaAGNHbfi9rvtULeczFfjMTcBe2P5yCdjzZOcRkONcrS3GOH7nAOAzYDB2U9dhwcLgB%2B5W1XwinIfdOQpwvTE85mI5sUPk59jRvsOxI3k%2BjLkUYyp3eFxA9gU%2BAp4FugELgGPwmQn4mugFqDodDYCxoyL8PtXVKlTn5jOLgBOAX2L7SQ4A3iYgLxCQHq7WFgMcvzMe%2BBDoiv1hflBn6PFXT4STsOvIAPzGcKeb9cQEES8itwLTsVO%2B3wAjMeafOzwuIFkE5D62rwusAP4A7BvuEqCijAbA2LE5/D7bzSJUFLDTwq9gW8Xcg11WMAH4kYBcEt4tqNqY43euBF4DkrHrt8YEC4Or3a2q%2BUQ4FNumxgs8DVznakGxYPuU743YKd9HgYMwZsG2xwTEQ0DOw073XonNBfbvt8/cjm8Xm0JUVNB/qGNH/VmaXV2tQkUPnynDZ64GRmF7h2UADwEzCchertYWRRy/43X8zv3YBt0CPAKcHCwMlrlbWfOJsBe2z1wS9uSZScbQWTardE4ix2BHiY9g%2B5TvxZgGTZoDMgrbMPwp7M%2BG%2Bdjp3l/iM8s7umTVsTQAxo76tRu9Xa1CRR%2Bf%2BRI4CDt6UA4cAnxJQKYQkERXa%2BvkHL%2BTBvwLuCJ86ffApcHCYG2jT4owIvTCrhvNAj4FJhhDp6m/09m%2By3cadsr3a3ae8g1IVwLyGDAb%2B3e3HDsiq9O9MUSMngoWGwIyFHteYxmQqcfBqXYRkN7Y3m4nha/8APwan5nlXlEgIhnY3bKZxphSN2tpLsfv5GNHzfYDKoFzg4XBl10tqoVEyMT2j9sb%2BBE4zBi0b1x7sY2dA8CY8JVHgd9tG/WzZ3z/BriF7b1hpwK/x2c6zXIC1TZ0BDB2BIE6IB3o6XItKlr5zApgPHAG9tSZocAnBOQ%2BApLW0eWIyGUi8j12pKPTcPzOCOB/2PC3HhjbCcNf/ZF0ewNrgeM1/LUjkeOwU75jsCN6Z%2B0w5RvYtgv4Xmz4%2BxLbzPlcDX%2BxSUcAY0lAvsf%2BQD4Bn3nb7XJUlAtIDnA3cF74ylLsaOB7HV1KZxoBdPzOydhRnFTsCOqJwcLgEnerapnwKR/PAOdiw8gYY/jS3aqilEgccCv2FBiwIW8CxiwECJ/lfTf2FzOwZ33fADyBz0T8iTGq/WhPuNjyBTYAjsLuIlSq/fjMJuB8AvI8diqqH/AuAXkUuBZfZAexjub4HQGuxvbIE%2BwpHxOChcHNbtbVSjdjw18d8EsNf%2B1EpDf2LN9Dw1ceAq7GmEoCkoENer/D9u2sw571ews%2BU%2BxCtSrC6BRwbKmfBjvY1SpUbPGZ6dhpwP8LX7kIe5LI0e4VFVkcv5OA3d3rZ/tO3xM7Y/gT4VxsAAS4xBimu1lP1BI5ETvadyhQih31%2Bw3/oIaAXIht4HwdNvzNwG7w%2BJ2GP1VPp4BjSUBGYEcBy4AcfEZ34qmOFZAjgCeB/uErj2BHA9u1pUkkTwGHz/R9GRiLPRf3GuDeTnSm7zYiHAa8hw0ddxqzbVpStRWReOA27Jm8YM/pPQNjggRkDHaN34jw5xZiv5/e0I1/amcaAGNJQLzYBeXZwKFu78xUMcpuBrkDuCx8ZSlwPj7zYXvdMlIDoON3BmN3%2Bg7ErpU7M1gYfNPdqlpHhAHYjSu52EbCE4zRs8fblEhf4Hls6xaAvwPX8g96AX8FTgtfLwH%2BBDyAz1R3eJ2qU9AAGGsC8gL21IY/h892VcodARmLbUDbN3zlXuAP%2BBo0qm0jkRgAHb9zDPZkjExgGXBSsDD4rbtVtY4IGcAs7FnRc7GbPiqafpZqEZGTsSeoZGO/l8/nH3yAXef3WyAeeyrPo8Af8Zn1LlWqOgldAxh73gi/P8XNIpTCZz4A9gEeC1/5HfBF%2BHSCqOX4HQkf6/Y2NvzNAg7oxOHPg%2B0ltxewBhiv4a8NiSQg8jfgdWz4m01X9ucf9AQWYaeC47Hr/IbjM5dq%2BFPNoSOAsca25ijC7gAfis/86HJFSkFATgAeB3pgdyveCvylrdapRsoIYHizxwPApPClZ4CLg4XBTnveqgh/Am4CqrAjf52q52JEE%2BkHvAAcYD/mHh5jJsncBgwJP%2BoHbAh8W9f5qZbQEcBYY1tz1B/1c5abpSi1jc%2B8hR0NfBHwAlOwDaQHuVlWW3L8Th72794k7GaPa4HzO3n4OxUb/sCe76vhr62InIJt1nwAsJnjuJqpjCCZV7Hhbz32VI998Zm3NPypltIRwFgUEB/wD%2Bziewef0YXaKjIERAAf9ji5TKACOzX8%2BJ78gHN7BNDxO/sC/8audywDzuqsmz3qiTAE21oqHbjXGK5yuaToIJKA3dDxWwC68wV/YhmpnBp%2BRBV2vezt%2BEyJKzWqqKABMBYFJAVYjf0Be4we/q0ijj1T%2BBlsaxSw659%2Bjc9saM3LuRkAHb/zC%2BBZIAW7Zmt8sDD4fUfW0NZESMPu%2BB0GfAwcbQw17lYVBeyU74vA/qQAk5jD/uyLkBh%2BxD%2BAG/CZZW6VqKKHTgHHIp%2BpAJ4Lf/QbN0tRapfsmcJHY6dJa7DHWH0TPs%2B0U3D8jsfxO3/C9vhLAd4FDoyC8CfYEyeGYTd9nKHhrw2IjAe%2BJI79OZEKHqKMA9g/HP4%2BBEbhM%2Bdo%2BFNtRUcAY1VAhgHfYdsGDMRnOtVZoyqGBGQ/7Nm4Q8NX/NhRkGb3N%2BvoEUDH72Rgf8k6OXzpHuC6YGGw0zdfF%2BEC4AnsZp2xxjDT5ZI6NzvlewfCVRwMnEUVOdtG/L7Hnuaha/xUm9MAGMsCMg04Ftss9Aq3y1GqUXbZgh%2B4NHzlC%2BAsfGZBc57ekQEw3Nz5X9iF%2BlXARcHC4LPtec%2BOIsIw4HMgGZhsDHe4XFLnJtIHeIF9OIgz2H4%2Bjl2iczPwtJ7YpNqLBsBYZs9ifQeoBPrhM0UuV6RU0wIyHnuUXA6wBfgNPrPbcNVRAdDxO%2BOw67QygFXAqcHC4Jz2ul9HEjsVORvYF/vvxnF60sceEDkBhwATyGTvbVdLgTuBe8NLdZRqNxoAY5ndcfkpcCBwNz5TuJtnKOW%2BgORjGw8fEb7yD%2BDSps4Tbu8A6PgdD3AjcEv40ifA6cHC4Nq2vpdbRPBjz5VdD%2BxrDFHz/9ahROIYxgMczcUcGL5mqEZ4ELittRudlGopDYCxLiDHA29hRwEH4jOrXK5Iqd2z51pPxvYL9GJ3107AZ77c1cPbMwA6ficTu8u3fr3f/wFXBQuDUXMGqwiHAx8AApxsDP9xuaTO6VcygmzeZBQ98GK7QYaYipeb8JmlLlenYowGwFhnRwFnAocCT%2BAzv3a5IqWaLyCHAv8EegPV2BGqB3deMN9eAdDxO3sBrwIF2PV%2BlwYLg0%2B11etHgnDLl2%2BBfsDjxmw7xUQ1V0ByWckDdOMM4sPX1jGXrpyHz8xztTYVszQAKgjIIcB/sTuCR%2BAz37hckVLNZ483fIrtI3AvY3sGbmuS2x4B0PE7E7DrEVOBFcAvomW9X0Mi3A9cASzDTv26dpRepxOQTAxXUcf1xIV39i6igvVcyN/N8y5Xp2KcBkBlBeRF4HTgI2CsthxQnYodyf4t9gSFeGAxcLqczcHAZdiep4NpgwDo%2BJ144A7g6vCl94Ezg4XB9XvyupFIhIOAWdip32OMQZvGN4fdtX4ZhskI2QAsAWbwPl9yMqVmi6v1KYUGQFUvIH2xh4onA%2BfgM/9wuSKlWi4gB2BPUuiLnZL9HfCInE06bTAC6Pid7sALwJjwpb8CN0RDf7%2BdiRAHzMXu%2Bn3WGCa6XFLkC0gi9qznG4DugN0L/gq1fM6V1PEw%2BkNXRQgNgGq7gNwA/BlYBwzDZza6XJFSLReQbOBptk8JB66ZSuHf3rbHH7Y2ADp%2BZww2/HXHnuc7MVgYfK0NKo5IIvwWe%2BbsJmCwMeju1MYEJB44D7gJux4V1mN4FeETVhDilxgz28UKlfoJDYBqu4AkAF9ij3h6Fp/R3/hV52SnhK/BTtV6i7fwY85FDKEVAdDxOzu8FvYEndOChcFmNaHujETIxe6szgQuMYZHXC4pMgUkDjgH%2BCP1bZy3UM4LpPEhUMe7wFkYbe2iIo%2BeBay2s0dr/RrbnOBXBOQklytSqnV8xuAzfmAssMYrDAGY7%2BeUlryM43eysLt878KGv39gz/ON2vAXdjM2/H0FPO5uKREoIF4Ccg72qLangP6EWM9rLOQy0ngPqOMO4DgNfypSaQBUO/KZT4G7wx89TkC6ulmOUnvEZ2YCI2pC9rza7pk8Q0DuDk/ZNcnxOz/DHjl3CrbFzG%2BAc4OFwahewC%2BCA1wS/vAaY6hzs56IYoOfDzsK/BwwCNjIMu5lElt5mUHUUA78AmMmY4x%2B7VTE0ilg9VMBSQLmAHtjm0SP013BqjM7cKBkzw6yqeQxyEgB7G73M3Z1/GF4yvcS7Pq3BGAp9lSPzzusYBeJ8CxwLjDdGI5zu56IYBuPn4Gd6h0cvroJuJurWM06/g%2B7gW4hcCrGfOdOoUo1n44Aqp/ymUrAh91FeQLb210o1SnNDtpRrNWbORu7geNwYC4BObDh4xy/k4FtLP1/2PD3b%2BBnMRT%2BBgJnhz%2B80c1aIkJA4gjI2dgRv39gw18xcCMbGMDZpLKOp7DhbxpwgIY/1VnoCKBqXEAuAR4CaoEj8Jn/ulyRUq2yQyPof9ATu65vKHZq9zJ85nHH74zAtpAZiP2evx74W7AwGDP/SIrwCHAR8JYxnOh2Pa6xSwR82HYug8JXi7HLY/7O2YSwU8CnhD93F6BTvqpT0QCoGmd3Uv4DOAtYC4zEZ1a7W5RSLfeTk0ACkg48A5xqDNxemjPziS2ZB4IkAMuxjZ0/dbPmjhbe%2BbsSSATGGGPXTcYU2wnhV9hzpgeEr24E/gY8gM%2BUItIL%2BA%2BwH/YXiEkY86wL1Sq1RzQAqqYFJA34DNgL%2BB92JLDS3aKUapldHgUXEM%2BK2rhbbivtcuOMylQAkiQ0vdJ4fMHC4Cb3qnWHCL/HtrqZC%2BxvDLHzwyEgycAFwO%2Bp7%2BMH6wE/8H/4TDkAIj8D3gB6YPulnoIxMfWLgooecW4XoCKcz5QTkFOA2cCBwBME5BzdFKI6O2f1gIOwoz3EYbg%2BYyPnpZYOE6EvdoF/zBBBsCdYADwYM%2BHP/oJ7MVBI/ckdsAYb/B7B1%2BDINpETsUsEUoB5wDiMWdah9SrVhnQEUDVPQI4CpmN7od2Kz/zR5YqUaraGI4AD7hqwBbu%2B7xbs93PwF8llv/9r9vrbgAJgKzARn3nJtYI7mAiHAp8A5UB3Y4jqVjfh02KuwJ4fnRO%2Buhx7tN8TP5nlELkIux7aA7wDnI4xJR1Wr1LtQHcBq%2BbxmffY3hvsJgIyqamHKxWJ8s7K6wG8iz3ysL6x88/%2Betm6V7Aj3NOwOzpfJCBTwutgY8EZ4fevRXX4C0gPAvJXbNi7BRv%2BFgIXAoPwmQd3CH8igsgU4BHsz8ungBM1/KlooCOAqmUCciu2PUQIOB2fedXlipTarfoRwH5/6lfsSfZkA1uAy4Fndtjla/u9/ZXtrY9eBM7DZ7Z2cMkdJjz9uwy79u0kY3jD5ZLaXkAc4Drseb0J4avfALcBL%2BPbxe5dEQ/wAHBp%2BMqtwM3oD00VJTQAqpaxIyKPYo%2BMqwZOwmdmuFuUUo1z/E5qbVnt35f/afn5/W7thyfJMxc4K1gYXNjokwJyAfAwEI9tin4yPrO2YyruWCLshV3TVgnkGEP0hN2AjMBu7Did7TNes4DbgTcbXcssEg88jW0FY4DLMOah9i5XqY6kU8CqZew/mJcAL2N/k36dgIx1tyilds3xOyOBuZ54z/kAoerQfcAhTYY/AJ95Evg5djPI/sBsArJPO5frliPD72dGRfgLiBCQIwnIdOxRfmdgf9a9DRyOzxyKz7zRRPhLwI78%2BrD9IH0a/lQ00hFA1Tq2X9arwInYRfPj8Jn33S1KKcvxO17gWuy0XVzd1ro1y/64rAcN28A0R0AGAm9iN4eUYZc9TG%2BHkl0jwj%2BBM4GbjOHPbtfTagGJA07DTvWODF8NAS8Af8Vnvtrta9jw9zJwEvYkpF9iTPRNiSuFjgCq1vKZauCX2N%2Bqk4E3Ccgx7halFDh%2Bpx/wAXaaLw54tfzz8oNb9WI%2Bswg4CPgQSMd%2Bn/%2B6TQqNHCPC7%2Be4WkVrBSSFgFwGzMeGvZHYX0ofBAbiM75mhr/48PNPwk6Hn6zhT0UzHQHcAyIi2B8KMeusg0m8fyLPJXg51kD1ms1cMPRa/uN2XSr2eJI85P8u/2xvqvevQJoxprx2Y%2B0fVz246kVqSQN%2BBHphR/Ja5PjhxD99CQ8kxXEmQFkVd%2B59Hbdtrmjb/4eOd3w8/LMIxAuvD4ZfdZp1jo/9mrzj92NSaiKTPOFWLiHYtKWKR1//nEcve5qNzX2tPiCfw2OJcLqBquVw5r6gMxqxoczEaBDSALgHGvQWU0oppVTn07JlIVFEA%2BAeaOUI4GzggHZ%2BTjr2TM/WjHa0qr5h%2BRz0/g3cmxzPRICySm7f%2B/fc0cQISSR/HTqito68V6R/HfboOb2u7TXOm%2B69T0RygZpQZegvqx5Y9VBdSV18g8d3wx5xNgR70kOr61t8DxNz0rhXwFNdx/QbXmTio%2B//ZPNEpH7tdvpemHswDJwGdYshZ0QTz3P170RWCnx4I2Pyc7giwcu2pSa1IeZuKOP%2Bodfyh5Bp3ddhOVyYCbcYMEVwwWC7trnZtTVDpD6nw39OROhzYnYEUI%2BC2wPhb5oW/eYgIqGW/rbR0ufI9t61Ze19r/rnfLfSbCYg5wOrgD9kpDC5%2BDF6AheF1wu2yX064uvQEbV15L0i/evQ2ucMuGuAF7gPODd8%2BVvg3CU3Lvl6560MDb4G5W1Q398JyFLserFjH7mQVx%2B5kHH4TPGe/j919PeCCEnhj9c39Tqu/Z0ISCJ2g8pVwPDwQwzwOnA38N%2Bci4wJFcr1rfk6rISx%2BbYhNMBVmcY83VQSiNQ/19Y8x42fE5H6nFilm0A63oMd9JzWan19PmPwmRuwjVNDwERgBgHJbdP7tL%2BOrE2/Dq14TtZRWe8TDnzY77U7gf2DhcGvW3H/3flpfT7zH%2BBoYDNwCPAhAene5HNac5/2eU5DyeH3u2v/0rF/JwKSS0BuBJZi%2B/ENByrCrzkYnzkVn/mkQSuXFt9rL6Cn7fUI8HeMua9ZtbVcJD%2BntSL5/6kjvw6dmk4BR6GG55669ptQQI7D9tJKB5YA4/GZbzuyhIj4OkSAaPo6OH4nEzvyc2H40kJgYrAw%2BGlTzxORfMLTXcaYVW1WkO0NOAPoHq7laHxmeZu9fhvb%2BXtBhLOAAPCBMdv6AbonIHsBvwPOgW2jk6uxJ3I8gs9saovb3CzS0werBtsP3wOOw5jatnjtziKa/l1QraMjgNGpCjutUeVaBT4zDTgYWAz0Bz4jIGd2cBXufx0iQ1R8HRy/cxz2xIoLsdOA9wH77S78hVXt9L5t2F9qDsMepTYI%2BJiA9G/Te7Stnb8X6kf%2Bknf98A4QEA8BOZGAvIP98/01NvzNxQbB/vjM7W0V/gBuhNsHA8b%2BUnBmrIW/sKj4d0G1no4AqvYVkC7AP7GnKgD8HSjc1bpApXbF8TvZwN%2Bw57gCBIELgoXBj5v7Gu0%2B2hGQ3tiRpEHACuAIfGZxm9%2BnjYlwBLZn4gJjGNyhNw9IOvbP9EpgYPhqCHgNuBf4b6OndewJkfHAv8L3OgJjZrb5PZTqBDQAqvYXEC/2RIbJ4StzgDM7ww9I5S7H75wCPISdYq0f9bsxWBjc0pLX6ZDproD0wIapwcByYAw%2Bs6xd7tVGRCjANlDeAqQbQ/v/QLCnq1wOXMD2LgolwOPAA/jM0na7t/0%2B%2BAHoCfwVY37fbvdSKsJpAFQdJyDjgGeBbGzbgUvwmYC7RalI5PidrtjR4gnhS/Oxo36zWvN6HbbeyYbAD7FHxy0CRuMzEdtcObwLuAIQoIcxtE%2BtARHsppkrscdH1m9BnQ/cDzyLz5S3y70bEvkr9ojARcC%2BGNP5zz5WqpU0AKqOFZA%2B2EXnh4av/AO4HJ/Z7FpNKmI4fkew677uxZ7uUAfcBdwSLAxWtvZ1O3TBe0B6ATOBfsA32JHAiG0YL8JC7BTsMcbwTpu%2BeEDSgF8BV2B7MNZ7Gxv8ZuAzoTa9Z2NEemM36iQC4zDmzQ65r1IRSjeBxAAR%2BbeILBeRShFZIyLPiUhPV4qxOySPAKZgf7ifDXxLQI5tr1uKSD8ReUJElojIVhEJisgtYg9%2BjykicoOIzBKRChHZ7HY9DTl%2Bpz8wDTtKnAN8BRwQLAxO3pPw1%2BF8ZiV2tGstsC/wCgF3v9dEZIyI/EdEVouIEZFTGnz68/D7A9vshgFxCMjfsJssHsSGv3LsqO5gfOYEfGZah4U/4H3blSDxY6jzwFMi8i8R6dh1jxFARC4VkW9EpDT89qmIHO92XarjaQCMDR9gp9IGA78AHOBl16rxmVp85hbs7slF2E700wjI4wQkqx3uOAT7vX4xtv3XVcAlwG3tcK9IlwC8hF1XFxEcvxPn%2BJ2rsTtAj8HuSvwDNvx94WpxreUzQeAEbOg5Cjva5aZU4Gvs2rudfRJ%2BP3aP7hAQISA/JyD/wY60XQVkhv/7t0A%2BPnMlPrNgj%2B7TGiLZh4RPh1gHk4zdlBYHzBCR1A6vx10rgeuBUeG394HXRWQvV6tSHU6ngGOQiJyM3QWXaIypcbWYgKQCt2OniMAe03U58Fq77AAME5FrgUuNMQPa6x6RTETOA%2B41xmS5WYfjd4ZjF/%2BPCl/6GJgULAy2aUhwreeZXff6b%2Byatwvwmac67N6NEBEDnGqM%2BZf9mMHAj0A1kGtMC48Fs3%2BHz8Wu7xva4DPTsMF3ekeO9O2SyGXYXoLfAsMxxohIHrAOONwY0%2Bwd5dFIRDYB1xpjnnC7FtVxdAQwxohIDnbadZbr4Q/AZ7bgM1cCY4AFQA/gFeB1AtKvHe%2BcCbRZXzHVMo7fSXL8zm3YXm%2BjsCdqXASMbevw5yqfeQP4Y/ijBwlIgZvlNGIBdpQuAbtBo3kC0peA3IUdUXoIG/7KsUFrMD5zPD7ztuvhzzoj/P4pto96ZIbfx%2By/AyLiFZEzsSPEzemnqaKIBsAYISJ3isgWYCPQBxjvckk78pmZ2OOe/gLUACcBPxCQmwhIUpPPbSERcbAjjg/v7rGq7Tl%2B51DsdORkwAu8CgwLFgYfCxYGIyEstLXbsD0Ck4HHwztiI0a49ctL4Q/PafLBdpr3EALyErbJeyGQhe3N%2BDvsNO8VrkzzNkYki%2B2bzl6xl0SwvSU/McbMc6ky14jIPiJSjl1u8TB2RPh7l8tSHUyngDspEZkC3Lybh%2B1vjPk8/Phc7ML6vuHnlQDjTCR%2BAwRkKPB/2M0iYM8DLQRebTgtvOPXQLDr7Q8CBgBpQC0w5kHY73VgpjFUhje/fAR8ZIz5dfv/z7S/ln4vhJ9zHh08Bez4nWTsdP%2BV2D%2BwtcBvgoXB19r73q4fexWQvsD3QAowAZ95aTfPaDc7TwHba9umgeuAvsaw43F5tpfnacDV2L9k9d7H7th%2BM0JG%2Bn5K5ATgTWAhxhTYS/IgdrTzMGPMSjfLc0N4A1wfbHj/Bfb0lcM1BMYWDYCdVDjQ5e7mYUuNMT/ZPSkivbCnFRxijInMYX87SnIG4Afyw1dnYk8RmQ31X4Oj%2B8JDE6HvBIjv1sQrlkDR09DvBKj8DDjPmAj9gdVCrfle6OgA6PidfbG7MOt3XT4FXBMsDBZ3xP1dD4AAgW1B/WtgRHuucW3KrgKgvc5H2KUYfzGGGwEISAowEfsLWP162Wps%2B6Z7Ovp871YRmYwdhQ1gzNki8nfgFGCMMWaJq7VFCBF5FwgaYy52uxbVceLcLkC1jjFmA7ChlU%2Bvn4JKbKNy2p794fh8eEfh77E/gEYD/wtPP90Ipgt2N3N9S5stwH%2Bxnf43Y9c09cWOJPaEbr%2BFOeth7iRjJkZF%2BIM9/l5od47fORV7HGAidpPPhcHC4NvuVuWK%2B7G7L4djd6NH2tTj/dgAeOntZ0x%2BcPL4OyZiR/zywp/fhG3p8iA%2BU%2BRSja3RHyAEC7wiDwCnAkdo%2BNuBEMk/D1S70AAY5UTkAGz7g0%2BAYuxv8X/CrtmJzNG/hnxmC/BHAvIo8GdsU9nTv1819LSk%2BK2hyprkeGwrmZuAfxnDLkY8u%2BTDCZ/DQ7mwdx6kXCoizwMYE7mnNLQHEemDXQrQB/CKyH7hTy0ypu1PYnD8zj7Y9WVeYDpwTrAwGLFhtV35zCYC8jG2BcmhdGAAFJE0tp%2B3C9A//Ge/yRizPHztXx6pWxQy3oEh41mEna4GWIYdiX8Sn6noqJrbUB6AH47Ehu/xQJmIdA9/vsTE0IkgInIbthH3CuxRfGdif0k%2BzsWylAs0AEa/rdi1O7dgd3qtwbZnONMYU%2BVmYS1im%2BueF24u%2B5c/v3bjuMqaZO/owR%2BbV6867ePc9I2f4fvpdLe16ecwtTvsj11%2B9vY9wD3hT0bUgvwO8CfslF69L8Pvx2KPMGtrp2DDH9gNSJc6fmc1sB47olSK3TlaCpQFC4Od53uyderDVl6Tj2p7o7D9QOv9Lfz%2BGezfq3jzDy56/IMLu016/HH%2B9vbVKZce/dDCnLTivwABfBHQMaD1EgG%2Bt6Ob8NPv8/OBpzuwHrd1A57DdlwowZ5Wc5wxpm1PgVERT9cAqk4pNXHLkorq1H7/uWYc4372JtgdH1OBO/GZH3d%2BvAi9sdPDvYErjOGBDi04Rjl%2Bpy/wP%2BwPneaowf5Qqn8rDr9twgbI%2Brd1Dd6KGguOYvu/XYbteDAYN9cAAgTkfWzYvhifedS1OhoKyFhs65ZhtXVehl77Q82iokHxHqm7qy7kvc7t8vaYyL%2Bwo36XYMwjLlejVMTQAKg6JRFeB07OTV8/59s79tnSPavoiPCnDPA6dspqlpxtkrEjXn/CbpRYBIwwhvY/eF4B4PidDOwU0z7Y9Vg9sCNg2UAGdhoqeQ9vswlY3eBtJXa0bTmwdN0L64rLPy8vwt1NIAdil10IMDB8Woh77Dm9d2P7L4JdRzol7YKyFVuq0l7HhvG9jSFyWrq0hsjjwIXAHzHmVrfLUSpSaABUnZIII7HrGpOAsh5Zq//nOyTQY2j%2BD3sBrNjYmw9/OGLzf%2Bcfmlwbiq9f3PwVcIoxLHOn6s7B8TteIB6oChYGO%2BQfiPA907GBMAPbpDcr/JYTfusSfsvFBsiu4bf43b1%2BqDLE0puW0veWvnO8Kd4F2F8E6t8WBAuD7dsMOCCDsFOw%2BcBUfObcdr3f7usZjD0NaEj4ykPADfhMsQgCvIVdE/YOcGy4V2DnJHIjcCvwDMac53I1SkUMDYCq0xLhAOwxYvs09bg%2BXZbVHT/87ekXH/XIb0b84UsNf4Djd1KwX7d9w28F2I0h3bGhq94nwEXBwuAPHV1jczh%2BR7DhsAd2N3hPbMjqhZ3u7wv0C1WG0pbetJR%2Bt/bDk7TL/vcbsX3wvm/w/jtg5R6H4ICcCjyBHfH8ATgEn9m8R6%2B5Z/Xshw12udjR0nPwmYbrAxFhIPbYtCTgPGN4pqPLbDMipwCvAd9izL4uV6NUxNAAqDo1ETzAgcDRwDDsD6yE9KTSzRMOejFn0pGPjTpgwOzc8NkLddjp4ceAd/CZOpfK7nCO3%2BmKXXt2GHYx/N40/ySg24KFwRvaq7b25vgdKZlZ0mfjvzcu7XVdr18l5CX0xO6IHQgMYnufyV0pwe7W/Ra7WP5r4JtgYXD3SwgCMgS4Ezg5fGU2cLKrLVQC0gP4Ahv0PwfGNVaPCNdjG3dvxk4Fr9rV4yKe3e27Brs8pCu2bZJSMU8DoIpuAUnAdrr/DTb81FuB3fn3LD6zyIXK2lV4ZGxv4JfACdhdoDtbhw00X2NHppZhN1ycAdQv/q8E9gsWBue3d83tqalG0I7fScWOgA7Bnmc7FNunbxC77pRgsGfnfok9y3gu8EWwMLgZgICMwvatnIBd71cH/BW4BZ/LO%2B8D8iJwOjbUHobPlDT2UBHigFnY7fPvAMcZQ%2BfsnynyDXbE%2B1cY85zb5SgVCTQAqtgRkL2BScC52Om4erOwO4hfwte5Rwccv9Mdu%2BllIjbINPQV9jSVmcB/g4XB1Q2el4L92hRip0/BBpxzgoXBTn88VGtOAnH8TiJ25/De2Gny4eG3Hrt6fIbUFe2fUBl3SOLWLvslVDE0vopEu1lpMj7j/hR6QAZg%2B38aYD985pvdPUWEIdgRw2TgWmPwt2%2BR7UTkT9heoW9hzIlul6NUJNAAqGJPQJKw/enOwzblrZ8KrQXeBV4AXsdnOuSYsrbg%2BJ29sKN2PraPWlVjez7%2BC5gWLAyu2cXzegOXAhdj19KBHR29BXgqWBjsnCM%2BO2nLo%2BDC0%2BkjkiV0YJ6n7rgKI/tuCMWl/uSemBqDzMXu/P0vMGtXfwYdJiAXAw8DH%2BIzY5v7NBHqn1cLjDaGz9qpwvYjUgDMB0JAP4xZ4XJFSrlOA6CKbQHpCZwFnA2MaPCZWuxB968B/8ZnVu/i2a5z/E4udnpxItuD7GfYzTEvBwuDP5nic/xOHHZa%2BALgpAbPWwzcBTwTLAxG1ckIbRYAA9IdOB77dTuOcPuaTXUe5lQnrXh9a9oPH1WmSCWeEez6fObF2BHYT4CPgYUdtdO6wVnED%2BMzlzb3aeFdwS9gp45XACONYX271NieRD7AtiP6K8b83uVqlHKdBkCl6gWkALv%2BbQJ22q%2BhOcAbwJvAl/iM6yNjjt85FHgV2wqF8H/fESwMztnFYz3YIwF92B/k3Rt8%2BkPgPuA/wcJgVG6MaXUAtKPFBwPHhN9%2BttMjlmLPo/4n9vvCwLY1mE74uYeE3/bhpyfPrAU%2Bwv4ZfIBtSdM%2B/ygH5Bpsf8yX8JkJLXmqCBnYvwMF2DqPMYbati%2ByHYmcBPwbKAP6Y8xGlytSylUaAJXaFRsGT8NOFR%2B402fXATPCb%2B/iMx0%2Bref4nYZrs74DJgULg5/u9JhMtp/xOZ4d166txx4H9UQ0rPHbnWYHwIAkY/%2B8R2N3TR9C%2BCixBuZifxl4HfiqPvTtTvjP42C278Q%2BEEjY6WFrgPewo8/vBQuDy2krATkKu8ShCMhv6S54EfbCnuqSCtxvDL9ts9o6gohg17UOR0cBldIAqNRu2dYZJ4bfjgbSdnrED9hRkQ%2BBjzuizYfjd/zANeEPDwIqsKN6BdiRppHY0aqGrV7KgP8A/wDeDRYGq9u7zkixywAYEMH2PjwQG8wOxn7Ndm4svRYbnN4BZuAza9uiJsfvJIXvfTg2bB7MT8PmgvB93wHeDxYGy1p9Q7sjfg12refJ%2BMx/WvoSIpyKHWkGuMQYOtfRaiInYsN7FTAUY5a4XJFSrtEAqFRL2B%2BihwDHYjeQ/IyfTustxK7x%2BhS7Hu/7tu456Pid32F3Nebs5qELseHl38AHjZ2ZG%2B2yUyVjcwUl3/2VM4blMwzbFmd/tk%2BfN7QGuz7vY%2BxI3PzmjvLtiXAgPAQ4CjgyXJ%2B3wUNqsTvWp4XfvmrxdHFA7sRuFpoLHNCapQwi1J%2BsUQecYAwzWvoarrGjgO9gv8b/xpjxLleklGs0ACq1JwKSg51mPQI7krOrdV7l2B%2B4n4fffwEs2pNQGD467VzgMuz5ugY7NR3ETgl/hd11Gnu7He0Zt0Oxfxb7APturmC/7EnklDwGGSk7PLoW2%2BD5M2xgnwUs6YjAtzuO38nCfl/Vrz90dnrIGuDt8NuMYGFw92sbA9IV%2Bz2SBlyAzzzV0rrCm0KewX7/lQFjjOGrlr6Oa0SGYXtfxgG/xJhXXK5IKVdoAFSqLQUkGzuVd2j4/f78dMoY7JTtt%2BG3edjQ9j2wJhLCR8QLiAd7gsdAbK%2B%2BwWxv4txn54eXVkDmJNj0KN9npzKH7YH8K3ymU%2Bx4dvzOAOzI8/HYEayGUbYGO2L5BvDvYGFwcaMvFJBrsTvHNwN7tWaHuwgJwHRsQF0DHGIMS1v6Oq4R%2BTNwA/aXpr30dBAVizQAKtWeAuLFHlG3P3Zd3khsU%2BHkRp5Rhu1XtgA7fRvEtg5ZAqyNhN3HHcKuz%2BuCDXN9w2/9gQEN3pKaeIUibLCeB3wzawGLDr2Fj2iDPoCRINykegy2nc%2BJ2FNLGvoOO%2B3/L%2BDzHfo5BiQOO9o5Crs84NhWTgVnYVva7I39fh1tDOta%2BjquEEnC/gKwF7bV0y/QH4YqxmgAVKqj2VA4CBsE98H%2BAN0LG2q8TTyzGliO7cW2ElgFrMaOwKzFjmasBzZH7Cii3WWbG37rCnQLv3XH7lLuiR3Z60XTAQ/s9O1SbPj4ERucfwB%2B2PlEl7ZsBB2JHL8zCBiHPXd4NDt%2BH63G7lh%2BDfgwWBisCZ9TPBc7ingzPvOn1txXhHxsk%2Bu%2B2B22Y42h0ePlIorICOyu5njgEozpXBtalNpDGgCVihQBSWT7lOag8H872GDYi6bDYUO1wKbwWzE2%2BJQApdgRxnLsFPTW8FtV%2BK0m/FaHPTHBhN8k/ObFrpuKw7YvScDuWk0Ov6Vgp7vTgHQgA8jEHruXhd2wsrtQt7Mi7BnFy7Bhbwl2RDQILMNnaprzItEeABty/E42dmRwPLYFUHqDTxdjRwZfndNtadccb%2Bgx7J/xSfjMm625nwgF2E1PeeH3xxnDlj34X%2Bg4sq03YiVwMMZ85W5BSnUcDYBKdQYBiceGwD5Ab%2BwoWT521KwHdgStKzv%2BsI9UtdiRyvXYgFeEHcFcE35bFX5bic%2B0ya7lWAqADYWnio/E9rQcjw1p9coPSNi69vzUkoFjkraWJok5GJ9pVU9IEUZgWyFlYqeVTzKGyj0sv/2JeLCjo%2BOwv1yMxHSeIyCV2hMaAJWKJvbkii7YKdZsto%2B%2BZYTf0rGNfFPZPnKXiB3Niw%2B/ebH9Axv2EAxhRwbrsAGuBjtqWBl%2B2wpsCb%2BVY0ca60cdS9g%2BGrkJKO2oKWoRuQy7U9qDHVmNqQDYUHjn%2BKHAL7CBsFf959IkxGGJFeWLahMuXVSb8FJr2gWJcDC2xUoq8BZwmjFEftshkRzsesD%2B2I0tJ2Latm2TUpFIA6BSKurF6ghgY8JHAx4InO7BTAgh%2Bds/azaDvAo8j%2B0d2ewj30Q4HNuWJhnbdPyXxhD5DcdF9sO2AEoG7sGYq90tSKn2pwFQKRX1NAA2zvE7nnHJ5adnSd3T71SmJhWF4hp%2Bugh4AXt6zJzmNJ4W4Whs%2BEsKvz%2B9k4wEng68GP5IN4WoqKcBUCkV9TQANkNADq0zvDunOinp8fLMHz%2BoSskD6dLgEQuxQXBqsDAYbOqlRPg5drNJEvAmdiSwM6wJvAn4E3apwziMmeZyRUq1Gw2ASqmopwGwmQJyCvAK4Kk0ctdea/p/BJwNnMKOvSs/xZ4G8mKwMLjLTRM7jQROB041hshuum2PinsKmIhdz3o4xsx1tyil2ocGQKVU1NMA2AIBuRB4PPzRdfjMXY7fSQNOBc4Bjmb7BqFq7C7aZ4DpO68XFGEs9nSSFOwu4ZONobz9/yf2gEgCdhPLUdjemodizCJ3i1Kq7WkAVEpFPQ2ALRSQ64A7wx9djM88Wv8px%2B/0BHzYs4D3bfCstcBzwFPBwuAP9RdFOAwbqNKxI4cnGMPmdq1/T9nvl4%2BA/bDtYQ7DtPzIPKUimQZApVTU0wDYCgG5Hbge2yj6HHwm0PDTjt8RbECaiJ0mzm3w6c%2BAJ4AXgoXBMhEOAKZh2xJ9BRwb8cfGiXTDnnLiYI/WOxxjNrpblFJtRwOgUirqaQBsBXse84PApdhNEb/EZ/61q4c6ficBeybx%2BdhTSOpPrdmC3Vn72OLfz99CKO4dbMPy%2BcDPjWFFu/4/7CmR/tjTTXpiewUejTGd46g7pXZDA6BSKuppAGylgHiwmyJ%2BhW3%2BfTK%2BpnfGOn6nO3Z6%2BEJs8%2B168yp%2BPPz1tU8%2BPhHj6YU91/rnxrCgfYpvIyJDgZnYBuufAMdjTGSvY1SqGTQAKqWingbAPRCQOCAAnI499eUEfOaD3T0tPEV8KDAp/NxkgJrinlWrH3i5qq60WwaY9SDHG0Nk77QVaXjU3YfY00IqXK1JqT2kAVApFfU0AO4hexb1K8BJQAVwLD7zSXOf7vidLOw6wYuAfevKc1jz%2BFNUr9obvNWVcZlrTq/Z2PeN9ii9zYgciD3qLh173vHJGBPZbW2UaoIGQKVU1NMA2AbsOdOvA8dgz3o%2BGp%2BZ3ZKXCI8KHgBcHKpMO3Pt0w8nVwYPBm81Ocf738k6/InCYGHwm7Yvvo2IHIrtaZiKDYPjNQSqzkoDoFIq6mkAbCMBScH29RuL/Xoeha91jZIdv5NVV5F5wbp/3j1l649j05EQXU6ZQuYh//gv8ADwarAwGHnnCIuMxp53nIodCRyv08GqM9IAqJSKehoA21BA0rAB6DCgGBiLz3zd2pdLdv7nrS3t%2Blrthv4nAWQd9SDZx/4NEYqAh4FHgoXBNW1RepvZMQS%2Bj50O3uJuUUq1jAZApVTU0wDYxgKSgZ0KPQjYgA2B81r7ciIIcBNwC0DaiH9tzTvj98nirQWoBV4C7g8WBj/b09LbjJ0OngakAR9jzw4uc7copZpPA6BSKuppAGwHAcnCroMbhT0y7Qh85ocmn7MbIkzCjvp54rJXfpV/1bit3uSygxs8ZDZwP/BSREwPixyEDcIZhE85wZjNrtakVDNpAFRKRT0NgO0kIDnYdXAjsEfBHYHPzN%2BTlxRhHLZ5dDIwt%2Bs5V1yfNvytc4AzgcTww1Zjm1Q/EiwMuns6h8goYAb2lJO5wLF6YojqDDQAKqWingbAdhSQLth1cPsCa4DD8ZmFe/KSIhyI3WySiz2L9/gBdznFwMXYk0l6hB9aCTwD3BssDP64J/fcIyLDsaOhecA84OcYs9a1epRqBg2ASqmopwGwnQUkD9soeS9gFTYEBvfkJUUYhF1jNwDYBJxsDP8NHzs3AbgK%2BFmDp7wJ/A34IFgY7PgfbPbEkPew4XQh9ti45R1eh1LNpAFQKRW1ROQy4DLAgz2WTANgewlIN2wIHAqswIbAJXvykiJ0Bf6D7R1YBZxrDC/Btp6CY7BB8GRAwk/7EvBj1wnW7Mn9W1Gwgw2BfbFfg6MxJrKPulMxSwOgUirq6QhgBwlId%2BxRaYOBZdgQuGxPXlKEFOxRdOPDl64F7jaGbT%2B8HL8zCPgdcD7hI%2BewZw3fCzweLAx23O5ckV7YEFiA3Rzzc4yJ3ObWKmZpAFRKRT0NgB0oID2xIXAQdv3e4fjMij15SRG8wD3AFeFL/wf81hhqGz7O8TtdsGsErwC6hi9vDj/%2B/mBhsGhP6mhBwd2wu4OHh%2B9/AsZ82iH3VqqZNAAqpaKeBsAOFpBe2BDoAEFsCFy1Jy8Z7hV4FXZ6V7Br/s40hvKdH%2Bv4nSTgV8A12JE4sFPITwH%2BYGFwj9YnNrPgrHCNh2DPTz4VY2a0%2B32VaiYNgEqpqKcB0AUB6Q18BPTHboo4Ap9ZvacvK8IvgKlAEna93zhj2OXrOn7Hg506/j1wYPhyCNtm5s5gYfCrPa1nN8WmAq9iz0%2BuAc7GmJfa9Z5KNZMGQKVU1NMA6JKA9MWGwL7AfGwI3OP2KOE2Mf/Btl1ZCZxoDI2us2uwYeR64LgGn3oLuC1YGPzvntbURLEJ2MB6OjZ8XoIxj7Xb/ZRqJg2ASqmopwHQRQHpjw2BvYHvscfGrdvTlxWhPzbADQHKgAnGMG13z3P8zn7YEcEJ2N3hYI9y%2BwvwTru0kBHxYtchXhS%2BMhm4E/0BrFykAVApFfU0ALosIA42BOZjGyUfic%2Bs39OXFSEbO8V6BFAHXG4MDzfnuY7fGQhcB5wHxIcvz8EGwX%2B3eRAUkfBrTw5f%2BRtwLcaE2vQ%2BSjWTBkClVNTTABgBAjIIGwJ7AN9gQ%2BAeH5kmQgLwKDAxfOlvwHXGUNec5zt%2BJx8oxJ4yUt9C5lvgz8DLwcJg2wY0kauBu8MfPQNMwpiO7VeoFBoAlVIxQANghAjIYGwI7IbdwHE0PrNpT182vEP4BuDW8KXXgbONYUtzX8PxO12xu4wvA9LDl3/Ajto9HywMNitQNrPgicATgBe7lvFMjKlos9dXqhk0ACqlop4GwAgSkKHYFjFdgc%2BBn%2BMzm9vipUU4E3gaSAS%2BAE5qbIdwYxy/kw38NvyWFb68ADsi%2BM9gYbC2kae2tNiTsLuRk4D/AidhTHGbvLZSzaABUCkV9TQARpiA7I09Ni4X%2BB9wDL62%2BXMR4RDsCGAudofwOGP4uqWv4/idTOBy4GogJ3x5ITYIBtokCIocBrwBZGLXRh6L2fNWOUo1hwZApVTU0wAYgQIyHHgfG65mAcfhM21yZJsIA7BNmIcA5cBZxvBGa17L8Tvp2GnhQqBL%2BPIC7HTzP/d4alhkH%2BypIT2wx%2Bcdo%2BcHq46gAVApFfU0AEaogPwMe25uFrYVywn4TLPX7TVFhCzgZeAobP%2B9q4H7G54h3BKO30nDBsFr2R4E5wO3AC/s0WYRkX7ADOzxeRuwR8fNafXrKdUMGgCVUlFPA2AEC8j%2BwLtABnZEcBw%2Bs7UtXlqEeGz/vV%2BHL%2B3yDOGWCAfBy7FBsH5q%2BDtgCvBqq4OgSFfsqOUoYAtwmh4dp9qTBkClVNTTABjhAnIQ8A6Qhh0JG4/PVLbFS4d3CF8D/BV7hvB04AxjKNmT13X8TgZwZfi1s8KXvwT%2BCLzZqj6CIunAK8DPgVpgIsYE9qROpRqjAVApFfU0AHYCATkMmAakYkfCfoHPVLXVy4twCvAPIAU7YjfOGJbu6es6ficLO738O7a3j/kMuCFYGHy/FYUmYHcynxW%2BchXG3LuHZSr1ExoAlVJRTwNgJxGQI7DHuyVjd/Kejq/tmiSLMBL4N9ATWA%2BMN4ZP2%2BK1Hb/TBXuyyBVsbyj9PjYIftbCQj3APdgRRrCjl9fr0XGqLWkAVEpFPQ2AnUhAfo5tjpwIvAT48Jm26b0HiNALGwJHAFXA%2Bcbwz7Z6fcfvdAf%2BgD1ZJCF8%2Bd/YIDivBYUK9szi28NX9NQQ1aY0ACqlop4GwE4mIMcD/8IGqADwK3ymzU7iECENOx18cvjSzcCtrd0hvCuO3%2Bkbft2JgAcwwFTg5mBhcEkLij0feAx7ashbwARM2%2ByUVrFNA6BSKmqJyGXY1h0eYDAaADuPgJyM3RARh10TdyE%2B02bn8orgBe7EbuIAGzQvNIY22XxSz/E7Q7A9A38ZvlQDPALcGiwMrmtmseOwp4YkYxtnj8OYDW1Zp4o9GgCVUlFPRwA7qYD8EngeO/r1CHApvrb9oSXCJGx7mDhsQ%2BpTjaF5wawFHL8zCjude3T4UjlwN3B3sDC4%2BwbYIgdjN8dkY/sPHosxy9q6ThU7NAAqpaKeBsBOLCA%2B7NSpAPcDv2uHEHgUtml0FrAUu0P4u7a8Rz3H7xwF3IHt9wewDjtC%2BEiwMNj0%2Bj6RYdid0r2B1cBxGPNte9Spop8GQKVU1NMA2MkF5HzgyfBHdkds24fAwdgRNgcoBSYYw/S2vEc9x%2B8Idkr4L9jTPwAWYTePvNxkD0GRXtgQuBf2e/pkjPm4PepU0c3jdgFKKaVUk3zmKeCS8EfXYTdXtCljmA8cBMzEnkrypgiXtvV9AIKFQRMsDL6EDXG/wY4CDsSu8/vM8Ttjmih0JTAa%2BATIBGYgcmp71Kmim44AKqWino4ARomA/Ba4N/zRZHzmjra%2BhQiJ2PWGE8OX7geu2ZPj43YnfLzcNdjj5VLDl/8N/D5YGPyxkUKTsesjT8aedfwbjHmkvWpU0UcDoFIq6mkAjCIBuZ7tvfF%2Bh8/c19a3CB8fdz1wW/jSW8CZxrD7zRp7INxD8GZgEnbjSx3wKDBllzuGReKwG1gmha9MAf6kDaNVc2gAVEpFPQ2AUSYgt2DP3AW4GJ95tD1uI8IvgeeAJOBb4CRjaPedt%2BHWMX8FTgpfKsNuHLknWBjculORAtwC3BS%2B8ghwGabt%2Biaq6KQBUCkV9TQARpmACLaH37XYBssT8Znn2uNWIuyPnY7tDhQBJxvD7Pa4184cv3M4tlXMyPClFdiRyeeDhcEdeyKKXAo8iN0t/Rrgw5g27WmoootuAlFKKdW52B3AvwcewAaep8M9A9ucMcwBDgC%2BAboBH4lwenvca2fBwuBH4Xufiw1/vbEnmHzm%2BJ1Ddyr0IWACUA2cCkxHJKsj6lSdk44AKqWino4ARqmAeLDHpF0A1AKn4jNvtMetREgH/gmcGL50A3B7Wx4f1xTH7yQDV2NHANPCl1/EbhRZ2qDQI4DXsTuZv8X2ClzdETWqzkUDoFIq6mkAjGIB8WLX6Z0FVAHj8Jl32%2BNW4ePj/MDvwpeeBS4yhqr2uN%2BuhDeK3ApciB39rAL%2BBty%2B7UQRkeHYXoHdgWXYU0Pmd1SNqnPQAKiUinoaAKNcQOKxo2GnABXAsfjMJ%2B11u3B/wL9jd%2BrOxB4ft7G97rcrjt/ZF9sSZ2z40lpgMvBssDAYQqQ/MB3baHoDcCLGdMjaRdU56BpApZRSnZvP1ABnYgNPCvAWARnV9JNazxgeAk7AnhgyGvhf%2BCSRDhMsDH4DHIUNvYuwo31PAf9z/M4hGLMEOBT4HMgF3kfk2I6sUUU2HQFUSkU9HQGMEQFJBt4GDgc2AYfjM/Pa63Yi7AW8AfQDNgOnGcMH7XW/xjh%2BJxG4EtsKJj18%2BZ/AdcFrF5cArwA/x66TnIgxgY6uUUUeDYBKqainATCGBCQdeAc4ENu2ZTQ%2Bs7C9bidCV%2BBfwMHYgHWxMdvOLe5Qjt/phj1f%2BALs%2BsAK4LZz/1ty/5R/bXwEu04S4GqMuceNGlXk0AColIp4IrIU6LvT5TuNMdc38/kaAGNJQLKBD4Dh2PYph%2BEzy9vrdiIkY6dfzwhfugO4wRhCjT%2Br/Th%2BZyRwH3YKGGCJt85c8%2BP1Sw73wG/D1%2B4EJuupIbFLA6BSKuKFA%2BAT2JYf9cqNMeXNfL4GwFgTkK7Ax8Bg7Bq5MfjMmva6nQge7FFs9SdyvAL8yhgq2uueTXH8jmBH/P4K5ANgzIwnn1g77/D5W68OP%2Bwp4CKMabdzjlXk0gColIp44QB4rzHm3lY%2BXwNgLApIL%2Bwu3X7APOAIfKZdd%2BuKcC72l5V4YDYw3hjWtuc9m%2BL4nTTgD8A1QAJQe0Bw67uPPbX2mLQq4wH%2BA5yJMa4EVeUeDYBKqYgXDoCJ2B9gK4CXgLuMMdWNPD4x/Ph66cBKNADGnoA42JHAnsAc4Gh87fs9IMIY7HFsOcBy4ERjaLfNKM3h%2BB0H2zZmHEBiTWjTX17ekH7KF%2BXxAv8FTsKYYjdrVB1LA6BSKuKJyFXAF0Ax9mis24HXjTG/buTxU4Cbd/EpDYCxKCDDsCGwS/j98fjad8RLhEHAm9g%2BfGXA6cYwvT3v2RyO3zkRGwQHAoxcUll366vrvYPX1szDNozWU0NihAZApZQrmghpDe1vjPl8F8/9BfAykGvMT6f0dARQ/URARgLvY49Iexs4Bd%2BuR5Dbigg52JHAMUAdcJkxPNKe92yOcNuYQuxxdsnekGHiJyVc8c7m5RmVoZ9jzAKXS1QdQAOgUsoVIpKLbVDblKXGmMpdPDcfG%2BgOMsb8rxn30jWACgIyGtssOhm7jOAsfKauPW8pQiLwKPCr8KW7gd8bQ7vetzkcv9MXe4zcaQB5pbVc%2B9am0pO/LD8qvu6nv3ip6KIBUCnV6YjIOOzi9b7G7L69hwZAtU1AjsV%2B78RjN2tMwte%2BPwhFEOxo263hS68B57i1Q3hnjt85xltnHqrzygCAA4Jb6477dstFEz8pcaWfoeoYGgCVUhFNRA4GDsL2dSsB9gfuAT43xoxv5mtoAFTbBeQ07AigB/u9dE17h0AAEc4CnsZuZvocOMnNHcINOX4nMbUy9Icar9xYHS%2BeuDrDPiuq/vVlv6RzgoXBLW7Xp9qeBkClVEQTkZ8B/wcMwa7rWwY8D/zVNLN1hQZA9RMBmYgNYwA34zN/6ojbinAY9uSQLkTIDuGGjrm2d0Hm1tCHX/RL6gGQWhnatCXJc36wMPhvt2tTbUsDoFIq6mkAVLsUkCuxJ2YA/Bafub8jbivCQOwO4QKgFPilMbzTEfduFhHvs4dmvPH4mMzjVuXE22vG/BuRK4OFwWXuFqfaigZApVTU0wCoGhWQPwK3hD86D595piNuu4sdwpcas8NJN%2B4SkU2pntufGJP5%2B8cPz6LWK2BMBXb3/r3BwmCN2yWqPaMBUCkV9TQAqkYFRLA7YX%2BHDWK/xGf%2B1RG3Du8Qfhw4J3zpTuAPbp0hvEsiv1vQLf6em0/NZbaTXH/1W%2BDiYGHwUxcrU3tIA6BSKuppAFRNCogHuyP4PKAaOAGfea8jbh3eIXwz23tivghMNIaftD9yjcg5Bp5%2BZVSa99bxuTXlSZ7wvDCPAJODhUE9QaQT0gColIp6GgDVbgUkDngB2xNvC3AUvt33mGwrO50h/ClwsjFs6Kj775bIicDLm1I8STf8Mq9oxj6p3cKfKcKOnr4QLAxqoOhENAAqpaKeBkDVLAFJBN4AjgY2AWPwme866vYiHIFdF5gFBIETjCFyTuUQOQz79cn8cHDyoovO727qvDIo/NlpwG%2BChcEl7hWoWkIDoFIq6mkAVM0WkDTgXeBAYDVwKD6ztKNuL8JQ7A7h/tgQeooxzOyo%2B%2B%2BWyHDsaSrdKuMkePR1vf%2B9JjvuMmxvw63AH7GbRGrdLFPtnsftApRSSqmI4TPlwAnAd0BP4B0C0r2jbm8MP2Abn88GcoB3RTizo%2B6/W8Z8DRwKLEmqNc4nty0/4/J3i38BfIg9Yu8uYI7jd0a5WKVqBh0BVEpFPR0BVC0WkJ7Af4F%2BwNfAEfjM5o66vQgpwFTg1PClycCdxhAZP7RFemJHAvcGims9nDD4zgHDAD%2BQDYSAe4E/6kkikUlHAJVSSqmd%2Bcxq4OfYTQ7Dgf8QkJSOun34nODTsUfVAdwOPCxCXEfV0CRjVgOHA58B2XEh3g1eu3g5MBR7Uo8HuBqY5/idY9wrVDVGRwCVUlFPRwBVqwVkOPARkIldm3cqPtOhTZBFuAJ7YolgN1tMMIayjqyhUSKpwKvAMdgWOmdhzKuO3zkBeAjoE37kc8BVwcLgRncKVTvTAKiUinoaANUeCchhwDtAEnZadiI%2B06HNmkUYD/wTu87uK2CcMazqyBoaJZKI/br8Ejv1OwljnnT8ThrwZ%2BBKbHhdD1wBvKgtY9ynAVApFfU0AKo9FpATgdcBL3Zt29X4OvYHqAj7Y9uwdAVWYNvEzOvIGhol4gUeBn4dvnINxvx/e/cebGdV3nH8%2B5DITe7FQgWEcVOlxY5WLTfFwnALcgnBQnCjiAWiAYVizzBFYBQwtqUHlCBQqFSMuKUSkFssUBARkALqdKimipwOYpwODTfL/RKe/rHecMvJRU322me/389f2W/OmfklBPhlvWs96yyAzmhne8qMw22bn7uGMjJmQd9z6iXuAZQkaXm6OY9yUwiUwccn9jtCJndTTgj/DNgCuD2C3fqdY1yZi4AZlEMgAGcScToRMTYydifwTuCzwPPAfsBPOqOdGZ3RTlTJK1cAJQ2viDgGOIbyl9234gqgfle9%2BCtePpjxMbp5Yb8jRLARcCWwM/ACcEQmc/qdY1wRQSnHs5on5wLHkuWVeWe0sy1lNXD75udvBo4cGxn7735HbTsLoKSh5ytgrVS9%2BBxwEpDAwXRzbr8jRLAmcDEwvXl0CjBrgMbEzKSUv6AcAPlLMl8A6Ix2JlH2Bc6i7Gl8Gvg0cM7YyNiiOoHbxwIoaehZALVS9SIo%2B91mUE6%2BTqGbN/c7RgSrUcbDnNA8ugiYmUlfTykvVcShwFcp%2ByavAg4h85nFP90Z7XSAfwJ2bR59HzhibGTsp/2O2kYWQElDzwKola4Xk4BvAgcCj1MGRf%2BoRpQIjgbOoWx1uA44KJMnamRZQsR%2BwGXAGsBNwAFkvpSt2QM4g3KDyLrAs5Tr5M7yOrlVywIoaehZALVK9GJN4NuUFayFlHuDf14jSgT7UwYwrwX8iDIm5n9qZFlCxK7A1cA6wJ3A3mQ%2B%2Bsov6Yx2tgAuBKY0j%2B4GPjo2MvaTfkZtEwugpKFnAdQq04v1KPfg/ilwP7AT3axSvCLYjjIm5g3AL4C9m7uF64vYjrI6uSFwD7AnmQ%2B%2B8kua1cDDKYds1qe8Xj8VOMPVwJXPAihp6FkAtUr1YhPKvcEdSrn5837eG/xKEXQoRWtr4FFg/0xuq5FlCRFvowzU3hT4ObA7mQ%2B89ss6o53NgAuAfZpHPwAOdzVw5bIAShp6FkCtcr14M6UEbkq5Om4K3ZcPPPRTBBtThi3vQNlT96FM%2Bn5SeVwRW1NK4FaUYda7kUu%2BNm9WAz9MuQJvA8pq4GeAUVcDVw4LoKShZwFUX/TiHZTytx7wLeAgulllrEkEawNfBw6gjKs5PpOza2RZQsTmwI2U2ZwPAnuQ%2BZ/jfWlntPNGymrgvs2juyirgYPxansCswBKGnoWQPVNL3YBrgdWpxSXmf2%2BMm6xCCZRVtCOaR6dCZyQSV/vMR5XxO8DNwBvp7yqnkLmXeN9abMaeBjl17I%2BZVXzJOCLzg387VkAJQ09C6D6qhcfoIw%2BCeBUuvnZWlEiCMqcwL9rHv0L8JFMnq2V6SURG1JOUe8APAHsS%2BYtS/vyzmhnc8rcwMUnhW%2BnrAbet6qjDiMLoKShZwFU3/ViJnBe8%2BnjdPOCmnEi%2BBDwFWAy5dTytEweq5kJgIh1KCNidgWeAaaRed3SvrxZDTwSOIsyVuYpSsE9f2xkrP7K5gRiAZQ09CyAqqIXp1KGGr9I2Q94Rc04EewOXEEZuPxjypiYBTUzARCxFmXFdB/gecqNIcv8veqMdrYC/pmXbxG5kXKLyBKnijU%2BC6CkoWcBVBXlyrgLgKMo%2B9b2oJu31owUwTsor13/AFgATMmk/niViNUpdwYfDCwCDifzkmV9S2e0sxplf%2BPfUwZg/x/wSeBrYyNjlpvlsABKGnoWQFXTi8nAXGAq8BiwM938cc1IEWxJmRW4TZNpaibfq5kJgIhJwJcpw6AT%2BDiZFy7v2zqjnbcAc4Dtm0eXAdMtgcu2Wu0AkiQNrW6%2BAHyQcmBhA%2BA6evGmmpEy%2BQXwXuD7TaYbIjiwZiYAMhcBRwDnUg7QXEDE8cv7trGRsXspv56TKK%2BQ51v%2Bls8VQElDzxVAVdeLjYDbgD8C5lNWAh%2BpGSmCtYBvUFYnE/hkJufWzARARFBOLZ/QPDmFzM%2BtyLd2RjvbAveOjYw9v6riDQsLoKShZwHUQOjFFsAdwGaUMrgn3Xy6ZqQIJgNfAj7WPPo8cHImdctBKYEnA6c1T/4WOAlLy0rjK2BJkvqhm7%2BkzLD7NeWV5dfpxaSakTJ5AZhJOa0M8GngogheVy8VkJlkng6MNE9OBL7QFEOtBBZASZL6pRwAmUq523YaMLs5LVxNJpnJ6ZT5ei8CHwWujOD1NXMBkHkmcHTz6TjgH4mwu6wE/iZKGloRcUxEzKfcHyoNhm7eAhxK2Xd3NGV1q7pMLqLcHfw08H7gpgg2rhoKIPN8Sil9EZgBXEzE5LqhJj73AEoaeu4B1EDqxbGU%2B20BPkI359SMs1gEOwLXAhsBP6PMCry/aiiAiEOAS4BJlFEvh5LpYY/fkiuAkiTV0M3ZwBnNp4voxV414yyWyR2UPYq/BN4K3B7Bn9RNBWReCvwFZdTLQcBcItaoG2risgBKklTPiUCPckfvXHrxzsp5AMjkv4AdKVfGvRG4NYL31U0FZF5JeU39LLA/cFVzlZx%2BQxZASZJq6ebiQxc3AesA8%2BjFVlUzNTL5FfA%2Bysia9SkDow%2BoGgog89uUe4OfAvYC5hFR/8DKBGMBlCSppm4%2BB3wAuAfYlHJbyO/VDVVk8iiwJ3AVsAZweQRH1U0FZN5EGanzBLArcB1lr69WkAVQkqTauvlrysnbxfvurqY3GK82M3masvfuy5TecGEEp0RQdyZf5q3A7rw8V/EGIjaommkCsQBKkjQIuvkryqrWY8BOwCW1B0Uv1gyMngHMah6dBsyOqNwjMu8EdgMeAbYHbiRio6qZJggLoCRJg6Kb8ymHHJ4DDgTOqj0oerFmYPTJwLHNo08AvQhWrxgLMn9IeQ28EHgX8B0PhiyfBVCSpEFSBkUf1nw6FvhUxTRLyOQc4IOUcSzTgXkRrFs51D3ALsCDwBVk3TuWJwIHQUsaeg6C1oTUixHgH5pP0%2BnmN2vGea0I9gC%2BBbwe%2BAHw/kwWVg71BuAhLDfL5QqgJEmD6UzgnObHc%2BjFe2uGea1M/o3y6vUh4N3AbRFsWTnUQsvfirEASpI0iLqZwPHAlZQRLFfTi22qZnqNTO4GdgYeAN5CuTXkj%2Bum0oqwAEqSNKi6uQg4FPh3YEPgX%2BnFJnVDvVomPwXeA8wHNqOsBO5QN5WWxwIoSdIg6%2BZTlGvP7gO2Aq6lN1g3X2SygHJryJ2UonpTBANxt7HGZwGUJGnQdXMhsDfwMGW/3aX0YnLdUK%2BWycOUmXzXA2sD10QwvW4qLY0FUJKkiaCb9wH7Ac8A%2BwJnD8qMwMUyeZKyWnkp8DrgGxHMrJtK47EASpI0UXTzDsqewASOBkbqBlpSJs9RMp4HBHBeBCdXvzpOr2IBlCRpIunmFcBfN5/OoBcH14wznkxepNwUclrz6HTgC9WvjtNL/AchSdLE80VgdvPjOfTiPRWzjKu5Ou4zwHHNo%2BOAiyMYqL2LbWUBlDS0IuKYiJgP3FU7i7RSlRmBnwKupswIvIpe/GHdUOPLZDblartFwIeByyNYs24qeRWcpKHnVXAaWmUczM3An1HGxOxINx%2BqG2p8EewHXEYprN8Fpmbiv4%2BVuAIoSdJE1c0nKSeD7we2pqwEDuTqWibXAHsBjwO7AN%2BJYOOqoVrMAihJ0kTWzQeBfSir3DsBF9OLgfz/eya38PL9we8Cbo1g87qp2mkg/4BIkqTfQDfnA9OA54HpwKy6gZYukx9S7g9eAGxDuTpuIPcvDjMLoCRJw6CbNwNHNp/%2Bhl4cVTPOsrzi/uB7gS0pK4Fvr5uqXSyAkiQNi27OAU5tPp1PL/aoGWdZMnmAshL4H8AmwHcj2LFqqBaxAEqSNFxOBS4BJgFz6cXbKudZqkz%2Bl7In8HZgA%2BDGCAa2tA4TC6AkScOkzAg8EvgesB4wj15sWjfU0mXyGOV08PXA2sC1EUyrGqoFLICSJA2bbj5LORRyL/Am4JpmZuBAyuRJYCpwObA6MDeCw%2BqmGm4WQEmShlE3H6GMh3kYeDfwtUEdDwOQybPAIcBXKP3kqxF8om6q4TWwfxAkSdLvqJv3UVbWnqMMjN6ubqBly%2BQFyuvrs5tHsyIY2NfXE5lXwUkael4Fp9brxcHAI3TzxtpRVkQEAZwE3JLJrbXzDCMLoKShZwGUpFfzFbAkSVLLWAAlSZJaxgIoSZLUMhZASZKklrEASpIktYwFUJIkqWUcAyNp6EVEAOsCj6f/0ZMkC6AkSVLb%2BApYkiSpZSyAkiRJLWMBlCRJahkLoCRJUstYACVJklrGAihJktQyFkBJkqSWsQBKkiS1jAVQkiSpZSyAkiRJLWMBlCRJahkLoCRJUstYACVJklrGAihJktQyFkBJkqSWsQBKkiS1jAVQkiSpZSyAkiRJLWMBlCRJahkLoCRJUstYACVJklrGAihJktQyFkBJkqSWsQBKkiS1jAVQkiSpZSyAkiRJLWMBlCRJahkLoCRJUstYACVJklrGAihJktQyFkBJkqSWsQBKkiS1jAVQkiSpZSyAkiRJLWMBlCRJahkLoCRJUstYACVJklrGAihJktQyFkBJkqSWsQBKkiS1jAVQkiSpZSyAkiRJLWMBlCRJahkLoCRJUstYACVJklrGAihJktQyFkBJkqSWsQBKkiS1jAVQkiSpZSyAkiRJLfP/KhrmXiKabPcAAAAASUVORK5CYII%3D'}