Quais polígonos você conseguiu ver na construção acima?
Quantos ângulos internos tem um triângulo? E um quadrilátero?
[size=100]Quantas diagonais tem um triângulo?[/size]
Quantas diagonais tem um quadrilátero?
[size=150][b]TRIÂNGULOS[/b][/size]
Em relação ao triângulo acima, quais são seus vértices, lados e ângulos internos?
Depois da construção descrita acima, temos que DCB = 114º é ângulo externo do triângulo ABC. Sabendo disso e usando seus conhecimentos sobre ângulos, quanto mede o ângulo interno [math]\alpha[/math]?
Ainda sobre seus conhecimentos de ângulo, o ângulo externo e o ângulo interno [math]\alpha[/math] são:
O que é um triângulo equilátero?
O que é um triângulo isósceles?
O que é um triângulo escaleno?
Use a ferramenta acima para medir distâncias e marque a opção que apresenta a classificação de cada um dos triângulos:
Podemos classificar os triângulos de acordo com seus ângulos também. Marque a(s) alternativa(s) FALSAS:
Justifique as FALSAS da questão anterior.
[size=150][b]QUADRILÁTEROS[/b][/size]
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gY97CFq3tyutUajALbfoxzAwNqfkpOvbVx0jC8PFM0bNVI1dzEvvuh6w0U3EewUx5CATRgfS0REQSFv3rxqOi/K/FYlJKjnkNev37WNjIsX29lrIj9iYO1Px4/bZSDFiomULKkXAwvKQqo4gv7TZ8+6gmxMeDTe++ADWbZ6NWuxiYgCyLnz510dPyLy5ZMBvXtL04YNZfzQocFfR50RmE7co4ddBnLihMjy5foEkX+wK4g/PfecyNGjItWri4wYoRcDH7IcGDJjAm6UhDw+bJhcuXJFOrZpI4MHDFDrRESUc5DsWPrRRxJZtqwa7hIWgXRqJk60k1mFC4vExgZsMotCDzPW/oKr51On7Iy1j/pX+8ofsthnzkiRQoXUcSNHFhs1fGjjh7o+IiLyr19+/VVSUlLk+DffqLZ6Ya1PH/sZd1VREkLkJ8xY+8tXX9kZawxjefJJkQYN9InglXzihFS+5RYVeCOrjSw2bkPWq1NHoocO1V9FRES+cOXqVUnasUN1eTKvp82erbp9BPwocn+IixPZulUkf357hkTVqvoEke8wY+0vuCVlNi4GWcY6NVUrVXLdajx77pzqJgIN7rxTPQMy2AkbNqiAm4iIvOPzQ4fU9FwM+sImc8CUXXT8YFCt9eol1gfTtfZ7RH7AwNpfvvvOLgNBIBqMI2PTgXG4sZMnS/SwYdKqSRO9KqpN3+x581S7JyIi8g6MHjctULfs3KmeyU3RoiJt2tgdQlAas2aNPkHkOwys/QU9NZGtRiYhhDeUYIqj6SLi7BjiHJm+a98+WZmQwFpsIqJMQNmHCaYxc6B3167y1GOPySMYjEKedetmt9/DPid0CMGgNiIfYo21v6C35g8/iLRuLdK/v14MD+ijig8BM4xmamys+oBAAD73tddUSygiIvIs5bffJHraNPVeiomJGO5CmYAZDG+9hcbeIt27i0RF6RNE3seMtT+g/u3iRbsU5NZb9WL4QL2fCaqxyfH4t9+q4xaNG7uCamyEXLRqFac7EhG5wfukuRO4dedOtUmRMgHliZUq2SUhKAdBMwEiH2HG2h8wVnXSJLsjyIQJATl10Z8QXGPjDXqtIpMNZuAMNkO+M2OGFEdtHBFRmNq7f796rzRldGhzuumf/5T7O3bkXb6swLAYfP6iFLNlS5Hhw/UJIu9ixtofTEcQ/EKHSEeQ7EDwjFpsE1SD6bl6Z61arqAaNdjojc1abCIKJ6/OmSMTZ8yQWXPnqjIQwAbxh3r0YFCdVchYN29uZ62TkkSsCxciX2Bg7Q/JyXYZSIUKIb1xMTsmjRolr02YcF3t4Pa9eyVuwQLp99RTqlSEiCgc3HH77SpbjQ3gppUeeQE2eaLOGhsZZ87kRkbyCQbW/oDAGhnrMC8BSQ+mO1Z0ZPQPf/mleo4sV04NogF82CCLzVpsIgoVeD/DHhMDA1/6dO8ub/z1r+xJ7U24G4re1shanzkjsnGjPkHkPayx9rWzZ+0dyGhQ/+c/i+gJWZQxqDMElI7A1l275BXd6P/Vv/xFDakhIgpWeI9D6QdK3kY+9ZQ0DYGpvAEN2erRo+0uXdhUHxsrUqSIPkmUfcxY+9rJk/Yzrl/KlrWPKcMQUJugGswgBOyQr1C+vDoGZLEx/ZGIKJhUv/VWte8ETuiOSeRD+Lt++GE7a407n3Pn6hNE3sGMta8tWiSyYIF9jCvjPHnsY8oydBRBdqd5o0bqNeqvXxg/Xn04YZyvcxgNEVEgQau8uYsXy70tWqjyN0DWOs+NN0rtGjXUa/KD6dNFDh60P5NjYkRq1tQniLKHGWtfQ8Ya1y7ogMGg2ivutN4ATVANGDYDqL921mjjw8o5/ZGIKCehw8f/jRgha9atk7fmz9er9p05BtV+hqFtgMYCJvlF5AUMrH3tyJGwHQzjL+gkEjNmjAzq39/Vwg8Z7ZhZs1RHkYQNG9QaEVFOQqu8JrqGGplrthLNQTffLHLffXZJCPbyoAUfkRcwsPYlbFjE5kVkrMuU0YvkC9g537ldO/3K3uSYkpKistjlHH/3+w8fZkcRIvKbXfv2qeFXBnpRP/v44yoZUKRwYb1KOaJrV3vjIjY0xsWJXL6sTxBlXe5oiz4mbzt0SATZUlwR4xe4VCl9gnzttsqVpcFdd0mBAgVULWOuXLlUkP3i5MmycMUKuWr9m2AYDRGRr8yeN0/+vmiRHDhyRJo1bKgC6bx58kiVChVcGxYpB6E8Exc3u3fbiTD0uHZslifKCmasfcnUV+NRrpxeJH9BKz6UiZgPMGx6PHf+vDouU7q0egZksc06EZG33NuypXr/yWMFcBhJTgEILXBRqoms9fLlIqdP6xNEWcOMtS99/LE9HAa9Mrt104uUUzASuHnjxuq4S7t2KnMEk994Q95dskTO/vCDNK5XT60REWXWkWPHZMZbb6n3Eby/3FSsmJQpVUrt/zAdQCgA4TN6yxb7+MIFzpugbGHG2pewcRHZam5cDBiRZcuqDzn0wQaMCzYjg0vizVXDB+RJZi6IKINw52v4hAnqefmaNXpVpFWTJqylDnQo/6hf3y7b3LrVLuMkyiIG1r7i3LjIMpCAhSzS1HHj5P5OnVQttoEPxiGjRskrb76pV4iIUod2eXg/yZs3r5QqUUKvUtDo08euuUYXL0z3RWkIURYwsPaV48ft4Jqt9gIeJp+hFtvZqg87+aFIoULqGVCHzVpsIgK8T8yMi3P10Yfnn3hC3p42TTq2aaNXKGig/R7+3ZC1xv6oTZv0CaLMYWDtK86NixxlHlRw23b6+PHyYJcu0qNDB70q8tGnn8rjw4bJ2ClT1KAHIgpfo15+WdYnJcn85ctd7wcYUFW8aFF1TEGoRw+RYsXs4Pq990RSUvQJooxjYO0rR4/aQTV+SXUmlIIHbuk+2quX2vAIaNW3ads29QwY9ACY7Mjd/kThx5SOYd+GeV+gIIf39b597TIQ3J1cuVKfIMo4dgXxlVWr7LY92AnOHcZBD32wsdP/f9bFUofWreVm3ZMcGavx06bJ3gMHpEHdupI/IkKtE1HowJTEZWvWSNL27er3HKpVqSJ33XGHurNlOgxRCIiMFPniC5Hvv7e7ejVvbve6JsogZqx9hR1BQg6y1+gogk1KxgbsILcgc23qsZG9Mp1GiCj4/X3hQlmwfLkkbNggezH+2oL+1Jj4SiHogQfsrDVKQVASQpQJDKx9Ad1AsHGR9dUhD4F2t/vuk95du143iOa5ceNk1KRJbNlHFKSc5R19e/SQiIgIqV61qmuTM4UwXDC1a3et/d6uXfoEUfoYWPuCzmiowPr22+1jCkmY7hj18MOqV62B8hD46ptvrtvIhC4CRBT40OljyOjRcvbcOfUav8czJ0yQqWPHqppqCgMY6oYR57jAQtbacaFFlBYG1r7w3Xd2mz3U3TG7EXYeuv9+VXeJLLZzEM1jL7wg0dOny9foGENEAenQ0aMyNTZWbUqet3SpXrVLwSiMICly33121hqlfWvX6hNEaWNg7Qusrw5ryGihowiCawOt+q5cuSJ7//UvZrGJApAp/UDddNOGDVXbzXp16qg1ClPdu4uULm0H18uXs/0eZQi7gvgCbhtduiRyxx0iegc5hbeK5cur7HWlW26Rpg0aqLULP/0kUUOHqs1Q5cqU4bQ2ohyQfOKETHnzTfX7eEf16mqtlvWMHvYYHkVhLFcukSJFRDAEyMwuuPNO+5koFcxYexs2Ll64wIw1XQe3kR954AG12dFYu3GjymLj1rPZ+AjMYhP5D8o+8Dv4wUcfuXrS466SKeOiMNeokQg6QSFrjb7W3JBO6WBg7W2mfpYdQSgdGDDRp3t31b4PmyABt6PRUeSF6GjZvmePWiMi70J7TOPZqCjV8aOv9btY4qab9CqRQ79+9vPVqyJz5tjHRKlgYO1tpr4aGxcrVNCLRH9U0voQRxZ70qhRrow1uhGcO39eko8fl6vIkGjMYhNlH8o9Zs+bpy5czRhy1FTPnTGDg14odRga07KlnbXeu9d+EKWCgbW3IbBGRxAE1XyTpkxCTSf6YletXNk14Q0QCDCLTZQ9m7ZtU0NeUPLx4Sef6FVh2Qelr1cvEUzWRXCNrDXb71EqGFh7G0pBWAZCWYRabPTFftUKoiPy5VNrqP9EP11ksb9GK0cNY5aJKG3Oso9u7dtLZLlycmetWtICtbNEGYWLr86d7YD61CmRxER9guh6DKy9CZsWsXkRGesqVfQiUfYg2EZv7IqRkdcFAy+//rqMnTJF1m/ZoleIyMCF58qEBNV558ixY2oNJVcY8jJxxAj2pabM69jxWvs9dP+6fFmfILqGgbU3ceMi+QA6FDzUo4e8MWmSKxhAreiBL76Qzw8eVM8Gs9hENmSql8bHq+c577+vV1n2QdmAvTDo7ISsNVrqIrgmcsPA2pvMxkU8qlbVi0Tel193MShdsuR149TnLl4swydOVJk6onCDC05T+oEL0p6dO6v9CiivIvKK2rVFMDgISQyUg2AqI5HDDf+z6GPKrpkzRT791G4oP326XiTyHTMtDre4cfz4sGGqqwg2Po59/nl1DllsdjugUIeOOnELF6qf/acGDlRrzt8PIq9Bv/PRo0UNkMEm80mT9AkiZqy9y3QE4WAY8hMEDCZoQHu+Jg0aqDZ+6CxiIHv99Jgxkrh5syvQIAo16Jhz4ccfZX1SkpzUQzycvx9EXoOSPNRbo9Z6/37rqi5JnyBiYO09V67YGxdxA6BcOb1I5D/oIoJb3m9Pm+YazYxAesOWLfL1yZOyfM0atUYUKsykROjXs6fag/BEv35SFhvMiHwJHUKKFrWD63nzRFJS9AkKdwysvQXZagTXyFjroIYoJzizdP+xfh5bNG6sAg60GjPryO6hL3Z8YqJrUAZRsECXD+wlwMPUVONnPHbyZOnYpg2z1OR72ASL3ta4C4gLPIw7J7IwsPYW07+aGWsKIKitxnTHOVOmSIfWrfWqyLbdu1Vf7EXWhwHLQyjYYBLpkeRk9bxq7Vq9ylpq8rN77hEpX97OWsfH2y13KewxsPaWo0ftoLpkSfv2EFGAcQYdlStUkCoVK0r7Vq1c7ceST5xgFpsC1v7Dh/WRqA2KjevXl/s7dZIeHTroVSI/w3tqv3521tq6yGP7PQJ2BfGW4cNFDh4UqVlTZOhQvUgU2JwdQ16dM0eNfEYAPn/WLPb7pYCArDS6faDrx8C+fVVJE1FAiY0V2bVLJG9ekZgYOw6gsMWMtTegtvr4cTtjzY4gFEScbfiqWz+7qFPFuGcTVCOoeW7cOFm2erXqEUzkb3mtYAVj/VGytCohgaVLFHh697aDavxszp2rFylcMbD2BnQDQXCNwJoTFylIdW7XTtViv/DEE3pFJGHjRvnq66/lvQ8+UEE2kT+gF7vp+IFuNwOswKVpw4YyfuhQ1lFT4EEJqGm/h0m469frExSOGFh7AzqCADPWFAKKFC6sj+wJj+iLXTEyUiL1RSMyhiaLbToyEHkLfq6GjB4tU2fPdmWnmzdqJCOffFL9HBIFJLTfK1HCzlqj1vryZX2Cwg0Da2/47ju7zR5uq+PKlShEoJ71nRkzZMKIEa5MIWpdTRbbuaGMyBvwc5aSkqK61hwwSQuiQIfPf5SEIGt9/rzI8uX6BIUbBtbegDd/ZqsphBV363SDWmzUYdeuUUOviLz8+utquiNLRigzsIEWF2sGSpLQ8SN62DC5k5vAKJg0aiSC90QE1+hrrSeAUnhhVxBvePBB+7YPaqzQMJ4oDGAzowm41cCOCRPUMTo33I/fBaJ0fH7okMS++66cPXdOpo8fr1pAEgU1671QJk2yW/G1bGl3DKOwwox1dnHjIoUpZxYbfa9N/WvjevXUM8yaO1f1xUbgROQOo8dxgYZa6h2ffaZXiYIY7lw3aWJnrZOSRPbv1ycoXDBjnV34xZk6VQQDNSZPZnBNYQ211ybriM4Ojw8bpoIm3N4f1L+/WqfwtnXXLqlZrZrrwgybFVFWhFHkRCEBrUlHjRK5elWkShWR116zM9gUFpixzi4zypwbF4muu5WPWuuqlSurY9TMGgtWrJA169axFjvM4K7GxBkzZNrs2deNIX+wSxcG1RRacNGILiHIWp84IZKYqE9QOGBgnV3YuIiOIBUq2ME1ESkIsqeOHSuv/uUvckf16moNG9USNmyQOe+/LzPj4tQahQf0o0ZwjTsYW3fuVD8LRCEL+0xKl7aDa7bfCysMrLMLGWsE1iwBIfKoaqVKrlZ9P5w/75rq2KRBA/UMKxMSVPs+1mKHlr3798uuffv0K5GnBg6Uh+6/X2a9/PJ1Uz+JQg7e81D+hr7Wly7ZwTWFBdZYZ8eFCyIDBtibF/ELxNuZRBmSfOKEVL7lFlfA/fSYMfK1dZGKDZBvYEc9BT1cKOGCCQOHMNETGWuisDN9usiBAyL589u11ux8E/KYsc4OZKuBHUGIMsWZxcb0RnPcqW1b9QzIdCIwYxY7ON1q/Ruj7AP/vtjUShSW+vUTueEGOwH31lt6kUIZM9bZsWiRyMKFdmAdG8saa6JsOHn6tBqfbjKbr7z5pqrFjYiIkPmzZrF0IMChbd7ajRvloR499IrIkvh4adGokRooRBS25s0TsX43BO9t0dEijpakFHqYsc4OU1+NbiD80CfKlsiyZV1BNTKdpmtI+5YtXUE1SkgQrJ0+c0a9psCwfc8eGTJqlCxauVK10zP6dOvGoJoIg+NQCoKNjHPm2HXXFLIYWGcHR5kT+QRKQyZZgRo6ivTo0EGvimrTt2D5cnl23DjVYYICA0bb582bVx0f/vJL9UxEGjZsI7hGQH3qlD3unEIWA+usQr0Upi4isC5TRi8SkTehFhvlIYAsdvLx4+q4fp06ruw2BtHMXbKEtdh+hFZ5cQsXuv7O0enl2agoiRkzRqIeflitEZEDxpuXL29nrZcutd64+H4VqlhjnVUYU2p9iKiJiyNHitSooU8QkS8dOXZMBdVmhPqiVatUCQKy3O/MmHHdqHXyPtwpQNkHLmjurFVLJo4Yoc8QUZoOHxaJiRHB3R0MkBk8WJ+gUMKMdVaZiYt4lCunF4nI16rfeqsrqIZDR4+qZ9Rom6Aa2e34xES1oY68Cxc1jfTmK3T8wIOIMgAJuDp17Kx1QoL15nVIn6BQwox1Vs2cKfLppyJFith9Kokox6AHNjKpCLph07Zt8io2CVmmjhvnWqesQetD/B1j/DggmMYahvywWwtRJmDj9ejRIrlyidx2mx0/6HajFBqYsc4qM8qcH9hEOQ4ZbGfwjHIRQO1v5QoV1DEgi82OIpkze948mThjhixYsUK1RAT8vbZq0oRBNVFmoUsOxp0ja/3VVyJJSfoEhQoG1lnh3LjIMhCigDOof395bcIEGfKnP7mCP5SMxC1YIINGjLiuJRyl7d6WLVX9eh7r75EXJURegPpq035v/ny23wsxDKyzAp0JEFwzY00UsKpUrCjNGzXSr67VYiNIdGa3kcVmR5FrkO0fExPjqp1GZxZ0/IibNk0a1K2r1ogoG5zt93CxumyZPkGhgIF1VnCUOVHQQX3wnClTZPCAAa4WfuhsYbLYiZs3q7Vwtv/wYRk+YYJ6Xr5mjV4VVfZRpHBh/YqIss3Zfm/VKrbfCyEMrLMCmS9kq4sVs6cuElFQwBRATHI0duzdq57RRQRdRQwE2disF24w6KVmtWpq2EupEiX0KhF5HTYsPv64fYwps7Nn28cU9HJHW/QxZRSuLv/9b5GKFUWaNdOLRBRsqlWpolrHRZYrJ/fUry+5cuVSw09eeuUV+SgxUf77v/9JnRDuUY+x8X97/33Jbf3/Lq8HXd1+223SrX17qVurlnpNRD6C5Nz334t8/bVdEnLnnSKlSumTFKyYsc4KdgQhChmoxUYgidpr+PzgQUlJSVHHd9x+u3oG1GijdCSUjHr5ZVmflCRzrODajIhH5r4078QR+QdqrTEwBvXWc+dyI2MIYGCdWegGgo2LrK8mCknYoBcbE6M6i9xRvbpaQ6nIzLg4eez559VzqLi3RQv1jBIQIsoBGGpl2u8habdpkz5BwYqBdWZhlDkgsGbGmigkIWvbuV07Vxb7+LffujqHoEuGgQ4aprdzoEOJy5L4eNWX2kCmPnrYMNX1AxMViSgHoP1e8eJ2cL1okYi+Y0bBiYF1Zn33nV0Ggt64vF1KFBYQTKOjyP2dOqkOGQY6ZwwZNUq1pwt0f1+4UBYsXy4JGzbIXp0gwIVDvdq11TER5RDEE/362YE1aq2t31MKXgysMwu3apCtxjQ3Th0jChuoOx7Yp4+aOgjY+Iex3lC1cmX1DOgm8hU2IwUAlLAYfXv0kIiICKletSprqIkCTf36IngfQXC9ciXb7wUxdgXJrPfeE7l0SaRmTZF69fQiEYWbfPnyScO6daVQwYLSqU0bV8C9bPVqVYeN8hHngBp/S9qxQya/8YY0uusu9d+W3wqqmzVsKA906sSe1ESBCGVm6KePu+I//CByzz0iuZj/DDb8F8sMbFy8cMHOWFepoheJKFyho8ijvXq5MsDIEG/atk0dm/pswBRDf053RAeTqbGxagT5vKVL9ardx5uIAhQCa5SaIWu9davI9u36BAUTBtaZwYmLRJQGBNNTx46VR3r2lB4dOuhVkdXr1qnpjqMmTXK1tfMFU/qBIS9NGzZUmel6deqoNSIKAmy/F/QYWGeGqa/Go2pVvUhEdA2ywn26dZPqumsQgt2P169XzwiqTfcNvPbWdMfkEydU0B6fmKhXRJ7o109tuGzLIVZEwQPt96wLc9dGxmXL9AkKFgysMwMfgqh9wm1fblwkogwwWewHu3S5LouNGuinx4yR58aNkws//aRXsyb23XdV+cfS+HjX9ypufUCbum8iCiKtW9t3xRFcY9LzxYv6BAUDBtaZYTLW7F9NRJmAGmzUYjtb9a1Zv149Y5pjkUKF1DFktKMI6raNqIcfVgF8i8aNJS8v+omCG36H+/Sxy0DQLAFNEyho3PA/iz6mtGDT4oAB9tTF7t1FevTQJ4iIMg/t+hI2blSB8P2YvGbBwJnhEyaolnhPDRwoFSMj1boTMtKLV62SfQcPysyJE12lJfh+7PZBFEJef13ks89E8ucXeeMNEQ/vBxR4mLHOKOfGRWasiSibEASjFtsE1RD/ySfq+UhysirlMFBDbaDrCIa8oOPHh/rrgUE1UYgxGxmvXhWZPVsvUqBjYJ1Rzo2L7AhCRD7Qr2dP6dO9uxqnbgJljEx/9qWXVC02MtoYQx5ZrpzcWauWtMjBPtlE5GOINaz3AhVYY1oqWvBRwGMpSEbNnCny6aci2AyEYyIiH7tifaCiNASj06vdequ8NXWqGq+O+mp0FWGWmijEYS/F0KF2GSr6XL/2mp3FpoDFjHVGIWONjiDMVhORnyCA/vbUKSlTqpT8/vvvUvmWW9Q6Nio+9sILqsWeGatORCEIyTyUhGAj47ffisTH6xMUqBhYZwSuFDF1kfXVRORj6HXtbJn38P33S4t77pG/vfKKa5rj1l27rLelK6rFnlkDbGAkohDTsqVI+fJ2+z1MUj19Wp+gQJQ72qKPKTXJySJr19o/1PgBr1BBnyAi8h4EzDPmzJEvjx+XZg0bqjUMmmlvve/cXKqUeg0lixeX/PnzS65cuaRv9+7qGZ588UXZsHWren0rbhsTUfDD73e5ciJJSfadcwTWrVrpkxRomLHOCHQEMRsXmbEmIh/ZZgXWmMa4dedOVz9rZKSdWWkwHUUmjhjhOofs9dlz59SfM6PNgVlsohBQo4YINisjwbd3r8jnn+sTFGgYWGfEgQN2UI0NA5i6SETkJWibZ6ArCEaiDx4wwGMP67SoUerdu6se2K2bNtWrIq+8+aYMGT1a1m/ZoleIKCj17m3HIbhwjouznyngMLDOCDPKHCUgnGpGRF6ghsFMnKgeZooiguPYyZOlY5s2f8hSpwf12I888IAan26GxiCDjUz2yVOn5Pg336g1QLcRIgoySOyh7z2y1uhtv2aNPkGBhIF1erBx8fhx9q8mIq9CiQYGweB5FfZwaJkNqNOCkpG+PXpIlYoVpXPbtnpV5O8LF6qAHoNmiCiIdO4sUqKEna3GRsaUFH2CAgUD6/SgGwiCawTWVaroRSKizEP22NQ/N6hbVxrXry/3d+okPTp0UGvehsw1arFfmzBBZcMB2WpskkRQv9tRp8ksNlEQwF1zlIQga/3jj3ZwTQGFgXV60L8amLEmoixCVvrVOXNkTEyMrN24Ua+KvPjMMzKwTx8piF61fpI7Vy55qEcPFWh3u+8+vSpqCA2mOy5bvVqvEFFAwiZGbGZEcL1yJdvvBRgG1un57ju7vhqBddWqepGIKOMiIiJc2eqlH32Uo9lhlJpgZDpque+oXl2t4b9nzbp1qqPIZ9isrTm7ixBRAOnXT+SGG+xx59ZFOwUOBtbpQcYaQTU2DXDjIhFl0Lnz510dP/Ja7x1D/vQnadqwoUwYPly9zmkIsE09t8liR5YrJy3vuUetQdKOHTJoxAgVdLNUhCiAoGsQ5mqY9nt4UEC44X8WfUyePPigyOXLInffLTJkiF4kIkodyimQmY4sW1Z16fDmhkRfQwBtAn9scEQtdsmbbpK3p01z/f9wfg0R5RB0Exo61M5aI9COjcUVsz5JOYUZ67Q4Ny5i6hERUQYgAE1JSZHk48flgNmnESRMwIwykHq1a6ssdvPGjV1BNUpaHh82TJbEx6vx60SUQ7A3A11CkLU+dUokMVGfoJzEwDot5gMRNdacuEhEqUAG1zmABTXM6PgRbQWgd9asqVeDCwJplIegFhv9sQ2UhVz48Uf54KOPWINNlNPQ17p0aTu4fu89+w475SgG1mkxo8yBHUGIyIPPDx2Sp8eMkZlvv62yuYCsLzp+IOMbCpxlHzWrVZOqlSurdoGmmwk2PaKjyMqEBI5QJ/In3Enq39/ua33pkh1cU45iYJ0WZKyRrS5WjKPMicijsqVLy4WfflLHn/7jH+o5lCEb/2p0tDz/xBN6ReSfe/ao4Hru4sWuvwsi8hNcwNepY9daoxzE+l2knMPAOi0mY81sNRE5YMCKCSBLWxfdvbt2lUH9+8vgAQPUWjhwZrErlC+vpjtWjIxUGzYBY9qRyUctNjqkEJEPOdvvvfWWXqScwK4gqblwQQQfkvghRQ1Tr176BBGFK2zWmxobK3v371fDVTDcha7BxUbxokXV8aZt29RQHJg4cmTQ1poTBY0PPhD5+GPrqjevyPDhIs2b6xPkT8xYpwbZakApCDPWRGTBiHAE19i0t3XnTvZ2dmOCagPTHfEwg2jw94YWfmhHyFpsIi9Dh5AiReyNjPPmiaSk6BPkT7mjLfqYnLZtE/nsM/sH9JFH7LY2RBR2kJ0+efq0lC9TRr2uedttUrhQIRn6f/8n+ZAZIo8q3XKLdL33XmnZuLHkj4hQa/sOHpTlVlCNDZ9FrQCghvV3SURegvKswoVF9uyxg2q8DpEN1MGEGevUmFHm+ODkxkWisPTeBx/IxBkzZNbcua6ezcjAog0dsteUviL4oHdAHTa6ibTH1DgNf7/xiYly9tw5vUJEWYLJqeXL20nB+Hi7rJX8ioF1aswoc/avJgpbt1aqpMoXsBEPXS8oe9B+8I1Jk2TOlCmuVn3Y2Lg+KUniFixQwTURZQPa72EjI9vv5RgG1p5cvGi3q2FHEKKwgs13i1at0q9EmjZoII/07Clv/PWvqn8zeYczi41a68oVKqjjzm3bqmfA3QL8W6AMh4gyoUYNkUaN7OYL69eLHDqkT5A/sCuIJ8hWY0ctbv1GRYk0a6ZPEFGo2r5nj8yMi1PZ6ZFPPaWCavKfr0+eVGUigE2hjz3/vAq6McESw3aIKBNQVjVmjJ25RkeeqVP1CfI1Zqw9MdlqZqyJwoYzI33giy/0EfmLCarhuix2u3bqGTDZccGKFRxCQ5Qe7A1Dq2DUWiNZiMw1+QUz1p7MnSuyfLl9HBtr76wlopCCrCgmBd7booUabgLrt2yRIoUKqVrg3KhVpByFLDYGzuDfAv9ejw8bJhd+/FHq1akj0UOH6q8iIo9QCjJqlIj1OyOlStnxTMGC+iT5CjPWnuzfb3cEwRUfg2qikIMOH/83YoSsWbdO3po/X6+KtG3WTBrUrcugOkAgi23+LX44f9614bHRXXepZ8AgmriFC9lRhMgd4pfeve1yEEw/NQlD8ikG1u6uXBE5fpwdQYhCGFrlNdE11MiEovSAAhvaHMZOnqy6irRu2lSviqxau1biP/lEoqdP1ytE5IJNjLffbpeErFwpws3APsfA2h1+6HB1h8C6ShW9SETBbte+fWrin4Fe1M8+/rjEjBnzh17LFLiQxTY9xLHRNFcu+2Oscb166hmST5yQJfHxcvrMGb1CFMZ69bKfURriuENHvsEaa3dbt4rExNgdQVCbhLY1RBTUZs+bJwkbNqiyAmQ8UbdLoQMBNMpEzAXS1NhYSdqxQyIiIuS911/nMB+iuDg7vsHQO+s9kBMZfYcZa3fffGNnq6FqVfuZiILavS1bqqA6T548zGKGIJSJmKAaA30uYjCGpX6dOq6gGlls9sWmsIWstXWhqe7Iv/WW/Uw+wYy1u4kTRf75T5FixURYs0cUlNBNArW3g/r3dwVW2OSGbh8s+wgP+BkA08YPA2dMKdC811+X4kWLqmOisIGf/2XLRPCeOHiw3Y6PvI4Za3foCMKNi0RB68ixY/LcuHFqTPbS+Hi9KtKqSRMG1WEEAbWzN/aX2JRuqVq5siuoxjh1dBThXQwKCwikS5e2NzJi1Pnly/oEeRMDaye0a0pJsQPrcuX0IhEFk+rWRTEeefPmlVIlSuhVCncTR4xQ9fW4i2FgQys6igyyzqFUhCikoXUlfv5RBoJyKQTX5HUMrJ1MfTV6WDNjTRQU0CoPo8ixWc146rHHVGu2jm3a6BUiO4uNiy7jGKbsWnAno0L58uoYNdqY8IhsNlHIwaZFPJC1Tky0J02TVzGwdjKjzIFdA4iCwqiXX1ZlH/OXL1eDXwBdP0pjwBNRGp4aOFDmTJkiw4cMkbx6GNiBI0fURM7Hnn9etu/Zo9aIQkq/fvYz2u9hIyN5FQNrp88/twNrfCDzQ5koKGAkOSCYRraRKDPQUeTOmjX1K5Evv/pKdZBB+77ajnar8YmJrMWm0GD9zEvLlnbWGvvK9u7VJ8gb2BXEacAAkbNnRWrVEhk6VC8SUaBA4LxszRo5f+GCDMbvq17DhsWa1aqp10TZhY4iaMvXVE/nRECNOmyIeuQR6da+vTomClq//GLHOchaY5NvbKxdg03Zxoy1cfGiiPVhzY4gRIELQfWC5cvVsJe9yLRYkF1kUE3ehFpsE1QDLtzwc4ZHgzvv1KsiiZs3u9r6EQWVAgXs3tbIWp86ZY87J69gYG2YoQEIrFlfTRQwnOUdXdq1k+LFikn1qlVZQ01+g1aNqMV+NipKlY7AlatXVau+p8eMkQUrVqg1oqCCchBs2sV77NKldmc0yjYG1kZysh1UM2NNFDDQ6ePpl16SCz/9pF6j7nXq2LHqwbHk5E+4kEOAbXx+8KCkoD2r5Y7bb1fPgJ9Ztu6joIDSD2StEVj/+qvI4sX6BGUHA2vjwAG7zR7m6DMTRpTjDh09KlNjY+XkqVOqnZ7BTDUFggZ160psTIzqi31H9epqDVnsOe+/Ly+MH68mPRIFPOvnWLB5FyUh69eLsLQp2xhYG/hhYraaKMeZ0g/UTTdt2FD1GG7eqJFaIwokuGvSuV07VXsNyGKjrzqYvtiAGm12FKGAhY3gaDeJjYyOJAZlDbuCAG7nPfSQfSukUyf71ggR+RU2gc2eN08a1asn92P0rgUlIOgvjBIQomCAAHr73r1qOFFEvnxqbfjEiXIkOVmVkrwwaJBaIwoo2Cfw0Uf2XfuRI0WaNtUnKLOYsQZkEpAl48ZFohyBLPW02bNV+cfS+HhXTXXxokUZVFNQweZGXBiaoBpt+5KPH1fHN5cqpZ4BF5JfceodBYoOHUSKFLFjIYw613cOKfMYWAPqq7lxkcjvLqOXqgW30tGXOm/evNKicWPXFDyiYIdykbenTZMHu3RxDTOCxR9+KM+NGyejJk3SK0Q5CAmM7t2vtd9btkyfoMxiYA1otYegmhsXifwCGWmUfbwQHe0aQ46a6ndefVUF2MxSUygpedNN8mivXq6Nt6jD3rVvnzp2bsY9d/68umtDlCPQfq9CBTtbjc23bL+XJQys4dAhuyMIfqCYKSPyuU3btqkhL6hH/fCTT/SqqI2KRKEOP+exkyerYLvbfffpVZFPNm1SGWznBSeR32ATbr9+dqIRe88WLNAnKDMYWOPKzHQEYX01kc+Ysg/ASOjIcuXkzlq1pAU7flAYQqYa5SFVK1VSr7HPABebhqnRxu8NO4qQ32CKLVrwoSTEutCTI0f0CcoodgX56iuR554TQXbg0UdF2rTRJ4jIG9Dbd826dWpTYvSwYVJd72NAwMCSD6Jrzp47J1t37ZKypUtL4/r11Rp+d9AbG9NGRz75pCorIfIpJBv/8hc74XjbbSLTp9vZbMoQZqyxWxs/PMxYE/kEAujla9aoZwQIBoNqoushi42OIiaohvVbtqhn1GWjSw4gu41uI0Q+ERkp0rWrfUcfycekJH2CMoKBtekIAlWq2M9ElC2oD3W2zHvkgQekovVmHfXww2qNiDJm1FNPSZ/u3aVn587XBtEcOiRDRo2SIaNHq7Z9RF6HWQLFitnB9fz5ds01ZQgDa7wpYePizTeL6Jo2Iso63MoePmGCvIU3Yw3DMl6z1tD5g4gyDllsXJi2R8cGbb3OIF748cfrSkOST5zQR0TZhEYOPXvatdao8Xe8n1PawjuwvnLlWikIy0CIvGKbFVgji7Z1587rBmCYbBsRZc+QP/1JdRR56P77XSVVKA15Yfx41RsbI9SJsu2ee+xuaQiu164VOXtWn6C0hHdgjR8SBNcIrGvX1otElFnOrgX9evZU0+fQjxrlH0TkXQim0VEE3XWMDboWGxezRQoVUsfA6Y6UZUiG/PnP9jFKQeLi7GNKU+5oiz4OP7t2iezYYV+NYeIQd1sTZQoyY6+8+aas+Phjua9VKzUxsbD1od6pTRupduutkisXq82I/KF82bJSyPrdq1yhgrREptGCvQ5PDB8uG7dulTKlSkn5MmXUOlGGoc76xx/tTYzYMFu1qvXDVl6fJE/C+1Pvu+/s+mpkrJlZI8o0dCo4kpysnlfhVqHGsg8i/0KtdZ9u3a7bIIyAGh1EcEcpLyYLa/h9JcqwXr3sydTYyPjee/YzpSq8M9ZLl4r8+9/2FVnnznqRiNKy//BhublUKXWMDNjxb7+VBnfdpboWIGNNRIHh5pIlpWiRIlLMeqBsxNxBGjxqlGzevl1KlSihyraI0oT3dSQgDx4UwUUZ7u6jvzV5FN4Za9MRpHJlvUBEqUGW69U5c2Tc1KkSn5ioV0VefOYZGdinD/tSEwUYjE5HX+wXBg1y3UXChfG58+cl+fjx66ahMotNaULyERsZTdb6wgV9gtyFb2CNjYv4wcBVGK+8iNKFW8mHjh5Vt5ZXJSSoZyIKLlUqVpSBffuqSY4NMLpai54+XfXFdo5VJ3LBhZn1c6NcumTf8SePwjewNvPv2WqPKFUY8mI6fkTkyycDeveWpg0byvihQ1lHTRSEcGcJWeypY8eq32nABTMy2CdPnfpDFpsX0ORSs6bIHXdca7+XnKxPkFP4BtYoA0FQzcCayCOUewyNjpaps2e7PlybN2okI598km30iEII6qzRExu/1y0aN9arIrPfe08GjRjBLDZd88AD9vPVq3b7PV54/UF4Z6xRX40ifG7eIPqDny9dctViHjB3eIgo5BQvWlQe6tFD3pg0SU16hLPnzsn2PXvU8zFHL+wrCKgofFWsKIIpoMhaHzoksn27PkEGM9bMvBEp6Hm7Xg+ZgF5du0rj+vUletgwuRO3AIkobGDjI0apV61cWVo6stjL16xR0x2XrV6tVyjsoNYa3dSQrcZGRgyPIZcb/mfRx+EDmxYHDLCnLt57r4ij7ydROEKN5bTZs1WGOmbMGKlZrZo+Q0RkQ7b6seefV7XXtWvUkEmjRrnW2WozzGzeLDJ3rt3fGjHUQw/pExSeGWtkqwHXFLfeah8ThTHcCr6Ind6WT//xD/VMROSUO1cuVTISWa6ca7ojxH/yiTxtXZAviY9nqUi4aNbsWvu9lStFzp3TJyg8A2vUi5qNi5Uq6UWi8LJ11y7V9QOwealv9+4yqH9/GYy7OUREbtAJqHO7dhI7ebK0atJEr4ps/uc/5euTJ+XTzZtV8A3sJhLiTPs9xFG//iqyYIE+QeEZWJtR5riFoTdqEIUL1FJPnDFDlX44x5A/2KWL+tDkLV0iSo/zfaJHx46qFrt106auNpzb9+6VqKFDZe6SJRw+E6qw96Z5c3sj4/r1Ivv36xPhLTwDa/zj4yoLtzHYi5fCjOldi4zS1p07eeuWiLKlbbNm8mp0tNrwbGzbtUt1FFmflCQRERF6lZnskIP2e7jIQrISGxn57xuGgTU2LGLqIuurKYwknzghm7Zt069ElXsgQz3r5ZeZoSYir3C+l2CyI6Y8dmzTxrWO9yFMd0RHEWaxQ0TRoiIdO9pZa5TZJibqE+Er/LqCIFs9ZozIb7+J9Osn0q6dPkEUmhasWCErExIkz403SmxMjNqoSETkD86OIe998IGrTV/c9OmuntkU5BBPoUMMLpaKFxeZM0ekYEF9MvyEX8baOXGxfHm9SBS6Kt1yi1y5ckWu/v67GllMROQvzix2BeszF5nsenXquIJqZK5NRxG0+6QghPLCnj3trDU2xM+fr0+Ep/DLWM+cKfLpp/bx3/7GGmsKOfhwQtkHSj0MfGi1aNRIdf8gIspJzix24ubNMuudd9TxxJEjOYwqmM2YYVcFoKb+7bfDtjlEeGasUWRfujSDago5nx86pLI/uOWatGOHXhXp060bg2oiCgjOLHbJm25SWeyKkZFyR/XqelXUdEeUsZ08fVqvUMDDRkbAhvjZs+3jMBRegTU2Lh4/bpeBlCunF4lCR+VbbtFHIge++EIfEREFpnq1a8vUsWPVFEfTqg+TYL/6+mtZ8uGH6piCRMWKIuhvjpKQXbvCtv1eeAXWCKoRXCNjfdttepEoeOGW6pz331cfQlCkcGGJeuQRGfv88/IENucSEQUBvHcZ6LWPDDbWWjRurFdFxk6ZorLYZrAVBSCMN0cpCNru/f3vdswVZsIrsHaOMndk9oiCET58/m/ECFmzbp285dgsgp6yDerWdWV/iIiCCbLYb0yapCY8mr77yFx/fvCgymI7y9wowBQocK393rFjIo4hZOEivAJr3FJCthpYCkJBDh84TRo0UMfIXLMvLBGFEvcsNvpi582bVxrXq6dXRU12xObs02fO6BXKcZ07i5Qta2etkfS5cEGfCA/h1RUE/av37RO56SaRKVP0IlHw2GX9/H598qSr48flX35Ro4ObN2p03YYgIqJQhDIQ04sfHZAeHzZMTXPsdt99EoUyBAoMiLVee02sKyGR7t1FoqL0idAXXhlrTAVCxhoF9kRBZva8eTJxxozrdsoXLFBAlX4wqCaicOAccIW7dNVvvVWVvTW5+269KmoIDd4nkYSgHFK3rkjt2nZJSHy8HX+FifAJrDHGHEX0SNDjFgVRkLm3ZUv1AZLHCqJ525OIwh1KQ2LGjJF3ZsyQmtWqqTWUxa1au1bVYqPtKOWgPn3sZyQ0Fy2yj8NA+ATW5mqJGxcpSCDbMjMuTpV7QNVKleTZqCiJmzZNbU4kIqI/ZrGrVq6skhCNHLXYCRs2qEA7+cQJvUI+Fxkp0rKlnbXeu1dk61Z9IrSFT401rpYWLLCz1q+/LuL4RSQKNEeOHZNRkyap2sGObdrI4AED9BkiIkoPEhMYimXK5DBwBm1JI8uVU91GyE+QGBo61B4ag0A7Njbkh/OFT8b6wAE7W40RmwyqKcChbtDUDhbjzysRUaagD7YJqnHXL1cuO9xp07SpeoZN27apOQCc7uhDaL+HLiHIWuPvOQza74VPxhoZP9RZ16plXz0RBRDsdI9bsEAa16+vOnwA3uxzWx8GHEVORJR92JuCFn7Y9A3YDI5OSxERETJ/1ixuAvcVtN37y19EvvvOTmy+8Yad5AxR4ZGxRkCNPoq4hrj1Vr1IFDjGxMSooQfzly9X/VohsmxZBtVERF6C91MTVKPMDhsdocGdd7qCatRgL1q1illsb0LpxwMP2FnrS5dEQnxTaXgE1s6Ji+wIQgHooR491DOCabzhExGR76DMbuKIETLv9ddlQO/eelVUgmPRypUyZNQojk73Jmy4b9jQDq4TE0W++kqfCD3hEVijIwiCamasKQAgcMakMNT2GSj/mDpunIx9/nlXRoWIiHwLHUVKO8oSLvz4owq6UZbnHEQTt3AhO4pk14MP2s+4UzB3rn0cgsInY40+ipgAFMJ1PRQclq1ZIwuWL5c169ap7h8GNisSEVHOeWHQIHlj0iR5BKULGuqw4z/5RF4YP/6692zKJJQ23nefnbX+/HPrL3aXPhFawitjzcCFcoizvKNLu3ZSvFgxtWudZR9ERIEFJXl4fzaO6rIFDKTBPAFAfTbuOqKFH2UCLliszz/rw09k1iyRy5f1idAR+l1B0Lcatx/w3KqV3R2EyI/MpkTU85lbjtgYU7Z0aXXLkYiIAhves7Gx3ATWe/fvl+hp09Txi888o0pHKIM2bBB57z27iuDhh0UeekifCA2hn7F2Tlxkxpr87NDRozI1Nla1eZq3dKletTMiDKqJiIID3rNNUA0oCcF7ONr31b3jDr0qqhab5SLpaNNGBH+XKAlZuVLk3Dl9IjSER2DNjYvkZ6bEo2a1atK0YUP15luvTh21RkREwQ2dnOZMmSIjn3xSIvLlU2v7Dx9WtdjDJ0yQrSFaP+w1ffrY5SCYzPj3v+vF0BD6gTUakiOo5sZF8gPsGsco8ni0E9Ke6NdPvQG3bdZMrxARUbBDaV/tGjX0K5ED+g45MtnOzeiJmzerEevkgL83DENDcL1167XqghAQHhlrdASpUEGEU5XIx2LffVeVfyyNj3f1QEXLJrbQIyIKbchivzNjhqq5LnnTTWrt7LlzMnvePHl6zBhZmZCg1khD/3DEZYjR5syxg+wQENqBNTYsYuoiMtYcDEM+chm3srSohx9W2YoWjRtzPC4RUZhBQN0Aw1A0JFrMfhqUBhrY1I5a7LDuDIUqgo4d7Vrr5GTrLyVJnwhuod0VBNnq4cNFMCL60UftgnkiL0FGevGqVbLv4EGZOXGiq87u4s8/q5pqIiIifFZs27VLOrdrp16ju8jA555TSRmsDerfX62HJQyLGTFCxPrcVAlQtOCLiNAng1NoZ6xR02Q2LjJjTV62ads2SdiwQXX8+PCTT/SqMKgmIiIXlAOaoBqQxUZwDc4sNgbRfH7okH4VJnBnt0cPO2ttfZbKvHn6RPAK7cDa+uFVQTVUrWo/E2WDs+yjW/v2ElmunNxZq5a0wCYMIiKidNSrXVvenjZNHunZUxrVq6dXRd774AMZ+8orqkVrWGnZUuS22+zgeu1akdOn9YngFPoZaxTFo46H9a6UDZiyhY0nUUOHunqUom5u6tixavBLWYxqJSIiygDUYvfp1s21FwddQzCEBio4pj7i88ashzRMZES9OUpDMDwmiIVuYI2Ni6aHtaMdDlFWIFO9fM0a9Ywxtga7fRARUXZhhDqy2Ki3drZmRYepIaNGyZiYGL0SohCnNW9uZ63Rfi+I+4CHbmCNbiAIrhFYlymjF4kyDjVwzpZ5j1hX1HjzQ+cPIiIib0IWG7XYplUfEjn7v/hCHZcoXlw9A7LbmJkQcnr1smeOIHM9e7YdwwWh3NEWfRxacLWzY4d99dO1q0ipUvoEUfowNWvGnDny5fHj0qxhQ7V2W+XKcl+rVnIzf5aIiMjHUCaCz5z8+fOrFq4m4F7y4Ycy6513JGnnTmnbvLnceOONaj3ooRtISopdbYCgukgRkerV9cngEboZa0xcRH01MtblyulFooxBayRkBbZab1xfff21XrXrqomIiPwBXaZQi20mOaLv9Y69e9Ux7qCaNq/nzp9XI9WDXufOIkWL2knRRYtELlzQJ4JH6AbWpr4aGxfxj0SUBrxZoW2eEfXII2pc7VOPPabevIiIiHIakjtvTJokA/v2lZ4IQrVtu3erOmxMeDQljEEJ+5ZQEoLA+tIlkcWL9YngEbqBtekIwmw1pQM7rvGGNOrll6+rqZ4zZYq0b9mSWWoiIgoY2DR/f8eOUrVSJb0ismHLFn0kUqRQIfWMfULb9+wJvumO2LyJFskIrhMTRb76Sp8IDqEZWGPjIm4fIGOtb58QpQYbRNCw/8KPP6rOHwYDaiIiCgbjhw5Vd1qxyd58du07cEBefv11GTRihCptDCp9+tjPaL83d659HCRCM7BGGQgwsKZUOGvRULvWqkkT6dimjfTGRlciIqIggrusGFrWuH59vSKyAW3rLMhcOzfdO/cNBSxMpLz7bjtr/fnnIps26ROB74b/WfRx6EDB+8KFIhgZOn26XWdNZLn4888SZ/1sJO3YoWrU8EZEREQUanA39h/bt0vevHldvbFxd3bUpElqavDIJ58M7D1E1ue1jBhhdwhBR5Q5c0QKFtQnA1foZqxRX12sGINqug7eYPDGgpqzVQkJwVd7RkRElAGoxcadWOfAmY8+/VQ9Y7M+stwGstgB93lYuLDIfffZfa0vXhRZulSfCGyh2cd6/nz7SqdiRbsInsIaNiT+aD0KFyqk+n0Wty64brjhBnlq4EB1TEREFA7q1KghNxUvLpVvuUUa3nWXWkOrvqfGjJH1W7ZIRWu9TCDNaqhc2Z7E+OuvIseOibRsaQfcASz0MtbYtIjNi8hYs7467MUnJspQ69px6uzZrqvx5o0aBf4tMCIiIi9DX2yUQD6Klnbax+vXq8/Hs+fOSWFHqQU2POZ4Fht9ugcMsGut8QiCjYyhF1ibna8oHS9b1j6msPXzpUvqajz5+HE5YDa1EhERkdKpbVt5pGdPNcWxCu70W65cvara0KKjCCYR56i6dUVq1bID6+3bRfbv1ycCU+gF1mYwDDuChCW8GeB2ltGra1e1Szp62DC5s2ZNvUpERESAUemY7vhsVJReEVmflKQ2+yOL7YS1HGHa76Ea4b337LrrABV6NdYozE9OFsHsfNzqYC/isPH5oUMy4dVXZd0//iF3Wle3pUqUUP08UfpR9uab9VcRERFRWm4uWVLVYmPDPxJUpjf2yEmTVIllrly55DbUP/sL9kP9+KNdZ43n8uVFHANyAknoZqyRrc6TRy9SOChburRrcuKnVnBNREREmWdqsV985hnJq2Opvfv3q+4hJ0+dUq38DL9lsZEszZ/fLglB1jolRZ8ILKGVsUavQ/xl4/mOO+y6HAppqP1Ct4/8ERGqtRC6faD0o0/37pycSERE5CXoooVBM2e+/17+1KePFECQaxk/bZp8sHq1/Pbbb1ITg118BQF+3rwi//qXPacEn/F16uiTgSO0MtbHj9tBNTuChDxMkpo4Y4ZMmz1bVq1dq1dFHuzSRTq3a+e6wiYiIqLsi8iXT9q3bClvTJqk6rIB/bCPHDumnr//4Qe1Bshi+6SjSOvWdmMKZK2XLRP56it9InCEVmCNjiBm4yI7goQ0/IL/x7qAwi9u0vbtatMiERER+U/pkiXlhUGDpHrVqtLGMTdk7pIl8viwYbJs9Wq94iVImj36qL15EZ/7Adh+L7QC66NH7aAatwoqVNCLFCqST5yQTdu26VciUQ8/rKZKTY+OZoaaiIjIz0yDgKljx0p1XSmAO8rb9+xRrW6POjLKqMv2ShKsRg271BfB9eef2y34AkjoZaxRBoIx5gy0QsqCFStk1KRJMuf9910bFCPLlpXBAwZcN5aViIiIck6eG2+Uh+6/X2Wxu957r161B7Yhi70kPj77ZSJmwA1iPmStUQYcIEIrsHZ2BKGQUumWW6zfmyty9fff1Y5kIiIiCjzIYqOjCLLYtZFd1pJ27JALP/4ouz//3NVcIMsBNiYnd+xol4OcPi2yZo0+kfNCJ7DGGHOzcbFMGb1IwQpZ6UWrVulXIk0bNFCTod7461+v+0UlIiKiwNejQwc1Y6Jz27Z6RWTb7t0SNXSoqsnOdNu+zp1FcMcaGxmXLxe5fFmfyFmhE1ibcdXMWAc97DAeMmqULFq58rpRqpgMxUEvREREwQcdRSaOGCGtmjTRK6L2TWG6IyY9RkRE6FXJWC12gQIiXbvatdYoEV20SJ/IWaETWJv6aqha1X6moFS5QgU17QkOfPGFeiYiIqLQcm+LFqr3NRoRmCYEaFTw2PPPqz1V7iPV/wDt9zCBEVlrlIMgFsxhoZWxRraaGxeDDmqs0JLnJOqkLPjlGvzoozLW+sVC5w8iIiIKPRjoFjNmjBqbbmzbtUuVhazduFGNTjc8ZrFRq92/v30cIO33Qmfy4vz5Ihcv2hMXGzTQixTo0JbnuXHj1KaG4998I62bNlW/SJHlykn5MmWu+6UiIiKi0OOclIw9VuetR52aNaWNFRMAMtdDRo+WS5cvS4XISDVt2QXDapCpxuPMGdl06ZIss4LyDRs2qKYHFSpU8GssccP/LPo4eF24IDJggL15sXt3kR499AkKBnELF0r8J59IlYoVZcLw4VKkcGF9hoiIiMIRMtSmPOS9Dz5wDZuJjYlR7XavYwXU259+Wnrv3i3nf/9dftPLBQsWlAIFCsiKFSukcePGetW3QiMdaGpquHExKOzat++6aUwPWRdC6Ec9ffx4BtVERER03eA37L1CLXbVypVdQTUCb9zxxpyLhIMHpfWOHXLqt9/kshVY/64fP/30k5w+fVratWsn2/00SCY0MtaYF//uu3bGevp0u86aAtLsefMkYcMGddvnjUmT/njVSUREROSBM4uduHmzzHrnHXW8c98+Nekxrb7YZa144+jRo1KoUCG94huhkbH+7js7W12sGIPqAHdvy5YqqM5j/WKcPnNGrxIRERGlzZnFLnnTTSqL/WtKihqXnt6wmV+sr9m0aZN+5TuhEVijIwha7TH7GXC+PnlSZsbFqR96qFqpkjwbFSVx06ZJA8z6JyIiIsoIDJFB+e/hw1Lv/HmJqVVLmuTOLSm//qq/IHWXL1+Wffv26Ve+E/ylICj/QEu2S5e4cTHAYNDLqEmT1FUkelSijpqIiIjII/SttgJm9YwHBr+g49upU/axmc54ww32wxJz/LiM/fJL+T2dcPbGG2+U8ePHy0svvaRX/ugG/T3d4S57fHy8dOjQQa+kLvgDa2Srhw8X+e03kcGDRRo10icoECCwRoDdu1s3tUmRiIiIwgx6TCMwxgMB8/ffi/zww7VAGsnRH3/UX2wxgbP7A9xa52369VfpunmzXML/RhqKFi0q8+fPly5duuiVP0Jg7SksXrt2rTzwwAOqu0h6wXXwB9br14u89podWHPjYo5CQ3fM+69Xu7Y01xc4GPqS2/ol4ChyIiKiEGUCZhM0ozTDGTxnJGjGw5w3ihQRKV5cJDLSPi5Txn6NR4kSdglw7tyqV/WpU6eyvXkxtcAaMhpcB39gPXu2CFq34R/i7bf1IuWEqKFDVRN3BNEzJ06UiHz59BkiIiIKSs6g+fJlO1g2QTMCZpRqoCwXTIBsHqmtAYLj0qXthCiCZjww7KVcueuC5oxAKz0Eu2iv50lx63/r448/TreXdVqBNSC47tatmxo8k5rgD6zHjBH57DOR224TGTVKL1JOWJmQIHMXL1YjSrFBsWCBAvoMERERBRwEomguYDLNJmhGsGwCak9Bs/tr5zrkzWsHzXjgjnWpUtcyzWYdX+NFCK579uxp/adflJSUFLWW2QEx6QXWkN7XBH9g/eCDompzWrWypy+SX+B2y7I1a+TYiRPy4jPP6FWRQ0ePqvY3RERElINQc2wyze7BsnlkN2g2wTICZwTQPgqaMwoB9ZYtW2T37t1qQEzdunWt8LBVhntXM7A+e1YkKsqur8Zzs2b6BPnakvh4WbB8uTqOHjZM1VUTERGRH5ig2ZRiOOuZ8UAW2tQ1uwfHztfOdTBBM4JlzAYx2WYTNBcsaJ8LUQysk5JEpkyxA+uYGPax9jFkqTHcBdCXesjo0VLEugpEGz1mqYmIiLwgrQ4apmzDPWh2HjsfZt1wlmKYoBnZXLMWwkFzRjCwXrRIZMEC+zg2Fo0G7WPyuqQdO2T+8uUyccQIKa07r6DjR1nrF9EE20RERJQOZzkGgubUOmg4A2P3h3PdcAbNCJbdyzPCPGjOiPSC5tDfvBgdLbJzp0ilSiJjx+pF8jbUTaMfNaCN3vAhQ9QxEREROZigGZllEyybZ2900EAphrM8A+Ua5lwO1TWHkrQCa9Nub9myZdKpUye9+kfBHVijrvq770SaNLGPyaucpR+vvPmm7D98WAb27SttWctOREThBkGzewcNZ8kGHkHSQYM8Sy2wRqu+Bx98MN2gGoI3sL5wwe4CgvrqRx8VadNGn6DsSj5xQuIWLJBG9erJ/R07qrUL1htH3jx52EKPiIhCTxh20KA/QmDtSXiMNN+/3+5hjV6F6F9do4Y+Qdn1QnS0JB8/roLo2JgYKV60qD5DREQUZHzZQcNZiuEs0UDJhgmmKawEb2C9bJnIu+/aV5Bxcdy4mE3o8mGy0aipHmMF1O1btpRHe/VilpqIiAKXM7NsgmYzIdAE1IanQNk8zHnDWYphgmZ20KB0BG9gPXOmyCef2FeL06frRcoslHgsXrVK9n/xhbw2YYIq94CLP/8sRQoXVsdEREQ5wj1oTq2DBngKkt0fhjNoZgcN8qLgDay5cdErzBhyeKRnT+nTrZs6JiIi8ikTNGekgwZ4CpSdDwNBsSnFcJZnsIMG+UFwBtb4RcMoczxbwaB06aJPUEY4yz7Q+ePpl15SddTPP/GElLzpJrVORESUZe6bAREsI5B2ZqBTC5rdXzvXnZsBTbCMhzPbzKCZclBwBtZm4yI6gowcyY2LGXTFeqNbs26dLI2PV72ozRhylH0g0OagFyIiSpczaEagjOyyKc3wVtCMzDIe7KBBQSY4A+uEBJE337R/cV9/XYRdKzIE9dRPWxckCKQjy5W7rqaaiIgoUx00wBkYOwNl93UwZRh4OEs02EGDQkhwBtbYuJiYaAfU3LiYppTffpNfU1JcLfMSNmyQVWvXysA+faRx/fpqjYiIwoSzFMMEzWl10DDP7g/nOriXaLCumcJUcAbWw4eLHDggUquWyNChepHcbd21S3X8QHZ65JNP6tXrJyoSEVGIcAbNJlh2ZpydQTM4A2UTIHtag9SyzXiNjDOzzURK8AXWKP94+GGRS5dEuncX6dFDnyB3U2NjJWnHDnWMso8qFSuqYyIiCjImaHbvoOGcEJiVumZILduM1wiYkXVmtpkoQ4IvsD55UmTIEHvj4uDBIo0a6RMEp8+ckbJ4Q9TH0dOnS48OHdSwF2apiYgCkK86aIAzaEaQjAc3BBL5TPAF1uvXi7z2mh1Yo766ZEl9IrwhiJ4zf74aRT5nypTr2ukxoCYiykHOANlZmuGNoNlZw+zMNnNDIFGOCL7AevZskdWr7TcNbGIkZe/+/RI9bZo67tO9uzzywAPqmIiIfAhBM8oznEGzM3jOagcNMAGzM2jmSG2igBZ8gTX6V3/2mchtt4mMGqUXw9P+w4eltqOH98y4ODWGvHfXrq6MNRERZRFKNJwlGZnJNpuH+7rhDJo5UpsoZARfYI2Ji9i42KmTSK9eejG8oA913MKFamPiwL59pVv79voMERFlmPVeqgJlPGc02+wMkD2tAYJijtQmCkvBFVifPSsSFWXXV+O5WTN9IrygN/VTL74oZ603fowgf3vaNNZRExE5IVhGEubMGfsZgTKOL1y4loE22Wb34Nj52rkOzs2AJljGw5ltZtBMFLaCK7BOShKZMsUOrGNiRMqW1SdCH6YmpqSkuDp+IFu9bfdu6du9u1SMjFRrRERhAYExAmcTNCPDfP68vY41PFvvl4p7cOx87VwHZ9CMzDIe7KBBRJkQXIH1okUi8+fbb4SxsSJhMo47PjFRViUkSLGiRWXq2LHMThNR6ELi5N//tgec4Nn0aTYBMzLNWQmaIyJEihSxHwiUkZDIl+/6oJl1zUSUTcEVWEdHi+zcKVKpkogVYIaLBStWyJIPP1THE0eOlDtr1lTHRERBxwTHeJh6ZmSb0Vnj9Gk7Ew3OwNgZKLuvA5INuIOJwBiBM4JmbODGM9ZR74x1JiWIyMeCK7BGXfV334k0aWIfh6grV6+qUo+2uoYcr6fNni0dWreWerVrqzUiooDjDJrTG6ntHiibINn9NZhgGQEynpF9RsCMY5zjZEAiChDBE1iHycbFzw8dkth331UDX2LGjJGa1arpM0REOcgEzRkZqe0eHDtfO9cBWeYSJUTy57eD5fLl7WAZ63iNYwTURERBIHgC6717RcaPtwPrceNEbr1Vnwgt6PTxlBVQY6Ni2+bN5dkQzswTUYDIzEht9+DY+dq5DuygQURhJngCa2xcXLDAPg6xjYtbd+2SurVquYa6LFu9WvJHRMi9LVtK3jDZoElEPuIMmhEooxzDlGZ4I2hGZtkEy84OGsgyczMgEYWZ4Amsp04V2bjRfsOePFkvBjf0o55qXSRgHHmTu++W4UOG6DNERBmQ1mRAM2Y7vbpmPJznAEEzgmUExnjPdQbNZvAJg2Yioj8InsA6RDcuDp84UY4kJ6tBL29MmsRR5ER0jbMUwwTNZlNgRoJm93XDBMwmaMb7jsk0M2gmIsqy4AiscZsSo8xRX43nLl30ieCTfOKEnDx1SlrhAsHy9cmTsnzNGol6+GEpUriwWiOiMOAMmrPSQQMP5znDBM3ILDszzSZgZgcNIiKfCY7Aev9+kTFj7KEAo0aJ1KihTwQX9KNemZAgeW68UWJjYqR40aL6DBGFFATNphTDBMt4zkgHjVy57Gf3dUBgbEoxTNCMNRNM48GgmYgoxwRHYL1smci779ofRHFxQbtxEZsUX5k1y/rcyyvjX3hBagfpBQJRWHPvoOEMls2DHTSIiMJScATWM2eKJCaKIMM7fbpeDHwXrA/btRs3ykM9eugVkSXx8dKiUSMpiw9LIgos7KBBRETZEByBNbplHD8ucvfd9nEQOHLsmERPmyaXf/lFRj71lDRt0ECfIaIckZkOGu7BsfO1c91wlmKYoLlQoWtrDJqJiMJC4AfWyA49/LDIpUsi3buLOLK/gQxjyB8fNkwuWB/Undu1k0H9++szROQTznIMBM2//np98OwMms2z+8O5brgHzeygQUREqQj8wPrIEZHhw+2OIEOHitSurU8Elv/85z9qYyIy06bMY/uePZI7d26pZ/0345mIssgZNLt30EDAjDpnTyUaJkD2tAYmaGYHDSIi8oLAD6zXrxd57TU7sEZ9dcmS+kTgwKCXF6KjVRu9mtWqSQw6mBBRxiBozmoHDedr5zq4bwZkBw0iIvKxwA+sZ88WWb3azihhE2OAilu4UOI/+USqVq4s0UOHsic1Efijg4YJlp3ZZgbNRESUAwI/sEb2d+9ekWrV7B7WAWLXvn1quMuDelgNNilut/47mzdqJHmDtB0gUaaYoNmUYjjrmfFAFjormwFN0GxKMdxLNNhBg4iIAlTgB9YPPSRy4YJIp04ivXrpxZw1e948SdiwQdVNYwx5ZNmy+gxRiMhKBw3nsfNh1g1nKYYJmtlBg4iIQkBgB9YnT9rt9VBf/cQTInoMeE7DWPLhEyZInjx5ZPjgwdKgbl19hihIOMsxEDT7ooMGgmX38gwGzUREFMICO7BOShKZMsUOrCdNEomM1Cf8CyUfq9auVS3zIvLlU2ubtm1T3T5YS00BxwTNyCybYNk8+6KDBso1zDnWNRMRURgL7MB60SKR+fPtD/e//U0kB1rWYdDLKCuoRzu9Pt27yyMPPKDPEOUABM3uHTScJRt4sIMGERFRjgjswHrsWJE9e0QqVbKPcwgC60NHj3LQC/kWO2gQEREFtcAOrB97TOT0aZHWrUX8FNBe/PlnmbtkiSrzQIcPOGn9N6BXdVUE+ERZ4csOGs5SDGeJBko2TDBNREREPhe4gTWCjccftwOORx8VadNGn/CtIaNHq0EvmJ44c+JEV001UZqcmWUTNJsJgVgzQTN4CpTNw5w3nKUYJmhmBw0iIqKAFLiB9datIjEx9sZF9LJGH2s/WL9li8x8+21pXL++PBsVJQULFNBnKGy5B82pddAAT0Gy+8NwBs3soEFERBT0AjewXrJE5P337ZrSuDgRHwxdwYbExM2b5cAXX8hwtPXT9h8+LLVr1NCvKKSZoDkjHTTAU6DsfBgIik0phrM8gx00iIiIQlbgBtbR0SI7d4qUKWO32vOBJfHxsmD5cnUcPWyYqqumEOK+GRDBMgJpZwY6taDZ/bVz3bkZ0ATLZkKgWWfQTEREFHYCN7COihL57juRu++2h8R4CbLUmJgIGEOOmuoihQrJ4AEDpKafyk3IC5xBMwJlZJdNaYa3gmZklvFgBw0iIiLKgMAMrHH73Qp01e35Bx8U6dJFn8ie7Xv2qI4fE0eMkNIlS6o1dPwoawVLJtimAJCZDhrgDIydgbL7OpgyDDycJRrsoEFERETZFJiB9d69dilISorIsGEiXijROH3mjMpOI2ONNnrOmmrys59/Fjl71g6O8YzgGYGzCZ7dg2bz7P5wroN7iQbrmomIiMiPAjOwjo8Xeest+1b+rFki2Rgb7iz9mDV3rspaD+zbV9o2a6bWyMsQNKM0A88IlM+fF7lwQcS6sFHr6Etu/Zu4OANlEyB7WoPUss14jYwzs81ERESUgwIzsJ46VWTjRrsF2cyZejFzkk+ckLgFC6RRvXpyf8eOag3DXxBks4VeFqFEAwGzKclAoPzvf1/LPOMZZRqGe3DsfO1ch9SyzXiNgBlZZ2abiYiIKIAFZmA9aJDIN99ka+PiC9HRknz8uAqiY2NipHjRovoMeYQsMgJlZJdNlhkPZJ1RqoFzCKbNhkD34Nj52rkORYpcC5iRWS5RQiQy8logzUwzERERhYDAC6wRzGGUOYZw3H+/SLdu+kT60OXDZKMPHT0qY6yAun3LlvJor17MUpvAGA/3zYDOgBncg2Pna+c6IFDGA5tB3bPNpgVdRIT+YiIiIqLQFXiB9f799qRFTFx87jmRunX1idRdsILGxatWyb6DB68bQ47SjyLZqM8OGgiaUYLhDJqdwXNWO2iAp7pmZKDLlr2WgSYiIiKiAAysnRsXZ8wQuekmfSJ1KxMSZO7ixer4kZ49pU8mstwBD3XNCJxNxjkz2WbzcF83nEGz+0htBM4IoImIiIgoQwIvsMbGxU2b7ExoGhsXnWUf6Pzx9EsvSQkrUBwyYICURXAYLEzAjIxzRrPNzgDZ0xogaMbfoTPTjGe2niMiIiLyCa8E1vHx8dK9e3f58MMPpVt2s8Uo/zhyxO5d/fzzevGaK1evypp162Sp9b+JXtRmDLkz0A4YzumAJlh2Zp/xyMpmQPcOGgiWTT2zWWfQTERERORXXgmsBwwYIL///rvkypVL3n//fb2aBZcvi/TrZ29c7NBBpE8ffeIa1FMPGTVKBdKR5crJaxMmSN48efRZP3IGzQiUkVlOrUTDGRg7A2X3dXAGzcgs4+Es0WDQTERERBSQsh1Y//e//5WSJUvKyZMnpZwV6J4/f14F2Jm1adMm2b1mjaSsXi2NCxaUViNGyI3Nm6tzKb/9Jr+mpLha5iFjHZ+YKM9GRUnNatXUmleZoBnBcnojtU1AbP4/OwNmc848IyB2lmI4SzRM2QbOEREREVHQyXZgvdoKhOPi4mTVqlXSo0cPibKC3S5duuiz6du+fbv07t1bBeS/YYS5FagXzJ1bClgB6Iq5c+U/1mt0/EB2euSTT+o/df1ExUxDhtlMAkSgjOEmyJa71zW7B8fOB7hfQJiA2QTNKE1xZpoZNBMRERGFrGwH1gMHDpQ2bdpI//79Zd68eSrzPNcKiDMCQXXr1q3l6tWrKlB2h5rpPz/0kBzHsBgLyj6qVKyojlNlgmUExwiYcWzGayOYxrHhHiybh/Oc4Qya3Tto4Bwy0SzRICIiIgpb2QqsTRnIsWPHrNiyuFy8eFEqVKiQ4XIQfO2pU6c8BtVGGSuAbd+qlfTt3l3a160ruTFAxtQzI1BGWYYZp42yjaxsBkRbOed0QHbQICIiIqJMylZgnZiYKK+88oqsX79er4jce++9MnToUOmAzYdpQGa7a9eucunSJb3iWdF8+eS9Ro2kGwa9ZCVoRu2yCZrLlbvWQQPH+J545mRAIiIiIsqmbAXWf/7zn+Wdd97Rr65BnfXbb7+tX3kWExMjY8eOVd1E0nKjFSSPv+02ecl6/CFoRkCMoBnZ5RIl7OxymTL2a6xjyAkCayIiIiIiH8tyYG3KQA4fPmzFsVYgq33//fdSs2ZNOXPmTJrlIBkOrK3vMb59e3mpZ087UDbBMicDEhEREVEAyXxfPG3dunXSrFmz64JqKFWqlNxzzz2yYcMGveJZ48aNJSIDJRgFCxeWuugGEhUl0rmzSL16ItWrM6gmIiIiooCS5cB6+fLlquTDk8cee0w++OAD/cqzVq1aqQ2P6bXMK1CggPpaIiIiIqJAlqVSEJSB1KlTR/71r395LPfA+TvuuEMOHTqkVzxDuz1scvwJLfI8QOD98ccfq+w2EREREVEgy9bmRW9AcN2zZ0/Vqi8FA2IsBQsWVJnqFStWMKgmIiIioqCQ44E1IKDesmWL7N69W21mrFu3rir/KIRBLEREREREQSAgAmsiIiIiomCX5c2LRERERER0DQNrIiIiIiIvYGBNREREROQFDKyJiIiIiLyAgTURERERkRcwsCYiIiIi8gIG1kREREREXsDAmoiIiIjICxhYExERERF5AQNrIiIiIiIvYGBNREREROQFDKyJiIiIiLyAgTURERERkRcwsCYiIiIi8gIG1kREREREXsDAmoiIiIjICxhYExERERF5AQNrIiIiIiIvYGBNREREROQFDKyJiIiIiLyAgTURERERkRcwsCYiIiIi8gIG1kREREREXsDAmoiIiIgo20T+HwrgWeT6utX/AAAAAElFTkSuQmCC[/img]
Sobre o Quadrilátero acima, quais são seus vértices, lados e diagonais?
Defina o que é um trapézio, destacando sua propriedade.
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAskAAADZCAYAAADSfK1fAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAFiESURBVHhe7Z0HuFTVtcd3TPEZNZFosDdQ7IoiIoIgimAFNQRLsIKo2MD+ghj1izX2iljAEntFEFBQEEUpCjbsKHbRGB9iNL7CO7/lrOthmNunnHPm//u+883cmblw5+y9yl57rbVDY/m///u/wYszBN8n99WEEEIIIYQwfpZ7rBecyZ/97GeX536sWiK/esgyyyxzRe7HooHDnnsqRA2lmm9CCCGEqJsGOcly4IQQIv1o0SWEEA2nXidZEWQhhBBCZJVo8fhw5OcMia73cy8JYdTrJCuKLIQQQohqJnKgG5yeKrLDMrnHgshBFkIIIUS1gz/UFNQcIN3UuTJigHNPhRBCCCFEmYhcMNUQVBg5yUIIIYQQKUHOc/mo1UmWgyyEEEIIkT7kSBeHgjnJyqERQgghhEgndCUj2Cl/rnkUjCQriiyEEEIIkX4UVW46dXa3EEIIIYQQ6YWosiLKTUORZCGEEEKIKkBR5caxVCRZqw0hhBBCiOyhqHLjWCqSrCiyEEIIIUR20QmCDUM5yUIIIYQQVQQBUUWU60dOshBCCCFElaHUi/pZwknWzRJCiOqgtsw6ZdwJUT3IUa6bJXJSCL/nnpaV//3f/2WgwjLL/Oiz8/PPf/5zey4aBkPHfYNf/OIX9ijSgY8dMlDbvOczSiETxeSHH34Iv/zlL5eYV//zP/9jcw0dovkmRPOInE+Tp7T4M5HMS+jzKJmT/O2334Z77rknPPPMM+Ef//iHKVwmTCHcAWAi8YiiLjZF/GqJgvuFoePect94XHnllcOwYcPCOuusE5ZddtncJ0VS+eyzz8KCBQvMMfnv//7vmsUi8rDccsuFL7/80l77j//4D3uNz2R1PovywcLsV7/6lT3iMKM7vv/+e5tna621VlhttdXscz4fRTZweytEIaL5oRZxMUrmJC9cuDBcffXV4ZZbbgnz5s0zRVubk4zhj0fSeC4noOHgXHG/uL88YuQOOeSQcOKJJ4ZNN93UPsPrUozJgwXkY489FiZPnmw/s9BhnHy8GEtkCblgMQS1yZEQjaGQk8xz5lmfPn3CPvvsY/OQuSfSSVzvywaIhhLNFTnKOUrmJH/zzTdh+PDh4YYbbrCocuvWrcPvfve73Ls/gdDiQLtz8NVXX4XXX389bLvttkWNghbxqyWOuPIj6vjKK69YtPHaa681Y7fSSivZ/VUaRvJ4//33w9/+9rcwYsQI+3mVVVYxpwSZYEx98cjlc9gXRUI0B9cbXOiH7777Lnz99dc2584+++zwl7/8ZQndItJFfOwWLVoU3nnnHdu1YqxFaeG+o8PXX3/90KpVq6XSmtJANH/kKEeUzElG2Z577rnh7rvvDh07dgxDhgwJnTt3zr27JHFhfvrpp00533vvveH3v/+9vSZqh3uH0kMgeT5z5ky7f9OmTQt77LFHGDhwYNhll10sSqSIULLAGfmv//qvcNFFF4XLL7/cFoX77rtvWHHFFcMKK6xgzjBRZB49ysdz3v/3v/9t4y1EU0DfEkVmHvGcRxZsjz/+uEWVcZJJ2WLeoVtEesFBfuGFF8KoUaPC/fffb0ErUVqQKa4BAwaEwYMHm7OMvLmfkxYiG1P1jnLJnGSM/wUXXGBOMs7xSSedFLbZZpslikX8v4tPHHKYzz///HDbbbdZVE3UD/fR7yH396233gq77babjcHQoUPDqaeeao50GoU0qzBmRPsZjyuvvDJceOGF5iRPmDDBckF5HefEFzZ83i+NoSgGvrhm4fXhhx+arr7mmmvMqcJB5tJcSy+uK1iAsxBnpwAHmcW2KD3c++WXXz706tUrjBw50uxvHMYHki5j0d9Z1Y7yEqMT3YyiOsmXXHJJuOOOO0KnTp1qnGQEFMWcPzH8v3722WfNucZJpgBNNB5SLo444gi7lzvuuGMYNGhQ6NatmxlDGb3k4E7Kc889F2666SYrdGW8mP/ISn4ULy1KVaQDdLEvwtiKx5CTHtehQ4dwzDHHhD333NPe03xLJ+gLxo4d3XPOOcd2oPr16xc23nhj26WlKBg0vsUH3T1//vzw0EMPhffeey8ceuihViNUKOU0DURzSakXEN2IohE5yYvPPvvsxeuvv/7iAw44YPGMGTM43WVxpJjt8Zlnnlk8fPjwxZMnT178ww8/2GswderUxZFyXhw5evazaDwLFy5cfOmlly5u06bN4rXXXnvxKaecsjhyyHLviiTBuHzxxReLR4wYsThaxCz+5S9/uXjcuHG5d+1EpCUuIUrB3LlzF0eO8eKVV1558UknnbT4xRdfrNHVIp342GGHI0d48WqrrbZ40qRJiz/77LPF//73v+09xlgUH+4993no0KF231u3br341FNPXfzGG2+kVpdHf3NV9lIuabJZvBqfqAWwauV6++23w5QpUywPjoiar2a1qm0+bNvvtNNOYdVVVw0fffRRiBYoVgzJ9r5IFpHuscLKjTbaKGy++eYmM8gEuwH+PrjcCFEKKLQmTQs9vcYaa9REvDTnsgM7iRtssEFo2bJlzda/xrc0cF+xv126dLGdmXfffdfSXtg1/Oc//2k+j+v2tBB9p6o8dKTGSY4GbKfc06LhaRVMhrixByYPxXx77713zbaPKA4owK222socr9/85jdm/Oh0Qa6hSA7IhKdT0NP68MMPt5Zvjz76aJg+fbq9jry4zAhRCpiHdD2YOnWq1TS0adPG+iQz7whwiPRC32vGFAcZWwCMqV/SLaUDuerRo4elLhEI4edXX301fPDBB/ZcjnI6iDvJf8k9LQoMPpX5RCaIjnmxnrPuuuuGtm3bhhYtWuReWZK0TZ6kwf0777zzLBcKAzhp0qTwr3/9K/fuj/mwMoCVg/FhDHCSMWB0syCCh7xMnDjR2vgB0X/Gic/HLyGKAXOLyBY7FzxnToIHOHwRJ9IH4/fkk0+Gl156yVqwHn300WZvfWy5pFNKA3rc/R12CLHFv/71r8Obb74ZPv30U9P5kMb7Hn2vy3NPq4IaDRh98aJGkhl8IpdMFr/iUDCS7ziL4oEQUpzBYSIUahBNoA0QfahB7eAqC/Oe+e9KkiLVLbfc0qqhGSsiQPkyI0SxYR6OGTPGDn5iF4OWkRtuuKG9p0V0+qGbBboEfc+ObaFFD3NAdri4cJ+RH3Q4qUvsnP/2t78Ns2bNCtdff701NGBM0nrfo+9WNdHkkoYJ2PZnsjAZFJEoPzhgOMjbbbedOcc33nijVdoCwqkxSQ6MBy0PcZTZmuMEvjvvvFNjJEoG+oF5Rw78nDlzTF/Tp5tUC5DjlH7YIaDTFGOLs4Y+0biWHu4x8sXFvV9vvfXCaaedZo4yXadIbaIlnwdJ0kb0/aom7aJkFphJQqQMoeTCUU7rhEgj3GtWskSF2rVrZ4U5RIzYfqOYT1QWV6Bxg0XBJSckrr322tYv/MEHH7QdARk1UQrQDxyLTlocUUZS4DbbbDNL/WHOad6lH1r7ffLJJ9b+jRoVbDJofEsLsgV+n5Gp448/3trh4g+Rm8zBPUT500r0varCUS6Zk4wDwClObDfwiJPGyom82Pwr/jrPmWByqJsPwrn66qtbThSOF07YLbfcEsaOHaut/ARCqkX//v1tvIg4sP0dL+5whStEMcBYv/jii7a7RPS4Z8+eNgdFdqCLFE4yRXssgDwXNo5sbfHBh0FXe+Qee8t97t69e9hiiy2s4xSNCz7//PMahzqNRN8t8/nJJXOSmRxsH7PVQFNtVk0cEMKpThyaEL84gprrrrvuCuPHjzehlhPXPBBMzzvmWPBHHnnE8l7ZfiN6lOYVbBZgfLgKwXHipF0gN0899ZQtHOOflVETxcB1BEaai2iXByg0x9JPfBzdFuRTlx4STcfvq1/uLO+3335hhx12sM9QszVz5kwrnE0zkc7IdDS5pJFkIsNMDqr2t912W1tF0b83/+KUMU6E4/1DDjnETuojL1M0HwSTrVQiydtvv71FEhBKHC+RPJAbL2idO3euHVkd72/N+2mOPIjkQCDCnWI35u5U8VykF3Q8rcfINT/44IPDWWedlXtHlAOXH+TJZQqwv3/605/C0KFDzQbfeuutlhLjsphGou+a6WhySZ1kqvQZfCIUbOfRyLxVq1Zh/fXXX+IiqZ18OC4iaDjObDWL4sH97Nq1q23jP/3005bvKpIHypVtUfomU3BD+ybSlVzZ8n5tUSEhGgPziW1f+qjTCYdgBSlZcXzeiXSBA/bYY4+Fjz/+2Gwux9yL8lFokemyRJ3QLrvsYv4QHacmTJhgjjIBxbQSfa/MKgkblVJ8QTfmrI646poAfDb+JxTKmxLNg7SXzp072ylAGEZSX1577TWltSQQcpJ33XVX60rCQpNKaD+BDwopYCEaA/qWK99JRk9ofmUD3yVAx0vPVx7GAtniWnPNNS31grTH0aNHmxzGfaA0Es23TKZdlHTpgsIFBt8FthA+cer6jGgejAXRBE7TIprMypVjMqlsF8njgAMOCGeeeaalLPFIRFnyIYoFc4miISKOHHJA9wMo5CAXek0kFxxiFtcUYZK2yPi6fRWVxWWJHfQjjzwyrLbaamH27Nnh+eeft65TaR6j6LtlMu2iZE4yk4GLCDKRYS4MfKHL8eR2UTro1fjHP/4xfP3111Y0QBEfCjU+DqLy+C4M4+JFlsgGP8vYicaQr2eBbkMnn3yyLb7oajFgwAB7PV//Sh+nD3adnnvuOctLbt++fdhkk01qbLEoD9zv2i7GgYtFzIEHHmjpMKQ/XnTRRWaLnTTa5Mg2ZS6aXBap8ckhKgvOFds8W2+9tQkmkSSKwzCY7nylUTCzCt1haBeEsSPKQI6yK1khGkoh/UtrQVq/sQAj/50euiI7uLNFLQq7iNLryYMIf79+/UKHDh3M9pL++PLLL9eMXRp9puhvzlw0Wda2yqAwh7QL8g9xvkaNGmUnbkEhYyoqA0aNLhdsl9LdYty4cVbkIWMnmguFoLTZ5BRO+ufSfYjT2EQ2oFiPlp+k0rDIpiBeJA9211u3bm25yVtttZX1tKbbRbzzVBoDV9HfmykjtUzWvpCoHRxgopBsv3HyDxGGRx99NEyfPt3SLuQgJweUI3miGDmc5SeeeMJy1zRGorlghD/99NPw7bffWiEvl5/EJtKPO8nUM+B80T1KhXvJZeedd7be+HQBe+CBB+zYatIhGTPsAJeoHIokVxEIG04WhXsU8BFRxjgSpZw1a1bNZ0RlYSuccWAL/JRTTrHtcFJiiPwrf1w0F3YmiCKjCzhgiMUYc4p5J9KL6wXqGXiODiHdgnGO57qKZMFuzu67727F2jjH55xzTnj99ddtHLkUGKkscpKriLhzRW7y/vvvbwLKqW5EKUH5rpXHC10ZCxY0V199tS1oKMYhQiSlKZoKOoADJijgXbBggUWTcaCYa8w5kV7QC4wviyAe+ZmL3FcdN155fDz8AsaKxQzR/rZt29ruLnVC8a5TabTJ0fzLTCSnLHc/Q/cr1bAqdVq2bGl9k8lFRFDJd50yZUruXVFpXIkyZuSMYuRo20c/TSGaAtu37kSRbsHP8WNyRbphPEnLuv32201vUHeCftfuYDJxZ9kXqASuOGSE14gm33jjjZYGqfGrLGVboshRrjzueAEFfJz8M3jwYEu9IN1i7NixEsiEgQKlywX9NCm4osuF8gtFY3G5RgfwnDmEYUb2WYSJ9MPYfvjhh7ZV7+3FKNrD9sr+JhNk0B1losmHHnpo6N69e5g3b16YOHFieOONN1IZSc4SJbv7ccGMO2ciOSy33HJh4MCBdrIbOYoU8M2fP1+5iQkCBUk0yIurKMohNUY5hqKxEF2k7SM7EsylLl262El7oMVx+sHOspAmhQbdTlSSxbWcrOTD2CGLnLRKGiQLV1rCTZs2LfeJ9BHplEz0TC5buoVWssnDneEtt9zSospffPGFHZHph1eI5EArOKL/r776arj44outkA9ctiRfoi7cUaJyngp6ct3Z0qV7Cg6yFsbphjGkmwWLIA4TIZJM0Z5HKhWoSh7obFKf4rB4JWjFiXwffPBBePLJJ8Nnn32WSvmM5lwmeiaXfYnpAhu/RGXwQh22XMmHYovnhhtusEgEAkxUQg5zZXFFOmjQoLDPPvtY9TOpMa5c3UGWHIm68HnCgTTe2YLdCJdvjDNzyj8Xv0TywUmmEJNAB4tpAh84yXE0lskCGfRFjEPhHmkXI0aMCP379w9PP/106NOnj/U1125PZdA+TJWD4NE5YYMNNqjJeb3iiivCW2+9ZduzGE9ROVCgjAEpF+3atQvbb7+9jRMRQZwdIoRykEV9MEdY/JJORd4qbd9oLUh3G+Rc8yjd+NjhCON4sVPAuDruIMtRThaFZI7XaM248cYbh9VXX92CV1wscNNWjxL5F6lPuSi5kyzFm2xwknHA9t57byv0wAGbMGGCRSVQtnFFKyoH48BChggR7YFIiyG6AJIxUR/IOXOIaDHP11577aUcKcl6emHsxo8fb7tMpFowvj6e+Y6xHOV0wCIWR5nUuptvvtlS7bDPgAyngcg2XZ52R7mkTnJcGCWYycQdrK5du4YjjjjCWsNRHEYeVPx4TFF5XGkyLrTrI/8QuZJsifrAqFIpj2yzDU+OO7LP6z5/tNhKN350PQVg7DixdV+bbpDOSD6tWrWy4ktOyKWOgEUQecqQFicZcJRzT1OJ0i2qHLZZiRjziHLdaaedrACEAwdcIEXlQSmy9bb55ptbpIg+txTo4DDLURZ14fPjsssuCw8//LBFGL2QL55mkSbDK36CsSXCyFY8Y4me2G233ZbKSRbpgPFEFqkVoiXcGWecYQfC3H///ZajzDi7/KaF6PukNposJ7nKQam6kaR4jyIBnGbaRHlPXjlglceVoo8HRVczZ860XLW4oyNEPswN8trJSWZRRQ3C9ddfH1q0aJH7xI/zqhCaV8nHdQHH1uNcMZYshOJjx/P8SyST+PgQEMFZpgUo9pjdIIoz0+YkR98ntdFkOcmiBop5EEi26Z555hkTyHxlKyoLxXvDhw83B4cjqjmqWoiGgPNEKykcZowuso1TxaILo+vPRbogikz6Fc5Tz549w4ABA3LvLOlwifTgY4as0u2CRS3tGtkJuu666+y9tJHWaLKcZGEglDjHNDEfMmSIOcz0aJw8eXLuEyIJeMN58tQornzvvffCokWLcu8KsTS0eeO4YuoMttpqK8tzdJB7397Nd6jiz0VyYfFD+hXjTKpF69atc++INIP8sXglmszBP+SZsxNEbjJX2tqzRt8nlUV8cpKrGDeOHj1CKKl4P/nkk8O2225recn33HOP5SgrwlQ58u89ixm2zBkrivdo66XxEbWBMaVjDY4U0SiKdIE5g8zz6E6ySB+MHQtm0i4YSx0Mkx2QSZdLDhnh0C9SIW+88cZUBkei75K6tAs5yVWMG8h8B4stHlqNUSzA0Zi0nsk/GUiUD89DdnCS27dvbx0KUJgvvvjiEosdIeIwL2gbiAz7xWvIv+cie+qFSB+kW5CTzEFDK6ywgi2eRfYg1a5t27a2CKKAj8L6tEWTIdIzqYomy0mucmor+tp9991NKN99911btVL0AxhXOWPlpdCpTKRckBpDX1RaP+HkaGyEE180EWF8/PHHbdeB427pkOILZOTfdQBzCHheSCeIZMEYs8jhYuGD87TKKqtYq0iRPagXOvbYY8NJJ51kB4tgo0mHTJvOj3RLqtIu5CRXOYUMIkJHj8aNNtrI3nv++eeX2M7zS1QGnBqiyBwuQu44Y0PlsyKBwmGOODwn2shc4SSv5ZZbTnMl5aB/XW+jl3GUOUAEJ1ljm00Ybxa5fuQ4LUDHjBkTXnrppdwn0kP0XVKTdiEnWRSEYoEddtjBCgbIZaTwh+ppV8z+KMoP955ocu/eva2Yg5zkUaNGWXQBA6kFTHUTH38WT/fee685yfTOJU0HJL/pxWWcMWR877zzTqsboSBz6623rtkRENmBMedC7zPGFNeTWoNd5gCZNBJ9n1REk+Uki6VwA0olfI8ePSxKQSNzFDLvxaNUojJgCHfeeWcr4ON46ttvv906XaQxR00UFxwod6Loo03LQNKl2J5lvkBtTnJtr4vkwBj5OLFAvummm0zuCWigs6WfswkyjaNMNPmEE04I6667bnj//fct5YK6lLQRzeFURJMlTaIg5LcRTUYQuSgMefPNN+0ceTfCorLgKFNcSXSBlItXXnnFCrRA41O9uBOFDP/jH/8wuSVnlRQdtmkxtCK9xJ1kFj8skqlbIJWG6KLIHow3+t4XQMsuu6ydjktLUHonc5omC6W06f3o722be5pY5CSLgiCMKN5OnTqFW2+91YTxtNNOsyI+OWDJgagC0SPGiq4kvi2HUpUzVJ34uBNlZOGELONA8TrOcm1zwx0vkR4YRy5v+4Zu5io0viK95Msmi6HzzjvPul2QakOni9dff72mW01aiObqyNzTxCInWSwFShbDimDieNFFgVN/EEa29IlcyFFOBhTvkaNG+6dLL73UupEwdm4sRfXhBpUoMvUERJ26desW1lprLZNn3veIlEgvpNLMnj3bHKZ+/frVdLVgfOUkZx8KcQ855BCTbRxknGZ2eiEt+j+aq22juZro3GRpSrEUbmSB52znk+9G5TTRKXonxz8jKgOGEMdn0003tUgSh79QvIdyJKIgJ7k68UUSxXpswfIznWqIJrPjUAjJc/ogWEGfdLbh2U0incbHUYug7IOMY5c5IOif//ynHU1+yy232OIJe5CWhVI0ZxOdmyxJEgWJO1hEoij6wSF7++23LT9ZRrXyMEYYRloCde/e3fJNiSh8+OGHuU+IaoW5QYso5gIOE1FG5atmB8aXbkNsswMBDPS0Iyc5+2CDW7ZsaSfx0eWIwAhFuqRYsUBOE0mOJkuSxFKggN0J5jnOF0K48cYbW4HYM888Y1u5+StVPivKB4aQCyVJhXuLFi0skkBbIKJLtUUNRfZhXtA/ddKkSTUnaOIkS0azAeOIg/zWW2+Zfqa4mu13Xkcva5yrA8a6b9++4fzzz7c+2R9//LHtLrBATtMcIJqcVEdZTrJYiniU2J/zeOGFF4b+/fuHadOmhT322MMEMQ5bPFLO5YMxIXpA1IB8cYqyyEnGcH711Ve5T4lqhYWSs/rqq1snlHzZ9kukCxZBdLIhWMEx1DjJHBLDWPKexrQ68I4Xq666qnW74Gdyk2nZyvO0Ocq5p4lCTrJoML/73e9C69atTSDZxqUoCMcMcNZkcMuL33MixrTr49hSoko4zZzCJaqX0aNHh2effTZsuOGG4dRTT7VdBslmdsD5Qe5xhBYtWiTHuArxjiaMO4vgAw44IAwYMCD85je/sfqUNB4yksRospxk0Sg4rpqtWxwx0i48muzOmigPXpiHceS+s5W+2Wab2ZYrx4g/+uijiupXKYw7dQPsKFBHsN9++1mUUWSHu+66Kzz55JOmjwcPHmxyL6oPXxi5/t9rr71M5jlcZNy4calbOEV/b+KiyXKSRaNAKVNJTdU80SoqrAFnTZQP7nc8eoQTxHYbHQxmzJgRxo4dmzoFKZoPOYq0A6QLDY84T7Rv1AI2O7AI4qjxiRMnWkHmySefLCe5ConLNLaAdCoCWESV2emdMGGCpUaqiK95yLMRjWLNNde0ljN0VZg6dap1U+DUJ1DksnzgAMcXJjjJBx10kEUTqHInDea7777TmFQZbMHSy5wj5Em5yc9DFumH8XS55lEyLgB7wKFfFNivttpq4dVXXw0nnniiOcyempEGovmdqGiynGTRKMh53W233SxSSdTyrLPOshP5UNQyxuXDjWP8giOPPNLGh1Z9V155pUUTHT5DmobINu5EcdDMNttsk3tVZAV2C5BjCvaIGkrvCvCgCTUIxx13nNUOYQdGjBgR3n//fZs3aXGWkxRNlpMsGg1RSyLKm2++uRWNIIiediEqC8WVbL0SSXzooYcsmhwn3vFAZBMiyG4MlWaRLdg6p+aAwyM4kh4dLEQc9D/HVXfo0MF2ee+7776afulp0QdEk5PiKMtJFk0CR3nPPfe07Z033ngjzJo1K/eOqCQUbdAvk1MS6ZlJ7rhHnnCceC6yC60A77nnHuuhy7Yr/c1FdkB+P/vsM3OWcYZYFAsRh10kTtjs1atX6Nq1q80XcpNJw/IdxzSQlLQLOcmiSZB20bNnT9vSmTt3rgmhqDwsWjp16hQ6d+5shvTxxx83JYly5JKTnG1wku+++26LHMlJzh7UGqBvOX6eNIt4XYIQwLwgJ7lbt27hsMMOs/ag48ePt0Om3BakhSREkyVhokmwbU/VPMdifv7552H27Nl2gIWcsMoQz0skJ/moo46y9nzHHHOMtQPDmHLymrbfswtpFhwuweLIxzpNBlHUD9vnnK45b948C1TgAGmMRRy3BdQMeSBr+vTp4YEHHrDHNM2XJEST5SSLJoEgYoRxyLbddluLblDER66cKD3c//jloAD52RcrP//5TyIe/5zIDqTRMO6vvPJKGDJkiJ3ERr/UHXbYQZHGDMDYujwjw4w3QQpyTjn5VHItaoO0yMMPP9wOASMtkh1fdEKaHOVKR5OlQUWTQdC23nprO9WLKPLTTz9thWJ+0IUoPxhMlCDH1HKIxK9+taxtsxHpF9nDC/SQN7biuVi80tWCnR6Rflyf+k6Bjzl1B1zavRO1gZPcp08fS71i8TxmzJgwdOhQm0dp6XQU2bSKRpPlJItmgSFmlUo/VjoqkA9JwZiiG5WF9lA4Smy7czwxUQSRPZAzLpxj2v3RZQbjxyET5KdrsZp+iBqz8KXwauTIkVaM26VLF3W2EPXC3CFgQm4yOw/vvPNOePjhh01PMI9cPyR9oRX9nRVTZMtE//cVuedCNAqMM85Y+/btrVCMKPKNN95oLeEw1AiejHT58HvNI7mKRPiJNGFcP/30U3tPZAtv6YfBozaAfqgcUbvKKqvYHBDpxxdCBCHoXMJYk06D08PrSqkR9dG7d++w995728KZ4j0OAfvmm29y7/5kO5JMpdIuIvlaZkjuuRBNguIAmpeztUNBCYaaqBaOsudLitLj22cYToo16HJBpJ8o44IFC6wiXmQLH3McJ3qWAxHGFi1a2DyQ7KUfDzbgDHORdkGPZDoYgMZY1AXzg4vUSGqIsAdPPvmkHV3vR1ajK5JO9DdWJO1CS1DRZBAsWk4hdKRcDBw40KJYU6ZMCa+99lpNlEtKvDzkd67AUb7//vvNWb7zzjvD2WefnXtHZAWXMRao9M1l5wAZJM1GZAP0LDmkb775pvW/Rp+yIEqTgyMqBwsr5gjpdwS0WFBzSu5ll11W07qVz6SBSkST5SSLJoOyduEiJ5kG5hhrVqkvv/yyvYexlhKvDDhQOMq0iqLrCNu1+SfwifTDOFOQc80114SVVlopnHDCCXYkNbjsaaGaXhhDduRwbtCnpLZxYJDaOYp8kPNCFztOzJftttsuXHzxxZaK9cILL1hqZJqIZKHsJ/HJSRbNgsgVAojy3myzzeyR/FeORL733ntNQEVlwLiiGIny0zOTFBi22Lw6XmQHjB1Gj/FmW5VaAcafSzKYXnzskFnSLAg8cMoeuwVykkVDiMs/KTqclEsaHh2psNN33XVX4gv34uAo556WBTnJoslggFHaXEQr27RpE3bddVcTRNrB3X777dZ2Jk0CmDWIMhLhX3311a2wi+01jC2gPOVApR8q1ukowwKVxZCnYMRBVkV6YXFLChuO8Zprrmk7dkI0FOQfvUBQi+I9Cj/ZdZowYYKlXrDTKDtdGDnJotkgeKRbEL3iNCiOw8RpJm8O5e7FRaL8oPg88sRRxbT/UcpFNmCBQz0AqRazZs2y0y933HFHk0eHz8j4pRdfxE6aNCnccccdtk3et29fS7dgXIkwa3xFXWB/cZI9qIVz/Je//CV07NjRdAUns7IAQ5ekhWjOly3lwpzk6OYpzCCaDdMIhb3vvvvaaV9EkWk148KnqGX5IXrAqVzkojEeL774ohX8YFxRnoyJxiWdIG+ML4YP2C2g1VN+lJH3NcbpxMeWsWYM+ZnOFgQlfPxlvoXDXMi/2H3gMQ7z6Pjjjw/77LOPtYQj7QL7ENcT2HK3D/ErCUTfp2wpF4oki6KCMG611VbWwJxtYCLLdMDw90T5IYpMsQ/tf4ju02sVxYjyRFlqXNIL48cOAUVdbMPjKDOecYPGzxrj9EKKFEeOM56MYyGnR4jaKDRXcIBpFbnlllvavHrsscfCRRddZIdOETxJw+5EuaLJcpJFUUEgMdYUBmDAp0+fHm6++WZrXQRJWYlWE9xzFGLXrl0tiuwnLolsQK45PbBZDNHNBBmMO8gi3bz00kt2IBA69YgjjtAhMaIoMI+6d+9u+cnML6LJ2GmPIPtOY1KJdFtZoslykkXRYbuXnozkR3KqD62paAlHtCsNK9Qs4TmLFFNyAh+54hhd2sF5n1WRTijApKMFh/d8++23FmH0Q0T8EukGJ4WiKnaASLM4/PDD5SSLZoNuwAnedtttw/7772857hT/PvPMM3YgGAGuNBDJR8m9+Jo7Ef1fOp5aFAUcs1122SUcffTRFt1C+N59910rEJCTXD7QHyxMeKTzAQV8tIPjNcaDCCTv1aVn6ntflAbuObJCqhKtmjhMAmfJL14j+nPyySeH2bNn2/jiJNPmz9/nd3j050SbtTBKFzgzFFfxiF4Vohi4fuHCQT7ooIMsgHL11VfbTiOvo1PSsNCO/taSpl3UOMnRykHHU4ui4DlztJqhJRxFJjNnzjTHDMETpSHfmWUMUHwoPKIGdB/ZZJNNrNiH3DOiyfyOK0Ke8znHlagTfy5KC2OCg0yu4GmnnRZOPPHEMGzYsPDnP/85nH766eYc8zhnzhxzfGn99sUXX4QhQ4aEU089NQwePNgOFeH3TjnlFDs2/oILLgjPP//8EmMskg+RPQIMBBwY57RE+URyYQ75wpodikMOOcTmFzu/9Fx/6623cp9MPpGuLGnaxRLLhMhIFi1kRNTi0ksvteNw6XSAsqbJvQQ8+7gzhcDRmurAAw8Myy67rBn1QYMGmQPgjpkoHojvX//6V0unQAHiDLElzyIFucPQzp07NyxYsMAWMOuss4498h5RKpQkv4PThfLk32PM2rdvr/GqAIwFBZZcdIhBhhgHHy/yB4888kgbVx4HDBiQ+80ff5fx47Nc/Mw8IGd5lVVWsdckh8mG8UMWDzjgAFvc0Lnkuuuus7HLR+MomgO7i88++6wtxNEn2GzaxBWaV0mca9HfVLI/aomu82dH5J42G4T7ueees6pcwvnbb799TeW1yDY+xhh18ueeeOIJi1oCBpotf1F8uO/cZxxkZA2HiFzktdZay35GDjfeeGNzgMljJcq86aab2mEjfBanmUf67VJ8ucYaa4R27dpZmob/+6J84Az95je/sXHwMWQ8GSMWNIzho48+asEHjFqPHj3ss/55xptHfuY5v+f5rIylXyKZ4CSzm3D33XfbwrZt27bWoabQmGkcRXPAJrRq1cp2GOmZjKPsNoP34iRxrp0TkXtadJb4tpFQKpIsigbTiRzJ4cOH26k+PN9vv/3CFVdckZp8p7ThqRXcW2SNMSC9wqEA6O9//3u46qqrbLHCNjzOVRx+Jz42rhY0XuWB+83lujJ/PIAteLrGXH/99VbMdfDBB1s7J36HKHPcsDEfeJ1/I/5vF/p3RXLg0J/x48eH8847z8bzsMMOs92CuDw7GkdRDMaNGxeuvfZa60pFNyT0C4GtOEmca9HfVLI/Sh6rKCls8VLARwQTJ5lcJ/q6YrhF8XEHGaPKY34eMa9zsAhRRQq/6I6QTyF9o3zk8sH9dwcZcGbj8DOLHdIwGG9SMUirqUumCo1fCe2KaAK+gPHxRl+SV84BQD179rSUGo2ZKCW77767daVigTZlyhTbmeQ5+iNfDyWJ6G8r2R8nJ1mUDBS6H1lNj0/yX9kiHjVqVM0BI6J4oCeIMnG5zsjfKiMFhuK9FVdc0RYs5IwDDha/U0jXMI6FoleiPHh02GE8MF4cCoMBQ7ZIj/Gi2Pwx9znhyNFKHsgdKYpcvuDxaD8XY5o/jkIUE9f9O++8s3W7oEsOaVykS9Ji0hfaPifjVxKI/r6SdLlYwkmOvqzawImigkHGMSMKQqcLol+PP/64RUniZ8XHnbT4JRpHvgNU6GdykemZzDYaipACMO61f1b3PXl4ZJmxwVjhNGO4gLxBxtLHra7xY4zz54SoPIyJO8I8Rx9STMUjgQZ3jtGZkk9RClwvUJuCo7zTTjtZm1AW5OxcQaEdqaQQ/f0l6XKxhJMcKWK1gRMlgehlt27drEiM46onTZpkAphkocsye++9t9UKzJ8/3yrmUYJufOVEJQ/GhPHBaXrzzTdtB8BfY6fGO1/4GPI5HGkeId+xyv9ZVB7Gj8UQDjF9radOnWqR5Q4dOpjeZMykL0WpWWmllax+rFevXjYfx4wZY6fxUdTH/Euy7oj+vqJHk5dKt4gEVRZSFBWEimuLLbawYgBaw1GxzQqV192Qi/LBOHDaEr11R44caYUaFNuKZIGzxGmVTz31lOUI4jg98MAD1j8ZZ4ouFxTxzZgxw7oJPf300/Y5Ts6aNm2atXXiZ17nM+zkiGTiTjKXO8mkXnTq1Mm60KAreU+IUuB2mAU3XXE4EIzdX3qx33vvvTUL8yS7iNHfVvRocsFvGwljs5cK6m4hHKYTK1BO/nrwwQfD8ccfbwJ5++23W0STY6zdQOSTZIGsNNxXvz8850LuMKxO/H2H7VuijDfddJMdGU7KBYVBFAkR8fdoFdu/RBX4vCgvPp44ucgMBoojp9lup9k/RZeMS8eOHa1VE+O5cOFCe+QztI7jfeYCuwSk2JC33LdvXzN8jLF0cXLhFMULL7wwjB071rpb/OEPf7BxZmEUl2VHelI0B+YUusJ1vc8xdAqdc15//XXTHeeff7697u/zyNxL2vyL/p6i/UEF/6Hoi8tJFiWBiNjAgQOtgG+zzTYLJ510kp32IxoPRVt+ahJODw7SmWeeaRFFRNgVGO+xKPFIAX2PeY9UC8aB14kccCIf/xa/g5xikJFhIll8ht/hfVEeuN8YLsaZR8aD6+KLLzYHin7W5PfTBxl8ccPvMX6MI895nef8LqkZOMz+GZFMJk6caM4Jeee33HKLBROI8DmMX5wi+gSiSnE9EQe9f9RRR4VHHnkkdOnSxRbsjtsVLxhOEtH3KK2THH35y6P/o1m5HXKSheOGGieOaDLbwLSFo8MFUWWO0vWT30TD4X5yz/y+cY85vIetWtcRPHL/fQwAR4nnbL2TG04fa5xfTliiPRy4M0zvXY7CLaLOEc2Ao90vuugiO0SEE9iI7BBhbgoa0+TC+BI9ZkFDFxNaczn5DjJoLEVzKTSvcIKpWbntttvCp59+Grp3726BmHXXXdeizvwOn0la8CT6u4ZEdrEojSgKeiXRP64CPlE0UOAeiaQKn8pZlD6nfxHNpLuCHOTGg2LKv2/kfVOVTM6xXxRMcs9RcFwsWjt37hz22GMPiw4QYcTh5nf5HJ/338NBFskA+aHYlQAEUX9SY5IYxRHNwx0PZBIn2ceYha26W4hygo3BDvTp08e6XrB4I1eeQAwkdXEW/V1Fy02WZyLKAs4cAofCJweZ/CZaV5FfWehAC1E3HhV2fBHi8BwFxue44u/xWS4iyhzyQo4qW7nkvdI72X+Hi3/DFzkYbVE5GA8qzD/++GOTIRacLHB8jPwS6QQZ5fLuJYwxxVPssrk8xuVYiHJA8IRdK4IvpP/Q7YIDbnCUmY9JiyIXGznJoiwgSFwIFYbdt/Gp3B89erRt5eCIiYaRbyzjDi1Xfc4T7wMpUKRbUKDH1j3pUfxbLGbi/4ePm6gcjAE5gRTzsQvDseJZN1DVBDKKDuTYeIr10I/kn6MreY9AA3KZL8tClAL0DbUQ2ANOaCWgQkEwnXXuuOMO63qRZKK/vygrSjnJoqyg4DHsVGoTIWE7ke2bvfbay3JkfV7zSOSSx/xL/OTkOtxTjCj3N25E/bU4hX6Xz3BvKeR77bXXal53/DOifDAeyIAvHuPjxqKGFn6F0i18DtR3ieSBnPk4k1rBOLnO05iJUhLXDVy+KOMRfUPKBYXCLN5Iu5g5c6Z9Lus2WU6yKDsuhKeffnrYb7/9rEXVJ598YhfN80Hbi42D+9lUSLtgHOhwQb4rvZNF5WFMfaFCkSvbnCwkt99++7DPPvto4ZIx0HXoQIqbAWfZdaUQlcDnHo4yu1fYiK222sqCW6RKshOc5B3gSKaa7UDISRYVAaFjG3HHHXcMbdq0MUGjM4Mff+kOggxE6SFasPnmm9tWGv0waSEnkgELRaLJ5AISxVmwYIGNFYWXIlug6yhiZozZ3qZWAGdEiKTA4UX9+/e37hZ0qaI1XNaRkywqAk4ysCqlo8L3338fxo0bZ7nJgMHwz4jSwmKEhQoKkBZjFGUogl9ZPNUIJ5m8wC+//NJOReTgF/ojY6RE9mCngIIoijLpKhDvjSxEpaGYlNaE2GwOGsFJ5jRPdFRWqdULiZwUhfBEycFJpi0ZQnb//ffbSVNEzUCFfOWBaBVV9BRmrLjiinbfUYA4aKIysEDESWbLHYf5nXfesa4HyAnpMRgrkR0Ya3KQWQx9/fXXNs5ZdjxEuuFAsD333NPqV4477rjw0UcfZdZeK1QnKgpRTCJjbdu2tebk119/vR3FyhrNo2miPFx22WWm/GjJxylL9OQVlcFz8pEDFjFE+YkqspDheGkMkmQjOzDO6MLx48fbTg6pT+uvv/5SRbZCJAF2sjbYYAMLqrD7y4E3H374Ye7dZBHpyWYpSjnJouJwPPUZZ5xhhoGVKdFkHDS1OyovHFdNcQbbvfRpJTpAwZgjp6x84DBxARFFL2jFYWYxiVwo0p8tGFOPxtH5h/aMjLUQSYN52atXr3DkkUeGb775JowaNcoK+ZIaTY50ZZNPkJaTLCoGRh7Hi9PDOA6ZgiR+5sAECsiUk1w+3AHmVCUiBHS5YKHy3XffmeLzsRLlh7Z89CVlwUIUmXxVkS3YNcPJINUMZ5kAAYtW6UCRNNwOtGrVygrvN9poI9NRzzzzTJg3b569lzQimWryCXySQFFR3AFjO5k+jLSYIfeSIiVRPjwq2a5du7DbbrtZISX9q2kHh9H2S5QftjHvuusuc6BIS2IbHkMlByo7sBil9ywt4FikIodCJBG3A+x0caDRgQceaIv3yZMnhxkzZtiCL0tIy4qKgrHnItXimGOOsSMw33vvPauYJZoZj166cMZfE8UBh4sFC4WUtJ6iFd8ll1xiCxY5yeXH5zgGh1QLxodUi/bt25sTpfHIFiyAOGlv/vz55nSceeaZuXeESA5ur7nQP+iiQYMGWbcLdkKw29hvD7okiehvbpLjICdZVAQXMs+95GccgS5duoRNNtnEeiZzTLL3Tc6Hz8cv0Tzc6UK5eV4Zz90R0z0uL9x3uh2wSCFHn+333r17hzXWWMPeUxQ53SBP8fxNFkM4yuzgIHcaX5FE3E7EL7rt7LvvvrYLTAEfR6on0UluKpJEUVFc0JyOHTuak0wrJLZvKAqIfyb+WVF8uL8cd3zttddadJ9c2Keeekr3vczgQNHZgOgMh7vQ2WKPPfYIq622Wu4TIs0gT965gkAAuZzsnDHuOMi8H3eihUgqFPFxCijFptRNzJkzxwr5aCOaNCLnvdEFfHKSRaIgx2nTTTc1B41tmwceeMC6LChqXHrcOLdo0cKUHhGCKVOmWCSTqGaWogNJxyOJHC5BUQyGaL311rPuIyJbIFs4yDzSWssXQlqYijSArlp55ZVDv379QqdOnUxf3XfffZZnn2+vK22/I5lqdAGfnGSRKFZaaSVz0Kiapan+LbfcYgcpEFXxSxSfuPLiOYoPZ/mrr76yYqLa0l5EacBBYgueE/bYTUEuuOItwbRgTC+MnY+fO8ksQukY4E6yL5SESAN9+/YNPXv2tHk9c+bM8MQTT1jhd9qRFIrEwelv9F/EIXj11Vdr+vViROLGRRQPnDKPFBOtXHvtta1PKxF9+iYT0ZTRLi8sCHGeiMjQmo+cv7iTrEhjemHsfPxYiFKDgbNMlx8/TVEBAZEWsMnYB9rBdejQwYqNseHTpk2zee0kQWc1NuVCVk9UhPqEBSeNKm8KlmiNxClUcQdBFB+UnI8LzvHpp58ettxyS6tYJjdZlA+MDs4SCxZOtSLfT2QHX/DzSD7yDTfcYIshDmigZ7wQacLtRo8ePcKwYcOskA97Te9kzj1grlOUmgSiv7VRKRdykkUiYaufdldEVhA0Ii2+WgWei9JBxxGOQOb+c+wo9//jjz+uiTaL0kOV+J133ml5+qeddpo5y3EkA+nF9RjOBTLFjgFwgAgLVCHSBvqIhT0pQ+QmE+B68MEHw7PPPmvznJ+TQmOiyXKSRcXw1SfEnwOGgp69VPUvWLDAoskUAyCIcg5KD+NBJKBbt27WC5NiDIr4/HhkUVqY4y+88ILl47Ng5BCRJBkZ0Xxc53laBY84z+5Ae/cLIZIOCz3fieQE3W222cZs9wcffBDGjBkTHnvssUTN5+jvbHA0WU6ySCSsSHHOunfvbsfw4qARVSM3WU5y+dhpp50s5YICDDnJ5YEcPrYoKZYkekx0MR/JQDZgd4axxqGgR3zLli1z7wiRHuI7I3RF2nDDDcPuu+9up4POmjXLbDe590nSW9Hf0qA/Rk6ySCxE0EaMGBE6d+5sP9PtggIyFbSUDxQeebE4x0Q140UYojSwELz77rvDu+++a8e90hIxjhzk7EAveMaaziX0JifFzNE4izSCw8zC/qabbrIce3bAXn/9det2kZS85MYgJ1lUFFaevu0Yh9cQNrb8aSvDdjPtsCjgo8DFPwNymksD95X8Mo4Kx4jjtP3www+2tYYB58raOf1JgHnNTgrzn765m222WcH7XEhuRDpAtpAjdJnvjnHsuEfkhMgCpF1QU0GXqrPPPtsCXWlDEikSD5FktvzJb7r55puXailDkZkoPtxbogC0guvataudoDRy5EgbB97DyMtJLj7Mbw5wwaDgLFM8qahitiA/kzFljCnaY9eMlAtf+Gi8RdrBPmA3Dj300LDzzjtbK9Fx48ZZilF8fid9rtfpJEd//JzcUyEqAk4YPWKJqCF0RJI5YARHTZQW7jdXmzZtrC0VW2Wczc9JiB69VzSz+OAkv/nmmxa1J92CuZ/vPOm+px8iyOyOMd6rr7667ZoxrnKQRRZgHq+xxhpW10Kgi8Xgrbfeap2SfDfY4bPxq1xE/1e9/1mdTnIksIfnngpRdpi/OGnkxbLlzNbNt99+G4YPH269RUXpiCsrevRSiEHKxdy5c8Nbb71lETC2hhXFLz7MeaIuLERWXXVV6xku5ylbMJY4DezOMLYc6ytZElkC+8DcZgFIXQVFyFOnTg2TJk1KlP2O9G2d7eDqc5IVSRYVAwHzA0TocnH44Yfbz1TJclSvtvpLB/ceo822MM/pMMJJSmz/kwpANJnX1aaquFAgSXEqjywOuTA2cpCzBbLDOBNJJs0CJ1njLLIEc5yFPnaE2pa99trLHOV7773XHGV2ypJA9HfW2Q5OOckiFeCcEU3ec8897We2bDzlAsNS6BLNAyXnEA3YbbfdbBw4l590AFF8aLxP6yQWgZdcckk44ogjbBwwNDz6JdLPVVddFR555BGrt7jwwgutv6wQWQK9xbXJJpuEM844wx5ZGDLv77///tynfrThrtsIfuXbcq5SUlc0WU6ySAVEWdZbb73Qr18/c9RGjx4dZsyYYe+xPS1KgysoIpooOJQY7Xw++uij3CdEMWAOc59JJ+LwHKIs3HM6HojswViTskRuJmNM4R46Togswg4waWPHHnusdbt47bXX7CRd13vxhX8lDk2K/v9ao8mSSpFo3AFm2wbnmKgL+U04aUQ058+fX+PIieKD8uLeorjWWmstu/8Yc+67HOXiwX3GOeZkQ57TZ1QtwbIJuozDeUipIc+fnH+QDhNZBvtN2iS7waTvEWx56aWXatqKJhVpYJFo3HD4I8dVI2QYl5dffjk8//zz5kjEV6Ki+HB/UWwHHHCARfRRcBRhiOLA/f3888/NSWZBwpHsOE9ykrMH3Sw4cpzaCnI1KUgWIuugy0jb22+//aytKHUtnMTHiZPsoLF4xM4nzWGWBhaJxgvDcByIrLEa/dOf/mTdFt5+++3w3HPPyZEoISgsX+mzQOnfv7/deyIA9LxEuSkC1nwwEH6wBPOcA3RWW201e0/3N1swzuPHjw+ffvqpLYboIStENYAuY1HIjiQdfOhURVtRilg90JU0ey7vQqQCBAjhwVlmK5pT4KgKZzWK0eF9v3DouBDI/Es0Du4n+WTca+4fzhy9L3mNaDJVyvEoAPBcNA4Wg5xoOGvWLJvjnTp1so4HInsgH8gT44wccQlRDWBPgN7JBx10kKUcsSNJO0Tsu7/vttyfVxI5ySJVIDAYlYMPPthO88GpOOqoo2zrkognQhd3kkXT8fsXV1g4cxxugQPHtjH3nNe4kqLU0gj3mhxvuoZwL4kis2sSv/ci/aCX6Fzy5JNP2uKeBWfLli2lq0RVQRE49puOLqRb0Pnivvvuy737oz5EVvx5OXRg9P8V7HAhJ1mkDoSGU+A6duxoVeETJkwIc+bMCYsWLapxKuJOmygu3bp1C23btrUcWlIufGFChIz2Pfwso984SF959dVXzYEiokLKBXNYZAvGluvDDz80maGDCVFldwiEqAbol8wproMGDTKbQacLTtMlogzYEmSinHIR+QsFO1zISRapAueLCCYO8Oabb27b0kRkiMwQTY73kxWlYdttt7We1d7vcvLkyeHLL780hYbCU7pF4yFthYUeEWTykYkii+yBjKC/gHQLFkK85tGy/EuILBEPntAK7phjjgnbb799WH755S1IQJ94PuN2xOWikshJFqkCgcG4wAYbbBDat29vgoSTTPI/8BlvSC6KC/cW5UUEf5111rHo/VlnnWVbZrxHlIzoWKUVW9qgUwv59URXRo0aZXn3IhvE9RDFSuwaoJ8YY7abcZS1ayCqgbhd4Dnzf/DgwWbLx44dG6677jqrcWEhWc4oshPJ6lJOg5xkkTpw0rjYsqGFEk3KOYGP5vy+nYnR4RFBjF+i4eTfO79/ROtpBXfyySdbTjKRfBQar7OA4b6LhuMRE48yVsI4iNLhcgPsFgwcONB0FSdYtmvXrkZPFSIue3VdQqQRdszITWYHjXlMxyocZRaRvIdNqTSyZiJ1IEw4wQgQ7WTOOecce37uuedaOxmQo1ZaWKDQxxfnjlZW77zzjqW7yGA3DowBvZHJ7yYyTyRZZIt4cIp8fdKUgPZvbDkLUc3gDA8dOjQceOCBZks4rprc5AJB3YogT0KkGg4VYSXapUsXa6E1ZcoUOw1OlA6UF4sUUi4ooMTRQ6l9//33Ne+LhkHUmNPX2GKkD/Wqq66ae0dkBZcHupfQNpGFJOPOVrNyz4UIoUOHDlZfRAoSucmXXXZZeOutt3LvVpZ6neRIoBUaEokif0oS1ezdu7e1UyKiSZWsKB3cfy5awfXp08cMPWfxExH190XDILJIZTeFj+Ry4zjp/mUPUmqQD3L3SUmi8JVFEc4y7wlR7XD2AcEu0veuvfbaMHv2bNOPlUaRZJE68lMpaKHENjXHJhNFpghK0czSQz74sccea32rR44caZ0uiIiK2smflwsXLgwXX3yx9UcmL4/IvJzk7MGYMvY4xCussEI4+uijTX7QZVze8UKIaoOFIruRO+ywg52mSw9+dirZdZk3b17FF5FykkXqwcjQnJyIMv1HvdNCbWCs4pdoHkTGuN+0MaMzA+TfY93nH8m/D/zsJ66tv/761n9aZAv0E+PMApJFEbD74lFkZCcJBUpCVAJkg/mPnBDsuv322y2V7/LLLw933nmn9Y6vJHKSRSZg5Tls2LCw7777hueffz6cdtppNY3JwVerctaKC+kBZ599dth0000tJ1mR5LqJL94o1nvqqafsvmEgOEBEzlI2QT+RYzl9+nR7TpEm6RYab1HtIA8O9oSAFwWt2GxS0TiwqpLISRaZgZ7JFPERpXn00UctT5Y+voATwiWKC1FQii7YIqMAjbxLFiOifrhfU6dOtby7vffe25rqi+xCFJncc3ZecJLZ+YqjBbyodrDRpJ1xyAiOMrvCHDBCq9FKIa9BZApWoZwIhzGaOHGitZRx5CQXH+4pq38unIAPPvjAjL0MfmHikWQWcHRkYcudwlM5ydkEWWDxuGDBAht/ImdsJ3sUWbIixE+wo3bQQQeFbt26mYxQiM+prpUq4pPXIFIPRoboJatNVp84G2xhU0j2ySef5D4V7H0ZpOLiW8f0fF1zzTVtHDhVTPe5MPH7wr2ikpvIIsVcFKD66yI7MObsbE2bNs2MPpEy8JxknxPxBZQQ1YoX6tE3mZ1hTqg89dRTbeetEnZFTrJIPV74wkWHCwqg6LdIDiARZRwRqsdlhEoHOeDkg5Nju+eee9rBIsA990v8eD9wjljEcYw6PUG33nrrsNZaa9U4ydrxyBaMJw4yY80CnsU7+klyIcTSEHhBZjiNklaJ2HV2YebOnWsnVZbbUZY2FqkHoeHC4BCVQ7guuuiisPzyy4cRI0aExx57zN5H+GSUig8rfyKh3G+i9Rya8Nxzz9U4ylCJCEBSwQDgJKPwuV84zXF0r7IHY8xFvQSRZC9WkqMsxNIgEzjHBFwGDBhgupKTdceMGbNECmU5kJMsMoMbnJYtW4ZddtnFmpNTvDdz5kxz2BShKy2bb7552HHHHS1yT7EFUXxRGDqwjB492pwl+uWywPDFnsgOpM689957dhS1p9VojIWoGxaUyAl94/faay87jW/OnDnWZpQ6jnIir0GknkLRGNor7bfffvZI4j/bnaI0eISereRevXpZdJRIspzkwqD8Z8yYYTscFKmwoGNhJyc5e+Akk/aFk0wHGE6pzNdVQoglcZuOfqS9aL9+/SwdDb2JPJVTT8pJFpkgX2gQqIEDB1qUji4XHHJBdawckdJBXu3GG29syg1lRgEfueBc8QKlaoZ7wL3w4jy6HHTv3r3GSQbteGQLH+sNN9zQ8s+FEHUTX0iuuuqqYeeddzb7wgl87A6Xszhc2lhkgkLRGS8AQJgQKiLKHHbhRovfkeNWXLjnXN6uhy1mLl4D7nf8qjaYcxy3ysmQv//97+0oVnpNcy94zy+RDVgQsaPC7orrI55DfLw15kLUzhprrBEmTJhg6Xw33HBDGDRokOUpeyeMUiInWWQaoskk/1Md+/DDD1vBVBwZp+JCj+rrrrvODkq44IILwj333FPjAIofeeWVV8L8+fOtgKtHjx6266H7k03+9a9/hdtuu80iYOyydO7c2QqSNN5CNBxkZvXVV7djq+lgRZDhnXfeqdVJjgdiuJqDnGSRaRAqCso4opojLvMbkud3FhDNg7xLcmwpRKNgkosovvgJcuroAEKnA7YQPcqO4yTnKVuQasTOATtYK6/8O1sYaYyFaBqcqsuBYR9//HG46aabrAAa2x6nuU5xPnKSRWZBWCjc856kb7/9dnj88cctquwtmUTx4H6SykJ6BbngFF1wr1n1l2NbLC1wKiGFXETbSblQDnL2IaXmF7/4ZdENuBDVRNu2bS0IQzDmrrvuCvfdd585zE4p5KtB2jn6j6/IPRUiNeAY46gRrVtvvfUsN5D0i+nTp9s2KFFlj+KJpuOKydv2kD7whz/8wfLI6GnJVnPcSeYzpVBmSSX/+9KOkMXE2muvbc3yWVQoupgdfKzJPfZdFLaKWax7jYQQonEgN9jxI444Ihx11FG2SzN27NglgjCl0KMNcpIjwR6SeypEqkCwevfuHU444QR7jjDReYFoHtvdojhwb1lw4PCRarH//vubEzh79myL3gMKjAtnmnGoFmfBv7fDc74/izTuhb8f/4xIJ/E5TaHw0UcfbbsG//mf/2nH7IJ2DoRoPMgW+pLdYU7VXXPNNS0I88Ybb9iR1U6x9aikVWQWX13itJHLREUskWWOh6VwShQfFBROAC3NWIQsXLgwfPLJJ+YoAIquWp1C7sXhhx9ueXRE2WkJhtIX2cLnNYfqeK9wDPpKK61kz6tlcShEMXFdSRHflltuGYYNGxZ+/etfW27y3//+d7MzTjFtS4Od5EiwlXIhUgXGyHv04pT07dvX8kDps8gpWLwuJ6X4oKCIKNNVhL6w5ILfcsstNefu40RnPc2F75nvDC1atCiMHz8+fPbZZ3Zfevbsqahixog7yCwMKSrCQcaYO/nzQghRP+hKLmSMWg76y++9996W0jR16lQLfpXCnjdYQ0d/nFIuRKpAmMj9xFHGSJH/SRsmckIRKiJ6xVxxiiXp06ePHSfKgoQ2WF6FzD33K8vEvx/zEMcJJc5cJBJC5xVX+iI74AQz1ugZdg84ZY8dLMae9zTeQjSeeEABGWJn5qCDDrK0vjfffDNMnjzZdoh9B7mpchbJ6BKr2JKGMQqtmAu9JkQpYK6xNcOFgLH9z1HVFNHQv/fcc8+tOVgE+LzmZ3HgPrLap6clyor+1FyuwLJOvoIm/xiniddbt25tc1BkE8YYh5jFOc9J96K7hRZEQjQfbAvyxW4k7eDQp59//nl45JFH7Kh/ivId5K25MlcyJ5kvQnVvvlHMD4fzvjsn+Rfk/yxEQ8E59tPemD84yf3797fIDpAvyCk+CFV+6kV83vklCuOKKP/inrHVjCLjHhNR5pHXudf5uiBr+PfkkRSLcePGmU7s2rVr2GKLLeweiWzheoJIMr2R3TH216E2myeEqJ24rGDTWXhyZPWVV15ptR6k9V111VWW5kTwy+WsKUR6e3DuaWhUYuDZEbmn9YIxmDVrlp0uBSgLvsRLL71kjzTU5z0+M3fuXMsn8YvPTJw4MbRo0cJC6q5k4uF2IRoL8wjHmUpYkvzJZfrtb39rp2DhQPs8c8HKd2LyfxZ1w/1CZtly5lAR7jHpLkSYeS/r9xMl7d/z3XffDaNGjTLd17Fjx9CuXTtT8My1rN+HaoKxZEzvvffecM0119gcuPDCC62/K60RfdFUyJZpHghRP65TubDnpK/RBg4/km4XBGa46ILhn2ss0e/sdk4Ez0saSfZoEflYGMZ11lnHLoqoOHmIR/JJ6GPrX4yLfpI4z+QwujKRgyyKAQJDwRTHJ1NIRl4yTpy/1xSBErVDq56tttrK0g1oBUdEtdpgTjHXCAqwBU+vT7p/iOxCi0kCQRhx5j8Fw8BcyHrRqhDlBJnafvvtw7777mt+J6mUyB8+YzHseUmdZAwjK2mcXlbSVCNyEbkjmsIjP7P9GL94jy/nCsWfC9FcEByOqWaOsVDjyNgnn3xyqT6Lmm/NBx2Ac4BTyOKYs/ZZ/LLq94halvFceL4n2+/kzfGc++FR5Kzfg2qDeY0uoZMJucikdsUDPNItQhQfivLpdLHpppuGF154wTIR2LVrDpEsW8pFScOzGAAUAvkhOMwOigTnmUdwYxG/iD7z6FuWQhQL5hNdF/bZZx/LXyKLiHQACsuYkz4vRdNBdv2RnSIOUmBb7M477wyTJk1aomAy63zzzTdWtIfTTMCAXDrXc+g3v1ciG6BLSK9hMcTJk4w34yyEKD7Ya3Qou5aHHnqo2Zm//e1v4fbbb6/ZJW4KkZ9wOY8lc5JxRDAKQDTYn/sXYnUdX2HH4X0cFv4NbU2J5sAcil++ONtggw2sBRc/szWDUWNLnDmpOdd84vecDhcsSoisuUOIPuC9rMP8GjFiRDj11FPNQX7iiSdstwz4/tVyH6oFxpK6mvfff986mLAQJ+CTb+v4XP4lhKid2mTGfUl253r06GG5/wRlOVmXwnxS3PKDMo0JTJQ0khzHvxCPfCH/uRC8h/GIO9aK7oligAPM/MNwkQKwww472HzjxB76LNY1L0XDicsrzjFRNYokWZB8/PHHVRVZo4iZTgdAig9zz9F8yx6MNxfQXYcx1jgLUVqw7exajhw50tJ7Sbt46qmnzI/MD3zhJBe6ClE2J9lxhTFlyhRr14FjEk/FcOKONH+8nGRRbHDc2J5ZYYUVLPpDYZUfIyuaB/Lr8Jx7TLEkCotcMZq/VwNUW5Ojig7zDirgelBkC8aZRSB6BJtVX0BICFE8CEBQmM+Jpsjis88+a6e9kpng8DpXQym7k+xQvDN79myrdi/kAPOafxGUTNzoCtEcfG7RYYCjk0kFwIHBcaP9YGMESNQP95u8TA5yoXsN95i85EJynzXQc7Qb5Pu3adOmZndMZA/0BjskOMnsHNC+lF0U2S4hyssuu+xixfn4l/RRpmja7X5j7U5JpTe+gvbn7oBQ0HD11VeHAw44wBKt4/CZeB4JSkaKRhQD5hRz0S8inH/+85/DhhtuGF588UVz3tgqlaPcPOL3j60uUi2QeVJccJLHjx9vBW1ZdpT5buS5c4AK+alEOOKpFiJbMN4UAuMokx/ZqlUr6/Uv2yVEecGvPOSQQ0wGWbTSVQnZdEc57pvWRfTZxSWVXqIm/DE8egTF/ziMBdE7N6butPgFcUML8Z/z3xOiIeCwMXcwZAgMDcfpY4ox++ijj8yBQ5j4TKE5KRpG/v1y+edeU4XM6XvkjtEaLavgHNErlzxsAgGcPEiOqsgGcRuEPmFL99FHHzU9AshANeXeC5EEXOZoB0fNER0uBg0aFObMmVNTk9QYe17yJa6vol2huCfvFz/nX7xOf9X8rUm+mP878edCNBTfnWD++BxiK5yEf7ZHSfY/5ZRTmtU6RtTOjjvuaD0tcY7J12XHKMuwOzFv3jw7TKl9+/Y210Q2iBtajC9OMgs/xpvt3sMOO2ypgiEhROlwnxKoOSIog5xyui7tR6dNm7aE3DaERn06+gMa7JXiZFx22WXhjjvuMAeE01C22GKLmtZu7hDHvXr/59mGveGGG0KvXr0sj4/383tNNuJPqfn3G3tzRDrwuRCfE4XGnPe5eM0fWYiRP0hrLhqQE/mjAwHHypL8TwSQzzJXZfCaB/JLEdvFF19sRzQj27RDqysFIX8c4+OZBlDMzCka3T/yyCO5V0UWYdGHziD/cdiwYdZ/XakWQpQX7Ay2Gpv9xhtvhJtvvjncdttt1oJz8ODBYeDAgfZ+3F9wCtmXRlmc6B9tsGeKk3z55ZdbQ2ecEHJDKNrJd5J5nh9t9h53G2+8sX0xPoOTTBTQv5w72DxvyJ+VNuMqGkehOZA/5vyMUxyfP8wrjj/nPU6Eo/MCc27o0KHhj3/8oy3w+Cy/k7+zIRoH8ss9v/TSS8P5559v+bp1ER+/NMpvXK9RIConOVu4MQbsHbtQ5EIuWLAgnHXWWXZJbwhRXpA57AV2Gxll0dqnTx9zmNHDxx13nBX18bl8CtmZRlme6B9tsJNMNPj6668Pd999d5g/f74pE/4Atlf9C3DxPN9Jdtw54TO+MvDf4fLP87whNPRzIl0wDwpNTZ8njn/GjRY/M69YlOEs81nmFxXpHAJAHhOHjiBo2iYvHnfddVcYPny4Hbjgsl8bhca10GtJxB0o5k+3bt1sK146KJvQQhJ7R1CIcT/zzDPDSSedZEXArluEEKUF28AVt/2kWrCrM3bsWKsX2HXXXe1cBFJ68+1PITltlORGDsTl0T9i51nXB44HK2v+QKq7+RkHGYPBH8IXcYeXP7SQ4fM/2N/j8xS+8G/EHZdCXyxOoX9bZAvGOD7OzIlC84L5gxHjsz7/eE6OLI/MKZxkdj5wkCns4zP1OXOi4aAPFi1aZDKcFZgjfB/mCc+ZW3G9xilQ7FCI7MEYU/DLUbgPPfSQben269fPdkJ5zxdLQojS47oXWKSyU8zPN954Y7jnnnsss+Gggw4KQ4YMsa5L9dEoJxkioW+Qx8nHiCa7Q8vFHw/8wTx3J8W/UP4/nf86nycK6P8Wz/n9htDAP1uklELjW9vc8PnnTg2/63MUg0YeMnOLXFkefR4KURvMIZ9v8eeiOqBy/sILL7RoFRFknGTaSgohyktc/2LnSfMjOPb888+Ha665xjrQUA9D+hspwO471KazG63Jo3+waN6mO8lNMSgyRCKf+NRsyNxg/uEAI0Rc/A5OMld8bmqeCSHqgpNjjz/+eDs85q9//av1BKc3thCivOAHuP2OB7ho7XrRRRdZTQzth0nB6Nu3rznKddn4Rlv/6D9vcMpFXRT6Ivn+d6E/PO4cx5/XR/6/LbJFofEtNDcKveZpQHEHmTmpCLJoDE3VTSLdoC9Gjx5tHZzIc6SWoV27dpZiwxzQPBCifCCP2HPkjp1gt+noZGrkqInh+UYbbRTOPfdcy1Em7aI2OW2S9Eb/QVE8TneSG6NE3IGBxhiiIv3JIqEUGt9Cc6PQa941pTHzUIg4cV3UGL0ksgFOcu/evc02YaMc5oEW20KUB3RvXP7qo3///mHAgAFhu+22s58LyWqTNHn0h8jjFEIIUbXEF0PkIhNJzvrhOGkgvlgVojZwiDm6+ogjjgidO3euNbAhJ1mIKiFSAk2S96wgvSWKRXwqIVb0Rp45c+YSu6N8pjFRLVGYhqgt7rVftX2+If9Offi/4Y/+f4rkEx8nf7722muHdddd1zoP1bbj06RZE/0HmhVCpIBImTffMlQp0nOiNvKnhsSsdDRkoREfD8bCx0PjImrDF7Tg86eQo9ykZKnoH9bMEyKhRAJ/BTIKuZdEE8jdwp9xP3MvCWFE02IJ500R48rBWODccFFbwiOvcZWC/AWSSCfxeVLXfCnKLIoURFE6XqQFhKS2G2pE7yNGdX6mSNT1txR6r96/XaSKaCw1mGWi2vScqB30KPnH8YLfQlEoPleNRPeiKvVSNN7yoBNKfGj8eSGZzafsEzmNk4gogd9Mnns3BK4l4Kvx7birkeLkqy7hw/h7OeI3wl8u9Fpt+AEYNMou5Cvxt/J6/D1vjdKQySGSSzSG9U0PUSbSqNNE83H9GqdaxTISgSsimzIk96MoQGR7Fzd4vuT5CqJyJH4YkmCA+BOYzDiYb7/9dhgzZkxYuHChNaTGYebIbU5n+3X0c+9evUPrDTYofGf9m+TeK+QQ81pcPmobIP7/1157LTz33HPhyCOPtP6cheDuffnlF2H6jBnh/ffeCz179gytW7eWk5xwZHTShaLM1Uch05RlJzn6vpOj73dOdE3OvSSaSKQvbPIUnC8+rbI7lVKFhiHDRErN9Pjrr88N1w8fHmbNeiGcd/4FoWuXHYNvhmVZqaeNaLDkGGeQH6VQZI1Cw5oVfSpdVB7ii2tmU83sWeIHUSmQAw2DaDQy+sVFBqk6kNxki0LDmWYnWXqocuAsR5PHnGWbQXKSE0Ekzz/TnrtoNEyc+kDh5j4uCsD9yd2qn8kwVQe54a4h97IQZSeufxzpocrBvV+GMYiuGtupJXVFQSZ4lJMsSgJCL0d5SeQYizi5qSBnOaUwdPlXUsl3iqV/kgtjg7e8OPxkP/GX/RKlJ+67SEGLslBNhU0ImIyQaCwq/hPFRroo/cRTMUBOW+lhIZl7qkiyKA+2Oo6Ir9CyRPS9qPjuxneUURJNIesyIsqDdFG2YAw9FYPLkZ4oDfn3VYsSUTHSHjnDGEV/v1oiiaKjqLJoDNJF1Us09srCKCKRDC3hFyuSLCpGGiNn/K38zRD9/URrZJRE0VFUWdRHNDfiEWPpoipFeqJ4cC9zT2uQkywqTtIcgrgjnA9/a+5jQpQcOcsijhxjUQj0hHRE86jt/indQiSOUm81Y2ByT4VIHUrFqD4w4Fqgi/qQbmgadfkEchZEImmKsNc10YWoFiKHSjmKGUHOsWgK0gENpz6/QekWIpH4NnNjyP2qEFVNThwKgtOV+5hIKIxRbriU3iWaBHNHsl4/DblHciyEEKIK0dZsZcGRyT0VomREjqCiynngHDd0ASohFUIIIYTIKFoQ/0RjF6dKtxBCCCGEyCievlitKRh8b74/5F5qMIokCyGEEEJUMZ6WET18zWPkT67EY5rBOW5uXr+cZCGEEEIIURB3oNNEU6LGhVC6hRBCCCGEKAgOJ+R+TCSRH19z0A78+GrzkZMshBBCCCHqBOeTFIbcj4mAv4e/axmdQCmEEEIIISoNHTNIw6gE/N+5P0MIIYQQQojkUWpnWQ6xEEIIIYRIPc11mpPlFIfw/8tGwCHJ/nQiAAAAAElFTkSuQmCC[/img][br] [size=150][b]1 2 3[/b][/size]
Classifique os trapézios acima em escaleno, retângulo ou isósceles. Justifique sua resposta.
Defina o losango, destacando sua propriedade.
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[/img]
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WObtln5H9vQNp7qjvEBpJzscK7aNuuq/GwCRgDpY9CAIVrw7io9fvN0jezzZ4066AHNmjw/OBEjYEw8F1xwgWbNmqVRo0apXd7+KszeSwd0PUy/uOp6TXhuCgFjEunUsbPeGj9Lxxx1fOQcJDsIils0b6lw5PiAvY7R74e+q1WPdVVp/FaHAtgFDz/8sFq3bqNwxs716qyOW7u27fXw354kYASawL77dNWIb5yp3Ny6Z0FaLcnjjz8+7gGjYSYj0k46z2Scdre07FUpp4V0ImUYAaSZj96W3n1QysqRTovc57fzHUhYj58mVZVLvU+XerE/WVIrLi4KStdUVlWqb+9+KprfUjP/ImWGpQ6Rc7Njb/I/CCAhTfrzRl190yV6d+3zym2Wq8zMjGBp6zFHn6AH73skGEAA0DSsvvjw047WsqXLVFa145J6q21sZX/eeuuthNhngpmMAAAAAJqUbchos4qtXpuFEZ0GS/se4WqkrZ0jzX/G/yCAhLN1s/Tpmy11Zf+n9NSP1um/Y17R2Ief19I5a/Xkwy8QMAJNzN5j94+cpeP2vVwF4VbKzckNlke3aNFCF198sT744IOE2ciWkBEAAABAzB10oVTQ0QWNHzwsrV/iOwAklKWvSpWlkfdqldTvGzsOGABoemWbpNXTsvTtPrdq/E3rtXzFci1cuFBffPGF7rrrroQqVUDICAAAACDmrHTBwMukUKZUWS7NvN8tjweQOCxYXPySu2/RRdqrr+8AEDMrXnffjxmR78uep0gdOnQIlkgnYh1UQkYAAAAAcWGhRb9zpepKad0iadqdvgNAQlg1RSr53IWM3U50IQeA2KncKq140w3Ite3rbomMkBEAAABA3Ox3vNS+vwsaP5osLX7ZdwCIu3njXMCY20LqfLhvBBAzK990y6Ut4O9+km9MYISMAAAAAOJq0Ggpp7kLGt9/WCr5wncAiJs170oblrmQcb9jmMUIxJq995a87N57rfaX9j3SdySwlAgZy9a7+3ChuwfqUlniDyKsDhAAAADiLytPGnBZ5KBGKt8ivX0r9RmBeJvvZzGGm0ndTvaNAGJmzTtS6QYXMnY7ITmC/pQIGW1HOhMOu3ugLptX+4OIvLb+II3YrIDIubuatXaPAQAAEkXbPlLPU6WqyLn9FwukuWN8B4CYsxmMa+dErh2qpM5DmaABxMOiF12waNnFfsf5xgTHcmmklZpqfxCRltP97fevSdPfHUDaK9sohULuOLeluweQWHqeLrXqFjllqZTmPSWtfd93AIipeU+6a6eMLKnPGb4RQMx8Pk/atNJt+NJzhJSV6zsSHCEjAABICzWV/iAiM9sfIGFtX5Mvt5U/QMqzgdDDfiiF81zQOPVPUkWx7wQQE5tXSaumufdgp8FSNmXJgJhb9IL7TswukLqf6BuTACEjAAAAEs621Qc1NW4UH+nDyrr0H+kCjpJ10oz7I8dVvhNAk1sy3pUtsM9h2/AFQGxtXCGtW+DOf3qcLIXzfUcSIGQEAAAAkFA6DZK6DnNBx0dvuaXTAJre1s0uZLRgv/3BrnwBgNha/JKCvRRsiXSPb7i2ZEHICAAAACDhHHiBVNhRqqqUPhzjNqIA0LQWvyhVlinY8KX7cN8IIGasXIHtKm1LpW2wLW8v35EkCBkBAAAAJJzMsDToh+6+qlyadqcLPwA0DXt/2W62NouxRRepTS/fASBmlr/uS8VkJN8sRkPICAAAACAhNe8sHXCum824YYU0837fAaDRWbhRtsnNYux9uptJBSB27P238k1Xi7F9f6nV/r4jiRAyAgAAAEhY+x0rdTxUqq6QVkyUPprsOwA0Gpu9uOA5FzDa8kyrxwggtpa96mYxWsB/wDm+MckQMgIAAABIaAMukXJbKthxevrdUtEa3wGgUaycGHlfrXZhY7fhzGIEYq2yRFr+PzeLsXV3qf2BviPJEDICAAAASGhZedLAH0QOaqSKyIXYtLtdO4DGsfQ1FzDmtpC6HO0bAcTMyrcj32+lLuDvc5ZvTEKEjAAAAAASXpueUq/TpKoK6fMPpTmP+g4AUVn7fuQ9Nc+FjPsMlbJyfAeAmLD3nu3sbgFjfjup8xDfkYQIGQEAAAAkhR4jpDY9XNA49wlp9UzfAWCPbdtROtwsOXezBZLdx2+7TV+21WJM5nIFhIwAAAAAkoJdeA26QgrnK6jPOOM+qaLYdwLYbZtXSaumuQ1fOg+Vsgt9B4CYWf6G+35r1lra7zjfmKQIGQEAAAAkDasZZxvBWH3GkvUuaASwZ+aNi7yVqt2tx8m+EUDMrJ0tbVzuNnzpflJyz2I0hIwAAAAAkkr7g6Uux0jVFdJHk6X5z/gOALus+LPI+2eSmxVs76m8vXwHgJhZMt4Fi9kFUu9v+sYkRsgIAAAAIOkceL5UuLerz2ibwNiyTwC7zsKNyjI3i7H3ab4RQMxsWCqtW+RmMXYdJmXl+o4kRsgIAAAAIOnYzI+BP5Ayw1JlqTTpZuozArvK3iuLX3YbvrTtI7Xq5jsAxMySV4LKH8H3WN+zXFuyI2QEAAAAkJSad5b6j5SqKqVNH0sz7vcdAOq18DmpvEjBhi89T/eNAGKmeK205h03YNZlWOqUKyBkBAAAAJC09hkqte/v6zNOcjUaAdStqlxa8Jyrxdiqu5vJCCC2Fj4v1dS4WYz9zvGNKYCQEQAAAEBSG3S5lNvShSbT76Y+I1AfC+MrbBZjtbTfMb4RQMxUlkifTHe1GG2QrKCj70gBhIwAAAAAklpWjjT4x5ELtsjVTUXk4m3a3b4DwA6sBuPcse4+v53U+XDfASBmlr7qBsVsqXSfFKnFuA0hIwAAAICk17Kr1PMUt9v0ugXSOw/4DgBfWjVFKlrtQsbuJ7mQA0Ds2CxG2/DF3nvtD3S3VELICAAAACAl9BjhwkbbCGbxi9Kad30HgMCS8VJ1tRRuJu0zxDcCiJmPp0kVpW6ptAX9qYaQEQAAAEBKsJkhQ37qlk/bTK0Z90nFn/lOIM2tneNutqN09+GR90me7wAQE/a9ZEG/fVdZHcbOQ31HCiFkBAAAAJAycltIB18cuZircAHj9HvdhR2Q7uaPcwFjRpbU7UTfCCBmVk1130sWMtqO0qlYroCQEQAAAEBK6TRI2vdIFzSunS0tHe87gDRVtCbyXnjfBe6dBjOLEYiH5W9IGRlSuMB9R6UiQkYAAAAAKaf/SKmFr884+9/S+iW+A0hDtqO0bYoUCkm9RvhGADHz+XxpQ+R7KJQl9T5Nysz2HSmGkBEAAABAyskMS4N+4O7Li6W3bpS2bvadQBqxWYwrJ0rVla4GXH573wEgZhb91232kl0g9TrNN6YgQkYAAAAAKcnClD5nuXClZL307oO+A0gjS19zM3prqqX9jvGNAGJmyxo3k9FqMHY9Sgrn+44UlBIhY9kmdx9u7u6BupRvN3ptIwgAAABIbbbBRdverj7jionS4pd9B5AGKorda96C9rZ9pFbdfAeAmFn8ohTKcDPre5/hG1NUSoSMdsJgUnVNOxqPjWBvk9vaH6SR0g3uPptAHgAApJHBV0o5kfMfC1re/Zu0YZnvAFLcwuek8iK3q3TP030jgJgpXiutmqJgV/cuw6SCjr4jRaXMcukafw/Ux5YJbGMFV9NNVXnk/yJvFgJ5AOnIVj5YwftmrXwDgLRhO+kOGO1CRtv8Yvo9/rwISGG2k7QtlbaAsXBvN5MRQGytfCvyHoxcg9tMxh4n+cYUljIhI4BdQyAPIF1ZsGCfgRlh9xiJrczPvje5LfwBEIW2faXep7vPgg1LpXlP+g4gRdlmLyWfu7Cxxym+EUDMVJZIy/8XOffMlNofKLXp5TtSGCEjAAAAEk7ldrPM0nH1AZqGLRdt08MFjXOfcDUagVRkweLcse4+v53U+XDfASBmlv0vcj5TGjmPyXSbkKUDQkYAAAAkLqbgoxHZbJJBV7jSMbZ0eub9UskXvhNIIVYDrmhN5CO0Wup+knvtA4gdC/htqbQFjFaHsX1/35HiCBkBAAAApA1bft9/pAsZK0qkGff5DiCFLBmvoBZjVq60zxDfCCBmVk2Vij9zAX+/c9In6CdkBAAAAJBW9hkqdR3mgsY170pzHvUdQApYO8fdbCZV9+Fu4yMAsbX4RRcs5rV1u0qnC0JGAAAAAGnnwAukgg5f1Wdc+77vAJLc/HFumXRGltTtRN8IIGY+ny9tWe2WSnc7IX1mMRpCRgAAAABpJzMsDbwschEYObYZjdPvlSrLXB+QrKwOowXm9pruNJhZjEA8LPqvCxizC6Rep/nGNEHICAAAACAttegiHXCeC2SKPnUbwdgSUyBZ2Y7SNjs3FJJ6jfCNAGJmw1I3k9FmEvc4WQrn+440QcgIAAAAIG3ZctL2B7ugccVEacEzvgNIMrZT+srIa9iC8o4Dpfz2vgNAzCx/QwplSJlWruAE35hGCBkBAAAApLVBo6XcllK11WccI21c6TuAJLLsNamq0u0q3fUY3wggZorXSqumuFmMttlLQUffkUYIGQEAAACkNatbd+il7tjqMk6/m2XTSC4VxdKC56SaSqltH3cDEFtLxkfegzVuJmPfs3xjmiFkBAAAAJD2LJTpfaarZ7d+sfTOX3wHkAQWPidVFEnV1VLP030jgJipLJFWTVOwk3T7A6XmnX1HmiFkBAAAAICI7idLLbu6JadLX5U+muQ7gARms26XvubuCzsyixGIB/vOsJnwtqu0bSiWrggZAQAAgDQz9ulHddDh3dS2a646926pH/5slFat/tj3pi+bgTL4SikrR8FGMO88IJVu8J1AgrLNXmzTFwsZe5ziGwHEjM2AX/KKCxjb9HIzGdMVISMAICbWb1in62/6hQYf0y+4qG3TJTs4vu3um1ReUe5/CgDQ1Oxz95IrLtCKlcu0tXyrNm/epP+M+YeOPmmgPl7FjifNWksHX+xCxrKN0pu/c7NTgERkweLcsW6zl/x2UufDfQeAmPlkulRRKmVkSD1O8o1pipARANDkbHbM4ccepDv/fKvmL/wwuKitqKgIjm+89VcacfZxqqyMXM0BAJrUM88/GXzumktG/kAbV1Xp9pvuDR5//sVnuubXPw6O012nQVK34S5o3LBMmvu47wASzNr3paI1LmzscpSbjQsgduy9ZzVR7b1XsLfbVTqdETICAJqcXdCuWbs6OL7wvIu1ZvEWfbFya3Bsps54W3fc+4fgGADQdN59f6ZOOPZkFRQU6nfX3aKMjAxdMvJy3ytNeGO8P0Lfs6UWXdwyuPnPSKtn+g4ggcwf50KOrFxp/2N9I4CYWfOOVPyZCxl7n0HQT8gIAGhyRUVb1L5dBzXLbaZbfnen8vMLlB3ODo63sfpgAICmdeOv/qhxj7yk1Ys2q7CwedBWWloS3JuWLVv5I2SGpUO+J4Uix7YUdcqfpIpi1wckgs/nSWvnuNfnfsdKWXm+AwnJVu1YLdzme4eCG1LDijci3xMZUrhA6nqUb0xjhIwAgCb36ENPa/HsNVq7rOTLi1pjYeM2Kz5a5o8AALFSXV2tG/zyaXPZqCv9EYzNZDzwArfbdHmRNON+N2sMSASLXpRqqiMX9VnSfsf5RiSsex+4I6iFi9SxbpH0+Xz3HuxxshTO9x1pjJAxBZ190amMjgBICm9PfdMfSR07dPJHAIBYOeH0/6e/PHi3wuGwfv3z3+uqH13re7CNzRCzGo3VFdJHk6QFz/gOII6sDuOqKS707jTYbViExPXp2jXBpltILctecztKZ+VIPb7hG9McIWOKeWH8s3plwov+EQAkLps988vfXeUfiQtbAIgD24DL2GfyS68+p2kzJwePsaP+F7kZKrYRzNwxrv4WEE8LnnUzbG2pdLcTfCMSltUnt/JBSB1b1khrZimowbjvkVLeXr4jzREyppDHxv5bI0ef4x8BQGL7wU+/p/fnvhccn3vWBfreBZcGxwCA2Jk3c2WwGddRQ4/RrPdm6JRvHUPQWIvsQmnQDyMHNVJlmTTpZncPxEPpBmn5G5GXY6XU/mC3rB+J64MPZ+s/Y/4R1CdH6lg6PvIejHwnWD1G2/AFDiFjCliwaF6wRPqyn3xXFRUVvhUAEtcNt/xSjz/5cHDcbb8euuePDwTHAIDYatmiVVAf98bf3BY8tnPJ62/6RXCMHbXtE7mQPNPtNr1hqTST+oyIEws3KkttBrLU/STfiIR1xVWXBPe2oz9SQ9km6eMpCmoxdh4S+S4l6P8SIWMKOGzYAV8ukbaLdQBIZPf85Xbdfs/NwXFOdo7+8+BTataM7RABIJ4OOuBgfyS98950f4Sv636y1CZyum1B44qJ0qppvgOIkapyt+GLBdyturnwG4lr7NOPavYHs9S/3yE6/5yRvhXJzoJ++x6wWYx9z/KNCBAyppDhx5+i155jeQuAxDXuuSf0qxv/zz+SbrnhLvXrc5B/BACIF6vJuE1WZpY/wtdZ7a0BoyN/o1xXn/Hdv0klX/hOIAaWvS5t3eRCRmYxJrbS0hL9+sZrguN7b/97cI/kV1niBplsFmP7A6U2vXwHAoSMKWDAIYdpzL/+qycffkF7tWnrWwEgscxbMFeX/+R7/pF09jfP16iLLvOPAACxcPEPvq0BR/ZWh+4F+uzztb5VO9RhHDrkKH+E2lhx/4GjXchYsk56+1Y3uwxoahYs2oYvdp/fTup4qO9AQrrj3j9ozdrV+vbZF+nggwb4ViS7JRNcTV4bdOo5wjfiS4SMKeCNF6frGyee5h8BQOKxGTLf+8F5Ki0rDR736XWA7mNEFwBirrCwuRYvXaiSkmL9+JrR2rhpQxA2/vzXP/Y/If30hz/3R6iLbbbRabBbLrdugTR/nO8AmtCqKVLRGrejdPcTXciBxLRi5TLdff9tysvLpxZjCrHP/JVvSKHIe8/qMO49yHfgS4SMAIAm98wLT2r+wg+D43A4rEcfepo6jAAQB7/++e/Vq4cr4vbiK//Vvn1aq3v/Dl/u9v/L/7tBR/2/Y4Jj1O+QUW42WVWl9OFYad1C3wE0kW21GMMF0j5H+kYkpF/ecLW2lm/Vz3/6a3Vo39G3ItlZ0G+7u2dkuFmMBP07I2QEADS5Z59/0h+5nUsPPaKXmu8d2ukGAGhaVlpn4kszdO1Vv9UBfQ5UZmZmsAnXkUOHaey/nw8uiLFrsnKkQZdL9u1ly6Un3ewuPoGmsOZd6fN5bhZj16Pd6w+J6/mXnwnubbf+us51Of9NPsvfcMFiXltpv+N8I3aQEiFjebG7z2vj7gEAieX1N1/1RwCAeMvPL9C1V12vqa9/oA0fV+rzFWV68ak3dNIJp/qfwK5q2VU68AI3m7FkvTT7n74DaGRLxks11ZEL+Cyp5ym+EUDMfDJT2rjcLZVmFmPdUiJktKLLJivb3QN1qSjyBxG5zf1BGinb6O5zW7h7IFZWL9qszatrGrwBAJBs9jtW6jQock1S4XYctRvQmDYsi5xLzXTXvfseFbnupeJMwqvtPNdu26utDYlrxesuWMwukHqc7Buxk9RZLs17E7vATv62yQj7gzSybefDzDT83QFg6yYpFJJyW/kGAGgk/S+SwvluU4AZ90nrl/gOoBEsfc29tuw7zDZ8ARBb6xZJn8+PvAezpF6nSlm5vgM7oSYjkG4I5AGkqW0DTax8SA5b/ex7k9vSHwAJKrvwq/qMlaXS5NsinzlVrg+Ihu0mvew1V4ux40Apv73vABAzK/yO0lYLtdtw34haETICAAAg4QSz7/3AGDPwkQza9pW6n+zqMxatluY86juAKFgtxsqtLrTu8Q3fiKRV19JpJK4ta6RPprul0l2HSXl7+Q7UipARAAAAABpB37Oltr3d0tZ5T0kfTfIdwB6oKJaWvCrVVEZeV33cRkMAYmvBM5H3YI0Uyoh8xp/lG1EnQsYUxOgIAAAAEB+HXOLqddkmHe8+6IIiYE8sftltXFldLfU8zTcCiJmyTdKn7ynY1b3zEKmgo+9AnQgZAQAAAKCR2FK6gaNdyFiyTpryJ+ozYvfZa2bxS+6+xb5Sm16+A0DMLB3vPsuZxbjrCBkBAAAAoBG1P1jqNNgtm149Q1r8ou8AdtHqmVLJFy5k7HlK5MI903cAiAn7/F45yW340v5Agv5dRcgIAAAAAI3skFFSfjt3oTr7n9KGZb4D2AUfjnUBo72GbFdpALFlO0pbuQIL+Huf4RvRIEJGAAAAAGhkWTnSkJ9GLriypMpyacrtkfsy3wnUY+0caf0St0yz+0nMYgRiLShX8KKbxdiyi9ThUN+BBhEyAgAAAEATKOwo9RjhwqJNH7uNYICGfDhGqqmSMsNSxwG+EUDMrJrqNn2xgL9n5DOcoH/XETICAAAAQBPpfZqr51VdIS19Vfpoku8AarFxpZvJaDOprK5nbgvfASBmlrzsgsVmraWuw3wjdgkhIwAAAAA0oUMukXKau/qM0+91QRJQmwXPSjXV7tbjFN8IIGY+ny9tXuWWStssxsxs34FdQsgIAAAAAE3IZqMdeolbAltRLE26mfqM2JntJr1yoltebzuU23J7ALG14Gk3izG7QOpxsm/ELiNkBAAAAIAm1u5AqdtwqapS2rJaeucB3wF4i553s11tFmNPZjECMbdppbRhqRTKkrqfKIXzfQd2GSEjAAAAAMTAAedKbXq4+ozLX6c+I75iM1wXv+xqMbbtE3md9PQdAGJm0QvuPjPLLZXG7iNkBAAAAIAYsCV4A38gZeW6JbEz7peKP/OdSGsrJkoVpW5JPbUYgdjbskZaM8vVYuwyTMrby3dgtxAyAgAAAECM2G6lB3/XhYzlW6S3b3Gz15C+qsqlOY+7gLFFF2mvvr4DQMwsmxB5D9ZIoQyp71m+EbuNkBEAAAAAYqjTYGnfI139vfWLpXljfQfSki2bL9vkguduJ7oZrwBip3S9tPINN4tx70FS886+A7uNkBEAAAAAYqz/SLd7sAWNNott7fu+A2nFZrHOHetmMea3lzof7jsAxMxHb7lZjBbw9z7DN2KPEDICAAAAQIxlhqXDrozcZ7ugaeqfpNINvhNpY9UUqWi1ew10P4lZjECsVZZIS15x7732B7ob9hwhIwAAAADEgc1ktB1MbZlsyTrp3Qd9B9LGkvGRf/9qKdxM2meIbwQQMx9Pc5su2VJpC/oRHUJGAAAAAIiTnqdKbfu6ZdO2ZG/5674DKW/tHHezpdLdh0tZeb4DQEzYDGIL+m0WY0FHqfNQ34E9RsgIAAAAAHE0YLSU20KqqpRm/kXavMp3IKXNH+cCxowst+ELgNhaNVUq/syFjP3OcfeIDiEjAAAAAMSRBYwDLpNCkWNbtjfpZqmyzPUhNRWtcZv92Ewq222cWYxA7C1/Q8rIkMIFbsd/RI+QEQAAAADirG0fqddprj7jpo+ldx7wHUhJtqO0LZEPhSL/7iN8I4CY+Xy+tGFJ5D2YJfWOfPbaJlyIHiEjAAAAACSAXme4+ozVFa42I/UZU1PJF9LKiS5Q7jhQym/vOwDEzKL/us1esgvcAA8aByEjAAAAACQIq8+YlesCKKvPaPXCkFqWvebqb9ZUS12P8Y0AYmbLGjeT0Wowdj1KCuf7DkSNkBEAAAAAEoTVZzzwOy5ktLqM0+/2HUgJFcXSgufcv68tkbcbgNha/KIUypAyw1LvM3wjGgUhIwAAAAAkkH2PcJsQWM2+Tz+Q5j7uO5D0Fj4nlRe5XaV7nu4bAcRM8Vpp1RQFu7p3GSYVdPQdaBSEjAAAAACQYPqPlAojF79Wn3HO424nYiQ320l66WsuYCzcm1mMQDysfCvyHqxxMxl7nOQb0WiSPmTcsNwfROS28QdAHSpL/EGELUUBAAAAEpEt4zvsSrfjqS2tnfonqXSD70RSss1eSj53YWOPU3wjgJixPGD5/xTUYmx/oNSml+9Ao0n6kLGy1B9EhHP9AVCH0k3+ICKvrT9IE9uflGY39wcAAABIWDaT8aALXchYsk6aervvQNKxYHHuWHef307qfLjvABAzS191tW5tV+kDzvONaFQsl0ZasaUJ29jocDqxpTbb2Ig4AKSbMhtoCkk5Ld1jAEgG2+ozWtC4dg71GZOVLXcvWuOuR7oc5WZSAYgdC/hXvOmWSTfv7GYyovERMgJpxupPAEA6qioPMkYGWpLE9jPwcyhxgjR30PmR90FzN2j84Vhp40rfgaQxf5wLGLOaSfsf6xsBxMyqqe7cwgL+vmf5RjQ6QkYAAAAkHAtTtg2MpdvqA+DrsvKkAZe5Y9txevKtbskfkoPNQLWbzaTqPtz9ewKIrcUvuoDRyqbZrtJoGoSMAAAAAJDgbCfiXqe5kHHzx9I7D/gOJLxgFmN15OI7S+p2om8EEDOfz5e2rHa1GLud4MJGNA1CRgAAAABIAr3OkNr2dUHj8tfdDYnN6jBaPUarqdlpMLMYgXhY9F8XMGYXuMEaNB1CRgAAAABIEgNG+/qMldLMv0ibV/kOJCTbUdpC4VBI6jXCNwKImQ1L3UxGm0nc42QpnO870CQIGQEAAAAgSeS28PUZa1xdxkk3U58xUZV8Ia2c6Goxdhwo5bf3HQBiZvkbbkfpTCtXcIJvRJMhZAQAAACAJGL1Gbsc/VV9RttxGoln2WuRf6NKt6t012N8I4CYKV4rrZriZjHaZi8FHX0HmgwhIwAAAAAkmX7nS4WRC2YLGuc95er+IXFUFEsLnpNqKl0obDcAsbVkfOQ9WONmMvY9yzeiSREyAgAAAECSyQxLh10Zuc929Rmn/kkq3eA7EXeLX5YqiiL/NtVSj1N8I4CYqSyRVk1TsJN0+wOl5p19B5oUISMAAAAAJCGbyXjQhS5kLFknTb3ddyCurAbj0tfcfX47aa++vgNAzCx91dWrtV2lDzjPN6LJETICAAAAQJLa94jI7UgXNK6dI8193Hcgbmyzl6I1LmTsdZqbSQUgdqyMxJJXXMDYppebyYjYIGQEAAAAgCTWf6RU0EGqjlxYz3mc+ozxZMHi3LFusxebxdj5cN8BIGY+mS5VlEoZGVKPk3wjYoKQEQAAAACSmNVnHPRDd2whl9VntI1HEHsW8G6bxdjlKGYxArFm772Fz7n3XsHebldpxA4hIwAAAAAkOdvUwJbmBvUZ10uzHvQdiKn541zIkZUr7X+sbwQQM2vekYo/cyFj7zMI+mONkBEAAAAAUkCvyAV1274Klk0vf93dEDtWE9NutlS6+3ApK893AIiZFW9IoQwpXCB1Pco3ImYIGQEAAAAgRQwYLeU0dzMaZ/5F2rzKd6DJLRkv1VRLoZC0L+EGEHOfz3e3jCyp92lSON93IGYIGQEAAAAgReS2cPUZLWSsLJOm3C5VlftONBmrw7hqilsq3Xmo1Ky17wAQM0tecsujs3Jc+QjEHiEjAAAAAKSQNj2lnqdKVRXS+qVuRiOa1rxxkb93pV8qzW62QMwVr5U+/1AKZUr7HsksxnghZAQAAACAFNP3bKltbzej0WozrprmO9DoSjdIK99yf+u2fdwmPABia/FLUk2Nq8doG74gPggZAQAAACAFHXKJFM5z4deM+1wYhsZnSzQrSt0sxq7H+UYAMVO2yQ2k2CzG9v2lll18B2Iu6UNGq32xTV4bfwDUwb78t7GC2AAAAECqyttL6neeCxnLNkqTb3U1A9F47O+54i0XMBbuLXU42HcAiJkVr7vas1aP8YBv+UbERVKHjC+88IK+f903ddMX++rGdR111UPf0LMvPKXKysi3KFCLZZ/N1uytY/RB2VP6YuOnvjU9lG2QtpR/ofVlqxQu4D0CAACQDvY9Quo6zAWNn8+T5o31HWgUKydKRatd2NjvXCkz7DsAxITVnl05yc1ibN1datvPdyAukjZkvPTSS/Xtb39br894VhurPtaW6k81ec7L+sFPv6fvXnYuQSN2MGnKRPUe0Fm/ePFIjdvyfT25eZS6d++uCy+8UBs3bvQ/lZrsvXDDDTeo55C2uuK1fXTN5F467Nx2+s3vf67i4iL/UwAAJJaaandvsxIARKff+VKLLlJ15GJ8zuPSuoW+A1GzDV8sYCzsKLU90DcCiBnb1d1KQdj5woHf5rwh3pIyZPzNb36jxx57TEVFOwckFppMeGO8rv7lFb4F6c5mt55z0alaveYTlVUUaWtNkcpqNkdeK8UaN26cBg8eXOtrKRVYgDpgwADdfvvtWr/xC1VUl6m8qkSbtmzQ3/99v4Ye31/r1n/hfxoAUtPazz7VTbf9Rle+0EuXTWirkbcfqnvvvVdlZWX+J5Bo7Pvr6Vcf0bNLfq8Ja+/SshVLfA+APZGVIw0YHbn4C7tAbMqfpIpi34k9ZjXgNq9yf9P9jyPcAGLN3nuLXnTvPdtwqcOhvgNxE6qJ8MdJwU4627dvr/Lyct9Su2a5zfTu5EXq1JGtvdKZXVgeNqyvNmysu8p1Xl6ezj//fP3973/3LanjggsuCILUui6kc3JydfhhR+i5J17zLQCQWt6YNEEXXHJW5HOwVBUVFb5Vys/PV7t27fS///1PXbt29a1IBH/84x91/fXXK6MmS6VbSxTOzFFWdkiHDz5S//rrGLVo3tL/JIDdtXyC9P4jUma21G5IkVZ1ekqTJk3S1q1bNWzYMH3rW99Sy5a8x+qzZMkSzZ49Ozi/rvjfEOV81j3YzfakO6WsPP9DAGLio7eldx+MvPcin2kDL5N6nOI7EDehUaNG1RkyZmdnq1WrVv5R7IXD4Z2ef8aMGUFoYl+E9QlnNNNxHX6sfi1O8i21C2XUKCN/q0Khnf8MGRlZapbThN8UmdUKt6g7LM2MPH9ebqF/1Pgys6uV1bLuZeVZkb9/QbOme/5wbo2atavyj3Zm//7NC6I7yfnHU3fqb0/crorK+kNpe63bCUNOTo5vqf31l0xWrFihvn37qrR0u91uapHXLE+vPjdZBx1AlWoAqWXegrk64bSh2lK0xbfsKDMzU/vtt5/mzJmj3Nxc34p4uvLKK/XPf/6z1hUGNjC2d4e9NWXC+8rPL/CtAHbX1Dullyc8qwfmjFRNZqXKtpYE7QUFBZHrnww99NBDQdiIHdm59Xe+8x299957ysrKUk11SBVlVdq7oI9uHv24TvlJd/+TAJqSlUJ77/13Ip9dZQq/P0RdQ8NU0CZLp1nYyOlc3IVGjBiRVDMZFy5cqEWLFvlH9RuYeYkGZn3fP2pAUv0VsKv+W3GZ1tS85x/VzQJFWzadSKGiBZ/RjCQvWLBA06dPb7A+aVYoR0e0uVSHtjjbtziZGZnBf8OXMqpUk1t/YNmY7PlzIxeUpiazWsqN7bLGzMwsNWvWLDjOiDx/Rl79QXVjy4j8/jbTKpBZo6z82NaZDUdOnvPz3EV8KBx5/oK6BwSagr0nCwvcFvCZkefPbh7bD2n7/Zv72VK2tCy3RXCIJHPSN4/SjFlT6/0ctIvqn//85/rVr37lWxAvb7/9tk455RRt3rzZt+ysIL9Q3z77It1x832+BcDuemX8eF3w/bO0tcqFi19nn4uPPPKITj/9dN8CO68+7LDDgsH7r3+nZIQyIueMeXr9hanq25sdJ4CmMnPWNF00+hxt3Lg+mHRmVwfZoTzlZObrvmuf1neuH+J+EHEVuuuuu+q8crMlyfHcFMOef8OGHZe57nJwohwNzr1UB+XsGJx8Xag6UxmV/kL+a2pqqlVV89XSKiSfp8u/p89q5vlHdbNAY9CgQWrTpo1vSX6LFy8O3i+7Ykj+JZHbLgbycRbP8YBQ5JZcBSaQrGwmSVaW354yo1JV2bVfCDaVHQYZYjzAYBpjkKG6pkq/feXE4L4hnTt31tVXX+0fRT/IE614z6SP1+9/1VVX6bXXGi7fUZDXXK//a3EwGFSfrJwahQt2/0N7+0GGPcXgBBKVXUPt128vbdq8ybfUrkWLFsHMPZZOO4ccckgw672qqu7vlG779dDMN+cFsxwBNC4LGE85+5ig9E1t70ObHGIlcIYMIWiMt6SryWhfdn369GmwWLvV2Zs8ebIOPjhxl4CWF0mbPvIPalEeeQNt2VL/CUA0rNjzltV17/1TURl5/qK6ZxNEq7o8pLLP6q6OXFlVqZLS6DZkGTPlNr3x4dgGLzJtydzYsWODE6pt4h2y2wfo10P23fHOO+/oySefbLC0QHZWM53e/8casO+OpQXsw3uHpdZVmQqVxW7+uT3/l+/z6ixlbI1tkZvq6uova7/aYERmBUvzkADSPOTenV+/qPozPbzuHFXUNByQWqg2fPhw/wjxYgHjrmzGkxXK1cjWT6ogo51vSS07DDLsqSgGJ3ZaybAnohic2H6QYU9FswJi+5UMeyqaFRA7rGTYXeFqZTWr/5z3vcWT9Oenr1Npef27vth/ww033KATTjjBt8SGvfYSrVzXtGnTdPzxxwebRtbHVoD8597nNXTQMN9SOwYhgN3XZ+C++nTt6nqD/o4dOwarXm02NuIn6UJGY5tZPPXUU3WGJ/bldNRRR+3SaDhS29y5czV06FBt2VJ7PS5jJ/O2/GHq1Km+JTVYQGoftA1dsNmJtH0Y20weJI7tQ+7qipC2brJ5lLFjz79pkxvksOcv3xzb7RJtpsW2JZM1lSFVFUV5wb2bLOTfVhOuujJDNSVRXnDvJjuB2nYxU1OVoeqSr+rFxsIOgwwxHmAwjTHIUFFdqvuWnqKqmoZLDRQWFuqcc87xj6If5MGe2Z2Q8bttnlRBZmqGjI2KgYm4SdTVDzNK/qFpxQ9G/jb1h5GmZ8+e6tWrl3+UvpYuXRqsDrIB6PpkKEuH51+qgXkjfcvua5RBhvo0MADRKIMM9WlgAKIxBhnq09AARGMMMtSnoQGIqAYZdkUDJZi2L5fUFBoqwbR9uaTtzfpwsn5y03nBZnD1sXDxr3/96x4PjsR7JUmqSMqQ0S68jz766GA56Nc3tbDC7bb7tM3i2muvvXwr0pnV2rIPm7pqPNkHyQcffJCSIZvt0HnTTTfV+bs3b95cl1xyie644w7fAgCpo3fv3kEt5/rYxdSoUaN0/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Na imagem acima, as duas retas são paralelas. Marque a alternativa que NÃO nomeie os quadriláteros corretamente.
1 - quadrado, 2 - retângulo, 3 - trapézio, 4 - paralelogramo
1 - losango, 2 - retângulo, 3 - trapézio, 4 - paralelogramo
1 - paralelogramo, 2 - trapézio, 3 - trapézio, 4 - paralelogramo
1 - losango, 2 - paralelogramo, 3 - trapézio, 4 - paralelogramo
1 - quadrado, 2 - paralelogramo, 3 - trapézio, 4 - paralelogramo
[size=150][size=200][b]TANGRAM NO GEOGEBRA: [/b]https://www.geogebra.org/m/w5tjk29h[/size][/size]
[size=200][b]MONTANDO UM PARALELOGRAMO COM POLÍGONOS[br][/b]https://www.geogebra.org/m/hsh6szjr[/size]