Guia técnico completo

Resistência mecânica de peças impressas em resina

Uma peça não é simplesmente “forte” ou “fraca”. Ela precisa resistir ao modo de falha da aplicação: tração, flexão, impacto, fadiga, fluência, calor ou contato químico — no estado final de lavagem e pós-cura.

✓ Propriedade correta✓ Caminho de carga✓ Estado de cura✓ Evidência de ensaio
Componente estrutural em resina com nervuras, filetes e regiões reforçadas src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCAIcAYEDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD8BUUGfB6Zx616/qnwi+GvhRLC217xr4otNWuNPs7+eG28OxTxRfaLaO4Cq5ulLYEoGSo6HivI5jtuN3HDEj869iuP2lPBev2li+ufCfQ9Y1O00+1sJL19Yv4GuFt4I4EYpHKqA7I16Ad69LBTormVRRbuvivb/wAlPHzSWJXJ7CM2uvI4X6W+NpW321ND4Zar8KPhB4uTxDY+LvFmp3lpaXcMNrL4dihSR5raWEZcXZKgeZngHpXB/s2q0v7RHgkxj7mv2LLj1+0IR/Kuph+OPwzMgH/CldCIJ5/4n+p//H66EeDNI+Hn/BRvStE0O1az0ex8WWcNvb+Y03lIZ4ztDMSx69+TXXVxEG6bi4KMZXsubd9fe6aHmUcXVhKdKrGopOEpJz9na0bXtyN2+Jbr8j58xtmweRmvp3xf41tLr4a/DTwX4luDb+GPEPhGIxT4DDSr1L+/EF2O4HzNHIB1jdjgsqEfMckR81iexr2b9qk+X4D+DTINuPBaHI9f7Rv+a58BjVh4VH/Mlp3V9fvR6eYqU61GlFtczev/AG7p+J5j468Eap8MPGd9ouqwG01HTJzFKoYOqsDwVYZDKeCGBIIIIJqv4y8Zan8QPEl5rOtXk+o6rqEnm3N1M26Sd8YLMe7HAyTye/Ner6ai/tNfCAaeIt3j3wNZF7MogDa5pcalnjY5y01soyndoQy/8slB8XKeWTxnHbNcddKOlN+5v/w/mdOAxMqsXCqrTho/0a8mtV81umd3q8ZX9m7w4T90+ItSI75P2exz/IVb/aD8PyfZfBfiENvtfEfhuz8tx91TaKbBl+oNrk/71Jr6qv7K/hvgBv8AhJdSx64+zWHNbnwis7X45fCi68BMUTxTplw+peGZJJhGtzuUC5seeN0gRHiHHzoyDJlFdkq8ZxdOT3ireq/4F/mcNTEzpRVdv3Yzal5Rel/k7N+VzE/Z605vGZ8T+Eo544rzxPpBjsFkOFmuoJorlIx6vIsLxqO7SqO9P/Zp8Sad4D+Jepf25fRaLbXmg6vpD3FxDLIsUlxYT26bljVn+9IBwpxXn++68P6oCDPa3lpJ2ykkTqePcMDn6Yr1aX9pnSPG1kH8ceAdF8Va0Wy+tR3M+n39z/11MTCKRvV2jLnGSxJzRhcRBcjfxQ2vezV7621X6l42OIXO6ScoTX2XFST7rmsmmrbvS3W5jeG/gbpni7XrbTdK8eeGry+vZVht4EtNSLSuxwF/49Oua4zxl4dbwd4s1LSjeWd+dNuHtmuLSXzLecoxUsjcblOMg9xzXo2q/tOwaJorWPgbwlo3gN543hutQtJZrrULiJ1KsnnzOxjUqSCIgmQSCcEiuE+Hnw81T4peNLLQ9It2ub+/kwvO1I16tI7dEjVcsztwqqSSADUYqpRklGl8XdXt8r/8AvB1cRFSrYq8IJaKTjfzb5dF8mzs9L1JfC/7IOtwyllk8YeI7MQjHDpYwTtJ+TXsP50749ROvwX+DbP0Hhu6Vfcf2vqDfzNVf2jvGml6nqekeGPDk0N34a8F2f8AZ9ndxxGP+05WdnuLsg4b95KzbQRkRrEp5XJ2f2iPLb4B/A8IQX/4Rq7LY7/8TjUR/SuieKjyTpXulFRX/gSb/G5y061ZyoVJXXtJyduy5Zct+2iV10Zx/wAGfh7pHju81iTXtUvNI0rRrA309xaWYu5sebFEqhC6D70oydwwAevSukHgT4Pgj/ivfGOPQ+F4ev8A4GVzfwW+K9n8LtS1M6loNn4k03V7FrC6sLieWBXQyRygh4mVwQ0SngjPQ8ZFdc3x2+GjEZ+Cuhfhr2pf/HqnC1MOqKUlG+t+bnv/AOS6EZg8Yq79nGo46W5HSt/5O07/AIGF8ZNb8Jp4G8O6D4U1TV9Yg0ye8up7i/09LJg84gAUKssuQBD1yOtUvE0Tr+zr4UyDt/t/VyPqbfTM/wAhXcanqvgL4n/BrxpeaT8O9O8LaroEFtcW9zbareXBO+6jiZSs0jLja57VyXi4r/wzF4M5Bf8A4SLWc+w+zaXipxVaPtJNtPmirct7aWS316GuAxcpqNOUZpxm0+flb1jzfZbVtTV/YqluLb45vLbO0U6eHddKOjFWT/iUXYyCOQeeMU74r2Y+N3hCf4hWxU67aSLF4shDKGmmdsJfqo/hlPEmBhZTn/lqoFn9hUIPjxP5gJA8MeICB1/5g95zXGfCD4s3fwf8fpqsEMd7ZyB7a/sZTiHUbWQbZbd/9l1JGRypwwIYA1pSxkFhI4ap8Lcm/J6Wf9dNBV/rDxtT2O8IwaXR3c7r5pb9HZ+Rh2HjHVNG8O6rpVrfXMWna2IlvrYMRFcmJ98ZZemUOcHqAzDgMQbfwkBHxP8ADhH3hqVuR9fNWuh+P/wss/AWu2eo6DPPf+D/ABJCb7Q7uYp5zw7irRSheFmjcFHXjkBh8rKTjfBldvxe8Mh1I/4mltwev+tWvPhUcaseeV1E9L6xGrhZV6WzTfndLZ+a2Ot8RxsP2z75iPnPi+R/x+2muT+NUZj+MPigNwx1a6J+vnNmu48VlT+3LesBhB4yfj/t9PFch+0GB/wvDxftH/MXuuOmP3z1tXrxnTkk/tXObB1ZyrU0+sE/mbngn4TeD734a2XiDxR4v1Xw+2o6hc2VtBaaGt+GEEcDszMZ48f68DGD0re8EfAv4XePPF2m6NYfErxG9/qt1HZwB/CaIpkkYIuT9sOBkjnBrl/FoB/Zh8Fn+JfEOsqf/AfS/wD69J+yaFP7T/w+ViNp8RaeD9PtMdb0sVhozhB0otaXb5vK/wBpI5q1LESo1K8a8otc1klC2jdt4N9O5wExVSwBzzgHpXonxNDn4B/DQHhQmpbffNzk153Ou2cnkZJxXqHxVUP+zv8ACoKAHKakD/4FVyUKkYwq+a0/8CR246rKNbD22lNp/wDgub/NDvgvHc/Dv4Y+L/HEcsdvcLB/wjmnMT+8Mt5G6zuv+7aiZSezToa810eK2uNVtY7yZre0aVRNKqbyik/MwXuQO1en/tHvbeCPDfgzwFb28sF54csDfayXGDJqF7tmcY7GOAWsRB6NC/Hc898KfgfqfxY0nVtRt7zStL0vRTCl1e6jci2t45JS3lx7jnLMEcgeiN6Vdet8FGGqivvb1f8Al8jHD4qH1eeLxEuWMno/L4Y29dJL1seoeKfEHw61P48J430rx3caYmn31vc6XYnQJJFsobbYttDkyfMEjiiXOOQteN/Ft9Al+JeuP4WMp8PS3ssmmiRSrpAWJRSDzlRgc+ldkP2WWMn/ACPHw8OO39trn/0Gsv4k/s+an4A8IQeIF1PQtc0yW6NlJc6Vei5W3m271D8DaWXcR67G9DWuNx0q8WnTjG7u7X3+behz5fVoU6sU8TKd1ZKVku/SMdfU0NWjuPip+zNYX7zxy3fw3uP7LZW/1hsLp5Joceqx3H2gZ7faEHpWt+xJfy2nxF8RyxkZTwbrofPdP7PmJ/KvU/2B/hzoH7RPhnWNCMdtb+I7bTZ9KvbUDaurafMd0N0f+mtpdLA+R95EQHOM157+yN4eu/Bfxm8b6ZqtnLbX2m+D/Elvc28gw8UiabchlPuCOfpTp4mnOtSrSeq3/wC3evzVvuKxtatQo14PtzR9Ho15tNO/ZNHGeP8AwdHsjv7fb9j1BQ6nIIV8dD9a5TUPh3r2maMdSuNG1SLT9qv9pe1dYiGxtbcRjByuDnnI9a9U+EqQ+MPDV54duGUsq+bZsf4u4/Ag/wCeldt49+LOofCv4z6Ra6vPe33hCfw7pGmaxpDys8Bt5tItUlZIydgdN3mIwHDqprw8vnTc5RrStrZf5vyPos2qYiMILDwUpKLk9bXStovPU+XY0JI5AyR16ivWviyLP4EeDZvBGjsl9fa/b2t3rWteUVW6hYJPDbWxPJtyTFIzMFZ3jT5VCDdxvxk+HU3wj+JeraDJcw3yWUv7i8g/1V9C4DxTp6pJG6OP9lxXbRSD46fs2mB5ZZvE/wAM0LW0Yi3G60eWTLjcOc288m7HXZcOeFi49fDVVCNRLST2fl1t8vy8zxcViOb2OIj/AAm9f+3rcsu9k+nnd7HNfB1CfBvxEZRnPh0BvYfb7P8Awrg449zKMdxmvR/gedvgX4m7v+haXH1/tCyrzuH5p1Oe4z+dZVKkZU6aXRfqzqozk6tVPo1+SO9/aeDn40X+8YY2dj/6RwitTxUt18Lv2atJ0UiGOb4gXY165x/rfstsZbe1U+gMjXT47gRmtT4y+A5/iZ+11b6BZsI5tWGl26uwwsQaztwXb0VRliegAJrkv2jvHGm/EL4watd6Cs6eHLZlsNHjlzvSygRYYNw7MY41Zh/eZq66leMZ1qqerbS9G3d/dp8zysvr1K1PDU3/ACRlL7kkvm7v/t0d+zT4g8P+DvjFpmr+IrqWytNK8y6t5UgM3l3SxsbdyoI3BZvLcjuFx3rtvhwnwz+H8uum58cXes2ut6Pd6bPZtoUkYdnXfC+/zDho7hIZQSDzGK5HwX+zdqfi7wXZ69c6z4a0Cy1N5EshquoLbPdLGQrOi4JKBiV3f3kYdQa0U/ZddWGfHPw8GOmNbXP/AKDRhcfKjCNN0oytdpu/VLs0mvkLGVaFSrJrFSh0ajytKzfeLd+jszyxX8uYFCflOQQcH65r0z9pRX8YtoPj03KXU3jW087UGAAKahCRFchsfxOVScjgAXIwMYzz3xa+D2qfBzVbCDUJLC8t9UtFvrK7srgT293Czum5XHX543UjqCprr/hDs+J3wL8YeC1tBc6rpajxRo8nG+PyVK3sY9mt9srf9eY68Vz0Z2jOhPqrr1Wv5XXzO3E4lclPF0XeN1e3Z6X+Ts35JnkPkj1oqX7LL/zz/SivPuu56nNH+Y97f4Kfs+SZz8fPE+T/ANU5kP8A7fU0fA79nvJP/C/PEx/7pxJ/8nV8+0V56wNZf8xE/up//IHb9Yp/8+4/+Tf5n0IvwR/Z7Vgf+F+eJjj/AKpzIP8A2+qTxp8fPBmsf8FKrf4hWt1fN4Fi8ZWWqNObLZcGyinhaRvJ3H5tiMdm7npnmvneirpYKcXepVlLRrXl0vb+WK106mVWdOe1OK+/btq2fQj/AAS/Z8Of+L+eJSf+ycyc/wDk9/nmsz9tTx/4H8VXPw30jwHrmoeIdL8F+D4tEudRvNLOnPdXIvr64ZhEXcgbLiMZ3HkGvDqKdLCThNSnVlJLo+W34RT/ABHUqwkrKml9/wCrZseDfGmo/D7xZpuuaNdPY6ppFzHeWlwgBaGWNg6MMjHBA46cV734i8O/s9/GfUV8UTfEDWPhlfa4i3GoeGLDwW+oWOk3XSVLaYXaZgZgXRSuUVwhLbdx+bKK1xGHdXWM3F91b9U1+BnSlCEuZxT9b/pY9w/aDvfhr4b+B3hbwr4E8aat41urTW9Q1W+ubzw+2kCBJreyijjCmaXfzbyHOR1rxe0vXs50kjkaN0YMGU4ZSOhB9ar0VdClKnDlcnJ93a/4JL8BVOWTdopJ9Oh7tp3xv8A/HtrO2+LdhrOla3GHR/GvhuCO4vbzP3DfWcrRpcsDwZklikI5bzmxWDrvwK8FQXLvpPxn8DahasxMS3Ol61a3QUdPMT7E8asfRZXH+1Xk9KMUnRfO5Rm1fppb8Vf8RUVTpw5IxVl6/wCZ7J4U+CHw0tbxbjxT8atCj05AWltvD2hapqGpSEAEKiXEFrBzyNxnGP7pqD4gftBaFonhW48KfDLQ7jw3oNyHh1HVr6VZ9c8QxlgVWeRQEgh+Uf6PAAp48x5iqsPIjSUQoNT55Sb8tLfgl+NxVlCokpRVkSmRWJySfc19OXF98E/jV8AfhTp/iP4m+IfBfiHwZoV1pGoWkHhF9Uimd9VvrtZFlFzF/wAs7mMY2nBU818vUVOJw8qqXLNwad7q3a3VNfgXTlGMuaUVL1v+jR9BH4Gfs9nr8ffE3/huJP8A5OpV+B/7Pa9Pj54m/wDDcSf/ACdXz5RXMsDX/wCgif3U/wD5A6PrNP8A59R/8m/zPovxInwc+FXwH8c2HhX4la7408QeJ4LO0trafwm2lRwLFeRTu5lNxKD8sZGNvUisv4Vj4V/ET9nvS/D3jbx/rHgjVtC8QajqEQtPDDavHeQXVvYRj5hPF5ZR7STjBzvHpXhFFaRwU1TcPayu3fm92+1v5bfgZc9Pn51TXpr/AJ3/ABPrL4KR/AD9nzxRqviW3+LniTxRdr4d1rTLXTD4FayFzNeaZdWkWZWu3CAPOrE7T93t1Hyn5ql9xJPPbrUNFXhsLKk5SlUlNu29unol3JqyhJ80YKL8r6/e2eyfs8fE7wnqHhXWPh78R7u707wdrTHULLV7LTxe3vhzUo0wk8UZdN8UygRTRhhuURtndEtdt4E+G37PPg3xvo2rv8dPE9zHpd9DeNB/wrt180Rurlc/bTjOMd/xr5loqK+DnUm5Qqygn0XLb11i39zHRnThHl9mn63/AEZ6l4j+KOh6h+2Ne+MYWuP+Ebm8YSaxHmPEv2Q3plA2Z+95ZxjPXvXpvxJ+H37PPjv4ja9r0Xxz8S2aazqNxfR25+Hjv5AlkZwhP20ZxuxnHbpXzBRTrYSc+XkqyjZW05dfW8X+Fgpzpxvemn9+npZo9n/aIvfh54f+FHhDwt4D8Yap40Om6rqmp317eaCdI8oXMVhHHEqGaXfj7JIxbcPvgY4rkP2avG2mfDT9orwH4i1ppV0bQfEVhqF+Yo/Mk+zxXMckm1cjcditgZ5rh6K2pUXGl7OUnLfV2vr6JL8CJOLekUl26H0K3wS/Z7Zyf+F9+Jhnr/xbqQ5/H7b/AErotQ8WfBLT/GfwO8O/8JlrXiHwT4Mu7q78SalL4bezknR7r7QIEt/OctvVRGW3jG7OOK+WKK5PqFRu8q82tf5NNGukE9L6X0ubTrUpO7pR0d+v+Z9O/ETwf8D/AIqePtZ8Ta1+0H4mutX1+9m1C9l/4Vu6h5pXLsQBfYAyx4HA6DIrk/jz4u8DeC/grpHgH4deLtW8W2VzrE+va3f3eif2T50ohjgtIRGZZSREpum3bgD9qIwNorw6iro4OcJJzrSkl0fLb8Ip/iROdJwUFTirev6uxKsxP8ZHFex/sw/ELwsPCfjPwL458QX/AIc8MeK4LW8g1G10v+03sdQtJsxOYfMjLK0Et3EcMP8AXA84wfF6VetdVal7SHInbzW669br70ZJRurpOx9j/s2y/A/9mj4z6H420n47+I7hbCYrcWp+HsqpcQONssJb7acAqTgkHBCnqK+q/wBo74VfDCy/avvPH1trt4vhv4seAtSszrVrpZlX7Xe6ZLaidYt43g+ZHMcsDlmGQBmvyf0G7jjmKTgG2lwsvqP9oe9foj+xt4hl/aK/Yt174cXk8Uviv4X41TQSxxLe6azM3H97ynLIw7CSMHpXkyy6bnzVK827NfY69dIrVeZ7eFdHEp4eVKN3tvvvbV9TxjwZ8Lfgd4J16P8A4vn4qjv9Hc742+HckbhQRlT/AKbng8+gHr1pf24tM8O+OPHkGueFL6XWPDV7pWm6al5LafZTNLbWMFv5piy2wM0R43Z5Fcj8fPh8dSu7PxJYwhb1CIbyMHBnHQbv9ojK+5GDzitn9n0R+NvDWr+Dbpg8ka+bZO4wxGMrgex49Qa5cdllTC1fburKenXlt66RR0ZTmNOuvfgoyjdNa6Lru9jHsNV+Gvxt+FfhvRviV401XwN4m8CrLpVpfWXho6uNY01n82BJcTxFZLd3nUMc7o3iXA8vnp/gHo3wG+CPxR0rxDbfHTxFfR2jtHeWMnw6cRanaSKY7i0k/wBNPyTRO8ZIGQGyCCAR4n8Y/A82nTNLLGyTRMYphj7rA4/z9a88hUrz0MZrejQliKblCvKKfRcll6Xi3+Jjj8JTwtX2MqScXte+z+dvwPdPhnffCjw38YPiloE3i/xBp/w/8RaXPpeh67Jon2u+VBfWtzC01sskfzlIGVsMAGOQMcVOvwQ/Z7Uf8l88THv/AMk5k5PP/T9XhWqwD5J1+7KOfY1RY5Jrt+p1JWlGtJaL+Xp11i9X16eR5nPCm2pU038/0Z9d+FvjP8J5P2qPiP4hl8Z6roOkXnhn+wfDOsf8I295OsstpBZXFw1sJl2H7MLpV/eZDSocnaQeI/4Uj+z2G3H4+eJzzn/knLk+/H27r+NfPe75cUlT/Z81blrzWiX2XsrdYvfqTTq0obUo/jp5bnqv7VXxQ0jxn4q0PRfCmoXGoeD/AARolroekXM1n9jkugqmW5naLc2wy3ctw+CxIVlBJxmvL1nI7k/UmoqK9ClDkiot3t36+btY57RTfKrf8E+gPh74h+G3xk+A+heHPiL491zwZq3gq+vF0ua18NnWEu9PufLl8g4niMflXAuHGd277U3TaK6/4I6D8A/gl8WdC8U2vx48TXbaRdrJPbH4eSxrfW5ys1uxF6cJLEzxtx91zXyhRXDVwE5N8taUU+i5LfjFv8TeFSkocjpRf36/c0j7X/4Vj+wx/wBFa+Nf/hM2/wDjRXxRRWX9ly/5/wA//Jf/AJEnnpf8+1+P+YUUUV6xkFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEltKIZgTyvceo9K+hv2I/2kZ/2efjh4Z8QqfPi0eYwXisMC+0ucbLqIj2Ri6js0Y7187L15rX8O3TmdEjP7+JvMhzzk/xL+Pp/jWVRdUdWEm1UVvkfor+1n8DrLwf8b9c0SFkudA8Sxf2jpk0R+SSKTDKykdskEV4Z8PfCd1oPjWLUEVl13w3OIryED/j9gyD5ij+9jn3+tfS/wK1RP2rP2DNC1OBQPEfwknXTZsndJNYsC0Lc8kKg8v8A7Yg1w/xz8J/8Ihd6T46sVPlJthvkQcvDIwG44/ukn8CKtwWIwrpPdbG2ZR+rZksVFe7WSv6nIftZ/Cy3k1CLUIIgbLxFbi4jZVyqyAHPPqefy9q+L/EWlPoetSROCoyUbP8An/OK/Ui48Ax/tAfs9aha6cVl1bw+gvLdVIy0YGcp2+bjP1r89/j94U8u7S/RGRZ93mgjBRx1BHrwePrXyGV15UMXKhPZn2ONpRx+WKcfjp7+h5/p1sdQtZbU43j5lPoQOB+IrIdNrDPetfTZDDLBMOu7y3Hv2/Sk8WaZ9l1B3QYjnHmoB6E4P5EV9bS+NxZ8XWhzU1NGQwGM9KbSnOPrSVq1Y4gooopAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAABk0oUk8ULywrqfhb4Ft/Gmoajc6jczWeieH7P+0tUuII1knig86KBfLQsu5mlnhQc8b9x+VWIajcDlxE3pjvSbCO2Kt+TGJAEUlexcDJHrgf412vwu8Gt4k1hlS8Nk0cZkDRW6uSQRxyfei2tmdeGwVSs7QX5HE2mhXl+f3FrPPj/nnGW/lSv4ev432tZXYb0MLZ/lX2t4L+CGry+D4p28Y+KFVoUk8uJ4kQZUMONjdjXJnTb/AEbxEIW1rV7ld2CZZUyfxCCt6dFSdm7fI9fFcPVaNP2j2+X6Hy9a+BNcvhmHR9UmH+xayN/IVM3w08RouToGtADubKXH/oNfdHw5vXuFlSZ7omNhtzdTKWBzjgOPT9K7G6vjbW5K+ZlR/FPI38ya9qnktOUb8z+4+ZnNxdj82b3wzqWmn/SLC9gx/wA9IWX+YqkUIPTpX2v8TfHviJtclstOi+0rHCJG2abHdMmS3XMbcZx1r5w8W/HTXLi8cSR+Grhc4Bk8N6cxP4mGuLFYCFFX5n9w1O6PNgM0YNdBe/EW71InzbHQsn/nlpUEP/oCrUGmXH9p3yIILKFiQMiAMM/Q8V57hH7LLMcoR2NGwgZxxX038HP2ftQ8f6QY4NJ8A6xuX7uo2lxZv9BJbuOfwrzf4v8A7PepeAr29WTTYrKSEk+VaXv2qHAPIG4B8D3LGq9hK1yFUV7HleOKKVlI5NJWBYUUUUAKoyaltLhrS4SWNiskTBlI6gioQcGlXv6ii1xp21Ptz/glX8fLX4U/tB2VpqFx5XhX4hQNoGoRZ/dW88hHksewVZiMf7MrV9feMvhlBceH/EPhuWP93A0oiSQfdT5hs+owQc91r8n/AIQ6/svZNNebyo7sjy5B1imHMbg9vm4/EelfqX+z58ZV+Ovg7wx4mv7gz6pq1sbfV0Hy7L2ErBcgjsWJhmHtM3vU4J8tWUWetmlN4rL06e8dTzL9ib4gz/Cv4ixaVdymQafM9k5x/rbVm25I/wBljznpn2qv/wAFCv2P2tJfEHiDQoFGnSv9tvbcMS0DO2PPRf7jMdrn+Fip4D034t+FX+HP7RGoNCpEysNQjwvDr0mUDuCAHx6g19mWEVv46+Fuka/BBFqMkFs8F3Cygrf2jLtuIGHcPEQwHqvrivkuKMLPD1FiKfQ9/grMaVaVPn+GonF/kfhK2nPb3NxasNrsDgHg7lz/ADwa0bqJdV8KR3GMvaPhv9xuP0OPzr3P/goh+y0/7NHxnmksGlvPDWpTfadOujkh4mAdAx6BthU5/iwx7V4v4RaNtXu9PYgw3asqgnpuHB/WvawuL56ccRHyf+Zz5hlksHjKmDq6dv0OJu4DDO8eMlTxUFamuWTWkq7xtZCUcehBwaz549kjY7GvbrRSldbPVHylWDhNxZHiijNFYkBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAqDLV3XgC9uvC/wANPF9ybbzbLxNp39jxyCQL5TxXlhdO23vgIi8/89MjODjhU+8K9C01h/wz2g/6iN/n/vnTv8K2oq7foOO5xlqhJIJPAFev/sw+Fbbxd4tksLvzTb3Fu4cRyGNmGVOAw6ZxXkVocyN9Fr3f9iyISfE2MYOfs8n/ALLWS+K59RkUFKsk11Pqb9kHw299+zLYu5eVYLq9t4i53FY0uJQoyeeP5YHavJfG1qbPxyQONs3T8a+lP2EtFW+/ZMgkIyV1LUh/5NS18/fF+0+y/EGTHQTE/rXZReqPuM2pcuVU5L+VfkWfA2qT3Hiu9EsruBb2/GeB88/P412WpXGYpB1GPzrgfBDFPF16P+nW2/8AQriuyv5cxP8Azr67DSfIfjNde8zyTxz8Qtb+H/jb7Tomp3Wm3FzbiKV4cZkUMSBz6GvlvxU5N++exxnrnk/5+gr6K+MbZ8TQf9c/6tXzn4pOb6X3c/zNeFmjbVhQ7GZBM1vOkinDIQwPuK3dL1abXvEK3E3liRiAxRAuffA4rAXqK1/B3/IVX/erxIbo1ex9Kt8Sda+FHwRgvNAuVsNT1LU7ewS62LIbdXDsxCsCpJCbTkdG4re/as0i88M+JZNMvL1NS1BZIrRruOD7MlxKxVRJ5e4hAS2SuSB0HFcT8R48fAPQzjGPEVp/6BLXpP7d4MXxTuWB5XUrY/T50r0qPxOJzM+KtV0+XS9Qntp0Ec1vI0TqDkAg4Iz9arVtfEE58aar73Ln9axa82orSaOoKKKKgAoBxS7TjNJQBb0afyL9PmK5PUdj2/Wvur/gnR8UJv7Z1TQyqSf2rt8QQE8bJrdfKvo8er27mT6wL7V8GwHbMpPTPNe8/stfEe48BePdJ1NCDJpl5FqmP+esSny7qI+0kJcGuatJwqRqI97J2pRnSfU/QX9vHwp/wj+v+FvFEYdgFVJX4zIh4IP1/rXrf7DGoHUvB/iHwsJC0+lk3Onk/wAShQ8Y9wVOCO+DWb+0r4Ei8VfsoMIJhfN4YlFuk2dxng27oZP+BxMpz71xH7FPxNOg+NPDWpcr5kTafec4LNGcqfrsYj/gNduaYOOLwr5ddD5zI5zwrq0OsZXXpc1v23Pg5pXxv+BbWdwiRQaeAkaKSZbW3ldvJkHqYJxJGR/cdQfvCvyP8QeHNS+GfxAl0jVI/I1DR7hrS4VW3KdpyCp7qQQQe4xX7cfGnSYPBHxF1SG5gM2mmV45VPRrC6wszD3RvLlX/ajr87/+CjH7PMyafN4kt1hk1nwtKNP1tYRnz4lbbHcDHXGRz/clU9Fr4nhiq3TqYOfxQf4H7FxVSWNy6hnFPVpJS/zPlv4l6N/xMJZwo2X0a3aY9+G/JgfzrjLpP3ET47FG+o//AF16bqFsNd8Aabd5y1q5tm91cEj8Mj9a8+uLTbb3UXUxkSD6Dg/z/Sv0DDQ9rgYz6q6+4/OM5o8lRVVtIyipFJSsf8KSuJnkhRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAVfvV32nHPwECjtqF8fp8uniuBRdzAV6BbWa6n+z1AbKZftWmaxdyalH5uwrBNDZCA88HMkU3AJPy9OlbUer8io7nIWIzKenIFfQP7EsflfE+J3UqnkOAzDAJOMc/hXz9Z6o8DDZHk+pJ/pXq3wX+IfiTQtTt28NabbXt2pBAntyFDdv+WwB59RWKZ9NkeIhCsnZvXofph+xD4L1LwV+ylHb61p15pk323UpTHcwtG+17qRkbaRnDKdwPcYPQ18s/HK5hf4hStEwZVkPIr1nwd8Vv2jte+HrHWfCmoRaLs4XRbPTYWZSCeGn80ngZ+7xj2FfL/xcXxX4g8YTLYRalpMxfaTquoWUxJ9P3NqgrrpuzVlc+84gxlNZdCjCMrJW1R3ng+0kXxDc3JAEMsMKI24clWmJGOv8S/nXU3z/uGPGOvWvN/Av7PPxj123EkPjHw9bR9FHmDIPp/x7kV1D/so/F0wFp/iLoKhUOcKjYPp/qBX1GHqVOTSD/D/ADPxev8AEzzL4wWz/wBtpPgeUiYZsjjk/wCNfOXimNlvHJBGWP8AOvpf4ofs8eLPD1u0msfEHTpo+reVYozA46Zwua8G8S+FNNguG87xMs0nq9gyg/iCa8rMIzlvFr1sKCOMUYNbHgxgurpkgDdVS7063tyRHqNrMB0KpKM/mlSeH1iXUk8yRgndkh8zH4ZXP5/4V4qTT1NT6H+I5WT9n3RArBm/4SK0JAOTjZLz+tej/t7Ef8LQvMHP/ExtunP8SV5/8EvjPqvwuKz6P4dvPFMZXbJBDa3dvIR3BIilTHJ71b+OH7WmifFGRH1rwfrXh/UY2Dss8SzqHB4O8rG3b+5XoUpxUrnM4u582/ED/kdNU/6+G/nWNWr4yvIdR8SXtxbuZYZn3hyMZJGT9Oayq8+r8bOlBRRRWYDl+ZCPSm0+Dl8etN2/Pg0ACfervvhtqx0m/sLnO1YJxuz0KPlHz7YzXBAYeuo8KTCSJI8/fidfYFTuH865cZG9M9bJ58tc/bP9j24g+MX7Fi6WqmW4g0u58P3bHkm6sMmBj7vayQj38s18xfAPXpNAm1WyJbzNLvUvVHUkK+x/zH9a9m/4IlfED/hIdI8WeGCA82radaeKrVP+mtsDbXIH1hfJ/wByvJvGfh3/AIVx+2B4j0VgVtpdQuNPPb5ZAWQ8e7V05Pi1OLovcyxWC5MwnUjtLT/I+z/j7Yr4m+G3g/xQuySO5hOkXbZyHDDCk/qa+VNf04azqUkN1aLcKqNo2rRvyt0qIRGx7/Pbkpn1hFfVvwG02X4ufsK6xp7APfaEI7tQc/I0IGf/AEE18+fFTTl0Txxp18WaO18QxJEpx9y4I3wsfX94Cv0Zh3FfJ1IfU8+dtFI/TuFf9qyWvl891ex+f/xF+B8nwf8AEXi/wmGuLmytlW+0m6kXBvbRh5kMnpu2qVbHRlYdq8P1O0EfiIqQNlyhH5j/ABr9F/2uPh5D4o+HOleJE3+f4blW0ZFHzHTLxivbtBdZGewnNfn98QdIOk6hCT962laJvfax5r9JyOm2q1HzT+8/Pa18Rlzv8VJ2f36HAzxmKQqRgqcH60ytDxNB9n1iYdmIYfiM1n15FanyVHDszwIO8UwooorIoKKKKACiiigAooooAKKKKACiiigAooooAKKOtLtNACUYqey06fULuOCCGWeaVgiRxqWaQnoABySfavRNK/Zp1q0tobrxDcWfhi1l+YpdsWvNuf8AngvzKfZ9la06M5u0UK55rsOOlJjIr1GXw34N8PXG2GPUtfKZUG6k+zwt77E+YfTeR9arnUoPNDWmmada45XZbqzL/wACbLfrWywv8zGk2eeWtlNct+7hkkA/uoTXp97rV8/7KOg+G7U3KA+LdT1K+to5ColxZ6fHbSSxggNszdCNmHy+ZMFxubL4LfUdaYFnkkPTG44PsOv6Vu6F8J9S1pkCpKeQMjj0/r/nk100sE38OoXsedaV4fs47N3u/tiTjhUSNR+JLMP0rtvg98WLj4Ta7FeRaUl6IXDqsl0qA4PGcBq9J8Nfsn6proRhbyOZMAHBPWu68N/sD3upKGeEKpAbJON3GeldUcnqS2R3YfOKlCSlT0aPTG/4Lq+Km+GQ8OW/g3RIITGFLyanI/OSQQq246Z9SeOtfJHxA+PmvePPEs+oJYWdmZzuIE8jewGdozgADkV9SaH/AME4Q6gyYByAR1HQ11ek/wDBNzS1UNJIo/HFdNPIqy62O3H8W47FQVOtO6Xkv8j430f4zeMbe3VI7rT1woUZnnBA9Puf/W9qvTfGXx3LGAL/AExR6iWbn846+2rX/gnN4eTaWkz/AMCrUi/4J6eFk+VmAGOoPNejHLK6Vuc+blVjJ3sfnF418R+LPEqsLi505w3JCNIc/morz+/8E6tcSb5PKO7j75r9XZf+Ce3hE/8ALR/xAFZ2of8ABPHwo6kK54HGcVhVyWpP4pXBVUtj8ppPBt9Gp/dof+Bf59adYaDfafeLJ5G4L83Eir/Wv0s8Rf8ABO7QVB8picHg44HP/wCqvOPF/wCwna6bG7RKGVOvOOvOPyBrklkE46or2x5x+yF+0z4Z+EGrxya7bavDsOS9vDHNnn2fd+ld7+1L+1D4H+M95DJomoysCoRo7qzltyP++1wfzNeb+LP2W30Gd02su1jkHtj/AD+lcD4j+Gs+nZHIUDjkn+dZPBTh0Fo3c8s+IFtHD4rvfIRFhD/LsXC/hisSvQNR0iW1Y8k47MeTWHdQRhyXhjJ9SvNeZVwzcmzVSObxRjFa01lay8hHh91Of51Xl0cE/upA49Dwa5pUmiylGcOKkul2ycdKbLA8D4ZSCKmu48wxtj7y1k9AIT94VueGZPKa2bqBOyMPUFRWGR8v0rU0eTZZIe4uQf0qK69w6sFK1VM/SD/gip8Sx4J/aZ+GU0j/ALi+mu9EuMnrFPuiIPtl0P4V6l/wUd8Bz/Dr9sy8k2hftUVvfKc4Jkhfy3/WM5+tfJf/AATr119P+IfhqZGwdP1mR0+oKyD9Vr9FP+C1Hh0N8ZPDHieNB9nvZZoWIHBS5iW4X/x5nFeLgp+zxsUut0fQY5pXqPeyf3HrP/BM8Jc694t0BwpttRWUqvYq6Fhj/vo/lXgv7W3w9mT4ZXtjGPLvvD08qRODzujk3ofXI3fhgV6p/wAE8fEA0b4reHZtx26rYQoSD3AaP/4k11X7bfgyPS/FHjqMQqS8qagoA42sgEn6jd+FRxZRdPE0qz8j6TgTFReMr0ujj/X5ny58F1svjD4KE9/DE9nrtu1ldx9kivFaN/psuELL7ha/ND9qP4f3/wAPPiF4n0HU4wmo6HqL21wAON6khiPYnkexr7z/AGE9Yjf4w674Lurloovt0llAmeNt0C0RHoFniTHp5pryD/gs18I28J/H608ReW0Y8d6NHe3AI6XcH7iYfXCxsfdj6195kmISxKj/ADx/I+eqYWVPHYvD292WvzVz4S8YoG+xy9TNCCT69qxK6TxXbbvDunydSm5D7c1zdYZzS5MVLzs/wPj6eia82FFFFeUWFFFFABRRRQAUUUUAFFFFABRRRQAUAZopUG5wOeTigAUfNz0716x+zZ+yL4k/aMN7qUHlaJ4Q0NlGseIb1CLOxyR+7X/ntOVOViU5PUlVy46j/gnN+wrqP7ePx4bRH1KHwz4K8MWL+IfGniS4GIPD+jwEGebOCDMwOyGM43yuoJC7mX0r/goD+2xo3xGnsvh38LtHbwZ8IPBCtY6BowbdI6EhmuLhwcy3MzAySyEncxA4CKB1YenHWc9l+I4xcnZHF+I/iv4S+BVtJpPw20/Zcqjw3HiC6G7Ub8E8kN0hQjjZGFGAN245avG9b8aXeu3kk11PJO7nJZzkk+tYl5fNKTgnJNQoCxzzg054xy92OiOqFJLobNtf7iNzcVuaNqMEewkj5eT789K5OKF8jAP41ZhhmUgBWB9hzUQrtdTf2HNsj2Dwf4w03TmUzANtOcE7gfr9SOvbdnB+6PWfBvx80XRrVFS3t9wCgLkjAXOeMDORnvx2xnI+UYDcBcKHc5xwOaki1SeEBi5yemO3X/A16NLMnHYxng76n3hoH7YGk2cCgKkexQAw2gHB9OMAnnHbJ9MHrNJ/bL01doWMAE4BjUtjHfAz7H86/OyHxFOrggsueM55B9a0bXxbOiYLOA3Pykgr7Aj/ADz3616VPOpI5J4N7n6TaL+1xp99GNlwAGGAeDyeQPqeD+OOvFdJYftB2d/IQLqMMcbeRz0H82A+uK/MzTviHeQ/MZnZm+Y85JPH5HgYPaup0D4y39uNjSqUOHbcAOBz3+vQc8AjnFdtPOFJ+8c0qDR+kdl8VlulBEzMDyCDkHkjP0yMVcj+IPmqD5pyTjGa+E/DP7QF0HbznCSNt37nLfMA2Gz1OAdvfIB4716JoHx6E2A0rRMNxYdyMr3Gcn26nOecEj0IY+EjJwa0PqxfG+8D94CDz96kfxiP74/A814Pp/xjhYZaZQvQMpbBwM+n1/DHfNaEXxbtWIJuE465fp+ddCxEWRY9fuvFImU/NkY9cVhazqkVxGQ23BPduvBX+teen4s2R3ZuIxxnLOFGPqapXvxVs+CJwAvOc49/5USxEbbjsJ8QbGO4R8gckAKB97JG4gDHXkd+o7Y2/P8A8RLGKzdlLh2ETBR2ZsKM+/Y8dM/gPS/FfxBsfIdftESeauMBgxPK4OM89B+teNfEjxlBO7l1VCdzMFf5txbIAz94cJu9cA9jnzMRNFo848YGKOR8AkFidxIOeSR09j+YPtngdYZUYnOc/pXS+LtbVZ3RSCFDAKOnU4/Ln8/qTxeoXwmJOeW7+tfOYmcbm0bsq3MmAKri4Kt1NEk2Tx2pAhfrjFeW56mqVixFd7xhwHX/AGqkmjS6sgsQO5CWwT/KoYrUvwB1rRsNHkmK4UjPpWihzaEtmMF+VgeD6Vo6amNNj97kD9Ku6p4alMLSKhEqjLD+8P8AGoNOhIsrTPRp2bHsAP8A69c2Jg4L3jowes9D6h/4J7t/xWNg2BhdV/8AQoT/AIV+rn/BXPTf7X/Yw8E65Gu6WKxs7gsOSWtp2t3/AEdfyr8tf+CdejG71+2kxtK6khzj/pi1frb+15pY+IP/AATZulIzJ4bm1awfPO35FukH5oa+Xq1OTEU5rpJH0+Mj78YvqmeOfsc+LRZaz4NvEOBC7wg56cqwH619Wf8ABQu3TR/H8d4FBtdV0mKV/wDaj3Mr/wDjrmvgL9iTxW+oeD9OYn57TUI8c/34v8RX6K/txaUPFvwe8DaxtV2n0aSDI74wa+j4/op4OlWXdfma+HM7Z86Muqa/C5+QPgbVD8Mf28YN7Fc3Uli754eVJFuLd/zRPwY19af8F5PgjbeKf2eovGNpBkaFq8F/BJj/AJc9QTDD6eYYs/7tfHnx90d9H+OPh/WYSQ8uJSw6/abRwAfqY9tfrd+0B8MLT9pz/glwGhi+0HVPA00UQHP7223NEfqDGvNTHEfVpYSs9uaz9HofSzwTq5pVhfWz/DU/mz8S2nleDz6xXOPp1rjOld94pY3PhO+bH/LyDx0JNcCepr6riaCWIjJdYo/KqkVGtUiu7Ciiivm2IKKKKACiiigAooooAKKKKACiiigAp0aksOMimgZNe7/8E1vg3Y/Gr9tDwVY6ybdPD2hzy+JNa89cxy2WnRPezQn3mEHkj/amWrpxcmorqB9aftSatB/wTL/4Jm+CfgDpQntviJ8XYbXx/wDFB5QYriyZl3aXo7pgFRBGRM8bZImdt2Adi/nVNctcyM3JZjk89eT39+p9a9X/AG5P2hdV/ag/ac8Y+NNZu5L2/wBe1OW5klY5LZbA/AAAD0FeSx5Un2rXFO0uSPT8zspQ0JIoBIw962dE8ONqDqFUkE44Hvj+tUNOiDOMdzivVPhV4cW/v4jwE2dMEknOQMD12kfjXNFXdz3sDhVUkkT+BfgRP4ikRVhB3ei/TrkjucdfWvVfD/7Emp6tbLLFp0zpzkSReWzDB4Chs44OCec+vSvqr9jH9nzT/Eeo2s1xbmTBydxAc8INw2nJUmNk4PzGIqP4Vb9G/hV+xt4W0/RIpm0+x3R/MR5MSAfKASpVQ68Ac7yTj7xxmumyR+nZbwpSnSVWtoj8JfFH7JN7pDkNbeWpU7OC23HrkYHUH72cHjOFz5j4h+GEmnszFdoO3aCeHyu4bSeuAe3HQAkYz+3P7YH7PuleHNPWSOyjJijdN0kquRmXIiVvLIRS63HC8iRd5AOCn5lfHbwtbaZM6KsBw4wwiEW/GMMVBb59wyQCcBeWI25LK1zys74dpUI3hsfL3/CKGOTYWUkH/PPStLTvh891IwA5VWbHsuc/yrp0sUe8DCLywTjaDwg9P8+gr0L4f+GYnEc20fvBjavGwncB05P3c4919a7sLQUmfm+PioaI4DT/AIISS4Ty33uxyAuQME5GR3HHFb9h8BJjkiCRA3QhGDKSMY/WvoXwT4JtpI1m8pQhQqS20lVwdoPp91hjPXdycjPf6d4It1TmOPJHQJhQSM8H8fpzX0VLL422Pnp1GfJ0XwDvIUGxc4YFh/Ep5IxgnJx36c9eKsw/C2+sQWDgeWdmFYMAOTwAScHA9uc55GfrZPAtqqACJAF3bV6AE4JbA4yT2HHHOQTVbUfBEM0e10Eg65Y7jkAAEDoO/QfiM4rq+oW1MefufJd34f1XSCVJlVVycAkjHrnp+dZGr6zqemnEnmwhfl+Qbgp9/wDPH0r6g8W+B7SSGd1VS7HK5XBUgDB+nAPU/SvH/iR4ZgjSVkUeQNxDueABlh1+6MbgT2LOepwOerQcVuCldnjF78R9Qt2OJZUbqTkjB549u/5Viah8WrxGXdcyAocZ9MnPQYHU+g6d6v8Aj2yWAsYgoG/5UZdr7Mvndk/K3r2+YZweK8z1mcFsbtwHGQPvA8hvy4/GvIq1px6miSOku/i5e7nxcSgntu6jsMjGcVzuo+OZrpzllHuo25+uOtc9d3RGQCTjvVRnJNebUxc3oaxijRvNYeY/eJ4/X/OaptKXqGgHBrjc22WTwRl2x2ra0TQDfSKMZzWdpcYkkFd14MtEaRSyllIPAHXg9fb19s1pTimRJ2Nbwn8HJ9WAKREDtn5c9fX6EfXiupj+DtxpkSloWAIyM5yfX8u/pXrn7P8AY209zAX2uchTjGAckbhk9uvoS3JyRX00nwGsvEGgb44lEgTY2MnAHG0Zxx0P49eld9NJM55TaPz91jwV5cROwB1Gcetec69pa6TqMKhSEVXPTuTX2D8ZPhOfDN9Mnl7dpI+790fXP+cV84/FDQDC25VOd4P69Py5qcdRU6Ll2OvA1eWqvOx9Qf8ABL/w2dQu7XMed+pop/79f/XFfqlPpbeLv2If2gLLG4af4odY+PuCTT5IiPzIr88P+CUHhhpp9IkMZ2vqJc+4Gxf6NX6w/BT4Ws37BXxU1KdM/wDCWX2o6mvHDLbskYb9Hr84xsrQc+zR9Vip8+LjBdF+f/DH5YfsCs50DUItxLW93Zt19AB/Wv1k+O2mDUP2N/CEvObYvDnHQMp/+tX5b/sW+HBoni/xRYY/49Z1TH/XOcrn8hX6xfE7Ty37E+nFv+Xe7jH045r6HizFqtlEV/Lb9Dp4YpexzyhXXWXL+B+J/wC0Ggn1K4YDM+k62l0g/wBlyUcfTpX68f8ABLLXLb4h/sE6ZpUrCWPRb280mUHk7C+QD9Uk/SvyE+NcnmfE7xBaN0d50A/2gdwP86/R/wD4IVeNP7R+BXxAsHcYh1a1vUAPQS2qgn/vqM1nnqayqFVdOV/M+0lCX9szS8z8Jf2qvhy3wc+LHxJ8JMu3/hHPElzp4HYLHKyr+iivEG6mvtT/AILZ+EH8Gf8ABQv40IYxFFqOs22pR46MJ7aOQn/votXxW3U19hnFd1o0aj6wX6n49jYcmOxEO02FFFFeGYhRRRQAUUUUAFFFFABRRRQAUUUUAA619E/sMvP4R8J/FvxcjqkWn+HE0ZW/iE13cI4x7GK1uAfrXzuv3hXt/wAIdbbQ/wBjr4hRIcHV9b05XHTIht7zb+GZz+Yrqwn8S/ZP8g6nkvzXc7O5yxPJPeni2LOQM8+1S6Ra/aHxwSf1rrNG8FvfouV2jpnOMH3z0/GoVKc27I97DYWU0uVHN6bCYXye2cV6f8LNdGlXaOXVWyCNwJAJIx/WuTv/AAtJYylSpBAOAVKk4Pv1/wDrGnaTdT2MwADAA5ORx9Oe3+cjrVxwlVPSL+49jCqdGeqP0Y/ZQ/aHXw5qMcy3cMcjbn8stlCFIfYWA3Ab0wQW5DAgEjB+49C/4KBWUPhXLSL50e5JVWSOIMGYnd1HHUbsFdxOSxIJ/Ezwl8VLnTPKCu6YO1sycMMkjODnIyRkFTyfXI7a3/aA1FvspF1LvsstC32tgoYdWxgFS3qCpByBwcV0rA4mW1Nv5H6Ll3EE6dPkaufdP7Sn7Z0vjDT7l3uMTSHMh4Q5ZVLHcAjECPzABtAO1NwO7aPgz4q+P01i7kY+XGz/AHkXA2EDb5a4J+UBAPQ8dcA1zfiz4qXWpTKzSrK0YEQeVmZyg4HODj5Rjg/nya8/1bXrm5lVs7m5z8/qf8/nWqyzFvT2b+5nz2e51Or8R1djq6vLkncSN2c8D1/x/CvSvh9rCyRlNpw7LI2GyNuV2gZHXc7ZJ4DJk8ZI8DsvEDwSAOSBu9TkY5rvfAXjFoXUIJCygNgA4+4ADnqMg53dwp9wPTwmWYuL1py+5n51j6vPex9W/D/U44vKyFXdtbHB4KDJ5AwCYwMdOpyeMd5pviGFYI2H3FUDKksDwMf4e2K+fPCeo3MVsFRICsOVUbRt2oQpXnlScZA27iMHnkV3Fr4svJAkkhcbx5nmIpUBSRliWVQFBwCeg5z0xX0lLDYhLWD+48CcGeuN4mhiA3TKhHUEgY9j7+1Q3fiKMxEK2X5xxkHjp7/SvMbbxjdWsTbTMjR55QHc4HAwFKl85BOF4GeowTFN4hvy4jIcbMgrF846/dAwAee4/D0OzoYj+R/cZcrOo8Ta3FHHIYmBaMLhi4Yk8/m2B+JUdK8N+JOvoQu0qvllR94/uuUfanqA5D44UtkYxk1veKfEd9LaSOJYTGgChfOKHJY5wpTduAJ4HIOM4rx74jeMTAswY+Wj+WWCK7eYOGDEYxwPlAOOxPeuargMVNe7Bv5McVbc4nx9eRBpFQjyIBIAc5DJkEH0DFQ3A/xrzDWZSkpDMpbgEjgEgYP8senArpPE3iCS/unwXDljncQeD1GR1z1yQOvtXK3ljc3CAYHP3vnznk/414mJyPMpbUZP5M1U49zKnk3sQKj2Gr7aDcH+Bf8AvoU0+H7n+4P++hXlS4ezP/nxP/wFmqqQ7lLYaSrp0K5X+Dp/tCk/se5/55sfpzWDyPMFvQn/AOAsftI9x+lP5cqkjjiu78JXIQockMpGSDgZ55z6Vwtvp1xC4JifA9q63wrdC1dM5Qjk57Y5rSnluLjpKlJeqZM5w7n0r8B9UaPUolLfMOcFsAEbSM8ejE9iN3Q5yPvX4N3BvtFCvljjkuBvG4ZGfqBk/Ue1fnj8Db+M6hGEK5MisNgyVKkEDH45wegX0yR99/s/Xhfw+u8KmVAxuyM8Dg9SBkjPt7jOkqNSHxRaOWprqmecftW+GY8SyID82QM+xJz/AJ96+LPippwKk44B6j0r7v8A2pNv2KduDnr/ALJx0/KviH4pKHtpyOCOVzwDitIq8Gi6MrNSPuH/AIJf6CdJ0bQyFZngsGvGHqzmRx/7LX7VX/geP4Z/sh2/heVEFxYeD5vtK+ssiNJJ+O5jzX5j/wDBEf4LTfFi68IyvEfs9zbWckuBwIokRnz9dpH41+k/xw+IieIvHPxE0xSGTS/DcwfB4BZW/wAK/Jc8qqioQf2pP7j6PAVnXxtep0hGP3v/AIc/JD9lXRlufjN4yeMApLesAAOxdmr9R/i1pgg/Y0aM/wAF9Hx6fNivzi/YT0eO+8fX8pA/0q6eQse4XJr9LvjUyv8AsdyS8EPceYP++pP/AImurO6v+wOPTlX5n1WTJfXsK11qv8kfgj8dLoQ/Hu+UkfPeupHruDV9r/8ABDXxMdLsvHGmFuJdPs5cepinuYyfyZRXwx8e5/N/aB1DH8N6zfTA/wDr19af8EeL/wDsz4h+KYskLLpEuPot0T/7NX2FXD+1yeKf8qf3WPvMFBVM7nLpzP8AU+av+DlHwmmg/tg2uqIMf8JH4Z065J/vFHuIs/XEa1+aDdTX6o/8HOoE3xH+Dl8Ot/4Ulib38q8lI/8ARhr8rm6muurNyw1BPpBL8WfjvEtH2eb4mP8Ae/RBRRRXGeIFFFFABRRRQAUUUUAFFFFABRRRQAq9a9n+H1tCf2QPEchQNKfElugOe32aSvF69l+H8m39kTxEOw8SWx/O3kr08ojzYlRtff8AIqFuZXOc0KNIyu1VXBzwMV6J4NWN41SUJIpXaFZwq5IIB+VgeCc9R09OvnGgs7SKFBJOOi5r2D4eeG72Wwf/AEcuhGGBKu2MdQgOT0P68HBFfpOBwdVQ92m7eSZ+hZJiKOibX3pHK+J4BFkjfj7uDkY9sEZHbrzx+XPNLtk4OK6/xxaS26NvJKqxQJ2QjHGMDGOeCOCT65ribglZCfeujVOz3OrMZcrujStroggHJzx61p2Uk17cw28EbSz3DCOOONd8krk4VQByST0A61i6JBJq2p21nD5YmupUhjMhwoZiACT2AJ5r2nwz4Mi0SfWv+ECn1zUvEGkwS6Pe39zElpFBNNdSRefCrHMMX2GOUO8xBiZ2OVwCPWy7L6mKbcdlv376Lq7Jnzub8V0srppN3k7W6JXdryfRXseUa5HdadeTW13FNbXNuxjmimUpJEw6qynkMPQ81gXp/ee56HIFe2fFLRvDWj2Ph618ZXmtS+JLayW1lutGs0ntb62ViIZRcSOonKR4izGpRlhQB/lzXk3xN8NReAvHWsaNFfQalFp128EdzFlUuVUna+MkgEYOMkjJwe9deJy2eHvNO8VbtfVXs136Hh4Ti2nmVNRkmp2b2dmouzcX22a62ZjRAyXKL0B65x079fbP1rt/h9bJ9oZJFaNtjlCMrtcqw3ZBH3T/ABA9Ac4yM/QH/BOz/gjj44/b18C6p4/uvFfg/wCE/wAKPD12bK78X+KrnyLd51CkxwoSocgugZmkRATgMWG2vSvjH/wRB+IH7Mfxb+FMKeLPCHjf4afFfxTp/hbRvH3htje6fDJdXEUQ+0Rq3yN/rSAkhRwjDzldQF4P7XwsansXPX+v6sZVFKWtjyjwXEUysHk2xDKAkbAM/wAzIDsICkBAUBAwAIieOa6azt0cxFo4EaRvN8vyPkZsBhgOueCCeo27DyWOa3vjd+zVcfs5/tneIfgxcaxZ6pc+G/EFroh1dLZ4Ybvz1t5RIYSz+Xt+0YC78/IfmG/ePqG9/wCCNXi//htnxr8JNF8WaXcaH4GsLTVvFHjLUrN9N0yxt7iIz5kQySeY4G7CtJ0jLMyDcxJZlQhFSlO11zddtP8ANHC4SlsfKM8gePalzcE8So3GR82Tzkq59Dgs3fbtDCte3ELo6TQvOkgIaIwTSIrDptX+LIc53E8FvlwGJ+0fiF/wSg0Xxb8P9f1z4DfHLwT8atQ8KK93reg2IS2vfKQlnlgAknaY4GAvyhz9x97AGD4T/wDBGm4+L37N3gP4uXfxV8FeD/BninTZrnWr7xBbfZE0ZRKUhUMZlScyOjHl4UXA4c4FSs6wqjdztrbVPe19t9SfZyW58L+Jb2F1LqpX915a5LRxQrkbcGRtyqSASSQBtVcYrwX4talHc28qRSBgw85ZRhBdhSAScEqRkEKF5wwJ4INfol+13/wTF1n9m7wvofxA0Hxb4M+LHwqvtVgs5PEPhhyy2k0kgRUlQTuIl3HYJI3bDOA2GIDav/BfL/gl/wDCP9nfUPEfin4e+OfA/g260ux0u3tfhZbM02s6jJJdJA11EZLhpSCjq+0RsMWx9M134POcO60Ipt83Xta179tznqwdj8grxAtw4DF0BwrEY3L2PPt/Oo8cgYwfriv0Z8Ff8G53jQeCtKl+JPxe+EXwi8beJrdbjRPCOv6oqajchhgJIMja+7ClY1lweCQwKV5v8F/+CG3xa+Jv7V/xC+C+sXGm+EvGngfw63iG3S6V5rPX1aSOOAW0wwpSVpAPMIwpV1ZQysB6rzzCNu072/r5nH7Ns+LAp/OgqR/+uv0A+In/AAbw/FXw54N1a78LfED4RfEfxV4btZLrW/Cnh3XjLq9kIxl1WN0Us4xja+xi2FVWYgH408N/CMa54ch1WTWLG1spEn85jDOzWrRlBsdVQ8v5i4K5HDehx6GXYhY1v6q723/pnPiK0KC5qjscVg4z2pytnvWr468JXXgPxbqOjXjRPc6bM0EjRNuRyD95T3B6jv0rJQ813x5lK0tGVGcZxU46pj0YKangOZVPHX0zUC/eFSwk+YMdc16mHJlex7D+zy5XWoEhAjaWRVZhwQTxwQeBtZuevSv1R/ZHWG58IabE8i29oUjjGQfkRenXOcDgdunctX5Ufs7xNca/bRqwjDyLnc2B98AgnPHy4H9D0P7Dfs06bpi/C9GUqtttE/mggPuKAZGSTgKAm3POOvSviuKaSeq6D+sqCUer00POP+CnGjaZo/hK0mtljt9Ri/0eOKNVP2hR1d8HO4Z4PuwPavhrx94e8LXHw38HzuztdXupiDUpI/8AWPCJQJt4/h2BkA9n57V9nftMXn2vx3py6jM/lxRFLIzY2l+Am3ttU7gBzlgPQAfFviV9GsvFnjcNCW0ubSdRt7NUI8r7T5QBVT6gnAx6p6isaeAw1TLfbzhF3021Wl7nzmW15wzOOWScnyWm5PZptrl+W/3n7y/8EDPglbfDn9gnw741u1dJNV0WM2rvwyQBCST7nAqn4X1e41jRPjt4wnY+Tc2ckUTH+EYfA/Su/wD2WvGcPhP/AII7/Bq2sR5c2r+D7FEXoQjwhnP5ED8a5f8AaM0MfBT/AIJ1eJJ3PlXviEhG7E7+cfgoP51/HnEeH9ti5taRi+VfOR+j4HHRwzWDvedV88rfyrb5M+G/2EITpd5cXUvCRWM0oz6s6Rj+Zr9CfjVqi2v7FFkCcNKmT/3xKx/nXwr8ANFPh74eynG2S4fT7IZ6/NI0zj8gK+u/2u/EC+Gv2OtAgJw8tnJL1x/yyA/9nrk4kqNUpUlv7qXzsfo/DGHc8Tge8nOX3XZ+HvxuYSfG3VZRxtncnn6D+dfV/wDwS3zY+L72f/n50K6OfXE+a+QviVef2l8RNUuB/FOUHvmTj9BX2n/wTx0wWOpKyrzF4cmY/VnJr9aweGcsoqP+WC/Q+vyapH61XxD2v+p89f8AByfc/ap/gHIf4vDmofXH2pP8a/Lg8k1+mv8Awch3v/FT/Aezz80Pg+e4I/66Xjj/ANkr8yq8eUvcjHsj8l4rlzZvXl3kFFFFZnz4UUUUAFFFFABRRRQAUUUUAFFFFAAOteyfDp8/sm+JI8Zx4htWPt/o8vWvHIxlhivrL9hTW/hhonwR8Qz/ABPsNS1TSovENo0VvaQSTFj5Ep5VZIxzjGC2D0ORkH2MiqcmMi15/kb4ah7aooXS9dEeKeEBuuACGK8dBmvoH4XWAm0kDc3Qb9pBUA4OQCG74G1h7cFq8l8Z6n4c1r4w+IbvwfZz6Z4VuNSmk0m2mB822tTIxijbc7nIUjOXY5HXvXvXwTtfO0fJBEQ4ceXv3/K3AHOcAn0XuccZ/bMPXbpqSPueG6Cu47nKfGfSpNWXbIpjvRhBIzE7wAykHJOVByM54IPYGvDLslJyrAqy8MuMFSOCD6c19CfGyw+zW8iuCqvCXwBtHyDGcAqNoOV+ZFxjhVx83gOsYv8AzWjV/tFoSs6kNygJCyYPTGQCDyOv94104/LXXwrxNJe9Hdd13ODN8SsJiVB/DL8/+CQWiSXNzFHAHaZ3CoE+8WzwB719pfsueNvA/hX9qfUb3x0LvxWyQFPFOnRL9qguNXgUbNUWBAGvYY5mlLxK5ZZdt2I7lENrXxLYajLp13DcwP5c9vIssTjB2uDlT+Y/SvW/DXxmh8X6vcPpum+EfAXiV0E9pqVlYyyy6jemRFWNHnmeOy3FmcSoI1jKnBUECuHK1QqUp4epJrmts7O1ns9FfXrp0PhuJIV5VYYmjFNRT7NXun7y3srX02dn0Pef2+/ir4G1/wCL+l3ej6Ami+FPEErtcaolyRNcamgt2k1q3s3hja0DOV3qUg+2r++NraM8aQ/JPxubX/8AhbXiL/hK7k3viP8AtGb+0Z8qVuJt5DupXCkMRkEADHoK7nxh8SrX4YWWn+H7zSfD/jLVrTzr7VrnUXe7SPUJnBYRTQzASBY0hDHcylxJwQAT5L4t8XX3jTxBfarqc7XOoahKZriXYqb2PUhVAVR6AAAdq7sTGjToww0JtuNrXd3trd7b7dtTycp9vKs8ZVgkpKV2lZPX3XFdE1q++jsfqx8Xvhhrv7bf/Bu9+z7N8MNYjn8L/AzUtUHxQ0O2IM2lyGaSRdSlhB3SCGKSaXC/MVuywBw236UsfgL4a/4I4/sE2ejeJfipo/j/AMC+M/jF4I8XeAL+CQI0tnb3WmX+oX0cG5wibLe4bMbuuzyiWDSla/CLwT8VvEvgfw7r+iaPr+s6VpPiu3jtdasrS9khttVijlEqRzorbHRXG4BgcHpjJr27Xv2yfiJ8dfgJ8NPhR4i1mG88EfC95RoFq1rCs1uJJCzM85BmZQhdAu4KqKi4Y4J+Qq5FWnaCmnBycn311+bv+B9LSxMXBNrU/Uv9sr/gmP8AHD4q/wDBYTW/E3hrwbc614L+IPiLTde0rxJbXEUmlQ2CwWa3LTTBx5bA27MI2B8zCbA24Gvov9oXxDY/t7eKP20Pg18M9e08fEHUNW0O8srea6SKPxJBY2lnHeWUb5wyrJBJExPyhpvmwrO1fkh8G/26PjJ4C+Ddv4H0P4oeNNF8NQWzQDSbLWp4bayjJcNFENxEaFWLGNQAwUbM5bOH4K8R3fw+1fS9Q0W9utE1DSCk9hdaej28tnIp2rJC6bHV9pIHzDg8gjcVccmxMlFVZK9NWjbyad39yM5VYrZH3Z/wSL+BHxB/Zq/4Kh/DCHxv4P8AEPgy81yLV7KP+0rFoBqESWMrSpFJ8okjDiJjgEZ2nPQL0n/BXzUJ/CP7BvwD8N6VK+n6D/wlXihzYwhlhzb6jcpACFBOEV3AJICl+3UfImvft3fF7xL470HxNffE3xlqHiDwuLhNH1Ke/kM+n+em2YQsDu/eKEDAklggHcqeU+KX7QXjb4raBo1h4n8Va54ksNFuLi602x1J/MhtJp5C80kTAli7OXfccbiRnHU9kcuxFTGQxNdrTft9rX8UYuorNH1f/wAEsNQ8v9h/9svTr9pr7S7Twpb6vJbPAjFbuOG8PmhcBTIPJjOc9Y0zgqMR/wDBZrwDrOrf8FKPhF+03p3h698U/AVYfDGu3viLSbdr60tbK0vlklacofkURSKylxtbcAGyGUfFeifGbx58M/CvifRvD3iW98P6R40sf7M16zs71UXVbfDqY50KhnQCVhyeAzDo1eU+Jf2svih4H+Cuq/DTSPHvimz8A62s32jw3DduNPkRpFYgwkBY8k79sYA7knPPbTyeq8S69JrXT5NJP8jmqVND6u/4LL/8E0fj18dv+CjeveM/CPhfWPif4T+KVxbXXhnXdEIv7CO18iOOOKWZCUt44wuFeQqjIA4Y819vJ4s1L4dfGq98KXniu2134sfB79k3VbbxTq1neNdSwamGs5IQ0pwxkR4ZZgzYfFwjELuFfiv8If8Agov8dv2f/AkfhbwX8W/HXhvw3CWMGnWWqyLb2YflvKXOIgSckJty2T15rkfhp+1L8Q/g5rfivU/DXjDW9M1Lx1p1zpfiC7WbzJtXtrk7p45mfJfe3LNncTznNa18kxE4RpSatHRWW/TU5ueKPXP+CNfjbVfAf/BTr4NXWkXs9jcX3iCHT7hkOPPgnBiliYdGVkY5B+vXBDv+CknxB1j4c/8ABQn4y6Po121jpGkeNtZgsrXy1khgRruRioDA5wTwDnbnjFeAfDL4ma58G/iBo/irwvqU+j+IfD90l7p97CFL20yHKsoYEcH1B+leifHb9tnxV+0b8MbTQPFUGmajqEWs3Ou3WtmHbfX11cS3EsztjCDzGuPmCqARDFgDad3vUKNSji/b0vdTjZ20uc1WjSqx5asVJeep5Truu3fiXVrm/v7ma8vbyRpp55nLySuxyzMx5JJySTySapgbSM0lKQTz1zXsQve41FJcqHryRjmrFvC0kg2gtkEjAzUEanI9elelfBGws45bq4LK+rRZRYnOGiQghiF7k9D6A84yK9TDXdmZTdtFuexfsgaFpT6VC8Lx3b3mVvN/DRncv7sf3fuoc9MhTg4yv6H/ALM8sUPhhYIpnbTIJI0eSNdochThue5Gcd9oHA+YV+aPw8sYdL+IlzaaPJLGkgWO8hUFY4upaPOcbflIJOMHAByMV+p/7Jl5pcHwptWVNlssC/aEI3P5hVR+ZwAD6IDxya+W4s9+NkrWOHDScH7Te707r1X5Hn3/AAUql0+fwJp8NkA13IQtisW7I6Kf+A8AY6khscgk/EHijWdNT4SaRpyaY7avousvf30Tr84itz5szk9cGPauO3lkckV9bftUXY8P+K9K1DU7G4XSpHMdvM+Wjjc7wrLkAEDj8UbABUg/JnjHxJFp/jrxJr8NtFPpl9bXmiQyJ8yS3T2xCZIzne2AT0KsTnrU0P8AkWupaz2t5W3PFy+Psc1jgneVNe/zvVc17cvy3sfvf/wTl0R/i9+xb8EredSumaV4S09TkcYESk/nx+AFZX/BZTxmknwe8K+H7Er5WpakIlQHhgpC8f8Aj35VF+yZ8d9P/Z1/4JUfCq5kliTVLzwdZybQw+X9yP6jHv2rzD9uLUrnVviB8KdC1Bne40Hw+uqX28dJivmuSPXO6v4zzDErFZr9XpL3Yyd/N3P0bKMmq4VVczxjvUqvTyirpL0OI8JaX9n1DR9MVeLrVriYY/uwQpCv/jxavVP+CsuuDwd8EdI04HYbfSFQjPQuyL/KM1w/7OmnSeMPjp4T08jL2mmxGUekl1MZDn32kVQ/4Lo+Nla/vLGNgBCI4eD2RN2PzcV5efRdXMIUY9Zr7kfsHDlN0sdRb/5c0HL5y0/U/J5JTr3iqNActeagMf7q5J/nX3x/wTzC3mr+LmXGyw0p4F9sRP8A1xXwV8MbLzvGFvdv/q7K3kuWz0yxIH6Cvuf/AIJXyvf/AA+8eam2WF0zW6H/AHjHH/Mmv6AWHVDhupKWntGkvS504dungEutWat6JnyN/wAHJGrq37Uvw30gMCdH8AWIYf3TJPcP/Iivznr7d/4ODvFf/CQf8FMfFVkDlfDulaXpSjsuyzikI/OU18RV8Je6R+YZ7JyzCs3/ADMKKKKR5IUUUUAFFFFABRRRQAUUUUAFFFFACqcGvqX9iXx+ngb4M64YfBMHjbUrrxJZw21vJsAQtbzgjLRtgFdwJ4GOvFfLcZw49+K+q/2HPEnjvRvgT4pTwLpdnf3y+IdOvXa4GRCYVlkRgGdVIDKuQQ2emMkV6uS/73H5/kduXNrERtf5K/4HB+MvEEfi74xa7qSaDB4VW91GWQaPANqad85/cKMLwvT7o6HivpL9nHSDNpXljhpWCvgNtYdSDwAcseNxA468E189fFAeJX+Pvi0+MUgj8Vf2rcHVUiKtELjzGMgXblSM7sYyMetfVX7Lmnte+HDbxpIS3DArhecgg7jsByVHI6++6v2LDztSifofC1PmrS+f9W6eh5x8fNK+yO80QDjZ8oYx8lVTKgBAVK8gjGQVUqVwAPmKe5k0XW2aFirxM0Z6YcYKsCOhVgSCOmGxz3+uf2nbQRhigkOY9nyDAjKgbVKkLtbGCFPAUbR0xXyL4oRU1q4K7ShkJBX7p56j69foRX3ORTvFo+U4/pWqImvNGW9ga800NKgUNLb5zLATnoM5kTj7wBK9G6AnLMpiLB8qw65HIz7U6KUgEA9fUVo3Hi7Ub1ES5u5LpYwFT7R++8sDoF35wPpV4jhGhiKntqU3C/S11f70fDUszrUo8jXN8zLku1VcBuPTIA/+vVJ59pIHP610cXii9iA2SxLj+7Cg/pUi+M9SyMXLD6Ko/pWlHgRR/wCX/wD5L/8AbEVs2rT2ivv/AOAc5ZSuGJHU5BwOoxXceB08ySNpYmaNZA7MseZFOxnHPAJ4PcEjABHIrMTxbqTEf6XN83H3q0dE8Y3omxLd3QR2UkqwUJjo+cHkHb26FhkZzXp0uA04/wAf/wAl/wCCYQzOpHaC+/8A4B7H4Oubi2sYISY2RQojKySOAoEYK+XghVPDfMob5s7gGLDtLB1RCyvPIHdmMiRoCWbn53Cld/oT/tHLbitcP4J167urW3jN5du/71mWXbJDGx+fG/hckbTuG07wwyWVd3bwauzytdmaMzysQr/aT5pTcflfBySeCdwKhSvI3Bq8+twb7P8A5fX/AO3f+CdEMbWlq4pfP/gE0d9LYRNJIhZpk8suvmk9gVXyxk55+9kcggdqhbWY4LW6ZWcG5Id3AeFQeS2VU5zuIwrozHpkbmJms1EkbSR3Ylmn+ZiksaBm4A2uuwNyepUOM9eDtqi/aFWAurkjaqIkcG0RqAQcALGpIBKhTuGCQduSByS4cUdp3+X/AAS3XlbVfic/4luGWzWFZ5Hi3q6bsbAoYZ+VQQCWYnADbivLAZx4v46llumyJJmEwl8sGNz5ijLF+jHknJOf4x1xur1fxHJY/bXBit1lO5p5JIw0gxsyhZUAYsrDcA2SCuCeSPJviKwbUJ5IZGlkeRg5OWd+EwSSzEjAZsZxnHLDpth8l5H8X4GNWs7bHAysMADnjoO1RrjNW5gM+v1qCRcEgCirg+R35tjJSuMopShweOnWoyT68VwufKu5aRJginIueB3quXOcZNTaevmXaByVjJwSenToT2B71lHHpSUbbjsbfg22gnv1aUgyxkPHGy5WTnn8uv4V03i2T+ztXsb3TZruLWpevlE7nyPvZznJyRgZyM/jzN45l0WWa6DRSQOFt2A+dSBkR4z93HP+zxj0PQ/CW7i/4Sd5NS84alLgRtKNowynnB6kj1xkZA616dTM4UJJWbsun9bl0aSq2ouy5nu+i/yPZf2NrjT2maPMiasXZbhZcBmBywVOh4wM8knODwFx+hPwBddXsJrqwhklsUXLmMEq4LH5wepVudpHYHsefzj8NxW+pfEW3FjE32xv+Phwu1pM8YOe+Or9R9VOf0g/ZA8bWWk/DgRTkW1xZbjJlgonO5lLAE/xMMcZI5GTya+Xz3OKWKfspLlt36+R59XBywdWck+e7tpe2n9adjmP+Cg/i3Ttd8BQWdqiTahqcixwWo+ZosEBiTxyCAFPO4OeeDn46124voPBNz4HjtoTrmj6jLqbGMkpPFbRvcFgccsxUBfUFa+if2qPFU/h3xJBrf2C0NnHOH8pW3goxbcVzznMh2ntsGcZOPmv4jfFQ2vjbWfEtiBPZJbTabbNt8suHgeNJcHHR2DYOOMA9Kxhn2GnlsnJ2n8KXl39Dw8tymrhc0VGnB+xleo5P+e9rL0X37n6a/sVeFPEP7aXgP4SeHLeWS38LeHdL0o6zeS8xRxrtYW47GSRVKgdgWbpzWt+0x8WW+K37THxF1e3kLwy3yeH7DHozbCR9F3dPWvQP+Cd3xm0jwB/wT+8K/2PZQWNj4M+G6azqkkS4+0apPAkSM7fxOzt0PQRgDAFfMPg+7fw+dMuL072tre78T3TseWlVdsOfq7rX8oZNSVbM8RilG0YSl89dX95+34/Dyr1sPgY6zqcvyT1f4I+yf8AgnD4ei8T/tI+INVQBrOzvXWJuoEdtH5a49s4/Kvj7/gsV8TR4s8f6h5chb7RM7gZ673OP/HQtfb/APwTn03/AIVX+yj4l8S3IIul08W6sRgtNNuZjn13Otfld+3b4yPi7403ECS747e4OPcIMD8yv61w5bQeOzyKj0/U++w6Sp47EQ2k40o+i3PGbK2/4RrwZqdyMb5ysEZPoBg/yNfe/wDwSe8MeR+zXDKc51XV7VD/ALSmd3P5rHX5/wDxSvVs9J03SEY7+Hf3bH+NfqP+wv4YPwv+Avgq0uE8tYzNqUhYY4gtVHP/AAKRv1r978SK0cvyulhE/hSv6nS6cZ5thsFHalG7+67PxU/4K7+Lf+E3/wCCk3xiv1O5P+Ehmt15z8sKrCB+UdfN9dj8fvHbfE/42+L/ABG0nmHXNYu74N6iSZnH6NXHV+aYdNUoqW9l+R+MZjVVXFVKkdnJv8QooorY4wooooAKKKKACiiigAooooAKKKKAFT74xznivqH9h/wt438dfCfxVpngrxDD4buDqEMt3cyTyQhoRDKCoMasxJJXCgfjXy/C2yQGvo79kT4eeDfiJ8IPEdv408V/8Ivp0Ot2OxwyIZi0NwM854UhScK34dR6mTu2Ki/U68Cn7eP+dvx6FH4leGNZ8HftAeJtJ8Ram2ueILDVJYdSv/MZzdXIc+a4Y8tlwxDNgng4Bzj7C/ZDtPtXhB4/LZgQWCRKSgOAoYHaR8q7hxuwCSx9Pie80PR/DXxO1Sw0G+fVNEsr10s7pjuaeJT8rcKMkjuAOg4GcV94/saacsvhiIeZEHCKWJK5GG7MeD6nAyS2R1FfrVGX7qJ+ocHJus7+fn+PU8+/a/t5PtEnml5g8ZELs2WcGRBnOG3EEn5gSPlGeRuT4s8bRpDrkwRg/ZiFwudx5BycggZ/E9xmvuT9r6wMMszOqIu1lfycMAeB8hVemASDnBAGCwUBfhbxegGtyuo+WQ7lwuFAzjA9gRj8Mdq+34fkfL+I0bSXqbvwE+BHiv8AaZ+K2l+CPBOljWfE2siZrS0a6htFdYYZJ5WaWZ0iRUiikcs7AAKea9Tuf+CX3xu0/Q/E2oz+E9Nt4fCd5JYXkcvibSkuLmdLa3u9lnCbnzL7dBd2siG0WUSC4j2FiwFY/wDwTw/aG0T9lb9q7R/HHiGCa50vTdI1y0MUdnHeeZNd6Pe2cCtDIQkkZmnj3q2QU3ZDdD9K/FL9vL4PfHb4Z6gb3VfEfgfVrHxFH4o0rRtE8B6XOsJXR9Agj02x1N5Vn0mG3uNKlgjkgRi8HkNIjlTHXXmOZ5nRxUaWEpp07LVxb1v5Pt/Vj89w2Gw06TlVlaV+6PE/Ef8AwSZ+P/hDxvZeHr/wFjU9RnsrW1EGtadcwXE93dyWUMKzRTtEZPtEUkToG3RMv7wJkZwvhn/wTv8AjD8XPEng7R9B8GXF1qnjzTdU1bRraS7ghluLfTZbiC8LK7gxNHLazpskCszKAoO5c/YOof8ABVP4FeFPH1nqvhu2+I1/fy63o+v614huvDum6TqGu3NvrEl68s9vaXH2f7Wlu0aNcoqG5lQu6ggO8d9/wWe+H2qeFvB/i7UfD/jm5+LHh/wlDot8NLurbSLS/wBTl8QjV9S1MXQWVo3uWt4mdFgCsb67X5QFYkM8z9RhyUF72mzWtnrZu9r2/p6afVMHZ2n+X+R8L/Dv9mfxl8Vvhzf+LND0pLzQtL1zTfDlzcNeQxlL6/8ANFrEFdgx3eRINwBVcckZFeh+K/8AgnX8XPg34xvLHxB4etbC40Xw/qHiu6ddZtBElhYX8mn3RWVZCplF1C8AjB8xneMKp3Ln2H4cft0fAzw98SfjNoE+iePdD+E3jXx/pnxB8NPo9hZvqmlyadcXUsOmyWzzLEIXjvJE8xZiYjFH8koZtuf8Zv8AgptpPx//AGT/AIh+GdS8O6haeOvGfjvUNRsbqMxzWukeGr/Ul1m40wSfK7supxRyA7AGDMSVwAPeo5xnssQowopQvG907pNLs90738l8zhlh8MldyKdl+xF8Tfhr+z1o3xDutN0NtBvNHs9eC2OuWUmoxWNzN5cF3LYRSNdCF3eOMSmNQjMqnIClfSJf2E/i1oXxt1zwNr2i6T4Z1vRtJi8RakNW8R2Vja2tlNLHEkjSTyrEA8kyx4M3mLIzpy2SsOif8FCNI17XPgnpMlvdwfD3wV4S8PeH/GiWHhzTW1jXRplz9rmtEvTi4NjPJHbDy3mRAUZmUMmxvWPH/wDwVR0/4speeJpvBEsPjy68Oaj4fmtdXig8R6Zfwz+ILHWoxP8AbIoyYlzqMJjMB8tXtyjgqzR8OOxvEKlyOlF3b1s9E37t9elnf1VuxtThQaVmeLv+xl8R/EPjv4gaFaeHJbjWfhhpU2reK1kntJFsbONA3meaodZ90R3oI2PmRsWUMDlYfgl+yd8Q/wBozTTJ4L0GPWZL3VF0GNVvLeKUXf2S4vREBIcs3kWk5G9WXKKB85XH0R4c/wCCqHg3wV8UfHXiS38IeLfEifEbx7b63frcXyWklroUWnta/wBnlY0kF0ii8voljPlo0cVsd4JYL55+xj+2l4I/ZP8AB+s6JEni/ULaDxXPrGk3VvZRxXb2f9g6rpMHmcxhJhJfW7t5W5EVXIPCg+bWxubexnJ0UpLl5dN27c3Xo72/UpqCdkzzXw3+xj8T/G3h3QtVt9KsNC0nXtNu9b0++8Q6vaaHb/YrK8t7OaaZ7qaMxhbm7ijVXCF3kJXIY48w1j/gmT8ZfFMnihItC0NdR8Oapc6bLZXXifTYL/ULqC0hvZlsrd7jdeA29zBIDb+YGWRCpctk/QPjj/gpxq3jz4GPD42uZPGXxHm8Pavplzqmr6ZYatply1zq2iXcDtDcqYGiS30yVD+6JWR4SAWLMnBfCf8A4KoS+FIbVvG8N7q2s6nrXia71TXrXQ9MbUNJ+36Lp2n6fe6XK6j7LNatZsPKgMcZiSNNzYXbnHEZ2oynGEbptWs76dd9e19NTCp7N6M8J/4ds/FW58P+FLy0s/CeoXXjVNPl0rSLTxZpc2sSRX0C3MEstitwbiGLyGErySoqxR/PIUUZqza/8ErfjjqfjHUNFtfCVjcPYWlrex36+INN/srU47ppUtFs743H2a7lneC4SOOCSR3eCVQpMbgepX37Znwek1T4SeLI9Y+KNh4o8CaVomlXdnoXhbRtGntTa6Rb6dPcw6zHM13dlWgE0cN3EY3XMJ8pGyOk0f8Ab+/Z90rxzPZppHxAsvCX9m6VHqn2bwvon9neObm0ubyeX7ZoHmCzsWdLpYorizmEkBiklVd87bfLxOY5pb4NevuvTXzf5biUYHzjJ+xpdzfsZx/E6EeNJNXj8af8IRcaS3h2MWiXxjaRYVn+1G4MwRRlDaKu5wocspFYvxO/YS+KHwc+J/hzwh4m0Cw0jWfFjtFphm17TzZSyI5jkiku1nNtDJG42yJLIjRErvC7hn6a0H/gp/8AC3wt8K/D3hPSPBPjPTLLw1p1vq9sP7Ujmtn1+DX/AO2V3xMPMddubL7Y8xk8k7vIJGK8n+OXx9+DGu+NfAOmeF1+KF54G0nxbqni/Xbq/t7HTtZjk1J7ISQWio88L/Z47GIrJIV812cFY1wR5/1rG3anHv0/y/pmlonOaz/wS7+OehXPieKbwXBLP4Rjjl1GG217TbmYq9oL1fs6R3DNdN9mIl224kIXkgV4jCi+WI2JNs/zZP06+5GRx+FfoHF/wUV+Dmp+PL/xTq2rfErWdf8ADviK38TabdSeHrSO48c6hHoosZLm/IvAti01yBI5jE52LklpCSfzzUGJjHlvIDAyFVzjtXRl+IrRTniIb6bP8L76b9iJxXRmj4cuY21Wza/eT7PFkQMwOxWyOSfb16cLngYrtPG0lpJBZwqjPqO8CAxsTsQk5HBPXjGB6kHnnm5JETR7lpwjWEgUxRx5Ks2CE2k85HI55xvHbFXPh3OPC+v21zqcTsLuIeTIzA7e3ODwduB6gHOK3r0nD3E7369vV9ux00ZXj7B2XM1rbb+up618A9Tj8N+I57TUU8rUGf8A1zsHA56A5wcMdwYHAPWvtD4JeIo/Ed5cPp8cETRHLSZ2eaNpHJ54IwM4yAUyV3c/FMuor4o8SWFhYxCecHMk2CAqnJK5yRtwdxJ6EY4yc/U/wD8eL4X0uSxu0EctupZSrE7h8xGN27OQSOmCP9rJf47NIXlZHdUkrug5XppuzS307/191iX9sDxtHqtg9rAs0t7LiJw4G3PQ9GYEkKPTHI6DJ+V/HtpNp+hXWkthlkPmqx6EbTn9R+le+ftFtqOrLLqbExyxNvjiErPgDLEDdjuxJ9epAPX5/wDiDeya3oV/qQJQQlYkT+6CDu/VhXBBWpWl/wAP3/r0MOabacr3W3ofqb+z/YXfwx/4I6fD2xuWP9q/Ga7t77bnDLpdlH5aZ9mk3kexFc69qPGzfYYV+fX9Vh02Ej/nztTvl/BpCn/fNZPhf42t43/Za+E0ariDwX4A0vQLBCfvyLbIZCPdpmGfXNe2fsUfBubx58f9M0QorweGIItLZiMhp3zLdPn/AHmIz/s1+S5hRWCwM39qpJ/ddn3HBilLE4jNqnw0IWXnJ/5Kx9IftEarD+z7+w/oemlvIudWD6tcqTghUUsox9Sg/CvxY8QeID4u8a32oXHzHzCCc5zg7ifzIFfp5/wXB+NMUcVxodlIFFmE02BQeqoAzn/vsgf8Br8k/Heup4O8MXJ3DziDGDn72eT+bV1+D+Ue3xtTMqqvBPT5f8E/QsNFYTA4eNXRK9SXq9dSHwrE/wAVfjtplhGN6Xeo29koHPDSKGP4DNfrJ+0f44g+EX7GfirxLFiFtC8G3Hlc4CS3fmSL+O1k/IV+ZP8AwTS8M/8ACVftV+HLaQbp4Le51JjjlH2rbxZ/7aTIfw9q+u/+C5nxbt/A/wCwjq2l2LrEfGOtRW0KBv8Al1hwmMemEFd/ibjvreMhhk92r/efL5Jj51aeNzeT6NL57H4dSMGzTKUjrg0leUfmzCiiigQUUUUAFFFFABRRRQAUUUUAFFFFACp164r6T/Yul+Hi/DbxF/wsTTNW1TShqtsyLYRSO0ZFtdEFtjoQCwQZB+pGa+bYxlq+qv2E/wBo7WvgF8B/iXHpXhq78RRa7LbWk32e+e3e1LQ3KhsIpLjDMSAM/IDkYyPSyl/7TH5/kd2Xcnt05uy9L/gcDfWenaf8WdZg0i3vbLSU1GU2VveQtFcQQb2MaSKzEhgpAOSxyOtfoX+w9bM3hIqHjWMswcMwwVxjGMjr06/nzn8/de8YT/EX42azrl3a3en3OsahJdS2926vNCztuKkrHGp5PZF6AYr9Ef2F9JW48GlXlwzlDgquQQvTnOOuckdWHoa/VqLvSR+p8EpOq7bannX7cNmqG6Z7hnYYLeZkSM28sHYE5J/1ZJKnlgcdS3wH43RovEdyrliwO3nnAHAGcnOAMZFfof8Atv2/2a3lJfc0jowDEMoK+Y5DFcc5YkcfNnOcHa354+OEWDXZIxg+UAu4HIYYyDwSOhHTivtuHnc+Y8SlaS9TIFSI+BUWaeh4r7fDvY/I5bkiPg0/K8Gok+8KfXt0nqZdSWNhkH3q/pUCzOpYIxBDbSR8wAJPXgnjp36VnR9Pxq9o0wt7reSOFOAUDhjj7pBI4PQ+gNezhZNMzkken+ABbJp8DmNxOsDBHCmMsCCh+Ysin7q4xuDLlCjMDu621k+0WQj+2qbZgCIrgrKARjZ8oD7QRyAeSZCRkbXPGfD/AMRfYw1sqyJbhcKshkB8rpvClwpYh+QvDcded3X6ZrEdq5juozcTRu6LLIirI5zz867ERWY7ssDu3HBBSuLGLQ6qTVjSlSExq8cqiNCzTKs4xEB6YbO0EZ4Ve2SdwxFPZGOExzlRHGVaWdlAMLHLbiVzC207iWGMsBgL0KLe23mPJBbeWn39k8aiM55U4JD5wMZLEj+JWJzUE+oAXO6ARbz85mluGt5GJIIAJZldwDlWZs4IHVtw8CrfqbprczPFEouPPeQDeWUtyXZ2GdoMjMwPOc7dwB3Ek7cN5R46jnjuH89lmLDBZZFkPDEcsD/eDZ6ZKhsc8eneIL5ypYAW6qNuBlFACnanzNuV+HGzgncRg8V5N4jkZbqTcocNhiwQKASpx0HXGevrWNNWVjGqznnGV7ConPFSPwDUTjivLxVkERtJGAXyeaU9Kc6gRAjt3ryORNuT6GgkrbZAy8MeuKs2GSqKANn/AC0znGO+7/P61WtzmQluW6j3p88Ms0j+UrZVcygex7/p+tYym4/7Qle+nL+dv18gavoXLKP7Ncx3bwzy6TFcEhWIJUHjcV6ZwB22krjtXceLNetNS8PwQQAXkt+VMKKzMSQcbvXPJHPOSfeue07UYLfTZbqNVNnGojaFvmG4jhDnrnkgj3PY4XwfBc+FZbbWp7dZbRjsIJ+aJWB+YZ6ZBJB5HrjivMqRUIpQfMnv5X/rQ9CjLkXIno93bbU9D+F91N8ONbij1CGMJdKvlzKd205yOeRwcZ9eCM5FfRfw38QzeK7wi2uLiO1tVOx4yqK31GcjJ/hxwCCCC/HzxqHiRPG1xa6Zp2JjIRJI7AqVPPHtjcM47nHYk+q/DPU7n4c3T2zEPZSkiNgQhKkcEDH3+OV3FRkclTXzOOp3XJ0X9b/12O5RUWqKk3ST3t1sbfxg8WXKae2lOCLsbYQ6bBlSTnJTC8ngYGMY79fI/iFpTaPpklkZQbedFlY98qP68mu/8W6PL4q0yXUZnVLqQ7odnKKo6YPHGPYAY4GOa858YzNrfhDUL6V908KxrGAemP8A9VeZK6g+brt/Xoc7jK0ea9mtPTU+yf2RdfGsfDrwHBJDt0zw5oFtqk/cTNDHiNT/AL87Ae4j9K/UL/gm74IX4S/B3XviBrLM11aW0hMjcGe5l+eT8SxRfzr85v2D/hVdah8F/ANgyiS58XQW+qzqoz5VnABHaofQM5Z8d8fSv0b/AG6PiFB+y7+zHovgyEqt2lut7eKGwxm5EaNjr8+5vfaK/CuL8e8Ri/qdF3taPzP2rK8khTwWEyal8VV+1qP+7ukz85/29vi5L8QvirfNPILhNJZot2ciS4Zizt7jcW/IV8JfFfVT4j8UR2SHdbWfzyHPUjt+J/lXrv7QXxA+xecWkYzMSz85LO2T+PUV8/6lO+n2bOTm4uwZZD1woBJz+ANfv/DOTwyfJ4UnppeX9ep5viPmvJR+qUfiqNL0ifa3/BGfQIBq3jvxzcRFzbTppOnuR/zwj3Ng+888B+qD0Nec/wDBwJ8Xvt3xB8GeAYJMxeHtPFzdDv5r4x+hOfcV9hfsGfC6P4Vfsq/DjSZbdbe+1GzXXtTDjBDzO11tb32yQLj/AKZ1+Q37eXxqb4//ALWfjjxItwbm0uNRe3tH3ZDQxHYpHs20t/wKvxLHXxeZPFy2u7fkc+c4dZZw5h8Gvjq+8/RHj7rycCm04ng02uk/NQooooAKKKKACiiigAooooAKKKKACiiigBU+8K+lf2HPEXj7wz4T16fwFp9jf6gmpWpKXUkSfMsF0y7fMZQcYZivQ7OewPzUmdwA6nivoj9i3Q/EOsaFqb6D4sn8KyQ65pkbTQylJCZjJbgryFyPOJJbgKGPQGvTyj/eY/M7suv7eNr/ACtf8Sr4r1LXde+POv3nia2trTX7zUpZb+G3lDRRzMxLBWDsGXpg7mB/vHrX6J/sLIJPBT7TvQLuw6MwDYVsdepJLdSec9d1fnX4n0jWNA+PPiCz1/Uo9Y1u01KWO9vvMZxdSgnc+5grHJAzkD9a/R79g+LzPB+xEli2quBg72IAOMceuOOARgjdX6lSf7pH6twR/Ek+pw37eFspkuCG3+WGYFsMCSzFcgd87TkZHBztwd35z/ERBH4luEXdtQhVUtu2jAxz/n9a/SH9vECWJR1O0gpjaMZcAqQOgLjgheM9uv5vePpnl8QybjuCgAEHIxgH+vfnknvX2nDr1PnPE5JNepiAZNPSMgdK9J/Yz+Bdn+07+1h8O/h3qGoXOk2XjXX7TRp7y3iEstss8qxl1UkAkbu5r9nB/wAGh/w6aQY+NPjT5vXQ7Yj6/wCsr2cx4owGVzjSxcmm9tG/yPy/C5RicUnOirpOx+DqoQwzxTsEDpivqv8AaJ/4J66P8FP+Ct9r+zfa+JNTvtEn8WaH4dbWpbWOO6EeoLZl5fKDFNyG5bA3YIQZ6mv01m/4NDfh+G2j42eMRg4P/FP23XH/AF2/r1ruxfHGU4KFOpXm0px5l7r2MqOUYmq5KEfhdj8I0jIB4qezTdMoJ6kAcZ5/z/k1+6Df8GjPgAZB+NvjEH28O2x/9rVQ8Qf8GjXhxtLmOg/HXXIdSVCYP7Q8LxPDv7Z2XIIHuASPQ9K0w/ilw8nZ1Wr94y/yKqZDjE37p+QGk3jXhKGaQxM7Tb1kdom2sXBbksvBky2c/MWJYNler0dp7GCGLyp2MLFNscquU2jBA2DcSRnlNvy4w0m4sPa/23P+CR3xi/4J8t/bfjXSrPXPCtxcmNPFOiS/a7KNySwMrOFlgd8nAlAVzkKzMUKeFR3v2sBZolumll+aO5wyEHqCu5t5BIJPDDDjeVV6+vo5lhcfQ9tg6inHyPPdKdOXLUVjYvjF5cbeXG7k7PMa52DaWIUKC7YQHkZUYABAORTZ5pRYyPLttkjxlEDkpgMzKEY7gN5YYCBv9zJRrOiPd+JNQt7DTbe/uri8l8i2trGA3FxcMcARoitl2fGBwScArxlh9+/skf8ABuR8RvidottqnxV8RWXw2024gWSLTbW2F/rJz821wrRwQDOCQ29yQNyLyp+YznOMJl8OfFzUfLr9250QhKfwn5qa6/2C3ZInKzSKyhUiVRjhSCUI2KFPKlWbknjHPm/ia781juVoxt/dRhDgAbBnJI5YAkkgnhR9P6FPC3/BuF+zxotiU8QXPxE8XzMFV5L3Wo7ZSq9FVLeKMIoP3QOB27g838WP+Daj9nLxlb7tIufiJ4Wu8kma31iO6Vj6ss8TEjJ9R+FfJx8QMsv9q3e2hc8HU3P58JBwaiYZU1+l37af/Btp8Tfgjpl9rvws1m3+KmhWUJuJtP8AIFjrkIAJfZBuaO4wBkeW/mHOFjJr82b+wn0u8mguYZraeB2jkilQo8bAkFSDyCCCCPY16lHNMLjYOdCafl1MHBx3IEiK5yMEetR4AbBztzzX05/wSr/YR0j/AIKIftM3fgHWfEmoeFrS10C51hbuytEupGaKWFBHtdlGD5pOc54r9CF/4NcPh/E4DfGHxgFzyf8AhH7Y/p59ePmOc4XDVfq9V2a12b3NY03JXR+L7rgrjIcH5cHFT2ZOBGjBJEfc3PGR0bPovP59+3pP7Yn7K3iP9iv9o/xB8PPEitLcaNN/oWoCFo4dWtH+aC6jzn5HQjgE7WDITlTXnmmaT/beu6fZfNEZpkidwPuBmA/TP510fWITh9bp/d/X59kQ007MF0yTUbqS7tYI3ghcFYyuBKFxnC+/BI684HQ12cvj62v/AAsFgRZLq4zAIW+YgnBJPYjJ69CSPQiv13k/4Nj/AIf6BqL2yfFjxyVt28tSml2i5wevU4yRn68+1fmv+31+yXF+xL+1/wCK/Cnh7U7nW7Lw3JaSxz3Nqkcsgns4Z2+RPlAUysoxjCqD64+ep5lh8RJqg7t6v9Wl89jvoupCLhDqteuhwvh3R7/4YmDUGVZoZlEVwq8mEkk7R34wMEcE/UV6Z4b1E+P9YG3zBpVsDkhgolzjnHvwM9sDjsfNpfF0vje1s9PsYyJLkD7T/djAJyB2KggHP0HFdTbWt18MpUuLeSSa0kwskcpHztjGMdsjkHtnFedirfZ+FX/4Nv17HouMU2qXNKimm+n9f8N5G74p1a+0QTaY0/mR3J3q5JyMnkgZ4JHXP65zXPfEPT4dC0pFRg0RhDSY6Ejncfxx+Va2l6Oniixu9QvXUy3TE5VgfKx9BxwAPoBXOa/eiXwdfJKS80ixiJmH8ORj9Oa8mun7NtdVp/XmcrXK02tHe3kkftX/AMEK/gj9v+A3hbx34h2Gw0nQLS4LydI0igCwIPYbS31HNeI/8FRf2lJfiB8RNQu5ZnWFJDO8bt/qzjEUX/AUAJH94+9fQXwT+MOmfAT/AII+fBvSbN8XWueEtP1PUWDfNIWhXyYT9cDI9FJPWvyt/az+Ls/jPxPNBHOZ5pJWkkkHPmyk8ufp/ICvzDgHht5jnlTGzV6dKTt5u5/QuSTlg8rnnOO0lOKUf8K2t6/keQ+MPEEnivX5p5n/ANGtSXfJyM9vyFV/2f8A4c3X7RPx88N+GoYz5ev6rFayjPEdop8y6f6CFGH4+9Y3jW4/s60i0yJsvIAZWx+efqTX1N/wSX+FDx+J/FHj1wI10K2Xw1YZxj7XdjzLhwf+mdsmD6B6/V+Msf7Ki6EN3ofkOE585zn29Ta+n3n13+3D8dYvgH+yR8RPG9tCscn2IaLpG0gFLi7Bhgx7pHvkwO0Ir8GGYMCcjOc1+if/AAXd+P0U1v4A+FulXreTbWv/AAluuWqn/VXN0uyyhkHZ4rMK+O32s1+dFfjs4KMrI6+Ms2WNzBqm/ch7q+W4E5oooqT5MKKKKACiiigAooooAKKKKACiiigAooooAdGcOMgkelez/sxeGPAvirw9rlt421250GBLq1kt54F3FiFm3KFKsDkH25UYznFeLr96vYP2aPFXgHQ/D/iODx1ot7qsV2qCza1JEkEvlzBW4kjPDEZySPUdj6eUf7zG51YNJ1Ve3z2NFvD+leE/i1qOm6Bqa65pFjdlbO+Q4W5QYKuOBg9s47A4zX6YfsGQqvgtFXayYHlgR7lKAAccA+uB09c4GPzSurzw7c/GLVZvCFtdWnhqS+ZtMt7jcZoYdwKK+WY5HA5Zj796/TD9gWPzfCDqrFUOCFUkBeANoI75ycjnBODwa/T6f8NH6zwPbmkl/wAD5HF/t6Dy3m4VSzGTexBkUD5mjyDjG7qMg5CNngV+bfxGB/4Si43HcwY5bj5u/QYA64wPTHav0r/btszeQzSJIIli2qOB8wAY4+X2RkC9P3nXFfmt8R1ZfEkuWcgEIASTgAdB+IP0z65r7Thx6ngeJy1Xqex/8EoJPL/4KZfAY/8AU9aQP/JuOv64FwHHHOa/kZ/4JXOY/wDgpX8BSOp8e6MPzvYhX9c7H5wfc18d4k/75Sf939WfM8Jv/Z537/ofzp/t8DH/AAdGWHr/AMLO8Gf+i9Kr+iq8ALn65r+dT9vw7f8Ag6M08/8AVTfBh/8AIelV/RTdNmQ8delcHGF/quBa6U0GTWVWv/iZheIfHugeFbyO21XXtD0m4lj85Ir3UIbd3TJG4B2BIyCM+oPpVjSdesvEFn9q06+tL+1VtpntZlmjzjONykjpzX4P/wDB2xGh/bQ+GLgZz4DXk85/4mN5jr+PPvXj/wDwbgfGTxp4D/4KZeEfC/h281GTw14zjvLfxFpaTP8AZLm3itJpVuJIwdpeF1VlcjcNxUHDkH0ML4fSr5F/bKrJe65crW6Tezv5aHDiM7tinh3H5n9HniTQdM8ceGdR0bWbG21PSNXtpLO9srpPMhureRCHidTwVZSR079c1/Nv/wAFR/2Jf+GDP2wvEng20S6k8L6vH/avhyWaVruWfT5gSkZAkBZopI5IWaVWVvJRiSSFr+k+KRlbILMc/eHJ+vGfp6Gvgz/goN+y7pH7Tn/BXb9lGz1SIXNno+la5r2qQghkkh06S0ntldf7hupApzwQxXB5NcXAufzyzFzUn7ji7rzSbXz6HLmmHjOF7a3RP/wRz/4JU6d+xx8P7D4g+M9Oa5+LniO2MgW7Xc/hK1kUj7LGC7gTsjAzODkEtEp2ht/2xdEcsQiseMqoAP1PXP8A9f0q1cu8pZmfaZBuJYgEfXJ6Hr9eOa+L/wDgsp/wUduf2B/gPYWnhiSz/wCFkeO2mtdF+1RmaPTYEA+0Xu0DLshkjWNCCpkkBYEKy15Tq4zOsfeT5qk3t2X+SMpKFKFl0Ppb4h/Fnwn8L/LbxV4t8L+F0kGUOsatb2HmZ4GPNdc/hWV4W+KfhT4qB38K+LPC3ioQj942i6xb3/ljOPm8l22/jX8s/wAUvEmrfFDxZqHiXxFqep+IPE2sSyXF7quqyl7i6c4XLyuN2NuABwOCPujLcp4L+JviP4F/ESy8S+ENd1bw14h0mXfa3+n3bQ3EBHBAdTypGVIPysCQQQa/Ql4bS9k2q6cl0toeW8w15T+suZmJ3Ddx05PH+SK/NL/gvV/wSn0749/DPWfjX4C0lYPiF4aha98RW1rEM+I7FVJluXAxuuoFG7cMtJGGB3MqZ+hf+CQv/BQd/wDgoj+yuNa1mGO38c+ErhNJ8SCKJIobuUxkw3kaKNqCZFclRgK8coUBQK+o2iiuEeKeKK4t5VMcsbruWVCMMpHcEZB+tfEUalfLcZro4v7zWVpxPwO/4Nnh/wAbFNTPJH/CE6j/AOlFpX7szryeCeeR61+QX/BJj4D2n7MX/Bef4v8AgHThINK8NaVrNvpwckuLQ3VpJbgk9cROn1r9hZ1GSCDkkY712cQ1Y1sX7VdUn+AqWisfDv8AwXD/AOCebftqfs1N4j8OWP2n4k/DqCW600I+1tUsMmS4s8fxPwZYhyd4dBzMTX4GeCf3PirSo3wpe9gYPwVb5x3x9ec1/WaMxSK6sVIPBr8K/wDguP8A8E8f+GXf2p9I8feFtPaLwF8SdU+0yJDbeXb6Fqe9Wmthj5VSQZljHH/LRAMRZPdkGaezToylrZ8v+XzIqxu0z92/EakeILocZErdOa/n7/4Lh+Oxpn/BSr4oWdv5n2w/2VCoxkYbS7Uk/XDYHviv6Btefd4hutuQfPbpxg5P+P6V/Pv/AMFq/A0+t/8ABUX4p3sMjQXK/wBkG1ydqnGl2YPI5BJBwe3qOtcGQp/WJJLo7/gddJ1VeNO+umnbqfNmmeCL/wAJaXBqdpNIL+JDJcRggrtwcgHvwOR7HFdD4e1OX4la5E0saQWtogLRBj8xPLcHnk4HsoHc1ykfi3UPFFnb6O0ZgvJJNlw7naSB27YPXI9sAYOK6jWPDsfg2O2vtOkeGaFhE4I5mJ4B+p7j05r3cTBN+5038/8AhvxOqaik54e7pR5XL1/yf4fcXfEMTeHtUubW0mdrS6Tc8cfOxc5xnp6YPpim/EfULebRoZbRAYbaANgclVyBg1a8H6ravY6hNfN/pj5acScZXnAA9M9v/rVja9I9n4Qu4/JCf2jGPL/2V3YxXj4lJx02ZgmozTptWb/8B10Wp9f+L/2jJbH9jr4YaRHPJjTvC1jCqlslpBbqpb6KuEX6E96+XbzUGto5dSuiXkkyIwepz6fy/Kr/AIX1C48VeB9B+1yFbXT9OgjUE44VBgfpmsfV1k1u8yoKwxZ8oFcgf7X+FfaZDk1HLMtTpxtzK/zfU/Q+J+IKmPpUMFR+GMYqy8kkYsOlSXtzNdzI7yR5kYYLb2GcAY69McdSa/UL9mz4LWnwE+D3h3wzq1xFpY8Jae+seNHb+C6uIDfaiT7wafHHAp7PcqDycV8pf8E/fg1pXj/48R6n4hgkfwh8ObOTxdrQIyJVtSGtrQ9i01zsUL/EFNeh/wDBZj9oK7+DH7ONv4K1CNrX4k/EtmuvEMkcuGgikmW6v0OOcPOLW1HqljIO5FfjnFOPVTGON72/M8GpN5ZFUofH+r2+5H5tftW/H2//AGpP2ifGXxC1GEWtx4s1SW+W2VtyWkROIoAfSOIIg9kFed1JM2T1z/Wo6+PPn276hRRRQIKKKKACiiigAooooAKKKKACiiigAoooAzQAqcN/9fFez/sx/EbUPA3hHxTDa+EE8VWt+YY7gG2877MfLnCMCY3C/MQc4Byi4IIyPGVUhga+gf2Irn4k6XH4guvh59je7ims0ube5aNRMGMqp98gcE/3gea9HKv95ijswHN7ZKL112V3t2Kuq+Kx8QfjXrOsDR10JtU1B7g6d8qizLtkodqIoOeSQiDJPAAxX6YfsCQlvBPKFEIU/MCrN1w2OucbgccjjuST+bPiebXZ/j9rX/CTQWsXiBL7y76O2AMIlUKmVwSCGC59MfkP0o/YJiS68FI0jtlVQBscHJJJJPfIGffPI5Nfp9H+Ej9X4G1nK/8AX+RxH7eL/aROxLxyPI22Qr1Ploe+MAnYMgEMBnjbgfm38SN39vtlWUH5sEEHJ5Oc/wCfXnNfpV+3ndCAShl8mB18zAyP4Qqgr03jcQCQCFI9Bj82PinGYvE1z0ZWkba/UOAeMH0Gccf3cdq+14cfvWPD8Tl+Z6p/wS7k8r/gpH8BW/6qBog/8n4a/rq3ZYV/Ib/wTOlMP/BRn4CsBk/8LC0EfnqMAr+usyYk4/zzXyPiSv8AaqXp+p8lwrL9xPyf6H87X/BQE4/4OiLE+nxL8GH/AMhaTX9E1xIVckkDAOc/U/lX86//AAUFOP8Ag6Dsj/1UjwZ/6J0qv6JLt9jEjIbn868/i5Xw2Bt/z7ROVO1Wt/iZ4J+1r/wTM+Bv7cXjXTvEXxU8EHxRq+jaeNMs7kaxfWRhthI8uzbBMik75JDkjPzdcAYn/Za/4J0fA/8AYm1O7v8A4X/DrRvC2q6lAbafUmmnvb2aIsrGIT3EjyLGWRCVUqrFFLA4GOY/bZ/4KyfBv/gn38R9C8LfEnUNfsNV8RaeNUtDY6U13AsBmkh3OysCPnjbjBO0DjJr6IsdTttVsoLuxuba8sryJZ7e5gkEkVzG43I6sp+ZWU7hg4IPBr5+dbMqeEjTnOSpSvZXfK+9lsaVFRlVfKldFpY+SBgEHO44HHfnsPzr82f2dP23NA/bH/4OBPFEGg3dvfeG/ht8OdQ8N6NeQMJINSmF9ZyXl1G4OCpdmjXaWDJEHB+bFes/8F4dM+KN3/wTx8TX/wAL9e1nSm0eVbjxPaaZGv2vVNFZWS5RX++gQN5jiMjfGsgYkfKfxt/4Ih/tD6d+zL/wUa+H+sapdGHRNeaTwpcOHU7Ev0KQu6biVC3QhJ/hHJbbgBvs+FeGFi8pxWYqSc1FqMVuna9/mvzPCx2Kca0afRn9KDzlWHBVlwCeQMfXrivxL/4Oe5rw/tY/DiPesVpN4IbDytsUH+0Lgy5+XBBAhyrHa+VA55H7X3K+VuVsZBKsMDPUjHuOvYV8R/8ABa3/AIJxX37evwG0vU/CCRH4mfD+Wa60ZJLj7OuqW0qr9pszIwIV28uNkJ43IVyocsPH4Px1LB5pTq19I6pv10uTi4uULRP56NXgi0+0l2yAkYjlXzleIscgBnUDeOMgAFSMckdeK1baJiibsBj82zYD64A4HOcYwPau0+IfhnW/CHiOfSfEFjq2ka5YlkubPVIZba7tmXOVdJVV0OQ2dwBJI4HOMDwh8NvEHxO8cWnh3w3o9/4h1+/lENvY6bAbqeZyQAqqmc8/hX9FTr0/Y+0lJWtvdWsfO2bfLY/U/wD4NU3vf+Ep+OKASjTxYaOX+9sE3m3W3tjdtL++M44Jr9hFbHHf6Zr5V/4I+/8ABPK4/wCCd/7Lcmka7Mk/jvxfdJq3iJYXWWGzdEKQWkboSHESM5ZgSDJNJgldpr6na4ht42mnmigt4lMkk0jAJGgGSxJ4wAMk+1fz3n+Np4zMalelrFvT7rHrUo8sfePzA/Z32/8AET38bfL+6fCK5I5BP2HSM9PfvX6YyEh8jnHP6V+O3/BJP49WX7UH/BeX4ufEDTRL/ZPinStbutO81Srm0FzaJb5B6N5KJkduRX7DTSYb6EGufMaEqNWMJ9l+Q4O6uj54/ZP/AG5NN+Pn7Qvxr+FV9JZ2fjH4UeJ721tYBLiTVtJ89hBcKp5LwkiGQjOB5LdXNegftQ/s+6B+1V8DNe8B+IYs2GrRhraZR8+n3UZ329yn+3HJhv8AaXcDwxr8I/2tf2mfE37Hn/Ba/wCKHxE8JzhdT0Hx1fNLbsR5Wp2rSlZ7WUEH93LGWRuMjdkcqCP3n+Bfxw8PftK/Bnw58QPCM81z4c8U2Qu7RpQBLD8xV4ZQMhZI3Vo2AONynHGKvGYKph1CpspJWYQkpaM7C6vWvL0yPhS7biB/D6/rnHtX4Bf8FtPH8ugf8FPfiraC3ZpGj0oW7HOCTpVpyw9uenpX76I2ZB9a/A//AILQ+B4/E3/BUj4qzXRlCGPSViIPzJjS7TJA6Hp075PTOa6Mhv7eSj/L/kdNL2zmo0H7z7fifN1r8Nm/sFJpJ3h1fcZnkeTG05ztJ7epY9Dk/d5q34O8QL4i12yOqHY9rERApjwkjd3JPQ8DseV/CuftfEd3awDQdSuUS3SURS3KkkCNRjy891xjgjIGQeBx1PjqDT4dFtUhVPtAIW0CEkkDGeR1HP5lfevfxHu6pWtuu/l6nSqcOX2lBcqglzJv4nftcs+J4I9V8SzLZwmSSJS9x/tHk5/3sd+5z9TJ461Q6z4WDW6Kn2K38xxjoQ2MfiBTPBWrp4c+1wX8RW7I3NIxyX49R168H3qLxRDc2/haWVgqJqanIUY2fPx+nT8a8TEK+vf8DlqyUv3i+1e6XTXQ6XRbj7X4C8P20Q/djS7RpcdX/cJ8v1ORW3o3hYRWz3E21EiUu7E8IAO/0FJ8EfDEniDwbo0piG2OyijUj/ZQLuP4KK96+B3wg0vx78V4NN1yT7L4U8L2r+JPFNwo+5YW53/Zx6vM+IwOp39K/TOIMTDL8lp1Km7grfNH65k+U0sBlks3xq0SXKn9pvax7j+yb8ONO+AvwX0ZfEcKrBrtvD8TvFYmGDbW8LlNC02T/rpKr3Tqf4Ys9Dz+Sv7af7SV9+1X+0V4i8YXdzc3FtdTmGwExy0dspOzjsW5c/7TtX3D/wAFWv2r9R8HfCzVtDla50vxz8UtR/tbxJbxn5dPHlqkdkjf887W1MNsAON73H8SmvzImcMxxjHav5bxFV1Jucup+V1cRUxFWVapu7jScgUlOx8lNrAkKKKKACiiigAooooAKKKKACiiigAoxToxl6cQSRn8qAGBSTgDJqS1tpLi4RI0eR5G2qijJYngDA55r1/9ir9hD4of8FA/jHa+C/hf4an1vU2Blu7mQ+TYaVCPvTXU7fJEg/2jljhVDMQD+mGj6V+zb/wQe0ndoa6F+0P+0zZ7Wl8R30W/wz4LuAnP2KPOJpVZgRIctlQd0XKVrQo1K8/Z0Y3f5epx4zHUsNFOq99l1foj58/Zd/4IVXGmfCu0+L37VPjAfAT4UXEXn2dlNEJPFniP5gFjtbEgtHuH8cq5HB8sqd1H7S3xl+E/xvMWg/s4eHbX4FeG/hlYXcttdT37NrfjUuiu01/Lv3FwLYbEG8IZWxjIFfNn7X/7b/xA/bM+Jt34o8deKdX8S61OCouLqU7YY+vlwxjCRRj+6gA6+pNYXwO8OeCdWt9Rg8bapdaOt00UdnPErsqcOS5IVhkHYPmHKs4yCAw9zA4D2FZSk7vy2LyupVqYqNWo+Va2V7dOr/yNrWdG1rw38dNZs/EeqDV9bs75o7zUfNklF1IP+Wm6QK54weQDjGQK/TH9gwr/AMIZG7MSXXYUA+72O4duQD7ZAx2H5iT+H9K8LfFm+07RL9NW0e0mjjtryNg4uF2qS+RxySeOxOPev02/YIV18BWx3KwwS5PRW5CjPfAB6kbiePunH39J/urn7ZwLfmkv63OW/b6d7bT3Yc48tdy/Kd25ogowclSTnHQbcEYJI/ND4kMX8QTfK0YDY2HOVOB6knOAB9AOvWv0o/b5SMxecflOxlRmIV8Bg249hjy1yeB0UZ5avzX+JDn/AISOUEMAvA3fePQ8n6duxz9T9jw69bng+J3Q9J/4Jsybf+CiHwFOef8AhYnh8f8AlSt6/rqafM3Ucds9q/jc/Zy+Lz/s+/tCeBfHsdguqyeCPEOn6+tk03ki7NrcxziLfhtm7y9u7BxnODX62wf8Het35gaT9n+1bBz8njVlGc9v9B4/rXm8aZHjcwr05YWF7L9T4LIcyoYanKNZ2uzxX/goOwP/AAc+2RyB/wAXG8GHk/8ATHSa/odvZdrsTng9q/lM/aB/4KIn47/8FPYP2kW8HjSxF4i0XXz4dGq+fu/s5LRPJ+1eSv8ArPsv3vK+XzOjbcn9ILX/AIO7dGujuuvgFqEZP/PHxikn6myU9fpn26VhxDwvmeKw+EjQpc3JTSkrpa/eLAZlh6cqspy3d0eV/wDB2bz+2D8LAcgHwLz/AODG8r7B/wCDbH9uj/hpD9jyX4Z63c2v/CU/CDy7K3Bl/e3ujyE/Z5MHtC26EkcBVgz1r8n/APgsP/wU10r/AIKg/GXwj4q0rwhf+Do/DXh/+xpLa61BLxp3+0zTbwyxpgYlA5HavPv+CbH7cWqf8E9v2t/D3xIsLJ9VsbQSWGs6YsnlnUtPmAE0IbswIWRCekkSE8Zr7NcIV8bwpTwNWFq9O7itN7v3fmjyp49QxsqkXeLP6t9QsLXXdMuLC9tIruy1CF7e4tp1ylzFIpV0ZT95WUsCMYIzX8xX/BT/APYgu/2CP2yfEXguGKa38Lzzf214TuprnmTTZmPlqHHRoXRoWyMgoG3KGVj+lNn/AMHXnwquHKD4T+P0DEdb+yIOSBuPIHXHTP4Yr5X/AOCt/wDwVr+EH/BS/wCEGgx6X8PfGXhfx94O1BbnR9Zvbq2miFtKQZ7aRYnMmG2o67VIV40ztDMa+e4FybPcpxt6+GkqNTSW2nZ79PyNMxrUa0Fyy1R+hf8AwRp/4Kpad+3D8I7Hwd4u1NIPi/4Zs0S6W6mUSeKbaMBRqEODhpNoHnINxVvn+4ymvtSaRw55dmHI4+Y+x9PwyRnOK/kv8IeJdX8E65b67peq32j6xp1wl5a3cMv2W6t7lTuEiMHSXzFboy7ieuBjFfo/+yd/wcx+NvhppdjoPxj8LwfEC2s8JJrWmudP1p16BpYXTyJWBPUeSxyCdx5qeJ/DuvSqyxGWrmi38PVendGGHx8WlGZ+tvxr/Zx+Hf7Qxtj498CeDfGklipS2k1rR7e+eBeyq7oWUdsAg465NU/hV+z74C/Z8tbuHwF4J8JeDY75cXP9iaTBZGcAdHMagsOnBPavlnSv+DjL9mLWrWOW91Px54ekdQxi1Pw1KWAOOpt2lB6jnP4Vh+Nv+Dj/APZg8P2kz2t/498SzKDsisPDxjD/AOzuuJYsZ+lfGxyfNklS9lO3bU6JzpLVWPuK5/ecf3jg+mcnj3/z9K/NP/gvV/wVT0z4CfDLV/gp4E1jz/iH4qt2tvEV1ZTK3/CN2EnE1u7DJW6nTKFPvJE5Y4LIT8wftm/8HKfxF+M+i32g/CnQ4/hfplxIU/th7kXmuyRcgBX2iK3yDzsVnU42yV+ampalPqt9Pd3dxPdXV1I0s00zl5JXYks7MSSzEkkk8mvpsk4RrU6ir4xWS2X+Zx1K6atE/QH/AINo+P8AgotqPPP/AAheog+v+vtP8/hX7tTTfNjk5IFfzSf8Eyf284v+Cdv7Rdz4/k8Kv4xE+h3Oj/YBqQsNpmkifzPMMUvTysbdvO7r2r7pn/4OnUkcEfAXCsereNc/+2FYZ/lGKr4t1aULx76aF0KijGzPhL/grBcBP+Cl3xxzj5PGN+QMdf3pr6b/AODfL9v+P4E/F6b4PeKL63g8JfEG6E2l3Fydq6Xq20RooboEuFCxkEcOkPIBfPxD+1j8dj+1P+0v42+Ig0saEfGGrz6oNP8AtH2kWhkbd5fmbU3Y9dq/SuFsdSmtLuKW2kmg1CNwySRsUaJgc7wR0Pv25Ne9LBRrYKNDE7pe76rt5mKlaV0f1lgmKTaQcr2PFfgP/wAFt/FN74N/4KlfE0qomhuotKaIE8xsNLtF/mK9e8K/8HLPxG8K+BNLt7/wB4W8U6rpVrDbahrF3fXEU+qyKoRrp0jVUV5CNxAJG5m7V8qfHv8AaIn/AG5v2h/FHxT1rSdL0rUPERt7dtNtWklt7FILaK3UKXJbLhNxJ7scelfM5ZluJwuIl7VW0/r1O6hz1akYUnaT63tb5nJ6VpOmP4DdrqZbiF1+0zXOeS/P7xcjqDng8E8GsLwjdnTdT0+41GORrPaRAWOUQ5JyM/wgk+/I9KyL3Fjf3dpbm5k0eO4R5ApyoboOenGWUH2HFdz4i1vT5/CMUNosNwt0Atso6xkHA4HTbnkepHUGuzENN66W/r5/8E67U6nvxUYezS/7fd/1/ryvayieLPEi21qqsbaMmSQKOeM4+gyAPct7VD4qvZ9V8JyRTfI2n2zFj0wQeP04/CmeFr+58Bym3vItsdynmIUIPzYP654wMdc07xfYyxeEDeyyqGvifNzwQCc/4mvHrvdsyqvmk6kt3utktT6J+Ht9p/we/Zp0LXb7GZtNhMCLjdLI6/Ko9Scivbvh9Zr8DvgZEusx2lxq2pyxeLPFRkfHlXiRm406yYZ5gtoka+nGekcCdZRXzj+yvpWofHm/8JXt9DF/wjngXTYjbWs8nlwXF1HH5hlmz0giCmWR+yrt4Lrnkf8Ago1+0215pn/CM2d2L2619ftdxdyR+XfR2MjrMDcKMBbi9kWO5kTjZFHZx4AUivL454jnjKdLDraMY/gj6nizjWOeVaOCwWmHw0VFf3qlrSk/R6I+a/2lfjXd/H74t6r4hnn1Ca1lcw2K3svmTxwKxK7yODIxZncjgvI5715/Ukh3ZIyc9c96jr8zk7ts+ZSsrBRRRSGFFFFABRRRQAUUUUAFFFFAABmlCEjPpQi7mxUiIWYcZP8AOnYBiqQa+8f+CWf/AARI8S/tuaBL8S/iLqsvwr+AWjOx1DxPexiO51bYuTBp0b/65mOF8zBRTuxvZfLPuv8AwS6/4Ie+HfBPws0/9oj9rCGfSPAO1bzw14GlYxX/AIr4JSS5UMHitycME4aReTtQjzIP+Cmn/BWTXP2idYtvDOiwQ6L4S0hFsdD8OaVEI7HT4UUIkccSAAkKAAQOBwOOB7WVZLPGP2knyU11/RHxfEHFscNV/s/AR9pXfT7MF3k/Loup0/7an/BTLwh+zd8Gbr4Jfsy6DF8LvhjGxTULizYrrPimTYI2nvLjPmHcoAILEleOFAUfmRqV9rfxa8Qm3062u7ySQ/ciBbHOcsegA9eOtevW37Od74gkGt+Ob+TSbVv3iWaMDdzj0b/nmPzb2710llMLeyOmeFNLg0LSgMPIB883uzH5mP1P4V9NNUaFNUqEbL8X6nx1PPqdC9Vy9tWe8npCPl5+kfvPK9I/Z+0zwQqXXia7Wa73ZFjaOHwfRnHX3ArqtH8aeB/D2618a+DpLjQ7xkFqLGPM1sw4LcSRs2QT/HyR3PId4z1/RfhtB59/cCa76qGbc5PqAK534Y/tB+LJdQ1S70Xw6dX0+CS2ubi38t2MSwSrOHIQ4A/dnJYEAEnjGR5UMRB4iMFuz6vhGrjcZmFPF1ruCvrbTVbKPX13Me6m8Mz/ABe1J/CSXa+FmugNPFypSbyio4bLNjndxuPXrX6Y/sDSfaPB6qwUNJDjagLK4GAFJOAWA4B67e3yk1+ZepahPqvxo1y5uNGPh65n1KaWbTAgQ6c5kJaIAKu3aSQBtGAPz/S39giVIPCY4BWRFYhXDHcCwU7cjgZzySQGJx83H2VJv2Wp/TXAT96X9dTmv27pDKsk8bspQ+aQ4wpYfvMLnkhVRcNjqzAg4GPzS8eoU1xs5Cr8iqwI2gADAB565/XPOa/SD9vOcpHIgV1BjyxK8suVIBzjH3egwBycZwa/N74gkx69KhAULjao6D3+p/ljsBX2OQ6WPE8TXd2MReDn0p4OaiVsipEPFfcUJXPxmRMpwOlOBGaiRu1PU4Ne5QqMzZKrAHPSpYyNw5zn14qCpYT8y9fw617mGlqjOXc1dKY4QbUO7CjLKCuTjj06Hk4x6jg1qWly9yyxJK6icpxI58hCeBux8oyTg793DHJB641s/lbCTk5DgE8Z/D3CjOfy61oWcq6fIDGUKhSpc5B+7jP3Q+1gTx3GfQY9GqrxMWagY2Ns07loWAULuIfYMdRIueMgD7p5Yr8pVakLlLOMRPHAZ4GQwRkhVXpyA5K9SPnBXLAbSc4rpZPbTTtCu6WMn59mCzk9AQShJGRt+bjPHGaZJqF1aW/lm4HkoGRVS5ZkLMSMgg7SOWBxuU4bdk9fFrrW5on0KuptNawyQtiHe4lDBvlcAYzuGEfrjoTnOCM4rmbpzI5bIYE8HIz+VbesXH2x1MURkk24Mg3uz47ksMk/RVHHtzhXZZWOdx7ZNedWdomi3IH+VTzULEYqSQ5FQv1r5zFW3R0RQlK7hk2jkn9Ka3Q01XKNkda8aVVw0ezLJUbyGw2NvXJ71JaQmacMjbZ3PyDqvPGDUWBOwBztHUipoW2yCJiwlJCo2BjB78+1RUlFfG/cW3r/AFsGvQ2fDLLr1yI9kUMEbCeSIEnzmzwcd1GOnuMnuLfiCJ/Deuq2kyustzGyyRQjOFx2A9cEgdtoI4HGXPDHHpklxCjWk1g6rG64PmEnoeOW6nPoCMYPHSfCeaDUtbubq7lLaq5AUEbSExj5e3p7gAds48/FOafJUfvb3/r7vxO/CQjUtRSScnuzofh/f6VaeDZD5g+RCbsseWIHPHcdhjg49c4x9AtLjRZIdbWyVrITFVRzv2dduR1wBwGI5x3qrr2kDV/FF/8A2ZbuwhXfcKpAUuMBtoHHX+H1BwCOnUHx9bSeEVhso0S5nQ24t8bhHwVBPttOB+PpXg11ryy0t1O+pUhVjyuSXs1pZfE0+/n3NX7aPHusQQQNILKBPMZiON2MkfXJA/769qreJ4pV8P3ljdOHSxhlCDP5c/Q/hRp2n3vw9eK4Q+bDMAkqcEI3XHHUdefaneMbJP8AhX7XkjiS5ncl8HqDyfy/rXi4l6NNevoY1VKbcpr3r63dtNNz7L/ZB8O6FH+z94XtNRmtP7D/ALPsJ/EtxCo5lmUS2GjKc5cylftVzjkRIi9AAfzx/bG+Hfir4a/tDeJrXxfez6vq95eyXp1WQADVUkYstwuOAGB6DhSCB0r0mT9pqa+8J+B9E0exh0fw/wCDNPVEtoz82oX0yIby9mOcNJIyrGv92KGJRjnPqvxK8PWf7b/wTgsFeL/hOPDluZtJuHwrXsIGXtm+uMr6Ee9fi2bY/EQxvta7vCWnpbQ7cjwOGq4aph8P/Ei27d76v8dWfB7EgY9qZVnUbKXTrmWC4hkgmhYo8cilWRgcEEHkEEEY9qrV16dDnkrNphRRRQIKKKKACiiigAooooAAMmlWMswABJPAA70KMsMDPtT4omkZVVWZmOABzk+lMBba2eedERSzuQoA5JJ6cV+1n/BKr/gjV4U/Yg+EGnftOftW6dCb7ykvPBngK/j+cOVDxXN9E2CJQQGWBuIwQ0nzYQXf+CPH/BJ3wZ+wR8H9N/ap/ai07drDGGfwD4InthLcG4cK9vdS27KCbolQ0cZ+WFcyyc4CXP2xv2mtY/bC+I0vin4hyIIYty6b4fgl32umRZyEZurtxlj/AHvyr08ny14yfNPSnHd9/I/NfELjulkuHWHoSvXqbJatLrK35XPNf2yv2wPiT/wUa+Jl5qD3B0/QFkKRzSMVtbOLJ4jBGXbHUjqa8Hbwv4c+DNwU0G3fWfEcw2yanOA82T1CjkIv05r0bxFNrPjyX7NpqCysFAXf9yONfQdABXBfEn4q+EP2ftLdElg1PWj9+WRxsB6cdz+FfZ4zFU6UFB2hCO3/AAEfhmWV8bjansMPFyc3rFatvvUn28tF5Gbd+HTHaPrHim8WNUy22Vwqr+Z5NeSfE34+TX6vZ+G4kt7U/du51wWHqo/xrz/4kfHzWfjB4gEdtDNqE7t+5UxkrHz/AARjgfU1Sm0fT/BB+1+Lrt9Y1jgppEMoKD085xwo77RzxXxeNzaU7ql7v5n7dw9wIqFq+YWnPpFfDHy8ybwx8Orj4h3013NO94ITuub+7nENlCOpLSnr/uqCe1d/8N/D174ju77TvhHrMr31nA1tqMsypa2+oxTAoyRIwwEUByWc7iHJyMAV55fWniT4wXNpHej+zNJB/wBD060i2qq/7EOeR/tuQPeu5+GvwI01dTFtb+M7Lwp4ls0MltJFd7XLBH4aXcuW3BRhM9wFPLDDKZf7TFt3P0/AYdxqx00XRaW0MXxdqviTW/jprd34uiWHxNPebtQiTaqpLtHHyZUADHC9M8Yr9Gv2FLtm8JEhpGDbWy52FQASwODhSpYnGDg5yQQQ35weLdG1bw78bdVstf1X+3dYt50W7vhI0ouXMaHIZgGPHyqSBkAdK/Q79he7e38LwQl2kVj8u3Py+3HAHJYAFc5yCQzCv1OjZ0z9d4Ek/aSuc3+3PKxjnXy2aYBooTkqcfxbjycHcXzjAEeAfmJr86/iS+/xPcsWcl2LHcMc5I/Hp/Mdq/Qf9t+8Rmu2geNSEzIXK7lLDkHaoP3cHA+9nJwNmfzy8eEt4lu84BMhPuOTwffjmvsMj7HheJc1zpeZjxIScVKkTDtXVfArwXbfEH4mafpt4xS0lLPKB1ZEQuV/ELj8a+rdK/Z68J+INXtNMsPCVte6hqE6WtrawtM01zK7BUjQBslmJAHqfrX06xapLVbanl8HeGGO4iwc8dRqwpwi+W8m9Xa7tZPa6PilVIPPFSBc59q/Q79oP/gnx4S/Z407wqNTj8MavqHiW2ubia30u5nlj08w3L2+wzb9kuXjlXdHld0LgFgA7ebSfs8eBbtTu0CEYB5W5m44/wB6uvCZ9SqR56auu59DDwJzSrQeIoYqlKOvWfT/ALdPj4KSOlSQIcg849qWUFZGwDgEgAcn/P8AhX2r8f8A9jH4feBf+C2+gfBLStO1C3+HuoeJ/Culy2v22SW4MF9a6fJcgTElwWe4kIP8OeMYxX0zzalhppTT+GUvlG1/zPw/2Mndedj46sJhuCmWVflYYQDGTkYHPKnPI71btHEKAyxk7WKsrxjYrcAg5G1fujnGQPTAJ+q/jh+xv4G8CfsOfFbx3pttfx+IPCfx2uPAOmyS3rSRR6VHZzSqjIeGkLIpL9wOAATXrXwi8E/si+I/2HfGHxgu/hH8Ukf4f6ro2gajYW/jpFbUZr2KTfPE/k/IgMTfIc53KCRtpV+KaMcP7WFOUlzcjtbSTtZatb3QlhW3q/M+AYbyFQI5GkiR49iyKm1XHdWG05XPBwcAjODUw1aeG3XLKwkH3Y5NkjqAAV2qOARnBZeAT6197+H/ANnf9mjwl+yR8K/iH4l+Ffxu8S3Xxg1vxFBbQ+GddSSfQ7Wy1LyLdGjeFvOlEMsY5wHZDnAYAcVrP/BLPTtM/wCCu97+z3aa3dXvgjw5cx6rqer3KLDdWeiJYR6jcmYKvlrcJA5h3kAlyhwAQB5j4pws5VIyhKPIpPW2vK7S2b2ff5XG8LONn3PijVArSM80X7wgqY2wuG4JO3CkcHO7nP51i3TqznaMKeAMYr6M/wCCk37Mugfs1fHu1l8CSX118K/iBodl4t8EXt0xaa40y7jDBJOARJHKssbKQCNgyBnn5xuSN3HSuili6eJw8a9LaSuS4uMuVkEnaom6mpZO1RP9414WLNoiE4qM9Ke/3aYeQa8LEGqYW83ltg/d7irlsiTMqsB+/IBbGNnPY1njrUtvetCjxKcCTjP93PXH4cVxU8TGC5Kuq/Ubi3sbGkXI1rVbO3vJo/Jt8lCV4mbI6njk8cnqAB1NdB4ztoxe2LWfmrqsrgKY3CllAIBJ9ffHArIlhjXQ5oZlzaQBXhkByQzd1924yM/yBF74b6glv4lWXVDcC6uY1MEsjEZHQc9TkYwfUY71NaEoe7J3b1v/AF9yOug4teydldrXsdN8NfEFjoejXVpcn7HdWzNJOJmIMu3vg9+SMflnJxHpmiXuq+fr9rCIm88yQ26qOV6tj1x09Tk46c1/EOnt4x8XvbWSRo1lGUlm28MwxgZGQQOFz/snPCitKx8czWeiNpzQGLUo2FvGgTPtke+Rx7kV4ldxs1PZf1/Xc9Oo4NexqP3Yc3K0t3fv66/8ObWi6o3xA1W1Qhora3TzZkU4G729u2O3PqKj8UW6aZZ39vuDwxJJsyeASvT9aa3hh/B+n2d3DLsuU2pLzkEnrj+R69Kd4okhm+G0rZEt3PIzyZ6g4yfwwBXi4q6jyy3/AE7HNUUub9+ve3bfY8f0u8NtaQDopjU8joeK7/4YfE668HarbS21w8LpIskUgPMTg8fhXnuiTJqdkI2IEkQ2jmnQXLWl0Y2BGD1r8er8tZzw9Tq2ZKNXCVljsM9Vv6eZ6r+154Ks/iZpi/ErQIYo5LxgniC0iP8Ax73B6Theyv8AxejDPc187FSK9o+HXxWPgbVJEuo1vNJ1FDbX1u/KyxMMEfUA9TXB/F74d/8ACvvE/l28hudJvl+0afc/89oT0z/tDoQecj3Fc2FjOj+4qdNvQ9XE16OISxFHS+67M5KilII696Su04wooooAKKKKACiiigB6IUcdPxr9jP8AgiN/wSk8J/s//CO1/a+/aUs/L8NWBjufAXhWe3E0+u3JJEN00JILEuAYIyMNgyviNQW8R/4IL/8ABKfSf2qvFup/Gj4vRwWXwL+GMwku47lyg8R36ASJaBcfNAo+aXByxKRgEyMV+wP+CgH7f0n7QfxO/tSYLaaNoivbeHdJIUR6VCcAyuq/Ibh1A3Y4VVVFwq5Pdl+Aliqm9oLd/ofCcbcZ0clw/JRXPXl8MV+b8kc9+1l+034z/a4+Ldz4z8XSJp8kcbw6ZpaS+Zb+HrdiC0MTEAu7YUyykbmfOMKFA+f/ABF8TtC8KtLLdzx3DRjc7TSBY4x/eYnge3c8cZ4rzb4vftDXE9sZHeaO0l4hjiH7+5wD9xemOmXPA96+Y/Gt/wCJvjLrMVkQltaGXdb6dFIWC54LvjLOfV26dsCvbxmd0MMvq+FS0+4/Kch8PMwzmq8zz2bSm7+b9PI9X+P/AO37d+Io59L8JgxWhGz7WVIz6lF449zg+1eM6B8LtZ+ILHXfEGoPYaU7fPe3jZef/ZjT+M/QY9667QfDng34MhZ9RaLxVrUWQ0LZTTrNh78mVgfooPr0JfeL9W+LGswghkaVP3CRxqZinqFb5IYh/fYAYyQCcV8pXxdWvP8AmZ+8ZNw/gcqw6p4aKpwX3v1e5Utrk6dYzab4QsxpdqEP2nU7nCXEqd2dz/q19h645PFaPhj4O2nh/TYtX1O6i0+0lG5b/UIyZpz62tsw3yD/AKaOAvOeOtVbr4k6Z4AmZLOKz8QaxAd26Yl9M02QcBxnm5lHXe/yg/dXFclr3ibUvGd7Pq2q3d3e3N4cvfXbZllI7Ip4UdBk+2BjipjhbK9V6npxxLqS5aUdDudZ+J2jabA1ppA1MLMMzO0ipNd9t00pOdvsu0Acc1m+Gtf8BeMiNN103mkW32hHjvrZcLF94PghGYg/J1VjwDuGADb+A/7KHiX9obVYhBDLZaKXDSTHJMqj70nzYG0YO6Vysajqw6V6T4+8SfC74EjTvD+k6FD4+06ybyvE11HEGtBIzDaIp2G6V8JJ+8HlL02cZZjK80oPMaeFpavr2WnU+vo8NYqGDeZYlKMOnNvK/Zb/ADPHb7QNK8J/FC/0zRNTTWdLsrnyrS+Qjbcrx8644wWJwevHbFfoH+xNLJJ4WgKgM0cYwN3QMz5xkevUY6hs7Thn/PGG60e48eyyaAs9rpJ8kxrONrowjTzCRuPHmbiMsePxr7z/AGMtS8/wntmIZokOI2TzAeGOCCu7PcH0UjnFfseH/ho+r4Glao1012M79sufaHSRCMAuu1N23O0Eucj5i8mcYyAoJJxx8B+LGDatKQCq/KFUrtwAoA/LGOf6mvuX9sDUTN9ol+dvKYkNI3Eahe3ALHcTgdsHnINfDni+RZdfuGBBLOxPTqWJ7cflxX2GTaHheI071Pmdb+y5N5Hxl0zIyGjnBHr+5kzX33+xxrEukePvF+rWxC6noXgLxDqGnzn71vciwkRZVPZlEjEHswBr8+P2dZvK+Lult/szD6fuXr75/YGePVPj7d6bd2cuoaZq3hDxJBqNlBuS5vbVdHvJWihYZKSsYgFbawBIO1wCp9LM1H6vOUtktfTqfQeHudfV8hr4e+82/laNzZ8Taj4B+M3g/wAD3Nz8SrXwdqHh3wxZ+HrvStT0HUbmNDbNIolgltIpU8qVXEhB2sJHk4OQT5Tq8lvpmr3dta6jb6pbRSOkN7DFLDHdoCQJFSVVkUMMHDqGGRkCvQb34gt8Jf2cfh9c23w88IW2rT6lrGka3N4o8JWuqXWqXEH2S5iuo5LqLzI4/Ivkh8pMKGti2WMhx5Hrvip/EOuX18bbTrA3kzTNb6dbLa2kBJJ2RxJ8qIM4CjpiufL6crXWkVe21tH/AFY++wfFM40pRTfLra9vPayPjqQl5JAejEg1+ltn+25+yt8Uv2ifCf7T3ji4+Jtj8X/DFvpuo6j4E03S4pNI1jWtNt44bWeG+aXdBbMba2d0ZSwOQCf4vzQfkn1yc9/Wv118X/8ABOH4B/EX9rbV/gDo3wQ+Ivgae38LR6zZ/FG28TXV9pkFwNGh1EtcWtxC0It97NC5WbduwBtzhfqOIamFh7OOI54tp3cWl7mnMnffpt73Y/lClzuUnG3z7ngPwO/ao+Cnx4/Yt+IXw8+NfjHxX4D1zxf8V5fiMtx4e8O/2tF89m0Rhw0sZUeZLIeSThF9cjirj4+fDD4b/sP/AB7+EfhvxD4h8QzeLvG2h6t4Zu77SzaS6nY2aziWWcbmWF8yDCFmJr2f4FfsefCnRv8Agnt8FPiHqP7NHxi+OPiP4hLrj6vfeENXvootJ+xag1vCJI4YJUQSR9CQCfJY884Z+zx+wd8H7L9irwB8VtY+FXxY+N9p8QtXv7XXpvB2rAf8KwtILho082CCKWS4uDHiX98qREDGRkFuWOOyylzte05faR928LOUXe66r4PtNX6ag4VHZabMz/2fv+C0mt/safstfs1eGPhv4h1mKbwHrOuXXj7QHtVSy1qzuNQSaCIyH77eS8+GTaUZsnoMX/DP/BQL4F/sr/EL9pX4g+DYtV+L/iX4sagmkaDaeMIL1CNBvR9o1NLy5WQTPKZCsH+sLusCNvwzA+V3v7H3wqvf2Sf2h/G3hrXNW8Qw/Dzx5onh/wALa5fwtYLNp17JOsr3Nq6KyyBUXJIVlKnGBXu/7W//AATp/Z//AGYbTW/CGu+DfjbZaXZeGf7U0L4427nVvDviG/MHmxxfZraCSGK1kdvLDebvXaCxAy587HPJHVfuz5pt81tG7uNR32enMlZe9a/YIxrJWdv+G0PC/wBs39vL4b/tn/sReFdDbwXpfw0+Ifwt1l7Pw1pXh2K5k0m40K6TzJ4mkmldllS5UOqk4Cs23BZgPkbwv8I/FnxC0PWdV8P+F/Eeu6X4dh+06te6fps11b6ZFgnzJ5I1KxLhWOXIGFPpX3l8J/BX7KXif9hDxp8Xr34LfEO4ufh3qmi6FqFgPiGUXVZb5JN8yuttiJQYm+TaT84G5cGvVv2YRZfA/wDYG+G3jb4c/Bb9orx/D8Q/FPibU59K8FeMNQgt/D6287WNuLk21pIs0j2Upg3SIocRykD5mWm80hgaE8Pg6Uladveatdrmavftrq92L2Tk7yep+SDjJFRspLkY5r9Af2af+CbHg/8AbZ/4J++PPFXhLT7jw18XYfiJqVl4P0i81OSVNSsrXT4L19FyygNdCF53jk2K0jwbTtU5Vfht/wAEx/BHxp8LfstpK+peDo/F/hDxV4s+IuqxNJcXRttHvbgN5MMh2Ry+TCsSjaAGYMysRtPPi+IMNFtSumnZrrte/wCA40mfn06nA96QxsoyRX2brfxr/ZC+O+jeKPCy/B/VvgfDaWFzP4U8Z2niG/129nuogWgt9StHDxslxwGaHBiYjGVyab8Uf2K9H+It1+xr4W8F6Gum678YfCcE2uXNu8kjXU8msXkEl2wdmVRHBECdoVAseSOteXVzVOyqQcW+/o3+hapvofF+0j6UwkK9fY//AAV2+DHwl0PxP4L+JPwHs1sfhb48t77TIbaOVpY7TUNLumtJsFmZh50P2W5AY5Iuc9Dx8buOa4/bxrU1UiVytOzNDS9TVpbe3u5ZTYo4Z0XngZxx3HJ/76buTnt/Gc9vf2FtZxxJcX1y48gId2MnBII6g4A44PXjFecKdrA+nNdB4B1+DQ9ejmnjDxAFMnnys/xAfmPoxrSlXvF05nRQna8NEpW1tqteh2nhDWf+FezXNhqUW1XzOs8YLCbjH4g4OD2JYHvVzT/DM/jY3equzWksrgWyAjaAvCjPXpwD1OM1W1aZPiJ4ihs7Z1FtZfvpbgKGIJA+6c4xwPqeTwBhy6/qPg2GfR5SCSAIJj8oRD3AP589DmuSslH4tv63PTlKFvZTblSi2otaXb1/PX+rG34X1aTxNrNjb30gC2mS2SP3rjoeOMkAdOMD3qbx/wCVp9pqTwoTCqtE2BwGZelJdeGINC8K2zqVW7iK5kQ585u4+npjsKZ4nk8z4fX1oQVujIXkyeuBnP17V4uJTs099zlqQlBpTXvPr1tbRM+e7HUn0zUC6kgZwfeuougus2QnT76jnFcbK25mz1rX8Ka0bS4ET8o/HNfj+Lp80m47pm0J8r12e5oWt3uBjc9upFdX4Sli8deG5fBuoNHHIW+0aNcyHmGXBzESeivgD0ziuW1/TjBKJozlCelVhO08CyI5SeE70bOCCOmKUWq0P7yOOpB4erzR+FmFqNhNpt3Nb3Ebwz27mOSNhhkYHBBqvXeeOkT4h+G/+EkgRV1Gz2W+rID/AKw9EnA689G9wD3rhCpHanGV0dK8hKKKKoYUUUUAFFFFAH7v/ty/tJaH4X8EaB8DPgxA+l/Cz4ZWwsrHbNuW7ZSS15M/8UjuzOG/iLM56jH54fE39oOx0a5ns9OWDWr+MMJZ2O+1tWPQ+kjA9z8gz/F0q78fvjLefEmI6ToKXFh4fLlUAbNxqTd3c8Zzjk/cA65xx4tqF/pXgKNbrUXjn2F/KhjxInmDoUU8TN2MrfIvICvxXfisS6dP2FPSP5n5Hw1kMsXiJZhjFz1m7tvaPZL02/4JbbwbrfxEV9a8Sa4+laO5DS3Mg3z3PHBij4LDsGO1BWN4g+MWk+H9PfRPBunGCF1Mc1zL81xe8/flk7j/AGVwg9D1rkfH3xU1f4rakISJUtpGBS1Ri+4jgM7Hl2x3OAOwA4qCx0+18Lo32hY7y8HWEHdBEe289HI/ujj69K82jhXPfRH6lzqjFa3l0tsjS03TJLhF1LVLkR27HYk7rvPHa3i43HtvPyj64q5feLptVs5dLsIpbSxmPmSxh8z3xH8c8nYdeARj0rn7/XnvZvtd7cSfvBw+0K7ADGIx0A7ZxwM4z0rc+H/gTW/iPNELSB9N0mWUIGjjaSS6fP3UA+aaT6cL3Kit61WlhoN3sXg8rxGY4hQinKT6LZef9beQ/Q/C1zquqW9pp9h/auoTEGG2h/1cXbcB2A/vt9a9z8Afsx6L4C0uDxd8TtXs4rNpWWCDIkFyQOltESDOAesuRApHLSH5TlyfFrwt+y9oFxpNjaWGt+IMNHJa7lmtIWxlXupVJFzIp58lCYF/iMhBFeOeJvFXir9ozxfeavrGpT3krEG4vryTbFAgHAB6AAcKijoBgdq+YqSxuYPlT5Kffq/Tsfp9LDZNw9BVK7VbEfy/ZT8/Py+89h+N37W1x8TNN/4RPQZZNG8OSiOI6XpimafU3T7j3UxC+aw4wqqsaj7qAZJi+Fw8Q/A68nvfD2maVrd7HC/9saLJM07iMxybN5Uhi4Ak+SPpnDZzXk1p4utPAds9t4a3i6kBWXVZE2zycYKxr/yzX3+99KufCdNblury40PXG0u982GGUOWPnxSF8syqDu2lRn5T97seD9VkGURwlWLpq1vx6any+YcU4rMcSnUl92yXRIW6E8fxDvYrvSP7CubeVYZtOEfl/ZpEVUYbcDBJBJ46k9etfaX7J18ItEjWJpAUUGMFgFbAIDby+EIYLyOmD8xA2H47+Ims6zrfxt1y58RXlpqWtG8K3dzbIY4biRAF3IpVdoIUYUoMYxtUcD6f/Zs1iSPTY1ZYnKh2UtG7knbwyfKSxOWwQd2B91iCK/WcMv3aPquDp8tS3qH7Wl/I5nmEm5zHhcEKGLAZA6k8IyjPJDkkEACvjLxHc+dq0vzl9pwDknPHXJP1P419ZftK6rBPLOxRA0yMcKH3gHc3Rn9WGc85IByeW+R9Wk338vBBGPYDjsMDA9BivssojofP8fz5qqS7nR/A2YW/xL098gALMDkZ/wCWT19UfB/xpBo+u2D6Z4g1vwv4pfUgttq+nXEtvJp9v5RDuskbKRIxO3PTbnJUZLfGuh6xceH9Rju7STyp487W2hsZBB4PHQmt9PinrDH95PFIo6q0KYP5CvdxOXrGUHSVRwfl/W3ddT4ynj5LBvDQnKDbveNvL/LVdj7C8YfG2/8AjBp/h248f/Ezxb4ugMOoR251DU7u/fRpw8Wx0WcuUSUbSwxkgg9hs85XxHH5almCuQMjPyr14Bz6n0rw2H4vahGPmt7KQ4wSYzz+RFSD4xX5QAW1iB2IEgI/8eroy3I1Qcm5uV3tpZat6JJdHZ97HoYTPJ0XNyrSnfZOyS1drJeTs/Q5fb5jEY65z3r9QPHv/BbHR/jb8ePin4J8TeMfiUP2bviV4HtvDtlZwqVvPDWoQ6bbIt1BAko+Q3kUwljEhWaOdt4PQfl+km58kcZ6A/8A666vUNd8I3GkMlpoGu2195YCSya1HJCr45Yxi2UkE84Dj6172Y5TRxkoOtTcmla6a93VO+vVWVrHz2HtaT9oo+Tvr9yf4n3v8Cf22fhFf/sC/Bn4da78dvj38G/Enw8/ttdSj8EabI1rqwvtQaePzJEu4twSMDqDgySDjvk/sq/H79mr4aadod1o/wAT/jV8B/GHgjU7yK61zwpYTXJ+JWmrdeZZzXEIuAtrciI+W0ZDRd8sTx8VWWu+A4/D6xT+GvFsup/Ztj3CeI7dIDNt4cRGxJ2B+dm/OON+fmq94V1/4a2+gW8Wt+D/AB1qerKrG4uNP8W2tnbSHJIKwyabMyYXAOZGBwTwDgctfhpOjUUY1WpSvZOn1vfe11q9JX7obmlyvnT0/vf5fkfYX7TX/BS/4b/Hj4b/ALVKWmj6lpN78YviD4f8R6HpE1tsSazsd63DXEkbFYpJRiRgpb55GwzEZPqHwS/4KIfs1/ssXfiTxr4A8b/GrTfDmu6Bd2i/Ae4tJLnw7FeXVmYWSS7mneOS3EpLl9nmEHgH7h/OPwnrHgPT9On/AOEg8NeK9TnkuH+zvp3iW2sFiiOMJIj2M5Zwc/OCoIxhBjJoRa14Pj17UJG0HxC+nSyA2MB1yIT2688Sy/ZdspxjlY4wOeD1rjxHC+GSdGEKihp1haWkVazba+Fa6Na2ZySxUldpX/rzaPY/hX+0n4X8E/8ABND4wfCu9lvv+Eu8aeJ9A1bTEiti9s8NoLgzF5Q3ykeauBg569c17z8CP20Pg3f/ALAvwn+HHiP41fHj4SeIvAF7rk9+vgbTS0GqJe3gli8yRbqLd5cacZBwZHFfDE+qeHD4hMn9k6yumCLb9nbVI2mD8cmXyApX22Z96parqWgS6jA9ppepwWig+dHLqCSyOf8AZYQqF/FTUY7J6daL0lFuSlf3dHblt1W3r6ip4mV78nTy/wAz6M1P9rzwt8Mv2Ij8PPAGveKv+Es8N/HKX4geHNZnsltpP7OjsFt7W5ciRvLuvMRHMYBA/vHGD7b8bf8AguDpHi/4ufAn4j6L4Jtf7Z8L6HrumfELw1JbLa6PrLavKxvxbMrO4FwZJpyzAFJJAD5g3Z/PzVtQ0eRovsen6lAok3SCa/SXevoMRLg++D9KZrGpaPPZ7bPTL22m3D55b5ZhjuMCNeffNeNiciws9Zu7u31u799DdV5aWj+X+Z9bal8ef2SP2erDxL4i+Engr4l+MvGviLTrrTdJ034i22nTaF4QFypVrlFiLyXlzChKwl9qgne25gK1Phr/AMFWPDfwg0/4Y6zovhjWJvHPwp+EuoeBtDurtbdrK11i7vLh/wC0NpLb4o7a5lARly7thgFyT8YXmp6Y+ntFDpflTnGJmuWcjB5wMAc+4PWte88e6DL4ZFjD4L0eG+8hYjqH2u8aXeMZk2mby9xweCm3npXj4nKqMUr3nbu39x6NGnGpdyqKP36+WiPa/iz/AMFMfE37R37IWt/DL4i6XpmvX66/Za94b1fTdNsNETQnjjmiuY2t7S3jSZZ45E5OCpiU5IGK+YHQ4HFd3d/FjSZPBI0mPwL4WiujbrA2qZvGumIABl5nMYc45wgHJwBXCswLcdfXArgjBQTjGPKrjxFGnC3JNS06X08tRgODVizJZ+3tVarNkuRnsKhrS5hF6nY/Dzxo/he5aKQNJZzkNIqgblPZh9BkY6c11nh3Qx44e81O9+VLk+XBGr5ESg9s+nb1+bNebWZwc7R04Oa6Lw74nvNIhmht5CEmVlKkZCsf4h74/wA9McjrLWM9j0cPW0jTrJygr2jtq+vQ6fwzdBdat7W8uDLaWkpVGXO3OcDHtwD7ZPatb4nTF9J1K8gRfLVTCxXo5IwTS2tlYQeBbZYQs7Ssiq3RjKx59/XPtiqvi0zQ+C7vTJV2uMyEjgMApP5cV5+KTUGmQ48iUN9nfto9D50kXEp9qbG/lsCCQQadIfnHv/hUdfkk/iZotjs9B1NNVsfKfG4DAJrIv430q/Iwdp9elZ2laibK7Vs4XPNdPqdsutaeJVKlx6VzNOnL2kepHMv4VTZ7EHhrxI3hLxAt4IlubS5RoLu3P3biJuGQ/Ucg9jVP4g+EB4V1oC3eS40y/jF1p9wwGbiBicE4/iBBVh2ZTVC3Y/NE574HtXW+Dgvjrw1N4UnKfb4Wa60eR2PyyY/eW49pQAQP76j+8a0m0mpLYIpxfKzgypH4UlSTKUJDAqQSCD29vrUdUaBRRRQAUUUUAeyePv2gfKuJrewCT7xsd8bUYf3QP7gP8I4PfPIrzC6ub3xZqTXN1K80pHzySHhVA6ewHQAVDYaf9oHmSEJCOfdvpV3zTNHtg2RQoPmdvuj/ABPoK6adBv8AeVf+HOSnGFCCoUVZIfDqUejoIrQMZHHzOfvv7D0H61D9uedkQR/aJifkjUZRSen+8am0fQbvxLdGDToJZOfnlYY3fU9APavTNG0XRfgFYrfauRday+GgtEO2c/VusKe+BI3YIOa4sbmUaa5ILmk9kj6DJuGqmMvXq+5TXxTlsv8Ag9luM+HnwJBgl13xXNDa29riWZbxysUR5IWXHzNJjpCnzkddo5qH4kftE7oJNK8LGbT9PaI2kt4yiO4vISf9WQuVhi/6ZR8f3i55rjfG/wAT9Y+J2oQxSNss7cFLSygXbBaITnai5OB6k8nqSTzVext7fw8vmAJdX5BG4/NFbN2IHR2Hr90eh61x4fLqteXtcTr2XRf5nuY3iTD4Cj9Tydcqejn9qXp2X4/fYdp3hiOCJb3WGkjjlBaG2U4uLnnjPXy09zyewPa5q/iWXU444QsNpYwZ8i0hH7qHp2/iJ7s2WPrWXf6k95cyTyyPNNK2Xdjkn8e/+evalLOXbjNfSUaChuj4GrOVRvXQtT3PmNwOfbvXq/7Hvg7wl478dXVn4m1ibQrhlhOkXsWoiwa3nEg5WVlZAw+Ujd1XcQQQCPGvN5wfp0Ndb8LtU8PCS5svElnK1td3dqPt8R/eWSBmEmAATyjE9G5jHynqPSwsl7VR7nTgoqE1I7X416OPDf7QfiGz/tfUNdVLiOQX984a5ug8aOGdlJDvhsbgRuIzntXu3wA1nZorbpGR8clU3LnjGSSRknZ1wcMcZK4PzNr+l6LofxEubXw9fjUtKRIBFcZY7y0KGQAskbECQuMlEJx91c4r3T4MXch0lfKZ4njHLpjcAc5AJbgEHnht2Occ5+9wSvTR9/wvWaqN+bJf2itUIdyIwISC8Ik3EhQAFyPmOcscjrnB6AA/Mt3MZrqRiclmJJPOTXvXx4McjyuZPtErKZJWTDAMSznBO4nkZyxBPfJIrwW5kMtzIxZmJbqep/n/ADr7PKl7p89xnVcsQkaXgfwTqnxE8SRaTo1t9s1CaOWZIvMSPcsUTyucsQOERjjOTjAySBWppfwb8U6te6hbx6DqUcmkqj3v2iL7OLMOyKnmGTaF3GRAASM7hil+B/j69+GfxL0/VtO09dWvlSe0htCGPntcQSW+0BfmJ/e8AdSAK+hfG/8AwU51vxnLqp1jw5fDUNRu7i4kUa1Ilu3n3cV03nQvGxkeMQpHE5ceWjScNuAX3FVqxklBJo+NjCm43k7M+WJYWhbayMjYBwwwcEZBwfUYP4irF/pV1o9wsF3bz2krxRzKk6GNjHIgdHwcfKyMrA9CrAjg19e6t/wVQXXF8SJqnhrxJcv4h1OyvXhvfEhu4NLS2v8A7XHb20JhSNYoMukCSLIYw+zfsXYx4g/by+H/AMQPAzaDq2ha7qGoaj440jXbvXNeEd5JLBaQ29tLNKqkqHliicyRiJ2YscyupEa+jQxuJUrul+JEqVP+Y+PlU8DB+lSRITx36V9jp+2d8EvseuC+8Harr93c6tod1He33huwEupx2d1ZS3E0sS3AghkaCO+gMYjlSVZ4zmHdP5mZ4e+O3wO8SfDT4P6RfaFFa+NNN8WW2oeKdcuvDVmtt9iYT/aI3EbhLtDI0DokkKAJHsZj8zN7dDM6yd3Rf+Zi6Uekj5Rj4UMDg54+lWLrTp7N4TcW9xCtzEJoi8ZHmRkkb1zjK8Hnpwa+m9H+PXwii8fLZtY2Nno/nyltbbwBpl0zTLYaZCLj7E52iOaa31Fvs+/ZAb1JFVnQbfR/iH+018A9DdLvTvD9pJe20Fpe6TYDT49TGlwSy/aLe0Fyz5jlskYl1R9jtKY5RJ5bJXpyzrEJqPsJaozVCL6nwyGKpx+BzkfT164/HioxGr7t27dnGOT/AE/nX23f/tK/s73d99qutEstRu5tXvHmnn8B2oWR5J9TddQbZMh2NBc6dGLUgxRSWzyeTKBtmxPgf8QvgQ/iL4p/2gmnTaen9s6hosWteFrBZNbh+x5sYopQQtjOk0cjLFCqrMblVI/dhR5tTOqvK5SoyXyY/YrufHM67eedvVc8Gq8i4Pb8+tfbfjD4+fsw6V8O/Emk6F4XOsak+kXMdjqF34UhtheXE0urtGnyzGS3aAXWnHzUfLfZdpDJGI5OG+Ff7R3wb0bwjrNj4k8GWN3eR+FbCz0q6Phu0uN19HaXCXiy4kjctNcSxSLcs5lUWwwQDtPl180qyi5OjL7i407aXPll8sxHf0/pUbqVJ9V619wfEX9oX9m7UvDWkyWnh7ykvBNqSRWXhDTo7zS3iubkw6VOPMUSxGG4jX7W0ju4tVLRsSAvP+PP25PhFejQJfD/AMLrDTo7e70K51CzGiwRCa1tbiWa809rlp5Hmjb9wiyqluZArh0UBa8Grjak037No2UEup8dyHuR+FNfj0GP0r6zl/4KPQeHfiNrF9o+l3SaHqeqpfXFrFClmNRAfTUlklSSW5YST21rfQybppSRfygs6vIH+THBEXPb2xivJnOUpWki7a3Iy5I61C3U1JTG6mvNrvqVESp7Mc/WoV681NbEBvauPoWtzVszgA4JAFeg/Crw7Bex3F1Nsl8sGEIT0BHU+mRkA/X0Ncl4I0H/AISLW47cuUT7zY+8R7f/AFunXtXV+LdLXw/rMMumBoHuomMkMSHAQdWAHRODx0BXOew5HBr330PRw9Plj9YlFSgnZ67tp/kXdEKaPrPmxq8+n287IjH7uR1I9v8ACrnxPuTq3hjU79Xwke2OPHGQQM/+hCnWOs2j+DILS1AM0hWLy34O/qx/lz71T+IdpJovhq40+VswSASBj3wD/n8K83F/C+XZr+v0Ifu25XdPe3R2eh8+3CkP+A/kKjAz3xUt0pVsnj5V/kKir8mqO8maoUYB61veFNU+byWwc9KwVGTT7eQwyK68MpzU76GdWnzxsbniHTdj/aEBAB5wapLdvG8N5byNFPCwdXU4ZWByCD2INbFveLqmnAkjLcH2NYrw/Ybt42yVPTI6VlFcr5WZ0ZuUeWW6Oh+I1qnirTIPFVqoBvn8rVI1UKtvedSQB0SRfnH+1vHYVxxQjORjHX2rqPA+tQaTqdxp1/n+ydXj+z3OMnyucpMB/eRsN9Nw71i+JNCuPDOtXen3SKk9pIY3CtuUkdwe4I5B9MVUdNDdFCiiiqsMKKKKAN22s3vbiISiTEpxHGo/eS+mB2Hv069a9M8K/s8Xep2ttea4r6fZv80FrGPnlA6kAnlf70jYAAPPp6ZfeDPDP7LmnNc6rNHrHiuUZdpcMlt0ADdfmHaMe2SByPFPiP8AHvVPGt1NFA8qR3PyyyE/vbkZ4Bx0A7IuB9etZY3F1ar5KG/V9v8Agns5RluGpJYvNG1BaqK+KT9Oi7t/JHS+L/izpfwtt2sPDENub5Bt+1IAyWjdP3Z/jf8A6aHp27GvJZTdeJLua6uJHkeZi8k0hLFyTycnqa19L8Hlv9IvzhmG4RA5P/AqfqE0NuNkcQOP4V6CrwGWwpay1k931f8AXY4894qq5hUVGkuWnH4YrZf5vu2UImi06JkiXB6M+cFqglu/MOBlvXA7f0roPCPwl8U/Ei7EehaBqeobjjzIYCYl+r8KPxIr1Dwz+xJNY3Cf8Jh4p07SB3tdOIv7k/7PyERqf+BHvXZXzLCYf3Zy17LV/cjlweT4nEu9ODd++n5ngzljnjA9c8Vo+G/Bes+M7gQ6Tpd/qMhOMW8DSY+pAwPxr6p8L/Bb4feEiI9N8NyeIr3PyzavKZnY+0EIA/A5rq/EGka5FpSx6hqVj4Z0sD5bIutpx6LbRAyn/vkZ9a4Kmc15q9Ck0u8tEfVYbgus7OrL7v8APY+aNN/ZR1u2dW1+/wBJ0BTyYnm+03P4RR7jn2OK6/SPC+ifCEQSJpOp+J9Cury2Gsi7gUMsSShwUjXLICA65bG4PgFSa9u8CfCFda1WKLQPD+u+I5Z8ArPE1hbsT/0zTfO4/wB5kz7CvRfjX+zJ8UP2e/BWleLLez0/RJTODbaJ9lW2ttSQPEHV3Db92Xj2s8nJJGRkhssozKpPMqdOdRXvsvQ1xWW5fhYOnGonU6K93/kfCPjXU/Deo/E7UJ/B9tf2PhyZozZwXY/fJ+6XeG+d/wCMvj5m4I5r074a6hAumGGdEaInjI3bB/eGeD68/hXmHxC1a41r4va3c3ul22hXc10xmsrWNY4bY9MIBhdvHB6HIPvXdfD+9SKEMYYnWP5mR5AFfHP95Tn0wevrnFfuWCT5PM5sgrWlJp9RPjLqKXFthVj+XK52gMSTydvOD1zg4578GvIS+CR09frXpPxRurcowVnkRAcFwM88buOhPHqBjgnNeZkZPrX2eWxtTTPA4oqc2K9Dt/2dPidD8GfjNo3iWdZmh0xpSwihjmfDwvHwknyn7/f8OcV9L+L/ANqf9n/x74Ys5r7wdeS+Ijod9bT3dxpKPP8A2ocrZ3byrODJEgaEsjbsfZCqqFc+b8Zj7xp6da9tYSFV3k2fOKs4rlSPvT43/to/Br4g6rY6zaT6jPq6ajGouJrK6+1NYr4lbUZY713kcXW6DyHj3biGilDYbYXseEvjZ+zLrXgJbTXofDtzeX15aahqj6lY63cX+oXFta6siwGWJkEdmd2lqpidJPNMrSLJGuD8DL94VIpAPIyK7aWT05R5eaS1voyfrMr3aR966VB+ySfFNroMP9g3PhCHWb6ex1B21FdW1WARSLD9tkla3ECKWJjSGSINsiaRXfch8KuPCPwaf9j7W9Vsr/UD8QV8TmGyhnmjE0NhvTywy+cokQw+azslscSKgMka/u5PBFYAYPI68dfzqSNwo4AP/wCv/PevbwuU8llGpL7zCVZPdI+4NV+CX7LN5e6jJp+t3Oy38ff2LbW8Wv2yo+nRzxwxymWeZXaKeHfO0qw+UJNqfaLZMkQ6v+zv8B08I+II28XeGr298K2d7NaLb+KLOC1mEeo3rbPMWH7TdySQw26xBRKxEwXIR0uYPipXCjHDA+vQUrMGXPOfXv8A5/wr0Vktbl/jyI9tH+U+/vHfwI/ZqvLLxY1vruhWVq/jvUHtrbTNasGW2sUVns4IbuSV7hoJ7YrJuWGVUmcRsyvGynxiL4Q/Cm20bRNf0vUtMaC+v7KW/wDtfiKzll0Npre2layFnLGzXcSiacNOVVYzBhiGjZJPmbflSMHHTjsPT6cnihsH5gowBjBB+v6H+nvXGsnqUlZ1m156h7VPofWWufsufBLTPih8ILBPHuhXljrGlXdz4pePxBatbGe3tknhEcvmL5X2h2aJUuTaE+XtP2ckuMG88C/BPwR8RPGGkvq1r4q8LaN4kvrfRmbUYoptQtBd6XbwTm5hjDuBbz3soVT5TG33beG3fMkj5OD3wSDk9qhmYEnrz1z/AJ/WvJxGAqRd5VG1Y0jUXRH2ndfAb9nO7+Bus+Jo7+1sbS42WJvJNduprnRrtIb4RLbwpEftLXElvZSTB1ISO7lKCMBWjzPjfpH7NngTxzLP4JHhXWbBbqwuL2PULzVWNisNyN0dlGjSpMJ40zOs80uFfEbwk4j+O5HDMWI/x9etQyMMY44r52tl7Tbcnr5mymux9k2Hjr9maxjtZp9C8FXGo/2lcXEgA8QRWsZkl1IOGXa4a0ji/s020QUSlg4mdNzsPkDxd9gHibVBpbiTTPtUos2ETQ7ot7eWdjM7LlMfKXYjuzYyaMh4x27UzpXmyoezvZsrmuR0x/vGn0x/vGvLxGxURKsWMTSyKqjLNwo9T2qBRk12HgHwGviDTrme4LRhxthYfwN/eI7jjFc1ODm+VG9KjOpJQpq77HQ3XgIaB4Ziu4pzbX9mrSO+cF8kfL7EE4HvgVqfD/WYdX1K7u7x1GoHaoBJASNRxj05xnHt61h6Rf3OrapBoeq3ERSzlLSMWDfaGUHajHvzuH0JHXFanjzTYr7xDbQ2aFr6RCZcEL8vIG/HQ8EZ/ugVnWaV2lt07nr0pxi1iqCSULaN9bb2/Il02CQXE+q2MQjtYZ/lQL95R3x2AGRgdMnHoD4m3n9teDtSvXyh/doig5Ck4/KrGkeKGGgLpiRmG9B+z7QO3Rj7Hnv/AHjWV8WbQeH9K8jzGeOVFeRR6jHJ/H+dfP4yyhJp6W19WcmyjOMrprXS2rueLaguJR7xp/6CKrVa1RCsy9/3cfP/AAAVVr8pnuaBTiQRnPNNoqQL2jal9iuMH/Vvwa1dWtBf229D8yCucHWtrQdT3oYZDwBx7j0pSVzGULS54lOT/SIkYjLLwRitzXJV8XeDLe8+T+0tGVbe4wMNcW5wI5D6lD+7P+zsHasu+h+x3mOiScHHbNO8PawdA1YSFVeJg0U8Z6SxMMOn4jp6EA0jVbmQUIGe1JWh4j0z+yNTkiRzNC+JIZSMeajDKt9cdR2OR2rPqhhRRRQB2XivXNV+Kmvy3EhadyxZyc7I8kk8/wCSSe569h8K/wBnPxN4unU6HoGo6o/8V0YCsMQ/32wo/E19b6fcfCf4FaZHZaT4c0q4u4Qdl7qRF7ck+qxriNW/OsDx58W/FHjbTjIym00qEfJNrNwtpbr7xw8bv+ArXHldHMsXH/ZMPyxX2pu34b/efdYrgrGYuo62OrJJ7qKu/m9jk/C/7EUWM+LvF1jp5HW10hf7QuD6hmGIlP4muk03w98L/hLN9n07wvZ67qMfKXesSG+uFPqLdD5Sn8DXmWq/FS1MoRtS1jxTODhre1BsrFcdsnMjD/gIrsvht4H+JPxUuBF4d0seGbKYgN/Z9v5JYH+9M5Mh+ua7K2VQgnLMsW5d4w0X39fvM+XhrI6fPVa5l395v9PuOk8a+NfEGvaUp1O6t9H0lcGOHUJvs4A7eXaRDcR6fKPrXJWN5HfXqR6VpureJJpDgLOpsLdvcRR7pXH+8RX0Z8P/ANg/wp8LYF1n4leJ9OtDMu94vtHmzzt3B53sffP4V2Osftp/DL9nvQzD4D8JacroMDUtWURDjuqY3v8AjivncTxJl+C/d5fSV/S7DCcV5hm0nDI8G3Ffbn7sV83ZfccV8Cv2Hfiz8U7ZJ22+EdCkHzpAi6bb7cc5b/WP/wACavbPD37N3wF/Zmbz/EPiE+J9ZTmSy0aMSbm7iSYkkfiwr4d/aH/4KpeI/HvnQTa5qGrwtkC2U/ZbKP2WNOWH+8TXzX4w/ai8U+LLcwG+ktrUHKwwnYg/AYFePWp53mbvJ+zj5v8AQ2r0qMXfOsa5v+SkrL05v8rH6mfFf/grN4d+Buny6f4H0Lw54OhVTte3UXt+/uW4UN9d1fH/AI8/a38SftweO7FD4w1fS9csb+3tbK7uJXnNwl1OkUqsg4MartdkAIZY2yCMkfGd5rE+oOzSyu5PJJOc16z+y34d8F+M7XWdL8YanLoP2u6tDYasrKn2aYR3REbOwIVXYpkttUbMl0wDX0PDPC9HC46GIqSc6i6vp6Hn4jO8L7N4bLsNGnF7veb9ZPXoO/aL0jxZ4Y/aF8Saf43ltJfFFrcJHqTweWYmkESAEeX8gO3HAAwScgHIFzwvexpAN53fKR09u2Kzf2jvDdz4J/aK8VaRc+JLjxjLpN+1mmsSz+c+oRxgLG+/e4YbFUDDEYAwcYqPRrlo41YOATgEHAOTxwcjtX9C5er00edldblnNeY74lagsseAG3bsZwu08tkZHHBJ6Djn2riV4I710HjW7WSdUKkMh4JU5xz79PpnnPPNYGzPtX22Cg1TR89nNX2mKkxV6n3qRFPpTrSylum2xxvIwGSFUkgetXz4de2RfNudPiLLuAN3Gx/Hax2n2ODXvUZRgk5tL5o8SUlfcoKPmp9aEXhiZ+VuNLYH/qIQL/N80kvh25i/59nx/wA87mN//QWNe1h6kHZpmLnFbsqLnHvT0Hy08afOD/qm49Bmnx2k2P8AVv8A9817eHqxuveRLcbbiIMAUpJPeni0l/55vn0xzQIJFblHH1U17aqR5d195HoMijaYkKw4BPJAHHPemBtoyVUhgT0xT3iIz8rZHXjpUZXcpIGMdz1NefXnHv8AiVFEbuWO4ncfeoZAN3WnyHk/zqJiOuRXgYucdjWKYx6if7xqR2BHUVG7A183iZRfU3QxxmmsODTy2enWm7Ca8Sum1pqWrEQGaY4+aphCwPHWnfZ2ZgQQDng+leRWw1WafKjRNEugaQ+q6nHFtcIDlyOqrkA49+a6yPWrzwCx0+Nlmtrjm1lc7TCT3+gOcjpkZ7UkXhG78JaPDqETPJhR9utiu3ysn5ce6hgCSMq2Rgg13vwx+Hen+ObG91DVIzeR6jut7RWcB7ZFOPMwCcOW5weBjncGr1sNw9i2vZcvLPfX+tunr6HHic7wuFwzxF3e9tPxt5/oYOr+G9NsvBKlnj3xIWW5jXLTSEnjGfmySO+QMHsSTwdft4c1t/7Zhure9u445IprlGG5GXIIJ/hI2nOOcfnQ0JtP0nx9bWOsXtzqPhXTb9laW3RikyqSFP3vunHODwrNtBzz7r+0ncWvxm8R+FfCehx2F9qtwhum1KJw4srYqTtypwFIzIQc4+UjBJBzXDFerCU3JRktFHq7/wCWyOfMuLFhsww6o0bQ5W3L7MeVXu79X1WjWltThdB+Gl7488L6t4ltm+zeTNizikG0XKRg+YSfUDAz0zkHoM57z6f4l+Ffi5bjybrXb77JaWkJbDjdKoDj33kZx/dweoq9d+OPEngvw/P8N9WEcFx5iWdveBtkccDPggMfvRkEkMcYBYHjGKfx60fT/hb488PyaZZSStpFolzfqV/gWURpMR/C5LeuM7T7nz854eoUsM6qeqi+Zebv+RGTZniq2Nn9aknCcm4W1XLZWf4/efPGrDEy8DHlR/8AoC1UrS8QWwhvVA7wQNwOmYkP9azSMGv51qfG0fXBRRRUAA60+NzGwZThlPWmU6MZBoQWvoa7zjUrMNj5ujeufWqEgwgfA3RnBzVrRrb9xLIScfdA9ahmCq5OPlxg07a3L5fdsWw39s6C0GXe4sPmh6cxHJdfXg/MP95qxiMVatJ2tZBMp2mM5H+B9qhnkWWV2ChAxyFHRfb8KVrEEdFFFAH15pNvqnww1Fp7UWt06j7t1CBL+DHofdawfE+p6R4uv3ur973T9SbIzeMbqJz7MeQK4PTf2hPEmhoLbUWTV7VTjbOd+Po3UV0+leO/DvjVFRy2lzkZ8mT54SfY9q6MNnuKjD2WMhePkfrE83w9WHsovTs+hPB4v1vwHdCaK0tp7YElZYIw6Y45yM4/Gvefgp+26yxJa3srIjAKdh2j8xXiCeErzRh5tlcbLUj70DebGxA6bfesm7S1upc3VktnckZ863HB9yvQVNTLMFio/upavoz4XN+DMvxz9pTdpn2N4j8I6P8AFeF7/SNWEOoTj5kmkLBh6Bicj9K+Y/j1+zHrFhcSymW4WQngM29D9D/jWP4f8ba14QkEljeNdwrz8rYbH+7XpvhL9q0apbLa61H5qfdxIM4+ua8P/VGrRqe0w7VzfA5lmuApfU8Yva0dlrqj488T+Br/AEG7aO4hkBHTI4P0rGa1kiYgqQBX3xqPw18KfFK3Mlm0cMzrkowBU/TuK8t+IP7HUtkDJbR5VuflG4fpX0GDwc5WhWViXl2GxLvhZ2l2eh8riI7uhq7p80i28sW4iN3V2XsSA2D+AJ/OvQPEnwZu9CmZZbdgFPUDgVyOraG2kRcgj5wP0NfS4bI50pRrp3ieTi8urUE3UQywkCy9O3T+ldZpNwrKDuXA6Z25H04rkLD/AFgzz+Ga6OwuNsWW25HOXJBH68flX6NlkP3aSObAVFFsg8Rzme/Zj19Scnjjn8u+ar6dYNe3G0usaKpeSRjgRqBkn3x6dScAckCnXxNzfMFCuSeApLAn0z3NV9cuxZxGzjxhHxcOpDB2HQAjjaO2OCcnkAY+mxONhg8Oqk99l6nj4iTqVpWDWvERurf7JahoLEEEoODMRnDvyctycDoueOpJzFyR3598Uzqc5yTzWho9pFcC5aVZnESbgkRCs5LquCcHHBJ4B6V8TKtUxNXmqO7/AELSUFZFMZJ4JOacAQ2eeK9E+AngDw58Sfi74d0PWLu90mz1a4EbSzBdhXkAbsZ+ZhtyFJyeASMV3n/BQr9nHwr+zd8VbDSvC+pxalHc2ZlvI4JjPbW86yMrLBKctLFgDDnG5gxXKBScXiowxKwq1bV9HoeXPOKMcbHAST55K600svP5f59DwAKeOSfx5pyBt3fP1rbuPB62FvaPdanp9u91CJljfzHdFYZXdtRuo5xXvv7E/wDwT9P7W9prdzB4htoIdI2+ZIhWOO3j25eaVpmTCLkE7QSeQBXrYmvDBx9pXdkvm/u3/AWZZthsDh3isQ7RTS2b626I+cIGZEZeh75OO/pn+lSW0qofnRW7cn/AitX4i+C5fhp471fQJ5o7mbSrp7VpY+Fk2HGR9eOvIrKtZAku5ix6gfMepGPb+de9gqqqUo1IO6ep106kKkFUhqmrr0ZLJtbCoXwO5Xj8AM/zphkZlHzMQowuWJwOtHllUB2qMnaAGHX+de5/sZf8E7/iV/wUC1XxDafDe08P3l14c+zm7j1LWrfTmb7Q0gjEYmcGQ5ibIUZA25xkZ7aleFGPtKrsluPlvseESKS3XdnnOeKjOevHFfUnwD/4Jn6z8V1/aOtNb8TW/hfWP2ddBvtX1G0htBqCarPavLHJbpKsqKoLRMPMG8c9CK+YxZPJaPMsMxhU4MgUlFOemenelTxdOq3GD23/AEBwaKyjDcig4J4rWbwTrI8OjVzpGqf2SzBBe/ZJPsxYnaAJMbc5IHXqcVS1PSrnRdQktby1uLO6gO2SGeMxyRn0KnkGnCcG7RaE4taldVINOoorojoxCoMuK1vDPh641cvJC6RvbkFGY4DOTkDPbpnPQd8VlRKXcAda6XRNSXw7mKZfNjYF4HUZDP6EemcD1wPevXyvD06lXnr3UFu/XY5sTOSg1Dc6DRNVHjdk0yaBoBGRJqBY7TtQgBF9AzkZH8PGOAad4vub34T3ssejXbW1jr0Jd7TG7yBypxu9iwVvvAEjOeTDc6FdaFYDWILl49XsSZbsyyArcAn5uvfJxt5389wAeq+CaQeNPEmr63ciB7xh9nS0HzLDEy7SNrZLKV+TknjIb7wr6GrGpN+xrO1V2s30jb+ro+bxNaFCMsStaS3jveV1/wAB37I6bSY/Cmj/ALOBa6WG/wBPkh8xth/eSXzBlU9cq6njthVGQQeec+Desal+zFrGn61ruiM+jeKrUBblFDzQR7t2VPY/dYoxGVI+tcfr2jpp/izV7rSrSfUfC+j6jG91AJma3PJGC2ckH94obk7T1ya9q+KXxVt/2jbDwz4O8MlZY9acXuoO0ah9PWMkbWHQMoDscdRsC8MQeWLjKV17so25fN3PFxNCVJOjJOpQrOTquTtyR5ea2+j6+eiMKTwfF8fF8R+MdUmu7O0nLR6RuPEEUfO9h0IwCOOpMh615z4X8ab9A17S7xJX1vxFbWun2E8oLJ5PmCMoPYLyDnGUxwRztfFTT9X+AeoXvhWHVJJPD2tDzoyxDyrGXwWIHKv8pU44YDvxhPjNHFqF9on/AAiyQTp4b0k6ksyNz9nWRQqnJ6jBY55+b14r5XieXNhZ3VpJO/rc+o4YThVjOnLmpSt7Oy2ikl97/S54h4rz9uhY87rS25/7YR1jN1NdX44sMS2bgcNYWhPuTbxkmuakiwcYr+Vb8zbPuYJtXIipFJUgi56Uoi9qaps05WRqhY1NHExYKOpOKfHASK0NCsDNO0zD5Yx+tVyNbmipli4QWVgkS4wgwf8AaJ71k3PIq7qVxuOM85zVBzl6bRpKKSI5yEiC9zyahp0zbnJptZM5mFFFFIR1sUseo2+DjkfNzVcxy2M67fugHHOKpW0zWwHQZ/OtSGdLuMqefxrplRcdj6anVjiI2l8Rs+G/iTf6IAYbmVexU85/pXSWnxkhviF1C3RnPWRBg15tdWxgOQe9QecQea3p4OlU95aM454nEYeVlI9aF/Zaj+8s7kBu4Y7WH0qU3Ugx9pjSbjhsAOPxHFeTwX7q25WIbuRW9pvjm5ttquxdQMc16+Gw9WDVnc7aWcX0nqep+G/EM2izb7W7dGxyrN0r0zwj+0NeadGIb396nT5uRXz5YeMbe7+8Ch9K1rTXDHhvM3A9s19LhqFOppNHTzYet5PyPpw6v4Y8fwEyxwwTOuDtUda+ff2w/h1aeCLGxubORHS5lwdv0cj+RqPS/FhgbILIfY1h/H/xPP4h8K2qyyGRYrhNue3yyV1ZhgfYYSU6b0MMbzqhJXujzHTpd3UE1qWrFiFLiNTwWOckehx2rJ0wYNasTYFZ5fnNemkmlJef/AsfP4fBQqQ1bRNcXsenQAQbnmOMzMDleOQgzwPc89Pu4IOHP25rQvX45xWbMcmuuvjauKlzVXfsuiOTEYeFHSAicuAO/Fegfs5+JpfA/wATbLW4bWC+/sl1uJLaXUI7D7RHvVXRZpPlRirHBIbBwdrDg+fxj5gT0Hb1rZ8I6hbaZqRe7fCgKVJi8xSysrAMuQSp244Oea7cvjF1VGezTXTqvM86q5KPNHdH1+v7fmp6T8NtW8MXngnWNe03U9Fi0SCzvfGFpqNjZQQ2c1tDbx26WfyWqySJdeQjJi4gWRHjJNfJ/wAU5Hl+I+t+Y8ksi3sqZcljw5AH0wBV2+8TaffPIAuiRiWN49xt58qWK/OOvzDbxzxuNY3jLWIte8Y6lfQB/s95dyTR7xhtrOTyK9evgsJh4NUJXd11T017JHJSnWqTU6q2T6W7H0f+z94n+Eui/D3T7b4iaJeape/2vBJJHFojTSNZu2kNHKt0sikRxRw6oGgCkSfaAvDMJYZPFXx68I+BPhV4Y8M/C/TL3S/EmkaVNJ4i8VW7zW0etXCNcbQLeTqNphcSsFZCCqqASW8x8D64LeyD+dHJHLDAqE6x5Ji2RLGy+X9ohI+ZTyc5GMbcczeKfFl6NGut99fR2DW1xHPDNrq3olLtiFQiyHOBtydoHy57Zr06OQUKkPrNSV023Zptf5W6nBicQqy+qVKacdN7fl1/zPLb6+l1K8lnnlknuJ3LySSHc7sTkkseSSSSSabvJcDLNx3qIcinocAYrehFLRbHqNWVkSRHDDOM45yOK+lP+CP0Rk/4KffAkkKVHi21K7skEgntn+VfNKH1I616B+y3+0BqH7Kf7Q/g/wCJGl2Fhq2p+DNTj1O2s73f9nuHTor7CrbT/skGrx1F1cNOEVrZii0mfqF+xT4Y07xx+1P/AMFJdB1jxBbeE9J1nRtdtb3Wr2N5oNKge/uVe5kVfmZEDFjjninftNfCrQ/hj8e/2Sf2P9PK2H7OniK80zxDqniOJoBb/FS/nkXdO8sLH5MhYVUvuUXCcFVgavhHwR/wU58U+A/FP7Q+q23hrwxPL+0dp9/p2tRyi426Ul3LLI7Wu2UHKmUhfM38AZB6VB4Z/wCCiGu+I/2V/CfwM8d2VlrXgfwv4kt9W0nXoImXxN4VtxMjTw6fMHEY3KZdqyo4Bk7BI9nzNfKsSqjqdP8Agb+q7HSqieh9x+Kf+CmP7R2h/wDBXN/gXomk20Xwv0/xWvgq2+GUPh+2OkN4eWUWudqxBxGbf9/5u/YgOf8AVLsr4t/4LTTy3H/BVX45vLI8kjeJpdzP1P7uPr+Vfpja/th63baxo/iW4/bw+Gep/ATS1hvLi7msrYfE7U7WMiQ6XNAtusxaQqUaQbXIJYoTnP5C/t1/tB2v7V/7YfxI+I2n2U2nab4u125v7O2nAE0NuW2xCQAkB/LVNwBIDZwaWR05SxCm6fLZa2vq/mTUso2PKDyaQDNANKqlzgV9vGLe25zE9rGVO8DcV7Y7V0GmabF4jiUSSSRQQg7CBlmcjJP0HA4rDtJTEdoGXH3cVrWt/J4XdZoszW0wYKCcFHABz+qn0I4zX1OD9nTpp1bul9pW2fS/9djjrqT0h8XQ2Le6vPEGsw+HNQeGDyLhhdSBxuuNmeAf73UDHUkEjitn4i6VH4e1TTr3QRJZateh4Da2sZAdNu3co5IJyQRzkrnrms+z8KWUng12nkjju0ja7F3/ABK23ITjqh4H+82RnodP4H69Dqnj5rzVruZ9YliWGzeTCqy4Ktz3YgBR67m5zitZwnFKjX+KTTi29Uu3y/G54WIqKMZV6XwwTvFLST/y79kjs/g58VvDXgn4SXIcIl7YxuLuzmAMl7K+VHB+8p4BH8Kggg98Lw14G8XfAPwxpnxEsmt5LW7X/S7Q5zHA7rtWQHqr4Q5X7pK98Vn+MPBF98WPiHrdz4bsoH/sxA1xIspIvpgTuZc/KzkhsAcMEJ+8cHrdS+NWqftLaZoXgiC0OnX15MzazIvyq0cWGGxewCqzFepYKBXM5ppqW8dI26u54lSjKnL2lBJxqvmrKTvyx5b2t562e+yehH4PTTfjEfFvjHXoopFlzbJZvMJPsECIDuzgHIUAK2Bkqx74Hl3hu51LwtYyWDW6Q2XjeNLeK5YjfGgn2Mc+43jbxwVPpXVftFfDW0+H/jcW3hkXMcWp2bS3FjA7SeTGjZPIySh2bvmzgqe2MY/xF8b6L470qxgjvP7Gs9J0yS6jiJLOt1lUjhHGWOFX5h/CcnGDXyPFclDDThVaTje7vu3qfTcNWUo4jDtunNKyenIkrJfPv1scl4vsN9nYMQD/AMS2056/8sI8VyE8G1xgcV6D4iQS6TpxwABptpx/27x1wl6MTsMe9fynTqNzfqffU2VjDj2pBFlh3NSAjNSxKGFdsZ2OpRTGLHkKo6k4x71rvGNN08JjBbJP19Kg0iyEt2GYfKvNGt3m9yB2qnUTNErMy7hy75NV5jinyPzk9KgkfJz3qXLQ5asuhGec0UUVic4UUUUAaHmEnBPTpToboxuCCRRe2ptpSD1qEEEV7Nk9GbKbi7xZsW12t2jBm5xx7moLmxaNiSM8ce1UoZzFyO1atlfLOMNisrcruj1adSNePJLcpwpzgcmp0Ib8KluLNlyycL/Oq4ZmOAAMdSa9rCYhNnHVw7puzJRKVKnHJ9KvWmry2hX5jj0qjERkheh6k1IqDd1JNe9h66MoKad4s6Sy8RFsbuM96r/EC/8At3hLcDnbdxjr/syVmxIUUnIA9zU2t4m8FORyftsf/oD13ZjWVXBzpx3aOmtWn7JqTOe0x2Vsj9a1I7rC8g/UVQsIPl6EfhVw5Uc9q/OoYuvRdlIeDl7isR3VypBycH3qk0ql85H51LeZas6VeT/hXfR4grx3imcmMpKRdQjHUfnT1HNZOTg4OPxpySOp4Y16dLilJ2lS/E810fM2Ag2/dz+FKuRzkiskXUin7xp326X+9XpQ4qwytzQa+4j2D6Gr5hPQkfj1p6txknNZMd/MWHzEj0xV60kklILO2PYjNejhuLMG3qpf18zOdGSLKjHfNSxqeg6jrVmyskmkUE53DcP3gyR39vw61ft9Mhc5jMhZs7V2kDGO3GT+Ve/Q4rwK3v8Ad/wTmlcyij4GeM9KTYTng5FbLeH4rcIRJcZYYZeFJHf1/WoTpEEchDNIVwe4IBxwOnX3yfp2rpfGGXrq/uGqbZllSKB27VduNOWNcoJ8EYzjAJ9M9D9c/hWfdBoiMMefXBrKXHGWxWrb+X/BNFhpslUjPBAPX0/pQxBTt/hWfPfyxg4YflVSXVrkH7+B7CuKXiFlkPhjP7l/ma/Uam7NipIVZWzg4rn/AO2bjP8ArGFI2sXMi4818emamPiXl8XzKnK622X6k/U5dzqoo3lfchIKjjtkd/0rV0LydVuBJcpCbW2Xb5bSbQ7MPXr26/7Irz37fKcBpGI9CaYZGI4J/A9av/iL1ODXJhnJPVpy3a26MznlzlG3NZnpl3qsGnX50R9QQ6Q86M0xIMixnDFeDjuCR03KO1bfxQ8eeGL/AML28VrPBJqds6Jbm3WQC3hAbKZ7rkrjqQQemTnxgyfL6EfjSKx/ya82t4u4xwnCjQir6atysuiWqMJZHTc4zc37uumib8z3j4MftP6N8NPCc9nPpk8tzGzSwNCo23Lt/wA9SzcYwg4BGB0z184vfifdXet/2vvuBrRu5LuW8MuS7MQwIUDhg24k7iDuHAwc8mnPP9aUykLncPpXg4vxHzrEQjBVFFR25Ul+d2Xh8gwVGrUrxj71Te7v/SOs1341eI9b8U3ustqUkOo6hH5M0kI8vcmANox0GABgdv15Ge48wkk5pssuR0qHqfrXyONzPFYuTliqjm/N33PTo4alRXLRioqyWnZbHpuuXI/svTx2GnWv/pPHXFX7Zl6cmun8QXAWzswSP+QfajGf+mEdcldyjfx0xXz9K/MzWEmRl8H2qSGXaaqlgWqa1GZCT2rrbdjeFR3NaG6+yWgXjJ71l3t150h9aW8uckAGqck2CfWhLqXKoxZZjtIqGgnJoq2znbb3CiiikIKKKKAOw8baObW9YYxg4rmH/dvXovip01u0W4TbllyQK4LUbYq5AFexG8oXRMp8suVlcOT3p8FwYjnmoQpX/CpkQbc96Irm3KjKSd0a1jfrMu2Q/QetPuLfzAGU8jtWMJTG2T/Or2n3RlXDHCirpqXN7p6tPFxmuSoSJuY7RU8brABkhj61Dc3CgfJx6471UN1Xt0MRGK13OepLkZdnvmbgng9K39H0aXU/h/PPtJiS/RN2OM+Uxxn6VyQm3N6/jXq/7PmjW/iOB7e5dFt1uJI3P91pFjKZ54yInwevBA716WDxCnVUWeZjKsnTbichpXh9hGzEAAd6bcadtHTmvefEHwQTS4v9GOVxxnv/AJ/z61594h+H91ayYZGbBycHivkcfD967I+ry/L5ww0XJp6Hmt9ZHG/bx0rHuoth6V3Os6G8S5MZVT7GuW1e2UNgjn2rgVJtnmZhaHqYpTB4pVU7ulWTbAD6UBAK6oYdnjc5AyY9s00pgdanMePfNRyJg4qp0OVXY1IbHgHrWhpkuHUr1z64P5/Ss6NfnxWjpq7sZ7HOMZFTSXvE1Hob9lciQKGwBgnGTnHXHPGB784ArThZim5hIeckncQeo7jjvz15644rJspSsW3sAGIL/dPIzt7jPb3rRSWMwoSApU7S2C2R64ySDwB0wAM160NFc86W5PJJ9lVgqqozn5e5HqVJB/A0yS5YSEKu1yOgBXdk556fp6Z560kEkbKHY/vFO4OXUMf9kE4J7dBURujHKwfcWzk725H5YqJo6qa0KtxMWm3OqMxJUsX3H6Z7/pWZOQePmyAOCMD+dad5KJC23ZgDlY5AUPvjNZk7b88/n1FcVRHbS3KFx82apyJkDir83I+lQNH04rzal76nfyNopNHx1qM9atSxHrjg1BJHycCsHoc86dhmMH2pQwzzzSBcdelIetK5kOJAHakU4pKKL9UA/wAzHSgSYA9fpTKKrmvuA5juPFIFINC9aktrVrq5jiU/NIwUZ46nFJtAdHqt/JJa24mZWZbaFAV/uiNQAfwA/KsGeTJ96u6zfpdXsskaeXG7Myqf4QSTis1zljXPCKTuJKwDlqsBvLBNV1ODTpJcCrluWrWuMlmLMajJyaCcmirJCiiigAooooAKKKKAOm8N6/iAwOeDxUep2wWdsfd7e9YNvMYZMg4rdtroXlpl8GQdK78NWs9SalN1FpuZlxb+UAR3qEy7RjvV2VuGB61SmiwSa6pq3vRMoTdrMRRuOWpzT7Txxiot20UE5rNV0tDWzWxL9pPc0pfI4qGgEikqrRV29yZXIPX9K6v4V+OpPCurywtKVtLxRuViSgkTJjYjOCRllBPTeT2rkN+R70ICx4/L1reljnTkp9jOcFJNS2Z7rf8Axwnjh/czzLnqn9098j+tYOpfGe/unxuZuPSuM020vLnSzdTp5cJGI5H4afHoOpA5yemQOa3vAXw0uviHdXBSWO3tbNd8878hVxk4x1r9Mp4nLcdQ9qopStqjz8Ng61BqEJSt6sr6h8RJr/8A1gHKke1Y0t+t1ztDGvQT8K9Lt9Pa7R5Ws05+13Z2LIOfuqPXHHrWBqNzo9jGWhTzlXI3sNq15lXCYeK5nGyexyTxsJS5YSc31tqk+1zmfsDzcKmD1zSHSivLKBU9/wCLQzYhVVVRwQOKybrxBJMxy5Oa8PE4zB0tjqhCtK3QnurZYx1FUJ2Ck1FLdyS8k8Goi+4c814GLzGFTSCO2nSa3ZKsvPTNT296qDBFUqBXnLENO5s4J6M6Sx16JJPmLLlcZA+p6f8A16ux+JrZRujDIeCSG25P4CuOyaUufWupZhJaWMHhos7NPESCQglJGkz8wfaSMdCe/wCh96Q+JLePAAwF6LuBC/TA/nn61xu/HSjeT3NS8e30LjSSOqvPFCXDYYu3puYtj25/D8qzp9Vjds457+9Y2456mkJzUSxbZrFWNU3qSdce3tT4pFcZyKyFOD1p6TlOhrB1Ezqp4i26NZrHzc4NRvo0nJAqnDqkkZHWtC08SbcBjUtxPRpVcNU0noVJNJkGcg1C2nOD0NdPaa1bXRAdVrTt9Ntb3G0qM+lONLm+FnpUsipV9aUzgms3XsaabZgOhr0NvBpcbguV+lMHgrc4+XOe2KznSrR+zcuXCVfoee+S+PumlWB2ONp/KvTLD4fJOcOhU9u4rSufh9YaPB5ly8Ufsx5P4da8ypmHI+VxdznqcM1aS5qskkeTQ6bLKwwhP9KswQnTJGkyFlUYTIzgnIz6euPcV1HijVLewmaCzhKFDhpGxz9K5O4lLkbuwwPyx/n/APXXRSqTqK7VjxMTClT92DuQyvuY8nk556n6+9RspJ60p5JoroW5xgBgU1mzkUrnAplUAUUUUAFFFFABRRRQAUUUUAFT210YiOTUFFNOw07F6SYSDPQio3l3DBqBJCDihmNdkK9lZmbjrcc4B+lR7iDSh+aRjk1lNpu6KQofmjePem0VHPYY8OCa674K/DR/il43Fi0y2tjZwS31/OzY8q3iXc+P9tuEUdC7qCQCSOQi++K96/Zq0WDR/wBm/wCJniZ9v2ya60vQLdjydkskt1MMep+yR/lV03zSsXBJyVyv4002LUykYtoktohiGKPKrGvGFHpxj9c1y8Hg+WwaSW0uZom4G3JAP1PcexFdTDqY1C3ByAxGT7/WkjmCEq2MGvRVZxaszvnaWiMbxnrGvX+n6bZ6jt1KO2wyqqqhkA4AYqMnjjpxiuG8XXLan4hkdoDaW4b5YVOREPQZ6/WvVb0C6RJFAPl9RWPe2MbyszqNrnJ4BrarjalSKjOTaPMjgKNN3pxS9Dym+k8yVgmRGDhQahWFm6YP416VN4atJCGaJOfw/lVWbwRZTN9wgn0J/qa4JUVJ80i+RrY8/wDJYHlTTSuP/wBVdzL8OYWJKu4H1BqrN8NRuO2Yg+6j/GsZYfX3Q5WcgVwM0ldLP8ObhCdsiH68VA/gO8Q9Y/8Avo/4VKw82LlZg0YNbh8D3g7Kfo1NPgm9H/LMEezCqWEqdB8knsjFoxxW2vgi8P8AyyP5j/GpY/AF2/8Ayyf8Cv8AjVrA1WWqM30OfAyaXYa6iD4cXbsP3Ln/AIEo/rWha/Ce5lIzDIP+BrTeAqpXZvTwVSZw+z1oKGvSrP4LTyfets59ZQK1rX9n8ygZs4Mn1uD/AErnlQktzq/seva90ePqDn0pQ2eOte3R/s9bDkx2aD3dmqzB8DorYgt9lXH92Orjh21e4nlUk/ekjw2GKVmG0H8BXQ+HhdwkM6ShfXYcfyr2W0+F1tFHhpdwHYKBVlPAlnAf4cr3281MKF5WbPSwmElh37SnK5w+l+IoLCDM0d1K3QBIwefxIqwPF81yA0GmRxgkgebITnHqBj+Zrpr7w3DFb5BH3uy1Rn0aOOBfmPDt0ruryqRjaD0KzLi3No0/Z0JKPolf8bmDNqOqXx+e58lc4CRgLj8cE/rUF7p5ijfIZmI6k9ffmtiW3RCeSSDx2pmoRpLCSMn5K8ygr8ynqfHSxuMrycsRUcvV/ocV4isvPuZmzyWyOPauWvIGiJB7frXc31uDPIOpNc7rmleWC2OtcMG4yaNU72OdIIpCcUpUgkehpr/dNdSXUsYTmiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKdwCiiikAq9RXt/w81YWf7Hmp2oHN34vgkOP+mVlIo/9GmvDx1r1nwhPs/ZfmXOP+KnJ/8AJVa1oytK407FWxvWjUEEgj9a0VvXcAMp+uaxtHuQWXODk12+k6ZFeWZbAPHtXZKSLjOzujDF4yHg4+ppZLgTgA/KT1FGu2osZmAH61kPe+VwD1rNzSCU7mhLCSBg9KrsXB6GoF1U086lu6ih1UQpEglYjrTlcknJ/Gq5ulboeKabnb3FCqpuwm3uXdodTljQEXuc1S+0Z705brHet4yZUKy6lsKuexpyMgHRaqecWIIPBpS7EE9K3hUZ2Qn2L6SqB2NTR3IA4ArKWQ/j9KcJDnOT9MV1RqHZCTsbcN/j04q5aawQRmubWVvepobvaepqnUdtzVSadzsrXWgMHNa9nrOSMt1rg7e+IwM4rRs9X2jB7d65K9NTR1UsTZ2kd7DqSsuTk095fMXIPHpXK2ur8D5q1LbVlZQCwrypxdN6HRJqXwlueUxE1Ue7EYY5zmlu7oSJxnisjUZyp6nBrGWJSIjK2jJb++D2uO+azLq7zAfXfx+VR3l0fs2D0NVZroGDPo39K76VZSVjy8XTUk2Q3HzMeuajJ/c49qe1wCuO5BpgfMJIIIx3p+xvdo8KpC2xnXdsPMc454rK1m2D2546c1r3UgjZueTWbqEu6E8joa8SrT5ZBCLscFfIVu5M8EMQRVd27Vc1Uf8AEwmOeN7fzNUW6muiD0LCiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBV+9Xomi3vlfs9yRZ4PiHd/5LrXnVdfZzMvwXKA/KdZJ/HyBVw3JlsN0rUNsoGeM16B4e1YpZAA8AcD0ryaymZZV57122gXbrD17Vo5akrYveJ9V3ua5e41DkHOOeKs+I7pzIea564mY8ZpOVwNMakTnJpyX5656ViCVgaclw+etK4G8monHXipU1EkcmsFJ2x1qxHMxcAmgDeiuBIvXNXbWEOR61z1vMwI5ra024YnrW9NicU9TdtNNEgxjOPpVuLQlIGQBVKwuGC5zWhFdPxzXWhQk4sVdBUnrig6FjuPyqxFcvjrmle4bB5qrnrUKt1ZlKXSAnOBmqNzAsZ4rRnuHYEZ6isjU5WVetWpOx1rXUja7MR7U5NV2elZU87GQ81B57Zzmk3YbSsdPbauOzZrTs9cwcE1xMNw+OtXra7cN1rColLcdOs4s7u11ktgEg5p93KJlJ/KuXsLlwVwa17WdpFGTXz+JhZ6HS5Nq5DqmUt/TFZU92RbH/AH/6Vr6t81qQfTrXOXbEQEf7f9KqjVaaMKqvAU3vPJp0d1kEZ4rLaU80kE7YPNe/hpt7niz3sWZroZbnNZuoXR8sgDOQaWSQnNUb+VvLxmscTRjuacisYOoPvupDjqxP61Sbqas3X+tb61XcYNeelY5mrMSiiimAUUUUAFFFFABRRRQAUUUUAf/Z" alt="Resina Quanton3D Iron Ultra Resistência">
1

Antes de fortalecer, defina como a peça pode falhar

“Peça forte” não é uma especificação. O projeto e o ensaio mudam conforme direção, duração, velocidade e ambiente da carga.

↔
Resistência

Suportar tensão

Tensão máxima antes do escoamento ou ruptura, sempre associada ao modo de ensaio e ao estado do corpo de prova.

▣
Módulo

Deformar pouco

Módulo alto indica rigidez. Não prova resistência a impacto, fadiga ou propagação de trinca.

◉
Tenacidade

Absorver energia

Relaciona a energia absorvida até a fratura. Depende da combinação entre tensão e deformação, não apenas de dureza.

≈
Deformação

Alongar antes de romper

Alongamento na ruptura ajuda a diferenciar comportamento mais dúctil de ruptura frágil, mas não substitui ensaio de impacto.

Ponto central: dureza, módulo, resistência máxima, alongamento e impacto são propriedades diferentes. Otimizar uma pode piorar outra; compare dados obtidos pelo mesmo método, condicionamento e pós-cura.
2

Escolha a métrica que representa o uso

Um valor isolado da ficha técnica não descreve o componente. Método de ensaio, geometria do corpo de prova, velocidade, temperatura, orientação e cura fazem parte do resultado.

Necessidade realMétrica ou ensaio útilO que respondeO que não prova sozinho
Tração ou fixaçãoResistência, módulo e alongamento em traçãoRigidez e comportamento até escoamento/ruptura sob carga axial.Impacto, fadiga, flexão da peça ou concentração em parafuso.
Viga, alavanca ou tampaFlexão e módulo flexuralResposta combinada de tração e compressão durante dobramento.Vida em ciclos ou comportamento de encaixe repetido.
Queda, batida ou travaImpacto e/ou tenacidade à fraturaSensibilidade a carga rápida, entalhe e propagação de trinca.Rigidez dimensional sob carga permanente.
Carga mantidaFluência e relaxaçãoDeformação que cresce com o tempo ou perda de força de aperto.Resistência a uma carga rápida única.
Uso repetidoFadiga no modo e frequência reaisQuantidade de ciclos até falha ou perda de função.Vida útil com base apenas em resistência estática.
Calor ou químicosHDT/DMA, envelhecimento e retenção de propriedadeSe a peça mantém forma e desempenho após exposição.Compatibilidade universal com todo ambiente.
Comparação honesta: ficha técnica de material A não pode ser comparada diretamente à de B quando os corpos de prova, impressora, orientação, lavagem, pós-cura ou norma são diferentes.
3

Escolha a formulação pela propriedade exigida

A química define a janela possível; geometria e processo determinam quanto dessa janela aparece na peça. Nomes comerciais como “tough” ou “ABS-like” não são especificações mecânicas.

Perfil geralTendência esperadaAplicações candidatasO que confirmar na ficha e no ensaio
RígidoMódulo elevado e deformação limitada.Gabaritos, modelos dimensionais e componentes estáticos.Alongamento, entalhe, impacto, fluência e condição de pós-cura.
Tough / resistenteBusca equilibrar tensão suportada e deformação antes da ruptura.Carcaças, travas, encaixes e componentes funcionais.Curva tensão–deformação, impacto, fadiga e retenção após envelhecimento.
Flexível / elastoméricoGrande deformação e menor rigidez.Vedações, amortecimento e componentes que trabalham por deflexão.Dureza, resistência ao rasgo, deformação permanente e compatibilidade química.
Alta temperaturaMaior retenção de forma ou módulo sob aquecimento.Moldes, ferramentas e contato térmico dentro da faixa validada.HDT/Tg no método declarado, fragilidade, ciclos térmicos e pós-cura necessária.
Carregada / reforçadaCargas podem elevar módulo, estabilidade ou propriedades específicas.Aplicações dimensionais, térmicas ou de desgaste selecionadas.Sedimentação, anisotropia, desgaste do processo, impacto e homogeneidade.
Aplicação real: selecione pelo modo de falha e por dados comparáveis. Maior módulo ou dureza não significa automaticamente maior vida em impacto, flexão repetida ou aperto permanente.
4

Geometria estrutural: resistência com menos massa

Uma peça bem desenhada pode superar uma peça mais pesada ao conduzir a carga por seções contínuas e reduzir concentrações de tensão.

Peça com canto interno vivo e concentração de tensão destacada em vermelho
✕ Projeto problemático

O esforço fica preso em um ponto

O canto vivo e a mudança brusca de seção funcionam como início natural para a trinca.

Observe: a região vermelha concentra quase toda a solicitação, enquanto o restante da peça pouco ajuda a resistir.
Peça com filetes e transição suave, distribuindo melhor a tensão
✓ Projeto reforçado

A carga encontra um caminho contínuo

Filetes, transições suaves e reforço ao redor do furo distribuem o esforço por uma área maior.

Observe: o encontro arredondado elimina o ponto de ruptura mais óbvio sem transformar a peça em um bloco maciço.

Leitura em 3 segundos

Vermelho concentrado em um canto: risco de trinca. Transição ampla e arredondada: carga distribuída e maior durabilidade.

Filetes

Arredonde encontros

Raios internos reduzem concentração de tensão, especialmente em bases, encaixes e mudanças de direção.

Nervuras

Reforce o caminho da carga

Nervuras trabalham melhor quando ligam regiões carregadas e mantêm espessura coerente.

Espessura

Evite saltos bruscos

Transições graduais reduzem contração desigual, empenamento e pontos rígidos localizados.

Furos

Proteja as bordas

Mantenha material suficiente ao redor de parafusos, pinos e recortes para evitar rasgamento.

Exemplo de nervuras estruturais em uma peça de resina

Nervuras estruturais

Aumentam rigidez e estabilidade justamente no caminho da carga, com pouco acréscimo de massa.

Exemplo de filete arredondando o encontro de duas paredes

Filete bem aplicado

Suaviza o encontro entre paredes e reduz o efeito de entalhe que inicia fissuras.

5

Parede, cavidade e estrutura interna

Em peças ocas, o caminho de carga, a casca e os reforços localizados importam mais que um percentual genérico de preenchimento.

Preenchimento interno: leve × reforçado

Peça oca com preenchimento interno leve e células maiores

Estrutura leve

Menos material e limpeza mais simples, porém menor apoio contra flexão em regiões carregadas.

Peça oca com preenchimento interno mais denso e células menores

Estrutura reforçada

Mais caminhos de carga e maior estabilidade, com aumento de consumo e dificuldade de lavagem.

O que olhar: não conte apenas células. Verifique se elas conectam as paredes e sustentam a direção real do esforço.

A casca vem antes do preenchimento

Preenchimento interno não corrige uma parede que falha no caminho da carga. A espessura deve nascer da carga, vão livre, geometria, propriedade admissível, ambiente, tolerância de fabricação e fator de segurança — não de um número universal.

Reforce localmente fixações, furos, travas, mudanças de seção e regiões de contato. Compare variações em ensaio representativo antes de engrossar a peça inteira.

Cuidado: preencher demais pode aumentar consumo, retenção de resina, dificuldade de lavagem, massa e gradientes de cura. Em peças ocas, prefira reforços com função estrutural e interior verificável.

Espessura vista de forma intuitiva

Peça com parede muito fina destacada

Parede fina demais

A borda trabalha como uma lâmina: flexiona, trinca e perde estabilidade dimensional.

Peça com espessura de parede equilibrada

Espessura equilibrada

Distribui a carga sem peso desnecessário e mantém espaço interno para lavagem e cura.

Peça com parede e nervuras de reforço

Parede com nervuras

Ganha rigidez local sem exigir que toda a peça fique grossa ou maciça.

✓
Drenos e respiros
Permitem retirar resina e solvente do interior.
✓
Acesso para pós-cura
A estrutura interna precisa receber energia suficiente.
✓
Nervuras acessíveis
Evite labirintos internos impossíveis de limpar.
✓
Sem câmaras fechadas
Resina presa pode causar pressão, fissuras e ruptura tardia.
6

Orientação, processo e direção da carga

Peças em fotopolímero podem apresentar efeito de orientação dependente da formulação, da máquina, da exposição e da pós-cura. Por isso, não presuma isotropia perfeita nem fraqueza obrigatória em Z.

Compare a leitura da peça

Componente orientado de forma desfavorável com grande concentração de tensão

Orientação desfavorável

A região crítica recebe mais flexão e pode exigir suportes em áreas sensíveis.

Componente orientado para distribuir melhor a carga e reduzir áreas críticas

Orientação mais favorável

O corpo principal sustenta melhor a carga e os suportes podem ser deslocados para áreas menos críticas.

Observe: a melhor orientação não é simplesmente “deitar” ou “levantar”. É alinhar geometria, impressão e uso final.

O que realmente avaliar

  • evite colocar a menor seção exatamente onde a peça recebe tração;
  • reduza grandes áreas paralelas à película para diminuir forças de separação;
  • mantenha suportes longe de superfícies de vedação e encaixes;
  • proteja furos, roscas, pinos e travas contra deformação;
  • oriente cavidades para drenar durante impressão e lavagem.
Boa prática: imprima corpos de prova na orientação real de uso quando a peça for crítica. O desempenho do componente completo vale mais que uma suposição genérica sobre XY e Z.

Decisão correta

A orientação precisa equilibrar três objetivos ao mesmo tempo: reduzir força de separação, preservar áreas funcionais e posicionar a geometria para resistir à carga real.

7

Calibração e estabilidade do processo

O estado “verde” precisa sustentar a fabricação; a propriedade final deve ser avaliada somente após lavagem, secagem, pós-cura e condicionamento definidos.

1

Dose calibrada

Exposição insuficiente pode reduzir cura e coesão; excesso pode alterar dimensões e fechar detalhes. O ponto correto depende do sistema completo.

2

Separação validada

Movimento, filme, seção e suportes devem liberar cada camada sem defeito, deslocamento ou dano que enfraqueça o componente.

3
ESTÁVEL

Faixa térmica estável

Temperatura altera viscosidade e cinética. Registre e mantenha a faixa validada para a combinação de resina, máquina e geometria.

4

Suportes sem dano crítico

Evite contatos em filetes, vedações, furos e regiões de máxima tensão. A remoção não deve criar entalhes no caminho da carga.

Controle de processo: registre impressora, tela/fonte, camada, exposição, orientação, posição na plataforma, lote, temperatura e arquivo. Um corpo de prova sem rastreabilidade não caracteriza a peça produzida.
8

Lavagem, secagem, pós-cura e condicionamento

O valor mecânico só é comparável quando todo o estado final está documentado. Solvente, água, UV, calor e tempo entre cura e ensaio podem alterar o resultado.

1

Lavagem especificada

Use o agente compatível, renovação e agitação definidas para remover resina superficial sem exposição desnecessária ao líquido de lavagem.

2

Secagem verificável

Antes da pós-cura, confirme ausência de líquido superficial e acumulado. Peças ocas exigem drenagem, lavagem e secagem internas.

3

Pós-cura validada

Comprimento de onda, irradiância, tempo, temperatura, posição e rotação compõem o ciclo. Use o procedimento do material ou um ciclo validado.

4

Condicionamento e ensaio

Defina o intervalo após cura e o ambiente do ensaio. Compare corpos de prova somente no mesmo estado de umidade e temperatura.

Mais UV não é automaticamente melhor: o efeito da pós-cura é dependente da formulação. Ela pode elevar conversão e algumas propriedades, mas um ciclo diferente também pode mudar módulo, alongamento, cor, contração e tenacidade.
9

Resistência hoje não garante vida útil amanhã

Fotopolímeros podem mudar quando permanecem carregados ou expostos a UV, calor, umidade, solventes e produtos químicos. A condição de uso precisa entrar no plano de validação.

Tempo

Fluência e relaxação

Uma trava pode abrir gradualmente; um aperto pode perder força. Teste carga mantida pelo período representativo.

Ciclos

Fadiga

Uma carga abaixo da ruptura estática ainda pode falhar após repetição. Registre amplitude, frequência e quantidade de ciclos.

Ambiente

Calor, UV e umidade

Condicione amostras e compare retenção de dimensão e propriedade, não apenas o valor inicial.

Contato

Agentes químicos

Avalie inchamento, massa, fissuração, amolecimento e propriedade residual no fluido e temperatura reais.

Peça crítica: fatores de segurança e critérios de aceitação devem ser definidos por profissional responsável. Este guia não certifica componente médico, odontológico, automotivo, elétrico, pressurizado ou de sustentação de carga.
10

Falha mecânica: trate o aspecto como pista

Uma fotografia de ruptura não identifica sozinha a causa. Registre local, direção e histórico da carga; compare com a orientação, geometria, processo e condição ambiental.

Evidência observadaHipóteses a investigarComo separar as causas
Fratura inicia em canto, furo ou marca de suporteConcentração de tensão, pouca seção resistente, dano de remoção ou defeito local.Inspecionar origem com ampliação; comparar peça com filete, reforço local e suporte reposicionado.
Separação acompanha planos ou regiões de impressãoDose inadequada, orientação, contaminação, instabilidade mecânica ou seção crítica durante o peel.Mapear a altura Z da falha, revisar preview e log; imprimir corpos em orientações controladas mantendo o restante constante.
Peça deforma muito antes de falharMódulo insuficiente, seção flexível, fluência, temperatura ou pós-cura diferente da especificada.Medir deslocamento sob carga e ao longo do tempo; comparar estado térmico e ciclo de cura.
Ruptura brusca com pouca deformaçãoFormulação rígida, entalhe, envelhecimento, baixa temperatura ou ciclo de cura incompatível.Comparar curva tensão–deformação/impacto e corpos sem entalhe, no mesmo condicionamento.
Superfície danificada na retirada do suporteContato ou ferramenta criou entalhe na região funcional.Reposicionar suportes e validar método de remoção indicado, com EPI e sem aquecimento improvisado.
Fissura ou vazamento aparece dias depoisInterior fechado, resina ou líquido de lavagem retido, gradiente de cura, carga mantida ou ambiente.Interromper o uso, isolar a peça com EPI, verificar drenagem/limpeza interna e repetir após condicionamento controlado.
Não faça compensação cega: aumentar exposição pode mascarar um problema de geometria ou separação e ainda alterar encaixes. Volte ao último processo aprovado e teste uma hipótese por vez.
11

Matriz interativa de evidências

A ferramenta não calcula “porcentagem de resistência” e não recomenda espessura. Ela identifica lacunas entre a aplicação, o processo e a validação disponível.

Situação da evidência
Aguardando dados

Selecione a condição real da aplicação e gere o plano.

  • Nenhuma propriedade será presumida.
12

Checklist antes de liberar uma peça funcional

“Resistente” só pode significar que critérios definidos foram cumpridos no processo e no ambiente declarados.

✓
Solicitação e falha limite definidas
Carga, direção, duração, ciclos e deslocamento aceitável estão registrados.
✓
Propriedade e método escolhidos
O ensaio representa tração, flexão, impacto, fadiga, fluência, calor ou contato real.
✓
Dados comparáveis
Norma, corpo de prova, unidade e condicionamento são conhecidos.
✓
Geometria revisada
Filetes, furos, fixações, mudanças de seção e caminho de carga foram avaliados.
✓
Orientação caracterizada
A direção de fabricação foi registrada e comparada quando relevante.
✓
Processo rastreável
Resina/lote, impressora, posição, exposição, camada e temperatura estão documentados.
✓
Interior seguro e verificável
Não há cavidade fechada; lavagem, secagem e pós-cura interna são possíveis.
✓
Estado final controlado
Lavagem, secagem, pós-cura e intervalo até o ensaio são repetíveis.
✓
Ambiente reproduzido
Temperatura, UV, umidade e agentes químicos relevantes entraram no teste.
✓
Repetibilidade e aceitação
Amostragem, critério de aprovação e consequência de falha foram definidos.
13

Conclusão

Fortalecer uma peça é construir uma cadeia mensurável, sem elo presumido.

Requisito + material + geometria + processo + ambiente + ensaio

A resistência final não vem apenas de aumentar parede, preenchimento ou exposição. O resultado aparece quando a propriedade do material combina com a função, a geometria conduz a carga, o processo produz um estado repetível e o ensaio reproduz o uso.

Documente versão do arquivo, resina/lote, impressora, orientação, parâmetros, lavagem, cura, condicionamento, amostragem e resultado. Para aplicações críticas ou regulamentadas, a liberação exige responsável técnico, norma e critérios próprios.

Sincericídio Quanton3D: uma peça pode ser bonita, dura e ainda assim inadequada. “Não quebrou na mão” não é ensaio; resistência só existe em relação a uma carga, um tempo, um ambiente e um critério de falha.
14

Referências técnicas e limites

Fontes usadas para diferenciar propriedades, orientar ensaios e tratar os efeitos de fabricação e pós-cura. Consulte sempre a versão vigente da norma e a documentação do material.