O que é o GeoGebra?

O GeoGebra é um software que reúne ferramentas para explorar de forma dinâmica diferentes áreas da matemática: Geometria, Álgebra, Planilha de Cálculo, Gráficos, Probabilidade, Estatística e Cálculos Simbólicos. em um único pacote fácil de se usar. [br][br]Devido a gama de ferramentas disponíveis, bem como sua interface fácil de explorar, pode ser utilizado em todos os níveis de ensino (desde o Ensino Fundamental I, até Ensino Superior). [br][br]O GeoGebra compreende diversos aplicativos com algumas funcionalidades em comum, mas outras especificas de cada aplicativo. Segundo a equipe do GeoGebra:[br][br][quote]O aplicativo certo para você é aquele que atende às suas necessidades (...)[/quote][right][/right][right][size=85](tradução livre - Fonte https://www.geogebra.org/m/shfwqcpr)[/size][/right][br][br]A tabela abaixo (retirado do livro "[url=https://www.geogebra.org/m/XUv5mXTm]Learn GeoGebra Classic[/url]", em abril de 2020) apresenta uma visão geral de quais recursos estão disponíveis em cada um dos aplicativos. Para acessar a tabela original, clique [url=https://www.geogebra.org/m/shfwqcpr]AQUI[/url]. [br][br]
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vgheuMb30tz554jmyX6LJXGUf/+o8y0ojJbDQ+/43bwDW/Yg+66645E6UeJhRsMeBQdrOvTBCT40yikDEF5+umniRtMNnvdfPOd4V//+jf6xDSEv/vd76hU6qGenhLxNI0jRsygs8++gIYPn0Pjxk2k4cNHmLvYXeuRe1T4rneeIo7rKO1XmvEWlXeea55vUBo1arAp58KFV9Hq1d+hjRt/b4zmdde9SFOmbKb3vW9XOv748XTsscNpn33eQkcffSzNn/9FM95e5rsW48iXZmfOPJ9mzJhCbBS68UqT24ABx9Jhh00xD+xgI8i9/zxd2cknL6aDDtqPeJacpK+jjjqYisWZJl1OX/Zx2mmrqH//fTqyj6g8psktan/hdXxSzLPDHHhgkQYN+gIddNCRNGDACTR16nhauPBjtaFObHA4zi64gG+mO52uv/6GcFJd+54WMxcDzscJnpOah8bxjYU8OwfP1CEvvrp69tlnE8/Mw1Pn/SQDT/BJi5uUedu2TbTjju+ia6552XQOcLzw/PsXX/wjeuUrX00/+Unyx4iuWbOcdtxxNzP0hIc28j4+8QmiSy75hTkh78Q+pDzyKdxgwIUIPrcbAhL8aRRYDHi7J2GmsW9J88EHv9knDDjP080Ho+uu88bL8swSjz32Q/rDH35P//rXP42BHjx4MIV7ioRDs8+vfvWrdOaZZ9I17Ii68Eoz3sLZ5x59nlKQ5/S+8MKttGnTU6ankYvKhoefyrdu3bN01FFH0yGHHErjxj1NPT0v09ln30GHHHI47bPP26mnZ1PDTa9sUq+88iEaNuwMM991eL9pfE+TW79+u9I553y59mRLPtHg3um5c++jN77x9fT8840P0nItY6Vyl+llHzZsG23e/AJt3foiTZz4CSoUXkmf+Ux6UzumyS0Og1mzZtMee+xMAwfeQkOHfp/699+bBg06k7inccmSzwdm2mGzs2nT8zR9+nlmPDg/RKw3XmkxczHgXG6+CjB//nwzJR7fYHjhhReaMcg8UxNP4chX7dicd2r4RVLWaXGTfPX0jKGDDhpP/NTZcO/0jjvuQrfccpNsqv7kKUJ3220XOuCAkbR69W/ommv+TUuXfp9e97q9aeLEMdSBc/GGvAk3GPAGNFjR1wlI8KdRTjHgUU/CTGN/UWn2hVlQeEwoP6WMpwp85plnooppxm9zj9BHP/pRp97ETZs2dW38N2c8zXizwXDP9Lx559OoUTx39VfMcB02ONKLzZ/cwzN69Edp773fSGeccR319BBNmEDmc9y4p+iYY86ivfd+M02deo3Z1tby+Mj581fQ2LHDiafrS/uVJrdjjjm8Nj6bGfHJCY/PPvPMMu27714duzJy552fpf3335fe/vb3mvc73/l2uvnmG1NFlya3dhm/++57aK+93klHHTWYJk9+mQYOvI322293Myxv6tSJdNllD9Z6wCW2+ORu9eofm/HgU6f2dOQG2Hb5DP+eFjNXA8754l5vbvt4lizu6f7MZz5jnhfBDzDiN09vab/4ais/aZSfZ2C/+T/6y1/+MtX7NtLiJuUrl1fRG96wj2mLuP3hmOEZsJYv/63pnX7kke/Jpok+mdUZZ3yI3vY2nrpwP3r9699EM2dOTY2dcIMBT1RtEOeRgAR/GnlvZcB5xgVuLHnqN/vN63he6k69+oIBv+mmm+j0009vOUsJX7LlYSQ8neBjjz0WCx/3MM2ZM8cc3Jh7N15pxpvkn4dMrF69ykyddcUVX6vdsComhz+59/uSS35I/fu/m44+eiBNnMg9sp4BZxM+aRIvP0NHHnkyHXBAP1q69KHA7DNeb+UvzOPqV65cIbtO7TNNbp/73O3mxGj69DtrM5TMnHk3FQqvoU9+Mnmvmg3lxRf/QePHj6Zjjz2Sbrrp4/ZPqSynya1VhvkEkG9i3WefPWno0IdoyhSiU05ZQ/vv38/8R6dOnUyrVz/eYMA5NtmEL116lxkPzg9T4baym6+0mGkMOJeb56bmnu6eHr5nY7L55N5vvr+Hb6q2X9dff70ZlsK/22/uQedpNdNs59LiJuV7+uk/0lvf+kY6+uhz6OqrXzRGfOXKX9Gb33wgDRt2llPHi6TZ6rNcXkNHHXUYzZkzq9VmiX8TbjDgiVEigbwRkOBPI9+tDPg3vnFfZEPJDe3ixUs6lp28G/C//e1vxiTzAaTd7Ah8QxIPU+HhKnFejzzyiJk/dsWK9A2k5CfNeJN9fPvb3zZPrVy8+IbAJX4x4NzDyybntNMm0fvetwsNHfp1mjy5br7ZgPOb1w0f/rAxTSefPJS2bXvJjImUdLgXaunS681QFH78epqvtLlt2cLjS3ekXXc9mHbb7VB6y1veSqtWLe94kXhYED+Cne874Kn50n6lza1Z/nlO/d13fxOdfPJHTRxxLB1//Ll02GH7UU/PJJo6dQatW/e7QDxJXHnjwfnBT2UzHpyfcNjNV1rMtAacT6jL5bKJGTHhbK6jHpfO98rwlLaPP/544M096Ty3vTxIKg2eaXGz8/rooz8wNzS/+c17Ub9+h9Ob3vQuMz0g3+vS6dfKlStp+PDhxDcRp/kSbjDgaVJG2pkkIMGfRuZaGfDf/OYpc3f7PffcbcbweZ930xe+8IWOToeXdwPOZpKHlsQxyXwlgQ9Q3DMU5yoCT73Hhr2bYyjTjDeOYX4wxaJFC6inZzpt2fKXSIPDQ0/mzfsi7bvvW+mkk2ZGmm8x4Tws5YMfXGK2nT//S4FecDZKW7c+Rz09U+iCC84jfiJdWq+0ub3wwt9o3Lix5kl5F100j3jKyzRe/Ch2vnFu1qxZxLM6pP1Km1tU/vnEdv/930uHHHIcjRnzjLmawldXisWRdPjh/Yl7v885Zx5t3vz32iwoYr7lk+9T2LjxOZo2bS6NGDGEHnywe+PB02KmNeDMmB/WxjNqlUqlWi+4ZtanqPrq1Lq0uIXzx1f3jj76CDrrrNNTe0rlU089ZThzh1i3OhdgwMM1je99nkCajUYrA94tsHk34DxHN98kyVNuxXnxjB9nnHEG8SwBrV58EyffyDRp0qSGy7itdEl/SzPeOG88G8KoUTwW/rbI3m82Nmx8jjvuFDrwwH1p9Ogn/eEmjT3gMhRl5MjHaf/996Szzppphq6ISeJP7klfseIeMy0hT4eW1ittbnwp/5xzzjGzTdx+++2pFINPUBYuXGiuusS9SpM0I2lzC+ePh4LxWOV3v/vtdOaZnzcnd2y+x459gQ4//FQ6+ujDzRzgc+deZsy3dxIXvDdB4otja9WqH9K4caNpypQS/fa3vw3vLpXvaTHTGnAeUsc93jz8hK+ccCcDXxHk+12Yt/3iGOO2jU/uot48M1Zar7S4hfPLj5rnkxEuf1qvG264wZwo8xTCaZ8oCzcY8LRqE+lmloAEfxoZhAFPRlWGn7iY5IcfftgYnCVLlrQcE/i1r33NGHue6qubrzTjjctxyy2fMjderltXbdr7PWXKFnPj5Uc+cmXtxkvp8Y769Hovz6ajjjqK1q9/PjBulw3UNdf8i2bPXkg9PROIZxFI45U2Nx5nzPPm8yXn1atXp1EEM5aX71Hgp/bxDXHdeKXNLVwGHoO8xx5voeOOm1o7seP7CUaO/DUdeOCh9OEPn0rTp0+iefM2R8anmG/5ZBO+ZMnn/PHgy8wVnvA+O/09LWYaA87mj+OSDTe3g3zTON+Mziace2fvuCM4L/XNN99sTiJ5G/vN2/NVF75KmNYrLW7h/PKQEP6f8lCuNMa0802YzJqvVKXZqSDlEm4w4EIEn9sNAQn+NAosBrzdo+jT2LekmedH0f/oRz8yN2xdfvnlUpy2n9wjdNFFF5nGky+FR714vm/eZsiQIcSGvZuvNOONy7F69Uoqlfgmpb8HZjxhQ8NDGVevfooOPfT9dMQRA2jChL/VTBKb7Kg3G3JvGMol9P7396Ply59suKmTe9XL5UdpxIizaQvPD5bCK21unGWeUYJ7b3kIU7PZduIW7dFHv08XXDCLRo8eSpdeuph4iNns2bNNzHVrykvOaze4CRO+R+PIIw+lAw7oTyNGVGtDm3j899Chj9ABB+xDH/rQqTRt2gS66KJbIq/QiPGWTz7B27btP3TeeWtpyJCBxDdkp/1Ki5nGgG/bts3EJPf48jA87sG++uqrzTruEeeTuZ/97Gc1JHwFjI87PL2q/eaHwvETcPM8TEwKyeXj/ynPApP08fN/+cufadWqy2jMmKE0d+50uvPOz9GKFSvNcYcfmpd27zeXSeIt1wa8UipQqSJVlP9PLk+hUKRyNf9lyXIJJPjTyCMPm+BH0d9003V0222fpE9/+hNdfd9++y20du1KcxNjp8uXJjfJ62233WbGaPPUWy6vr3/962ZqwUsuuaQms+dv5d7vs846y1zCTPOSbG3n1kLa3JYsuZCmTp1PW7e+3DC+9vrr2QjNp3333YXOPvt2Y6wnTnyJ2r17ev5NH/nIOtp//11p8eJvmDmy+WEY9pvHlS9atI5Gjx5mbgKzityRxbS5cSbvu+++mtnhnkTt6/rrr6Wddnot7bPPQPrgB+fTHnucaA6yJ588gC677DIzRECbtquuG9wkTzyjEM/5/eEPbwlcWWEDPmhQhfr3fw+dddYgKpXG0iWX3BvLgLMR98aDP0NTp86mkSOH0Le+9W3ZZSqfaTFzNeDf+ta3jMlkk809snLVhO9v4d5sHpbCD+hZvHhxV64MtIOdFrfwfvnkmHu/+aSEO1K0N5byjarvfe+e9Na3HkQnnXQBHXLIWCoUXkX77bcPzZw5i374wx+Gd53Kd+HWywa8SuUim84CFYplcvOdFSqJrlqmoix3Elda6TbLY6VkWBThwJsR6sh6Cf6OJBZK5CtfuZdGjRpNPT18U9wi6unhy/TdfF9I48fPovPPz+ej6JcvX256suNOKyj4uRd88eKLTQO9bl2ZFi1aShMnzqFFixbT3XffTfPnLzDpdmMWCsmTfKYZb7yPiy9eQFOnLjS93/b4Wp528KKL7qf99tuT+vffj4rFgf77dCoW273PoMMPP4EOOGA/Gj16Ep1//lKaM+eiwHvu3CXmASpDhgw2B8VOTx2XNjdmx0OeLrjgAnO5f+rUafTxj99g5jnv339/Ou64o2nt2hUNY26lXuXzySertMMOr6TRo2+kW27xnqLHT9IbPHg97bDD/6Mf/zj50/pkX3E+u8GN8/GlL32Z3vOed9FRRw2i8eP/EZjSkq+gfPjD19ABB+xJEyaMpylTJtGKFY8EhjJJj3ezTx6KsnLlozRu3CiaNm0K8Wwyab3SYuZiwPkGS57/mx8uNmjQIHMTpl3e+++/31xN4WEoPEUr31De7c4EOz+8nBa38H74Ow9D4bIzo82bN9HixfPpsMMOpoMPPpCmT59Mv/rVL6JktXU8s8yxxx5Be+99hulQ4Cdq8gN+Fi/+Af3Xf+1Ea9asrG2b9oJw610DLgaXzbNzz69lwImoWi4l7DmWk4ES2Z3qydN1qcpgmVyU2DY+AQn++Ir4W9577z00Zsxk2rjxLw29kc0ONJ1czwetpUsfpDlzZsTPdMwt0+TGWeBppWbMmGF6OjRTTFWrVTr99IF00kk9tGDBg7RixW/p/PO/SieeOJZOPfXU2hM1Yxa3Y5ulzW3lyuXU0zOLtm79Ry3mvHHaL9Pw4fPomGNOoBNPHEjHH/9BOu64AXTccSe3fR9//Ml07LHHUbFYpHPPnU1Ll15MixcvCrwvvngRLVmymJYt+ygtWLCAvv/973eMGSeUNjfJLM94wD2Lxx9/nHlK5fHHn0ezZ/OVrOvpda97D51++qn0n/80fzT92rXL6e1vP9w8IEQefMT/Q+7Ffe1rdzVXwGRf3fjsBrc///kvdMopJ9M++/SjIUO+Hej95iFM3AN+8smXmPnkR49mAz2Vrrzy104GnNtF5rh48e1mPDjfgKft+WzHPS1mcQy4PG2eOwd4uA1fBeSbgqOGjnBnwq233mrMOSu1Zb0AACAASURBVG/XjeESrdilxS1qn88++yzxEJGhQ4fQq171Cnr3u0+lKVNuJ57L/73vPYN23nlnevLJ+tCccBo/+9kT9NrXvsk8xIevDMpx99ZbiQ45ZKKZWjWsSeu7cOtVA14tFz3jXfZ6fguB8SSeGTWr/J7hQsE2x7ZZ9ZcDejblnD6b+whdyPR7wz/83nj+zdux18tulqMMur9Oeu9r+RS9VX32yUYon9ZWtTw336TOxctzvWz18kYPzan/LppGbsE0m+yrVVk6wMDmkcayBH8aaYsB37TpBXPDkTee0fuz8wGZeyWj3jxWV7ZN8snpLF36zVwacBn/zb3gmhf3gJx++mTavNl7YAPz5umEy+XnaMCAIfTLX7buIdHsM44mzXjj/XPP0Jgxo2jDht8EbnLjodkbN/7VzIDCs6C4vLds+QfNmXMZzZw5hfgBK9zT1urNY+w7bY7S5mbXHY+x/a//+i8aPfpjdNttXtxwD9nGjX+jHXZ4c8tHXl966cXUr98A4l5vOaizEef/+Wtf24+uueYqe1epL3eDG8+XvPvuO9OAAUtq477tm3n53oIPfGAaHXFEf5o8eSJNnz6HNm58PhCfwqrVp9cW/ofOPXelmec+rfHgaTGLY8B/8pPUQyK1HaTFrVmGf/CDH9Cuu76N9tnnNOIRY3x7wMc/TsQm+n3vG0pnn31aMyn95Cc/pNe//q105ZXP1+5p4TaSe8GLxVl0yinHNdV2+gfh1osG3DavvhFsapQtY1zbxtcY82svMyoxy5aOt7ONozHg3u+lSpPtKZiumPSaOZb0SuX6UBor3Zrxt01pyPg3VGwtTbsf3t5KWEnZeMx4RP4LBaoPZYn43eZRKxCRV0YZhx6xLzlZqpVTto3Yh9nGN/suDOziprAswZ9C0iQGPNwDzsZ4yZIH6ZRTRtBpp02g006bWHufeupIGj16Wc2Atzogtfstzz3gPB86z9H9KW4RFa+bb76Jxo7daky3zYlN+MiRq+hLX7pbkWpySZrxxrn7zne+Q8OHD6LLL/9ywxhbNoKubz5x2br1BZowYRKtX19ODkCZQtrc7Gz94Affo9e97m20bt0LNYZ8cGYTfvjhU4z546eocq8k9zr+4Q9/IL7hl+9VmDBhnBlHunjxj4wR4LHx/Fj72bO/Tjvu+N/0xBOP27tKfTltbmyC9t9/bzr44GNozJinazf1igFn8z1+/H/oyCMH0dFHH0bTp5do1qyLacuWl2pXaOz/Z7tljt8NG56mKVNmmtl++DkBnX6lxQwGvNM1xUb7PTR+/K3GgEvssAmfM+cbtMsub6M//vEP5kmqPLyMe8153DfPxb9ixRX06le/ggYOXGH+n3xc4JPmq676O73mNe+ijRuv7Hxmm6Qo8dZ7Btw3ZGISG8ytmN+a4RZzKL27tjm2l4k39Hq+LWMZySGQBzGQ0jvMitbpSo8yT5TPQO0e/Npv7KMD+4nMibUyKh/Wz5Ine8hOQ/p+GuGe+TCPCLMfbcDFZLcoSwRzPQO7vJ1fluDvfMrU1IBzb9iFF36FPvCBk2nAgDNowIAza+/jjz+VBg+e00ED/kAue8B5Ng0e+6h9AIc3fndbpAEfNmwFVSp3pVHlbdNMM9545zwH8IwZU2j27MV09dX/UZkcOZDxJ5/ELV9+Nw0deoa5SbFtAVPaIG1udrZ//OPHaKed3kSrVj0dePAQnwseeeQk6tdvFzOf97x588zMJjxrCs/IwON1R44cRfvu+x56zWveQoMHl2nu3HvpQx9aSq94xU60bt1aezddWU6TG99rwUNK3vOe3ejMM+9qGHrCJpwNOD+M59BDj6djjz2KenrG0XnnrXHu/Q7HJI8hHzuWZ6yZSvz0x06+0mIGA97JWvLS6t9/Xxo2bJs5OZYYYSM9a9aXjMGeMWM6zZ8/n3g+b57nn8eM8+xXPH78pJNOoFe+8lVULM6g2bPvpnHjbqDXv35vOvXUk4iv4nXrJfHWawY8aPTqxq5uYkPm14zz9oaUeKbd/t1erg89EXMfgCpGsdaDKz3FUcY3mG69Z51Nen37sj/UJbC/gCn205F9ho1wIINt8i8GXMy1xYUrNfj2TibECAfyx/uMa8CtfdVOSmRfflki95GAQQhJR79K8Hc0UT+xZj3g3JsmQyL4zDv8tsekSaOi+fR6wPNnwHl4A9/Zz3e5y53/rvXDPY0f/OBY2rTpRWOimDf3Rq5Z8yx95CNj6Xe/S+8mrlZ5TTPeZL88HnTo0IG0atX9tcurmvjh3satW/9CPT3TaP788yPHoco+0/7sBjcpA99AetBB76ODDx5vDuzc8803VF544SNUKLyCTjjhA8Zw8zzBfCBn882zMvC4ZH5iIT/U59prt1GxeBi973370oknHkt33HGbJN/VzzS58ZzUPATgqKPONDdelkqe4Zbeb/7kOcCHD3+c+vc/kM444zSaOnUCLVx4nfP4bzt+eSgKd2IsW1ahkSOHEs921MkhT2kxgwHvfOjzvSg77LALrV//nPmP8knytm0v0jvecQTtvvsuZhYyNtw8bzhPXchTNy5atMhMl/rkk0/St771TfrIRwaY/+kRRxxCS5de2NFYilNiibdeMuAhQypmznxKb2vY/IaNqf27vRzezsIh5lsMcMAg1g11ffBHMF1OSYxmqezPvFKq1NbZBle2s9fZ5jW43sqjWWzcb32LiN8C5ahvKUvRedEacEnVz4c/1CVqH1Hr4jOQ/XT+U4K/8yk37wFnY3zJJY/QsGELaeTIpYH3sGGLaMqUrR3sAc/fTZh8qZAfIsHTmvGlQ+3rmmuuNTdhLlr0v7Ry5W9p3rz76YQTxpgbm7RpJtWlGW+SNx4WMWcOP+VzIm3Y8KvaMArbxLRbZpPD0wzOn7/G9H7zlGi9+eoGN7t8jz/+U9pnn71ozz0H0CmnLKLDDptEr37162nBgvPpoYceojvvvNPMqPPAAw/Qo48+2vQBRC+/nN6TB+38NltOk9uVV15JBx98MO2117vp8MNPozPOuIXGj3/Rn97Se7Iq34A5ePADtN9+e5kHX/Ec4EuW3BnLgMv9L3zyzG0mv/mk8KqrXqT1639HV1zxXZo2bTYNHTqY+MmFnXqlxQwGvFM1VE+HO2uGDx9M//M/e9EJJ1xAJ564gF73unfT8ccfTfzfvOeee+iuu+4y84V/97vfJZ6rPupkrTf/pxJvvWPAmxjGoGGrGzzTKy69tbWhF7YRtZctYynbsrZYporfU133316PsZjhpsNg7B7gWj5k/Li9Pxm+Inn3TiYCM6k0KXs9vLylhisEtQ1CZeX1tTzJ/s1KqlT8iR1rv/snNz6PqvSm+5yk/PUZaRr31bQstX1IHpIzqBW5wwsS/B1O1iRX7wH/a2AoAPfeLFx4Dx15ZJGOPXYAHXsszzLhvY888hg644ypHTTg3AM+vePFS5Mbj9PjnsVLL700cb75kfSzZ19AEyfOpnPPnW8a5cSJJkggTW52tnjqxrFjR9DUqTNrJpwNTTvjzb+z4bn66n/RhRdupcGDT6Mb+RJNL7+6xc0uJg/nWbnyUho3bjjNmjWFvvzl3rlvwM6T63La3H7xi1/QsmXL6OCD96M99ngrHX746XTGGbeaHnGefpDfAwfeSv3770lnn302lUrj6PLLv9lwUsixyebaNtu8jm9gX7v250Zz4YWforlz11CpdC6NGTOORowYYq6Sca8mP+SoU6+0mD33HNHmzUR8BTTqf7h+PRFuwtTV4ic/+XETW5Mnj6Zt2za1fAqybg/pqSTeesGAS0+z9HRbhRQTZwyvmL+iN8e330suZrnWkxrYtj6XuJh5Lqh5G9ctplDWlcwsJ7U0fXNstm+Sbn0YCqchZtMaQiP7K8hY9YjfbENvFT+wKHmRs4Xaj8KlXlbzk2xv7b8+nKfecx/kEV5fIm84jdRNxL7C+7HLEv4tKYNamTu7wAzSevGNfiNHjqb1659uOODwg1K2bv1P5HvLFl4f3Ui7rPfGmn+OZs7s6XgR0+TGD9LhuW07+cRA7inJwitNbuHyffOb3zQmfMKEibRixTfo6qtfNnHYzIiL+dmw4Rc0d+4lNGTIabR58+Zen1+Yy9VNbmGOef7eLW6PP/6Emf/9/e/fh/r1eysdccRAOvPM22jy5H/Thz60mQ48cC+aPHkSTZkymdasecIMjZJ4409u1zZseIZWr/6peUjPwoXX06xZl9KkSTPMEJ9hw86kUaMGG5O1cOE8WrfuSnMli6eN5DmzX3jhhY5VU1rM/vpXnkkHBrxjFdVHEpJ46wUDHpdghPmLK+0T28mJimXy+0S5er8QEvxp5ISfpDV8+Nm0YMHHads2z/zwwUYOPDwbSrO3bKf5lMu169f/yTyI56MfXdzx4qXJjS/vc28ZXzrsa680uUWx4ukc586dZYaRzJnzUVq9+tt01VXPmxi0Y4vHTa5b91O66KLraPTokTRmzHAzqwc/sCILr25zy0KZO5GHbnPjKy/8MKMDDniPMeLF4mg6+uihdNBBB5gZYqZPn0Xl8lO0YcPvacWK79PSpXfRvHlbaPr0i2jChJLp1R4+/CwaM2YIzZhRMnPOb916FfGsSDzTDM84889//rMTaJqmkRYz/it99rNEa9dyz77XG8494vK+8kqiH/+4abYy/0Na3DJf8IQZFG4w4AlBpimXXvyGTvA0d7odpC3Bn0ZR+YEd27bxZfwzzZMw587dRueddz2dd951Kb+592g9jRrVQxMmjCE2YZ1+pcmNb4LjJ93xEIC+9kqTWzNWzJEf2DFt2mQzReGkSSWaOXMZnXfelTRv3gaaNWs5TZ0619zQNmbMUFq7dg098YTbs4ib7btT63uDW6fy3pvp9BY3Nst8DweP/e7X711ULB5NPT091NMzhaZMOZ/Gjh1vOidGjBhEEyaMpLlzZ9Lll19KN954A917771mujh+5HhvvNJkxre03HuvN181T5dnv7njpJqtv50T/jS5OWUkZxsLtwwb8JwRRXZzQ0CCv9MZlp7Dl176tzmgbNpUpo0bV9PGjWu68l6/fjVdd9219POf/7zTRTPppcUtlcxmKNHe5PanP/3J3IzEPYqXXrqEFi48j+bPn0NLly6itWtX0ec+9znimQGy+OpNblnkETdPvc2Nb1hlI/7hD3+YZs2aZZ5euGzZYtq8eaO5wsLzePM48k4OIYnLptl23WD20ktEL77Y+O7i7HfNiq9e3w1u6sxlWCjcYMAzXEnIWjoEJPjTSb3vpgpuuroFN3DTEdCpEG/u3MDMnRkrwC0ZNxhwHT+ockwAjYau8sAN3HQEdCrEG7jpCLirEGvuzFgBbsm4wYDr+EGVYwJoNHSVB27gpiOgUyHewE1HwF2FWHNnxgpwS8YNBlzHD6ocE0Cjoas8cAM3HQGdCvEGbjoC7irEmjszVoBbMm4w4Dp+UOWYABoNXeWBG7jpCOhUiDdw0xFwVyHW3JmxAtyScYMB1/GDKscE0GjoKg/cwE1HQKdCvIGbjoC7CrHmzowV4JaMGwy4jh9UOSaARkNXeeAGbjoCOhXiDdx0BNxViDV3ZqwAt2TcYMB1/KDKMQE0GrrKAzdw0xHQqRBv4KYj4K5CrLkzYwW4JeMGA67jB1WOCaDR0FUeuIGbjoBOhXgDNx0BdxVizZ0ZK8AtGTcYcB0/qHJMAI2GrvLADdx0BHSqLMdbtVykQqFI5Qw+RjzL3HSRkL4KzHSMwS0ZNxhwHT+ockygeaNRpUqJD6wF710sUrkS4whbKZntS5UEUJRpVEqc1xIl2XXcXINbXFLB7ZpzC25HVKWyJv7CyaT8vVopU6ncIuKUsRzOdnxuYaXj90qJivKfLxSp/f+4SuViIbBdWyaOWUqyeTQ3ZdvGGelEfSrT6Fb7Fs2MCw9urWKxObcoVdrtW4L0/fgsdumMWrjBgEfFCdb1aQIS/MFCegfVQrFMnueuUiVuL5fy4BLYvzKNbh2gOK/gFqix2F+iuYXl9fjzTvn4wM8nV1nrZa1Qic1qe5caLqDz93jcnJMNCbzyeAdevw6cT2i7xySU+civjdzqseXctvEelG1TIHPKNLrVvjUy49yDW6AOI75Ec4vY0GKZTvtWrytV+n58woBH1R3WgUAHCUQ2GjEOENVyqKdMzpbD2mqZSkW/F5171ELbyZ88cHAJp8HNf5P9eZe/C1QolqgU1QNu779Ysi6T+0ahWPR7/ErmZKPZfsLIwa2D3MJwTf3HMNtN69YETD3u7Hr3Y6tYKtV+L5bKVKnFlxWjkq/I/YhBlStEZe4f9Ay5HVPl4BWhuPElu5bPyHiTHzv1WS17/4UilyX0Em7+/zf6/xrFpEVdhHaRxtcGbhFtS9R+m9ZTWG/HhrJ9a7ovg86/ChnVvtn7tmPcFKgxFsulJm12CEADM/49XO6QRr42LUtYb+c9M9wamfFJWtMySaH9z0huoW3MV8MipfaNd5A0fb+uuI2Uq2FynPaK08gpbmxF4RBu6AGPooN1fZqABL9dyLZjOs2But6ARB+MOUX/j1qqmAN61W6E5U/e8oDu56rZ/nzD4DUO/r4CPXah/Qd68SO2b7YfG46/DG7WUJ+E3MJ4A/EU/lG+B+peesglTy3q3Y87vrrDJrN2AufHaMO+Y+7Hy1ZETNkx78BJiimfUfEmv3Xs0y8r74tPaAMjzmL/X+vsTb5a8utYzpsmFObWtm3jlFrVk12fnWjfWu0rwC4cW3XO9Tiut8m1tlfaw1b7CdELM/OQxBjn32ofueAWZtwmFmJwC21ivja0MVEbBereoX0z/jvGUMxW6ft1FW4j6xf6Qpxa1XtU2ULrJN5gwENg8LXvE5Dgt0saq4Hg/r4y927LOHG/8bcbWnvZ3gEv+7/JmXVgn5G6xv2VzBjh+kEnkEbNXNV/9w6sBQoY9nqr4uewcT/SaW8XAdzC45713GyuXmjYBxBp7L2eZqmuBiNlxUzDb/bBJhR3EofN0m1Iy9pPzeSI2DJktTIFtue18TjV9P5CVLyFt+nEd6+8fq++qmeybgw5P635dSLHrdMIcwu3Ec3VTerJrk97OZyQ/1u89i16X2F2dt7DvwXbNs5MsB687EXvJ5z1MDOTWtTVxbDQfG+yD5uVvRxOo1e5RTHjDDYpUyjvUdxCm5ivdj3W6sm/70Kakob6tZg1/Ga3bw0G3L39lDZRYreTsRXFQ7jBgEfRwbo+TUCC3y5kwx/c/pGX/T8895LxjZleg9JowL10gjdo1ZJyaWib7C9swL39SS9oxME/cFCKaGyb7CeuAQe3iHioVbi3EBVvoU38eKrXo/ndOgDxd4ktTs9+80GjsR6sug7FnRxsmh34Wu2ndvAUcSC+/FLZ+XaIrzCTONzCGu13cxOlNWzMxH+IW8BE2GUMMWjNT5vD+Lowt8bYiEirVT1ZZZWy1arfTiourxb7CufV++79L8K/tY3FFvuxs83LYWa8rnF/YVWXjwstyhPOa3xuVjshxWuxH9lEPqO4yW/2Z+C/Iz9YccWrvDwH2zZOv2371mDA/R04pB9uEzsZW1Jc+1O4wYDbVLC8XRCQ4A8UNvRnDfxWaxzqPcuBBsXW2svhRPzf5Cy7aRot9lcODCnhTnVusOrGLdwQy4mDt8/Gxja8fTg9uwjgVu8BT8zNBsvLUXETWhfep51Ew2/+QdTUeyjuwvsKa8Pf7f20PTCFyhJOq1V8BfcTbYrC23T2O59Ye1e3jMEMcQvkPVA3wf9VuMydzWP71Br+p4G8RuvDeW5a1lZpxeTVal8uvwXbNi5X63oIlCmEoYGZSS54L0NIYr62ym/gf5ZZbkFmXKiWZQpBiOQW2sZ8jSp/aF14v3YyDb/Z7RtvGEorap8Nadg78PVybO5kbNm7kWXhBgMuRPC53RCQ4A8WuH4XdXCmAK832/vz+j3bVb/RkhkqAn/+eoNmbuqyGwp7WQ4WYp4DaUgjGLG/infTWMBQSxpcIH8fPEtF4zjJet6k7C3LJRv5n+AWNuAR9WMqPQgumltwm4YZF6oVM9Uda2u9jYH4kRjxTwpb1Xv44BIZa/WTS4khORgFD1zhGAp/Dx4MXeIrTCQet7DK7Xs9f17FBcoa4O2XU/5rAYYhBgFdqJ7csqfaupFb67aNd1LnwF+krI1X+GyTq23fWu4rwE7y4XcwtIpxQypYDy33EyLbyMxQ8f6DDTNj1f+TLffRJEayxS3IrG0sxOIW2sh8DcVgJ9u3TqTv11VwDLjVJsrx2m+MW9Z7VPFD6yTeYMBDYPC17xOQ4G8saat5RO3ZDorkDQXxG+JAQ+uZ4PosKAUq1hwUn6g3ucM/nIZM22SGGwT3J39+9SwoVn5qxi9iP2E+4FY34J3hFiYcir9C0cROwNO3mrPanmXBniHCjy0x1OHeIi+e7IONZ6JlNgCeCtEOmVr8GTPaeAAPpt/ifxMufuh783gLbZjoa73Xm/fnlbVOPO7/NcikNb9E2Y0hjuYWiq2GZxy0qKdw22THGQ8RsIIjHq8W+7JOBiLbN3vfdowbLuFYbL0fG2U0M96ir3MLM/PLbA3HChzrbGhNhu6ENrG+hlh2qn2r7SFB+tJGtpsFpRbr8WOrlj1rQeINBtyCgsXtg4AE//ZR2s6VEtx0LMEN3HQEdCrEmzs3MHNnxgpwS8YNBlzHD6ocE0Cjoas8cAM3HQGdCvEGbjoC7irEmjszVoBbMm4w4Dp+UOWYABoNXeWBG7jpCOhUiDdw0xFwVyHW3JmxAtyScYMB1/GDKscE0GjoKg/cwE1HQKdCvIGbjoC7CrHmzowV4JaMGwy4jh9UOSaARkNXeeAGbjoCOhXiDdx0BNxViDV3ZqwAt2TcYMB1/KDKMYE8NRqRM1T0EvtMcQvPzNBLTOLsNlPc4mQ4I9uAm64iwM2dG5i5M2NFr3DLUdvfjKpwgwFvRgjr+ywBCX63AoamKwtP49XBRsE8la/MU955Ux3VZj7i2c3Mg3i86dLK5fYPinArY+utddxapRmaNirMtKnU41KbVs/frjfZNM1qbx2kWmUoJ791Pt5yUvCE2extblV7qkx7qkCZx9t+kmuxRN5zFxIWOqG8+8zaHE+kPMKsWDbPdZDVgU+bd2jK0MB2KXxJzq0Nh4bjanTbrypaQ9qqVFQi4QYDrsIHUZ4JSPDHL4M/52fDAxlCcyfHT7DFllHzssrm/m+tGmPZNIVPd26tMlFn6s26zA2xf2JRn4a5VQKh33qXTSgzga+d5RZIuk9/ATdd9fYqN3mIj+k18P/j8vCiwEN2uGyh33XF7Yiqu8zqbV/woW+Nx5P6/PKNv3kF99o9rzOi+zyTcYvBoRdNckcCq0kiwg0GvAkgrO67BCT4Y5cwTiMQ3qbZAyPkIFQqkfewniKVyuI4pQFlI1og81SuWrqh3/igVvvNL4m9T+4JqaXLT7orUeDBKtZvcTk4c2uVsMl7s4OKCMVUF/28e71ljWWpPzXScItiw0k24dOYntSH5CPZZ0e5JctKrtTgpquu7HCrGyzzj5K2z257wm2YrsiJVV1lFrvMPj8+VvDxwL4UKiWO00Mu26bwmYhbHA6hbVq11Q2/+c9Na7Y++MCw5scHg80+dthXdZRMhRsMuBIgZPklIMEftwSxxmHbDUXgQCM9u6HHKZtebDHV/m8mQ77plMbWTlcehys94FG/ySPo7d9Mfupm1+tptvcZj4Qrt1apxsuDz0J60DjBpmURs+5fqrXLH+LKZoAvk3N5SuUyFQvJ2bQqaye5tdpPX/sN3HQ1mg1u8t+t/7e8/26BAkPHAm2lrrydUHWTWazjCRfKYtO0vfS34fzzk0O7PZwnCbdYHKSdNiMyW7TVwso/btZ4NVvPfO205dgadfwM/2aGgVpxrQhA4QYDroAHSb4JSPDHLUXtz9xKYP2ZGxoW6ze7UeXkGtNWGnB7H5H5rFKlXKZSsej1rlumM3LziJWu3CKSqK0KllsO1l7Pv5x7kNXw1YRmIaosbQx4Sz5R6QX3mORbJ7klyUfetOCmq7EscQv8z8UM2T3gTf/jurJrVd1kFmDSIsOB40iL9svbzr9qGrry2SL5jvyUhFssDg3lbtJW105EilRkEy0XMZut59LbadvLITKBeuDfIuM4JGrzVbjBgLcBhZ/7HgEJ/rgla/gDRgmtP3CwQZSG0e/5Cf15GxshnQGXfdbNq5VJaYT40llFeuTdz+BduVk5aFhsLHeoQTSKEAte17QsrQ14Uz5N02vIsnpFJ7mpM5FDIbjpKi1T3Kx2Uf676AHnTpB27W9o+E6bExVz435RjjXt0tbFVZQqSay5HlclfrinP+o4Vr8J3+NQLHlXQ5uttw140+ODOeSE6yviuBQFp8U64QYD3gISfuqbBCT4Y5fOPog0E1nbtGxYUjLgdmMSzmI4P5HmNyyK+O7MLSKN2iqLV/N1jQ1d87K0NuDN+DRPr5arxAsd5ZY4N/lJANx0dZUpbvb/PNT2mdL56yI7DnTFV6m6ysxm0iy30jFgzxhjllsNHazPKNItnom4xeFgbROvra6SfTJS5xCx3kq72fGBqye8XzkRCJxINqvHJuuFGwx4E0BY3XcJSPDHL2G9NyJ413qBan9w+88cOtAE/sCh3xrNcMh02ulKL0iMMeB2I+Ht38+rzFLQtgemkY47t8Y06mtCTKv1GylrTKW89RV+YxhVljYG3ErLviGMy8Rvs4sEbOrlalzqLLfG9PvqGnDT1WyvcvPbK5mVI9C+hdo+ngUl8LuuuB1RdZdZqO1jDv70stLUBdpsv4St13ljLgLHmo6QaZ1IMm7tOdjGOFD+cFsdiDs2zf49PiXvU8xybT2PKY86tvpjwO3jpyzzTbDm/iGMAW8dFPgVBFoR0DUabeasDvyZvT93YNYR/45s+TNLgxB1AJKGptAwm0cbk2nfqV0omLFwHge/oTNmgZIeVQAAIABJREFUs0ilkjcOXBr7Vqzs33Tc7BTCyyGmBX/8Xm2z0MmIWd+sLG3YsDaST7P0aplIvNB5bomzlIsEwE1XTb3NLTDrhH1jYFSvrv27rrgdUXWfWajtCzwDQdqkUG+38As03PVeby4DD20pdfFOzOTcWnEIm2Th4pczdBwLzD9vjYVvtj5owJsdH/zwso8dmAWlI/85JLKdEkjeaGyf4MBNV+/gBm46AjoV4s2dG5i5M2MFuCXjhiEoOn5Q5ZgAGg1d5YEbuOkI6FSIN3DTEXBXIdbcmbEC3JJxgwHX8YMqxwTQaOgqD9zATUdAp0K8gZuOgLsKsebOjBXglowbDLiOH1Q5JoBGQ1d54AZuOgI6FeIN3HQE3FWINXdmrAC3ZNyMAWeIeIMBYgAxgBhADCAGEAOIAcQAYiDdGPBPYAo6Cw8VCOSUADcseLkTADd3ZqwAN3DTEdCpEG/u3MDMnRkrwC0ZNwxB0fGDKscE0GjoKg/cwE1HQKdCvIGbjoC7CrHmzowV4JaMGwy4jh9UOSaARkNXeeAGbjoCOhXiDdx0BNxViDV3ZqwAt2TcYMB1/KDKMQE0GrrKAzdw0xHQqRBv4KYj4K5CrLkzYwW4JeMGA67jB1WOCaDR0FUeuIGbjoBOhXgDNx0BdxVizZ0ZK8AtGTcYcB0/qHJMAI2GrvLADdx0BHQqxBu46Qi4qxBr7sxYAW7JuMGA6/hBlWMCaDR0lQdu4KYjoFMh3sBNR8BdhVhzZ8YKcEvGDQZcxw+qHBNAo6GrPHADNx0BnQrxBm46Au4qxJo7M1aAWzJuMOA6flDlmAAaDV3lgRu46QjoVIg3cNMRcFch1tyZsQLcknGDAdfxgyrHBNBo6CoP3MBNR0CnQryBm46Auwqx5s6MFeCWjBsMuI4fVDkmgEZDV3ngBm46AjoV4g3cdATcVYg1d2asALdk3GDAdfygyjEBNBq6ygM3cNMR0KkQb+CmI+CuQqy5M2MFuCXjBgOu4wdVjgmg0dBVHriBm46AToV4AzcdAXcVYs2dGSvALRk3GHAdP6hyTCAfjUaVKpUKVSrVzJAGN11VgBu46QjoVIg3d275YMblytZxAdzcY40Vwg0GXMcPqhwTkODPbhGqVC4WzJ+0WIYBj19P4Baflb0luNk04i+DW3xW9pbZ45b9YwLzAzc7iuIvZ5cbDHj8WsSWfYRA1hvbarlozHehVMkUcXDTVQe4gZuOgE6FeHPnlnVmXKIsHhfAzT3WWCHcYMB1/KDKMQEJ/kwWoVqmYoF7v0uULftdbzTAzY0A4s2Nl2wNbkLC7RPc3Hjx1plmxhnM6HEB3NxjzY63TBnwaqVERf/SO1dssViiyCGwlVLo8rxcYuiEaelkWrrK6biqgVezPfTBskcUNcuNRqWUvaEnghDchITbJ7i58ZKtwU1IuH2Cmxsv3jrLzDh/WT0ugJt7rNnxlhkDLpdXSjXHLWawSMFhsN764NhY2RYGvDEcong1buWt6STHZvvo/fWZbTSkl6NYpuyM/K7XF7jVWbgsgZsLrfq24FZn4bIEbi60vG0zy4yzl+HjAri5xxorhFtGDHiFSnzZXT3mtZPGsZNp6SoHqnQJSPCnu5f2qVerVapaTlt6OdR/g/a7TLQFuOnwgRu46QjoVIg3d25ZYcY5z9NxAdzcY40Vwi0bBtwfItHWeFTLVLKGqBSKJb93PMI0h7Yt1hL3zX6tlzGsDX2vVqhc8m+KM8NiytawmGrwt9o+mlWK7Ltk6YpUl8nv0gMazos/PrhUDukrFhcrPc570cp7SdKV/RT9IT9y5aBxfzbvOkNuJTrJpRmvdNZL8KeTesxUpVejUPDqX77X4jJmOl3cDNx0sMEN3HQEdCrEmzu3TDDjbMtxICfHBXBzjzVWCLdMGPD68JNWhfFNY6niX54XE8mmMmQcKbgtjy3nAnvDVmydiXh/yrcoE+pvyzfEcU+lMbT1G+TsfNvLzUsh6cmwmnBewt9D5ar9OSU/csMem27OoBhxLks9Lcm7ucpgDF44H5Jje3/+Nj7vSIYd4yL7786nBH939tZiL7X6lBMhidEWml78Cdx08MEN3HQEdCrEmzu3zDDjrOfouABu7rHGCuGWIwPuFbRa4Z5X+2ZNNpu2cTR3LJgC1nuWbUh1Y+pd/Q9p7bQCxt1Pw1onprtQ9AywNZrA3qG13G7fbX6XP2atYC22t/IpGfDyy+Y/rKttUT8Z8fW1Xckm/BmRtr3OnYudePrLEvzp76n9HmqszMwncmLWXtcbW4Cbjjq4gZuOgE6FeHPnliVmnPu8HBfAzT3WWCHcMmHAxbxFmr1a+aR3t0ilcoWqYiLNdG1BEy3BG51e2HwGtfXJ7ktU9udjDqQTMJ+SJ2/mivqQmFqmQwvt9t3mdwcDLnnnig6/S5XwfiSbdRaiD5Td3yySbyIusv/ufErwd2dv7fYizJPcA9FuH535Hdx0HMEN3HQEdCrEmzu3bDHj/OfjuABu7rHGCuGWDQMuwyWi3J6Ur6FH1jaREqz+MJKGbSUR/rR1/D2ktb8HTKWfRsQ6PhmojRNvVYa2+26TNwcDXonIZ51CeD/yi8WiFcOotCPWxeci++/OpwR/d/bWd/YCbrq6BDdw0xHQqRBv7tzAzJ0ZK8AtGbeMGPD6JZem0xD6Bk9mSpFeWO+BJZZxNDxCBjNgDkPbiqmtPfjE/t1Pp+VYZ3/YgJ9OcHrEcOWE8mWbfbOpvW97LJh/YiF5rZn8VunVf/NmdrTTrv8WHDbTYpsAQ1/fMS5hTul+R6Oh4wtu4KYjoFMh3sBNR8BdhVhzZ8YKcEvGLTMGnIthHsRjDZkIP4inYs1GYoZ7mO9sgG3j6AOJmAWlZjb5gT/+foolmVnFN7lhU2z3bredBUVmGWlWKWHjG5HvVnlzMuAGqDU7SoGYmWfGw/mQ/Iby04phR7nI/rvziUZDxxncwE1HQKdCvIGbjoC7CrHmzowV4JaMW6YMuK4oUIGAGwE0Gm68ZGtwExJun+Dmxku2Bjch4fYJbm68eGswc2cGbjpmNjcYcD1DKHNKAI2truLADdx0BHQqxBu46Qi4qxBr7sxYAW7JuMGA6/hBlWMCaDR0lQdu4KYjoFMh3sBNR8BdhVhzZ8YKcEvGDQZcxw+qHBNAo6GrPHADNx0BnQrxBm46Au4qxJo7M1aAWzJuMOA6flDlmAAaDV3lgRu46QjoVIg3cNMRcFch1tyZsQLcknGDAdfxgyrHBNBo6CoP3MBNR0CnQryBm46Auwqx5s6MFeCWjBsMuI4fVDkmgEZDV3ngBm46AjoV4g3cdATcVYg1d2asALdk3GDAdfygyjEBNBq6ygM3cNMR0KkQb+CmI+CuQqy5M2MFuCXjBgOu4wdVjgmg0dBVHriBm46AToV4AzcdAXcVYs2dGSvALRk3GHAdP6hyTACNhq7ywA3cdAR0KsQbuOkIuKsQa+7MWAFuybjBgOv4QZVjAmg0dJUHbuCmI6BTId7ATUfAXYVYc2fGCnBLxg0GXMcPqhwTQKOhqzxwAzcdAZ0K8QZuOgLuKsSaOzNWgFsybjDgOn5Q5ZgAGg1d5YEbuOkI6FSIN3DTEXBXIdbcmbEC3JJxgwHX8YMqxwTQaOgqD9zATUdAp0K8gZuOgLsKsebOjBXglowbDLiOH1Q5JoBGQ1d54AZuOgI6FeIN3HQE3FWINXdmrAC3ZNxgwHX8oMoxATQausoDN3DTEdCpEG/gpiPgrkKsuTNjBbgl4wYDruMHVY4JoNHQVR64gZuOgE6FeAM3HQF3FWLNnRkrwC0ZNxhwHT+ockwAjYau8sAN3HQEdCrEG7jpCLirEGvuzFgBbsm4wYDr+EGVYwJoNHSVB27gpiOgUyHewE1HwF2FWHNnxgpwS8YNBlzHD6ocE0Cjoas8cAM3HQGdCvEGbjoC7irEmjszVoBbMm4w4Dp+UOWYABoNXeWBG7jpCOhUiDdw0xFwVyHW3JmxAtyScTMGnCHiDQaIAcQAYgAxgBhADCAGEAOIgXRjwD+BKegsPFQgkFMC3LDg5U4A3NyZsQLcwE1HQKdCvLlzAzN3ZqwAt2TcMARFxw+qHBNAo6GrPHADNx0BnQrxBm46Au4qxJo7M1aAWzJuMOA6flDlmAAaDV3lgRu46QjoVIg3cNMRcFch1tyZsQLcknGDAdfxgyrHBPLRaFSpUqlQpVLNDGlw01UFuIGbjoBOhXhz55YPZlyubB0XwM091lgh3GDAdfygyjEBCf7sFqFK5aJ3A0ixDAMev57ALT4re0tws2nEXwa3+KzsLbPHLfvHBOYHbnYUxV/OLjcY8Pi1iC37CIGsN7bVctGcIRdKlUwRBzdddYAbuOkI6FSIN3duWWfGJcricQHc3GONFcINBlzHD6ocE5Dgz2QRqmUqmmlBS5Qt+11vNMDNjQDizY2XbA1uQsLtE9zcePHWmWbGGczocQHc3GPNjreOG/BqpUwl//I5V06hWKJyhsaxNsNVKXl55azycsY6H5tlO/b6arnkG7sCdWtYQ1aZZrnRMMwK3auj2AGU8YMUuLnUZH1bcKuzcFkCNxda9W2zyi3LxwSmB271GHJZyjq3zhrwSsmcSRbLFfJGrlap4l9Oz7ahrVCpwD2OVaqU+PJ/9nofXYKucVsuH59glP16adyi82uyyzSzja30cnS1nuLXPLjFZ2VvCW42jfjL4Baflb0luNk04i1nlhlnP8PHBXCLF1/hrYRbBw14M5MnA+D7mqkNI83y92Z1k+U8p5c3Cf709hAv5Wq1SlXrHks5W8/qySq4xavX8FbgFiYS7zu4xeMU3grcwkTaf88KM85pno4L4NY+tqK2EG6dM+C13m/LUfh7lpsH6sZCDGGJSqbHmWd8KAaHfVQrVC76N6PxJfmS9N6KtkhFM9TFN/bViKEvdlZCvxfrmSHifdXyUaBisUyBUTNN81IN6uw0o6jzOm0+5Cy4VLb2ycwq1pCfEEOTBzkBkseqFsmbWEM4ClfZTk6U5PdSaH9WwbRlMRya1a+CqZWlOIsS/HG2TW0bqc+CP9xJvme095s5gJsuGsAN3HQEdCrEmzu3TDDjbMtxICfHBXBzjzVWCLeOGfBGk21lrMGc++bOBBm7ZDF/jebQGOGqmEE2i6KVbXk//rqSDH2xt2/8vRrIj6RX8ky3MdtsVsNG1DflVl7s4TUty19DEcynUz5qf0zJp9ysx6abGYoRl3zXdlrnEzB3YUZSB6IXLsI5vH2Cskh9yYlOIqZ2OeMtS/DH2zrFrWp1KieT2Rz7LQTATUi4fYKbGy/ZGtyEhNsnuLnx4q0zw4wzk6PjAri5x5odb71rwG1D6Jti04kcMMheAT2Dy2YwbATrAKoV7sku+T3jlom2065v7i1F7Ivsdfayr5W81Hrvi54Jtjvcw7sx35PkQ/6UtV72MIewgbZzEN6WfwuvC+vb/J6kLJ1kahcz5nKWGg05ceM88VWgDE373UAT3BqQxFoBbrEwNWwEbg1IYq0At1iYAhtliRlnLC/HBXALhFHsL8KtYwY8YFpD2ZBgqnnHBvPHflBu4KyGgk+GTnifZshFww2F0vtbpBLfACom3e/Fbtx/PYORv7nkJTzjSwsXHrkvPyuRv1n5qJ0V1yC2Mcj1IkaYbf6xnb7175H5jVkW0XIQht/BITX+LDotmAaKGfOLBH/MzVPeTE58CpS1eb/DBQe3MJF438EtHqfwVuAWJhLvO7jF42RvlS1mnLN8HBfAzY6i+MvCrXMGvMHQSWYkkGRoA68Pm7u6AW/WAy6ptdWaDUPp+0a25l3riQWMf221bXzt5doGwQU2/LUx5JE78bdPko8+3gMeJMo3osRkGhbG+C7BH2NTbGIRADcLhsMiuDnAsjYFNwuGwyK4OcDyNwUzd2asALdk3DpowOsmmm9w9Dotm01D6BvkhjHgYtLrBtq7GdI28fXfah2jvrGVHsR6D2tjekYTMNWSFxlbzTcHcs9sozacl7KZYtEfNuAb5NZzbIfy7pKPjhtwm6k97qyx3FKXzbj0LlP3PwAaDXdmaGx1zMAN3PQEdEq0b+7cwMydGSvALRm3zhpw9nGxHsQjRjQ4w0Zg/CsPIwkN7/AMsGhl9g4PgDd/tz+kgR/+Y2Y1scbURszYUTPwdm8rz7giNwcK26Z5Cc/YEcyTyAOf2nx03IB7J0zeUxe9WWY83nENuGfa7Tqqn3iZQKhfFUibaQBw+y9oNNozitoC3KKotF8Hbu0ZRW0BblFU2q8Dt/aMwluAWZhIvO/gFo9TeCvh1nEDHt5R9PdoEx29bQfXSk95UUxmB9PeXpPKIVMJ/u21yrTlBjcdOXADNx0BnQrx5s4NzNyZsQLcknHbvgy4YeWZ/1ZDtXVIt2dVvpii0dDFKriBm46AToV4AzcdAXcVYs2dGSvALRm37ciA+73uDTOo6ABCxQTyyRSNhi56wQ3cdAR0KsQbuOkIuKsQa+7MWAFuybj1kgHXZRoqEOgEATQaOorgBm46AjoV4g3cdATcVYg1d2asALdk3GDAdfygyjEBNBq6ygM3cNMR0KkQb+CmI+CuQqy5M2MFuCXjBgOu4wdVjgmg0dBVHriBm46AToV4AzcdAXcVYs2dGSvALRk3GHAdP6hyTACNhq7ywA3cdAR0KsQbuOkIuKsQa+7MWAFuybjBgOv4QZVjAmg0dJUHbuCmI6BTId7ATUfAXYVYc2fGCnBLxg0GXMcPqhwTQKOhqzxwAzcdAZ0K8QZuOgLuKsSaOzNWgFsybjDgOn5Q5ZgAGg1d5YEbuOkI6FSIN3DTEXBXIdbcmbEC3JJxgwHX8YMqxwTQaOgqD9zATUdAp0K8gZuOgLsKsebOjBXglowbDLiOH1Q5JoBGQ1d54AZuOgI6FeIN3HQE3FWINXdmrAC3ZNxgwHX8oMoxATQausoDN3DTEdCpEG/gpiPgrkKsuTNjBbgl4wYDruMHVY4JoNHQVR64gZuOgE6FeAM3HQF3FWLNnRkrwC0ZNxhwHT+ockwAjYau8sAN3HQEdCrEG7jpCLirEGvuzFgBbsm4wYDr+EGVYwJoNHSVB27gpiOgUyHewE1HwF2FWHNnxgpwS8YNBlzHD6ocE0Cjoas8cAM3HQGdCvEGbjoC7irEmjszVoBbMm4w4Dp+UOWYABoNXeWBG7jpCOhUiDdw0xFwVyHW3JmxAtyScYMB1/GDKscE0GjoKg/cwE1HQKdCvIGbjoC7CrHmzowV4JaMGwy4jh9UOSaARkNXeeAGbjoCOhXiDdx0BNxViDV3ZqwAt2TcYMB1/KDKMQE0GrrKAzdw0xHQqRBv4KYj4K5CrLkzYwW4JeNmDDhDxBsMEAOIAcQAYgAxgBhADCAGEAPpxoB/AlPQWXioQCCnBLhhwcudALi5M2MFuIGbjoBOhXhz5wZm7sxYAW7JuGEIio4fVDkmgEZDV3ngBm46AjoV4g3cdATcVYg1d2asALdk3GDAdfygyjEBNBq6ygM3cNMR0KkQb+CmI+CuQqy5M2MFuCXjBgOu4wdVjgnko9GoUqVSoUqlmhnS4KarCnADNx0BnQrx5s4tH8y4XNk6LoCbe6yxQrjBgOv4QZVjAhL82S1ClcpF7waQYhkGPH49gVt8VvaW4GbTiL8MbvFZ2Vtmj1v2jwnMD9zsKIq/nF1uMODxaxFb9hECWW9sq+WiOUMulCqZIg5uuuoAN3DTEdCpEG/u3LLOjEuUxeMCuLnHGiuEGwy4jh9UOSYgwZ/JIlTLVDTTgpYoW/a73miAmxsBxJsbL9ka3ISE2ye4ufHirTPNjDOY0eMCuLnHmh1vqRjwaqVMJf8SOldQoViicobGsjZDVil5eeWs8nLGOiCbZdtpfbVc8g1egdIa3pB1jlluNAy7Qnp14xQsoY3BLQQk5ldwiwkqtBm4hYDE/ApuMUFZm2WZGWczq8cFcLOCyGFRuHXegFdK5myyWK6QN3q1ShX/knq2DW2FSgXudaxSpcRDALLXA+lQv0025TLySUbZr5smmyVanX2OEvyJipmGWHo5Uq0ffcbBTccO3MBNR0CnQry5c8ssMy5Kho8L4OYea6wQbh024M0MngyC74umVlcBvaNqVj+9k5ve2qsEf2/tX/ZbrVapat1jKb0cWT1RBTepObdPcHPjJVuDm5Bw+wQ3N168dVaYcV7ydFwAN/dYs+Otswa81vttuQo/f3IDQd1ciBksUcn0OPOsD8XgsI9qhcpF/4Y0vixfkp5b0RapaIa6WMa+GjH8RbIT+q1YzwwR76uWjwIVi2UKjJppmhfzlwlq7XSj6kebDzkTLpWt/TGzijXkJ8Swtn85CZLHqxapXM0Sx6pVJq7r9EZAZ6LRkLos+EOd5HtGe785jMCt9mdyWgA3J1y1jcGthsJpAdyccJmNM8GMcyLHgZwcF8DNPdZYIdw6asAbTbaVuQZz7ps/E2jskMUgsjFknZhD3wjXzCKbcNHKtrIff31Jhr/U06hp/N+qgfxIeiXPdBuzzUZVjH09HWPKA3mp353MnrElA5PNYB6d8lH7c0o+5YY9Nt0MTYy45Fu4yGe9HN45iZS79znaw5TaM5Ty6D4l+HXqDqpq9Sknktkc+y0lBjch4fYJbm68ZGtwExJun+Dmxou3zgwzzkyOjgvg5h5rdrz1vgG3e/x8U2w6PwMG2SukZ8zsnlvpEQ9CqFa4N7vk9477RtpOO7g53+Fg/oCBmxLtdfayr63npW66C0XPCHvmNrwT/3uSfMgfs9Y7HDbUchLjaMDtOrCy3U2OtasgcRhaedQsZqnRkJMNzhNfAcrQtN8NaMGtAUmsFeAWC1PDRuDWgCTWCnCLhSmwUZaYccbyclwAt0AYxf4i3DpqwCONrJ8lCaiad5RebNv8WUZXtueMht9myEXkzYTSA1ykEt8EKj3VhRKVW9wIKvuq583cdlwz5fJ7OB/83dPIfv288qwvTVy4pBXYV1NGwXzUzoxr4rQMuJSnmxxln+0Zxo7yJhtyvWXnJSdNBcravN9hRuAWJhLvO7jF4xTeCtzCROJ9B7d4nOytssWMc5aP4wK42VEUf1m4ddaAR5lqkycJJrtnNmwe62bT+EvLjDcWK0LLGzX0LlvbNfxmpRq1L3udvWzJwots+GvjyGsmObRVknx0qwe8IY/d4xiLYQip61cJflfd9r49uOkiANzATUdAp0K8uXMDM3dmrAC3ZNw6bMDrJphvovM6gZtNQ+ibuoYx4GLS66bPuxnSNvH13wIdzb5xlJ5E6W32xnKHNAFTLXmRsdV88yf3xMbJi1wu8ocP+CY5MJwlUEcJ8tFlA95Njt4VirgMA0Cdv6DRcEZmBOAGbjoCOhXiDdx0BNxViDV3ZqwAt2TcOm/A+eJJrAfxiBEt1XuNw2NgeQhJ6IE+nhkXbeMYcG8Ob2sYg5nZpG7s7PTqJwkm01Y+omdBsbX8cCEvL1wB4Rk8GvMVqKaIWVBqJxJ2LzrP/GLPxtItA27Oo+qzz5gHKaXO0ZFhAKjbFzQabrxka3ATEm6f4ObGS7YGNyHh9glubrx4azBzZwZuOmY2t1QMeLxsNTfR8fTKraSXnA20MgnI6lc6zIlIzoCgsdVVGLiBm46AToV4AzcdAXcVYs2dGSvALRm37c+AG16e+W82TFuHdHtU5ZMjGg1drIIbuOkI6FSIN3DTEXBXIdbcmbEC3JJx284MuN/rHjmDig7k9qnKN0c0GrqoBTdw0xHQqRBv4KYj4K5CrLkzYwW4JePWiwZcl3GoQCApATQaOoLgBm46AjoV4g3cdATcVYg1d2asALdk3GDAdfygyjEBNBq6ygM3cNMR0KkQb+CmI+CuQqy5M2MFuCXjBgOu4wdVjgmg0dBVHriBm46AToV4AzcdAXcVYs2dGSvALRk3GHAdP6hyTACNhq7ywA3cdAR0KsQbuOkIuKsQa+7MWAFuybjBgOv4QZVjAmg0dJUHbuCmI6BTId7ATUfAXYVYc2fGCnBLxg0GXMcPqhwTQKOhqzxwAzcdAZ0K8QZuOgLuKsSaOzNWgFsybjDgOn5Q5ZgAGg1d5YEbuOkI6FSIN3DTEXBXIdbcmbEC3JJxgwHX8YMqxwTQaOgqD9zATUdAp0K8gZuOgLsKsebOjBXglowbDLiOH1Q5JoBGQ1d54AZuOgI6FeIN3HQE3FWINXdmrAC3ZNxgwHX8oMoxATQausoDN3DTEdCpEG/gpiPgrkKsuTNjBbgl4wYDruMHVY4JoNHQVR64gZuOgE6FeAM3HQF3FWLNnRkrwC0ZNxhwHT+ockwAjYau8sAN3HQEdCrEG7jpCLirEGvuzFgBbsm4wYDr+EGVYwJoNHSVB27gpiOgUyHewE1HwF2FWHNnxgpwS8YNBlzHD6ocE0Cjoas8cAM3HQGdCvEGbjoC7irEmjszVoBbMm4w4Dp+UOWYABoNXeWBG7jpCOhUiDdw0xFwVyHW3JmxAtyScYMB1/GDKscE0GjoKg/cwE1HQKdCvIGbjoC7CrHmzowV4JaMGwy4jh9UOSaARkNXeeAGbjoCOhXiDdx0BNxViDV3ZqwAt2TcYMB1/KDKMQE0GrrKAzdw0xHQqRBv4KYj4K5CrLkzYwW4JeNmDDhDxBsMEAOIAcQAYgAxgBhADCAGEAPpxoB/AlPQWXioQCCnBLhhwcudALi5M2MFuIGbjoBOhXhz5wZm7sxYAW7JuGEIio4fVDkmgEZDV3ngBm46AjoV4g3cdATcVYg1d2asALdk3GDAdfygyjEBNBq6ygM3cNMR0KkQb+CmI+CuQqy5M2MFuCXjBgOu4wdVjgmg0dBVHriBm46AToV4AzcdAXcVYs2dGSvALRk3GHAdP6hyTACNhq7y8sGtSpVKhSqVqq6QKajATQcV3MBNR8BdlY9Y43Jlq30DN/dYY4VwgwHX8YMqxwQk+HNchF7Jeva5Valc9O7QJa1kAAAgAElEQVRcL5ZhwOMHCbjFZ2VvCW42jfjL2eOW/baN6YJb/Bizt8wuNxhwu56wvF0QyEdjm72qyDq3arloehYKpUqm4IGbrjrADdx0BNxVWY81LlEW2zdwc481Vgg3GPBm/KplKvm9aQyrUChSsVQmp361SsmAtnvjquUSFf151731cnZWomzZhmZg8r9egj//JeluCTLNrVr2/1fZ+x+Bmy5OwQ3cdATcVZmONS5ORts3cHOPNVYINxjwKH4141ypG275AxTjmnDPWNvmm6hCJTbfgTRgwKOqIM11Evxp7qMvpp1lbpVS9oaeSAyAm5Bw+wQ3N16yNbgJififWWbGpchq+wZu8WPM3lK4wYDbVMxylElu2Ei5Is20lVnaDmUS/Nth0RMVObPcnE+OE2FwFoObMzIjADdw0xFwV2U21rgoGW7fwM091lgh3GDAw/xqvd9xBpuIoS5S0QxX8S9/h4evFEtUrkpPtzzetEjefWKyPlpbDI9nrVaoXPLHuhYKVCyWqT7hQzX4W1gbLut2+l2CfzstvrrYWeFWrVapav09pXcoq+EObrqQAzdw0xFwV2Ul1jjneWrfwM091lgh3GDAQ/zkRod4B3PfgBfETHNi/rqSDF8Rk85DV+xl2bFtwIPaasPJgP97oeSZbjbjlvG3824vy57w6RGQ4AcPNwKZ4Ca9QYUCmf+ofA8M63IrV9pbg5uOMLiBm46AuyoTscbZlvYsJ+0buLnHGiuEGwx4iF+jcRWDHO65ZmGUofYSrFa4p7rk94yzlnu4o7aX9EtU8Q13U/PfYMjN4DBTmTzWXPJeKBapVKnWx6+Hyri9f5Xg3945uJY/M9xqBym58lSg4L0WriVLd3tw0/EFN3DTEXBXZSbWOOs5at/AzT3WWCHcYMDD/KJMrr+Nd6k7orc70PtW8WdPKVKpXKFq1eq1bmPAy/40as0MuBjswO+B/Mq+/ZMFM/QlXEB8l+AHCTcCWeIm/wXOE89QlKFpvxugglsDklgrwC0WpoaNwK0BSdsVWWLGmc1L+wZubUMrcgPhBgPegCeql9rbKJYBb+jFttOzl2XHnesBr6VojxMPuHXZYvv+lODfvim4lz5b3OR/U6CszfsdJgtuYSLxvoNbPE7hrcAtTKT992wx4/zmo30Dt/axFbWFcIMBj6Ijvcq1cdxVqshDPgK9bRGG2teKKaifycYYghLuIZd81Lr3/P21HAPu9wb6l7GyfGk+Cn031knwd2NffWkf4KarTXADNx0BnQrx5s4NzNyZsQLcknGDAW/Gj4eOFOuzjXCgFXlIR2BsdYQBN8OyLR1rzKwlbIyjtpcz3eazoFgTPhDZvdttZ0GJO2d5Mwh9cz0aDV29ghu46QjoVIg3cNMRcFch1tyZsQLcknGDAdfxgyrHBNBo6CoP3MBNR0CnQryBm46Auwqx5s6MFeCWjBsMuI4fVDkmgEZDV3ngBm46AjoV4g3cdATcVYg1d2asALdk3GDAdfygyjEBNBq6ygM3cNMR0KkQb+CmI+CuQqy5M2MFuCXjBgOu4wdVjgmg0dBVHriBm46AToV4AzcdAXcVYs2dGSvALRk3GHAdP6hyTACNhq7ywA3cdAR0KsQbuOkIuKsQa+7MWAFuybjBgOv4QZVjAmg0dJUHbuCmI6BTId7ATUfAXYVYc2fGCnBLxg0GXMcPqhwTQKOhqzxwAzcdAZ0K8QZuOgLuKsSaOzNWgFsybjDgOn5Q5ZgAGg1d5YEbuOkI6FSIN3DTEXBXIdbcmbEC3JJxgwHX8YMqxwTQaOgqD9zATUdAp0K8gZuOgLsKsebOjBXglowbDLiOH1Q5JoBGQ1d54AZuOgI6FeIN3HQE3FWINXdmrAC3ZNxgwHX8oMoxATQausoDN3DTEdCpEG/gpiPgrkKsuTNjBbgl4wYDruMHVY4JoNHQVR64gZuOgE6FeAM3HQF3FWLNnRkrwC0ZNxhwHT+ockwAjYau8sAN3HQEdCrEG7jpCLirEGvuzFgBbsm4wYDr+EGVYwJoNHSVB27gpiOgUyHewE1HwF2FWHNnxgpwS8YNBlzHD6ocE0Cjoas8cAM3HQGdCvEGbjoC7irEmjszVoBbMm4w4Dp+UOWYABoNXeWBG7jpCOhUiDdw0xFwVyHW3JmxAtyScYMB1/GDKscE0GjoKg/cwE1HQKdCvIGbjoC7CrHmzowV4JaMGwy4jh9UOSaARkNXeeAGbjoCOhXiDdx0BNxViDV3ZqwAt2TcYMB1/KDKMQE0GrrKAzdw0xHQqRBv4KYj4K5CrLkzYwW4JeMGA67jB1WOCaDR0FUeuIGbjoBOhXgDNx0BdxVizZ0ZK8AtGTcYcB0/qHJMAI2GrvLADdx0BHQqxBu46Qi4qxBr7sxYAW7JuBkDzhDxBgPEAGIAMYAYQAwgBhADiAHEQLox4J/AFHQWHioQyCkBbljwcicAbu7MWAFu4KYjoFMh3ty5gZk7M1aAWzJuGIKi4wdVjgmg0dBVHriBm46AToV4AzcdAXcVYs2dGSvALRk3GHAdP6hyTACNhq7ywA3cdAR0KsQbuOkIuKsQa+7MWAFuybjBgOv4QZVjAmg0dJUHbuCmI6BTId7ATUfAXYVYc2fGCnBLxg0GXMcPqhwTQKOhq7x8cKtSpVKhSqWqK2QKKnDTQQU3cNMRcFflI9a4XNlq38DNPdZYIdxgwHX8oMoxAQn+HBehV7KefW5VKhe9O9eLZRjw+EECbvFZ2VuCm00j/nL2uGW/bWO64BY/xuwts8sNBtyuJyxvFwTy0dhmryqyzq1aLpqehUKpkil44KarDnADNx0Bd1XWY41LlMX2DdzcY40Vwq1XDHi1UqKi31PFGSkWS5ShK8Y+UTlrKlG6h/NO7sdOy17WBUlfVUnw99XypVWuTHOrlqlonmeQ9v/VnS64uTNjBbiBm46AuyrTscbFyWj7Bm7uscYK4dZ1Ay5ncaWa4xajWKROXTWuVspUKie1zZKvtA/ondyPnZa9rAuSOKrOsI6zp85tI8HfuRS3j5SyzK1Syt7QE4kKcBMSbp/g5sZLtgY3IRH/M8vMuBRZbd/ALX6M2VsKty4b8AqVuJcqzUvEcqaYeB/dMbD1cV2dMPrdyrMfSh1jbYdm+ssS/OnvqW/tIbPcJA6LZcrOyO963YNbnYXLEri50KpvC251FnGXMsuMC5Dh9g3c4kZYcDvh1l0DXimZrve23rhaoXLJH89phqiUrSEqvokvlqxtiuSlKQZUHiEqplY0RX/oi7++5X4kLWvbopWnkn2wr1p5KVCxXQHlD8VlK5WpZIbjSF75D1ehcuS+2u3HzrO1bO2PK17etWxWJQ/+b8zWOBnh5sI6Sf6DQZrWNwn+tNLvq+lmhVu1WqWq5bSld6gWzxmrAHDTVQi4gZuOgLsqK7HGOc9T+wZu7rHGCuHWVQNeH37SKtO+6Sv448KNGWVjKAZVfpchK2ISfUMsZjNwNA5reP+yrtl+LAMr2xb9E4FqcJ92uezl6FIGtcTj4QNjV+u/m1E61r4q/k1mXLTo/dh5tpetnPgnQQ08SxW/97C+/6qUu6BgHcGqff6tfKa4KMGf4i76ZNKZ4Cb/70LBO+mW7xnt/eZAADfd3wHcwE1HwF2ViVjjbEt7lpP2DdzcY40Vwi17Btw3iIFpxALrbINoItafekx6qv2bsaIMuH2QDqTpQwysswxsYL23rWeAPWMqZrhQ5J74auvL4A1pWfvhpBt+F7NdpJJcFWi6Hzste9kvX81Q++ZFVptOa77qYN8cyzwVrBPl38pQiosS/Cnuok8mnRlutYOUXNEqUKC9yBh9cNNVCLiBm46AuyozscZZz1H7Bm7uscYK4dZVAy7mMuCNQ/kXMxvYJmDqFKawwUiKqQ0Z0cB+6ga2LNObWcM3GCC/vXxW/GEk4SEcocKZ/5Y3jKVevvp++LZRKb+kb3+WKu32Y6dlL3v5kEv1wTH4kmbR3LhalR53c8XBnXWy/DfySmMNM8XLnUCWuAXjTK7QuJepGwpw01EGN3DTEXBXZSnWOPd5ad/AzT3WWCHcumvAxQjX3Wdj7gMm2P85sM7dFNaGm3SwB7wx4zx2yxq73qyMgbJwKiGj3PB7456a78dOy16u96zXh54E2daza/O1lyPyKmfqdXFkD364BM3zH94yne8S/Omk3ndTzRY3ie+Ub+ruQHWCmw4iuIGbjoC7KluxxvnPR/sGbu6xxgrh1mUDXj+zaz4NoW/62o0Br5lpCdTQGHHbFIrxr2kYQbv92OnWjag3e6L9m5TJ74XzTWnzS+L1tLz7HL0bU+vGuP57eF9eT3yr/dj5spelrNJjbwWNb/ilV7x+5h1jCIowbMLaPf9WvlJclOBPcRd9Mmlw01UruIGbjoBOhXhz5wZm7sxYAW7JuHXdgHN2zYN4rOEcDQ/isXuSm86CIrOQ2EbTg1GRsdJi4sUoBgy4yUhw9hK5cdAkE0qXh2ZYDw8qBB4eFJ6dRPLWpHKk57jFLCjR+2q3HzvP1rKYbIs5/3EKPo86L14nM56w0a+fDHiTTlhp+kWra62HKTVl1S7/TXh1eDUaDR1QcAM3HQGdCvEGbjoC7irEmjszVoBbMm69YsB1WYYKBDpDAI2GjiO4gZuOgE6FeAM3HQF3FWLNnRkrwC0ZNxhwHT+ockwAjYau8sAN3HQEdCrEG7jpCLirEGvuzFgBbsm4wYDr+EGVYwJoNHSVB27gpiOgUyHewE1HwF2FWHNnxgpwS8YNBlzHD6ocE0Cjoas8cAM3HQGdCvEGbjoC7irEmjszVoBbMm4w4Dp+UOWYABoNXeWBG7jpCOhUiDdw0xFwVyHW3JmxAtyScYMB1/GDKscE0GjoKg/cwE1HQKdCvIGbjoC7CrHmzowV4JaMGwy4jh9UOSaARkNXeeAGbjoCOhXiDdx0BNxViDV3ZqwAt2TcYMB1/KDKMQE0GrrKAzdw0xHQqRBv4KYj4K5CrLkzYwW4JeMGA67jB1WOCaDR0FUeuIGbjoBOhXgDNx0BdxVizZ0ZK8AtGTcYcB0/qHJMAI2GrvLADdx0BHQqxBu46Qi4qxBr7sxYAW7JuMGA6/hBlWMCaDR0lQdu4KYjoFMh3sBNR8BdhVhzZ8YKcEvGDQZcxw+qHBNAo6GrPHADNx0BnQrxBm46Au4qxJo7M1aAWzJuMOA6flDlmAAaDV3lgRu46QjoVIg3cNMRcFch1tyZsQLcknGDAdfxgyrHBNBo6CoP3MBNR0CnQryBm46Auwqx5s6MFeCWjBsMuI4fVDkmgEZDV3ngBm46AjoV4g3cdATcVYg1d2asALdk3GDAdfygyjEBNBq6ygM3cNMR0KkQb+CmI+CuQqy5M2MFuCXjBgOu4wdVjgmg0dBVHriBm46AToV4AzcdAXcVYs2dGSvALRk3GHAdP6hyTACNhq7ywA3cdAR0KsQbuOkIuKsQa+7MWAFuybjBgOv4QZVjAmg0dJUHbuCmI6BTId7ATUfAXYVYc2fGCnBLxg0GXMcPqhwTQKOhqzxwAzcdAZ0K8QZuOgLuKsSaOzNWgFsybjDgOn5Q5ZgAGg1d5YEbuOkI6FSIN3DTEXBXIdbcmbEC3JJxMwacIeINBogBxABiADGAGEAMIAYQA4iBdGPAP4Ep6Cw8VCCQUwLcsODlTgDc3JmxAtzATUdAp0K8uXMDM3dmrAC3ZNwwBEXHD6ocE0Cjoas8cAM3HQGdCvEGbjoC7irEmjszVoBbMm4w4Dp+UOWYABoNXeWBG7jpCOhUiDdw0xFwVyHW3JmxAtyScYMB1/GDKscE0GjoKg/cwE1HQKdCvIGbjoC7CrHmzowV4JaMGwy4jh9UOSaARkNXefngVqVKpUKVSlVXyBRU4KaDCm7gpiPgrspHrHG5stW+gZt7rLFCuMGA6/hBlWMCEvw5LkKvZD373KpULnp3rhfLMODxgwTc4rOytwQ3m0b85exxy37bxnTBLX6M2VtmlxsMuF1PWN4uCOSjsc1eVWSdW7VcND0LhVIlU/DATVcd4AZuOgLuqqzHGpcoi+0buLnHGiuEGwy4jh9UOSYgwZ/jIvRK1jPNrVqmonmewf9v7w6wFNWBKAy7LhbEelwNm2ExzCmgIERA6qLdSc8/57zXKhQkX8p0idFuh7LK73Wy/ZVBe3dS3N4J7W/Hbd/l3aOFuhU9t5kpbu8ya3974W4FFeD+NkEzvLx77IjNcyjnjeX98d5/tB+6dr4693gMTVtiP9y/vAJm31R/tPjJVu/aVyNLduva8pae+GDg5hKxn7jFvHxv3Fzi+s+SzawXpc5vuF3PsXRPdyuoAF/fYsnXb/pbL/njaYf8dt89h/ZZ1jUwb//4znjXjm8/XOmL9+nuz2smFOB3nf96vE8axfWz8BfouGkZgxtumkA8qthcs64UPL/hFs81i3C3ogrw/UTzwnDnynjed0/UwtaAegE+Ft1zAf5j61QLNcmH7ifve/L/5Dn/wrlKcev7fuiTt8L86lBhT/tlyHFbKEI3cAtxLTvjtlBcvlGKmTW4pvkNt8spttnR3coqwJdP+SbFtheQ6fKTvhueTb6kwwv16a3oxyNZSmH7p0tAmuewfktZN7S2drRphmb8BoU5bvccbthvj/f2N/98jnGNqrUv6Z8fMv3pfW6fyXmaoe26oZ2/5cGOsTlt/0y2WX/a4dkfmez12fdth87Pv7R3Ml3Od2gTdUk7/XO3Pfl/7ox/40xFuCW5Oeaj30/nh8K4cdMGBDfcNIF4VBG5Zs32+ezxmH6/+/1C5zfc4rlmEe5WWAG+swzlZcmGF49zEd2v93tP1qVStK568WuFpSW4Fe9WUHqB7tvTong9psdMRfq0dtuvaNtp0tvHQ+HF7XTelzXueaD3w9o4ttk/YGZFtz3ghXjWh7ab18iv7T83SfvsbfRjzo3yK/a5l7+ISfy7+VsorrvkHf+Z+578P3O2v3OWYtyW54e/aH4MP7mkKzqiuEXFpv1xw00TiEcVk2vW9IrmN9ziuWYR7lZcAT54wTcX0dPby0mh+FKQexHcDM9uLlTTAnxnfz/H9Es7KVbdcidmKrSndnjRbVfNrSBO3g33IyQ/vcB/zFfYp2LB1mU/n14wJ7vbTX8CLv3I27hfLPedXelvl/OMLzJejmUnyI83njR7YZLs56/Gx4de17C7TevvMlxysYP9zj9P/t85e71nLclteQ6O79Ik80OBvLhpg4IbbppAPKqkXLPW1zK/4RbPNYtwt/IKcC8Oxyuur4XiNjGnpRHWGfuvfb4W4L7/Usta7zcFdvAc4+c7/Qr0fP5xucf+QPj5N8X+w6/cZVeb/RAvRXPexrwA9/Y04wdQe78qPV5BfzW5WoD72tp0vbr3x83Tn9slMr4MxjtVzk9rM//iAmW5+XPgMaT5Ge/V9yNw04xxw00TiEeVlWvW/jrmN9ziuWYR7lZgAb5+5U7bvl5t3RbPWedfCte82J73f1OAn54jOaUVusva8k2Fv+7kBatv9vs2AIeFw0s/3hTgc3/8HJsC++VY1rb8ePaYP+HnFwXzMdelOnOfNnZrP9NbV1zS/X/6tif/T5+39vPhpo0gbrhpAloU+RZ3wyxuZhG43XMrsgD3AtgG9/UDi2vxOC6H3hSO87a1El2LzWU99cEa8M2HHM7O4W8PzW97zwXu4RrUrADun9OLirFvzbzGOx/DLOa1YD4olud+r0W+FdMnJps+p8ecY9KlJ0sbj22e4xrwiy7L8X7+BpOGZo4bbpqAFkW+4aYJxKPItbiZReB2z63MAtyLxrEA31mmYUsslm8DmZY6TMW4XT33b0dJitv0SrX9IRz/AOFotxaUm7XcJ+cYrxYv57nwh3VsbXrS3saWrDzboRm/yWRz1mk0owX4eKHf+z0v/RjbNxXDryZ7fU4K8OXq93aJz8ML9kOb/FtQSvyDQ0wa2pSBG26qgBbHL3fcNIF4FLkWN7MI3O65FVqAa50iCoErAkwaV5Re98Ht1eTKI7hdUXrdB7dXkyuP4HZFabsPZluPq/dwuyq13c/dKMC3Ltz7DwQ8+f+Drn60i7hpnLjhpgloUeRb3A2zuJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ0ebrhpAloU+YabJhCPItfiZhaB2z03CnDNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+dGAa75EVWxAJOGNni44aYJaFHkG26aQDyKXIubWQRu99wowDU/oioWYNLQBg833DQBLYp8w00TiEeRa3Ezi8DtnhsFuOZHVMUCTBra4OGGmyagRZFvuGkC8ShyLW5mEbjdc6MA1/yIqliASUMbPNxw0wS0KPINN00gHkWuxc0sArd7bhTgmh9RFQswaWiDhxtumoAWRb7hpgnEo8i1uJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ0ebrhpAloU+YabJhCPItfiZhaB2z03CnDNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+dGAa75EVWxAJOGNni44aYJaFHkG26aQDyKXIubWQRu99wowDU/oioWYNLQBg833DQBLYp8w00TiEeRa3Ezi8DtnhsFuOZHVMUCTBra4OGGmyagRZFvuGkC8ShyLW5mEbjdc6MA1/yIqliASUMbPNxw0wS0KPINN00gHkWuxc0sArd7bhTgmh9RFQswaWiDhxtumoAWRb7hpgnEo8i1uJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ0ebrhpAloU+YabJhCPItfiZhaB2z23sQA3RP7DgBwgB8gBcoAcIAfIAXKAHPhuDswvYB5aCU8UApUK2MTCv7gAbnEzi8ANN01AiyLf4m6Yxc0sArd7bixB0fyIqliASUMbPNxw0wS0KPINN00gHkWuxc0sArd7bhTgmh9RFQswaWiDhxtumoAWRb7hpgnEo8i1uJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ1eHW790HXd0HW91skvRNXh9oWO3zxkHW7k281hLiK8jlwzqrLyDTctfd2NAlzzI6piAU/+irvwK00v360fns30yfXmSQH+K0nywZOSbxpm+W5av74ZVYdZefMbblpWuhsFuOZHVMUCnvwVd+FXml66W/9sxrdEH233Kz5HJy3d7ajdv/146W7k229nyOfOX3quWU9LzDfctBx0NwpwzY+oigU8+Svuwq80vWi3/jk0498zaIeyym/WSarJSr5pckW7aV36elTxZoXOb7hpqeluRRfgXXvyReiXrnJ1Q2u/lJvnoL0h7W/53P2l/qnjRAf7t84bbefP7u/J/7Nnrf9sJbv5XFHS0hMf8ZLdvI0l/izZjXwrMWP0NpWca9arUvMNNy3n3K3oAnzt2lxIhgtpCvBpTezdFxDrSPyFW578f6EvP9mHYt386lB4fvgZvWLdfqb78lmKdSPf5DEtNbDYXDOwgvMNNy2j3Y0C/NTvU1eQP3Wc08bubPyt8+40paCHPPkLalIVTSnFre/7oU/e0vKrQ5feFPsF6VLcfqHrt05Zihv5dmsYqwguJdcMq6Z8w01Lb3f7GwV4/xza+dsPrGOPph2mL0HwK+Dt8GznD2g9mmHzi7rvhmfj2x5D06bLVbIC9vA8O4Pgr1of0zGn9iVXok/Pmx4va8P4DJ3Wuy5vtx+2K4u1cy4Oj6FpnsP6bW1u1QzNaHmlrf32eBvYtA9l3fbkL6tV5bemCLfkeTWmm98v9Oq3jWoRbuWn10sLi3Dz/Ho8pt8bfp98exmvmh8oItcM0POrknzDTct6d/sDBfhcOLbdvM7bC0krpOfbS9HtBWmTFehzIdqnseOzYf5aMytGz86TD0J2nK7NPiC2bh8L4JfzZsfr2vGXuNe306ehsz7s9t/7m7T/0U5F9/gCwNbYe6E9t+nhx/U2HLe1m791wtrln9D2Nnp0iT89+UtsW8ltKsZt+SXlLxYfw/JitEDAYtwKtDlrUjFu5NvZMP2JbcXkmmlWlG+4aenvbn+gAJ8A+s6u7rbz1VsvLNficXnHOi1m59vpL+9tcZsWsGfnyQbh5bjZcV62ewGbF79+3Lkf0yW/6UVBdgVmv//JeXfOOWwe27Gy02/2mQ3GwrsZWr+a3ti7Cr34QVfv48/99OT/uTP+jTOV5OYv+KxNj5cXjWV5l+RWlsx5a0pyI9/Ox6r2rSXlmlnWkm+4aZnvbn+gAO/m5SfN0D67oferyeOV3Z2iMikot0m+/caV6UpuUsDaFfBxacbeebaD4Mddrwanx8mfXHvn3R7P7k3rXO3qdbb85LRd63mfydXq5eiJxeBX+PPC3r9beSx08ra6yfz4svRnOUORNzz5i2xcwY0qy81z+zGU9r3f+RCW5Za3rtz7ZbmRb+Vmyv2WlZVr1p868g03Lffcrf4CfC4i12I3LbrT2zNUuv+mAN2D9CdBO3Rp3LjrzrH9EC/HTY5j+7xs98CTnx4zrldPrpSftis5r8enfyFw89hBfzb77LfPXvQsa8vXgdjfuYBHPfkLaEpVTcBNGy7ccNMEtCjyLe6GWdzMInC75/ZnCnC/CuZXn6e1zXNROX6gwRahJAXp6LYWndOHEfPtyf25EN0/Tz4I63HHpS8em6+3Xj4EmZwnP9Ry3/fJvtfcjz0Xvtv+e0xgDXh2BTy9Mp4bTVfV5xcDL1fml4YXd4NJQxsS3HDTBLQo8g03TSAeRa7FzSwCt3tu9Rfg4wXl9VtMxm9AGdcmW2HohfD5t6Dk36CyfjNIWsDaheuj8+wMwvJBiuNvQTk+787xknVh+UXm43Zt2z+kV6rt21mWFwB2Phsg0EkAACAASURBVLdKvwVmboc5Zt8ysxTjicn2G2T2+1DCo0wa2ijghpsmoEWRb7hpAvEoci1uZhG43XOrpADXOkkUAnsCTBp7Ku8fw+290d4euO2pvH8Mt/dGe3vgtqdy/hhm5z5HW3E7kjl/3N0owM+d2PoHBTz5/2DXvtol3DRe3HDTBLQo8i3uhlnczCJwu+dGAa75EVWxAJOGNni44aYJaFHkG26aQDyKXIubWQRu99wowDU/oioWYNLQBg833DQBLYp8w00TiEeRa3Ezi8DtnhsFuOZHVMUCTBra4OGGmyagRZFvuGkC8ShyLW5mEbjdc6MA1/yIqliASUMbPNxw0wS0KPINN00gHkWuxc0sArd7bhTgmh9RFQswaWiDhxtumoAWRb7hpgnEo8i1uJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ0ebrhpAloU+YabJhCPItfiZhaB2z03CnDNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+dGAa75EVWxAJOGNni44aYJaFHkG26aQDyKXIubWQRu99wowDU/oioWYNLQBg833DQBLYp8w00TiEeRa3Ezi8DtnhsFuOZHVMUCTBra4OGGmyagRZFvuGkC8ShyLW5mEbjdc6MA1/yIqliASUMbPNxw0wS0KPINN00gHkWuxc0sArd7bhTgmh9RFQswaWiDhxtumoAWRb7hpgnEo8i1uJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ0ebrhpAloU+YabJhCPItfiZhaB2z03CnDNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+dGAa75EVWxAJOGNni44aYJaFHkG26aQDyKXIubWQRu99wowDU/oioWYNLQBg833DQBLYp8w00TiEeRa3Ezi8DtnhsFuOZHVMUCTBra4OGGmyagRZFvuGkC8ShyLW5mEbjdcxsLcEPkPwzIAXKAHCAHyAFygBwgB8iB7+bA/ALmoZXwRCFQqYBNLPyLC+AWN7MI3HDTBLQo8i3uhlnczCJwu+fGEhTNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+dGAa75EVWxAJOGNni44aYJaFHkG26aQDyKXIubWQRu99wowDU/oioWYNLQBg+3v+zWD13XDV3Xa538QlQd+YabNvRludWRayaN21/KNwpwbTSJqlignsm2LGTctPEo360fns30gaPmSQF+fZRxu26V7lmeW/nPUfPDLc2i67fLdaMAvz6K7PlHBOqYbMvDxk0bk9Ld+mczvpX8aDutg1+Kwk2DxS3uVrqZ9ajE5ylu8VyzCHejANf8iKpYwJO/4i78StNx09iLduufQzN+DW07lFV+r7+kNPUvR+GmARfqVvRz1KRx+5P5dqsA77t2aOa3Li2Bm6YdClpCqA3YTlTXPobH3De7/bULRf1zaBPPx6MZmvY5/Pqbwl07vmLT3p72t3/K+QVf/GS7k4MlPISbNgolu41zm83dBS09cWXcXCL2E7eYl+1dspm1r9TnKW7xXEvzTS7A/e2Qdqm4vdBqhp+Yy/vuObTPn7hm0w3tw4rHfuhae6v2S4XkUuTameZ//qq3+c0ifBrXvV/Q18bA8+JLbm4V+Fn6pBHoyo/uipvGXaxbEfPLsSluxzZnW3A709nfVqyZNbfg5ylu+/n07lF3EwtwK0ofw6+tGfSE/Nql6Hd8n94+e/5qoR3sU8Vj4Mkf7PF/vztuWgqU4tb3/dAvr+7Xq2qlTqO4kW+aQDyqlFyzltf0PMUtnmsW4W5aAT5frX07cffd8ByvGs+fsG+eyRIVLzrbZJ8mWd7RJ48/hmY5mV9R9T8T6ldW/XjNvCzGHvfH/Aqyx3rM9OoyXfaxnmeGPe2DxXfDs5k/xGRv5S5LRo7avzNgy9Xv5Lfjzm7LQ4fnnNtzZL4Uzc/E1sy7ZOlLMgaH53HHdAzcOvW3Fvu+s3m2zGbjnW2zZT/ruykBzwVq/4Yn//5WHj0SwO1I5vzxItz8uf+Yl9D5/YJf9ON2nldHW3E7kjl+vAgza54/Lyt5nuJ2nFNnW9xNKsDX5Sdnp5gLMluyYXXlWMxZwebFr2/3JStewE3FcnqO9PZ4Rk/SpSi3R/PjJY8tv2SyYtBj2mnZh61pN5h1uYUf800f/IVFv/ahm79ZwJr40v6M7d327e7JOWbX8d2IsY9v2utuy5j4B7Cs6LaDeSG+ffHi47eeJ5koljHwc/t4eqtT83mfXe/ttmU857FLjdLbfpbIT0/+SAz7rq/asYgJFJNvy/PfXySnc12sTz+xN26aMm5xt2LMrOkVPU9xi+eaRbjb9wrwl2J2/CRBUuDOBddBcexF1qOZisPNtWFP0KX4sy7lx9t7LC0G1/ZsDpN6vuvDzvap3c3Q+lXovfan5xifb9MV9LUd3k6/wpwUtSfnfD7zFxBrH8cXFS9uuZmftx26s/OMhf9cvC+Nzo/lnXw95hLiuyQ/+87eNUk/3Du9YDvNhyT+yk1P/iv7ss8qgNtqEblVktvyPBq/+SSZVyId+qF9cdOgcYu7lWRmra/leYpbPNcswt2kAnyYi7PTQiq5Arw0cVPU5QVbUqiNAX41di5C0+UIL4WkBeTH23tsew5P8qN+7G5P+uDbDTP/b7usY/oWlXU5xSIy3UiOmW2ZP/28/qI8O2czL4XZ9Cc99otbbrb6PP27gXf7lrxKX06WH8t78nrMJcR3GX/6eDfjh2t7fzchfcck/YaYNB82x3l/x5P//Z7skQrglmpcv12Wmz8ff/EzPBfpcLsIle2GWwZy4W5ZZtbgOp6nuF1Irp1d3E0rwL3Y3a+kptOlhZ83YPNYXrB5wvkSlSnICrFlHbmf76WQtH3z4+09lp1jbo8f1pu5/Ny0d340fSy9vQRtb+y2f7vLQdunnaavH1oLcH/xsy6TSQ621570sRe33CzxSeOSUyw33x7L93w95q73fL51W9626XjXPP3c+z89+fe38uiRAG5HMueP43buc7QVtyOZ88dxO/fZ24rZnsr7x3B7b7S3h7uJBfj6Fsnx1xDOBdSy3tg+rLizBvx0CcpceM7F3lp0zsdeq7WDIjYp/kzBi8b0qqpd4fU2vBSd1/swfRvjer7pCvJR+3eGxM89r4+2V8C+jty+D3y9er4Wpvk5lw+dHpl7/xe39VjTEp+1/cuxfH378orcXyDlY5Afy/u4f8zxfN5n69x8279ZZ73Sny5BCXj66Xd+evLvbOKhEwHcTnBONuF2gnOyCbcTnJNNuJ3gHGzC7ADmzcO4vQE62OxucgFuxx3/EE+yROHlD/GkV6/HP9Sz9y0oR99Qkn/rhe839Wj6Tu65oJ+quemrEb2Y9o7bHwua22jfUDJ944kXkVNRnn8LylSMzgc47cOIkHyDyPoHe8a3kHwd+ObbUbxhOz9t2UXyjSo2SGb67Pr1u8EtbNwvWfaS/gGks/aGCvA357GXPEv/7EOqVwrwc+/1ePOSnfH4/uLjPB92NA8f8uQ/3IENuwK47bK8fRC3t0S7O+C2y/L2QdzeEr3sgNkLyaUHcLvE9LKTu90qwF+OWusDfvXVCtla+0C7Lwt48l8OYMdRADctEXDDTRPQosi3uBtmcTOLwO2eGwX44jddwV1WZyyPc+OvCTBpaCOKG26agBZFvuGmCcSjyLW4mUXgds+NAtw/vJmuBddMiapEgElDGyjccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuVGAa35EVSzApKENHm64aQJaFPmGmyYQjyLX4mYWgds9NwpwzY+oigWYNLTBww03TUCLIt9w0wTiUeRa3MwicLvnRgGu+RFVsQCThjZ4uOGmCWhR5BtumkA8ilyLm1kEbvfcKMA1P6IqFmDS0AYPN9w0AS2KfMNNE4hHkWtxM4vA7Z4bBbjmR1TFAkwa2uDhhpsmoEWRb7hpAvEoci1uZhG43XOjANf8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuVGAa35EVSzApKENHm64aQJaFPmGmyYQjyLX4mYWgds9NwpwzY+oigWYNLTBww03TUCLIt9w0wTiUeRa3MwicLvnRgGu+RFVsQCThjZ4uOGmCWhR5BtumkA8ilyLm1kEbvfcKMA1P6IqFmDS0AYPN9w0AS2KfMNNE4hHkWtxM4vA7Z4bBbjmR1TFAkwa2uDhhpsmoEWRb7hpAvEoci1uZhG43XOjANf8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuY0FuCHyHwbkADlADpAD5AA5QA6QA+TAd3NgfgHz0Ep4ohCoVMAmFv7FBXCLm1kEbrhpAloU+RZ3wyxuZhG43XNjCYrmR1TFAkwa2uDhhpsmoEWRb7hpAvEoci1uZhG43XOjANf8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFlVHvvVD13VD1/VaJ78QhVsctQ6zeL++HVGPW1nPU3ejAP92hnL84gQ8+YtrWOENwk0bINz+qls/PJvpg1rNkwL8+iiX58Zz9PropXvW4VZuvlGAp9nE7f9CoI5Jo7yhwE0bE9z+plv/bMa34B9tp3XwS1Gl51uJbqWbfSlVbh+2BreS840C/HYKcoDaBGqYNEo0xU0bFdz+oFv/HJrx63vboazyu/B1uYW68Rz9g89R61Lh+fZ/F+D9c2jntxDtCfh4NEPTPofQm4ldO14Fyd+C7J/tPEE/hubZzW9VfmeyTs/1aNphXY7YDe3Od7w3bRfro/bcLDaKyVYbGtxw0wS0qJLzrWvLW3riyri5xPWfJZtd78XP71m6W6nPU3f7fwvwpXBOilF/tdRcLcKntUV58T0Mc+G7HMfXIH2hAPc2j2+D5ued7ydvkfbdfOUmeeznn7a/e0ZP/t9tRX1nx00bM9z+mJvPucv8rvXvW1HF5lvBbsWafStJPnTcot0qyLf/tADPC9UPZeNymG8ffzlRdiMv9F8LcAuYXhU2Q0GfG8r68d27RU8a3+36raPjpvHhVrdb3/dDn7wt6lfVSr2GUUq+1eRWipn2TPm9qJLcasy3/7MAX65+J7PqYQ57Md0MzbhcZb6KnS9fadq5oPUi2P+MqRW6/lhyBTyLt2Uhy7++G57t/AGfx2NommeyrGTZ6/VGnxfc+f05ZO5/esrXg/3dR0qaNGpSxk0bLdwqdvOraI/HMM6Xfr/Qq98mXUS+uVMlbkWYaU+TX40qxq3SfPsvC3D/VOy1AnQuYh/pFeO1sJ1K+Pn+Minn9/MCfBvfb14QzNse81puK8bTwv/w6ebn3FkDnnd0c77DA/7ZDcVMGpUJ46YNGG6Vuy2/3P0ijH2u58rFG63fd6OKybeK3Ioxuzv4PxxflFuF+UYBPiasF8jpVWvPZC9sX9eF951dqW7nK+MW61e48xg//rz97Ar0XnG895g3L/u5XV4yt4MCfKNU1KSxaVnZd3DTxge3+t38oo2NpX1Yv+D6u4wr4POQ1+LGc7T+56j1oLZ8+y8L8OGkoN0WsDakeTE9PzZelW6G9tkNvS/9uFiAe5LkdXGaQJttJ+21mM2/zb7nBfjmHJuD/O07TLba+OKGmyagRZWVb34R5TGU9r3fuS5uucj7+2WZvW9vKXuU51bH89Td/s8CfLeonlL6UgE+F7lrAZsX6fl9T4rvXwH3FxdT2/YL8Nc+lvJ0/pl2ePL/zNn+zllw08YSN9w0AS2KfIu7YRY3swjc7rn9pwX4+FUg0/d3L9+J3Q+d/2WzzVuMeTG9xvqVEL+ifXkJSv4CYO+q9cU14Nv14/38DSfZUpj1lcL6xfTpY1oOVRvFpKENHW64aQJaFPmGmyYQjyLX4mYWgds9t/+3ADc3WzrSrN82YsnU2LeZdH3yh2p2CvCxBk/iLGb81hJfG5jHZFfAx3Nv/wjQ5o/jhL4FZXrhMP1Vtsfw/g/xNOMfBir3I0RaQkeimDQiWuu+uK0WkVu4RbTWfXFbLSK3cItoTftiFjezCNzuuf3fBbhmR1TlAkwa2gDihpsmoEWRb7hpAvEoci1uZhG43XOjANf8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuVGAa35EVSzApKENHm64aQJaFPmGmyYQjyLX4mYWgds9NwpwzY+oigWYNLTBww03TUCLIt9w0wTiUeRa3MwicLvnRgGu+RFVsQCThjZ4uOGmCWhR5BtumkA8ilyLm1kEbvfcKMA1P6IqFmDS0AYPN9w0AS2KfMNNE4hHkWtxM4vA7Z4bBbjmR1TFAkwa2uDhhpsmoEWRb7hpAvEoci1uZhG43XOjANf8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuVGAa35EVSzApKENHm64aQJaFPmGmyYQjyLX4mYWgds9NwpwzY+oigWYNLTBww03TUCLIt9w0wTiUeRa3MwicLvnRgGu+RFVsQCThjZ4uOGmCWhR5BtumkA8ilyLm1kEbvfcKMA1P6IqFmDS0AYPN9w0AS2KfMNNE4hHkWtxM4vA7Z4bBbjmR1TFAkwa2uDhhpsmoEWRb7hpAvEoci1uZhG43XOjANf8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuVGAa35EVSzApKENHm64aQJaFPmGmyYQjyLX4mYWgds9t7EAN0T+w4AcIAfIAXKAHCAHyAFygBz4bg7ML2AeWglPFAKVCtjEwr+4AG5xM4vADTdNQIsi3+JumMXNLAK3e24sQdH8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuVGAa35EVSzApKENHm64aQJaVNn51g9d1w1d12ud+2JU2W5f7PiNQ2Om4dXjVtbz1d0owLW8I6piAU/+irvwK03HTWPH7a+59cOzmb4hoXlSgGujW1YUz1FtPOpwK+/56m4U4FreEVWxgCd/xV34labjprHj9rfc+mczvvX+aLs3HeuG9vEYfrpIJ9/eDMvOZsx2UC48VIPb9efrhQ5/aBd32y3A+64dmvkVvu3YNO1w/Z02f7XRDu+mp/d9UY+lxr1v0fU9SmhD3trpF8KjeQ7x6zbvYtP+Ht3O22P30333tp89psV68p8dmW2vAri9mlx5BLcrSq/7FOnWP4dm/LsZZ7/fbF5qhmc/zU9t5/df+/iNR4p0+0ZHP3hMzDTM4t0uPV+1vt+JcreXAtxfLdikMf3zIscmlCun9P3PJqgrx7F91GOpcVfbdWW/EtqQt/NdEZ3vn95/F5v29+h2ejy/ne7rj139qcV68l89C/tNArhpmYDb33Hr2otLT7p2ukruf+QudBFL8/Io8s0lrv/E7LpVumfpbpefr2mnfuC2u2UF+FxkvX1r7ayFWlG0f0T1WGrcfiu0R0toQ97yd0V0vn96PxIb6Xtk37Q9dluL9eTPj8b9cwHczn2OtuJ2JHP+eHFufjXt7TuIPi+lf0nv6gWsc5MrW4tzu9LoX94HM20Aina7/HzV+n4nyt22Bfj8qv1S/d0/hzZZpvJo2vkKuU8+8xXwbL9mc/C8qMti8wIrO9Z6TqvF/K3Bx9C03rbkKnzfDc92Xrs3Lqt5JstqvB3NvPQmjfNjzZPp0s8d/ittaJI2tEdLQbw97dAubW6Glc6377X3Sj/bxCI97uS4P65+zqPYdOyObs9mb51OzN/GduPbv5bg9p/lQv7GjSf/zgjy0IkAbic4J5twO8E52fTbbn3fD30yefjVtHUePm5816ZLUIZhun+8/ye3/LbbJ/vyU8fCTJMuye3O81XrvR7lbpsCfF1+8u7AczHWdnNx48WZFTtp8bXdz9aW24nXD6WkcXbONDa/vz3WMKSx6e3BZrtsnd68/TGvZbdifHzx4IW2b8+vUsyP7/YzN7rYhmYu/Pts/83hvD2PYVoK5C7ePt/u9z3YH3/fz+mXyMFxd/vrx/aCPY/1+2Z6dNvaOR/HryIdjdVZG97FvjH25Hc1fl4TwO2aU74XbrnItfu/6pa80B/nSr/vc8+lLkxz3ZWC/dLhLu70q24X21jabphpI1KMmz8/H1YzJRdkQ89XzUCJcjexAJ9O2Xd2tTX9wGZWfL29op4VY5vCzc6RFnIn53wp7LO4l+1TkW4I04uBvB1b0v1+bvexon893k7bX7bbRXu7Gp4X0Ra70545fprMd7aPYXkbLvRzc9ypT/v93TnnJjY1P7qdt2fHaWrCsNuGF8P0PHvH3jf25J9PxY+LArhdhMp2wy0DuXj3192WX+r+TqP/vrjYgV/a7dfdfqnfd06LmaZXlFtFz1d32xTgXkS+f8XezctPmqF9dkPvV3PtCnNSND/nr2s6Pl5e1GUFVXKszorS8ar16zlfz7M9zu6V/U0xl7fDk/H4nPk3vLyeY78NBp//9+qz054L7X1tQ16UXjjugfHob21PX1Fu2pT29+i2F8Tzq9SROd3XHjg2vzrOua/dT43tPv/iArjFzSwCt3rdfE61Mdy/WKL17ZtR5FtcF7O4mUWU5lbL89XdtgW4X3lNq5W9cZkLr3W3tLBLCqqX/fKDpXG2LYkdd03uvxwrid0UgjvHedl+oTC1w5ydc2xf8r+XcyRtT461Lr9JYl9uJn3zbZu27Gw/OsemXTtx6XHT2+N50/3T23OjNvun/T26vZquDum+6/bd3Nr0xdqwH7see25n9sOTP3uYu28EcHsDdLAZtwOYNw+X4eZzzGN4/73fbzr0Q5vLcPuhzn7oNJhpkOW51fF8dbesAE+vUPqnT7xDyVKJuRDyCWl91bG9Av5y1fRdAbW8hWDHsX9+7nboTs+ZFYe+73hF3o4zb3+3Bjy9ujuGzV8lNVeD236ODUz+d7ENvj457VtylOmmtzdfA+4u2bmWeI97twb84LjutttfP/ZB7KY/ybhtHreGZm33c/pY+f2zNvg4+b4emxx7+hbNtB0LUnGv2teWlX3LJ42yW1le63DTxgQ33DSBeBS5FjezCNzuub0U4Ha48Q/xJEsl9v4Qj32q2/DH/+ybQcb7VqRnRU/2zSX2LShe2o9NXz6Et/ftJdtjHZ/TGv2Jb0F5/caM03Pm9hfakH/DyPJ165tjeZHqrvnbn779tb3DpW972R53vdo8fVp/f1z9nEex6Vgd3Z47+cbp1PxNrPX/nTGTxibZLt/B7TLVZkfcNhyX7+B2mWqzI24bjkt3MLvE9LITbi8klx5wt90C/NIR2OmLAl7s7hTYXzzr/3JoT/7/pb+f6idumiRuuGkCWhT5FnfDLG5mEbjdc6MA1/y+HEUB/k1gJg1NFzfcNAEtinzDTROIR5FrcTOLwO2eGwW45vflKArwbwIzaWi6uOGmCWhR5BtumkA8ilyLm1kEbvfcKMA1P6IqFmDS0AYPN9w0AS2KfMNNE4hHkWtxM4vA7Z4bBbjmR1TFAkwa2uDhhpsmoEWRb7hpAvEoci1uZhG43XOjANf8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuVGAa35EVSzApKENHm64aQJaFPmGmyYQjyLX4mYWgds9NwpwzY+oigWYNLTBww03TUCLIt9w0wTiUeRa3MwicLvnRgGu+RFVsQCThjZ4uOGmCWhR5BtumkA8ilyLm1kEbvfcKMA1P6IqFmDS0AYPN9w0AS2KfMNNE4hHkWtxM4vA7Z4bBbjmR1TFAkwa2uDhhpsmoEWRb7hpAvEoci1uZhG43XOjANf8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuVGAa35EVSzApKENHm64aQJaFPmGmyYQjyLX4mYWgds9NwpwzY+oigWYNLTBww03TUCLIt9w0wTiUeRa3MwicLvnRgGu+RFVsQCThjZ4uOGmCWhR5BtumkA8ilyLm1kEbvfcKMA1P6IqFmDS0AYPN9w0AS2KfMNNE4hHkWtxM4vA7Z4bBbjmR1TFAkwa2uDhhpsmoEWRb7hpAvEoci1uZhG43XMbC3BD5D8MyAFygBwgB8gBcoAcIAfIge/mwPwC5qGV8EQhUKmATSz8iwvgFjezCNxw0wS0KPIt7oZZ3MwicLvnxhIUzY+oigWYNLTBww03TUCLIt9wEo/wRgAAIABJREFU0wTiUeRa3MwicLvnRgGu+RFVsQCThjZ4uOGmCWhR5BtumkA8ilyLm1kEbvfcKMA1P6IqFmDS0AYPN9w0AS2KfMNNE4hHkWtxM4vA7Z4bBbjmR1TFAkwa2uDhhpsmoEXVkW/90HXd0HW91skvROEWR63DzPpVVr7hFs81i3A3CnDNj6iKBTz5K+7CrzQdN40dt7/q1g/PZvqmhOZJAX59lMtzq+M5itv1HEv3LNeNAjwdJ27/FwJ1TLblDQVu2pjg9jfd+mczXsl6tJ3WwS9FlZ5vJbqVbmapgpv2hCnZ7YcL8G5od75zvGm74d71A3+F0w6fnQq/dVxPpH7o2nkSfzyGpn2+cfh2e7xdn/pZZntrmGw/NQKfPA5umiZuf9Ctfw7N+Lvs079zNKs0quh8K9StaDMbXNzSFL9+u3C33ynAkysGfTdPZMlj13V9z28Vet867tRuf2U2dr1rx6sp529lxttjvu3zsy9LXP39z3h73x/z/h7FT7b3u/iVI+CmseL299y6trylJ65ccr6V6laymY0rbp7dsZ+lu/16Ab4mVzMUtIxuHuXvFpBegI9F91yAf/TtTH/1d+vFTSzha9i79Mm2VEPctJHB7Y+5+bzavHvHUuv33ahi861gt2LNLBlw054SFbgVUYAPc/G5qRP7bng2e8sz5mUsTTM04wdg7C3AtFBOb8/jNg/EcnW5fw7t/OEZe+I9mnYt/n3Q5iUh037J24xnsdaOzZKSd1ee8yU5716E5H1zizY5bzNMjr6v/znVuQ+Hrlsrc2nadnby/vv5Uvtpgtj39DZ4fNRHe969iyp6sn3X+F/cjpuGj1vdbn3fD32yRtKvqm1+X2ld/EpUKflWk1spZpYQuGlPixrdiirAlwJ58ELvOYzf7tSv93vf9kiL1azQywr66Uqz7z8fa1l3vnNsv7LRtdk6v7PY9UMSNjH71e3zSdrbbUVy8iLgMP98fy9o5/YsFmlfklfOSyPW7a+udtJ1+/j7xq/KP47Ol8Tsem7bm5qktw+7+6UNJU22X+riVw6Lm8aKW8VuyQWZcRr1+/47QuvaV6OKyDd3ejymC0J+v1C3IswsK9wJt9hzpFK3MgvwufBbC3IvaK2IzorEcZi2hd5SSE4z5vRVUdkTv++64dm281X0qQDuXs6bH3fKid3Y8bkzX7Fv7Cp0/+YDlXM/7Epz8lVWtmb7+Tz6UGrentwi2+5J6QX4S/9S13GhWbYOPTteXqAnT5F9k228F92PSz7JwT98s5jJ9sP9+vbhcNOEcavczefRh7/z9xjS301a774XVUy+VeRWjJmlBW7ak6NCt6IKcK8Tl0Jt5xtT2i4vOseMnb+P1a/U+ocW2qGbB2WdMLt5WUUzfjix94LerkDPXyvl7bAvvZ++59WPexw7LTbx7fOyj3RpS5ZS3sepXV6M+wTv58uC9tozLqHxtYhZez0h5w75OW2yyf+zXXz7af8357P2eZ9fPbdLg9J93/vkPf/k/aIm20927MvHwk0Dxq1+N58bp3nT303V+vXtqJLyrRa3kswsP3DTniW1uRVRgE9r6pJJbedK7Toc1wpwX1fejOvIX4+9FpnJ8V7OmxW08/bd2LWBgxX1y1rwdedkj/UJ5ps3ieMPbiLsTtaelyvS2fasAF9Mjj7t+q7/L+dbr5qvTU48X9o7deiKz0vXP/hAaZPtB7v21UPhpvHi9hfcfG59DB/9oLxGcxpVVr7V4VaWmQ0vbqdJfrixLrffL8DzInGEXYu46S/8OqpdGV63rZ+LSbf7yPhj9iFLv0K8Fow+ia6F786x54LU1mePV7j9/lxtbmO9qJ6L/Zcr796u+WfW7/45fQ2hTQT2odD9v2zsffIr5LnFwfalOl73f3W1dq3bzbb3/nr/s+1jT3yfXZNteyaviz4Z1yfvljfZfrJ33zsWbpotbrhpAloU+RZ3wyxuZhG43XP7nQJ8swSiGZq9Nc+2NCT7ppKpaNwWiVP3t4Wek3iBvNSf84b0j9+M34AyfnPJtjC0xLI/jJN/C8pprL1q3XwLSlL4e6PSn/Yd6EkfG1uy8rQPfk5ryNNdp9t5P3OLfLstxfFvkpmL+kPX+WzLB0/3+p+fb4pZzzF/o8zimbcn6PMK8JFHmDQ0Rtxw0wS0KPINN00gHkWuxc0sArd7bj9cgGuNJeq3BPIC+rfa8dnzMmlonrjhpgloUeQbbppAPIpci5tZBG733CjANb+/GeXLYnzJiX9ANX8LofLeM2loA4gbbpqAFkW+4aYJxKPItbiZReB2z40CXPP7s1G2Fr1Jlgg1zXNa//6HesykoQ0mbrhpAloU+YabJhCPItfiZhaB2z03CnDNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+dGAa75EVWxAJOGNni44aYJaFHkG26aQDyKXIubWQRu99wowDU/oioWYNLQBg833DQBLYp8w00TiEeRa3Ezi8DtnhsFuOZHVMUCTBra4OGGmyagRZFvuGkC8ShyLW5mEbjdc6MA1/yIqliASUMbPNxw0wS0KPINN00gHkWuxc0sArd7bhTgmh9RFQswaWiDhxtumoAWRb7hpgnEo8i1uJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ0ebrhpAloU+YabJhCPItfiZhaB2z03CnDNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+dGAa75EVWxAJOGNni44aYJaFHkG26aQDyKXIubWQRu99wowDU/oioWYNLQBg833DQBLYp8w00TiEeRa3Ezi8DtnhsFuOZHVMUCTBra4OGGmyagRZFvuGkC8ShyLW5mEbjdc6MA1/yIqliASUMbPNxw0wS0KPINN00gHkWuxc0sArd7bhTgmh9RFQswaWiDhxtumoAWRb7hpgnEo8i1uJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ0ebrhpAloU+YabJhCPItfiZhaB2z03CnDNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+dGAa75EVWxAJOGNni44aYJaFHkG26aQDyKXIubWQRu99zGAtwQ+Q8DcoAcIAfIAXKAHCAHyAFy4Ls5ML+AeWglPFEIVCpgEwv/4gK4xc0sAjfcNAEtinyLu2EWN7MI3O65sQRF8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ0ebrhpAloU+YabJhCPItfiZhaB2z03CnDNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+dGAa75EVWxAJOGNni44aYJaFF15Fs/dF03dF2vdfILUbjFUesws36VlW+4xXPNItyNAlzzI6piAU/+irvwK03HTWPH7a+69cOzmb4poXlSgF8f5fLc6niO4nY9x9I9y3WjAE/Hidv/hUAdk215Q4GbNia4/U23/tmMV7Iebad18EtRpedbiW6lm1mq4KY9YUp2owDXxpSoigVqmGxL5MVNGxXc/qBb/xya8e9ntENZ5ff69ram/uWoQt2Kf47ipiVm4W5fKMC7od37wz5NO/zMu3T+dsNnJsautasczfDs+qHv2uFzbzV+tp1adn4nqmsfw6NpB1sWabcLu0C0rL/6Tu//7lGL/yVVKD1u2sCU7DbOcY/HB38faEZ7UbjtqZw/VrKZtbzUfMPtPK+Otrrb9wrwTdU1F+XNc/j+SrlPFrbWbivk+8EL8U23jnQvPf7Jdl464Q/tlJt95oXQJxvvyf/JY/4Px8JNG2Xc/pibX1X7kd9ncbti861gt2LNbPhxiz8JKnH7oQLcX8E1P3AVvJbCtpZ2arlfclTRk23BcLhpg4Nb3W593w99cuXIr0Z+7mKM5nMUVUq+1eRWipmNKW5HmX3+eI1uv1eA993wbOYPsdhbeW16dbwfnuPSj/kT5vlMZ7Hp9uY5LneYhictbPMr7+m2eTD759DOn2S3J2Hzcq7tdltasSylOW3HTrL4K9m5v9N5kyvEpybZ8d7tuzlXO/fRzxV32fZ7a7Ixe2dy2u43454RqHdLmmzVPvxGHG6aOm4VuyXz6Pirwe8XevXbpIvIN3d6zEsQ/X6hbkWY2eC5E26xSaNSt58pwPu84Fvvj1+fmm33T63ahJfenkZkjrWlIXZVYizorFD34jItstfzTBcw0m12tHl7a4tM7FDtOHmt67y325f9x0nkXTvy/MnaYuvJNx/iWbd7v8a19LsT1rt91+1jv5fkdKNs+3DustvvXbP5uIdjs553r4/pWKe3c8m794uZbO925IfjcdPAcavcbZk/m6Ep8GsHc91i8q0it2LMbDBxy1P62v0K3b5XgGcfxNxc4X4pdL3QnpaoePH1aJqhtQ8/pvw7scPmsbSYXAu+3QJ8jssveqens9t9Z1fc22XyHYv9zTnniL3H/GAv29J2jp+yyIr/rYkfZvz5cqxs35ft2bn8hcdS3Ofbp7Od9XvX7OW8Wb92tk9jfWHcNwD37hQ12d7ryo9G46Zx41a/2/I7afy99hNLKTUziyop32pxK8nMxhA3Lf9rc/teAT5XaA6SLlPwxyzp8/+msG6zLCRd/uCxmwJwU9ilxeR5Ab57rM24ezuaoX12Q+9X6h/t8Jy/A/a4HZsDLU+odf+0nfkTbuuyxkzH9Hbndnbf9vXta9z2XNsr2nbMne3jlZ6L/Z67+nrebQHu24/aPbYrWQ6UjvtW8949Oz//4gK4xc0sAre/4OZz5GMo7Xu/c92y8q0Ot7LMbERxy/P62v263L5egKeJtCzt2BTMx6xW8C5rvb2a3IvdPOYDYMstzgtwv3Luh35pyXzcdXtyvM0558i9x/ygL9vSdm4LVQ85/PlyrGzPl+3ZucIur/1eTZJzv5w369fe9iTcb+6Ou2/8wM/yJtsPdOoHDoGbhowbbpqAFkW+xd0wi5tZBG733H6gAB/fTzlf77y82pvWKE9XSue3+eZ1PUvx7sXj4TrjtNhMb5+3Y1yikheI832/4rFewU2K+8N25AOTFLG2yY+9rF1ft4/rozOT7dHe7btut3752vb9dfI7Lt62ucre7bcvX9mYzec9NFnbtdfH83HfCty5x6Sh6eGGmyagRZFvuGkC8ShyLW5mEbjdc/uZAnysN+dlFX7p1JZzZMsNpqLMOpR/G0b6DSljRbleGbdvFDn8FpSp0J0+7Dh908rrN4+8fqNHuuZ8+v7vue32DSj+h3mmyvakHTsDs3xI4KgtZybZ8U790qL64FzLh0D3t5/3+8QsfdfiZWymsZPHPSNQ7zJpaHK44aYJaFHkG26aQDyKXIubWQRu99y+UIBrDfrVKL/ia3+98Vcb8q2TZ+8EfOI0FZsxaWgJgBtumoAWRb7hpgnEo8i1uJlF4HbPjQJ88ZuWR/gF+uXhP3HjCwX46FKnGZOGltS44aYJaFHkG26aQDyKXIubWQRu99wowJc15Y/h4euaNdOCoz5dgPta7zrNmDS0VMUNN01AiyLfcNME4lHkWtzMInC750YBrvkRVbEAk4Y2eLjhpgloUeQbbppAPIpci5tZBG733CjANT+iKhZg0tAGDzfcNAEtinzDTROIR5FrcTOLwO2eGwW45kdUxQJMGtrg4YabJqBFkW+4aQLxKHItbmYRuN1zowDX/IiqWIBJQxs83HDTBLQo8g03TSAeRa7FzSwCt3tuFOCaH1EVCzBpaIOHG26agBZFvuGmCcSjyLW4mUXgds+NAlzzI6piASYNbfBww00T0KLIN9w0gXgUuRY3swjc7rlRgGt+RFUswKShDR5uuGkCWhT5hpsmEI8i1+JmFoHbPTcKcM2PqIoFmDS0wcMNN01AiyLfcNME4lHkWtzMInC750YBrvkRVbEAk4Y2eLjhpgloUeQbbppAPIpci5tZBG733CjANT+iKhZg0tAGDzfcNAEtinzDTROIR5FrcTOLwO2eGwW45kdUxQJMGtrg4YabJqBFkW+4aQLxKHItbmYRuN1zowDX/IiqWIBJQxs83HDTBLQo8g03TSAeRa7FzSwCt3tuFOCaH1EVCzBpaIOHG26agBZFvuGmCcSjyLW4mUXgds+NAlzzI6piASYNbfBww00T0KLIN9w0gXgUuRY3swjc7rlRgGt+RFUswKShDR5uuGkCWhT5hpsmEI8i1+JmFoHbPTcKcM2PqIoFmDS0wcMNN01AiyLfcNME4lHkWtzMInC750YBrvkRVbEAk4Y2eLjhpgloUeQbbppAPIpci5tZBG733MYC3BD5DwNygBwgB8gBcoAcIAfIAXLguzkwv4B5aCU8UQhUKmATC//iArjFzSwCN9w0AS2KfIu7YRY3swjc7rmxBEXzI6piASYNbfBww00T0KLIN9w0gXgUuRY3swjc7rlRgGt+RFUswKShDR5uuGkCWhT5hpsmEI8i1+JmFoHbPTcKcM2PqIoFmDS0wcMNN01AiyLfcNME4lHkWtzMInC750YBrvkRVbEAk4Y2eLjhpgloUXXkWz90XTd0Xa918gtRuMVR6zCzfpWVb7jFc80i3I0CXPMjqmIBT/6Ku/ArTcdNY8ftr7r1w7OZvimheVKAXx/l8tzqeI7idj3H0j3LdaMAT8eJ2/+FQB2TbXlDgZs2Jrj9Tbf+2YxXsh5tp3XwS1Gl51uJbqWbWargpj1hSnajANfGlKiKBWqYbEvkxU0bFdz+oFv/HJrx72e0Q1nl9/r2tqb+5ahC3Yp/juKmJWbhbsUU4H3XDs38dp49GZqmHXaX1XXteNVh+5afv8VwdzL81HGiuXLnvN3Q2i+C5jm8exPUXwluL9ik505vR/tQz/7FT7aFUuKmDQxuf8+ta8tbeuLKJedbqW4lm9m44ubZHftZulsRBfhaGHoJ6YVgM2yX1k2Pb4tvGxDfnwL8OD2v2H3K8bgVJWwpfbItwWivDbjtqbx/DLf3Rnt7FOvmV9UuXPTY69e3H8MtLlysmXWl4HzDLZ5rFuFuBRTg8xXc7WXZYK8+VTh+6jjB5t/a/foV8P3T1Njn/Z5cfdST/+r+7DcJ4KZlAm51u/V9P/R+bSi5GnnrV5ZGcimqlHyrya0UMxtg3C6l+ctONbr9fgE+Lyl5O5n1z6FNlqg8mja5Op4Vkdm+zXLwvFjN4vaupPfd8GznD9uMS2OeydKYfrttOc9LbkxX6dPjbPbN2uGveNtncvxmaLsuMbD7dh7vU5vtm7ThXR9GV3v34LUdqfnqOB/73XEP+5u07RduljTZ/kL35VPiptHhVrGbz8WPxzTf+v1Cr36bdBH55k6VuBVhZoOHmzZZVOr26wX4uvzkzH29Sj5diPCi09c9p4Xjdl9bW25PrmnZylncmP3z10r5UpZ5/8e8Ht0KzqVYXT+VbIXwu36k29PbU6/T9qdPQj+vf+DHim4T8ELc2ult9ILcj+XLd3y7H2vbh+3yHY9NjttaWT4MW0dr9flx0z6mt89G+ae2FTPZ/lSHP3Qe3DRI3Cp3W365N8vnlF6XQWp9/EZUMflWkVsxZpYQuGlPiwrdKinAp/HoO7sanX5Y0wvlpHA8vaI+F43L1YskbjxFdn9TvM85kTzmheWjmQrj5F3KlwQ63zc7ryfScpX8rN35tvE90vFFxxietHdp1Oax9NzJ7XmfpQlL8KvDsik57nl/l4hfuVHUZPsrAtpJccNNE9CiSsq3ZT4bv/nEL25o/fp2FG5x4ZLMrPW15Btu8VyzCHf79QJ8eFfojf3zK77N0D67oe+Tq6/j9rVwfM7fzbpfOObF6ho3fZXU9r4/CTbHSorM9Ur09In47bKYfGC8D3v7bs+7vAJeTnzW7nzbWoDbVZr3fUjPvd4+d1wniKWJ1l3ZJrf67n1P/u+e5e8dHTdtTHH7C24+Nz6G0r73O9ctK9/qcCvLzEYUtzyvr92vy+33C3BfyrCp5DLqlyI9LzodvR26l33TY53Ejbslx7H7m4JyPs7OY/aCYFknftYPe1rt7pud9w9cAXf1/f761t/5Wd5k+zsO0bPiFhWb9scNN01AiyLf4m6Yxc0sArd7bgUU4OnVVF/E4QXp/FbfXPT6lQe/qvuwtdlj/33/ZO2yLzPZFMzpfulaq73j2IHngv10DfjcxrloPlobOLX5aN+Ddi3F/NkLB2+jfUhoXK29Waf+rg/rK20zSNuRnXPj+FkbLYX1KCYNzQ433DQBLYp8w00TiEeRa3Ezi8DtnlsRBbh1YfxDPOP6uvkPHGR/iKdLvlFjXOox3ve1eGnhOBXW+bd3eGlvV7Wnv2D2GJrWv1nlqAAfG7Ze3X77LSj+odC9Qcm/MSXd97X9YxsjBbh9K8xi5B/InNuRXnXf68PywdLXdhw6ToOWnNP+eNLZN8Sk/d3z+bnHmDQ0a9xw0wS0KPINN00gHkWuxc0sArd7bsUU4Fo3iEIgLsCkETezCNxw0wS0KPINN00gHkWuxc0sArd7bhTgmh9RFQswaWiDhxtumoAWRb7hpgnEo8i1uJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ0ebrhpAloU+YabJhCPItfiZhaB2z03CnDNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+dGAa75EVWxAJOGNni44aYJaFHkG26aQDyKXIubWQRu99wowDU/oioWYNLQBg833DQBLYp8w00TiEeRa3Ezi8DtnhsFuOZHVMUCTBra4OGGmyagRZFvuGkC8ShyLW5mEbjdc6MA1/yIqliASUMbPNxw0wS0KPINN00gHkWuxc0sArd7bhTgmh9RFQswaWiDhxtumoAWRb7hpgnEo8i1uJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ0ebrhpAloU+YabJhCPItfiZhaB2z03CnDNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+dGAa75EVWxAJOGNni44aYJaFHkG26aQDyKXIubWQRu99wowDU/oioWYNLQBg833DQBLYp8w00TiEeRa3Ezi8DtnhsFuOZHVMUCTBra4OGGmyagRZFvuGkC8ShyLW5mEbjdc6MA1/yIqliASUMbPNxw0wS0KPINN00gHkWuxc0sArd7bhTgmh9RFQswaWiDhxtumoAWRb7hpgnEo8i1uJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7MI3O65UYBrfkRVLMCkoQ0ebrhpAloU+YabJhCPItfiZhaB2z03CnDNj6iKBZg0tMHDDTdNQIsi33DTBOJR5FrczCJwu+c2FuCGyH8YkAPkADlADpAD5AA5QA6QA9/NgfkFzEMr4YlCoFIBm1j4FxfALW5mEbjhpgloUeRb3A2zuJlF4HbPjSUomh9RFQswaWiDhxtumoAWRb7hpgnEo8i1uJlF4HbPjQJc8yOqYgEmDW3wcMNNE9CiyDfcNIF4FLkWN7OIetz6oeu6oet6raMfjnI3CvAPw3K48gU8+ctvaVktxE0bD9xw0wS0KPIt7oZZ3Mwi6nDrh2czredunhTg2kgThcCHBOqYND7U2Q8eBjcNEzfcNAEtinyLu2EWN7OIGtz6ZzO289F2Wie/EOVuXAH/Ai6HLFvAk7/sVpbXOty0McENN01AiyLf4m6Yxc0soni3/jk047f8tUM55ffqRgF+mHfd0O59PWPTDuu7GP7Wxt3BzY+T3p/b0TyHMt48OQSrZkPxk0ahkrhpA4MbbpqAFkW+xd0wi5tZROluXVvW0hNXdjcKcBd5+blT+PZelDdzEZ4Wyi8HCDyQHye9v9OOwJHZ9VXAk/91C4+cCeB2pnO8Dbdjm7MtuJ3pHG/D7djmaAtmRzLnjxft5le/C7x46W4U4If5tV/4+nqiaTlRWigfHkjYkB53vx3CQQmZBTz5AYkJ4Bbz8r1xc4nYT9xiXr43bi5x/Sdm163SPUty6/t+6JNlAn71u6Cl3wudu1GALyT5jf3C97QA759DO3/a1oAfy3IVP1Y7PNv5AwGPZlgTIy24rR3pfY9tkmOnsbb70XnzPnHfBDz50YgJ4Bbz8r1xc4nYT9xiXr43bi5x/Sdm163SPYtx86vdj8dUV/n9Aq9+m5+7UYCn2bS57YVvsvZ6WYLia753CuW2m9dqp/Hz7YcvXUm32UnT4+T338XO23fPu+kQd2YBT35AYgK4xbx8b9xcIvYTt5iX742bS1z/idl1q3TPoty86H40Q1PY1w6mZnbb3SjAc5nlvhe+0yJ+Axv/W65q24554TwMfdcNz7ZdEuDxsGI9UnDnx30XOzV4/7xLZ7iRCHjyJw9x84IAbheQdnbBbQflwkO4XUDa2QW3HZQ3D2H2Buhgc2luvkLB2vVYLngeNP4XH3Y3CvDDQcgL370d0wK8m5eINEP77IZ+c7U8P1YaZ8c9u/8u9uy8e23mMU9+JGICuMW8fG/cXCL2E7eYl++Nm0tc/4nZdat0z/LcvJZ6DCV973dqZrfdjQI8l1nu54XvsiG54YPdDl3Xjqjruu40Pr1t4UnceLSz+29iT8+bNJWbi4An//IANy4J4HaJ6WUn3F5ILj2A2yWml51weyF5+wBmb4l2d8Btl+Xtg+5GAX5IlRe+ezsmhfNcCPurrvWtkC8vQTk9716becyTH4mYAG4xL98bN5eI/cQt5uV74+YS139idt0q3RO3VOP6bXejAD80CxbgwzB0yzeczN+AMt63D17mx0oK9/H8Z/ffxZ6d97Bz//UGT/7/GkHoPG4CWvJ2oxb9/0aRb9rY4xZ3wyxuZhG43XOjANf8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURXtyRjyAAAFnElEQVQLMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuVGAa35EVSzApKENHm64aQJaFPmGmyYQjyLX4mYWgds9NwpwzY+oigWYNLTBww03TUCLIt9w0wTiUeRa3MwicLvnRgGu+RFVsQCThjZ4uOGmCWhR5BtumkA8ilyLm1kEbvfcKMA1P6IqFmDS0AYPN9w0AS2KfMNNE4hHkWtxM4vA7Z4bBbjmR1TFAkwa2uDhhpsmoEWRb7hpAvEoci1uZhG43XOjANf8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuVGAa35EVSzApKENHm64aQJaFPmGmyYQjyLX4mYWgds9NwpwzY+oigWYNLTBww03TUCLIt9w0wTiUeRa3MwicLvnRgGu+RFVsQCThjZ4uOGmCWhR5BtumkA8ilyLm1kEbvfcKMA1P6IqFmDS0AYPN9w0AS2KfMNNE4hHkWtxM4vA7Z4bBbjmR1TFAkwa2uDhhpsmoEWRb7hpAvEoci1uZhG43XOjANf8iKpYgElDGzzccNMEtCjyDTdNIB5FrsXNLAK3e24U4JofURULMGlog4cbbpqAFkW+4aYJxKPItbiZReB2z40CXPMjqmIBJg1t8HDDTRPQosg33DSBeBS5FjezCNzuuVGAa35EVSzApKENHm64aQJaFPmGmyYQjyLX4mYWgds9t7EAN0T+w4AcIAfIAXKAHCAHyAFygBz4bg6ML2C0+p0oBBBAAAEEEECgfgErNvkXF8AtbpZGkHWpBrcRQAABBBBAAAEEEPiyAAX4l4E5PAIIIIAAAggggAACqQAFeKrBbQQQQAABBBBAAAEEvizw/xbg/XNomufQfxl4//Dd0NoHX3/t/Put4lEEEEAAAQQQQACB7wv8lwV41z6Gpm2HpmmHtm2Gtvs+9PYMFOBbD+4hgAACCCCAAAL/j8B/WYAPQz90bTM8HlZ8/8Y1cArw/+cpRk8RQAABBBBAAIGtwP9ZgHd29duWn3RD27TD6QXwvhuejRXr03dCNu28bMWWsNhj7XN4jsW8bbeC3o7p3x95dHXdC/A2i/XB8e3N0IzHStq4255+eL7sN7Wvec4vMHbj/Hz8RAABBBBAAAEEEPgpgf+zAL+s64XwcxgvlPfr/d4L8Ec7b5sL8uWquhfiSfG8nHc+zrivPegFdDNM9fK63evnKXQ9/0t7unZ8keDLafrndIV/c7xmpx9Lm7iBAAIIIIAAAggg8BMCFOBnynNRu1xFtlLZC9vOr4D79fO1OJ6uOXtRfVKApx/C3BTQ+bHmRp61x18cjBX4fG4//mncGQDbEEAAAQQQQAABBD4tQAF+IjoV276cZPuzfX6nAJ+K/f0C/LQ93TDYh0sf4xX57fKTd3EnBGxCAAEEEEAAAQQQ+LAABfgZ6M6V42V3X4Liaz5sPfnmqwV/5gr40h674e0d16z7cpbk8e16lk0odxBAAAEEEEAAAQR+RoAC/NR5LaqnL0tJiupPFOCPx/wtLMlxx/as591+R8v6+Et7xjg/Tv4d4+/iThHYiAACCCCAAAIIIPBBAQrwd5i2tnr5VhMrbLMPXd66Av7uW1B2/lDQUXvmfvhyk6VZ3r83cb4bPxFAAAEEEEAAAQS+K0AB/l1fjo4AAggggAACCCCAwEaAAnzDwR0EEEAAAQQQQAABBL4rQAH+XV+OjgACCCCAAAIIIIDARoACfMPBHQQQQAABBBBAAAEEvitAAf5dX46OAAIIIIAAAggggMBGgAJ8w8EdBBBAAAEEEEAAAQS+K/APEtSliXQ4Ss8AAAAASUVORK5CYII=[/img]
Neste Livro Virtual, nosso enfoque será no aplicativo GeoGebra Clássico. Acreditamos que após o usuário adquirir um pouco de familiaridade com este aplicativo, conseguirá explorar os demais aplicativos com mais autonomia.

Information: O que é o GeoGebra?