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Propósito
<p>Orientar a los estudiantes entorno a la toma de decisiones colectivas y la importancia que estas tienen en y <b>para</b> la vida en sociedad.<b></b></p>
Motivación
<p>Observo y comento el siguiente vìdeo</p><p> <iframe width="500" height="281" src="//www.youtube.com/embed/F61r1JIDo1w" frameborder="0" allowfullscreen=""></iframe></p>
Explicación
<p>1. Copio en mi cuaderno lo siguiente:</p><p><b>La democracia</b></p> <ul><li>La palabra democracia tuvo su origen en dos palabras griegas: "demos", que significa pueblo y"kratos", que significa gobierno.</li> <li>Es decir, “La democracia, es el gobierno del pueblo, por el pueblo y para el pueblo”. Lo que convierte la democracia en: Un sistema de gobierno, que permite que la ciudadanía exprese su opinión y sea escuchada. En una democracia, todas las personas merecen respeto y consideración. No importa su edad, color de piel, religión o país de procedencia.</li></ul><p>2. Observo el siguiente vídeo: <a href="https://youtu.be/5JUKWH-dAtU">https://youtu.be/5JUKWH-dAtU</a></p><p><a href="https://youtu.be/5JUKWH-dAtU"></a>3. Luego copio y desarrollo la actividad 1 que aparece en ejercicios.</p><p>4. Copio en mi cuaderno lo siguiente:</p><p>¿Qué es el gobierno escolar?</p><p>Es un espacio real que fomenta la formación y participación democrática, con la participación de la comunidad educativa.</p><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjoAAAGUCAYAAAA8tojDAAAgAElEQVR4AeydB9gWxb32LfGkm8RUNYkmltiNvcVYotHYe2woKGDFrmBvoGJDEQWlKVbkHBt2QUWkKIKCKCpiA9QEe9d4vvmu3xzncd9l9pnd2d2ZeV5mrmvffd6ZnZl77pndvfc/bSERXWQgMhAZiAxEBiIDkYF2ysBC7bRcsViRgchAZCAyEBmIDEQGRBQ6sRFEBiIDkYHIQGQgMtBuGYhCp91WbSxYZCAyEBmIDEQGIgNthM6uu+4qdMcuu+yi9dddW9bPZV5lsRaJH3q5QsdXhGtf14bOYcSnf74VaS+Rw3Ichs5fkbbg61obDm3i2JbPZV7NMC677LINhddG6Dz55JNi//33j0fkILaB2AZiG4htILaB2AZasg0MGjRIGmeU0mkjdP77v/9bDBw4UHz88cdtjo8++qjN/+nwKv93mVeVuE1phV6u0PGZ+A0hPHQOI762zzWbNhM5LMdh6PzZtAnXcWw4tIljWy6Xeekwvvrqq6Jz584Cy9L/+3//Tx5thM7//M//iOuvv16JoMaZi105l3m5KhP5hF6u0PG5rCvbvELnMOKzrdlv40UOv+XC5lfo/NmUyXUcGw5t4tiWy2VeOoz//ve/RZcuXbItOlHo6Girxs935ZtKETo+E/4QwkPnMOIr30oih+U4DJ2/cqVzE9uGQ5s4tqVxmZcOYxQ6OlYc+fmufFMxQ8dnwh9CeOgcRnzlW0nksByHofNXrnRuYttwaBPHtjQu89JhNAodxugMGzas0a8FYI7//d//nc9PhVV9dplX1dibpRd6uULH14zbUMJC5zDi+7/nWZn2Ejksx2Ho/JVpG67i2nBoE8e2PC7z0mH817/+Fcfo6BSgCz8qJGQXOr6QuVPYQucw4lM1ZX+OHNpzR8zQ+StXOjexbTi0iWNbGpd56TBGi843FioqwvXhW+Wayhs6PhP+EMJD5zDiK3/fRw7LcRg6fyE8R0wYbDi0iWPCkRXuMi8dhmjR0ck/R35USMgudHwhc6ewhc5hxKdqyv4cObTnjpih81eudG5i23BoE8e2NC7z0mE0WnTirCsdbdX4+a58UylCx2fCH0J46Bym8X366afirbfeksd7770nx+Lhp9xnn30m3n77bRnOV9IXX3whg7788kvB/youZ67DnzyS/u+++67gwZP04zfxuf6dd95phL355pvyN9fjvv7660YY6eD+85//yPTI75NPPmnjp/JgHY+0I54qi7qOM+nyBYpTWD788ENZVuIo98EHHzSwwAtcgA+X5IM8FIfEnzdvXiMeeak4Kl3O5E/6il/8+J3mGLxga+bSddzsWh9hoePzwUnRPG04tIlTFJe63mVeKs/kOQqdJBuOf/uufFNxQ8dnwh9CeOgcJvE9/fTTcsXTrbbaShx66KHi2GOPFZdeeqlcMBQuWXTrwAMPFCr873//u+jWrZtAjLz88svisMMOEwsttJDYfPPNxR577CF+/vOfiyuuuEKKj7333lssscQSYqmllhK9e/cWxxxzjPjtb38rfvazn4kOHTrIdFdffXXBSuznnnuujPuHP/xBHHTQQYJ8fvnLX4qxY8fKl/o///lP8dOf/lSsscYaEhP5g2ObbbYRDz/8sFzI9JJLLhHrrLOOLMc+++wj05gwYUKbJoEA2XfffcUPf/hDQV6UmbS33357KZwmT54stt12W+l/1llniZ49e8pyksj9998vtt56a7kuB+Xu1auXOO2008ScOXOkUDr55JPFxhtvLOOySBnlf/bZZ2W6Z599tvj+978vy3jRRRdphQpiCBw33nhjA/MLL7wg1wKB44022kimveqqq4ottthCvPLKK43r0j+SdZwOC+H/0PGFwJEJgw2HNnFMOLLCXealw2AUOnHWVbn+Zyo46/Ddb5mFS/mHjk/hDPkcOocKH2Jh7bXXFtttt520NsApQuCEE04Q11xzjbQ68GL/4x//KF/2hE+cOFEsv/zycjYDVomZM2dKocNS61gZeBn/+c9/Frygn3/+eYGQQQQRhiWC9FZeeWXxxhtvSDHUt29fmTaWpDXXXFOKCH4jwFZccUWx0047SSvHM888I/bbbz/xgx/8QHTt2lVgrZk1a5a4++675b2GOPvRj34kbrrpJvn/+++/L0XDcsstJ4VGsr0gZhBciBHKQJkRZ6+//ros1wUXXCDTQMiRF2VEcP3+978XPXr0EKSNlWbatGlit912k2U57rjjpIgZNWqUjEv54GK99daT12L9Qbgh1MgziUf9pow/+clPxM4779zmGsQSQufiiy+W8W699VaxyCKLiAsvvLDNdSodzqqOk34h/Q4dX0hcZWGx4dAmTlb+Jn+XeemwYAmNKyPrJKADPyokZBc6vpC5U9hC51Dh44XOC5SlJJIOofHII4+I0aNHi0UXXVQceeSRsluGawhjA73f/OY3Yvz48VKkkMbgwYOlkMGisskmm0jRMGPGDPlix/qAMEFQYKlZZZVVxNSpU0W/fv0a2SIeEEgIB35j5UGkYAX6/PPP5fXkxx585Hf66adLMfXggw/KdBFfiIrXXntNpslDFvGz8MILCywoSTdlyhTxu9/9TpbjoYceEuPGjZPBiBEsNYsvvri48sorxdy5c8X06dPlec8995T5IoZwikPECVajX//611Iw0u2Foxvr+OOPF9/97nfFLbfcIsvwq1/9Soo5sOncddddJ3bYYQcpmOBeOTBQZixWOOoLQYSoy0pL4VNphHYOHV9ofOnw2HBoE0eXdx4/l3np8BgtOnGMjo62avx8V76pFKHjM+EPITx0DhU+uqR4gaqXKv7JgxcqloPu3btLqwTcIljo+qFLauTIkQ2hs9Zaa4lNN91UWoieeuopmU6W0Pnxj38sNtxwQ9nto+pLCR26uei+oevp6quvll1kXIMwQujQXbPBBhuIX/ziF9IK88ADD0jLEdaWzTbbTIoSlSZWJsp31FFHKS95VkJnySWXlOLq3nvvbYS/+OKLYoUVVpDxsEQh+BgngzAiLTW2RnFIRKw98IEYYowNDosPYmyxxRYTffr0MQodLF433HCDGDp0qBRadIN99dVXMi0ldFZbbTVpherYsaNAoDUbp5PEJxMJ7E/o+AKjSwvHhkObONrMc3i6zEsHJwodHSuO/HxXvqmYoeMz4Q8hPHQOFT7GuPDyvu+++yRtvNTpysKPbhfG1WDRYdyOeunyIueFvvTSSwsEDd07XI9Fh0HBu+++u+zqonsoS+hg0SFPZaEgcyV0sOiQL2kecsghjepUQgcPrCh/+tOfZFcVe/JhokacMD6GLiMcZcQqg0WHbqmkU0IHyxS4ldDDCoMVh0HEdKkxFoZyImSwGIEJi5ZKX6VJObHo0OWkwuGLbq7vfe974vbbbzcKHUQOOAcMGCC7uBCOjI/CKaGDBQ5+wXHXXXep7LVnVcfawAA8Q8cXAEVGCDYc2sQxAsm4wGVeOghR6OhYceTnu/JNxQwdnwl/COGhc6jwIWx4aZ544okN2rAoIA4GDhworRN0H2HZUDOIsKjQxcQgYHYMTgodEjn11FNlmliDmgmd2bNni5deeknmO2nSpDZCh7FDdOEwYBiMuKTQ4X8G7DK499prr5XhiCIGOTO2B4cVhvE13/nOdxriRwYIIZJChxlQDAJGICEoEF+MJcKBC6Fz5513ym4ouGL8Ik5xyFgk8gIvXClxgrVlxx13FMsss4xMn+63dNcVwhBBSHcXIgfO4W2vvfaSliAlZpTQARsib6WVVpKijrFDWU7hywr37R86Pt/85MnfhkObOHmw6K5xmZcuf6PQiYOR25rwqbCqDt8DtEzlCB2fCX8I4aFzqPBhdejfv78c24IVhVlFjCvBmkB3Dlw+9thjciYT1gnCmRFFtxOCB+sF40QQAFh9EElYPnjp0wXEi5uZTQwyHjNmjLjjjjukxYhuJiwYpIdVacSIEYJBvAx6ZnwPs6gQQXSFMZiZa8HJzCUEErgQDvx/8803y/8RJ8xyYgwQ6WKRwXJE3GSbQFwoqwkWIK4FF91BDLQ++OCDxUknnST9hwwZIq00DHpGDFFGuGGgNvHABHbSR3SQNwOmCTvjjDPktYwhQiQ++uijclwNZcSaxTVwSprM7OLMg5k6QezAKRYlxg8h5vgf4QYW0mIcEYOpET7J8qnfqo7V/6GdQ8cXGl86PDYc2sTR5Z3Hz2VeOjxxMLJO/jnyo0JCdqHjC5k7hS10DtP4sBjw0laHskqo8jAAl5c74XQVMagYh+WFAbQqHmeuY0AwY1mS/lhFiJv0U78RRbfddlsjDOGBe+KJJxp+6losKMphNVFdVfhhYWLgL9ciZhABaUcXGQJMpafOWIgQGmB57rnnZDhlUYOPVToIG+JcddVV0tqUXGMHywwihXDywNqFo7uPmVIqr+QZixVjifAjLwQcWNQ1w4cPb3BMmbBG4RQO1e0mPRN/0nWcCAriZ+j4giDJAMKGQ5s4BhiZwS7z0oEwWnTiYGQdbdX4+a58UylCx2fCH0J46BxGfOVbSeSwHIeh81eudG5i23BoE8e2NC7z0mGMQkfHiiM/35VvKmbo+Ez4QwgPncOIr3wriRyW4zB0/sqVzk1sGw5t4tiWxmVeOoxGoRPH6FQ3JofKTh6++y2TWHS/Q8enwxyaX+gcRnxt70mb9hM5LMdh6PzZtAnXcWw4tIljWy6XeekwxjE6OvnnyI8KCdmFji9k7hS20DmM+FRN2Z8jh/bcETN0/sqVzk1sGw5t4tiWxmVeOoxGi04co6OjrRo/35VvKkXo+Ez4QwgPncOIr3wriRyW4zB0/sqVzk1sGw5t4tiWxmVeOoxR6OhYceTnu/JNxQwdnwl/COGhcxjxlW8lkcNyHIbOX7nSuYltw6FNHNvSuMxLhzEKHR0rjvx8V76pmKHjM+EPITx0DiO+8q0kcliOw9D5K1c6N7FtOLSJY1sal3npMEaho2PFkZ/vyjcVM3R8JvwhhIfOYcRXvpVEDstxGDp/5UrnJrYNhzZxbEvjMi8dRqPQYdYVC16xgV/yYIGu5P91/naZV53lSKcderlCx5fmM8T/Q+cw4mv7XLNpQ5HDchyGzp9Nm3Adx4ZDmzi25XKZlw4jq7d37txZriCO6OJYKKmIGIzMUuwdOnSIR+QgtoHYBmIbiG0gtoHYBlqqDbD5cJcuXQSb9yo3n9Bhufa0c2mKcplXupx1/h96uULHV2fdVJV26BxGfOVrOnJYjsPQ+StXOjexbTi0iWNbGpd56TAmu67AwhGFjo6pGvx8V76pSKHjM+EPITx0DiO+8q0kcliOw9D5K1c6N7FtOLSJY1sal3npMCaFDoYbeqqi0NExVYOf78o3FSl0fCb8IYSHzmHEV76VRA7LcRg6f+VK5ya2DYc2cWxL4zIvHUaj0IlbQJRb3pwKzjp8L4udhUv5h45P4Qz5HDqHEV/2/Zm3XUUOy3EYOn9524HP62w4tIljW0aXeekwJreAGDZsmEDXRIuOThLW4EeFhOxCxxcydwpb6BxGfKqm7M+RQ3vuiBk6f+VK5ya2DYc2cWxL4zIvHUajRSduAaGjrRo/35VvKkXo+Ez4QwgPncOIr3wriRyW4zB0/sqVzk1sGw5t4tiWxmVeOoxR6OhYceTnu/JNxQwdnwl/COGhcxjxlW8lkcNyHIbOX7nSuYltw6FNHNvSuMxLh9EodBbkMTqQs95668m598y/r/rYZZddKk+zSoxpfNtvv70466yzMscc0Zjj0ZYD333TpvqI+NrWl4kvXXjksByHofOnq/PQ/Gw4tIljW26XeekwxjE6Ovn3jd9bb70lDjvssCZXlAuiQkJ2aXyzZ88W3bp1CxlycNjSHPoGyAqhZ5xxRuM4/fTTG7+T/qH8Dh0fPJXF+PTTT9faLKpug+PHj6+0zZTlL5S26hOHDYc2cZJlfPLJJ3O326rbYO6Mv7nQaNFZkMfoRKHTVohFoVP09gpvoOXDDz8sunfvLqZOnSqPZ555pvFb+YV0Dh0fXJXB2KdPH3HdddcVb1gFYlT9krn00kvF0KFDK2s3ZfgLqa36xGLDoU0cVcarr75aXHXVVblbYdVtMHfG31wYhU4TxqLQiUKnSfPIFeT7Bk+DROhcfvnlDe/Q8DWAffMjdHzALIPx9ttvb0mh89hjj6Wryvr/MvxZZ9rOItpwaBNH0fbggw9GoaPIqOpcpkLKYIhCJwqdMu2HuL7abhbuKHSymLH3L1PHUeiEd4/YtwR/MW3aoE0cVcIodBQTFZ7LVEgZGFHoRKFTpv0Q11fbzcIdhU4WM/b+Zeo4Cp3w7hH7luAvpk0btImjStjuhM6CPOvqzTffFIceemhtM4l8j0SnoTc70vjeeOMNceSRRzaN0yy9BTEszaFvDkaPHi0uu+yyRh2Ghi/NT+j4wFsG42233SauvfbaRn2ky1/F/2Xw6fK/5JJLxJgxYyrDXDU+Heb27mfDoU0cxeMDDzwgrrzyytxtoExeKs8y5zjrSklUzTladKJFR9MsCnlxc4bkokWn+tooU8fRohMtOlW0SJs2aBNHYW13Fp0466rY9HIaD+o1eeCnjqT/119/3fgapAGlr1H/c07GU79VOHGVH2f8VXpJ/2SYvMDwR6WjLouzrhQT+c9pDvPHrOfKKHSq57VMHUehE4VOFS3Spg3axFFYo9BRTFR4LlMhZWDYWHTOP/98scwyy4j1119f7LbbbmK11VaTUzE/+eQTccMNN4iVVlpJrLrqqjKM8I033lhMnz5dwpw8ebLo1KmT2GmnncTee+8tmMbZr18/ccUVV4gttthC7LjjjuKnP/2p+Pvf/y7++te/yrDPP/9cPP744zKM9PbYYw8Zj/xuvvlmmf+KK64o81tzzTXFCSecIL744otctKR5j0InF21tLkpz2CbQwz8+hM64cePkJnp0g8+bN0+8/fbbjZJPmzZNhtGFM3PmTOnPWj/8f88994j33ntP+n366aeNNF5++WVBu7/jjjuk35w5c2Sazz33XOMa8uK48847xTvvvCOvp+zK/7PPPpPpvv766w2/KVOmCD4+iroydbygCB2eR/fee6/kmnV4qLMPPvhAUv2f//xH8OKkbu677z7x7rvvCvwmTpwo/Wg/X331lbx21qxZ0m/kyJHi/fffl+kQ7/7775f1jN/YsWPlNaquOdPVwnOP8LvvvruRF4lS55MmTWrEmTt37nxNQGFJpkkccOJoO4TRbsFLvSavffbZZ+XHKO2ZNpkM4zf3gXK0VxU+Y8YMwcF9o3CrMM6PPPKIxD5ixAgZh+nfKhzM4IN72j6Y4B3HPagwwldRF4VOUcZyXF/mQZIj+cxLbIQOjeqggw6SIoOEb731VrHuuusKHs44Flzq1auX/E25aHjc2DQ8BM7w4cPlTc1NSV/4qaeeKq6//vrGTUxavBBeeuklwc3Ow+Nvf/ubvBlIlPUCWB154MCBMo8LL7xQnHTSSfI3N8Wf/vSnhrCSnk3+pHmPQqcJWRlBaQ4zLnPm7VLo8JAdPHiw2GeffWQbph1vu+224qabbpLl5YF84IEHyjAE/Z577ikmTJgg2zbrdCy//PKCdWZw3FfnnHOOFOovvPCCnCJ/+OGHy7j777+/bO885FnNG8FPXhwnnniieOqppwTChhcF9w/pIJxYqK9jx47yQ+Kaa64RBxxwgPwYKVoZZep4QRA6vKSPPvpoccopp8g6YXkDnlG8/KmXs88+Wz6jqC9WXqcOqR+msBNn6aWXFnwE4njusYgr7YVnapcuXcTFF18saC///Oc/pThCIK+11lqiR48ejXbAQqfgQGjw4ciHKGOjcIMGDRJdu3aV15533nliv/32Ey+++KIMU38Y27bJJpuII444Ql7Hc3X11VeXeXMN4oa2TTjPWRbj48OS5/DJJ58s1llnHUG7RcT07t1brLHGGnKMC2VmrAvt/MsvvxSIde6Jiy66SLDLNtzwgTtq1ChZ7gEDBsi0SJO4//jHPwTCceutt5Yc09Y7dOggllxySckf9+DHH38s7xfuL4Q9ZeNDmjZPGtw//ObjIa+LQicvUwWuK/MgKZDNfJdWIXSw4vzlL38RDOTFJYUOSp2GiaNhb7fddlL1Sw8hpADiZldfDXyNKKEDJ3yJbLPNNjIu3VLK8UDfcMMNBfiV0CH8oYcekv7km8eleY9CJw9rba9Jc9g21P1/LoUOlsZNN91U8BWuHMK8f//+8guThz1tCqfaJxZOhD8vhM6dO4sNNthAfo1zDV/QvMSYJIC4f/7552VcXn6PPvqo/M39xcsBx33DB4S6N7AKIIK453jY8+JiUC3h1BMvAfAWXSOmTB0vCEIHsXLsscdKsUq9IG542VMPWMB33333xjOOZxp1iDDhY49F7XjRb7TRRrLeic8zlY896hxRxIucOuSFj1Dgf+LwvFP50Z5UPVH3vPRpR1hCeD4jgnCkQxujfSUtj2BGQNxyyy2N62gnq6yyirTQIFIoI9hw3Gc8z8FC2jynlbDC+oMoYoAsjuc0bfWjjz6S7ZOPA9UmiYuwe+2116SwQ6ghEhFeONXumSSCNQnHtZRJfVzjBx7KwwcDvQFgIQ8c7Z4eA5Wm9DT8aWWhg2jEirVQsoxxjE6xMTrKosONwlcCs7aSD06UPvtnEcZNSvcSNwlWIK5t5pJCR123wgoriCFDhqh/5ZkvVfLgiwmhw5cFLw0OvqLzOvVgUNdHoaOYyH9Oc5g/Zj1XuhQ6Rx11lDjkkEMa3Q6UiO4K2hEvOCw93C/K8aDnSxurJi8mvtp5cSB26M5SQoeXzjHHHCO23HJLadVMdjclhQ6CSb14yCMpdHiZ0Y2czJ9r+NLlHlUfFwpbs3OZOm7vQocXPdYM6jTpaANYs7FEYE1IOrpciIMgwUrHM/Lggw8WtCfqSwkdhALtBauc6vYknbTQQVgku2eU0OEFj6UJK0zSffjhh2K55ZaTVhTlnxY6yh9Bddxxx0lcWUKHFyuCSG31kRY6WJhwWHxok4i7pEPQK1HCOyApdNR1SaGDH+VidiUOSw3tnTTIe+2115aCULVb7guwc6/mda0sdFQZo9D5hokyFh3Mkeeee64UL9wkyvEQxezITcoXBwdfLogQbuZmTid0eAmoaX4qLuZ/hA43NEKHG5kuNG5K9QWtrm12VjeCuiYKHcVE/nOaw/wx67nSpdBhLJnqNk2XhpcDL6jkvcE1tGfM/Uro8JAmDczrWF94YMMpXRs9e/aU3Qd8vb766qvyQY7QWXnlleXLYOedd5b3hso7KXT4omX8HOkkHV/PiCg+PvK6MnXc3oUOApUxiYy9STueZ3/+859lF00yjBc+3UJqiwI4on6xirDtgBI6xMFSjjj94x//KLc2weKhhA4WO0QB7YB2r5wSOlga6SZi3GLSIXIROgwNUC5L6CC+eHYjjtJC59e//rXYaqutpLVEjdEhPcTGH/7wB2nxAR8HDosKbZLyZ7m8Qod9qLj/sO6QH//TThEoiEisoMl2y3sJK1deF4VOXqYKXJeskALRSl9aRujwFcLDmhsJU6RyPIjVGB1uSsbUMFCOLx6+UJPmUh7CmHdV36lO6PAS2HfffdsMMGZsD1/LxFNdV/w+/vjj5deqwmI6p3mPQsfE2PzhaQ7nv8Ktj0uhg6k/a1Ncump32GEHaa5XDHA/8IWOCV4JHfjjy5+HNmIHocNXPS8OXkg8xGnrjK/hBZe06JBe0pKQFDp0oS211FJt8gcHXVuM4UlaiRS+rHOZOm7vQodnFkJHdaskOaS+6MLheZV0WF/4UKPrBYsOHOHopqG7EyGKBQeLjBoSwPOWbn2etUroqK4r2gpjaJRTQoe4iBPG5CQd7Qaho7qFCMsSOrRL9o7jWZ0WOnRdgZGxl5RfWWVos8muK8YX4RiQTL7gzXJ5hQ54EYCIQkSmGq6AeERMYR1V7ZYPbboKi2zY3O6EDl0dDIqClORBpSX/r/O3y7yS5bBZMJA+Yr4g6IPmYc0XDV8tDMDDdEmXFWZGftPgGQjHADMaGwMnuem40QlnLAPWGcrPjYRJFxPoXXfd1eCeLx0sQQxmIw5djfS30rDBz0MBscVMAkQUNx1f09zsybLqfqd558EQFwxsex/oeEv6pTlMhvn4zVejqwUDeblsttlmclagKiszDJkhg4CnS1V9aWJBYXPL7bffXr5UGJuASV/xh/meAZZ80ROGGKF9ky73C2Kf+40vUwa04k9cPlZIhxcj8dRAU0Q7L6Ibb7xRdmkhbJ544gnZlcILR+HNc1YY81ybvoYXINaltH+V/5fBp8NRdMFAxkwxm5RnEOkhOBGaiBief1g96GYkDMsIA4x5fiJkeTHDEWHUEc9KrCE8Z3ke0h54dlLGCy64QI7PogsUEc3LmHikg3hg4C3WEvLlmYmgYeAw4pr0uBaBQFca7YRuVvw4eP4itBFU/M+HIxubYoHkOQ4GnrXkQTj3GQOFwcJ9QBnJlzAGVmOd4nnM/+TDWCHaHe2YD2HEPGGINsQKbZv/wcyQB7rD+F8dWO159qv/OcMtGJi9Cwf4KbHP/cNv/MDDO4NzMn6z3628YKAqV+y6+kZO21h06CLixqax0nC4OXmw45c+eCDjp75KuJmYkaKu4yWgHA/1vn37yjC6xNKOMQ/EQ/CoKYTcxCot9XWDGMJPzcpKp5P8nwaRdNGik2Qj3+80h/li1XeVS4sOD1deBlgqESAcdLOq9o51Ro2JwdrIywchxIOfFx0PaQbW4+CRBzcvEh76zI7hPiBN4nHf8PBloCXiSuW31157SQHFgFdm5SDy1LgcXqJ8ePAlzlc5L2NdF4upNsrUcXu36MAd9QXH8E+9YHVDMFAPCAHECy94wnhh8zHFS5juFf6nDtUYHK7ngxDBgjDlhc1zlAHPpIEg5tnGkhoIE9UOaEt8IDKombGQtBfaJwfeaQQAACAASURBVI4PeXUt41QY34IlJukQxHSnYfEjTWb80c6YKo5jqQNED8t7cC1jLpk1iGjiHUC7ZzwlcRFyWG6UhZ0z1hREDOXCOkl8rqVsvD9UGyMdxvHQXYZ4Q2AhBLGA0fWkLDdggjO6qbgvko4uO/JgVhp5UC+Uo0h3bbuz6MTByMUGIycblOm3arym63yFp/FFoVO8JtIcFk+h2hguhQ7IeWHRBcHXKgem96SjTeHPQxuLi4qDxRF/Jdrx50OAFx0vKF6ShHEN15IPX8j8nz6Io65VIkdhIE91PddgGSjqytTxgiB04BPesZrANWIk+VJFCOBHGC966hlHvdEu8Oe3crQhXvBch2VFtRUENHWBFV3VqTqTN9YaXvLkkc6fsSzqWqxKaYfwUeHqjIVKtRfVvsCLlV3hBguYwKr8VPzkmftApYXgUWHgVYIMTPxPmPoggDviYi3CP4mdMPKHo7SDQ5UH1xR1UegUZSzH9WUeJDmSz7zExqKTmZgmwFe5NFC0Xml8UehoaWrqmeaw6cUOAl0LnbJFCo0/XXnKYFxQhI6ON+VXhj+VxoJ+tuHQJo7iOQodxUSF5zIVUgZGFDqx66pM+yGur7abhTsKnSxm7P3L1HEUOuHdI/YtwV9MmzZoE0eVMAodxUSF5zIVUgZGFDpR6JRpP8T11XazcEehk8WMvX+ZOo5CJ7x7xL4l+Itp0wZt4qgStjuhE2ddHSpfVjSKqg/6ZKtOs8r00vjirKvibSDNYZX1Y5OWy1lXNvjScULjL42P/8tgXBBmXek4S/qV4S+ZzoL824ZDmziK4zjrSkm+Cs+Q68NFi05b3uMYneKt0FfbzUIaLTpZzNj7l6njaNGJFh37lvdtTJs2aBNH5djuLDpx1lWcdaUadxQ6ion85zIPk/y55L+yDqGjvgzTKCg7Yerg/zQf6bjpOMwcSV6j0kqfk/HSeSTDdPHAnbyG38k00mG6cqb98v4fhU4UOnnbSrPrku212XXJMJs4Kn4UOoqJCs9lKqQMjGjRiRadMu2HuL7abhbuqoUO03xZIJPF/pKO6d6s/8ECgKw9wrojrKXClFblWAyNdW+4TjnwsfM0i8IRj7TVNidcw07VyyyzjFwfhHAO1g9hjRTWMPnZz37WZm854rDdyu9+9zu5ci6LyrFYG6sikxY4mXrMuiWkxXoqrIHF2i44umtZb4RysNgm6+4k1yrhmjJ1HIVOOf5kJcU/Vm2wTLuNQqeGRlemQsrAiUInCp0y7Ye4vtpuFu6qhQ47lLMgIIvtJdeoIR9Wg2V9FBxr3BxwwAFtluLHWsx+RCz2llzXhCXx1Qa3CBEWYGMvIxZlw5FXciNbFtNkPRwWmGOBNBZTSzoWp1t66aXlgoP4g5nVZXGshcJy/Cz0iWOtFRZlYzFCFrpjVXFWNccfLKSF4CGecmXqOAqd8O4RVa+tdLZpgzZxFCdR6CgmKjyXqZAyMKLQiUKnTPshrq+2m4W7SqGDOGGVbR56rDjLgmg4BA/7T7Fad9KxkJqy6LD6MauyshUAFpukcEgKHfijuwkrC4KExdSSQoc8WeEYx2Jq7KG1+eabN6w65MNKt6yezMrKuKTQYRVd9itKL7TGiswILLapoPtMOSxYG2+8cWPbBvzL1HEUOuX4U/WyoJ9t2qBNHMVzFDqKiQrPZSqkDIwodKLQKdN+iOur7WbhrlLoYEGh+4euITbwZN8hHGKE7if26MlybG+C5URZVJJbL6SFDmkgPBBTrFCL0GH5fbqR2K/qsccek9kgdNgiAgHFjtSsCEuXFgKHa3VCh33fSA+LTdqxpxNL6ycdq9Qi4th6QNWtOievy/s7Cp3w7pG8dRfSdTZt0CaOKnMUOoqJCs9lKqQMjCh0otAp036I66vtZuGuUujQfcS+RQgNxrGwMSDiQgkdNqvMcoyVYbPBMWPGyK4mxINa6l4ndEhr0003lcIIYcKeVQgshIzaE04JHc50iZE2e2Zh9ckSOuwzhEhT2w4k8bJPETti02WlHL/pusJypOpWndU1Rc5R6IR3jxSpv1CutWmDNnFUeaPQUUxUeC5TIWVgRKEThU6Z9kNcX203C3dVQoeBxHQHYfVQB5seInro0mLjRcKTjv2Kxo8fLwUKYkXFwzpCF5Eaz5MWOoyVYaAxG2+SNnHVGB327GHzQnaQZg8jLDqILTaDZCAzQoduqSyhM3LkSDmuhzySjnVC2B0bXKprjHDGAq2xxhoNKxJ+Zeo4Cp1y/CXrbEH+bdMGbeIojtud0IkLBsYFA7khOOKCgXHBQNoBY3DYPRyrDCICP4QP4oKZS8xKYjwOVhpmWiFCGBeD9Qd/dqdmV3OsKMR99913ZTwGETMD6tRTT5XChngTJkyQv7feemu5sSMbEGJRYVdnwjmuuOIKuWM143169uwpxQhWHsb+EE4XG7jIH2sP1iHG8agND8lvxx13FGPHjpXXY2l69NFHpYWJMTwdO3YUCMRx48bJ33379pWCC+wcjCFSv4ue44KB5fgrynd7vd6mDdrEUfzFBQOV5KvwDLk+XLTotOU9rqNTvBX6artZSKuw6CB4ETmMz2FnchxjZ7DQMDhZzY7CssL/HIQhcthpmv8RC8yWwiGMSA9/BJCKwxlBgzBRg4VHjBjRJpxr6MZ66qmnJB7+nzRpkkz3nnvukWc+1vDHcnTLLbdIkcb/pKW6yxhPhB8HIkc5XgaPPPJII2zUqFEqqHEuU8fRohMtOo2GVOKHTRu0iaMgtjuLTlwwMC4YqBp3FDqKifznMg+T/Lnkv7IKoZM/t/JXhsafrkRlMEahE4WOrk0V9bNpgzZxFK4odBQTFZ7LVEgZGNGiEy06ZdoPcX213SzcUehkMWPvX6aOo9AJ7x6xbwn+Ytq0QZs4qoTtTujEMTpxjA43BEccoxPH6Ki24OpcZhxBK2CMY3TiGJ0q2qnNfWITR2GNY3SU5KvwDLk+HBYdprT269evloNBlHWlXUW6aXwM9OzWrZuPqmjZPH213SzCokUnixl7/zJ1HC060aJj3/K+jWnTBm3iqByjReebr39IrOooozzLYGAV1Iceeqi2g8ZSZ/pl09bhYwpvGU4XtLi+2m4Wz6NHj5aDd1V4aPgULnUOHR84y2CMFp1y/Kl2sqCfbdqgTRzFc7ToKMlX4Rly26NzWS7WGmHKLdOA8zqX+PJiarXrQuMwWnSqb0Fl6jhadKJFp4oWadMGbeIorO3OorMgz7pSlVrXuUxDK4qJ9UlOO+00uUkha4PMmTOnzZeoLj2X+HT5twe/0DiMQqf6VlWmjqPQiUKnihZp0wZt4iisUegoJio8l6mQCmFUnpSPcrHYG+uHsDs0+wENHjxYWnpYtj+NJ/1/5QQsAAmGxmEUOtU3ujJ1HIVOFDpVtEibNmgTR2GNQkcxUeG5TIVUCKPypHyWi4XSpk+fLphVx6JsXbp0kYu4sQAcfbc4n/gqJ9tTgqFxGIVO9Q2hTB23qtDZaqutxL777huPBZQD9rVTm/jmuaPK3CN50jdd8+9//1u+43bdddfGpQs1fgkhYtdVko1qf/uufEoDBkQPY3dYSZZZVUcddZTcS4gxPezto4RPtaVfMFILoY6TTLNvE9sdcMNz7LLLLo3fyi+kczN8bOOw/vrre8ffDKOJS7azYNJAna7qNsjGpmzfUdWBlbmqtBbUdGw4tImT5FetKp6n7VbdBvPkmbwmCp0kG45/+658XXG//vpruUz/8OHDRa9evaToYadmdoAu0rB1aS+IfiHWcbIeWhkf+2ddd911yeJ4+d3KHHohLJVp6Pyl4Ab5rw2HNnFsC+8yLx3GKHR0rDjy8135zYoJNvYqYldn9vphPM/hhx/eGNODpQdRFF1zBkKuY5C3Mj6EzjXXXOPd4tjKHDZvvW5C6+SPtP/1r3/JDVzb84eaDYc2cWxbhMu8dBij0NGx4sjPd+WbipnEx29WRlaWnhNPPFFafOjeYr2h6PQMJDnUX+HXt5XxIXT69Onj3dLYyhz6bX3/l3td/D399NNyo1eeVcOGDZMfbiGUtw4MNhzaxLHF7jIvHUaj0FmQt4Cgcuo8yizYVCculXYWPiw9b7/9thg3bpw4/fTTxcEHHyyYss4O0jQovpxUGgv6OYvDUHhpZXxK6DBmxCefrcyhT95U3lXx98EHH8hud0TNEUccIXr06CHHP7HCPc8slV97PNtwaBPHljuXeekwYtXr3LmzHJOowuNgZJ0krMEPwkN2efEhbhDE55xzjny4nHfeeWLMmDGFFicMmYcy2PJyWCaPMnFbGd8TTzwhBgwYEC06hgbQynVsKJrstmSm6JAhQ+Sz55RTTpHWm1deeUUKG1P89hJuU8c2cWz5cpmXDqPRohNnXeloq8bPd+WbSlEUH11Ys2fPlpaeCy64QHTq1Enu5TVlyhQ5e6s995FncVmUw6x06vJvZXxYEK+++mqBRcena2UOffKm8i7CH9d+9tlnshudWaLdu3eX1ptbbrlFzJo1S3z00Ucq2QXqXIRDRYxNHBW36NllXjpsUejoWHHk57vyTcUsiw9TMg+jM844Q/CldeGFF4r7779fsDjhguLKclg3T62MD6Fz8cUXex8j1soc1t2+8qSfhz+6PubOnduwHCNwLrvsMjFt2jTvg9HzlLHua/JwmMZgEyedRt7/Xealw2QUOnGMTn3jdHz3W9L4mh1V4fvyyy/lFxjdWQwePeiggwQWH9Z0QfS05zE9VXHYrJ7KhLUyvkmTJonevXt7H3/RyhyWaTtVxc3iD0sdsz4nTpzYWNSUWXZYiPHPilcVrlZKx4YLmzi2nLjMS4cxjtHRyT9HflRIyK4ufCw6xZT1U089VU5bv/TSS6XlB9VdV56+eA69PK2Mb/LkydGik6Nht1od8/GD5ZfnwvHHHy9FDmKHD6bo9AzY1LFNHH3uZl+XeenQRIuOwapBBdV1+Fa5pnLVjQ9LDpuLjh49Wo7lYVQ84ocvNlZqbg+Wnro5NNWhKbyV8bGIZb9+/aJFx/CMCr2OWY+LcTczZ86U3dtYfBE5bFdCd1V7eA6Y7sOy4TZ1bBPHFqfLvHQYo0VHJ/8c+VEhITvX+PhiozuCXdaPPPJI+bC799575QBnbpRWdK45LMpRK+N77rnnpEWHl6RP18oc+uSNLQgmTJggF33EcnPsscfKjx78oyvGgE0btIlTDNW3V7vM69tcv/1ltOjEWVffklX1L9+VbyqPL3x84b355pvyode3b9/GTuusm4IYApcvbCbO0uGh42xlfAidnj17yn2S0ry7/L+VOXTNEx8svHQGDx4sZ2WeeeaZgo1NmSIeu6bsa8OmDdrEsUXoMi8dxih0dKw48vNd+aZihoIP4aNeaixOyADU++67Ty7rHvo2FKFwmFXXrYxPtQnGfPl0rcyhC95YrG/69Oni5ptvlmvddOnSRYwYMUIwKxMXOn8uOCqbhw2HNnFscbrMS4cxCh0dK478fFe+qZih4VNfg/TdY+k55phjpLmbKeyhfg2GxmG6zlsZ3/PPPy/OP//8aNFJV2rqf191zJo2d955p7TIqm0YmGmZ7mr0hS9FU0v/a8OhTRxbklzmpcMYhY6OFUd+vivfVMxQ8YEL0cMChS+++KK4/PLLxYEHHijOPfdc8eCDD0ozOAMYQ3Chcqi4aWV8dHewjo7vMR2tzKFqB1WcmQ7+2muvibvvvlt2KXbs2FH0799fTjhQ23To8gmdPx3m0PxsOLSJY1tul3npMEaho2PFkZ/vyjcVM3R8Cj84mZI6duxYuYjYSSedJI477jjB+LIPP/xQXeblHDqHrYyPlXAZ4+F7NdxW5rCKmwILzWOPPSaXimBQ8ZVXXlloC5jQ+auCo7rTsOHQJo5tOVzmpcNoFDpxwcA4vZxG2ioHlhympmPpYaNRvirPPvtsuS4HL0bXm/theQqZu1bGh0WHVbcRsz45bmUObXhjXByb+jI5gC5kpoP36tVL0JWI6CS8SLqh81ekLL6uteHQJo5t+VzmpcMYp5fr5J8jPyokZBc6vjzcIXrGjx8vu7dYo4el44cPHy7Y0diFC53DVsYXLTr5WnBVdcxHxJNPPilFDWNumBRw1113iXfffTcfkIyrqsKXkfwC4W3DoU0cWzJd5qXDGC06Hq0VvlUuja/ZETq+ZtjTYXxlvv/++2LGjBni2muvFcz8OP300+WKzK+++qoc0JqOU8X/oXPYyvgYD8K4rGjRqe8+pkuYGVNDhw4VhxxyiFzjii5iLDrJpR7K3Cuht8EyZXMV14ZDmzi25XGZlw5jtOjo5J8jPyokZBc6vjLc8ZDm6xTTO5YeNh1lB+RXXnmlTLLzxQ2dw1bGx6q5jNFBwPp0rcxhFm+IGwYS9+jRQ34QMDWcVcx5YVXtQuev6vLWkZ4NhzZxbLG7zEuH0WjRiQsG6mirxs935ZtKETo+E/484Ty4Mb0zvuC6664TRxxxhGAw88iRI+VGpMzoKcNDmbh58Je9ppXxIXQQqFHoNG8FeeqYLt7Zs2fLAfws28Cg4jvuuEPQPVj2HmiOLq6jY+InT3ieOk6nYxMnnUbe/13mpcMUhY6OFUd+vivfVMzQ8Znw24az1gczRxA8DHa98cYbxQsvvCAHWRZNM3QOWxlfFDr5WmNWHeNPt+2tt94qu6Ro7+wOTluvw3KThTYLX9b10X9+Bmw4tIkzf875fFzmpUNkFDpx1lXz/m8q0Pbw3W9pwh06PhP+suFYelh99/rrrxdHH3206Natm/zKxYTParx5+MlzTVmcZeK3Mj4ldBhHUoaDsnFbiUO6bOfNmyceeeQR2e132GGHiUGDBsl27ovH0Pkr2z5cxLfh0CaObVlc5qXDGMfo6OSfIz8qJGQXOj7X3DGdecCAAXI1Zqas09VFl1ezVZlD57CV8fGVxviqsrN+yraj0DnkJcODnm1TWEn6hBNOEOedd54co0aYbxc6f775yZO/DYc2cfJg0V3jMi9d/kaLThyjo6OtGj/flW8qRej4TPjrCmePnqlTp8q9e1iYsHPnztL8z0akrNacfHmEzmEr48MCwUv7nXfeqauqc6UbGofgYZYhY2ueffZZceGFF8q1bvr06SPXvqGdJttorkLWeFFo/NVY1NqStuHQJo5tAVzmpcMYhY6OFUd+vivfVMzQ8ZnwuwrnaxnzPwOZGdPD9HVeMKwYa+KQcG5CXxtTmvC54jArn2b4otCZnzWm2jP9+6qrrpIDilnvhm6qZlbH+VNx69Osjt0iad3cbDi0iWPLkMu8dBij0NGx4sjPd+Wbihk6PhN+1+GIlaefflpad7A0sCoz3VssTphcLTaJizh0vzCV1wffPvJMlt/0O40PccNgcQ5mxu25556CcYTsccbx0ksvObdWpDGaylRlOHljnaGNsVQCba5nz55yvymWSmCRP5/48pQ1dHx5yuD7GhsObeLYltNlXjqMUejoWHHk57vyTcUMHZ8Jv+9wlsNnxlbXrl3lisyInsmTJ8stKhS3b7zxhvj9738vvve978nVm11vUKlw+OYqK/80Pvj6xS9+IRZaaKH5jiWWWEK+4LPSqss/jbFMPgg5ymhKk61MpkyZItsX3ae0sXvuuUe2rXT+prTS17v+P3R8rvmwyc+GQ5s4NtiI4zIvHcYodHSsOPLzXfmmYoaOz4Q/hHA4pNtg2rRpckFCVmNmVWYGNb/++utyCf2FF15YvrR5gTOt3aULvY51+I499tj5RA7CZ4stttC+6OvmU4fRJk/aCbP7Tj75ZLknmy4NxocxC1CtUnzDDTfIAfGMDctyVeHLSr+sf+j4ypbPRXwbDm3i2JbFZV46jFHo6Fhx5Oe78k3FDB2fCX8I4UkO+U1XArOE2COIl9Wyyy7b5qX93e9+V/Tr108OJHWBP4nPRX5F89DhY9Xe1VZbbT7e6Mry4XQYi+LgQXz44YeLxRZbTKy44opyFWLSQPzQHUfZEMl0TSF06Kr66quvcn0pV4GvaHmKXB86viJl8XWtDYc2cWzL5zIvHcYodHSsOPLzXfmmYoaOz4Q/hPBmHDKGYvnll2/zwsYygWWH8RYuXDN8LvI35aHDxwuerR8WXXTRBnd//etf5fowpvTqCNdhLJIPY2xYo+n73/++LA8WvhEjRsjp4KxQzEJ+jOF64oknrARwWXxFymJzbej4bMrkOo4NhzZxbMvlMi8dRqPQiQsG2i8ISOU2O3jANQv3HRY6Pt/85Mm/GYfsH7T44os3XtZq3AkvOsab3HbbbW0GMefJr+g1zfAVTauO67PwYdFYZpllJHc//vGP5Uy3rGvrwJVMs0y+bF+Bpea//uu/2rQDxm0xHZxVitmeITmYPZl3nt9l8OVJv+w1oeMrWz4X8W04tIljWxaXeekwxgUDdfLPkR8VErILHV/I3ClsWRwy9fzII48UiBpe1KussorYbrvtxKGHHip69+4tX9xsOkpXV50uC1+deRZJuxk+Fr+Dv/XXX1925RRJt8prm2Fslg8P/+7du8v6VyJXnf/0pz/J7Rmaxc8bZosvb/plrwsdX9nyuYhvw6FNHNuyuMxLhzFadAxWFyqorsO3yjWVK3R8JvwhhGdxyKyZRx99VEycOFHOsuGLg4GmCKCsOHWUx2VeNvib4XvxxRelyBk8eHBt92gezM0wZsVHwA4cOFD8+te/FozLUgJHnX/0ox9JsZsVv4i/Db4i6Ze9NnR8ZcvnIr4NhzZxbMviMi8dxmjR0ck/R35USMgudHwhc6ewhc5hK+OjO4dB3UzJ9ulsOGSWlFpziZl2p512mpyNh1Vv3XXXFUsuuaT8n26rss4GX9k8i8QPHV+Rsvi61oZDmzi25XOZlw6j0aITt4DQ0VaNn+/KN5UidHwm/CGE5+XwwAMPFLvuuqvzY5dddnGeZ5FymvDtuOOOwnRNkfxsrq0i/5122klss802gkHVG2ywgVhjjTWk4KF8NpiScarAp9LbYYcdxAUXXFDprZX3Hqk003aWmA2HNnFsaXOZlw5jFDo6Vhz5+a58UzFDx2fCH0J4Xg55kfhwefH5wEaeoeNrBYxVcvjqq6+KY445ptLmUCW+SoG1UGI2HNrEsaXEZV46jEahE2ddxTE6NNJ42HGQt2+ar24fHOfF5wMbeYaOrxUwVskhSyKwqGGV7aFKfFXiaqW0bDi0iWPLicu8dBjjGB2d/HPkR4WE7ELHFzJ3ClteDqNFRzHW9pyXv7ax3P4XOsYq8UWLjtu2lTc3mzq2iZMXT/o6l3ml8+Z/o0UnjtHR0VaNn+/KN5UidHwm/CGE5+UwCh19beXlTx/bjW/oGKvEF4WOmzZVNBebOraJUxSXut5lXirP5DkKnSQbjn/7rnxTcUPHZ8IfQnheDqPQ0ddWXv70sd34ho6xSnxR6LhpU0VzsaljmzhFcanrXeal8kyeo9BJsuH4t+/KNxU3dHwm/CGE5+UwCh19beXlTx/bjW/oGKvEF4WOmzZVNBebOraJUxSXut5lXirP5DkKnSQbjn/7rnxTcUPHZ8IfQnheDqPQ0ddWXv70sd34ho6xSnxR6LhpU0VzsaljmzhFcanrXeal8kyeo9BJsuH4t+/KNxU3dHwm/CGE5+UwCh19beXlTx/bjW/oGKvEF4WOmzZVNBebOraJUxSXut5lXirP5DkKnSQbjn/7rnxTcUPHZ8IfQnheDkMQOmwwedVVV4ktt9xSLlLHDuHHHntsg8ZZs2bJ/9UCdOyq/frrr4s5c+bIRftYzXf77bcXLH7HCr8PPPCAjNuzZ0+xwgoriE022URcccUVctuG5ZZbrrEQ3t/+9jfBBqfkt9RSS8lF81go7y9/+YsYOXKkAFePHj3EWmutJXbbbTfx6aefynSvueYasfbaa4vDDjtM7lz+3HPPiaOOOkrm/49//EOce+654s0332zgZ4or+ay++upitdVWa+S/6aabimeeeUZuwcEaMSyKd8IJJ0isr732mow/depUuVIxZevYsaMMI38cU665XvHCjuPEY+NR6vU3v/mN2HPPPQVbVujcfffdJ/n65JNPGsHwzqalLCBIGuC99957BTu3F3V522CedKPQycOS+2ts6tgmjm3JXOalwxiFjo4VR36+K99UzNDxmfCHEJ6XQ99Ch723zjvvPPky56EAbl7+O++8s6Txww8/lAJgwIABjY1Ge/XqJTp06CAIe/bZZ6Uweeedd2Q4ImDjjTeWYWzV0LVrVylaSGzYsGFSLKj6Ic4bb7wh/91iiy3EI488Il/oZ599tthss82kP3huuukm8ctf/lKKMRUX4fTuu+9KwYUI4hrEAFsnUB42TgVf0iG8EFXKzZ49W04/Zbd4cLI9w8svvyw33OTFjmhBON1+++2ybB999JG4+OKL5QrBpI3A6devX0OEELbvvvtKgYb4QuDNmzdPZdfmDE62f2Al5LFjxzbCKBNtYvTo0dLvkksuEVtttZXV5qV522Aj8yY/otBpQo7HIJs6toljW0SXeekwGoVOXDDQbqE4KtZ0+F5EqdXxmfCHEJ63jn0vGDhz5ky5g/qkSZPatFusJ/A4aNAggeWFF7vilZce2xWMGjVKTJs2rfFCJxxrDtYW9qFiA8suXbrIfakIu+666wRbXvCbhbzGjBkjRQL/b7755uLhhx+W/yNItt12W3kdPN59993i+uuvlxYhLD349e3bVyCU2Mkcawt5kQ4H1pxVV11Vbp6q/Dhj6TnjjDPkNVip2CUe/wcffFCmTf5srorgQTQhMrBQJesSf4TPtddeKzGzIavKA+GEyMMCM336dPlbiUd1jTo/9dRTgr2usESdcsopDR4oE20Cbsmrf//+UmjCl4qb95zEnTdO1nVxwUDzcz2Luzr9berYJo5tGVzmpcMYFwzUyT9HflRIyC50fCFzp7Dl5dC3Reehhx4Sa665puDFj/vyyy+lhJAXCAAAIABJREFUxYKunD59+ohDDjlEvmhVuTjzMqaLaciQIdKig6jgOl7ae++9t8D6g9NZdOg+Iu1OnTpJ6wgvc9x6660n9thjD9GtWzcZzsaXOHi85557BMIAaxFWErqGsOi8/fbb4ogjjpDiSV78zR+6vOj+wsqTdAioDTfcUKaP5QXhhUPcEEYX3OGHHy7FG35YeSiTziGY/v73v7cJQtxRn5TfZNGBu8cee0wKQ6xXYMYpi87uu+8uDj30ULka8YQJE9rkk/efvG0wT3rRopOHJffX2NSxTRzbkrnMS4fRaNGJCwbqaKvGz3flm0oROj4T/hDC83LoW+hgOWAczQsvvCBp4wuMcSnrr7++7FLBCkL3jRIkXMRXEhtR3njjjVLoIB4QJoiliy66SHbH8FsndBizwktz3Lhxje4m0mRMCuNoOnfuLEUHVhUcPCqhgx/bEGAVonsKwXXiiSeKvfbaS16r/iAWsDhhlU46xAzxyf/+++9vdKkhULBgIU4oK2VHWGGNYhyQztFNRZdSkhe6qRirNHTo0KZCBxGF1QYLEmVbZ511GuOalNAhDbrfEFRYq2xc3jaYJ+0odPKw5P4amzq2iWNbMpd56TBGoaNjxZGf78o3FTN0fCb8IYTn5dC30KGbZ8UVVxSXXXZZgzYsJQiPGTNmSLGDxQcRoBzdVeuuu654/vnn24zRIZwHC9YUrCU6ocOAXhzCgvE5jz/+uLSoqDE6+GEtQojg4FEJHf5H3CBGwIcoQMyABczKMcYICxH4kw6ho8boYEHBMoTYIA1VPrqiEE5Yg7C6YG1JDhYmPeIg1OAFLpQjP7AgFHUWHbrKcCNGjJCWK0QkB5asgw46SIYpocMYHbrCGCtF152Ny9sG86QdhU4eltxfY1PHNnFsS+YyLx3GKHR0rDjy8135pmKGjs+EP4TwvBz6FjqIkbvuukuOw7n00kulZQfxQbcMVhmsCaeffrrsRuGljuWHMTGMHUGsIEIYkzNx4kQZhqVjlVVWkS96ZmYhGrgWUdG7d2/ZtUMaHMw6Im1eolhgGKxMmogcuqjAxRiiq6++WmBhVtYT8CGGEAVYR7DqMPsJgYMA2W+//cQNN9zQsIRQF1hb6DKjq0vlf8stt8ixPgxGPvjgg6VVinLss88+8jcChy45wrDwEI8yMJ4JXs455xzZvUW+hDEomi41ykDZ4IVuJ8IoE4OPsXyBj3LhsKCR50orrSRuvfVWmQ+WIrhgwDLXM1ON8vPQLuLytsE8aUahk4cl99fY1LFNHNuSucxLhzEKHR0rjvx8V76pmKHjM+EPITwvh76FjuIKy0737t0bBwIm6bBCqPDx48fLIB4iZ511VsNfhU+ZMkWGM2BX+SXjKz/Ojz76qBg4cGDjOsQRjvE4hGPxUNdjbVEOQYOgwNGlhUhQ1yFKkg4xwVgkFZ48M8uKgxlWlIWBwWBSjjFLCC0Vh3xV3XJGJKkwxtzgsDoxc0z5qzOcYinifzU+iPSVH/6qvGDBKkT48OHD5TR7ZeVS2ExnhdN0XZ7wKHTysOT+Gps6toljWzKXeekwGoVOnHVV3yh73yPRaXzNjtDxNcMeSlheDn3PugqFrzSOvPyl47n8P3SMVeKLs66aPzNdtrtkXjZ1bBMnmWeR3y7z0uGKs6508s+RHxUSsgsdX8jcKWx5OQzFoqNwh3LOy59PvKFjrBJftOj4bGnZedvUsU2cbATNQ1zmpUNitOjEWVc62qrx8135plKEjs+EP4TwvBxGoaOvrbz86WO78Q0dY5X4otBx06aK5mJTxzZxiuJS17vMS+WZPEehk2TD8W/flW8qbuj4TPhDCM/LYRQ6+trKy58+thvf0DFWiS8KHTdtqmguNnVsE6coLnW9y7xUnslzFDpJNhz/9l35puKGjs+EP4TwvBxGoaOvrbz86WO78Q0dY5X4otBx06aK5mJTxzZxiuJS17vMS+WZPEehk2TD8W/flW8qbuj4TPhDCM/LYRQ6+trKy58+thvf0DFWiS8KHTdtqmguNnVsE6coLnW9y7xUnslzFDpJNhz/9l35puKGjs+EP4TwvBxGoaOvrbz86WO78Q0dY5X4otBx06aK5mJTxzZxiuJS17vMS+WZPEehk2TD8W/flW8qbuj4TPhDCM/LYRQ6+trKy58+thvf0DFWiS8KHTdtqmguNnVsE6coLnW9y7xUnslzFDpJNhz/9l35puKGjs+EP4TwvBxGoaOvrbz86WO78Q0dY5X4otBx06aK5mJTxzZxiuJS17vMS+WZPBuFTlwwsL4FonwvokTja3aEjq8Z9lDC8nIYFwzUt8W8/Pms79AxVokvLhiob6c+2x9529SxTRzbcrrMS4cxLhiYlH2Of1MhIbvQ8YXMncKWl0P2NWJH7XhEDkJuA506dZJ7han2XcU57z1SRV7tNQ0bDm3i2PLnMi8dRqNFJy4YqKOtGj/flW8qRej4TPhDCM/LIZtdss+S64OuCNd5FsnPBh8bZR5//PHiyiuvdFI2G4xFOCh7bdX42ES1Spf3Hqkyz/aWlg2HNnFseXOZlw5jFDo6Vhz5+a58UzFDx2fCH0J46By2R3xz5swRq6++uth0000FO4/X7dojh3Vzlkw/dP6SWEP9bcOhTRzb8rvMS4cxCh0dK478fFe+qZih4zPhDyE8dA7bIz52GV9kkUXED37wAzF06FA5fqHOttAeOayTr3TaofOXxhvi/zYc2sSxLbvLvHQYo9DRseLIz3flm4oZOj4T/hDCQ+ewveGjW2WDDTYQCy20kDw23nhj8frrr9faFNobh7WSpUk8dP40kIPzsuHQJo5twV3mpcNoFDpx1lV9o+x9j0Sn8TU7QsfXDHsoYaFz2J7wUZYbbrhBLL744g2hs9hii4nLLrusaTsv21baE4dlubCJHzp/NmVyHceGQ5s4tuVymZcOY5x1pZN/jvyokJBd6PhC5k5hC53D9oRv3rx5YrvttmuIHGXVWXbZZcXcuXNVlVR+bk8cVk5OjgRD5y9HEbxfYsOhTRzbgrrMS4fRaNGJs650tFXj57vyTaUIHZ8JfwjhoXPYnvCNGjVKjstRAkedF110UdGrVy/x1Vdf1dIk2hOHtRBkSDR0/gzwgwi24dAmjm1hXealwxiFjo4VR36+K99UzNDxmfCHEB46h+0J38knnyzWXXddsckmm4hVV11VrLjiimLbbbeVR7du3QSzsepw7YnDOvgxpRk6fyb8IYTbcGgTx7asLvPSYTQKnThGp/k4FirQ9vDdb2nCHTo+E/4QwkPnsD3hY72Yl19+WQ4+vvbaa8WFF14o6M7iYJAyFp062kR74rAOfkxphs6fCX8I4TYc2sSxLavLvHQY4xgdnfxz5EeFhOxCxxcydwpb6By2V3wPPfSQ6Nevn6qGWs/tlcNaSUskHjp/CajB/rTh0CaOLQEu89JhNFp04hgdHW3V+PmufFMpQsdnwh9CeOgctld8Y8eOFRdffLGTJtBeOXRCnhDSyuYqr/aaj00btIljy5/LvHQYo9DRseLIz3flm4oZOj4T/hDCQ+ewveKLQufb1t9e6/jbEtr/uvTSS8Xmm28udt1115Y+2BS4aBls4hTNY5VVVpGV47sNRqFjf4+Ujum78k0FCB2fCX8I4aFz2F7xTZw4UZx33nlOmkB75dAJeZ4tOhdddJEYN26cq6LWlo9NG7SJU7QACCOci7yaYTMKnTgY2X6wMZXb7PA9QKsZNsJCx2fCH0J46By2V3xTp04VZ5xxRtP7r6r20V45rIofUzo++WPA+uOPP+6knZh4KBNuw6FNnKIYsRoRx0VezbDFwcjNZGDNYVRMyC50fCFzp7CFzmF7xTdt2jQpdFQ91HlurxzWyVkybZ/8RYtOsiaq/90yFp04GLn6ylcp+rzBFYZm59DxNcMeSljoHLZXfM8//7xgXR0Xrr1y6II78vDJXxQ69dZyFDoF+PV5IxSAWfjS0MsVOr7ChHuIEDqH7RUfG3keffTRTmq8vXLohLwodCqh2aYN2sQpCjYKnQKMuaiQAnAquzT0coWOr7KKqDGh0DnMwodQmDFjhvcDy4wNjocfflh06NDBKm7R/GwxFsmHhRBtXVYd26ZXdTyf+KJFp+rabJteFDpt+Wj6n88boSmwkoGhlyt0fCXpdxI9dA6z8P3jH/8QPXr0iEcgHKy33nrW7TWrjq0TrDiiT3xR6FRcmankWkboxFlXzWdOcZPaHr5Hoptwh47PhD+E8NA5zMKnZkv45jALn29cyfxdYCxTHy7wJfko+tsnvrpmXVGm4cOHi7/97W9iyy23lGvcHHDAAWLmzJnW74tmvNpwaBOnGQZdmGq3LvLS5a/84qyrlAJ1+S+VELILHV/I3ClsoXOYhU99ialy+Dpn4fOFR5evC4xl6sMFPh0vef184qvbotOrVy9x+umnSyoOP/xwucHshx9+mJea3NfZcGgTJzegby5U7dZFXs2wGdfRcTHriop/7733Mg825GsW3qphoZerCD7fDblZI/cZFjovWfjUA8ond+Sdhc83rmT+LjCWqQ8X+JJ8FP3tE59LoTNq1Cix/PLLC6wLbDD7/vvvy+Prr78WHLwHP/74Y/HRRx+JL7/8UoZ9/vnn4j//+Y+k9JNPPpHvQcLhDCsJv7mGd+Bnn30mr1Np4Uc+6jrikydxP/30U7nRLfEJr8upduuzjilbEEJngw02EJ06dYpHi3Kw7LLLyhu1rpulldP1fYObuMvCpx5Qpvh1h2fhqzvfIum7wFimPlzgK8JX+lqf+FwKHTaZ/etf/yrmzp0rbr31VtG1a1dp4bnhhhvETTfdJJZbbjnRvXt3gRVo2LBhgq4urEETJkwQTA447LDDxP777y/jPPbYY+K+++4TK620kjjppJPEXnvtJTp27CjFEhvaHnnkkWL77beXaY0ZM0Zed9xxx4mjjjpKzJo1S4aTFmPxGLhfl1Pt1mcdUzaj0HExRkf140GG7vDdv6fDVIVf6OXKi2/33XeXXx1VcNLe0sjLoa9yZ+Ez3ZOu8Gbhc5V/nnxcYCxTHy7w5eEp6xqf+Ooao6PK2rNnTykyeOGvv/76gh4SFrPkN0KEQeYcd9xxh1hzzTXlCxkLzaGHHiqwAD355JNi3rx54vzzzxc33nijfM4ikkjv/vvvF6uvvrpA2Lz00ktihx12ENOnTxfbbLON2HrrrcVmm20mllxySfHggw/K65566in5fu3Tp48YMmSItPbcdtttYuedd5aWIYW5yrNqtz7rmPIEMUZHqb4sVQnQ9uhCL1defHvssUe06GQ00LwcZkSv3TsLn+merB3YNxlk4XOVf558XGAsUx8u8OXhKesan/hcWnRU+Z944gmBdQVBoxxLFGDtUQ4rC89VhMyjjz4q9tlnH3H77bfLYJYaYCPS5557TmyxxRbS2vPqq6+K3XbbTTz99NOic+fO8sWu0sKawXVz5syRXvSe3HLLLVL0vPLKK1IQYWWqw6l267OOKZfRouNijI4iI4to3yRl4SrrH3q58uKLQie7JeTlMDuFekOy8JnuyXpRfZt6Fr5vr/D/ywXGMvXhAl+ZWvCJz4fQoetoxx13FM8++6ykDctNUugwPgdrDZYcuq4uuOACecZyjjh64IEHxLHHHivefPPN+YTOCy+8IIeAYKnBIaqY6ZUUOqS30047SSvO6NGjZXcWedbhVLv1WceUKwqdOmo3Z5q+K98EMy++KHSymczLYXYK9YZk4VMPKJvcMVPztXn33XfLBzYPGcYY2LgsfEXSYoAn4xySX9BF4puurQKjKY8y9eECnwl/s3Cf+OoSOtwDTC9H0HAw5oZBwjjKyxgbrDTUK9aVs88+W3Y9XXbZZXJAMtd36dJFipDXXntNMJCYbjC6gljf6u233xaXXHKJjNO7d29x8MEHy999+/YViB3ikvbll18urrnmGhlGPAYjMxCZOKR14oknyoHMzeqnTJhqtz7rGPxR6JSpxZJxfVe+CX5efFHoZDOZl8PsFOoNycKnHlA2ufOFyuBIHsQDBgwQxxxzjDxs0srClzctHuo8zDH112WeL4sxT1nK1IcLfHnKkHWNT3x1CZ2sstblb8OhTZyi+FW7dZFXM2xGoRMHI+sHSFNxZQ/fA7RM+PPii4ORs9tCXg5NdVFleBJT8ncyDzWIMOmX5zeDJ//yl7+IKVOmyGmrxGGa69ChQ63ulyx8ebBwDfEnTZokxyEwRiFvvCLXlcWYJy/b+lAc5MnD1zUu+MsqW92DkbPyrdrfhkObOEVxq3brIq9m2OJg5GYysOYwKiZklxdftOhk12JeDrNTqDaEbhxmb9CVgyk9C5/6EiuSO+mdd955sv8/Kx7WHmZ8HH/88dIsf+6554q33npLYLK/+OKLxTvvvCPuuusuOZPklFNOkVNnSYsHJdNpmR7LVzjjFxhXgImfGSmIGaw3SYcJn+sx5yuLDnkxRuGEE04QzzzzTPJymTdjIogDRtzjjz8uuyB4ITLtl3EROGbOsGko1/K1eM8990ir1dVXXy3TGTRokOw24Nqbb75ZXgc3ts5UH+pFoks/q4511/rw84kvWnTqrXHVbn3WMSU0WnQW5MHI9I3yAJ08ebL8KqV/s0qXrnwGqbFIXygujS8LVxQ6WcyEt+Ad1hUscL/85S/F3nvvLV/kH3zwwXyCRz2gsks2fwgLlrH6K+t5KMcsELqxVlllFSmCmEXCVx7TYRm3s/HGG8uBmFiCwMVU2BVWWEHOQGGcz5577ikuvfRSOaahW7duMs5ZZ50l1wFhuizjFpihgmBKrjhL+mzqyYBPJXTID/HUv39/KXa22mqrNuKIsRJXXnmlFDYbbbSRnN7LEv5gZEwFwubkk0+WAgkszHS59tpr5WyXF198UYqZK664Qo4FGjhwoHxuICoZJ0HerG2CkLIZ+KmrDxaSmz17tuQHIcbicDqX9z7WxXXh5xNfFDr11rBqtz7rmBJGoaOpZ75MGfXOi4AHKQeLNfGVVqVLVj5f2KytwBoJobgkvmaYotDJZicvh9kpVBuC0OHhs9BCC8ljiSWWEPvtt5+0liRfwOoBVSR3XrQICYRB0k2dOlXO+uBhwwsZi4oamMmUWmacIPK53xAPLJqmLCpYgGhfrCty5513ymS5nkVGSZe1Q5iBwv2q0uQiBMg555wjr2eXcCw6TKVde+21xRlnnNG4r7/44osGVMbwYB067bTT5JomYEEUMVAUxwwVRBqDO0lb1e22224rZ8KMGzdOijxEDwOxsU4deOCBcuYL8flwghvORV26PuASCxjpUZcMPo1CpyirQloHqbdWd6otFimHTZwi6XOtarcu8mqGzSh0FsQxOmo6HitKUkGYhREgLLTE/3kPzNyDBw/OvF6Zm0kPSw5T/hipnzf9uq9L4muWV3sao8NXMi/8ZgeWC2ZBNDuwLmABRFhw1h28CLkBmx10tdCOmh1vvPGGtBhgNcg6EBKsv4F1ksXElNDhvPDCC4tf/OIXUjQwdZWyq771ZvWuC0Owr7POOnJMDrOcuIYuIoQG/eTM9kBMwDNhjOfB6sJCZ9ttt53ASsNKr6wiSzj3A5YQxAwCBWGC0EHgMPOEuNxjrCqLgFCYGBPETBTKwnghFmXjTLkQPlyHJUu1cdJl0DIiRq1TgjC66qqrpBUHvKxjwgcPA6wRZbQD/BFi48ePl7NlwEo3HIu40U3ImiVYecgP6wuLuVGnCmfeM7jJi3FGpLfWWmuJ733ve416ZO0UyqpLT5VRFxaCn098cYxO/veZTVtRzxGfdQzuOEZHIwOZLYK5nQehcuwJgikdhzme/nb67NX+IjzYeNjxEGI5b15MBx10kPziQizyQOYrlT58viAw0ROfgxcejumGyqLD9ZhVwcKDEcdXIl2JvChUHBlQ0x8aSB7Hg56XPl+yfGWrgzUcMPk3O+Bh5MiRTQ84YZn0rOP666+XLyi6HbIOXpx8ASvOs850gSgrXtaZr3nTgRWAg24W9Tt5xv/MM89sevBip6vDdGCBMB1YWjh4ma+22mqNF2RS8NCdxYuctqW+xPLUf/oa6hQhwksfnunyoayMmWHJeV72iDMcbYc8wbXyyitLgYRFB3/iskw98fj4YCVZZnBRDu4x7hGuhVeW00f4KEf6dHsxFojxOL///e+laOJjhS4tVf9qyjnWEO7pfffdV95fK664omxT3IN0X9EuuJ9pywgWrqNcYKFdqXTogiNf1c09ceJEaaklP2V5UhiLnOEMAYUlK1ln6jdCEiuW7h7h/tD51+3Hsy7rfkz6c28m/6/7N3WkXOy6UkzUc1bPkbzvknpQ5Oi6WhAtOnwJciBi0iqWr1Merny58nLBZMwYAcYg8BBHiPDFzNcjXwt8+WEZwuqx4YYbSoHDjcZDk3goXr4iyYdr+YLlS5KvWkzlPHzx50ubsQuHHHKIHDekw5bGWvb/vCqcsiHG+Prl5awOHu68BBBrWQfCkC7BZgcP5BEjRjQ91ABWBKfu4OU7duxYuaQ6/Gcd1Bt13OxA8GIVaHbwYqYesaRw1h28jPlCb3bwJcLA22YHghwLUrOD9oLVghcw4kG9ILHm/OQnP5HdVwhwtWGg+hKzbUOUKckx6XIoP6wdpA0H+GGlwZKCYKbt8wLCHx4VBiw2+GH9QVhQHsbi4Ec3U7q9KgwIJeoKiwfpI8R1cbCqYlGifrF8kTbtE3HF/wh5ZYnCCkcaHMl7kbwQ7gozZ+JxHQOYk/5FftM9hqBjX7nvfOc7jfpT9ch4I8YY6e4TPhR0/nX7MUBbdy+m/bg30351/s89qbiPFp1o0ZHiakEcjMzy3GyoxkMx6bg5eADzZcVvHIMWseTwtYZI4UXC1ygvSh4wfPXhsMYkB2nee++9UsRguudmwymLDmZ3voBxzCTZcsst5aBRxBEPD1dOldGUH+VNjo8wXb8ghefl0BUnvJQZN8ILUo3PQXAjApJOfYkl/Vz8RthgQaHLB5Hnkz+EFVzxAYMVJ8uBkWsR+oj7OiYUqPrgJc3Cb1i/lMjhHMfoZNVOc/9o0WnOT9lQ1W593seUwThGZ0EUOnx9Mc6ALz8clcRYC6xbPMj4wsPUzcudhyBfgVlCh+mnfAVicVBCh64vTN/K6oPVA6eEDiZfLEoILfLgaw5MUehImlrqj+8bPE0WQoduHrqBGMCruljS16kHVNq/7v+xXCG86CJS1qW688xKH8HC9HLwcP9nOeqYa7HcYr2pQ/Qn6wNLFlYnuuWWXnppscgii0Shk1U5Bv8odAwElQxW7db3czAKHU1FImLo12aGBl0qTBVlpggPF0zTWFiwwtCtxBmzO2IEUcPLA5HEDaR2hmXmBmGbbLKJjI+1h+4tuqywhjBmgHhYh+gWw4RPHowDYfAmY0XIG+sP3UJ1fDFqaMj9NR0tOjr2/s/P9w2eRoboxjqhZuhk4VMPqHR81/9n4XONo1l+LjBm1Qd1yfgmnhOqTtNYXeBL51nkf5/4otApUlPFr1Xt1mcdg9oodBbEMTpUCgdfc/S30+2E+FD+mNfVAFpM/owPoEsJsYKIIYxpsZjeOWONYbwN/pi4+SKjuwsrD2f6qBm0SBp8PTL+gDEd5MsiaYzB4H/iP/LII3IshsJS5zk95iErr/Y06yqrjLb+eTm0Tb9svCx8ZcfolMWl4mfhU+EhnF1gbFYfPE/4+MniwgW+rLzz+PvEF8foxDE6Ur4tiF1XxXWrXQweAiG7vPiiRSe7FvNymJ1CvSFZ+NSXWL25m1PPwmeO6e4KFxjL1IcLfGXY9okvWnTK1Jw5rmq3PusYlEaLThQ65sq0vcJ35Ztw58UXhU42k3k5zE6h3pAsfOoBVW/u5tSz8JljurvCBcYy9eECXxm2feKLQqdMzZnjqnbrs45BGYWOua5qu8J35ZsKlhdfFDrZTOblMDuFekOy8KkHVL25m1PPwmeO6e4KFxjL1IcLfGXY9okvCp0yNWeOq9qtzzoGZRQ65rqq7QrflW8qWF58UehkM5mXw+wU6g3JwqceUPXmbk49C585prsrXGAsUx8u8JVh2ye+KHTK1Jw5rmq3PusYlEahsyAPRqZy6jx8DsLLU668+OJg5Ox2kpfDPPVRxzVZ+JoNfq0DR1aaWfiyrvfh7wJjmfpwga8M7z7xxcHI2c+uMnWq4qp267OOwRK3gDCL0tquoAJCdnnxRYtOdi3m5TA7hXpDsvCpL7F6czennoXPHNPdFS4wlqkPF/jKsO0TX7TolKk5c1zVbn3WMSiNFp04GNlcmbZX+K58E+68+KLQyWYyL4fZKdQbkoVPPaDqzd2cehY+c0x3V7jAWKY+XOArw7ZPfMOGDZObycJvKx9YTorit4lTNA8W1MX5rGPyj0KnzB1aMq7vyjfBz4svCp1sJvNymJ1CvSFZ+HigheCy8IWATWFwgbFMfbjAp7iwOYeOz6ZMruPYcGgTx7ZcLvPSYTQKnThGp74+TN/9ljS+ZkdefHGMTjaPeTlsVg91hmXhU33rdeadJ+0sfHniurrGBcYy9eECXxmuQ8dXpmyu4tpwaBPHtjwu89JhjGN0dPLPkR8VErLLiy9adLJrMS+H2SnUG5KFr4wFoUrEWfiqzKNsWi4wlqkPF/jKcBg6vjJlcxXXhkObOLblcZmXDmO06BisGlRQXYdvlWsqV1580aKT3UbycmiqiyrD+brp27evGDBggLjjjjvE2LFj5RYnc+bMEW+//bZgY80ddtihtnZfpCwh8pfG7wJjtOhk32Pp+lgQ/7dpgzZxbLl1mZcOY7To6OSfIz8qJGSXF1+06GTXYl4Os1OoPoSNPTfddFOx0EILtTl++MMfimWWWUZuLvuHP/yh+owtUgyRv3QxXGCMFp006/H/JAM2bdAmTjLPIr9d5qXDZbToxFlXOtqq8fNd+aZS5MUXhU42k3k5zE6hnpDmWfs9AAAgAElEQVT+/fuLhRdeuI3QQfh85zvfEQcffLDYbLPN6sm4YKqh8pcshguMUegkGY+/0wzYtEGbOOl88/7vMi8dpih0dKw48vNd+aZi5sUXhU42k3k5zE6hnpCJEyeKJZdcso3QQfjQDfnBBx/Iqar15Fws1VD5S5bCBcYodJKMx99pBmzaoE2cdL55/3eZlw6TUejEWVf19Q377rek8TU78uKLY3SyeczLYbN6qCrs66+/FrNnz5bjcw444ACx4YYbtrHq0J313HPPyTZRZkxIVXhJJyT+ssrlAiP18dFHH4k777xTXHzxxYIVfbt37y5OOOEE0alTJ9GhQwc5rurss88Wn3/+eZv72gW+LG7y+IeOL08ZfF9jw6FNHNtyusxLhzGO0dHJP0d+VEjILi++aNHJrsW8HGanUC6EB8ybb74pbrvtNnHaaaeJLl26iNtvv12+DB999FHx85//XFp11l9/ffHiiy82MitjQWgkUsEP3/zlKYILjKo+Bg8eLL7//e+3scSpsVY/+MEPxJAhQ6Q4TOJ2gS+ZX9HfoeMrWh4f19twaBPHtmwu89JhNFp04hgdHW3V+PmufFMp8uKLQiebybwcZqdgH8IsqnPOOUd07txZXHnllWL8+PHi008/bSTI74022kgsu+yyYvTo0Q1/fqgXaxtPD//45C9vcV1gVPXxySefiMMPP1wsuuii84mdNddcU8yaNWs+2C7wzZdpAY/Q8RUoirdLbTi0iWNbQJd56TAahY6LrqutttpKjBw5MvO46667MsOaxQs9LPRy5cW3ySabCGby0Jjj0ZYDlyZb8nr11VflvUKXBgLn4YcfFrwcs3BQx/fff/984bHrqm09NmvXWdw2i1M0LFkf77zzjth///3nEzp77bWXFDppPOn/i+Zd9/Wh46u7/FWkb8OhTRxbrC7z0mEMoutqxIgRYtCgQZnHwIEDM8OaxQs9LPRyFcFHQ45ufga46ep2cD9jxgxx3nnnya/9Pn36iMmTJ8vuKVPeX331lWDsTtopC0La3/X/LvgrWyYXGNP18corr4jVVlutIXZ+9rOfyXE7hxxyiBzD88Ybb8iPDsrmAl8ZDkPHV6ZsruLacGgTx7Y8LvPSYQzCogMJzQ7farAZtjJhoZcrdHxluHcVty4OsaC99tprcsE/rDfdunWT1puPP/64kHUtC9/xxx9feJNAXsZVH1gyqk6z6vRcYNxnn33aPCOpt8cee0ysvPLKckD5UUcdJb744gtB/TMeiyUCevXqJSZMmCA+/PDDNnFdtf28+WS1wbzx43V2g/Zd8u4yL117CMKio1NgST+At0cXerlCx9cKbaJqDnlgPPXUU3LszYknnihnUGG9QfjYuKrx2WBoFid0fGD3hRFLHGMo1RirJA4ED133J598skAE3XfffbksfM3qoq6wJO668mjv6dpwaBPHlkeXeekwGi06LgYj64Al/XyTlMRS5e/QyxU6virroq60quDwyy+/FK+//rqcWsxLC4EzZswYwVgNW4GjymuLD8HFNOb3339f4qALrA5ni68OLFlp6jDCB/VWt6P+aQsIm7QDFwPOp0+fLs466yxBtxbWHtqSrrsyHd/V/zr+XOXdXvKx4dAmji1fLvPSYYxCR8eKIz/flW8qZuj4TPhDCC/DIS/KSZMmiTPPPFMcd9xxol+/fvKlVeVLyoSPcMb/MBX91ltvlWPlzj//fLmGCy/OPffcU2Kje6QOZ8JXR55F09RhZMYbXUcPPPCAHAxeNM0qrwcfB8sHXHrppeKYY46R55dffrnKbKzT0vFnndgCGtGGQ5s4tvS6zEuH0Sh0XMy6goRmh+/+vWbYyoSFXq7Q8ZXh3lXcohwibhh7w2yoQw89VPTo0UNOC6ePGYFTNe48+K655hqx9NJLi8UXX1ywVgvbRKi1W7773e+Km266qXJcqpx58KlrfZ11GBkvw2xE1iliYUY2UH3ppZfEZ599VhtXWeVP4sMCNHfuXMFznXE8LDw4ZcoUKcay4tftn8RXd17tNX0bDm3i2PLnMi8dxjhGRyf/HPlRISG70PGFzJ3ClpdDXoxMBccKwOBivryZWcMDok6XBx8zeLbccsuGuFEihy0jGCRblzWHcufBx3XwVzdXWfWQhZHxMYorzmyYeuSRR8oFG1nl2JXLwgdnLB550kknybE8rLpMd6Rrl4XPNY5Wzs+GQ5s4thy5zEuH0WjRiWN0dLRV4+e78k2lCB2fCX8I4Vkc4s+LRn1ds2Ixi/sx3oKbssruqWY8ZOFLxkFA3HHHHfMtUvfHP/5RWpvypJFMr8jvPGljAUMgzps3r0jSlV2bhfGhhx4SiyyySBuxgzhcYoklpDWFunfhsvCRN2GM72F2Fhxi5cGaCJdlx3/lLVszfHnTWNCvs+HQJo4tzy7z0mGMQkfHiiM/35VvKmbo+Ez4QwjXccjX/KhRo0TPnj3FscceK1ctZg8qH06HL4mDcMZ2gHW99dZrszcWey7V7Uz4GJC99957C9aRYbFEHy4LI4N+EYNJqw6/V199dfHkk086g5qFTwdg5syZonfv3uLoo48WV1xxhexuKxJfl6bJr+70Tfm3h3AbDm3i2HLlMi8dxih0dKw48vNd+aZiho7PhD+EcMUhY2/oJ77xxhvlVzOL+zHAFz91jQ+8WXnjz4rKdGewASgDkbE2sW4LL2vGn7z11lu1Q87CR8bvvvuuFIqLLbaYxMS6Mj5cFkZ2gWewdlLorLPOOmLcuHFOYWbhywKBNZGtJG655RbRtWtXaWlEAGGBLJpWVh5J/zrSTKa/IPy24dAmji2XLvPSYYxCR8eKIz/flW8qZuj4TPhDCMfigPWGbgFmKbFaN+ImFKerY6ZGT5w4US5CyIwvXtg4urAYmPzb3/5W3HPPPbW89NK86PBxDS9dZg8lB0Zfdtll6ehO/s/CCF+MtQIje1MxzokB5qyD5NJl4cuDgTE7rMFzxBFHiNNPP13+rnpMVhl8ecqwIFxjw6FNHFsuXealw2gUOnHWVfMZYVSg7cGD0Daui3ih43PBgU0efBEzxmHYsGHSGoLIGTt2rPSzSa/OOOk65iXG9HE2jmQTUF50yfzpdkOssT5L0r+u32l85AOmvn37zreLN+Oc6sLRLF0dRnU908uXWmopadlh1tXjjz8urSRYo9Q1dZ+b4cubN+0CixnjyDp27CjH8SA2q0i7ijTylqO9XmfDoU0cW/5c5qXDGGdd6eSfIz8qJGQXOr7QuEPcYOmgW4qX7uDBg4XL2TU2fKg6ZkAqHzUHHXSQuPnmm73MvtHhV/hUGA9MpkT/+Mc/btMlRPcQY4jqWrhQ5a87pzEmr8Gix87xyV3jWRsJIckYnmZxk+mU+V1lHqTFeLILLrhAbhp79dVXC7q1ygxcrhJfGZ5aOa4NhzZxbDlymZcOo9GiE2dd6Wirxs935ZtKETo+E35X4XydM3CT3cIvuugiwWwbJXBC5xB8jMdgxWVWz502bZor2nLlk+YP4bD11luL//qv/5pP6Cy33HJSPORKuMKL0hiTSROWFgGIteHDh8tp3emwZNyqfjfDZ5sHZcBCdd1110kL1amnnipnENqkVwc+GxytHMeGQ5s4thy5zEuH0Sh0YteVfdcUldvs8G3Oa4aNsNDxmfDXFQ4vb7/9tlz1lnELmPJZj4SxLGnO0v/XhckmXQYT9+/fXw6OppsqRKw6TIiDN998U1x++eVizTXXlLt4M+vqV7/6lXjwwQeb3nM2PJni6DCa4tC9idhBXNJuTNeXCbfBVyQ/uhIZWM99wNpBdHG99957uctUN74iZWnVa204tIljy4/LvHQYY9eVTv458qNCQnah43PNHXyweB6DXul6YHo1Y2+U9UaHJ1QOGSDN4GiEDqItVJzNcE2dOlWccsopgvPdd98txxb5mHnVDKOuTSg/BBsWQARbnZYdW3wKZ54zeXAfIHgQ/7Qt6oSVoE3OBT4ThlYPt+HQJo4tTy7z0mGMFh2D1YUKquvwrXJN5Qodnwl/FeFwwL5FCIPTTjtNPsCZcs0XKy8nUx4hcQiWZ599VloR2BiUvY7ylMFUxjrDm/GHRYQxIuoayuKjPCp/Gx4YG8Vg9euvv74xfdsmnWZxyuBrlm5WGIOUGX/EWDXGfN1www2yrTF+ShfHNT4dhlb3s+HQJo4tTy7z0mGMFh2d/HPkR4WE7ELHVzd3L7zwgrTasKEmi6jRvZPnCzWJKxQOeaEynoJpwiNGjGiUIxR8Sc6Sv5vhY+o7FjXfrhnGPNioG7ZhYPXpOlbELosvTxl01/ByYxsTrIbdunWTwodxPfgnnS98SQyt/tuGQ5s4tjy5zEuH0WjRiYORdbRV4+e78k2lCB2fCX/RcKwBjFu5//77BYMrEQX33nuv3JJBfY0WTdMnh+SNMGMVXspCVxs3fPJF4xNfHi6z8DEuZL/99pOWtTzp1HlNFsYieTKTiXWBmH6erJ8iaWRdWwW+rLTz+CPeGLDPvUSXFgKVdZref/99Gd03vjxlCP0aGw5t4tjy4DIvHcYodHSsOPLzXfmmYoaOz4Q/bzgP4unTp0urDRtqIgiw3iB8yjqfHDL2hsGuvEBZpE5nLfCJLw+3WfgQBIwFCcFlYSyKjS0sGPv1xBNPVCp2qsJXtDy66xHezEpkbBXbn7CvVrMxbro0ot/8DNjUsU2c+XPO5+MyLx0io9CJs67iGB0aaXs7EDHM3GHsDQ9c9vbhAcx4nCrHefB17po7FnejG6RTp05yCwe+nLMw+MCXhUXnr8OH37nnniu3pNDFce2nw2iL4emnn5ZT/dlfzDaNdLwq8aXTtv2fdYVmzJghPy7YSJSeA8b1IMZt01yQ49nUsU0cW45d5qXDGMfo6OSfIz8qJGQXOj4b7uiCwrrBbJfjjz9eLnyGNacK640Oj0sOeZhQtu7du8sVbNnV2+Rc4jNh0YXr8NENwstRdX3o4rn002G0zZ+02AsL8c2LvwpXJb4q8KTToNuOrTL42ODM/Rg65nQZfP9vw5dNHNtyusxLh9Fo0YljdHS0VePnu/JNpQgdnwm/CkfcqHVveJgiBFhvZe7cubUJHJW3Cw4ROHyxDBw4UBx22GFyii9jWPI4F/jy4Mi6RodvypQpcgxV3jJmpV2Vvw5jmbSpT1bY7tGjh2y3ZdIibtX4yuJJxwefsrDyvmE/MLaaeOaZZ+TGsqHjT5fHx/82HNnEsS2by7x0GKPQ0bHiyM935ZuKGTo+E36mufJ1zFeimjn1/PPPm6JVGl43h5Rx5MiRUuAMGDCgzVYDeQpSN748GJpdo8PHrtqIOgRBCE6HsSwuXvw33XSTHGNVdhPNOvCVLV8yfhofZWcjUSyujOVhMc6yHCTza4+/0xzmKaNNnDzp6q5xmZcu/yh0dKw48vNd+aZiho5Phx/rjRqjwgwPBqyysSLWGx8vxro4ZCwDg1exTlFGBJxN91td+HR1Y+Onw8fXvo+FAbPw6zBmXVvEHxHLbvGXXHKJtGwUiZu8ti58yTzK/M7C98knn8gZg0wOUON46LbUDaovk397iJvFYbOy2cRpll6zMJd56XBEoaNjxZGf78o3FTN0fAo/OFmLhJlSrHfDVGpWm2WMiu8y1JE/Ny0WDUz8dMEh7mxdHfhssejipfFR1gMOOECw51UoLo2xSlzMUmI82VVXXWX9gq8TXxVlzYOPiQNYZo888kjRr18/uSebjw+XKspbRxp5OEznaxMnnUbe/13mpcNkFDpx1lV9M464UWkAoR6tgA/rDV037LPD2jejR4+W1ptQOK2SQyw2jE9hZ3Q2EWU7irLlrBJfWSy6+Gl8jNtgcb20vy6uK7+6sbAKN22b8Ss2ednEccUd+eTFx3V8vNB1yTR8urWYnRZnauXnMFmveXlPxrH97TIvHcY460on/xz5USEhu1DxIW7YUweTNjuG86U3b968IKmsgkMeEmzXQJcNK8zyuypXBb6qsOjSSePr2bNnUN1WYE5j1JWjrB9tnvWQ2H6kqHOBryim5PU2+BD9Y8aMkWPT2EiUj51QZuEly+bqtw2HNnFsy+MyLx1Go0UnzrrS0VaNn+/KN5UiNHw87Nk3h/561lFhpVUEDkIgVFcFhwxKZU2c2267Te50XWVZq8BXJZ50Wkl8dE8eeOCBwS0wl8SYxl/V/+Qxa9Ys0bVrV8FaO0WcC3xF8KSvLYOP9XgYr3X++efL5wL3is1YtTSmVvvfhkObOLa8uMxLh9EodGLXVX1dS77NeTS+ZkcI+Bh8iPXmwgsvlN1TQ4cObYibZthDCbPlEHM8D3Cmw1N2xqTUUSZbfHVg0aWZxDd58mTZXRFaV0USo64MVfqx5gyD7CdNmpS7PbjEZ1PWKvCRBktIXHnllfI5wZgm9qr78ssvc/Nkgz2UODYc2sSxLa/LvHQYY9eVTv458qNCQnY+8TEuYdCgQXJgMV9r7D+F6Gk1Z8MhooaZNkyJZ+XmOmeZ2OBzWQcKH2c2Ix08eHBwFjyF0QUvvDDYyBSxw1dqHucSXx486WuqxEdajOPB8svAZcbxIHjau7Ph0CaOLY8u89JhNFp0YteVjrZq/HxXvqkUrvGhutnDiG4pumowQ+PHTBvXWEzc5A3Pi5vr6JqjO46uuWHDhgkWxMsbPy+e9HV1p5/Or+j/Ch9ijzFKrIuk/IqmVdf1rvEgdiZMmCA/AvLMLHSNryjPdeCDI/bQ4nnC7EQGsD/yyCMNy2hRjKFfb8OhTRxbHlzmpcMYhY6OFUd+vivfVEwX+MiD2UNYb4466ijBYNOHH35YvvRd5G/ioGx43jK89NJLgg1FWRNn5syZzqwWefGV5cE2vsKH2EUAsrt8aE5hdImLFzmzj2gzdM80cz7wNcOTDqsbH1P0sYKxwS2D+W+99dbgxnmlOSn6vw2HNnGK4lLXu8xL5Zk8R6GTZMPxb9+VbypuXfh4SNPwePjQLcV06Ztvvllab1gkra58TeWtI7xZWQhjfRDWxGGQKV+fPJRdumb4XOLIykvhY1r5iSee6EwAZuHR+SuMurA6/RA4dNHwcYA1MMv5wpeFJ+3vCh8WUixgLM2AaGa83yuvvGIUimm8If5vw6FNHNuyu8xLhzEKHR0rjvx8V76pmHXgY+YIi/nx0urVq5fcMRxx015dFodYKNgtncHGDJz0NT0+C18o9aHwsYQA2wKE6BRGH9j4aGCwep8+fTJnG/nEl4cT1/jIb86cOXK8F5un0iVa58a+eTgoe40NhzZxbHG6zEuH0Sh04qyr5jOTqEDbg4eUbVwX8arAx9gKGhnWijPOOEMu9MVaIOzMrKw3LsriK480h0x9RewxDontG5577jn5ggoFny8cWfnCH1sB7L///nL166zrfPqn69g1FtaPoVuGMW26WUa+8Zn48IWPfPnAYJFRFiDkfnziiScEEyFMmEMLt+HQJo5tuV3mpcMYZ13p5J8jPyokZFcGHy/0GTNmyOXasd7wYmcAZXu23ujqMskh68BgLuehykaFprEVuvSq9kviqzrtKtIDH+vGMJg0VBcCh6wnw3gdJo+kZ+mFgK9Z3YWAj3uRjzF2jGe2IzwqwdMMeyhhNhzaxLEtr8u8dBiNFp0460pHWzV+vivfVIqi+HjA8oXEnlO8mBhcfMcdd8h+8RBe6qby1hEOh5T9qaeekrNkGB/AWih84YTgitaxa8zwxKDbIUOGuM46d36hcMj4E6ZUP/nkk23aVyj4sggNBR84EIxMR2fVdRanHD58uOzmoqs5ZGfDoU0cWw5c5qXDGIWOjhVHfr4r31TMvPh4GbGYG5vtYb0588wz5Z5M6S9LU37tMZwdxtmUka9ExE5onOStY191g0jEGoh4DtWFxCEzGJlOPXHixIbYCQmfrg5Dxcd6VnyY8MHGulbsMxfqqss2HNrE0dVfHj+XeenwRKGjY8WRn+/KNxUzCx/+vLCZ6cGqxezBg8BR1pvQv35M5S4bDj98GbKzOOsBMaMMM3iILquOQ8HKWihMCWbwaKguNA4ZZ0L3KGPBwBYavnQ9hoyPjzhWXL7rrruk4KFrixmA3N8h4bbBYhMnXXd5/3eZlw5TFDo6Vhz5+a58UzF1+JiiyZiJvn37SoHD1NZp06YFddObylVnOF98PAgZL8GO075mU+Uto66O88Z1cd2zzz4ruQylq09X5hA5xAKGQGTQf4j4kjyGji+JlSUxmKnFwGX2ngvl/rbh0CZOkosiv13mpcNlFDpx1pX9rCoqt9nBw7tZuO8whY8zAofZCWqVUb5wWIPCN8aQ8ucrj6nzLM/PwEb+VxyGhDOJJXR8/fv3lwO3k5hD+x0qh1hYsbSydUponCXxhMpfEmPyN2tdsdcY3VkdO3aUs92Y+eazHDZ528RJ8lDkt8u8dLjirCud/HPkR4WE7JjWixmcjfJ4ebO4HwMeabTRfcsADz6E32GHHSauu+46KXBUaOh1HDI+xHWHDh0EL5GQXagcYl2k25TVtj/44INgKQyVvzyE0TZ5Pnbu3FmOUWSsoo9xPDYc2sTJw4nuGpd56fI3WnTirCsdbdX4+a78rFLwgmFxNlbrZVM81r1hplBoA2mz8Lv0hxfM2GoAdjrvUOtY4QwZH4u4saBi6C5kDrmXmSSA9cH1qtt56y1k/vKUAfxz586VW0sw6YBu66lTp+aJWtk1NhzaxLEF7DIvHUaj0IldV827n6hA28O3OS+JG+sN/fo8FFkenemVDABF3CSvi7//r765ca699lrJFXtzZdVlln8oPIaM7/rrrxccoXCVhSNkDsFMF2rv3r0F3YBMFMgqhy//0PkrwgvWHLq1mKn1/9u789//lnsO4P0fiBBLxVa11HppqbWUqqW1b7VcFcutIERSRLSqqrZbtFq9ElsFN6nK1YWiqrVEbL+QaIWiCYmQ+MUvJB95HOY6933nfOb9npkz5/X+3pnk/Xm/P3POzDzn+Zo585rXvGYOhYel1+6tS/KoubeGw5o0NdikGVlWDuNcusqpf4PiCOToYJb3ile8Yjl/w+mqHOzsMhAi4Duan1z5tu7ec889i0O2d1XdxtNt13J5j46Lis/Bkl4R4pDJ6CEqh4k3+PjpsM7ef//94Zaeo/OXeLzkm0LJT8+EkV+jc6AcGLpXqOGwJk0t/pFl5TAWLTpz6SpHW5+4I4SvTOvK1pK9P8ihWD/zMz+zLE2lVzKk2h2BL5Ud7RsXf/M3f7PMjJmnHSp2zlp8dA6j4jML/rZv+7blpafR2sIpnqgcJpwJH0613d/4jd+4VTlP6UZ9J3yjyhtVjnp5RpgMUXQ4Lnuvnde+9D4hvobDmjS13I0sK4dxKjo5VgbFjRa+WR3nRGbV5zznOTevfvWrl/dQbeHYih9ET5hiWL1+9Vd/ddmui79LZmbROYyKz+tD+D5dw5lMUTlMHSjh8/23f/u3i4XB4ZVRQsIXBc9eOPjxsJ5b0mJdM9m0pNMj1HBYk6YW68iychinopNjZVDc3sKXv4PqHAl/7733Lv4kP/3TP71Yb85xTNwb3yCaq4sx63JmEMvCC17wgmVmdumDKTqHUfFpp6zJUfGtG1V0jGt8fjtI0HKKgTZCWOOLgGdPDJ4fdsBZkvVcofTw8WNtu/TZssZZw2FNmnWZl/weWVYO11R0cqwMittT+MylXiDpHA2+N8zVTpm9JOyJ7xIcR9zL+vXCF75wORTRWnvtjrPoHEbEx9xvuy5fsYj4TttjdIyn+PyvTVN2PCeODqf4jsYzqnyvN3F8h1ecWFK0uaH2BPUaDmvS1HIzsqwcxqKiM3dd1e+qItzbPjT4265fck1efG+YpA3QX/u1X7scZMVUzXpzSV7p3p74Up7Rv+1Qec1rXrNsree4md5gXIs7OocR8Vm2cvosziPiO20L0THm8FHc3/jGNy7L2N6PdVqnkf/n8I0s/+iyWI49p++7777llTEve9nLbrwjL/lMnoOvhsOaNOdgyd0zsqxc+XPXVU79GxRHIK1BA/KgevnLX37z7Gc/++Z7vud7bl73utc95NC62jJ64Kste3Q6dfW6AYerPfe5z71561vfujz8W3FE5zAiPn5QP//zP79QHxHfaZuIjnELH2UH16wJ5yxln9a71/9b+Hrlfy354IHlQdv3/kCWeMuL5/ip1XBYk6aWy5Fl5TAWLTpz11WOtj5xtcKXjvXGO6Z0BqcW/8qv/MrNW97yluVVDX3QPTK2l+PS+vgv/uIvLqb817/+9Y8oDmvbYK82dpqPWaxt5fzKhGj4TvFeA8bbOHSgoB1Bz3/+8xcn+9vuzdW9R9wRZfbAvVce+DAws7hRQik9LPV8e7a42oq/DWNNmtvyu+3ayLJyOKaik2NlUNylwme9scU5+d7YleKQP4PDHuFSfHtg2DNPa+Te32UXmpeUOjSxd4jOYTR8TMzeEG2HihANX659RMd4Dj6vd3F68jlHJuQ4aIk7B19L/tecljy8JJi1nuOyCa0+csrZ6f/n1LkmzTn55u4ZWVau/KKiM310bvezIcDazznrlu6xnZlGb1nlWc961uJ7Y2nFbKy27HPSnYPvnHyi3cNkzwnTaxs8QLxqgNKzB87oHEbDRxa23iZ5RMOXayPRMZ6Dj/P9d3/3dy8DqcE1V8+94s7Bt1fZ15KvZ72zu37iJ35iOY+H4zJn/XTSdQ2HNWlq+RpZVg7j9NHJqX+D4ghkK3jYOFiKgxrLjQH5D/7gD7Zu3yX+Nny7FDggU0t+1sC9gJPTsQF1zxCdw2j4HF7JCTyFaPgSrvV3dIzn4jOYWibBf+0uwzUv5/4+F9+5+d3p99k9q5/YNfdDP/RDy86tGqv+SN5HlpWT/7ToNFhkCK/lc6rl+t/A610pzljwQkOmSstVSXNvKe/StKf4Lk0f6X4PborjN37jNy5nCv3d3/1dk+zOrVt0DqPhI5+3ve1tD4RksgMAACAASURBVMomGr6c3KNjvASfM3a8zJcFOVfXPeIuwbdH+deYJ85YKRz6aoeiseLP//zPH7SEnlOnkbyPLCtX92nRyal/g+IIRKDc2PHjkDTvULJE5f+Rs6pclRO+3LVridPB/uEf/mHxP7DsR9kZGaJzGAmf5Vj+UusQCd8a1/p3dIyX4rOse/fddy/+f/rP3uFSfHvjucb8vS2dD48JsvcVJh+32+oykveRZeXqXLTozF1XOdr6xFFwnJCZ3nT7y7/8y8t5CkcrOKl2RzfOhKPl29uDnSlkG23tYVwt5UfnMBI+SyZ2AK1DJHxrXOvf0THW4PNc0m9MEvYONfj2xnRt+ePQeELhedGLXrScx6MvWarfCiN5H1lWrr5FRWc6I7ctTxHw+mMtlYnRzikmYufeMBdTbtb3Rfh9tLmxlgO4nTjKr+l5z3vezb/+678exm10DqPg0y9YMj2o13KPgm+N6fR3dIy1+Cg7p0uJp3Xv8X8tvh5l3yl5nHJoAws/Hi8StaPUcQ0UoXV9T9Osr/X+PbKsHPa5dJVT/3aI42Pz2te+dllL/a7v+q5l55TZkgYQNWgw1xacNfHiF794MeH+1m/91lmHbe1Zx+gcRsH3z//8z8tuq9NXEkTBd1sbiY6xBR+LvuWQ2ywDt3FzzrUWfOfk/0i4Z4tDkzwvJDbpcyYP5TWNOVtp9uBrZFk5/EWLzly6ytFWjiNY57KYofK9YQZ2TgXHYrNX148WfqkW0fEl/HCawbzhDW9YdlMx2eI+Av4IGBJPue8o+Lw81eGXZp3rEAXfGtPp7+gYW/CZoDlM01EMJhF7hBZ8e+C5xjxv49C1tJLg3Yd8ebz70OQiKT171/k2fHuXLf+p6OzAskH3gQceWBoUc7ydU//0T//0sJKOFv7DAJ1ERMeX4L797W9fDpljKfOepFGdN5V/23d0DqPgs+X/Fa94xcOojILvYcBWEdExtuKjfFr+sJXZu+B6h1Z8vfFcY37ncshFwq7eH/3RH12OEnjpS1+6LO3vXedz8e2FYyo6nZh1tkHaOfU1X/M1y4PBi9pusywcLfxS1aPjY5Y12+Tr9Pu///sPvry0VK+R16NzGAEfxZRDPl+10xAB3ymm0/+jY+yB7z/+4z9ufvd3f/fGd+/QA19vTNeW36UcstSZINqkQa57h0vx9cYzFZ1GRq1dc9h2qB/HYr85Pp0j2HPuaYTXlDwqPocpvvnNb158B37yJ39yMcE2VXTHxFE5TFWOgI+1k7Kas8RFwJe42vqOjnHi25LcmPi//uu/XsYHY8T87MPBT/3UT90qzKKiM3ddPXTXlIcG640Xar7sZS+7eeYzn3nzkpe8ZDme25KV6+d+PNjPvfeI+6LhY3blwP1jP/ZjN9aa+T8dcZDiJbKIxuEp9gj4OEvahXiKzf8R8OVwreN6YDQYev3FHh+W5j3y7ZXn0fgsx63l2fv3r//6ry8vqvUKh70+luwvzbsmzaVlpPv3LuuzPuuzbpXh3HV1qx740Ivecs2PgC+I9/FQAik9tUGHihwi4fMwcs7QN33TNy0+T5zrriFE4jDH19H4KKresWTikAtH48thOo3rgfGDPuiDlueKZ8v8jOPgSU960u6v1nGWl63ee4aaNliTprYOe5f19Kc//VZoRYvOI3nXFeFQZOyU4ojH94bTpJlMjzdd7y38WyV/xsUI+AyEZny2uLLksOhEOVDxDAqXWcY59x11z9EydoKrt5WbceXC0fhymE7jemAsPahPy7zk/x74Linv0nuPxOe5vvc7BKeic7P7c7DUf6aik+mVTNH/+I//uJx1Y9eUZRIvgLQ01TMc2cHPqcfR+AyC3tbr/AcHAF6TgpP4PZrDhGPr+2h83jnGodwLJXPhaHw5TKdxPTCWHtSnZV7yfw98l5R36b1H4puKzqXSqrt/bxmX+k9R0Xkk+uiw1nByZW60dr7XGm6PtX0NaK/PUfj+8z//8+aNb3zjzdd93dctS4VHnmzcyu1RHJ6L+2h8LHZpZ2IO89H4cphO43pgfNrTnnbH9eNTnrb+78HfVt6l+Be+8IXLxobSfS3X+ejcd999u8kXthoOa9LU8rB3WaX+M3106hTULqk0mshhND4WG4olnw2f01NyI3O1hW00h1s4tuInvi1mzo/vwWFpRno+moff2QPfw3PtF3MkvmnR6SfH23LaW8al/lO06DySfXRuE1yPa3sLvxXjKHzKMbN3gvQ3fMM3LCcc9/CBaq1/j/SjOKzFOvHVMvf/6XpwWHpQ/39pl//qge/yUs9PcSS+qeicL6eWO/eWcan/HKro/Nqv/dqyNGEn0/w8lIOtXSgtjW0rrXNMjuT/5S9/+c2Tn/zkGzsgKDtHYjmnbMennxv27uBrHJb8zsE/7/n/vvY7v/M7awqrfveQcelBXQXs/xL1wNdSfintkfjuFEXnz/7sz5a+f//999+87W1vO+ut81u829HqEMF///d/z4rOS6n/8A//MHtNpFeFeM/gemfsVlmbmVx4odR/DlV0PuETPmF54ZhzNG77eIXCbdev9dpWvXQ+75YZFawhe0vxKY9b+E7ve6T9TyE7N+zdwdc4/uVf/uXmUz/1Ux8mx9vkE13Ge+P7zM/8zDWFVb97yLj0oK4C9n+JeuBrKb+U9kh8d4Ki49iNz/7sz176vUnMV37lVy47VGt5p6Dwkcy9yNUuZO9tdD0X+LM+5znPuXnv937vh7xaYm8Zl/pPUdHZ0xm55ECEHJ+9HZlSOaO/t+r1l3/5l8spy6PwvOpVr7rxIszT8rbwnd73SPv/3HaLl5EcekkfB+5L5DES3yW40r1747tElgnT6XcPjD1wJFwGKidN33vvvd2eny9+8YtvWL9SGaXvt7zlLcszLDmaGwA/53M+58ak6jTtbfyxDth1+axnPeth6U7zqfn/2p2RWXKe8IQn3Lz1rW99kJ8//dM/vXnRi1704P9bvNzGe0rjKJXUjsTZCWunZLqe+3YcyMd8zMcsL9JM188pK91b813qP4c6I5e0sKQxqvidGLbq5cTf0RYdJ9Oehi18p/c90v4/t93iZSSHLDpf//Vff5E4RuK7CNj/3bw3vktkuYW/B8YeOBI+Dv1PecpTbj7t0z7twR1t6dpR3wbf1772tdnib+Pv3/7t35Y2zXdvj3DtFh0v5/zCL/zCh7xZ3ktY03vj/viP//jmq77qq5ZPWopiAfrN3/zNRXmU3qnF7nn+85+/UEy5fMELXnDjXY1WXR772Mcuyo4jINzvXpbW0+C8Oe+scy7WR3/0Ry8WHcvpDsD86q/+6k0r0Gk+Nf+X+k/RorOnM3IJXKrwbR0h3XON31v1mopObGme227VYkvGe9RwKjqXs3qJLLdy7yHjHjgSvl/4hV9YThH/+I//+JvXv/71D7ZBL+T87d/+7cV/wynvcBsQxf3Jn/zJ8lJcebjv937v95b49BJPzySDhU0D3n4tDV+N5IfhujizebN3+f/FX/zFAsk98ofFKwFcp8C4l+WHpcgREqfBQOtlvZZCnIguOMtMOeJbTqVPZV27onPPPffc3H333dkDbB2ESPGwBMV356lPfeoN/0KKyyd+4ifeUD4tdX/FV3zFDT9NSg3fUO9s/PAP//BFATIBZiVmmfuRH/mRmx/4gR+4oRN85Ed+5CK3xKNz5+TDAvRzP/dzN495zGOWdxB+67d+6433UHl56Id+6Icu11Oant+l/jMVnZ5sX5jX1gNyKjoXEjn49lKnWsPZkvH6nl6/p6JzOZOXyHIr9x4y7oEDPoO/A04pBF4gaXadlBHnghmonDL+ute9bnFaZQF0KOcXfdEX3dgUYNZvBv7DP/zDS5xrFIvHPe5xy7KTpRLLBPL59E//9OV9cw7zdGr8c5/73MWKxKJkqemTP/mTF8osjcvzec973g2fKI6s3/It37IMuOJYCCgz60ABMogbXPmfJEulcmEygP7gD/7gg8rZOu0lv69d0cH5l3zJlzzsrfKUSSfJW5pLgW/hG97whptv//Zvv6EMU2K/+Iu/+MGToT/lUz7lhtuEJXCKEAsNyw1lSRvyPilLYvinvFBaU6AYawMUor/6q7+6+diP/djlqJDP+IzPWO7/8R//8eVcOktfe4RS/ykqOtNHZ/yBfNNHZz/ODUqtn9J68Dr/vdem12VNH53LZXuJLNdcr3/3kHEPHDAlpcKShR2MH/IhH7LM1l1zyrslcZYVipDfBjLXKB8sQHbLWCay5GDQYg2gPBmw5O23Qe17v/d7b973fd93UYIoHfL8r//6r8XqY1CUr52ULEAsCXxInJNFcaHkvPKVr7z5/M///AUHK8OXf/mXP6RfUoB+9md/dkljwKY4mQB+1Ed91I1BzdIcnAawtSwu/X3tPjqUSstEDzzwwIM8sM544bRDbylBZEkOfKRY4Si6XmVkiYqC++Y3v3lJSxFihXN+GesORSa9X9C9z3jGMx60EMqTopT4tkuLnMmDxe/DPuzDlnaiTFYefUSbSz5bKV2v71L/mT46e6iXZ+ZJyLkwLTo5VuLElWYPa6RbMl7f0+v3tOhczuQlstzKvYeMe+Aw8Fh2YB1h+fBtwHn1q1+9QLdMRbl5n/d5n2VGb8nDib2C2fsTn/jEG+9l4k9hIFsH+DgSU4SSFcDuHgqObwPdOvDHYfGxJMUx1TKVYFeQHZ6sRJY6BPcaRNeBEmMJRHjJS16yLF1R3ihJPcO1W3Qol2Ry1113LRY8VjwytsWcwoPjZz7zmYuiSPGl0D7+8Y9fLGuMGJaxKJEUn0c/+tE33/d937e0nXd/93dfFCWyoQCxAEnL0pPKoMCkwBL4ZV/2ZcuOLNY3eVF2KcfSf8d3fMeSr3cV7hFK/WdadDrM8Gu10q2Z4LToXD4zr5VBTbrS7GGd55aM1/f0+r2XRSc5Nxqs7Lgwq99jZpbKMcgmTvbm7xJZJkyn3z0wtuIw4FEMDFr8X2DEI8uLXTkGGMsOf/RHf7RYeixpGcQ4LBsof+mXfmlRjFhePvdzP3fZqkzejiagrFjWsLT10pe+dFlqonSwALG6WMag/LiftcfyFiyWL8ykWXwsQ1niMkiyPhhYLUkZkO34tCyScMOersNracvb3SlHn/d5n3fDb8RkkENt6+thrt2ik9oiHxkWGApr8r9yjQIi3odVh2XGPf43MfJNAbak5Ld8yMRvlh1tyPUkm3TNtzaXyk9lydu1v//7v1+scax42pT83v72t++2C7XUf67eooNsMxZrlbRzD2IdbY9AQ2X66xU0jly4Uyw6GjuZkI0ZnxmAQbJ30BG9GNIW1hGhNHtYY9iS8fqeXr/3sOgYxA0G1t/5WZDlN3/zNy9r/b1wp3wskzC5r1/9sTd/l8gy4Tz97oGxFYdlAUqNV6fwkRAMeJaKyE3/0Ae///u/f5m1u2YQYsGRhrKSduXwj2ENEm/S9aY3vWmxFNlirk+LVxbFx32Wqigf4vlvGFTk539WAHKV1v+UHP/bsmwpjaXATh7XOCynoC+7phzKVTqkk4Oye1muKFWt4dotOqn+NW2wJk0q79Lvvcsq9Z+iRSfyrisaKoc0plCdkZe5td60Te5SYZTu18lyuwNK6baubwn/TlB0zPiYOc26KJ5mk0ybezijMdl7OFN6R4RSp1pj2JLx+p5ev/dQdJxebu2dRUBdWHL0rzTw9MK+lc/e/F0iyz0x9sCxJ76tvHvE7y3j2zBORec2dvpd21vGpf5z1YqObYnWf5nsU+CcpfFeQ9gS/rUrOmZjTOLM2ikYIDnHmRFeeyh1qnX9tmS8vqfX796KDplxKDU7XwczduZoS02vec1rlhk5y4BzNlgKWD45NZq128IqwGbXj90XzNsCc7b/WQNYJKS3VCJ/liTWABYJfh2sAHuES2S5VX4PGffAsSe+rbx7xPfgrxbHVHRqmbss3d4yLvWfoqITedcVBydWAiSmDysPq4sHpQcur2/OdUywTLPWi8WLs57NCuDByhxqzdi2SuuSLATOD7Ad0nHXzLN2AnigK4unOo91a9O2asqHWdbx2JznPNgTpq3vrbX9a/fRoag5h0E91nW3zotbAx2HNevylCHc8hdgyrY08qVf+qWL5z5OtT+7MzjVsSq41y4MDZtZ2+DIYkSuBkMfZm1y/87v/M5lTXqNocfv0nrwuowtGa/v6fW7t4+OtXa7XFh1chjtnLF0QdnRD9NSxju8wzssDpGWoez6IHd9lS8G2fmtDXCYpdjoMwYc/cbR8ZaH+Xvw69C3bG8lyxyG1rhLZLlVVg8Z98CxJ76tvHvE9+CvFsed4qNTw2FNmlqe9y6r1H+M8Zyy1/c9aq2rRV26MmDy9veQzAXrvTz3zUodlvRJn/RJiwf4e7zHeyzb6zhl2WVgxslBzqyRguRBbKZpR4L1bFvxPvADP3BRbBx45GFOiaHg0BIN5rzYKT7Pfvazl/9P/Qxy+MRpNLlw7RYdy1XpwKnT+lFEHE/Pj4Djm2URAyBZ2gprkKNQ8v7nJOmgMGnIh48BC4ClShx/8Ad/8LJ+74h4B1+Rn7TW9lkIOFz69A6l2cO6vC0Zr+/p9bu3RccyI4dSh33lAuXTEqVAVmTAospJVaDM2AbMCdX2ZDJJwYSBNVb/9eGnYSJiWytrkJ0jtrbiT552D+3hg3WJLBP20+8eMu6B4xRX+r8HvpTXHt9H4psWnT0k+vA895Zxqf8ULTpRFR2OdBSLL/iCL1isN4lahLIEMHkznQvpgU0pYUVIDsUG2XQ65HqrnAGYtYaCZLZq4GZJYOGh6IjzcFYWRcqs1UOZ059DsgyuTPilsCX8a1d0nK5J0Vk7F+KCzFhlWMkMyoIZFUWT1SAdCkZuFB3XWNgST5Rb1gBLYGTACmQpjEUnKTrkZqeGQPm0tZGMeoZSp1qXlbCv4/b63VvR0Y9YbCg0nMhTXSgwFBzLk6w64p1UyyKaU3T0Mf3Cw0aQL/mRu+WvFLdWdDg8s/ikXRsmE/pg73CJLLfKTrxsXT8nvgeOrXJ64NvKu0f8kfimovO/E279UF/rHchWf0/9vHf+Kb9S/7laRUcF7bYxwJnBp4egw4osdxgM05ZFTsR+296WU3Q8yFkMCIRSxGRvS2MaqA3OlkiSouPBbYbJ8uPhzBrBEdpyl7MLLJvYKVAKWx382hUd9WZlsQSVBjcOwxyScWfQYgEQKIfkl1N0KI+WRKQVvJOFlc3DSbBMearoUHy9p0WntRuPzHqHUqdal7cl4/U9vX73VnTgwqN36Wjjdu7oJ2Sg3ZsEsdQ4n8PSknNW3PP+7//+y/HwJgWsdHbHWCp2Iqv0+obdkczI/H/E2Y68VnT0AUoqRdeGA2XsES6R5Vb5PWTcA8ee+Lby7hHfg79aHFPRuVnGNv0wTRBrucyls2TlLJ0tq3AuTU1cqf9ctaKDEMsZLARmk3w5LD1Zj2NRoax4WBosPZSR/S7v8i7LWh3T+Du/8zsvfgBml/JAlgHa9lYPbAdeydO9a0VHufxJDNgGAb4FFCQWCEtaPudscd/q4HeComMZyRKVWT8OyQInFFJnZJjhizerZ2Ez6L3Xe73XMqB5j4rlQlYC66qUU/caMCmdlkP8T66sR2uLjmUSZ36QpfIpo71DqVOty9uS8fqeXr/3UHRgo4DoI/xpfJLiSZasZuIo+ixndj/6n18b/xq/tWcPGstV/qew4oVDs34pTv9RjiVmFiMKliUs19JJvr14WudziSzX6da/e8i4B441pvXvHvjW+fX+fSS+qej0lmY+v71lXOo/RUUnsjMy8nw8FFljfNZOT36Lc9196/9TmnTt9P91vilP1gEP3VTuOu+Uv3xSnum+re+U7+n1a3dGTvVRvxyvrqf4xMH6/yRL97m+/n+dNvFM0aFcWtrKXRfX87N2aCvlm+pXuq/H9d7OyD0wnZMHszYLH8uODQLrNHvzd4ks17jWv3tg7IFjjWn9W7swEFgSXse3/E47XvnalfIxyPC1M7nhYG7SuE5T4o9izU2BSwHFlzLsN+s5NwH+luv8Lvl9jc7IJvKOd2ApMblQX6sQ/recL86z0QTSxFC8HYwm/yYf6aBFKxCu8YG0emHFw30ssyaIlqtdNyExCTH2yV/5/OUsX7Oouye1A89gBzvamMNqS7auyQNO5bjfx3P9Elnddm+p/1ytM3Jeb9wnlqmd6d7x4xpFr0BwuXAnWHRy9eodpzOSi9NSWXJGhdLsYY1jS8bre3r93sui0wvfVj4GPgOYbeYsO+uwN3+XyHKNa/27B8YeONaY1r8pBCyrrN29AuucdywZxErBLlfLj2mgNRiuwyX82bjA2Z2i0yNcm0WHpdxLW60isGrjAxdWIvQfB3taWrZs71UfVjrU0cYbllTuAyzilF/PTL6sXARs0qE8mXBwy2CZJS9uACbelo5tALE7mRWe0vxu7/Zuy8TE7ldYKFjGSu4IfPv4sVJsnGptCZqriVO3HTNhI0KPAx9TGyj1n6JFJ6ozcqrgiG/aq1mDB3LPsNXBp6JzHstmBOTiMzKUOtUay5aM1/f0+n2tis5t9d+bv0tkuYWzB8ZzcSjLLNrH0q7Zcyrfm6n9zw9O0D9ssmB9YY2m6BiMDHCeMfwZWdPcL53Zv7z4NPLXMCPnB7cOacZuadIOOYpOLo+URh78sxwR4MgAA7W0ylMHQR4sEsq0XOk4ApgtS7NMeP7C6PlrWZNfpsFdv09+lH7L00eZ54ZrU3RYVNLbxC0d44RcKT4CBYbLhbZhaZ/ywprh8FYWG3zateo3nigfnhvcA1hsBP46FB4WHW2FRY0ixPfUfdw1KD+UZ3LQXljrWNbFaTPK0dbIzsYCig68lrgpW46R4MLQK5T6z1R0ejFdkU96QJ0mnYrOKSOx/i91qjXaLRmv7+n1eyo6lzN5iSy3cu8h43NxGKBYUszQzao5e5u9UxLsIvUKBtcpDvynHLFhMP+4j/u4xaoizbu+67suM3lWNEsZrvM5tGNR/mb5Bia7IA0Q6+BUbDsf7Yq0s5LycpqHAS0Figj/R4Oj5QzpnXlliZIC5PrjHve45bojBvjmsVjwi7REZeCGh5XBoJoUHd8sCQZMwT3wcop3Ov65r5q5NkXHshKldT3pdm4Y+QlWHFi4yR6/fFjJEJdkK1BkbBSQF1lZlmJpSYoOxZMyxC/PM4XiSYbr4yEoqeIorpQlvrCUIgoPBScFSo/2oj1RVu1QhsmxLfxge4VS/ykqOtfgo+NBc42frbXpO8VH5xplcg7m0nrwOo8tGa/v6fXboOAheEl+I/Fdgivduze+S2SZMJ1+98B4Lg4DnKUDioBZs8GJgmMQM9s30FMWDDoGK5YRVhiKBWWAFcchkPIxyBkUOe+bqVOeWFvspKM8UUIMVKm+fDIsR7DgWGJ0Pz8QgyQrizycu5T8MVI6Col3XeHJNYqRNHCY8Rv8vFRUvnZNGoAtt7EYGaCUIV8WJ8vV8FLkWG8oW8ox8FpOs5QtHStGKv+272vz0WE9IW/LTeRhWdC35SibbXDLxcIYQhHBOysZnlj8yNP/ruEPN3x1WHwsTblOSWQ10s5cF2dnMiVZWXZIsviQieUnbcwGEoqM9qENuo9iy6JI8WTVIR9LadoY6xCll7XoNvmce63Uf6aPTi+VsiIfQsyFadHJsRInrjR7WCPdkvH6nl6/p0XnciYvkeVW7j1kfC4Oyg0fDEqLQHEx8Dmiwc5Gs3EKByXFoGIQokCYQVvioChQUASKDosP3411oDBxGv6Ij/iIxWKTrpnhs8wI/DcoFJYr5CHfrcBfw9KKmT7/DaefGyjhFPiVWGKhCD3jGc9YZvwUKVYI5Rjck19Osuiw7lDmktLGWRkvBnGD9qklagvbtVl01IOMWUj4z1AcBRY9/1sWYqFJ/1PkcO2aNkIGLDMUpWShoaC4ztJDKSYHS19kmwLF0mGt7qOocGnxm3LkvDm/tQ+8U4j8TwmnsPoNh6UyShLslq2UR449Qqn/FC060X10CCVtTUUY4nr5bBBSr7xywtx6QD7SFB0PbzOytcnTA+7ctXZtwGzvXHN1ThaXxJU61TqvLRmv7+n1O5qiQ6bOUjL46EtmmmaHl4TEH38TO2wMemaRLALpQX1Jfqf3XiLL07Tp/4Qx/V/zfS6OpOhYZrJsZBnIM5rVhBJhJm3wZxWhUFjOSVYax2FwXk3LQGRhAHK+UVqC4oRqQJSPtJZAUjDYsQSwvjj36h3f8R0XmcjDclPKg9xTMJOmNHFipaSQm4GRc+sTnvCEJY04SynSUX4MhgbZu+66a1HYDLqULnEUN+kociwGHF3la0bPomE3j3QsCefI5RoVncTt+vucuq7v97smzWke5/6/d1ml/nP1ig7tVsO+7777Fs5pqutTjs8VRO4+HZJD3F5hS/iPJEUHBx5kdgh4IAsewB6cZhDnBIOgrclMsCNCqVOtMWzJeH1Pr9+jFB2D4NpHYAs/UzUfErPLmqAMZZ0GM0KHEvZQbC+R5SmO9H8PGZ+LIyk6rCiUB++KUz5Fn7JjOYD1hCJhAui316LYDcM3ghIjnSUPlh6zfzNrcZQgA4LlD3m591TOlFb3ytczlyJzmof+mILlEj4k0ujf/vfbga5m+n77sAJQoPx2IjaXCb9ZKCg+flPeElb+RawCKZ5C5jc+fFOCTIBKYSo6JYb6XO/RR25DUuo/V6/o6GjWmZOicxsZpWvMdpQbvg4jwpbwH2mKjpmc7YZJ0WHN8bBdOzWOkMe5ZZQ61TqfLRmv7+n1u4eiY82cPFhgBIOW/w1mrplV8+HwqgfxyiQn9+uLgsHYwMusbhcGRcc9DuLEh9+sAylfaTg8cqSUj/vcYzC2rKEMOPihGJz1D861j0RFh9WTBcZgfqqELORn/oxsg5nii1FH4puKTlE8XW7YW8alZ/LVKjoehLR2zlbWjZOioYchzAAAG35JREFUQ1GxfOWBYIZgz76ZgAekWY217bQm7YFqZmGW4KHr24s7zTQsWZlVMIsyiUrHXOpBLB8OchzppHfNTEfghe5/10sWhi3hX5uiQw7q7INnAVf+N8PyQDaQpXvMLIUkI7Lj2JYUHU5y7mUREHBpZi8vs8w0UzWrFAyCzPdpV4GlDTs40qzVPUza8jQTbA2lTrXOf0vG63t6/W5VdCj4+pPlEM6N/D8onE6Y5phITqwDtpqa8XP8tGRAoaGQ2M4q4JivBaucJQdbSs3YP+ADPmCx1rE2OHfDspZ0ljxsieWUygnSDg7tx/925Ljf7N1vffeRrOjY4UI+lB3PrHPCyDZ4Dp7Te47ENxWdU2ns8//eMi49k4uKTtRdV5QPDmjWiq09W+M1sL3ne77nso7rYeBAI4coeZAy6RokmWd5fPP/sCvBA9Q1HwOr7XG+0yFKdh9wevNQZh41s1UOBYh3ud8e7Bz/KDtw2DbHAY8CQMBbH6bV3LVr2nVFmeMEaUDkBMip0EAkzpIUb32KC4WTCdu3WT6lhHOk9X1cP+Yxj1l8LygpliYoLjg1uHKefOxjH7ssTxlYreM73dOsPilA0iuPjOwwwb3TknFJ+ZWn6/Ik8y3uc/I4jSt5+K/vbylnnc85v1t3XWm3loE9NCj8toXqF5YP8EyR0u7temF9oYDimBKLbzsu9CsTD/2EhYfsnLZKBnxDKML6ozj3K4+iRDGiRElj543rlFN+Iuqub3lbPUsSmcq3x46NS2S5JYMeMu6BY098W3n3iO/BXy0Ozx/PjNr056Qz0fYcO+fe2ntqOKxJMxLfJWWV+o/nitcJre971Fqni+qMTPFIh0h5GGpIAkWFxcBD2QPZw9+gyonOg9XH7NSAe/fdd6+rusyQOPklT/AnP/nJy4DKFJ8sQ67xAWLCNxtl1RFs9zTLZTXwoKdUeRDfFggyF67JosOfhre9QcqM23q62aZ2sw6sZ6wFGhsZ8X3CtRkqp1IzehYdyqf4JCs7Bgy0zu0wSMpbGQJlyg4R1j3KE0dKVgTKbwoGYY07zX4N2KwVNPzaUJo9rPPdkvH6nl6/Wy06eKYErgMLJp5ZcZIflK3ELJ6UD1YXSg0Fl+XHpMB1gcUuLV3pq5YnLTcZXGw35VialCZ9Up9xXd+23GWA4IsikP206CxUXPxnZBu8GNxgp9hTfNOic8rIPv/v3QZLz+SiRSeqouMByrGNX40HrGUnGmpO0bHUYQtm2vHhPoMiyw4lhhB8m40aZPkPuCcpOkRvgLR7gDnffR7oLAoGUsHD2/ZGAzorkIey2XBaysk1ny3hX5OiYzZkNg6zY8gNlCxtLFvqh0fcUlAogbahsqq4n6zM7imE5Mny4504BsB12ksUHZY8ipD0PhRdspenQEllEbLEWBtKnWqdLwyjQquigyNKoXwoMuRh+Zeyw2Jjdwzri6Ul1ygjJhD6Awvm+73f+y3Li7YCU1BZ+97pnd5pmVC410F28pJGu9F/9SF9RtsxmdCfTBRY9ig6FF4y4/Njhw0FOSlNfLlawyWy3Cqrh4x74NgT31bePeJ78FeLYyo6ZebIR19zREGaMJZTPfSOvWVc6j9Xq+jwjaGUUHDMFM3SKRj8AAyolqwcnOWBKxh4+QUwzxuMDbhmowZG/1sKs/7vQc+fgJWCqVxHYHGgUDHTWwIRxDmN0mFI8jQjNQjwDfHA5j/i/S53uqJjOYiSwn+GVUZncH4CZcIprbgwoFlOwjV+HC5lKcPSn4EMV3bR+G1JSj7k5fPKV75ysZyRHWWT0sKPw9KGAZUlSXlkZSmMb4fBk/wtU7ISsfDYcktOls9YH1pCqVOt8967g6/LalV05GViw6LC/4aignMWU3HpIccqx0/Nw0//oOhS6pNVlWLifhMDO2j0NdfF8bfRT/UbFlDWIvE+5O+638qkDGszlC3liNfv9av0e13/mt+XyHIr/x4y7oFjT3xbefeI78FfLY6p6JSZM1n17DRpMTGtCXvLuNR/rlbRYeI2KPKnMdCZVdpqbgA12zSY+W2JSUC0/31YcwTrdv73cLeEYgnEwGhm6+Hsmt9M8IIHuHJSgMEg6j5KjsCHgZIEV+kFoFvCvyaLDm5wRCHxbRDTqNQBL/5nHcBb+p8/jwGUVcV1y0/psCkcJp8O8c5N4ashbfK3MdOn0IiTF+uA35RanLK2+d99ZCpoE+JYClpDqVOt89+S8fqeXr97KDq9sPTKZ2/+LpHlVp16YOyBY098W3n3iO/BXy2Oqeicx5xnOh/MO1bRieqMrHNc+4emnKvDNTkj5/Df6XFrh7ZSXbdkXEpXc73VGbmmzL3T7M3fJbLcqmsPjD1w7IlvK+8e8T34q8VxJzsjm8izqFKiWcItG5uQWhpmbTXZ5Nbht3ucdG3yaWWDdZVVXrtk2ZWX65aOLSPbrCCN1RQ+sKzzXBFYak3+T+Wxt4xL/edqnZHP00Nj36Ux5MI1WXRy+O/0uEtm31sy3oOjadG5nNVLZLmVew8Z98CxJ76tvHvE9+CvFsedatGhWHg9g2M7LEM/+tGPXtwGvAuPddvKBYXFUr5lKYEF3WTJsrHrfFr53lk+Xlt0rF7wueM2Yrer/Jx6zhVkawPO3jIu9Z+rXbqqbdiR0m0Jfyo6kaT0cCylTrVOsSXj9T29fk9F53ImL5HlVu49ZNwDx574tvLuEd+Dv1ocd6qi42wxm2McfcJ1wMd5Ztw2HPjJp5GrgbOv1sv53C28YywtUXEpsAlhrejYkGOjDsWIpYirgB2ZlJ0tn9S9ZVzqP1PRqe0hHdJtCX8qOh3I3TGLUqdaF70l4/U9vX5PRedyJi+R5VbuPWTcA8ee+Lby7hHfg79aHHeqosOi47gG1pwUKDmWruxs9HodRzw4tsNGEYE1htLi2BWWHv6XNoTY8LFWdOygtYGEj6oNIXeEojN9dPbzBdpat5w+Ovtx7qHa+imtB6/z35Lx+p5ev6ePzuWyvUSWW3LqIeMeOPbEt5V3j/ge/NXiuJN9dFhw7GykRPs4A87GDq9MYolxjAplxtljrttNyZfFcQ+Wrxy/QuGxu9Lylt2s7rX5R3r+OBQpv+2U5aPjFPScLPaWcan/TB+dpO4e8K1B5MK06ORYiRN3yex7S8Z71GZadC5n9RJZbuXeQ8Y9cOyJbyvvHvE9+KvFcadadM7hYyTve5dV6j9z6eqcFrHTPVvCn4rOToR3yrbUqdbFbMl4fU+v31PRuZzJS2S5lXsPGffAsSe+rbx7xPfgrxbHVHRqmbss3d4yLvWfqehcJq+ud28Jfyo6XWnunlmpU60L3JLx+p5ev6eiczmTl8hyK/ceMu6BY098W3n3iO/BXy2OqejUMndZur1lXOo/U9G5TF5d794S/lR0utLcPbNSp1oXuCXj9T29fk9F53ImL5HlVu49ZNwDx574tvLuEd+Dv1ocU9GpZe6ydHvLuNR/pqJzmby63r0l/KnodKW5e2alTrUucEvG63t6/Z6KzuVMXiLLrdx7yLgHjj3xbeXdI74Hf7U4pqJTy9xl6faWcan/FBWdPXddebkfAKUPj+nSPdd4fate3g3F213jGPHhie+9UKdl7e0pf1retfxf8vBf12Mkh3PX1eX95RJZruW6/t1Dxj1wrDGtf/fAt86v9+8j8d3Ju65KchrJ+95llfrPobuuvAjTUdPz83AOvCtrVPBOKC/BPA06ygwPZ6A0e1inGMnhtOismT/v9yWy3Mqxh4x74NgT31bePeJ78FeLY1p0apm7LN3eMi71H4YQesb6vketq+CFlw4eOg17A1+XN7Ksdbl7/45SrwceeGB5u7dGsP7Qktf/z9//y88Tn/jEs5vGSBlPRedssTx4ozbdGnrI2FH6e/Wv6P34SHze2eR1BnsGL5i+6667dpOvdlPDYU2a2ja6d1lPecpTbhXhVHRupWffiz0ekHsijI5vz7r3ynskhxSdJz3pScvhXg74OudjEnPOfUfdszc+y+etYaSMa7BOfDWsXVeaGhnXpKllZWRZOYxT0cmxMijuaOGXqhkdXwl/hOsjOXQS6v3333/Rx7twLk0z8v698Xl5YWsYKeMarBNfDWvXlaZGxjVpalkZWVYOY1HR2dMZWeXP+eztyHQOhj3uiV6v6Pj2kEnvPKNzOPGd9wy6rV1MDts4jM7fbbKPcq2Gw5o0tfUdWVYO46HOyDnNKxcH+J0YotcrOr5raBPROZz42lvR5LCNw+j8tdVuTOoaDmvS1NZmZFk5jEWLznRGztHWJ+5o4ZdqER1fCX+E69E5nPjaW8nksI3D6Py11W5M6hoOa9LU1mZkWTmMU9HJsTIo7mjhl6oZHV8Jf4Tr0Tmc+NpbyeSwjcPo/LXVbkzqGg5r0tTWZmRZOYxFRWf66LStPxPw1ufodcstXCk+Or6EM/J3dA4nvu3+eW67mhy2cRidv3PbwZH31XBYk6a2jiPLymGcPjo59W9QHIFEDtHxReYuYYvO4cSXJFX/PTms507K6Py11W5M6hoOa9LU1mZkWTmMRYvO9NHJ0dYn7mjhl2oRHV8Jf4Tr0Tmc+NpbyeSwjcPo/LXVbkzqGg5r0tTWZmRZOYxT0cmxMijuaOGXqhkdXwl/hOvROZz42lvJ5LCNw+j8tdVuTOoaDmvS1NZmZFk5jFPRybEyKO5o4ZeqGR1fCX+E69E5nPjaW8nksI3D6Py11W5M6hoOa9LU1mZkWTmMU9HJsTIo7mjhl6oZHV8Jf4Tr0Tmc+NpbyeSwjcPo/LXVbkzqGg5r0tTWZmRZOYxFRWfuumrbUUDAW5+jPdG3cKX46PgSzsjf0Tmc+Lb757ntanLYxmF0/s5tB0feV8NhTZraOo4sK4dx7rrKqX+D4ggkcoiOLzJ3CVt0Die+JKn678lhPXdSRuevrXZjUtdwWJOmtjYjy8phLFp05q6rHG194o4WfqkW0fGV8Ee4Hp3Dia+9lUwO2ziMzl9b7cakruGwJk1tbUaWlcM4FZ0cK4PijhZ+qZrR8ZXwR7gencOJr72VTA7bOIzOX1vtxqSu4bAmTW1tRpaVwzgVnRwrg+KOFn6pmtHxlfBHuB6dw4mvvZVMDts4jM5fW+3GpK7hsCZNbW1GlpXDOBWdHCuD4o4Wfqma0fGV8Ee4Hp3Dia+9lUwO2ziMzl9b7cakruGwJk1tbUaWlcM4FZ0cK4PijhZ+qZrR8ZXwR7gencOJr72VTA7bOIzOX1vtxqSu4bAmTW1tRpaVwzgVnRwrg+KOFn6pmtHxlfBHuB6dw4mvvZVMDts4jM5fW+3GpK7hsCZNbW1GlpXDOBWdHCuD4o4Wfqma0fGV8Ee4Hp3Dia+9lUwO2ziMzl9b7cakruGwJk1tbUaWlcNYVHTmgYFth2ER8Nbn6EOUtnCl+Oj4Es7I39E5nPi2++e57Wpy2MZhdP7ObQdH3lfDYU2a2jqOLCuHcR4YmFP/BsURSOQQHV9k7hK26BxOfElS9d+Tw3rupIzOX1vtxqSu4bAmTW1tRpaVw1i06MwDA3O09Yk7WvilWkTHV8If4Xp0Die+9lYyOWzjMDp/bbUbk7qGw5o0tbUZWVYO41R0cqwMijta+KVqRsdXwh/henQOJ772VjI5bOMwOn9ttRuTuobDmjS1tRlZVg7jVHRyrAyKO1r4pWpGx1fCH+F6dA4nvvZWMjls4zA6f221G5O6hsOaNLW1GVlWDuNUdHKsDIo7WvilakbHV8If4Xp0Die+9lYyOWzjMDp/bbUbk7qGw5o0tbUZWVYOY1HRmbuu2nYUEPDW52hP9C1cKT46voQz8nd0Die+7f55bruaHLZxGJ2/c9vBkffVcFiTpraOI8vKYZy7rnLq36A4AokcouOLzF3CFp3DiS9Jqv57cljPnZTR+Wur3ZjUNRzWpKmtzciychiLFp256ypHW5+4o4VfqkV0fCX8Ea5H53Dia28lk8M2DqPz11a7MalrOKxJU1ubkWXlME5FJ8fKoLijhV+qZnR8JfwRrkfncOJrbyWTwzYOo/PXVrsxqWs4rElTW5uRZeUwTkUnx8qguKOFX6pmdHwl/BGuR+dw4mtvJZPDNg6j89dWuzGpazisSVNbm5Fl5TBORSfHyqC4o4VfqmZ0fCX8Ea5H53Dia28lk8M2DqPz11a7MalrOKxJU1ubkWXlME5FJ8fKoLijhV+qZnR8JfwRrkfncOJrbyWTwzYOo/PXVrsxqWs4rElTW5uRZeUwTkUnx8qguKOFX6pmdHwl/BGuR+dw4mtvJZPDNg6j89dWuzGpazisSVNbm5Fl5TBORSfHyqC4o4VfqmZ0fCX8Ea5H53Dia28lk8M2DqPz11a7MalrOKxJU1ubkWXlMBYVnXlgYNthWAS89Tn6EKUtXCk+Or6EM/J3dA4nvu3+eW67mhy2cRidv3PbwZH31XBYk6a2jiPLymGcBwbm1L9BcQQSOUTHF5m7hC06hxNfklT99+Swnjspo/PXVrsxqWs4rElTW5uRZeUwFi0688DAHG194o4WfqkW0fGV8Ee4Hp3Dia+9lUwO2ziMzl9b7cakruGwJk1tbUaWlcM4FZ0cK4PijhZ+qZrR8ZXwR7gencOJr72VTA7bOIzOX1vtxqSu4bAmTW1tRpaVw1hUdKaPTtv6MwFvfY5et9zCleKj40s4I39H53Di2+6f57aryWEbh9H5O7cdHHlfDYc1aWrrOLKsHMbpo5NT/wbFEUjkEB1fZO4StugcTnxJUvXfk8N67qSMzl9b7cakruGwJk1tbUaWlcM4LTq3WFwIZ8/P0VpuqW7R8ZXwR7gencOJr72PTw7bOIzOX4TnSAlDDYc1aUo4tq6PLCuHYVp0curfoDgCiRyi44vMXcIWncOJL0mq/ntyWM+dlNH5a6vdmNQ1HNakqa3NyLJyGIsWnbnrKkdbn7ijhV+qRXR8JfwRrkfncOJrbyWTwzYOo/PXVrsxqWs4rElTW5uRZeUwTkUnx8qguKOFX6pmdHwl/BGuR+dw4mtvJZPDNg6j89dWuzGpazisSVNbm5Fl5TBORSfHyqC4o4VfqmZ0fCX8Ea5H53Dia28lk8M2DqPz11a7MalrOKxJU1ubkWXlME5FJ8fKoLijhV+qZnR8JfwRrkfncOJrbyWTwzYOo/PXVrsxqWs4rElTW5uRZeUwTkUnx8qguKOFX6pmdHwl/BGuR+dw4mtvJZPDNg6j89dWuzGpazisSVNbm5Fl5TBORSfHyqC4o4VfqmZ0fCX8Ea5H53Dia28lk8M2DqPz11a7MalrOKxJU1ubkWXlME5FJ8fKoLijhV+qZnR8JfwRrkfncOJrbyWTwzYOo/PXVrsxqWs4rElTW5uRZeUwFhWd+QqItsOwCHjrc/QhSlu4Unx0fAln5O/oHE582/3z3HY1OWzjMDp/57aDI++r4bAmTW0dR5aVwzgPDMypf4PiCCRyiI4vMncJW3QOJ74kqfrvyWE9d1JG56+tdmNS13BYk6a2NiPLymEsWnTmgYE52vrEHS38Ui2i4yvhj3A9OocTX3srmRy2cRidv7bajUldw2FNmtrajCwrh3EqOjlWBsUdLfxSNaPjK+GPcD06hxNfeyuZHLZxGJ2/ttqNSV3DYU2a2tqMLCuHsajoTB+dtvVnAt76HL1uuYUrxUfHl3BG/o7O4cS33T/PbVeTwzYOo/N3bjs48r4aDmvS1NZxZFk5jNNHJ6f+DYojkMghOr7I3CVs0Tmc+JKk6r8nh/XcSRmdv7bajUldw2FNmtrajCwrh7Fo0Zk+Ojna+sQdLfxSLaLjK+GPcD06hxNfeyuZHLZxGJ2/ttqNSV3DYU2a2tqMLCuHcSo6OVYGxR0t/FI1o+Mr4Y9wPTqHE197K5kctnEYnb+22o1JXcNhTZra2owsK4dxKjo5VgbFHS38UjWj4yvhj3A9OocTX3srmRy2cRidv7bajUldw2FNmtrajCwrh3EqOjlWBsUdLfxSNaPjK+GPcD06hxNfeyuZHLZxGJ2/ttqNSV3DYU2a2tqMLCuHcSo6OVYGxR0t/FI1o+Mr4Y9wPTqHE197K5kctnEYnb+22o1JXcNhTZra2owsK4dxKjo5VgbFHS38UjWj4yvhj3A9OocTX3srmRy2cRidv7bajUldw2FNmtrajCwrh3EqOjlWBsUdLfxSNaPjK+GPcD06hxNfeyuZHLZxGJ2/ttqNSV3DYU2a2tqMLCuHsajozAMD2w7DIuCtz9GHKG3hSvHR8SWckb+jczjxbffPc9vV5LCNw+j8ndsOjryvhsOaNLV1HFlWDuM8MDCn/g2KI5DIITq+yNwlbNE5nPiSpOq/J4f13EkZnb+22o1JXcNhTZra2owsK4dxWnRusbgQzp6fo7XcUt2i4yvhj3A9OocTX3sfnxy2cRidvwjPkRKGGg5r0pRwbF0fWVYOw7To5NS/QXEEEjlExxeZu4QtOocTX5JU/ffksJ47KaPz11a7MalrOKxJU1ubkWXlMBYtOvMVEDna+sQdLfxSLaLjK+GPcD06hxNfeyuZHLZxGJ2/ttqNSV3DYU2a2tqMLCuHcSo6OVYGxR0t/FI1o+Mr4Y9wPTqHE197K5kctnEYnb+22o1JXcNhTZra2owsK4exqOjMXVdt688EvPU5et1yC1eKj44v4Yz8HZ3DiW+7f57briaHbRxG5+/cdnDkfTUc1qSprePIsnIYp49OTv0bFEcgkUN0fJG5S9iiczjxJUnVf08O67mTMjp/bbUbk7qGw5o0tbUZWVYOY9GiM310crT1iTta+KVaRMdXwh/henQOJ772VjI5bOMwOn9ttRuTuobDmjS1tRlZVg7jVHRyrAyKO1r4pWpGx1fCH+F6dA4nvvZWMjls4zA6f221G5O6hsOaNLW1GVlWDmNR0XnVq1518/jHP/7m6U9/+kM+T3va0x7y/+n1nv+PLKsn7lJe0esVHV+J3wjXo3M48T30uVbTZiaHbRxG56+mTYxOU8NhTZraeo0sK4fxqU996s0999yz6CxJEXpU+nHb90gNbWRZt9W597Xo9YqOr7c89sgvOocTX7vUJ4dtHEbnr612Y1LXcFiTprY2I8u6DeO999774OWp6DxIxb4/ogh/q5bR8W3hjhQfncOJr721TA7bOIzOX1vtxqSu4bAmTW1tRpZ1G8b//u//vnnTm960fM5SdG7LbF6bDEwGJgOTgcnAZGAyEJWBqehElczENRmYDEwGJgOTgclAMwNT0WmmcGYwGZgMTAYmA5OByUBUBqaiE1UyE9dkYDIwGZgMTAYmA80MTEWnmcKZwWRgMjAZmAxMBiYDURmYik5UyUxck4HJwGRgMjAZmAw0MzAVnWYKZwaTgcnAZGAyMBmYDERlYCo6USUzcU0GJgOTgcnAZGAy0MzA/wCB3bG8Ya9qyAAAAABJRU5ErkJggg==" alt="" "=""></p><p>5. Desarrollo la actividad 2, que se indica en la parte de ejercicios.</p><p>6. Transcribo en mi cuaderno lo siguiente, lo que aparece en ejercicios en la actividad 3.</p><p><br></p>
Ejercicios
<p>Actividad 1</p> <ul><li>1.Escribo palabras que se relacionen con democracia.</li> <li>R/ </li> <li>2.Escribo al frente ¿quién gobierna? </li> <li>a. En nuestro municipio Ibagué: _________</li> <li>b. En nuestro departamento Tolima: ______________</li> <li>c. En nuestro país: _____________</li> <li>3.¿Cómo se eligen los gobernantes en nuestro país y quiénes lo eligen?</li> <li>R/.</li> <li>4.¿Qué debe hacer una persona para que voten por ella?</li> <li>R/</li> <li>5.Hago un dibujo que represente la democracia.</li> <li>R/</li> <li>6. Escribo 4 situaciones donde en mi familia se halla ejercido la democracia.</li><li>R/</li></ul><p><br></p><ul><li>Actividad 2</li></ul><p><b>1.</b><b>Escribo ¿quiénes conforman la comunidad educativa?</b></p><p><b>Actividad 3 </b></p><p><b>Escribo en mi cuaderno lo siguiente:</b></p><p>El consejo directivo</p><p>Es el máximo organismo de dirección y participación de la comunidad educativa y de la orientación académica. Está conformado por:</p><ul><li>-El rector o rectora, quien convoca y preside.</li> <li>-2 representantes de los docentes.</li> <li>-2 representantes de los padres de familia.</li> <li>-1 representante de los estudiantes, que esté cursando grado 11.</li> <li>-1 representante de los ex alumnos.</li> <li>-1 representante del sector productivo, del área donde se encuentra la institución educativa.</li></ul><p><b> </b></p><ul><li>2.Observo el siguiente vídeo:<a href="https://youtu.be/5JUKWH-dAtU">https://youtu.be/5JUKWH-dAtU</a></li></ul><p><b><br></b></p><p><b><br></b></p>
Evidencia
Evaluación
<p>Evaluación de sociales. – Grado 3-3 - 2.021</p><p>Tema: La democracia.</p><p>Nombre completo:___________________________Fecha:___________________</p> <ul><li>1.Completo:</li> <li>A. El sistema de gobierno de nuestro país Colombia es: ___________________</li> <li>B. Conforman la comunidad educativa:_______________________________</li> <li>____________________________________________________________</li> <li>C. El Consejo Directivo está conformado por: __________________________</li> <li>____________________________________________________________</li> <li>____________________________________________________________</li> <li>____________________________________________________________</li> <li>____________________________________________________________</li> <li>D. Al personero estudiantil lo eligen : ________________________________</li> <li></li> <li>2. ¿Por qué es importante la democracia, en cualquier lugar donde se deban tomar decisiones en favor de un grupo? __________________________________</li> <li>3. ¿Quiénes tienen derecho elegir a los gobernantes en Colombia?__________</li> <li>4. Escribo con mis palabras la definición de democracia.__________________</li></ul>
Bibliografía
Foro
calificable?
Activo
Actualizar