Adım 2: Bir Ders Oluşturun

Şimdi bir [i]GeoGebra Etkinlik[/i]ten bir [i]Ders[/i]in nasıl oluşturulduğunu öğreneceksiniz. [br]Bu gösterimde, bağlantısı aşağıda verilen [i]GeoGebra Etkinliğini[/i] kullanacağız. [br][br][list][*][url=https://www.geogebra.org/m/apyrjdxf]Örnek Etkinlik: Düzlemlerin Kesişimini İnceleme[/url][/*][/list][br]Aynı zamanda aşağıdaki kısa sessiz videoda 1-3 adımlarını gösterdik.
Talimatlar
1. Sayfanın sağ üst köşesindeki DERS OLUŞTUR düğmesine tıklayın. 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[/img][br]2. [i]Ders[/i]inize isim verin.[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAADpCAYAAADS6cV7AAAgAElEQVR4Ae2d93dc1bn3+R/uvev94V3rXTe5pJAQyA2kkAAJISEkdEhCKIFACKFjMGDj3rExLrKNe8EFF2xcMO694d67JFvdsmVJVu/S867Plvf4SJZkyZ7RjEffvdbRjGb22eWz95zv8zx7n5kbuj/7oP3nf9xkycnplp+fr0MMNAc0BzQHNAc0B66zObB48WK7ofPf/mD/+d+3WHJqhgbwOhtAGWAyQDUHNAc0BzQHmANO0B+/+3v237fcafmFJVZXV6dDDDQHNAc0BzQHNAeuszmwfPlyu+H//p//sruefNtKyspMSQREQAREQARE4Poj4AT9xh/fY/2HjrQyCfr1N4JqsQiIgAiIgAiYmRP0/p+MsoSEBAm6poQIiIAIiIAIXKcEnKCPGzdOgn6dDqCaLQIiIAIiIAIQkKBrHoiACIiACIhAHBCQoMfBIKoLIiACIiACIiBB1xwQAREQAREQgTggIEGPg0FUF0RABERABERAgq45IAIiIAIiIAJxQECCHgeDqC6IgAiIgAiIgARdc0AEREAEREAE4oCABD0OBlFdEAEREAEREAEJuuaACIiACIiACMQBAQl6HAyiuiACIiACIiACEnTNAREQAREQARGIAwIS9DgYRHVBBERABERABCTomgMiIAIiIAIiEAcEJOhxMIjqggiIgAiIgAhI0DUHREAEREAERCAOCEjQ42AQ1QUREAEREAERkKBrDoiACIiACIhAHBCQoMfBIKoLIiACIiACIiBB1xwQAREQAREQgTggIEGPg0FUF0RABERABERAgq45IAIiIAIiIAJxQECCHgeDqC6IgAiIgAiIgARdc0AEREAEREAE4oCABD0OBlFdEAEREAEREAEJuuaACIiACIiACMQBAQl6HAyiuiACIiACIiACEnTNAREQAREQARGIAwIdStDz8/Ptq6++sszMzKsausrKSnvxxRftD3/4g6Wmpl5VGTpJBESgZQJ1dWbZWRVWXlbbcsYm3s05W2llpTWXvVNRXmtnz1QYZYczFRVW27nsymsuknLOn7tyOQUXqu1CftU110cB1JmSXGbFRdVtLq+6us6yMiqstjbMQNvcEp0QJNDugj5+/Hh75JFHbNiwYVZV1XBi1tTU2OTJk937kyZNsrowf/qGDx9u3/rWt+zdd9+9rO4glOaeV1RU2GOPPWa33XabnTp1qrlsel0E4obAji0XbFD3ZPuoR7IN7pVsk0en2/HDxVZVFbkLeVVlnSV8lGKJx0vazJH2HTtUfNl5pxJL7dNPUq2mJrzt3rYh3yaNSr+svra+sHltnn02PsNqr2DDrFp63pYvzmlr8Zflv5BfbUP7nLLxw9Ps8P6iy96/0gu5OZU2uGeylZZcbjxd6dxwvl9Xa1ZUUO0MNQw5DLdgOrC70PJyqwwD5JtNF8I+/tSFQTRxZLrl5zXUs2A72ut5uwv6vn377Hvf+5797Gc/s6SkpAb9xHO+66677Oabb7ajR482eC8c/2zYsMF+8Ytf2Jw5c6z2Sp+cJiqUoDcBRS/FNQEEZPSQFDu4p9AO7Cm0zevybMCHSTZlTIZVR0jUJejNT6lwCfr2zRdsypj0KxoQzbUkVgQdMcXYLCursS9nZ9umNXkNmkzEZtbkTJs4Ms327Sps8F64/qmqrLVD+4qsvJExEa7y21JOuwt6dXW1vfnmm/btb3/bBg4cGBJWBDYhIcFuvPFG69WrV9i987ZAaS6vBL05Mno9XgkgIHOmZTUIVXPxxLvbtjE/It2WoDePNVyCvn5lrhO65mtq+Z1YEfSWW9nx3m13QQfxgQMH7Ec/+pHdeuutdvLkSUedNWm89p///OeWnJwckyMhQY/JYVGjIkigKUGnukN7i2zkoNPOSyeMvWPzBev7QaL1fOekfTHjTCgUu2FVri2ck+08+q5vnLDCC9X2zaZ869clybq/fcKJSuMwuBd08hHO/vDNEzZuWKqxfkwqKa6x6RMyrM/7idaj00lbPO9saAkgGHI/cbTE+ryX6NbjgyF31uY/HZpqXy8850Kxcz/LcpEHyt61rcC1acXiHOvfNcl6vnvSThwpDhk02WcqXMSCfrIs8MXMM6GQO+XSdzjQt5kTMy8LAbsOmFl6arkN63/a8Ro5KMWd50PuGEyUQ9u7dzphX36eHSqH8cATnTfjjPXunOjynDpZ6ool3Azrvh/Us/1sXEaT+xDWLj9v7/37mL394lHX1tzzlW55AyOtV+dENzZHD9YvWyxbmOPqoS5YvPHcEccoKOisjLJk4HnRH7+vgDA00Zze7yVat7dO2PEj9eViJO7+psC1G696/sxsmz8r241p3/cTLflin9gvwJIP6/2NE/WeOFJin/Q7Zb3ePen6snF1rhtT8jJPZk/Nsu5vn7SB3ZJtzbLz1rvzSausqHX7LCh3744CN78Wzz1rtTV1duRAsQ3pecqNy/gRaS5cT1ksPcHzq/lnHV/GhrpJLDuw/MDcZi7T/93bC9ycZe7S/+Li9lmaiIqgs7nsnXfecV76gAEDjLXzIUOG2He+8x0bMWJEyGsvKytzm9j+/ve/2+23327PPvusrVy50jjfp127dtlPfvIT6969u2VnZ9uoUaPsnnvusQcffNAWLlzYIO+yZcvc+ve4ceOuGAEoLi62zz//3K3n33HHHda7d29LSUlpcg2dtX4Mkz59+tidd95pv/nNb1w/zpw545tpbMj74x//6MpLT093/WV5YceOHa4tGDEff/yx3X///fbTn/7UXnjhBdu7d2/ofD0RgWgQaE7Qs9LLXegdEcNTHznwtFvLLCurtfkzz9jSBedcc/EECdEjEFz4sjLK3YWfCzTnEhJtvPqFoCN2owanuAs5500YkWZff1lf5vmcSjuVVOZEjovosH6n7ciB+nVgL+inkkpdPWmny1w7vKBT57RxGcYFvKa6ztXNRd+Handurb/AnzxW4srfu6Mw1E/WaLlwI0SIZ975Khva91RI0AsLqo3zqKOstNamjc2w7ZsuXDZs5MOgoc2Ug+gN6XXKtQsWsPHlIEpjPk4NrXMzHhgTZzIrXIgXg4k2cB7hZ4wY6ucg1IzQNk70e/XX551RhLghjCePljiDifZgIBDGZkmFtWfy8DrnIE6IVlDQ2RhHOJtxIuy8dnmuTR+f4ar9fHKmYUBwPn0pyK8XZphjPJE2rs5zfcpMK3fnb1mXb0N6n3ICeyGvygZ0TXJzq3E/TieXOgMA46iion48mDdb1ue5Ps2clGkLZ2e7djF2GEI9Op1wefkfwwsjCoOGPiYdL3HGQ3ZmhWsv7ZgwMs0x2L45395/5bgxj+jLrm0X3BhSL/3GOMDghM3wAadtYkK66y9jyZIV7NojRUXQ6dihQ4ecuLLBbMuWLU6w77777tAOdMS8U6dO9v3vf99+/etf20svveTE8rvf/a4hyBgBpG+++cYZBs8//7wTQfJSDueRd8GCBSHxXrx4sf3P//xPA6OhKcgYDGycI/z/v//7v65+hPqJJ56we++9t8GmOMR83bp1ToQxLJ555hl79NFH7aabbnJGxdmzZ10VeXl59qtf/cr1oXPnzu45bd26dasdPHjQre2zd+CBBx5wfaUPc+fObap5ek0E2o1Ac4KekVruxK24qMZGDDxtW9fnO68MzwyvB5Fl4xyCjrD53dCIIJ4ea46lTexGp2MIOl7O/t2X1jy5+CPEiA8XzbSUMqNtCP0Hrx4Phf8R9JVf5bi2BTfVcSGmnbMmZRoeuV//RwgbCzpl+PbSPyIB+blVTixpV9AAwRDwm+I4B4OFPk8dk+E8w2WLzoW8ez9oB/cWGd4fwuoTwowHSNmUc+ZiOZNHpVuX147b1vX1wkyf8d7hQGLDFwZTZWWtO5e7AxBImCP8RC98Xl8Xj41D7ggcUZcFn2fbyI9S7IPXjje4WyD1VJkTWR8lCQo65WGUsC4/c3KmDeqW7KIX1Ithx8Y72oVx4FNjQed/NriRYI5HT5uaE3TKnjf9zGUbBNnngSFYXFhj/bokNjAEuMsBJogwZffvkuTGlDopjzbQXuYwB/MH0ccAQ9CZa54lQk1UAA5NCTqGlU8YGNM+rTdw/GuReoyaoCOa77//vtt1jlgitAi136w2b94891qXLl2sqKje+kYc8XIJy6elpTkmXtBvueUWJ96ExSl77Nix7vy//vWvhnFAao2gI9ArVqxwYn7ffffZsWPHjHX/kpISGzNmjCszuMv9/PnzTqRp0/79+53xQP4JEya4iAMRA8r0go6RgKDn5uY6o6S0tNQ++eQTx4E2cy6JPuDVK4lANAk0J+h4nogGFzNCrXhG44alhQ5Ehws4wrH0y0uixgWRW6XGfpJqA7slOdH2F0nfTx9yDwryvp2F7hzEHM+JcD+v4VUhjn49f9KoNCfmCC8Xbp8QdEK5CBW79H1qStARfJ/wKhF0binDqJg+vuEtr8Fd7vt3Fbq9BXhvicdKbMGsbFvehKDTVkLmwX5f2uVe54Txk76nXSQg6USpTZ+Q2UDQg7vcEVhECoFitzqePuFhPPwlX5x1R7Ae36+goGMMIIJL5p11UQPORewokwSDEQNTGtw9EBR0oiyEtDeuyXNsqZ/lCOotL6txBgYMxw5LdeJImY0FnVC2byeGHn2i3uYEHaNn6qcZrq++Tzwyt/CQaR/zMjgHGMOgoGMI0XYS5U1MSHN3cgTn8YyJmVZaXOMEnSUU30baxnLPueyKJgWdaINPLEcxR9sjRU3Q6dyRI0ecB8ytZHik587Vh9Twvn2YvfH93oMHD3Ziy/3kJC/oDz/8sCGOPnFbGR465SKmpNYIOnWzHECbli5d6otzjxgWjT30VatWOZEnXO6NETJTP176448/7owBL+gYHocPH25QLoYMmwQJs58+fToUUWiQSf+IQBQINCXoeKuEGBFJvHDEoLkdxAgHoXJ/IQx2gbVpPDHv9fn3riToeNp+jdXX7wUd7xrPnos9YV/vBdNW1s0P7S9ydWam119w2yLo3A43pHdyqEz6hGh6D31SQpoh6j7NnZbVpKDjRSYMSgmt+5OfcvDQEVdC7BgrJIRm3PC0Vgk65yOmPhFubo2H7pdP/K2IeKfsAUDQMaAwzhqPYVDQt27ItxkTMkMeNgLmBd23hYjI51OybO5n9YbMtQq6Yz/vrDOMfB080hY4cCsbgstc9YmlhMsE/eK9/5RHP1lnbyrhoUvQmyITeA1vlLA64skOdy+ICPPvfvc79zqee/BA+Mg/c+ZMV5IXdMoJ3teek5Pjbo9jnbotgk4ZePU//vGP3Zp5oLnW1KY47punTRzBdvKcdhJ9KCgoCHnoGBh458GEIfP00087Q4VynnrqKdu4cWNoWSGYV89FoD0JIOhcnAmj79le4MLZiPCWdfXrlLSFEDLeEB4sHuX6VbnG/b+kxoLOmjbheQSZMPMn/U5fFnq/kqAjBggI676ESNl4FBR0hJc1UUKkeLdECpygX7wPHUHt9W6i4UW1RdBZH2bjGKKEB064nSiDF/SlC846TwxDZd2KXLfBrCkPHe+OdWHEligEni3RA4QIA4RQMmu3lLPqq/o182DIvTkPnaUGjAE2nhF2xytujaATUkb8iLqwFML6LxvYEHQ2dzG2xw4X2+mkUncQ5g8KOvXRfubBzq0XnIfMnKmPpuS5MhkrOLGWjHheq6Azt1i+6fdBkq1ckmNJJ0psy/p8FylgeYA6iIKwfn3kYLEz8ogK0U8fcnceeuDLfDLSyh0z5iXzc/uWC26+sxQgQXcf55b/IOB4tggfwkhomoSgE+7Gm2Uz2kcffXTZwWYyUqQEnfXsxvfJE7p/6KGHGqyhT5061Yk5G/aaauenn37qQv7eQ2fDXmHhJSvedeJiiJ0Nfq+//rrbT8AGQc71ewV8Pj2KQHsSQMgJX3OBxsNl9zcb0S5+VF1TeE6oc9LodBcW56LNpiwS4slF3qeC/CqbPS3LCQ9ig5g0Tggwm9a8F837ySdKnXjjsRLm52KNYB/eV+S8qqMXv0xmxZIcS0+p977ZvMSa+a5vCtwmMsSf82kvxgmbxiiLCzhCRmLtk53SPiHibK7yUQTEmM1VhI/pFyIGExL14WmPHZbmwubUQfi9qUR5GAbkxRCC05qLYgc7yoE3/BEqv+mP/+mPT7SHZQBECiOGnfsIF+dgVG3flN9grPx51IfR4RNiTVgYoT2TUeH2GbCWzaYxxn70kNTQQRSAOYDhQZ/hyfo5X9yzbFGOIaiMH6/v3VnoyqVsNhMi8iSMPkSeBEPO94ky6RMcaANtYpyaSswfxgNDhvV/jA2fiApsWJXnOMITY5L9G26TX0WtK9ePqz+HEDyeOOUtmntpfmLQsNnPLm4DoG2wYUmA9s6ZdsYtETC/aA8bN31iiWfZwvros38tUo9RDbk3J+i8TviZW9t2797dYt/DLegIKPfJY2RMnz49FDWgEcePH7cf/OAHDQSdDXF442yiw4NvLrUk6KyX+0TfEXbKxKjx+wf8+3oUAREQARFoOwEMiI97n2qwOa/tpcT2GTEp6CBbsmSJ21TG96Zv2rTJbRAjdM0a86JFi0K3o4Vb0KkbKGxeY6Mb6+hsfNuzZ49b128s6GxcQ3jZVU+0ISsry4XYOWf9+vWhsH1Lgj579my32x3PHQH36/Ksvwf3BcT2VFLrREAERCB2CBw9WOQiQHjkRIYSBqe4aA6Rg3hNMSvoeLuEsAk94y0HjyeffNLKy+vDapEQdDzmHj16uFC6rxch5750bkkL7nJnYhBFYK3c5/WPRBj4qltSS4LON+ZxDuv23CbH81/+8pehe9TjdfKpXyIgAiIQKQJ8d3v3TifdF+N0e/uE8SU5/nbFSNUZ7XKjKuisma9evdp69uxp27ZtC62heyi8n5iY6G4BIw8b59gsFgxt47Hz3vz58xusN/PFMHzRCz8Cwy1nJL6hjryEyf16va+r8SOhb9o0aNAg92U1rKf729EwNPDAg4n62Hnfv39/48tyuO0Ob93XQxu4PW3kyJEhY8SfT+SBiATnclAO5SmJgAiIgAiIQGsJRFXQW9tI5RMBERABERABEWiZgAS9ZT56VwREQAREQASuCwIS9OtimNRIERABERABEWiZgAS9ZT56VwREQAREQASuCwIS9OtimNRIERABERABEWiZgAS9ZT56VwREQAREQASuCwIS9OtimNRIERABERABEWiZgBP0vj3etZvv+r3lF136DdeWT9O7IiACIiACIiACsUTACfodP/mh/cdNt1luoQQ9lgZHbREBERABERCB1hJwgt7njb/Zf0rQW8tM+URABERABEQg5gg4QR/V/237rx/cLg895oZHDRIBERABERCB1hGQoLeOk3KJgAiIgAiIQEwTcII+sLNC7jE9SmqcCIiACIiACFyBgBP0+356q/3HTQq5X4GV3hYBERABERCBmCXgBL1L51e0hh6zQ6SGiYAIiIAIiMCVCThBH9L1Rfv2rb+yC0WlVz5DOURABERABERABGKOgBP0R395i9312JtWUlYWcw1Ug0RABERABERABK5MwAn6r37/Vxs8bKSVSdCvTEw5REAEREAERCAGCThBH/3pOEtISJCgx+AAqUkiIAIiIAIi0BoCTtDHjZOgtwaW8oiACIiACIhArBKQoMfqyKhdIiACIiACItAGAhL0NsBSVhEQAREQARGIVQIS9FgdGbVLBERABERABNpAQILeBljKKgIiIAIiIAKxSkCCHqsjo3aJgAiIgAiIQBsISNDbAEtZRUAEREAERCBWCUjQY3Vk1C4REAEREAERaAMBCXobYCmrCIiACIiACMQqAQl6rI6M2iUCIiACIiACbSAgQW8DLGUVAREQAREQgVglIEGP1ZFRu0RABERABESgDQQk6G2ApawiIAIiIAIiEKsEJOixOjJqlwiIgAiIgAi0gYAEvQ2wlFUEREAEREAEYpWABD1WR0btEgEREAEREIE2EJCgtwGWsoqACIiACIhArBKQoMfqyKhdIiACIiACItAGAhL0NsBSVhEQAREQARGIVQIS9FgdGbVLBERABERABNpAQILeBljKKgIiIAIiIAKxSiDmBT2vrNT6bV5jxZUVscpQ7RIBERABERCBqBOImqCXVlXa/XMm24tff9EihIyiAvvVZ59abllpi/n0pgiIgAiIgAh0ZAJRE/R9Z7PsX1/Pt4e/mGZZxYXNjoEEvVk0ekMEREAEREAEQgRCgj6wz4dWUlISeiOST+rq6qzHhpX2VeJRG7p9o43YtblBdaVVVbYzK922ZaTa4ZxseegN6OgfERABERABEbicQEjQn3/gVsvNzb08RwReIXx+76wJhvd97Pw5u2/2JKuqqXE15ZeX2SNfTLM/zZ1inVZ/5cLyP540QiH3CIyDihQBERABEYgfAlER9LUpifbskjlWXVvrjt/MHG8nc3Mc1TG7t9k/l35hNbW17v/1qcn2ownDJOjxM+fUExEQAREQgQgQaHdBr7M6e/6rec4D77FxpXH8bOoo67N5tVXV1tjTi2bbrMP7Ql3VGnoIhZ6IgAiIgAiIQLME2l3QM4sK7abxQ23Ezs02cd8Od/TfstZun5JgBRXl9tKyBTZp/85Qg4+eP2s/mTxSHnqIiJ6IgAiIgAiIwOUE2l3QZxzaa08t+tyqLobUaVJ5dbX9fNpo25R+2pYnHzfWzLdnphpi/vKyBfb9cUMl6JePnV4RAREQAREQgRCBdhf0t1ctsUUnDoca4J+M27vdBmxda5U1NTb36AG7c/qn9sSC6bbq1El7ZvFsu1Be5rPqUQREQAREQAREoBGBdhf0RvXrXxEQAREQAREQgTAQkKCHAaKKEAEREAEREIFoE5CgR3sEVL8IiIAIiIAIhIGABD0MEFWECIiACIiACESbQEjQX33qXsvPz492e1S/CIiACIiACIjAVRAICXpCQoKVlWkn+VUw1CkiIAIiIAIiEHUCEvSoD4EaIAIiIAIiIALXTkCCfu0MVYIIiIAIiIAIRJ2ABD3qQ6AGiIAIiIAIiMC1E5CgXztDlSACIiACIiACUScgQY/6EKgBIiACIiACInDtBCTo185QJYiACIiACIhA1AlI0KM+BGqACIiACIiACFw7AQn6tTNUCSIgAiIgAiIQdQIS9KgPgRogAiIgAiIgAtdOQIJ+7QxVggiIgAiIgAhEnYAEPepDoAaIgAiIgAiIwLUTkKBfO0OVIAIiIAIiIAJRJxAVQT906JDNmTMndKxevdpSUlKstrY2YkAo+6233rK5c+daXV3dFeshz4ABA2zYsGFhb9exY8fsmWeescLCwiu2I9IZKisr7cUXX7R9+/ZdVVVffvml/etf/7Ly8vIWz//888/tjTfeMOqLxcR4T58+3bUxkvMwFvuuNomACMQHgagI+vDhw+23v/2tExLE5LnnnnP/IwypqakRIesv2AcOHGh1+UuWLLH169e3ygBodaFmFmuC/sILL1y1oO/fv99mzZpl1dXVLSLYtWuXzZs3z2pqalrMF603mR/ffPONMzJ5riQCIiAC1xuBqAn6mDFjQqy4yOfk5Fi3bt3sL3/5i+Xm5obei8cn8STo8Tg+6pMIiIAIXI8EYkLQPbi8vDx79NFH7YsvvvAvWXFxsc2YMcP++c9/2uDBgy07Ozv03sGDB61///6Wnp5u7733nuFR410lJye71/E8J06cGAoHY0TghZEop2fPnnb27FmbOnWqkZeQa/A34VkWWLx4sSvz66+/tmeffTZ0PPXUU/aPf/wjZHwUFRW582nnkCFDXLmhhjZ64gWdumfOnGnPP/+8jRo1KlQW2Tdu3OjaFQz/rl271tXBa6Wlpfb++++7pYrx48fbhx9+6Np+4cIFdx7tePfdd2337t0NlgwIea9atcqFljnn8OHDru8+5A4/ohiwoX9EU1oysPbs2WOjR48OeejUP3nyZPv73/9uffr0sTNnzrjew512YrzRBt7jXLi+8sorbpzoE3V98skn9tJLL9maNWua9Ojp/6RJk9w8CXrTWVlZIQ68Tt0smdAPQv6UT+J8eK9bt85Y7nnttdcsIyPDNm3a5PJzLksI8Dly5Iht2LDBtZElGMZMSQREQARikUBMCToXWi7miDOppKTEXWx79erlLu5chPHgEQ3S5s2b7fHHH7d+/fo5YTx69KhxPPzwwy68y8X6s88+C61VI3BLly515xLaf+SRR5ywEArmdcpCwLxI0JaxY8e6/KdOnXIXdi7ulPvkk0+G1tcxOl599VVXFiKUkJBgf/3rX62goMCd2/gPgv7YY49Z3759XbgagX3nnXfc0oNfV58/f7717t27gaBhYCAqiCIGxB//+EcbOnSojRs3zrUfoVywYIETR8QfQ+h3v/udC/HTBs4jP4YJhsqyZcvcvoJf//rXoZA7Bs2gQYNs4cKFRhmdO3e2N998s0E7gv0hT6dOnZxII5gYEogoYomxkpSU5LIj3F26dHHCX1FR4fjR59mzZztRhxc8EFEMM8L4d999t23ZsiVYXeg5nDnHh/oZMwyyDz74wI0f48V4YkSQl7owUqqqqlxf3n77bevevbszEmHGnKLPjCPzkLn34IMPurkIX18G7BhvJREQARGINQIxJejA4aL88ssvO05caBEUBIDERbtr1662aNEi9z+Cfsstt4REgxcRPTa/NZUaC/ovfvGLBoKxbds2JxJczElBQQ+WBzS8Pi++RBQwQoLtRFgQpqYSgk7d1OcTIoFYIByk1go6EQhvgPiy/CMCjlFABIJ04sQJ+9Of/mTnzp3zWVykAtH3HnrojYtPiGQ88MADDSIjwTxBQSdSgog2Zcg0JegjRowItX3nzp128803h8aDPhHpwFhrKsEeo4jNlCQMEaImMEXk4Y+x4Nkg2BgAp0+fDgk6xgcCTyJfY0G///77jTb6hHd+32qnh9EAABaeSURBVH332fHjx/1LehQBERCBmCEQU4LORZVQqhdkxJwL+ooVK0IHXtbHH3/svCgE/c9//nPIS4MqosWGO7zExMTEBuHmxoKO+ATDyXiTeN4+AtCUoOPZ/+1vf3P1+FHE+8NzDrazR48eziDA22ucEPRgpIH3yUe/vIC0VtCJSAQTbf/qq6/ckgObDW+77TYbOXKky4JXDj/v1fIiXn1wUxxjQPsYB/oF3+985ztuWSNYj38eFHREFWPs9ddftx07doQMHPI2JegsK/gE18bjgXGGMDeXWILxBg2hcfpBG2Bw7733ugiFHxOiEQg+cwZDBw8dQ8cLflOCTqSHfviE0YXX3paNlf5cPYqACIhApAnElKCzbokYEComEcrlIk1oNHgQIkcAuTjj1fqLMufwHA+UsDceFmvsXORJjQX9iSeeMNbtfbqSoCN+eOIITVCoMUDYrR9sI8/x3IP5fD0IZuPb1siHR8p6NKm1gh68K4AwPCJOOSdPnnQbDem/F3Ta440h35bGgs468kMPPeTW2TMzM50HjIGE991UCgo67xN2x3DAYGEdnbVpUlOCzvj5RD8aj8eVBJ0d9hhgRFRYjpkyZYorLj8/3+644w5nkDQeE26Z9IIOY5+aEnSWZNid75ME3ZPQowiIQCwSiBlBR9DwpvCKEBISa7lBL6oxwKYEPZgHMUFYfDj5WgWdUD/i7Q0EXxfeOWv1QcPCv9fUI4KOSLKJyydEiTA+6/Mkwr+sOQdDwj4EjSD5NfSgoOM5InC+fZzLxjkv6ITzMTz8+9SD+CHgMKJc1rAxqHxfEHLEsbWC7vuDsBOl8HVHQtCpA2Zs/Hv66addOJ36YYnBhHg3lSToTVHRayIgAtc7gagJOp4oIs7FlbVJQuT33HOP293toSIyrN9yYSYvB2F0v8bdWNARITZD8T55uRUOQWcnN+laBB3hZAc+O+h9W3gk7d2714Viqce/F2ynyxT4g6AjkgMHDnTiSgicXdis8fqIAWURNma9ljIJrSO8LEE0J+gsN/z+9793DDgHb5syvKjCmagFexOoE++cnf933nmnE3TOIYyNqGMMwJHd6D/84Q9bJegYB+wspxzKZv2eDWWkSAg65bJpEaOFdvqlBOYBSwbsnidaQ3voD3dFkCdcgs78Y5OkN34CQ6ynIiACItDuBKIm6N/61reM48Ybb3SiQ2iUDUvBxIUYIcBrZyc2YsSaKt4pqSlBJ9yLiHEQwiVs6y/0VyvoiAHhf4QNowPv2h942bSTdetgO/Gum9sNjaCznkvIFyOBvrFBizC5T7R5woQJTmzZzc5Of9aLG+9yD3ronEMedofTFna0s3PcCzplsyaMkXPXXXe5vQC0Gy/XRzHYBMf/lMHtdOz+Z9Ncazx02sKmOxhhiFG3348QKUHH4Ln99tvdrnrPjkeiEIThmQfwxRhiGSacgu535fv5Faxfz0VABESgvQlERdARQC6C/uD/lrwc3ser4gjm4zmvBZN/jbI5L5iC9fh8wfcbv0Z+Xwb1+PYGH4Pnk7epdgbz8DxYj8/v6wnm9fnIw3OOYD7/ekvnkD94Dnn5n3P9643Laer9YB3B543b5M9tXGbjfE29z2vB1Pic4HvB543L8u9xPu/5ucD/PtHO4P+83ri+psoNvkYZHEoiIAIiEAsEoiLosdBxtUEEREAEREAE4omABD2eRlN9EQEREAER6LAEJOgddujVcREQAREQgXgiIEGPp9FUX0RABERABDosAQl6hx16dVwEREAERCCeCEjQ42k01RcREAEREIEOS0CC3mGHXh0XAREQARGIJwIS9HgaTfVFBERABESgwxKQoHfYoVfHRUAEREAE4omABD2eRlN9EQEREAER6LAEJOgddujVcREQAREQgXgi4AR97OgR1qvPACstrf/d8HjqoPoiAiIgAiIgAh2BgBP0jz54zv7frXdZflFJR+iz+igCIiACIiACcUfACfqYkR/b2+92sxJ56HE3wOqQCIiACIhAxyAQWkMf3OsDK7n4O+Mdo+vqpQiIgAiIgAjED4GQoPf895+tMDc3fnqmnoiACIiACIhAByLQ7oL+xIIZ9tj86TrEQHNAc0BzQHOgw8yBCft2RNy0aHdBj3iPVIEIiIAIiIAIdEACEvQOOOjqsgiIgAiIQPwRCAl6lxcetgKtocffCKtHIiACIiACHYKAE/QxwwfZvT/9ruVJ0DvEoKuTIiACIiAC8UfACfrtd9xtz/zlIe1yj7/xVY9EQAREQAQ6CAEn6MNGjrbhQwdbaYm+Ka6DjLu6KQIiIAIiEGcEQmvoCQkJVlam73KPs/FVd0RABERABDoIAQl6BxlodVMEREAERCC+CUjQ43t81TsREAEREIEOQkCC3kEGWt0UAREQARGIbwIS9PgeX/VOBERABESggxCQoHeQgVY3RUAEREAE4puABD2+x1e9EwEREAER6CAEJOgdZKDVTREQAREQgfgmIEGP7/FV70RABERABDoIAQl6BxlodVMEREAERCC+CUjQ43t81TsREAEREIEOQkCC3kEGWt0UAREQARGIbwIS9PgeX/VOBERABESggxCQoHeQgVY3RUAEREAE4puABD2+x1e9EwEREAFHoK6uznS0L4P2nnoS9PYmrvpEQAREoJ0INCXgtbW1piPyDJpiH+lhl6BHmrDKFwEREIEoEPCC4sW7pqbGOKqrq3VEmIFnzSP8/VjwGMkkQY8kXZUtAiIgAlEggHAEhRwRr6qqckdlZaXpiDwDzxv2jYU9UlNCgh4psipXBERABKJAwIu598YRlqzMEtu++bytX3nO1q08qyPCDNavPGsbVp+zA3vyrbi4whlS7SHqEvQofOBUpQiIgAhEgoAP7XoxLy+rsOWLz9hbLxyxl/92yP71pI72ZPDvpw5br84nLOlEwWWiHonxl6BHgqrKFAEREIEoEPDeOWFewur7duXaa88elpBH2ZDp9tZxKywoC4m6N7zCPUUk6OEmqvJEQAREIAoEvEjgnRNmLysrs4/7JEnMoyzmPiKwbmW2VVRUuA2JfqNcuKeJBD3cRFWeCIiACESBgPfOEXSEo6ioyN54/ogEPUYEffqEFCstLY2oly5Bj8IHT1WKgAiIQLgJeEEn3F5eXm55eXkKt8eImOOlTx6T7IwslkIwunxEJZzzQIIeTpoqSwREQASiRMALOuF2PMGcnBx7VevnMROhmDgq0S5cuOCiJwh6JMLuEvQoffhUrQiIgAiEkwCC7tfPJeixt5vfCzrRE6IoEvRwzn6VJQIiIAJxRKCxoJ87d04eegyF3CcmnLT8/Hy3HCJBj6MPnroiAiIgAuEmIEGPPa/c73DnUYIe7hmv8kRABEQgTglI0CXoWkOP0w+3uiUCItCxCEjQJegS9I71mVdvRUAEAgQQwR07dtjixYvdbUSBt667pxJ0CboE/br72KrBIiAC4SKACO7bt89WrFghQY+hDWTBted4ea419HB9alWOCIiACDRBgN3Gy5Yts7Vr14YEnduJtm7datOmTXPHrFmzbPfu3e7+YV/Enj17Qu/7fDzOnTvXCgsLfTZ3a9L69ettzpw5DV73Gfh61vnz51tycrJ/6aofI+mh8yMjg3sm25Z1+bZ/d6Ht3VFgC2Zl21svHG1wn/fbLx617Zvzbc2y803+GMyiuWdt17YC6/TPS+e989Ix+2ZTvq1bkWtv/uPSN9u99+9jtnxRju3dWeDq3LXtgn3UI9nVN3l0unvtwO5CCx60jTowArq9dcL2bC+wxfPq//eGwfgRaa79Yz5ODbV99tSsBuXt/qbAJo1Kt1eeDt/34EvQr3pq60QREAERuDIBvoRlzJgxNnXq1JCgcy/3F198YYMGDXJiP3v2bOvVq5dNmDDBfWELpR44cMDl8e+NHj3a/b9kyRL3bWC+Zr5IpF+/fta1a1dnFPjX/SNfzzpw4EDDQLjWFClB58tpli08Z1VVdVZdXWfZWRVWXMw3nZmlp5Zbj04nQ8KICBcVVlva6bImBf3AnkKrKK+19185Hjrng1f54ZJqy0wvt3deqhf6Lq8ft7NnKqymps49Uk/e+SqbNi7Dnff55CxLSymz9JRyV15VZa1lpJW7/zEmEO8BHyZZZWWtHdpbFKqL1xF8+jFv+pnQ61vW51ttTZ0dP1xsB/cWWklxjat7wefZoTzeILjaRwn6tc5wnS8CIiACLRBoSdARcESSlJSUZL1793ZCHiyupKTEhg4daps3bw7lDb6/d+9eGzJkiDMYJk+e7L5QJPj+9SDoU8akW1VlnZ07U2F9P0h0Qv3Gc0ecR11bW2dHDhSFxDtcgj5lTIYzGBDnfz91yJXvfv418BOw/M+RnVlheblVzhjwr12NoGOwEAGgDKIR9BnDpNOLl6IJVyvmnCdBD858PRcBERCBMBNoraDzveh40oTigyko6MHXeY6nP2XKFFu5cqUdP37cefmZmZkNssW6oBNyxmutrqqzYIgagULo8KrLy2qsd+d6Lz1cgj5hRJoT9IN7i6zLa5e8+aYE1Qt6MIxPvrZ66F7QOXdQ92SrrKi1E0dLwvYDNxL0BlNf/4iACIhAeAm0RtBZU9+/f7/16dPnsrXulgSdb2oj3H7mzBn3U6YjR4601atXN+hArAs6An3+XKUVF9ZYz3cuhdYRPULxrKXjpY8bVr8eHS5BZy398IEiF/a+kF9lK5bk2Lv/OtZk+Dtcgk4YfuVXObZobrZlZZRbcVGNW0dvyoi4mtck6A2mvv4RAREQgfASaEnQ/br52LFjrW/fvrZgwQL305fBFrQk6Js2bbKEhAS3GY7vVsdTHzFihPFrWz7FuqCz1s3aNeviTQk6m85Y5x49JMWJbbgEHcFE1GdPy7LcnEqrrTXLTCu/rA3kC5egs7pSXlbr9grwODEhzV5+Kny3wknQ/azXowiIgAhEgEBLgj548GBjh/qGDRtcyJwd8Y1Tc4JO3k8//dTef//9Bgeb406dOhUqJtYF/bVnD9upxFK3ueyTfqcbeMgILmvMiF+vd1sXct+x9YILZRMO915ul9dP1G+kSykzdsn71/0jofSNq/NcCH7rhnxjx71/j8fmBJ31/vLyWrdkEMy/dME5tyluxoTMUDlsiiPkztp5wkcpVlpSYynJZQ123QfLuJrnEvTQtNcTERABEQg/gZYEPbgprrmamxP01NRUt2aekZHhPHK8cm5RGz9+vH355ZehDXSxLugI1/xZZ5wXnni8xN67uDv91WcO28I52VZTXb8znI1r5L2Sh/7l7GznbXOLGmVwDreg4eXv3HohdJvYh2+esA8Ca+cjBqYYO9nZgNf4VrLmBJ3z2SxHdOGjnvW3u3GbHQYKRkjQqPCC7m+Lq29nna3++rz9O0y3rrWboCeMG+dCQ0w4JREQARHoKAQiIehshlu4cKGNGjWqwa52dsxv3LjR7XrHECB5Qeded6IBHOyYD4blWzsWkbptDRHcvb3A3dbF7VwIO+vq3OZ1NqvCer+XGPJ0vaAXF1Xb0YPF7ji8vygUku/+9kkXwudchBhxraqqdaI7pFe96CLyn43LsLLSWks8VuI87KLCGudVc7847weP5gSdPF9/ec4ZC3jqSSdK6+uurbM9Owrs9ecu3fPeWNC5N54Nf3jqH/c51aC+YN1ted5ugt57pAS9tR8a5RMBEYgfAoTGueec+8f9LWpsgluzZk0DT7q5HvPb1jNmzHDfNufz4BjNnDnTWENvnM6ePeuEPiUlxb2FsHMPPGvt/gje7974/Jb+j5SgI1qIH540O95TT5U5cVyxOMc6v9xwoxr3kR87VJ+HfBynk0qNXete/LhvfcfmC3Y6qcyFtdlYN6BrUujWN/KxXo/Hzn3m7LBntzkb71656NX7snjk/EP7ii77khveIz/GwYkjl9o9f+YZe+sfDUP7fPlM8slS6xMwTj4dmuravmFV7mVh/mD9rX3eboLea4QEvaUPit4TAREQgVgnEElBb61ohTsf3/bGF9mcPFoSWqcPdx3tVZ4EPdY/QWqfCIiACMQIgXgUdNbS50zNcuF3vrK1vcQ3EvVI0GPkg6JmiIAIiECsE4hHQWeT2qql523uZ2fC9gUvkRDr1pQpQY/1T5DaJwIiIAIxQiAeBb01Qnm95Gk3QR+QoDX0GPlMqhkiIAIicFUEJOgNd7/HmtC3m6CP021rV/UB0kkiIAIiECsEJOgS9OXLl9sNEvRY+UiqHSIgAiJwdQQk6LEv6PycLrc6crskt0cyZuFMEvRw0lRZIiACIhAlAhL0GBf0UYkmQY/Sh0PVioAIiMD1RABBx+vj2+/4MZicnBx7/bmG33sea+vKHak9k8fUC3pFRYX7aV156NfTp0ttFQEREIF2JOAFnXAu31Z3/vx5G9i94TeidSQBjbW+Ll14ygoKCswLOuPFEc6kkHs4aaosERABEYgSgaCgs06bm5tr69ck2avPxnYoOtaENxLt6frGYTt9Ot39lC7f08/3/UvQo/RBUbUiIAIiEOsEvEAgFogG3mBqSprNnHLYXn/uYIPvSo+EaKnMyw2nl586aF3eOGCbN56w7Oxs47v7WRLx4XZ56LH+qVL7REAERCBKBLyXjmggHvwYTGJioi3/+hsbPXytDem/2h2D+60yHZFhMKTfKsd46MA1NmXCBtu5c5/xc7p5eXkR3eHOlFPIPUofPFUrAiIgAuEm0NhLLywsdJ7hyZMnbefOnbZhwwZbu3at+zU5flFOR/gZwJeDn8Hdv3+/8ct67Gdgo2LQOw/32FOeBD0SVFWmCIiACESJgPfSCb2zAYvfXEdQsrKyLC0tzXmLiIyOyDHAI09PT3fGVH5+fkjMI7V27qeaBN2T0KMIiIAIxAEB76XziIDgFbJJjhA84s6B564jcgxgXFxc7IQcoyromTMukUoS9EiRVbkiIAIiECUCQVFnAxbCzu1sCIs/2DinI/wMPF8e/TfCRWoTXOPpJUFvTET/i4AIiECcEAgKu3+OuOiIPAPP2z+2x5SSoLcHZdUhAiIgAlEk4EVFj/Vf5tLeHNpr6CXo7UVa9YiACIiACIhABAlI0CMIV0WLgAiIgAiIQHsRkKC3F2nVIwIiIAIiIAIRJCBBjyBcFS0CIiACIiAC7UVAgt5epFWPCIiACIiACESQgAQ9gnBVtAiIgAiIgAi0FwEJenuRVj0iIAIiIAIiEEECEvQIwlXRIiACIiACItBeBCTo7UVa9YiACIiACIhABAlI0CMIV0WLgAiIgAiIQHsRkKC3F2nVIwIiIAIiIAIRJOAEffz48ZaQkGBlZWURrEpFi4AIiIAIiIAIRIqABD1SZFWuCIiACIiACLQjAQl6O8JWVSIgAiIgAiIQKQIrVqywGwi5jxo1yoqLiyNVj8oVAREQAREQARGIIIFly5ZdEvQjR45EsCoVLQIiIAIiIAIiEAkCVVVVNnv2bLthwoQJNnr0aJs8ebKVlpZGoi6VKQIiIAIiIAIiEAECdXV1dujQIRs+fLjdMGnSJBs7dqz7Z8aMGZaZmWmovZIIiIAIiIAIiEBsEkDIS0pKbOfOnTZixAh3t9oNeOb+1rUhQ4bYwIEDjUeOwYMH6xADzQHNAc0BzQHNgRibA2j0Rx99ZAMGDLBhw4bZmDFjzAn6xIkTnZc+cuRIJ+R9+/a1bt26WdeuXa1Lly46xEBzQHNAc0BzQHMgBuYAuvzhhx9ajx49QmLOsjnL5/8fdb+zf3/klSEAAAAASUVORK5CYII=[/img][br][br][br][left]3. Şimdi dersin öğretmen ön izleme ekranına götürüleceksiniz. Ortaya çıkan rastgele üretilen ders kodunu not edin. Öğrenciler [i]Ders[/i]inize girmek için bu koda ihtiyaç duyacak.[/left][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlgAAADfCAYAAAAqTK2VAAAgAElEQVR4Aex9919Ux/f+909ZOvYaU01MM72908s7ppfPO9EkqBRpAipiwd4VFRR7wd4VEcGOFRVBKUrvsLv88nxfz13OMntZinHVaOaHfd1l770zZ848c+Y5Z84M/6+lpQX6o3WgMaAxoDGgMaAxoDGgMeA5DPw/rUzPKVPrUutSY0BjQGNAY0BjQGOAGNAES0fwdARTY0BjQGNAY0BjQGPAwxjQBMvDCtWei/ZcNAY0BjQGNAY0BjQGNMHSBEt7LRoDGgMaAxoDGgMaAx7GgCZYHlao9lq016IxoDGgMaAxoDGgMaAJliZY2mvRGNAY0BjQGNAY0BjwMAY0wfKwQrXXor0WjQGNAY0BjQGNAY0BTbA0wdJei8aAxoDGgMaAxoDGgIcxoAmWhxWqvRbttWgMaAxoDGgMaAxoDGiCpQmW9lo0BjQGNAY0BjQGNAY8jAFNsDysUO21aK9FY0BjQGNAY0BjQGNAEyxNsLTXojGgMaAxoDGgMaAx4GEMaILlYYVqr0V7LRoDGgMaAxoDGgMaA5pgaYKlvRaNAY0BjQGNAY0BjQEPY0ATLA8rVHst2mvRGNAY0BjQGNAY0BjQBEsTLO21aAxoDGgMaAxoDGgMeBgDmmB5WKHaa9Fei8aAxoDGgMaAxoDGgCZYmmBpr0VjQGNAY0BjQGNAY8DDGNAEy8MK1V6L9lo0BjQGNAY0BjQGNAY0wdIES3stGgMaAxoDGgMaAxoDHsaAJlgeVqj2WrTXojGgMaAxoDGgMaAxoAmWJljaa9EY0BjQGNAY0BjQGPAwBjTB8rBCtdeivRaNAY0BjQGNAY0BjQFNsDTB0l6LxoDGgMaAxoDGgMaAhzGgCZaHFaq9Fu21aAxoDGgMaAxoDGgMaIKlCZb2WjQGNAY0BjQGNAY0BjyMAU2wPKxQ7bVor0Vj4OFioLKyEqGhoRgzZgxu376tJ41/sY2z2+04ceIEPv/8cyxatAjNzc0GHqxWK9auXWv8fvDgQfA5PW4f7rh9HPWvCda/2Pg8joDWbfp3G0lOlAsXLoTFYoGXlxemTJkCm82mJ89/qZ2rqqrCO++8Y+AhICDAIFu0ETdu3MCTTz5p/P7yyy+jrKxMY+RfipH7OWdogqVBpQ2LxsBjgwESrKSkJCfBmjFjho5O/IvxXVtbi08++cTAQ48ePXDmzBkD6zdv3sQzzzxj/P7qq6+ioqLisRkD95Mw6LLvzoHVBKulxfBetmzZAn6OHDnyyHi8nEzOnTtnyE3Z8/LyHoqRaGxsNHTIsLsegJ0PQHrUNTU1HtFTfX29MTE8rOUNtoPtuR99zjaVl5eDbbzb8puamrBgwQLMmTMHnGDv9v1/0vMcU+np6cYY37FjB7j8+U+S71GQpaCgANHR0di+fbuTbBNfWVlZCAsLM2zoo9COzmRkey5fvuycC65du6Zx8g9wLO6ZYHFypVeQnZ3d7nPy5Emj04uKisDnOgPIw7x3/Phxw5PhssL777+PhoaGf6ysqp649BEREeGUPTk52WlA1Ofu53eG2t977z3079/fMFac3O5nfeayWb9gr6SkpMO6iUHmYvBZ4tJTJMcsT2d/r1+/HgMGDMBzzz2Ho0ePdihrZ2XIvfPnz+Oll17CoEGDMH/+fDxIcktjvnfvXjz77LMYMmQItm7d6lHccfzFxMSgX79+ePPNN8Fog7S7qytl4+QimCgsLOz2u12V/TDuk2B++OGHxhjv06fPY0EGHoYeialbt24hJyfHwMbZs2cNh/RRJ+CiS84F06dPd84FzDeTe/d6pU2nvmRMqVd1jn9U5s171cfdvH/PBIvGb/Dgwc6OJUmRD3MgevXqZax101DGxcUZhEsSDTsTND8/H7/88gtmzpyJuro6Ayw0nocPH8bXX3+NzZs3e2xS0QSr86hLZ/20dOlSI9eFfe7n52f0b2fPe/Ie8TB27Fgn3ph74658RkJkkiImf/jhB1RXV7t91t37nviNRuqjjz5yyvr77787E27vtny2mwRExhlJTnFx8QNrDyf9Tz/91Fk/CbYnJ6rr16/jiSeecJa/ZMmSbhM4Es3/+7//c77LSedu9ftPel4TrL9vm9iPzK2ijeL8Q0wxD0tsFZ2d4cOHG5HOO3fudBtj/yR8iCz3k2DROX3qqaecY0rsDq/qHP/GG29g/PjxuHjx4t+2bdKex+V6XwmW2hHynYSLO3w6iyBwAuEOIL7j6+uLTZs2GUaSEyW9Zv7OiAlDop7oCE2w/r4R27dvn9NoDR069IEmi3aHYJHYqFG+F198Ebm5uR7Bzd1gjwYwKCjIwC6NEid+yn83ZajPrlq1yklsmWPiSYKj1uPuOx2kqKgop8FluzwZueRk99prrxnl+/v748CBA93WkyZYf38su+vrR/k3RlqYX8XxJvNPR9dXXnnFWIp9VNv7sAiWO3327NnTcHwftBP7T+w7jxKswMBAjB492jC+NMD8kEx99dVXoNLVzuBvpaWlbg0nJ57w8HDjeUZFuARB5TH/4IUXXjB+HzhwoMcmSk2w/r5R5oS2e/duI9L4oNf9uyJYNDrcis1JmtgjKc/MzHSLuQcxOJlIO2/ePEOmew2nk+Rs2LDByDUiIXkQ8qt1MKq8cuVKI6H8fpA7RrESExOxf//+u8qJ1ATr749ltX8f9e/MpeUSszrnvP766/jrr78QEhJiODvvvvsufHx8nM/weea5PYptf1AEixFAOlQyv8sc/9///tdYrVL1/dlnn6GztI1HUc93K7NHCRZJD9e5zUKw87mEQfIlIVp6FVwmkeU/8zucjCZMmGAYcDV/i0ndwcHBhrdxLxEAtT5NsB5No9wVwWJ+AHOUOOhJslJTU+8paqRiRn//Z2JGE6x/Zr88yPFy9epV50oHx/7zzz9v5AzSKZE5g1di5dixYxg2bJiTZHG5/WFEuO9VPw+KYHFZlek7ZnlZP8+cY0CFgRYhWkzzuR8OmLn+f+rfD4RgSeNJlGbNmuX0GrhtdteuXe06S55/UFdNsB5No9wZwaLn9PbbbxsDnWSenpYnl7EeFDZ1PXeHTU2w7k5fjxu+GBlWc/BIrpgTJMTKXXuvXLniQshGjRr1yOUQPWyCJXqljeWmG6b2kGSRbMkKlDzzb7o+UIJFxTJipSb7cjBI0juN47Rp0/DBBx8YH4Z53XXGoUOHnM8wcZ7g4nNcQvz555+d96Qcd1cmykv4srsEiwmnjIpwyy+Tpr///nvjdGAm+osMqrz0hHiCMOtnMjbBx/Zz2ePPP/809BAfHw9uI1YNAJd8li1bhhEjRhjLq0z0Z6Kh+gzrYZ1qflFHuwj5HpM9uTFg5MiRhjwM85LcdrTNPiUlxanHNWvWGHWzPfRQGA6m50cZaJwYCmYbGXqXvuQ9tpXt5L3vvvvO0Ddlpoc5depUQ4fsr3Xr1v2tpHO2y12SO2VglNPb29vIv2Bfd5UPwLK4ZL169Wr8+uuvhmzMA2T+T2ceGJ2GS5cuGUuk33zzjfEedcsdg+azdXh0gGCRuWsqVvid+OeuN/YjxwWfpSx8j0dwqP3PLeb/+c9/jGd41pOKP5bx7bffGvd+++03ox848XB5lH3E8cckefan+h5zHBnl4yYA4pZ9xF2a6jOUk3KwfdIWLsOqsl24cME4e4j3iU/2B+vnBhXWz9+pW7ZBxYvog7jhUg6fYyqBO49ZnjVfuyJYLJtetcgu7eN19uzZ+PLLLw2sEgfm/jPXxTbzGe6ojIyMNMpk8j/tA08Hd7cMTPnYHvYp8fLxxx8bfXH69Gm3O627m+TOPqKNoN1g/7GPmWbBPncnB/VODIgemK/EMogz5gey/6kn2ir1feKdO2DZf3yXqxI8RqIr54V6pz0fN26cIRvxySVm2mAVO6JjphvQVlHGuzmagrtrJWrN9JKNGze6LV/q4ZX1c8wJKWAyvIo5tlnw+MUXXxg6Ynv37Nlj6PqPP/6ALNOvWLHC0AvHJpfwWbaMq59++skYFxxXZpuvyiMy0WazDLHZlIFYc2fL2Hed7SKkHHyXeGO/0WbLmWDmus1/q0nuHUWw1HfY1yxfolicJ92Nc8pEm0v7z9UsykXbSdvoLkebbWQ/CWbT0tIM/XI+4XEbHLucn0UWKZ8Ej/ME3+PcRY7BtnMsyrP36/rACRYbQiVx8mMHcAei/DsLdgLBJB3TEfNl0rs8w86j4lkuO4uJ1nKvsysHkWzh7g7BYidyolbX7KV8go5tMncYt7YyqZ/P8fgH1keiYS6DOzRoyNgGHiUgeWZSPq/c2m/OH2K7uyJYfIZGxp1eGNlhXgLlNAOMRkDqJ8EjoZKdXTREbC/f4cQg+XUknaqh5SDh7h2Ww9A7jSa3D3O7uZQtVxquuz1NmQPIHcEikaRxZdnUJQmQuX3q38Qdk8bd7ZQhTjnZuDtjjMSak5Ase0tb5MocIsoodUleIe+TlMjvvNIoTZo0yTjGQd5Xr2bd0rjLGKLhVbFHWaWveEo1l+05CYhOpFwu6YscJEXEgjkhmP1mzkthm+bOnevsQ0al1XaSOIlOqDtOPiSMZtzzGeKME5iqC+LmrbfeMsrv27fvXW1moR7UCIZ5FyEnJ0Y1RAds9/Lly9vl61APzNEh8VJlk++shwRBLUvKlKuMaXmHYyMhIcEt/tk3JMPmvNTuECwSIJ75RTskdcuVOifhEgKgykIHTp7j5EunipiQ33ilXHRW6GTwwwnQ3I9cfufuMZWIST28UsfErxlbLJ9jjvZcbDifZx+RCIgcHDcqvtWy1e9mXDJxvbvkjCRCtZGc9KVs9oHgsXfv3iCJ438IEEJGGy/5p3SYKTfHJvMtmdLiLtGe7XbnZEmdJA/c0GXWGcvlXEIZ5Fleqb/OCBadKc4holMGJrqjU5Z9twSL79BRE5wwt41lqPLyO+d3OexV5BLdkaAy8qi+wzZOnjzZ2QbuDqUO1VMMSEj5DrHAwIA7HbIOvuMunUmtzxPfHwrBIjgk8ZgDWJj0vRIsRmM44dKgmD+cwKXDqWCyWJkUuiJY3K2oGlIuPXFSY/RFjBqXOwkYKZOdoxIsTl40/AyZ8l838G/RAeUhEOjhsR6WRePOZ2QQ8xm+R29IOp6A64xgURYSB5lYWS6NKo0kd57J76xTyKaUrRKsiRMnGmddUQZ+/g7BIqBplCgDDRkjE8x9UA0IvVt3no7IZL6yfWaCxb4iKaCcnCy6Om+K9TFyIbqgsfzxxx8NHXGQC2bo/aiTFCMXNHSiE/Yf+5e6pY6Ji+4SLMpAT10IE404iTijA8QY9fV3CRbfJVZJZkh2OVEI+aHsJLucXDkJEI/ENj8qNmmYVWNEvXeXYFFuRjtYHvFLz1YiDKyfeNi5c6cT0+zjB0mw6DxwTLKN9IDNkyEJtBmT/JtESbDBdtDJYPuICeKa91SCRfLB6J3ghf+m5X//+5/RNzwqgOOAH/Y3J3TBelcEi+XSBgh2iDtGPRk5FueGdTJipEY+SPZUgsUy2AY6JGyD2kcc7+xvTsqsh+ev8WgOsX0snzp0l+5BGyiOC8vhmOIY4RgTR4v1EoPSZka11ImXtttMwuVZ9cpn2F+iY9qT7pII6pE2Sd7leJR3VYJF+8AoIXErz3ZEsKhT6opOAu0tbQj1JO9R14xkqW2gTWf0VOw+dcNIJ20By5B+5rsq+e+MYJFkyrEqxBjxoWJMrd/d979DsOjUSltZJwMHUjZlJZmXNlJ/xKe0kc9TR9Sdqh++pxIsfpfdxqJTiRqSoEr5tO1sP3HHSBnHG+cI1aaJbJ6+PhSCxYR3UT6VwHA6G0bDdS8RLJbBTjB/aExIEghOdh4Bqy77dEawSNo4MNiBfJfhfw5kTjKshwfXyf+0IiDU84hUgsV3aTQY8WE7KRPbzclUwEFdcELke/IMJx8OMj7DQS26krZ2RrBIXOVdGkwud1Fmys42cK1ciIWZ3KgEi4OZXgjJGo00iQYjepShuxEstp8DiV4djRmNF/uAURuZqKgfd54O63H3MRMsTgBCekgiOIjZXnfvym/cASk6YtTn1KlTTh3JRErZiR1OxqyT7zKqIySEyzEkXLzHD+skESa5k+f5TkcRLEacuMORfUxSSK9X+olXGkMuw4jBZ1ndjWBRdpJbLs8Rc2wTl4PMEygxnJGRYdznM4xYyi4s4pIeqeiMbeouwaLenn76aaM8lss2MGLNSVNwT2eIskn5D5JgcUyRCBOLlI3jgtEgMc7EhhoBZdsZcZGJjjjjGGT0le3jh2WQ6Mt77EMuCbIv2GaSE0Y/WRY/nABJOARn4oVTH10RLE7GgkPaH45LwQ7fJbllnRzn9OhFx9S3SrB4nw4QI6lsA9vDSU9k5hhlPdQVy5VnSEqlH0lu1H5kP/NsJKmf9ka1nRwfgntOlLIky34gvkjAOBFyjFJPIntHV9omRq1EHkYYu/Mey2OdtB/yLp0lysp7bK9EsIgL2kM6wLR91BfTJCT6LhEslkOMcEmKhJHlU2eM7kqbWRb/rZPaHo5NIa4ct9SR9Cd1y2gx32O/kLBL+/iMuwgW6+RmMT7PDyODqqOo1t3R979DsNhm2nvqgfWyD6V8rsSIbaHNpa1R20iMSRtpM9U2qgSLjgwdW85LtBmsk5E69omkIXF88wR/6p/l8MN+5ZyvBitENk9fHwrB4sATgsWBK54PwXCvBMudgpizJV47J3EOCPW5zggWCQ47m0Ch9616gVIGjQFBxDrU5RSVYPF984BnZzP8znvyMeezEHj0auU+65J6ea8jgsWyydj5ngxkPi/v8sq20NjzGUax1IGnEiwaCoKYZarv8/vdECwOFtUA831igctYImdXESe1fsqjRrBIToSscbLhgFOfN38n0ZOJnm00657Pc8lGopecBGRQqgessg/d6cZcX0cEi4RKjBGjRzQQ5nfNf3eXYFGvjNCpfU9ZOREQs7zPDw/zND+j6pY5DiID3+8uwWIdXKKWd+VKwijjimRP7asHSbDozRMHIhevnOhVz1hdLuKY4eRKnRFrzH+j3VLfN39n22SnGqMZ7G/zM/yN91guiY30RWcEi86fyEl76u68MEY5pFxO9iyPdZsJlrvDYpnPIuSNcnG516wr2lYhmxwnQjRYB/OR5B7zj4SwSNvZRuKKZRMn6pIZJ0TaBpbXnbHFMjk21cgX/32Y1NXV1YzpjggWZaXD4C5lgHWoBIuymKMkrCc2NtY59hjFFNmoW9bLOqg3Ll0LDuQZtpFRVj7DqKvom8+ZCRZ/45wjTrQQcCmru9e/Q7BoN8WmsW8l3YdtJBakjUw1MbeRbZI5gZgSm8vnVIJF8rRt27Z2+KDDwigV6yBBV/PputtmTz33UAgWDY4QLBpZDlI26H4QLNYloXJ6oxx05gHbGcESA0A5GRFxp3iSApnYGSmTZ1SCxUnEPNj4HCcfmWjUASNl8CoEjoBhMq3cI+A6Ilg0vgLSjkBGIybto7coS7UsXyVYXKpkeVKveu0uweJgo/emvsvvNLo0/GwbP8yfMj/T0d/sR5UEMLpIWVkODRQ9PJlQ3JVBIykRRBpDdZKX56ljRhdYJtsgeQFc0hDSTk+Tf7MuM7akHF47IlgMg0vuCyc0EiLq22x41LK6S7A4uZodCpbDyVjGIL1INfIq9TA6IrimDuR3trG7BIsRWZkE5H1eabRpIKlXyiERUd57kARLdYhEPo4LcU4oHyMv0q+MMMiExUgGSYC819GV0UOJktKzNjsZfE8lB5wIqQP+3hnB4ngVWUj65B1VDk5oXKZlO4hTSQUwEyw1Oivvs98YIeC7HE9qFFOeYSRO7BdtiExmHNcybvg+l2zkHfXKaKC8704G9dmuvpMYi7ysU40EdvUuxxrr53v8kOhIP7EPJIJFPTDS11F5KsFi3qPgRn2eTrv0GyOAQtA5JoQg0ma7G5N8lktplJFjkxF3lk35zQSLWJVcTPY95zl38qiyufv+dwgWx4VKsGivWDbnQFkyZtTcnc1lG7nELW2UeYltVAkWV5bczUvEvCTZU0eM4lKXHNfu2nc/f3soBIuhc/GMCDTx6DxNsKhoASM7i9/5m1mhHREsdoisy9MIMKGek6T5w9C4RAMIDOlIlWCR5Lmb7Ak8GWz0EGVQqzIytM+BzTZwF5/cI+A6Ilg8qFEIAA0fQWaWm8uCYjgIRNWDVAkWSYzUab52l2BxgLvz+tjnahvuxijSWKgEi/8qRw0/s/0dRd7YDhI+0T3lo27NOuLfPP2duicR4DIa3+WEKMuRvEd8cMBzeamjSZdl8Vl+JLmcZVEHTBKWPuZ91smjJZiv6M4odpdg0QN0l+jLtsukz2Ucd9hkZFnGKaMq0veUp7sEi4TCHLlgOZSJRIJtpV5VEvggCZbYHmmbXLl0LX3FPmWb+eGSjvzOse5uvEoZcmUkQt4hKeO4M+OMUVAh+yrh7YxgcaIWAsx+dlcuHShGXFg/7YAsW5oJFiMBIq9cOXlJJID1uIsuM1Ihy80sn3aH7/NdtlXaTRtpbjP/ZrqGtIG5gu6wLvJ0dVVxw3qJ0e6WxzHI8S/yUm9ix1WCRayqaRpmmYRgcSwzumm+z78534htVm0+x7osH/JKB9GsM/axOJGUlRhgmWaCxSiZBBY4hmlv+Iw7ebr67e8QLC7VUVeUkXOjEEE1UttZGwV3fF+WF80Ei3ly7trEPldzsFgG7TvzrxjMcfdOVzr4u/cfCsFiFEkGFScSCQF6kmBRifTABcgEm3mHjiitI4LFgaWCmR3V1YdLnDIwVYLFydjdRGMmWNSByCVX6ksm3+4SLLVNXcks92WplvWqBIsbAkQW87W7BKujKBrb60mCRfkWL17sJLw0+ipxVOVXl39FB51daTC4tCVl0PBw0IohkXeZQ8EolJnM01jKMyrBYnnEGj1QGgJ5hlf2OydyszfbXYLFKKa7yIZKsDg2zLJSJk4kMn7+LsFSJxDRG6+cgP8JBEsIhyobv7sjWLQp6rhgrkh3jLVMumq/dvadhEUiTZ0RLBI3sQudlSf3SOAkAmsmWGqSuejCTLDEuZD7vDJqJERKJVjEq0Rlpf6urtxF2V1CpMog39kmNcWEqRXdIcB8n2NE0iUop/r/L1WCxahMR6Sc5Uhfs1+YbyqyqVeOPRlX6vjgJidxerrSldwXYkwcqhEs6l4ig5xj3UWKVJk6+/53CBbznqR+RhVl7qVNkci1tKGrq0SZ2UY1gtXVP7RmdNS8kYp1ccWEZLazNnvq3gMnWAQ8vRY2lMyWk6sMKjPB6mgNnctq0inqMQ2qUkhuZIATtOrEqD7H7yoZIRGSyYbyyO4LEkLe+/rrrzv9cFCJ0X2YBIsRAdER289QdFeyqzs91ImEoXOzzuTvfyLBYv8xxC9RRQ4y8axFbl7pkUsEi6SIA68zHTEZ2zwwSaa5vMUIBKMIMuHxyiVLlTB3RrAoD8cBl2WYyMrIokSP2I/cfcXJTOTXBMv9xgf2h+SxUG+cdERnvDKHiv0kY+NuCRaJs7zLaII4U2od5u+MrMo7XALqDGO8R6Ihy6qdESzmtYijyuWWrsol4ZBdWfebYBGrsjzFtjOS2ZV8Eik06+9u/mYah4xB6kSWLLsqg3ZMEq9pL7l5Sd5RCRZJKo+dkHvm670QLM4Xki/Herh60pXOOHdRBjPBolMs8yz1z753lz9slt/d33dLsGjzaCtZL20wVxlkjmckSyK1JORd2Vy2n0ud0kaVYDEP1p286m8kzgy0cB6XeikXo7pmW66+56nvD5RgEQRcx5dJjZ6a6g2wY2TtlUrgdljpGLXBJDG8z487gsXBzS2t7FwONhpZIT1qOfK9I4LFusVY0+MQJi3vdXV9mASLHgsNDHVED+JuPZhHmWCxX2hYZWmPOqCBNy+V0VCKJ8lkYXrsXfVpR/eJFUZiuVtMPDQSfJXYdUWw1LK5q415UpJTQhzzcE95RhOsB0+wqHsuYYvtocPVnUlLXa7gpNcdUib93BnBooMgUQJORO4i5FKO+Xq/CRY3aqhnWXV0aLRZrnv9mzlhQqBp/7nUJw5zR2VTVrHzYiuod3n+QREsplAIKWVUUHWoRJaOrmaCxegO853UFBAuG94NRqSuuyFYtIMcIzLHcxlQPfyT54XJkjIdX7NNljrdXdnGuyVYUg7bzZ29dFSJC364GuSOX8g7nrg+MILFAc2IlGxBZQPJ9lUPn41VJ3Z3/7KAjFSiShwMZoLFMkioxIsh0eqqEzsiWFQwl5ukLIaf2Y6OFK+2hc88TIJFIy475Djhy1q9O9mpM7PRV/vhUYtgSRt5DpF4hMQbtyur/UcDJru7aBA6y62gjjoj6VIniZHsMiM+uRwg9+6GYPEd1sc8DpnQ+Z1y8J4mWA+HYHGCUCPjHR0hoOKF0WRZ+qXnLFEkwYV6ZZ9LH/P3zggWlxEF37zS3qhlqd/N5d5vgsU2qMcecKXCbGNU+cz3KC/Hkkp01Oc7+s5yuHTL8c5xQwdKjodw9w7Jl3poKG09HWlzHwhRuZ8RLJJ17iKm3CTOtNmqHKr8/F3VGfWlLhGSYPEZ5qRKXhd14W5nolquu+/dJVic/yizECj2AfOk1HmRTqx6dEdH44dyUH62S2Ti979LsKQMOq1C/nhMiSqbPOPJ630nWCREbBS3Q0u0gACix+DO+1PzYmg0+K6AjEaBg0cUxHLMBItkSUKB7OjOjI4osjOCpRpU1ksQmz0idjzzExhZUzvsYRIsto3RQjE0JBIkEKJLaTu9N0YKzQmsjwPBYl+oZJtEk1vuRQe8qve5/ZkhbLkvOiJBZ2RK8lf4O79LXoE8xyt/k23UxKH6TkcEiwaMy4zmeul1qYm3TLCWZzTBejgEi5hSN1ZwRxQji+q4Z78xx07+nRRJgnrUCqNY6iGRgh9GHLixQd1t3BnB4gTLpWmOcX7ondNLl/Lkyk0XXHZWid39Jlism7Txu3UAACAASURBVLu/xKHmWOCxDeYICvVGLNMGiby0p1zWISml3TL/Bwt5rqMr5xXmNnF+4IfLqNQ/7R9JG8unc8V6GfkTG8krN0Kpfck62AcPgmBxbHOMi0PPttMuy5iX9nJOpS5l9z1/Z5vMBEue51ENUibn1I5yUuV587UrgkWdUhYubUv0nnrncQzm4AbbogYtuMrAcWJuI/uQulBTe9jG7hAs9hejZioBlTZxTpRldcrLMuXe/bh6lGBRqTLYzVcBO/NKOGl0dNYPcw94IrI8T1LDiBV3ofAQOa6PM7FY7qsEi8tgalI6y6EXxciF+cM1akmu74xgseO51qvmw9CococHy5SjAdhebu1WB+fDJlgEPvVD2aRvGF2hV0HZGSEUA2hOcn0cCBYHDHWgTm7Ms5A1fd7n2V9c6hE80XPkFl/REbHGXAF+ZCcM3yPhYnI7cw04eREjPKJDXZbkNnWVjHdEsDgR0fBxFyKjuiyLZZpPbpbEZ9avCdbDIVjUPQmQamc4vriUS5yxz2kf+Jt6kjt3VUm0lFijs8nT+mmf+GEuCm0MjT+XuVgPP50RLN4nUVMP12S59MzF7lEe4pRkRV2ufhAEi7aQ0W/VIaYOuGxH+8McNi6FUVeMcEmbOSZ5ZI2MSeqG8sr97lxJCsz/nof1mD9SB8c9d1qTvJjLf1AEi/WyfvV4C8pF+8RdxmKzGZEiTphILrJ2RrCoOxJxIVnEZ2d5ZFKmXFWCRX2ZdSh/iy7Z36yPtlfKUK+MYhH78jzbSOdA2siVItpp/i47CPl+dwkW53U6ubTFLJOEjvaaZ44JFmlveXyKKtf9+O5xgiVKM1/pwXDiIiN1xyylcSQ09Fh4fo65DJIrJowyCiH3hGBxMJO4sbPlXmdXEgvx6DojWJSLAGW9sj7urlwuGzCCpbbtYRMsyk5jZY4eqvJz0HGnmZw1Iv3wuBAstocTlpwJxrZz8Mn/DpP7nJRUEq3qiMaMO4zUs5rUnYrqs/zOSY5G0hzh6ohgqTgxl0U8czJXyR1l1gTr4REswQzJdUeYMRN5vsPEaS4BdWSjWBZzBVXcdEWwWC4T9fkeJyQzfvg3JxVGdNSdqA+CYFE2Rqy4MUAcObN81AV3GHPpis/zw6iH6mSbHVd5rqsroyCMeDAXtSOdc2zzSADmDXVE4h4kwWKbSBBIBtQVH1VvtNncgas6ip0RLJZJTKm7JJlzquKhM12aCZYqi/qdOyyZd8doljoPuiubgRSuYnXWRjoOqt3rLsFidFI95kGVkd/JLbhBhOW5k82Tv90zwWInkX2SLZo/9CDorXArKT0t1ZvvqhHsVBIWevGcEDk5cSJix3FykbpYPhXFskkk5PeurvQKWAflILmQ59np5jA2n2EdfJ7nKnHLOgHOsDEHP7eD0qs1dxgNH59h2SzX3QBmCFjY9l9//eUSARMdMaRLgsBy1CMTWB/zckT2jnZdUjfUHXMNpK+Yn8VoCQmvu2RKblOWchmOFlnMVy6BcZs/n2XIVY3gMUpJosF7nABE32oZ7E+1DarHoj7n7jvJONskcqr/CsT8PAc9ByyfZd8RT6oRoBHlYGYiKCdBPsNdPPyfc9xdaU6A5yTA5WySekYFWS6XGziZcCJ1h3Uub4us6oYJ4o0kn/1BJ4TRMi5vc7mIycHmMDvbRtwIJnikgNoWEkqOPdZF4ujOkyQepN/YR+4wT5loiFkOI7aiU+qdu7WkLeb/UMCNK/IeN62omJAy6KlTXyyDBFI9I43ycnmB9zjRqpEXeb+jK/XAqLLIxmUG9VmWzR21cl8l2upzdKjkGZ42zTar9/mdfczdZ+w30Td1SbJAe2e2B3yHkz7THrjMyHazDr7DnBnuajJH9lkHo6h8jrh0twTIcqlPpikQ18xxITa4FMlIKPvajAH2CaMM0kZ3RzCwTNo6PmOe7EQXbI/ok/Kp0Td5hnqgPmhTpM/Zrxw7HAe0C6quqGvqgtilfVX/w4SU2d0ry+XKBiP0jJiRZLA9MraJcY5td/0rdXBsiB2jPVcdLXlGroIb6p9zhfyuXrszPlgn5yUSRM5VlJkrOcQal9TMNpvtJNalP83HwLB+zkdi/2nfGOV0N+5VWfmd+idxkrLVK8tjP5KwcAy7s3vm8uRvaSPtl/QL28g2M8jiro10bKX+js5MpC6Y90j+QPyyLzjWuPxLLsL2dNbfIp8nrvdMsDwhhC7DvTeu9fLv1AsnX3rdJBYqcdJ4+HfiQfe77neNgUcTA5pgdfCPhDWgH01APw79JknUTBjlErgsZT8ObdNt0ONKY0Bj4N+CAU2wNMFyG8b+twyAf2I7GbViHgaXXJk7wqWNBxXS/ifqQ8ukJ2SNAY2BRxEDmmBpgqUJ1j8QA8wjkFPDudtTEyw9wTyKE4yWWeP234wBTbD+gZPrvxmQ//a2M+mayfBMbOZWYu6c5Ung/3a96PbriVpjQGPgUcOAJliaYOnJ+x+EAe744rZ67iTkTjruIHW3C+9RMzRaXj05agxoDPzbMKAJ1j9ocv23gU+3VxtcjQGNAY0BjYHHFQOaYGmCpSNYGgMaAxoDGgMaAxoDHsaAJlgeVujjysR1u7SXqTGgMaAxoDGgMdB9DGiCpQmW9lo0BjQGNAY0BjQGNAY8jAFNsDysUM3uu8/uta60rjQGNAY0BjQGHlcMaIKlCZb2WjQGNAY0BjQGNAY0BjyMAU2wPKzQx5WJ63ZpL1NjQGNAY0BjQGOg+xjQBEsTLO21aAxoDGgMaAxoDGgMeBgDmmB5WKGa3Xef3WtdaV1pDGgMaAxoDDyuGNAESxMs7bVoDGgMaAxoDGgMaAx4GAOaYHlYoY8rE9ft0l6mxoDGgMaAxoDGQPcxoAmWJljaa9EY0BjQGNAY0BjQGPAwBjTB8rBCNbvvPrvXutK60hjQGNAY0Bh4XDGgCZYmWNpr0RjQGNAY0BjQGNAY8DAGNMHysEIfVyau26W9TI0BjQGNAY0BjYHuY0ATLE2wtNeiMaAxoDGgMaAxoDHgYQxoguVhhWp23312r3WldaUxoDGgMaAx8LhiQBMsTbC016IxoDGgMaAxoDGgMeBhDGiC5WGFPq5MXLdLe5kaAxoDGgMaAxoD3ceAJliaYGmvRWNAY0BjQGNAY0BjwMMY0ATLwwrV7L777F7rSutKY0BjQGNAY+BxxYAmWJpgaa9FY0BjQGNAY0BjQGPAwxjQBMvDCn1cmbhul/YyNQY0BjQGNAY0BrqPAU2wNMHSXovGgMaAxoDGgMaAxoCHMaAJlocVqtl999m91pXWlcaAxoDGgMbA44oBTbA0wdJei8aAxoDGgMaAxoDGgIcxoAmWhxX6uDJx3S7tZWoMaAxoDGgMaAx0HwOaYGmCpb0WjQGNAY0BjQGNAY0BD2NAEywPK1Sz++6ze60rrSuNAY0BjQGNgccVA5pgaYKlvRaNAY0BjQGNAY0BjQEPY0ATLA8r9HFl4rpd2svUGNAY0BjQGNAY6D4GNMHSBEt7LRoDGgMaAxoDGgMaAx7GgCZYHlaoZvfdZ/daV1pXGgMaAxoDGgOPKwY0wdIE6zHwWuywWq2wWm2w6/78+/1pt8PWqsfH1eA9nHbZYbOZsGm3w263/+2+4rvded/x3P2YwN206QGOPbvd1q3234/+pk5t99B39yrTvbS9u7gxy2i85+H+vZd2mOXrzt8Po988RLDsqMg/g3379rl8Dh89hpzcPNQ0WP+2IemO4vQz98OAPjplll3ahL49LAjsPwTHCho01lpaYLc2Ye/mFZgzJwUFtd0bf0XZqXjSYoHF8gvyPWxM/81jtOzyIUSEjMOR/KpWbFpxctNixCTMRUF19/rGRX+2JqxfNgNx81LQbOuYpNkbS7EiPgbLt2bCavfseK65mY2YoCBsvlT2EMZbE3YsCEVs/B7UPWic2ppwOGk2gmYu71T3Lv3lSRnryxAfG4nZW7PuWu+2hkqsXTgJCSn70HwXMtWX5WHuxEikHj5/13V2pofNi4MwfcEeNNk8i023ddptyF6/GEHTFqG+2ebRdritr1W/HiJYNlw7uARBQaGInzIVU6c6PhPjYhASPBpjQiOxKu0Qbtc0PrCGddZofe8BAPouBvC99ocmWO37s6bgIF7t7YUh//kD1d00KJpgtdfjvWKT77cnWE3IWDkLEbFTcLW8+e5tYncJVn0RFkZHYMGa/Wj28CT2uBEsOiRlxQWobeoCA48wwbLWlWH5rPGIWZyGxruwz7W3L2N6dBiW7j5591jtpB5NsDpRjqvhEYI1EwX1DWhqajI+DQ31qCorxv5NyxEdNhaRkxbherkmWa6662JAd7sP/r3laIJl6nt7E7bGfQQviwXByae6vWyqCZZJjx4ae+0JVgtszY2oq2/sdt+42IxuEiy+01hfh8ZuEmyXOrpo++NGsG4cX4eIiAhcr+wCA48wwWppsaOpoR71jXdJ6u12NNTVosnq2ciPJlhdDLK2ASkEazaKrW5C1nYr8k/tQnTIWCSu2gtrt8vtAuy6HI96FG39+WjpXRMs1/5qLL+OT14cAJ/+H+N8dfeNoiZYrnr01HhwR7Duqey7IFj3VE8n9vVxI1jXj6ZgbEjoY06w7g++/y7GNMHqZIC5KrULgsVybA3Yt3IKgsZMwNUqc0dbUXjlNDavX4XVqVtw4sINNLvkDNhx5/IRpKTsQoXVjqriK0hbtwaHzlxvJRh2VBdfx+FdW5CcnIy0vUeQf7uuHfloqLiF9L1pxjM7DxxHaV0XTL6+AFNGjcLIMTE4V1qrlFeDDbHBGPlnMHblFDt/t9WVY+qEcIwcORanL15A0F9/ICg8BnnlSl5QfSmmR4Vh1B9/4sj1Sue7TbVFmBkzEiNHT8epM7sw5o+RCA5LRnlzm67qynIxMWwkRo5MxK3Gtt+bi08ifORIRCYuQUOzG4Jr9KMdxbmZmBc3HkFjQ7F2RxZqGxuxal4MRo4ciW3ny52ySN/eyc3G/ITxGDlqFBLmrUG+2g4FG7bmepw6sBVTI9n20Zi2YDnO32xrm5Qn15LLmZg5KRKjx4QgdVcW6q0t2DCf7RqJ/Zcq2slRkX8OSTMmGvcnzU7G1dtqX7TATLAaK4qwcsFk/Dl6DOam7EBpjWs/38iYbZSVsCAZzc2NOL51KcZGjkdWfo2jbmsTck8dwZKZccZzYRNnIP1sXvcdA7sd104ewKxJsfhj5F+YkDgXR88XtmvXnXMpRvlxiQtQ39SMc/vXICR8HA7miu7sqC7IwdJZ0RgVNBZLNu5DXX0d9s6fary3cN8VtxGQ3H1z0NfXGx+HLW9XZ0tjNTL3bER81J/4468gzFq2GTdb+7VDgmW3oeTqWSQvSMAfo0ZhdHQ8th0+i0aXMerAY1n+eSydNQl/jBqJ8AmJ2LL/NJpUrFhrcXrfJsRFjMXIv8Zg9oJUXCiS3KRqrBk7BiNHhmLv2RI0Vxdi6ZRITFu03mXp5s6N01g5ezqC/hyJsPFx2HTgHJrcyEK82W1NuHRiL+bGR2PUyJGYOHMRMi/fhk2Ric8Vn1xv6HT8nGRYbVZcP7EHCWFjERo9DacLpD9sKDh/CDOiQzEmNAq7sq+3K0cwrl7dEayCM1uwOnUvKmRJylaPY1s2YlV6jtFnt6+fw9YNq7B6y05cKjDlOXVAsBrL87A2JQVph84ZeS12ewMOpyVj35H8NjmrCwz7l1NcD1tTDc4c2481ycnYefA4Khrc2w5bUx1yso9gXWoy1m/fj5tldeiMYFWVXMPutA1YtXoNDh8/j5omV5JvLb9uyHDxdiOsjdU4eXQvUlNSsOtwNiob3cug6rOlxX0OVu2dXKxPTcG29Att48JmRXHeeRzYuQEpycnYticdxYo9sFYXIXX1KiyYMQGjx4zBgmXJhmy7ThcYZVTeOITk5K0oqW+Vy00Ey2ZtwKGdydibfsXIfbx29hjWrUlF2v7jqGy103ZrM66dyTB0uHHXERRXuVnJsVtRcuMCDuzciJSUZKTtSUdRtavtaukgB6vsejZWJyfjwKm8trabMN5ibcDeHZux7ejZ9nbBbsWt3LPYuWU9Ulatxu7DJ1Fa02Q811xXirSNq5F5ocj5Xk3RJaxbvQaXSuthra9G9qEdWJW6GrvTz6C60bW/Xfuubd5yR7Cqiy9i9aoU7Mq65mJvOY7zLp7A9vXrkJy8FgeOnUZ5Xcf11JbdwsHdW5GyOhX7j59HfWPT45CD1UEEq7Wjyy/uwpigIGw6U+LsKFtDGbYlJSIsPBYLlyzD0oVzERU2FgmLNqPCOdjsyEtfgaCgmbhw9SRiQ8ciKCgIi7ccQYu9CSd3rsC40AjMXrAESUnLMCcxHvN35LQZlRY7crO2Izo0DFNmzzeemTF5PMKiE3Aiz2S8XEBZj7gvB8Bi6Yk5+4TMtaC55Cxe7BMAi8UXv8/Y6WxLVUEmXh5sgeXF31FSW4hfnvaHJeAJrMm+5Xym/NohPN3PFxYvHwQvzXIOhvIr2zHUYsFTn/+J0uvpGNjHD4F9n8XxWw6QE6TX9s9DHyMJ2YLkM9XOMnPTwmCxWPB5yDoTMXWA2d5ci82TR6K3HxOY5eOHd76LxTcfPW/8NmW/QgAaK7Fy4k/w8/FSnrfAr//TWHLgsgvwi87twjdvDnF5jnX4BPTGH1PWOQ0M5bc112Hj9D/RwymDBRYvX7z16yz8/plDroVHFDmaarB+xij09Pd2Kd+39yBM33LSmajZRrCewObt6/DWMz2U570w6MXPcdSZYNyC06u+MO6/9e0f2LM4CD19LbD4+GFqxi20NN1G+AcvwVuVkd99e+J/iTtQ30UuS3VBNsJGDFfqF31b8MmfiSiqbZtA8naPNp576cNvcHB1DPoHOJ4ds/s6WuyNOLIyEgN6+LiU9cqnvyH0g9eN375bkKFgvNVwNVdi4meDDf2nZLUZxBa7DXnZm/DJC4NcyrNYvPB9+AYDh24JlrUGS//6Cn5mfXh5453fZ6PS6qjX2liF5Mm/IdD8nOVXZ8J86eUD+PYVjqc2nfB7aNLhVizfQWjvnrBY+mPu5qOI/HiY8eyzr3+I23UtaKkvxbK4X9DTyxWXLOPFz/5EdkErQW4dwxV5Wfjry+HwNdXn5RuAL0Pm4lZNm4G+sjXKqGvol//DuvhfEejbVoffwKHYeOoGds8OQl91DAX0QcjKYy7jwd1k4o5gnd05EcEh81DUIP1WjTWTYjBm5S6c3rsKE6bPxrJlSzF9cpSR25p27JrTVrS4IVjNVYVYMSUG46ckobDGkThvt1VjeUIQ5q8804aTO+cM27ntxAUkzZyMOQuXYNmSBRgfPhaRCUtRWN1mb9iWqptnMXdCGEKj4hz2efE8xMXEYM++tHZJ7nZrI7J2JWNccDhmLVyMZUsXIX58GCInz8e10nqnvWq6dcKQYdfJC1iSGI95i5Zi6eL5iBo3FtHTlqOky00Z7QlWfUUe5k8Ox4TZK1BcLeTFivQ1UzEuIgZzF3JuWIppcZEIjZiMM/kO0txcdQvJK5dj7rQ4g2DNXZyEpKQkbMt2kNLiU0kICpqEqxIJdkewmmqwbEYQ5izbhbSk2UZdyxbPQ2TYGMQkpqCkohQbl0xH/Ix5SFq6GBOiQxAWNQ2XilVH0YqMddMRFq7KGoXQ8Ek4lac4nW4IVmX+GUyPHIeERVvbCLvLPNaKsaZqzJs+AVNSdrVhqaUFDeUFWD1vMsaGhjvwsGwxpk2IxqK1jvmpsfIGEmKCsfbAFWcfll05jMiQMOw+fQrzE+OxYPEyLFk4B+NCxyJm2nKUCiF1J0frb2aCVV92FXMmRWDiwrUobWgjlrW3r2DpjAkIjojD/MVLkbRsCabERiE0YhKOXCx0aUuLtRHnD29AVHAQ4qbOwrKkZZg3YzImzVyKbcvmPepJ7p0TrMayC4gPCkLSnquGUuzWeuxJnobohGW4WdVkbLvlVsqG21cwIzoEy3dfbDUMQrAmISllCU5cLUFTUyNK7pSjtvAMQoPDsePsTWPrrLEV02aDrbltd05ZbgYixkVhz+l8WG2O7c2c7PevTkT0pMW40wkTPrxwjGGg3xi/0WlIrx1YhN49/NDX1xc9P49FfStgruyejd4Wb4yIWWUAca2RB+OD3xccdALz5JoY9PIJgL+/P975fRpshudtx8mUkUbOzP9N3gd7czmiXu0Pi19vzNoloG5Gauir8Orb1yAov8w84tCNrR4rfv0AFosP5mW0EVfV0J/bGo9+nDB6DkHkwq0oKq9AwcV0jPrqLfi2TlZOgmW3YkviT/D28sG7P8Ti2u1qNDY24vyBZXi6lxd6PfkaTt5yTGT1RSfw9kB/ePn1wCd/xONsXjEqSouxOyUBw/r5w+Ljj7Er0lsHgB3nN0Sht5cXfHoPwcQVu1FSVo788+kYPeINeHm1J1iHVoyFn7c3Xv18LHIKyg05cjPWYFh/XwT0ewZ7LzqibkKwfHx8MWDoG0hcewh3KipwJSsNX7eSvxf/Ox51rcvXQrBeev11vDngaXw24nv89MM3WHmiEC31NxHy9W9I3XsK1XUNaGysR8aaSQbJ8+09EGkX2kf6RNdNldfx4/BB8PLyxktf/ImMCwWoKLuDzJ1J+Pj5fiCZ+TR2HRpbSZoQrGeHDcO7TzyLj776Dj99PwIzDt1AwfE1GNzTB17efTFy0nIUlFSgKO8sJv34EXq2El93BOt2zg4M6umDIR9OQFkr+aF8JTnb8eJAf1gsgfj0t0k4fjEfZWW3kb5+FibM3Wn0kVuC1VSBGSP/wIxVe1FWU4/GxgZcOrgCz/X3h8XLG1P3FRjYzj8wD/28LOjx7Hs4dLHY6KuGuiqc3peJco4PWxUmfzIYFm8/fD5uEe5UNxrPVBReQdZliQILweqDn37+EoOefwM//PgT/hgzFneq6rAk5CMDJwNf+RLrDp1FaXk5ruekI+jzYcbvz3wSguLWydlanYfvXu5pEOc3RoTi6IV8VJTfxtFty/DuMz1h8fLCf2NXtY6/FgjB8g8IwFvfRuDcjdu4eSkdv77jcB76D3wNg1/9EJuzrqCs5DoSgz6Cj5cFfYa8jwulbbZGsKBe74ZgBYWNw8otx2DlsQ52O5obKrB27kSMjluAColOmwhWc00J1syegKgJC5BX0TYxdUawIifOMCJzPG6A9VTcyELU2DGYv6vNMbXV38GiSaGYPG8jymra7HPN7VzMjQ83SFLbLkIbLh9YjdDIiTiZV+60xc11d5A6OxaTF2117roTghU1aRZyCmucdr/sWgYixozGkv2XXSfNdpO0K8Fqri3FqtkxGD8jCTerldWCFitu5l5DfZPVWUdjdRHmx41DxNJ9zsgq239NlggrHPqwt0ZE74ZgBYfFYP/5ota221B6NR2Ro0dj8pRpWLn7DBpb5566O1cRHxaM6euPO+eUFkVW6ZOmmmIsnBiOcYv2OGU1R7Dq7uRi9vhxmDZ/E8rq2xwGFX/O724IlrX+DlKmxSIqfpGx0iJ126yNKC4qNvqhQ4I1ejQiJ8wyiCJ1yGMXbl/ci4gxQUjarzgE7frPQfhUgtVQeQtJ02MQPSMFt+vbxpO94TaWJoRh4ry1uF3T4OxHRl8PrE7EuIiJOF/UtlpVcukAosNCsP7ABecY4gaGa1mbERk8+vEmWE011zA9KAhLN1w0Oq6m+AwmhYXg4BVzFMmO4xsXIW5WEuoNoyIEawzWHXeEbgU0lTcyEDI2Coev3HE/KO1WbF8ej8Sk/e22g1YVZCMigktDiodgAsPts+vQ098Lg57/FbfoRbe0YM2Er/DksDcRPPxZWHxew6lyRiVs2DTxA3j598LcfVeN567uXYA+3hb0+3Qyqo0B24j5vw7E4Bf+xMdvPQ/vF77HHU769hos+J7euj+ST1EWO/bP+Q7eFm98M2GdUZa9Jh9fP90fb4XG4dMnvfHGN9FotLbAWlOCEW8/CUuPj3C5ri06IvppsZYiYvhAWLwC8Nec/S7btevLL+GLFzjpWiAEq7kqB58M9oHvMx/gUkWb18n2LQ1525AxZqMjxLx/dpAR6Rk2YhrK1LAwt8SujoS/xQK/N0ahgoal/jb+ePVJY1IeOdM1D6+5+jK+fMJEsJpu4LunfeEzeDiO35IlJOrfho0TPzWihyPn7zN0IwTL4tsb8RtOtXnrLXaU5WzG8/6MQA1HdpnDOxeC5e3TEzFrs9HEre52K5qZDGy3oV7xnqhHe2Mx/hrcDxavnohP7Xir8vmt09DLy4LAYb/ialXbRMf+LDuZgl6M7D3zH+RWOiYBIVhePoEYveQAGgws2NDU3IjFfz4HL4s3vhif6oLbpqpC/Pz2U0aftSdYdqyb8Bm8fPsicftFQzcGDmy1mPfzMKO89/6Y3TqmWr3alhY0Nzn04pZgtdhRX9/kOrasNZj36RuGDN+MdfRlzvpxhoMw5MPfUFqrtr21nsZijHyqHyy+PRCZeswFh06stgjB8kKPIR/h2I1qo15rcyMqCw7htb7esAQ8h51XXCNVzbfP4d1+fvAKGIzkLAfhy9maAH9vCwa9+j9cr2wz2OyLgiNLMMjXAu+BH+JK66QkBMsSOBwZxW24z9+f6CD/3v0wa3euUw/1+UfRp6cfvPo8ga0XzfarTbds290QrDHhi1BkWqq7c2YtgoIicPZ2azsUgtVQX44tCycaE93lYle9dEaw5qedVSb3FrTYG5A2LwRxU7aittUBuHVmJ0IiJuHCHddyqcPCk1sxVjmmobm2BDMnRWPVPodtb+tTO4pOrcPoiETcbJ04hWAt3nleGauUoR6bZo/FpBk7u4gUtxGsmoYqbFo8BVGTSS5VcuXaB23y2HB8QwxCI5bgjpJm0VEO1t0QrNg5yWhUc5DtDVg3YzTGTZyJO8qyJJc49y6NQGTselR1GhG3IXtTHELGLUKJyKpEsJpqbmFZwjhMnrvaTJ+4ywAAIABJREFUuZzX1k437XdDsG6d3ITQsRE4nifL4O3f65hgBSN1/+U2O2McD9OA1bODkbh4W5c7V4Vg1VWVYFXiJEQlLEF+pWo77Cg4vgljQuJxobR93zZW3MS0mHFYuuOUQwZ7HdJmj0fUnC2oMR1fwujqlqVTH2+C1VB0yggrpxxzkKSCrPUYQ4Y/bQZmzpzp8pk0PgKjE+ahupFGRQjWBFyuUI1lC2yNZUhJjEREbAI27s/Gnco6I0olQLPbyrA4MgjhMZMxw1RH4tRJGDMmHHvPiQfdHlz26uv4pF8g/AY8jUPXq9FiL0XQq/54e8xq7Fv0ozGpzEovRkvzHYQO648e/V7GyWIHSOoLT2DogEAE9HwVp0vtsFdewQd9A/Hd3D3YOO4TWCwDsTu/GdbKG/hg6EB49f8e11tzMgpPpeJJPwsCP4xAjZ15RtsxuM8AzNtxDuO+fQV+w75EYX0zKgsOY3g/C174Mc7t8mDz7fN4pl8P+PYagB0XTUSyuR7hP73pQrDuHFtoROz8evXDO++9h/fff9/5GfZ0f+PZtyZvMwAd//Ng4+/YNNdBRt1XFmRg+ACSpuHILrejrugcXhgSCC8fH2y73DaBST8l/O8FoyxZIqy7sMEgaL6BvfHWO65yvPKcY5nr6TFLDDmEYPEcrIz8Nm+GZTfVluC7NyiHLzacd9wTghX4ylcu3pLIYmtuQNntWzidlYGNKYsQHvQLng7wNZaKJ6Y4cmTkWfWaGvWy0YYRUza7GB3jGdsd/Poi5XgKaZcdxkwIlv9z7+Oamt/WVITf+gfCEjAIK47lu5Zlb8Dan4gdC8wEy1Z1FZ8P9MOAFz5FbnnbUo+17CqGD+kLb78AJB1rW65WZed39wTLkcdUWVaCC2eysHXNMsSE/YXXBnEpz4IRf+0yJurKG4fx9pP+sHj744V3v8L8DftQXFbjjBDRQ98++TsjIhnQdwhG/BKFw+fyUGuMbxl3QrB88FOiI6omMl5JmwAfiwWDPx6FBpPxZNlzf+sNi8Ub41ZmGPpaHvmxId83cw85SZGU1VCZh09f5rKzP9KuOJaThGD1eO9X1Cm77mw39jsI1lNvIueOgq2aPHzUpwcsPQZi1Ymbrn1kctLuimAt3+NKOlpaUJ932IgWnSxsnXxaCVbs7MXYvWomIuMScf5W+wmyM4K181L75w+lhiAmfg2qWvM+M7csRMzUuah2pmpIP7WgpiAL4xWCVV14FnEhYxAbP9XFjtOuT5scjaCgOFxodXCEYO3NbUtzkL7ZmzwWE6ZuRK0SfZV7bVcHwRofuwFbV89BWOwsXCpRl9va5LTbrKirrUZRwXWcOZGBbRtXY3JsCELDF+G2kJaWFniCYM1ZeUjBu0OGHUmjET9zk5Fn2iZ/CzI3RSIiejnKJAfPyBcUWfNw5qRD1oS4EISELUCxLCW3EqwZ63Zh/cJJiEtMUpZE29qt1uX83o5gNePoygkInrIW1Z0QvQ4JVnAYDpqImd3WjE3L4jF1Ic9o61weEqypM9dhw6IpiJq4CLnmvGm7FUfXLkD0jKXtnEKjTbZabJ06ESHLHLbCVlOEiZFhWHW4/XxExzlr3SN/DlbnS4Q3s5IRFBSMzALHBJuXscpY9165bgu2bHXz2X/U4dU7CdZMFCrGT4DTUFWCA2kpiAwba6zTLt+4G5WtERW7rRgLgoIwcd4K93Vs3YHLRe0HupTd0tKM5WNegcWnL2btuITG/IMY4OOPaXvzUXZ+E562WPBr/H40FJ3BM/0C0f+7uW2H31krMemjIfDy74HFxwpRfGoNevR4CmvOlqD48AxjAgjZkouyqwfwXD9vvDMuyWmom8qu4q0XuKz0Ao6XtiA7JRp9hwxD9q1qHJjxG7wsT2PX9Xpc2zMTgV6+CF6S0W4iYRsabmVjUJ8ABPQZhCM3TMTG2oDI/+PyYlsEq/jgdONvv8A+ePHll/HyK+0/H8/YYcg5/htH1GnB4faTdn3pJbw3lPcHYk++DdUFRzF0kAXePr44eqv9wJv5pyOvSAhW9elkg7z6BvTEsJfay0C5XotONuQQgtVn0FO4WOZaNhM0f3jHIef6HFeC9fJXf6DBZMgby29g/P99hQEBfoYeLIF98Prbb2KYPyN9PdEZwVoWzEnegqCFe5z96MSR3Ypxn1OOXlie5Yh4CMF67r0RrgnGdXn4omcALL2GYGM78t+Ibb98ZtRjJliXt8+Er7cXRkxzPUiwsSQHzw3uCR//Hth+WSEJJiLgjmBZ68qxMPp3PNvXQagsfj3w4vDheGMAsdlGsBgBvHFqN/784k2j30h2+g99B9NWtS5lM1JWX47NC+LwyiBHjpy3bw/854fROOncECEEqw8St15w0eGFDY48wxdGBLs13KmxHxny/DJ7l/HeIiPaasFfKe3P7rHW3sG37zqW/pZnO5wOIVhDvwxCkxqFKDgILy6jP/+uKwmuy8eIPj09T7CSHVFZJ246IVgR46MRPWY0EpbtRp0sHyp92hnBckduzATr0LrpmJA4z2WDgchlTnKvys9G7JhgzF2xpgM7u8e5fCsE6+D19qTobghWSEgCIiLGYlrSTrfOZYu1DumbliM2MhihkdGYMW8R1mxMw4p54+4LwZqXfNQtwZo8a1u7iFw7gmWtw9EtKxEXFeIi68r54W4J1oSEyQgPCsKStFMdRINd7aDRb+0IVj12T4pF8LzOz8XqkGCFhOHwDXV1gc7Y3RGsiMgEBAcHY9aGDGfqhGCMNmXbqjmInb3cNTLoxHgDDk2PR9CMdWigfam4geiIEGzKvOZiO4zyHo+DRjsmWDxFdvXUWIQnpDjDojezN2JMcAgulaphQTfA6IJgSYdY66twMn0bJkUGY/qybai32sEI1pKIICxKu9DOM5T3urpe3D4Nvb0s+DRuNS5sioH34HdwrrwBjVV5+PKVHnjp22BcPbwUffz8EZ2a7dK5x5JGwtvii1FT9+DgvLEY+OL7uFHZCGtVDj7sbcFHPyfhxIZ4BPr2wcxtl9retdVh2Q+OZOkpB25g9m9P4bmP41He1IKKk8sMr3r0+jPYPP51ePv1Rtol9ySxsfAUBvUNgG/vAdjeGjmR9toaa/DH508aE5MsEZZnLjD+Hvje913uBon/xRFJit6syN0K/orrB/Fybwssfu8ip8aO6ptZGDrYx4hg7cyVJFTp6yaEf8ZNAxYIwWq4uMGYqPu++nH7nTTOAeZ4XwhWzwFP4lRr9FDa2FB1EZ8+TWLzDPbccNQrEay3vg0yllnlWV43x38DH4s/vgiej2slFa2YKUfcE47NDp0RrNTxLxlt+GryxrZ+bJXVbi3ED08ymX4o9t5w9JUQrJc+/A7VijfdUp+Pb0mwAgYh+ZhjycspY3MNpnzNpVpzBKsBE759DpZez2PfVVejZy29hKFP9IaXXyCSsjqO1rojWCdSw9DD4o0XPw/F2bwSNBv/IqQea75615BBIlhO+VpsKLyYgQmjvkOvAEaJArHElBvInWOHNy3EV28+aywxD/ow2sB1i3OJsD/m73I1kld3TDQiWAM//M0Y1231EQNNSPwh0IhIxa09Yeh+ZTSXkS34apabiFD5FXz0PDHRD/vyHbbnUSRYcfOSUXD2EKJCw7B48zHUmZyFeyVY6ZvmIGaa+whW1fV0Y4KXHKzqwjOICwvDnrPKxgrTOJU+8xTBio3fhWvn92B8aBCStmU7c7ykHubdhEfGIuPCLRcScjIt5h9HsPJObEV4ZAzSc266yHpmR5xbgjV76zFcPrwJwWMjsDXzmss70v5213YEqwEH5sQhePI6Y5Wk3fOt/Xc/Cdb0+btwOWsrwsNCsGLPqbZcM9Ztt+LAmgUIT1zi/vR1aw02TIlD5EqHQ2uruonxEaFYfcRdBMuKQ6nzH88lQltjLQ5vXIDg4CgcuNCWiF1TdA4TQ8cg9XD7Cdq1s2WJ0H0Ey/XZFlzctwpjJ0xHMbeZ2m3YnhSP2OnLUWXaLmx+r6O/qwuO4bmBfvAbNhoT//oYr3w2xuExWmsx5/v34PXkZ1g29Vf49xuKA1dd8zFKL+3A8wEWPPldOGK+fQJv/7jc8Ga47TTy++cx8N0RmDP6ZfQYMAzHb7quM1/dFmvs3vrvLwn4IDAAf61q9cYb8/BNXy+8+VU8fnzuCfg/HYTiVuPaVFeG44cO4XJh6xJAQxH+N6yvMfn8OGmzAmAbbp5MxQuBjuiOEKzmivP4uJ8PLP5PIfn4zXZRsdryQicpSV8cYiT6PvVOMG44d+44juTYNvUneFm88Oy3E4wt9Laam/jipcFGcvH3kzcqBsGG2ydT8aw5yb0xH98N8oXFbxDm7L3UjhzXVxSirnUpQwiWxa8XJmxUIha2JhxLCkOAxYJew79FaWv/d0ywahHxHy4FPoV1p9uISH3Jabzfj1EXJYJlb0beuUykn7iIhtZQ+JVdc9DH1wK/gZ8g85ZCeO1WXNmaYJCJAW/8gNutx4N0SLBa6jHjWxJfL3wQtBA1ylEdpVcO4Y2nHHlzagSr5sJ6DPKyYPiIGNQ0mXLxrFWY8uFzxhLaWz9PQ7lK5ricW+GI4rQnWI1Y/BsjPYGIWuIgLhwjzTU38eebz7gQrIbKcpdcMbu1HJNfd+xQ/V/cIdhtjSivalu2ZDm3L27D4N4W+PcciJMlJEoSwWpPsGoKM/HWAO6+fQLLM2654LIqdx+GBvjAr/8w7Mt1jL/LO2YhwMcLfZ/6L04VKpESezNOrxlv5Mr1ef1XlLZGqx5NgpWCZqsNuce2IDwsFEvSslyOzrhXgnU9YxPGMonYlNvFXYwZ6xNdktyba29j1sQIJKbsV2yMOFCuV88RrD2os9twNWMLIoJDsHrfGZfo4+G1UzBh6nqX8dNircWWOdyd57pEmJ+1HmODQ5Fb7poofjc5WPcSwUpfPxVxCWtRrYx1ypo2L7oDgpVlEJDj25ZhbNh47DyZp9hUV30757V2BKsF1zJWIWRMCI5dc3XKnO/wsNpOdhHeawSL/yqn0dqEnH0pCA8ZgzWHcpR22FF8ehtGjx6PTGUXuMhWW3IZE6PDsS491+HQWquRGh+B8HmbUWOK6FprS7AgPuRRJ1gzcK2iCtXV1canvOwOrl84iUXTJiIkIg5px12ZNo8P2LksEcGhE5Gek4+auno0NDSgtroCNy6dQM5NWc7omGCV5Z1DxtlrqKyuNd6tq67EruRExM5YgqrWZUKeoRUROhbzNh5CSXk1GhobUF9fi9KiPBw/nNP1vw1ovIPg156Cl9eLePY5H/w8W5Y9bLiw5k9YLEPw8isBeOq1kSg2JZo3V93EV8MHw/LcUAzz9UHsdjnuwYZ900bBa9AgvNrDF099OQ2VpjXrutuZeKePBUOGPAXvgGHYe03yJmyY8fsw9Os3EIGBPfHt1DTnhLNz9gj4+/ig9yujUWiUZ8fx5HD08PGCl39P/Bw1D+mZx7B5+VS8+sJzGDTQsawlBKvF3owtk/5n5GH1GjIMCUs349TpszhzKgvLp43DB599hZJaxwC2VuTi+2cGwtvbBy99+gvW7zqE48eOYHbED+gX4I2A/s9gg/OIChvSk4IQ4GMxlqp+iV2MjGMZ2Jw0DcNfeBlP8XgLJYLFQXRoYSgCvLwQOOBpRM1JxYlTZ3D2dDZWz4nBu++9i2sVDjmEYHl5e2PggBcQPX8dMjMzsDIxBEN6+sLi3QPBSelOktYxwbJj7qhnjWTw4d9F4uiJsziVuQ9/ff0aBvjyuIQ2glV+7SBeGBwA316DMP9AnjHAbXXFiPzgZfhYvIwdZ8s37kVm5lEkzwjBc3394B3QBzO2t0VSOyZYLcjdtxAD/b3BBPjPRk3EgYzj2L1+ET54cSie7UvCrESwbA1YF/4lLJYAzDzguglEjFHR6Q0Yzp1/3n549cNfsXHPEWRmHMH88T9j1IQtBn7aEyw7tk35AN4WLwx6/VvsOXYaZ04cQdxvH2JIT0aM2pYIz20cj/+OnYKME2eQk5ODI9uXY9gA7uLrgdkHb6CloRDB74/A3HV7cTYnBzlnT2NhxHdG/w56PQxFxsTSMcEiQdue+H8I9LbAf+AwTF6yFhmZmdi9cSk+GNoL3j7++G7yBtS1jiFbQwnCP30G3l7e6P/KF1i+eTeOHz+K5VODMaS3L3wC+mHatnPOcfPIEixjZ1ozzh9MQWhwMJIZBWj9R8T3SrCslQWYFhOO2MQUXCsqQ31DA+prq3E5czumz5ruEsFitOHi/pUIIdHZfwoV1XWGnWX+U0nBZZw80barzKMEqzXSkbNnNUKDI7Du4HnnEvLJnUsRFh2PszdKDNnraqpw5sBGxEWNaUewyi4fRHhwMLaezAP/A0ldnSPa/aAI1undSQiLmoTT14udsp49tAkTosZ2TLCMpHLHbviQcdHYdTrPaeNk3Ltc3RCs5prbWDYjBhHxc5Fz4zZq6xuM9lfcuYkLF68b4+N+Eyz+L0KO7xNpSQgZOw5bMnKdJMturcCaGVGIjp+Hc3lFbfIV52HN7BjETklCca2QYjsKsrciLCQMK9KOoaKVE1SVFmJn8lwkxMU+6gQrGDFxEzBhguMzPjoSYWFhmDw/BTn5t51KUzu9qfY2Ni1KxLhx4ZgUn4ApU6ciIX4iImMTcK5ElpI6JlilV48gKnwc4ibGY8rUKZgSPxHjJ83A2YIKp/Hk4L+csQVREeMQHTsRCVOmYMqUBMSMj0Zy2jnneUqqXK7fbTg874fW3JJeWH++zSO23trvjL68M2ln+7K4kyTsP8ZkxB1KmcpuiDsnko2cGearjF55vN2ykq2xEkFfOJK/B7z2pcsBeZnLIg0SZAkYiBUZN5zvbkv8HL7e3gh8fhRutka1mhtKsSL6B/TqEQBvLwu8fHzRZ/BQzNyYjj//2/4crOa6MiSN/xH9egXCt/VIAG8fP/To1Rtfjp7icrZV+dUs/Pn5K+gZ6A9vby8jQuUXEIghQz/A2qO5LjuVrPWlSIr+xlWOQU9j1vbTiBjRnmBZG6qwdspIDOrTw0WOwJ698f5P41DcuqtTCFZgv0FITZqLF3v3hI+3F7y8fBDYewB+mrTWxYvtmGC1oOjUNrw0qK+jPi9vBPQYiMikTYgazAT/NoJVlrsPzw7wg09gP8ze07acVVdyBVNHfYLePQMNGRiF8vULQJ++QzFtQ6ZLhKEzgmVvqsOW2aMNIkO9enn7ILDvk4hesgPT//ueC8FqKL+IT54PRM9XvkFJgxgbkxdra8a1o6l4/8XBCPBnlM4CL29fBPbsgz+mO87FaU+wWlB1Ixufv/wU/H29jb71D+yLnyYmYcmnjmVKWSLM2RCBXj3a2uzj54feA4YgdO52R8JyQxH+GPY0Avz8jOVtHmXhH9gDz7z9HQ5dlKh2xwSL49HeVIW0eWHo36cXfCmPhTl9fujZexD+mroGZaZ/Kl9bcgmxv7znIhf7YsCQ4Zi/9bhLXzzKBMvQja0e2duWIDhkHNalXzJyku6VYLHc29dOYFpMJCIixyOB/2d2ymRMW7QJ1y5ltD8Hq7kWx9KWYdy4MMSKPU6IR3RUDHZmtkXDPU6wjDP26o1VkpDgKGxOzzVyoRpKr2NefBTGRY7HZMqeMBmL1x7C4U3j2xEsa10pkhInICw82phHVu5zHBH0oAhWQ1keFkyOxrjIaKesi9YcQPqWmE4JFvuoub4MaYsnYey48dib4xrd5X3nxw3B4gay2rJ8JM+OR3h4FOInTzHaPyEmCiu3n31gBIsy2pvrcCh1AUJ4iO+pfMhRGQ3lN7F6/mSMi4hGfIJDvrjxUZg8bzXyXQ4A5z+5b0DWzmREhoYhZsIk4/8iT45PwLoDZ3F07SOb5G5H1a0LSE9PVz5HcfLMRdy8I3ksSkernc7vtiYU5V9B1tF0HD16HBdy81Bdry4n2FFVdAnp6WdQa95BZLehtPCGsUOE9Z+7dB3Vpm32DoDZUVdehPOnsw0Zs85cQGFZpbMTnSA0y9b6d+2tHKQk8RC6bShXk2BbqrA3xXE43SlTwp+UWXbtqHF4XdLmPa1J+626qC3G6uXLkZS0Blfc7YKx23DtyG7j3S07Tzg9M5ZbXXQeK1ckYWXqOhQrhwPynJfta9ci+9qdtoFF8NqsyDuXgfWpSVi9aTsu36pEM3OwPnPkYM053LYk5pDbioJLp7F9Y7JR/7qte5FzvdA440XaJVee5H7lZDrWpqYgaeUqHMg4hco6192e8iw3DVw/l4m1q5KQsmU3Lt/i8hRzsEiw2ufr8FiGoms52LVllSHHmi17cCa3wCXfoqHiGlYlJ2Hl6jUorrGisvAytqxfjeRVm3H6smtOA+W4c2WXUdbWveluSX9l0RXs2pyCpFVrkHWREaEGZK9ZjaSkZJy43LoEbG9CzuE0bNpzvF3uCwn9rUsnsXlDKpJWrMTOA8dQ7HLkhaP/qwrSDTk2bt/rsrzm1JWd/+HgFNatXYWU1M04c7XYOH176n/fMsjFD0nZsLfYcXZdiLEM+kPC9nZJts6yWnHcXFOGrIM7sWL5cqzcuA2nL+U7E4Rrb+dijYHxA6hWxgH/A8LhneuRlLwKR07lotnWjNzdaYbse47kG0bYZq1DXk42Nq+nnlZi654DuF7iuuxQU3YTmQf2GH2VvGotDmXnoNZl2b4eGSnE22rkuFkSkLZU3LqCXds2YkXScqzftAeXC8vanClFbj7PpNuCCyda5UrGrgPHUaKMFymz8vpxoz3rd6e76rDmlvF70oY0VKk7HpursWdVMpKSU3H5tvkYA1dbR/1lZhxzOcSzND8bRzPOtWHH1oTcE1k4ern9jkRrdaFhs26Lp85lsYtnkH3usquszTyZPR3Hsk6hjnq1N+HiyXTkXCpt0099mVFWQaVqXx3y3rqSgawTue2w2FhbhotnjiM9/Rgu5hYY5zk11ZQgKz0d19sdjWBHZUk+TmdnIv1oBk5fuGKcYSZ65tVWe9uQ4ZbLUSYOGQouH0X2qWtOTKrvtX234UYOZS1wcWitDdXIPp6B9GNnUd26TN5cX4mL504asl+4esso905eFjKOnW+3s6+5tgw5J3kvCzdbJ+66OxeRnn4ClbLsbmeO4Vmkn7no1D0xdvFMOs5dLmrTcysOb1xMx0n+F4jWc7WkDcXXMpF5vC29gL8311fhYo7IetOIRN65kY2MjJw2nFgbcCI708iHlLKMd9kfR9Nx/PTFdnU5n7M14dzpbJy6bNqZTFmtjbiRcwSTJsbjQMZJXL95x1mOcdp+1lHk3mzbhd5QUdgO00Y9nLMunMCp8yZsmsYln71+Ph2ncwqceuRv1voKHD96FJlZF1x2DvIsq8Lrl4yVifRjWbhyo9BlDnC2kfXwXLf/396ZP0lZpHl8/xR/mN2NmF1GXY+Z0diI2Y3ZnYjZiI2djYmY0Rk8dlRUFMUD7wtPRDxRPBgvPEYUFBERFVQQUMELmm7ou+mG7qa7oW8af8mN70ukVL+Vb735VmV1V1V/fqh463jrzcwnP++b38x88snOFvPlts1m67avTXv3QBQ/68C+XWbzzl2TogxM+p8jj6X+/nelXoD/T36YVpM9Bts/M789+SRz0j/8ymzunOz/NZXlGOn8xPy7om3/9D/M9s7CjdVU5qsS0xru3mN+/6t/isTo81/1mYmhTjPv14qLdYZZt+/EyGol5p08Ve+zgrqr/brTyvX7HlhktuxsOC7QyyA4ZhpHCKwZANH+b9eZN9ZsMq0H+834+LgZHRk0zd9uMfP/R8EsTzK/vuhOx8qs8A+U7q9Xm+XvfGLafszHEdP87WZzzX8fnwb9r0vuM4O2pzgD6qXQw6a76Svz8lvrTWNHjxkdHzdjo8OmY+8Oc8+c/4ym2E7+7TzTPX7M9LVtNfMvOd/MefDVSb35Qtfmt/BsY1NsWu0MaJToUHebWbN8iVm29sSilmov13TmH4E1Axrypo+XmVN/8vfmlNPONGeffbY565e/iPyrFN/ntH+bbbb+uJigvA/Jlo+XRs7Ip5yem49/jJzKT/vNBWana5p0BtSP6wFwYPe75ox//on52amnm7NUZ2f90pz6s59G2/CcfOZvzDs70pfDu67Ld+VlHPti32plYGJ8zAwPHTbb3n7cPLLqeMDeai1LpeQbgTUDGvDhvjbz9ouPmYvP/4P5xaxZZtZpPze/P/dy89Rr75qWvG0wyveAHOltNaufX2ouOv935sxZs8wp/3KG+d/z5ponX3nPtHbnhDWYAXWS9gAYG+wx69941lx94bnmX38+y8yadbr53TmzzeLlq01d5LdWvnpKyxu/Y3sYqD0G2r/ZaJYtXWpWvPm+aeuNBaXmmTzJp9mXfwQW4BQFji9gnFd7D2LqlDqFARiAgXQGEFgILAQWDMAADMAADMBAYAYQWIENiqpPV/XYCBvBAAzAAAzUOgMILAQWvRYYgAEYgAEYgIHADCCwAhu01hU55aPXCQMwAAMwAAPpDCCwEFj0WmAABmAABmAABgIzgMAKbFBUfbqqx0bYCAZgAAZgoNYZQGAhsOi1wAAMwAAMwAAMBGYAgRXYoLWuyCkfvU4YgAEYgAEYSGcAgYXAotcCAzAAAzAAAzAQmAEEVmCDourTVT02wkYwAAMwAAO1zgACC4FFrwUGYAAGYAAGYCAwAwiswAatdUVO+eh1wgAMwAAMwEA6AwgsBBa9FhiAARiAARiAgcAMILACGxRVn67qsRE2ggEYgAEYqHUGEFgILHotMAADMAADMAADgRlAYAU2aK0rcspHrxMGYAAGYAAG0hlAYCGw6LXAAAzAAAzAAAwEZgCBFdigqPp0VY+NsBEMwAAMwECtM4DAQmDRa4EBGIABGIABGAjMAAIrsEFrXZFTPnqdMAADMAADMJDOAAILgUWvBQZgAAZgAAZgIDADCKzABkXVp6t6bISNYAAGYAAGap2KTPl0AAAY6klEQVQBBBYCi14LDMAADMAADMBAYAYQWIENWuuKnPLR64QBGIABGICBdAYQWAgsei0wAAMwAAMwAAOBGUBgBTYoqj5d1WMjbAQDMAADMFDrDCCwEFj0WmAABmAABmAABgIzgMAKbNBaV+SUj14nDMAADMAADKQzgMBCYNFrgQEYgAEYgAEYCMwAAiuwQVH16aoeG2EjGIABGICBWmcAgYXAotcCAzAAAzAAAzAQmAEEVmCD1roip3z0OmEABmAABmAgnQEEFgKLXgsMwAAMwAAMwEBgBhBYgQ2Kqk9X9dgIG8EADMAADNQ6AwgsBBa9FhiAARiAARiAgcAMILACG7TWFTnlo9cJAzAAAzAAA+kMILAQWPRaYAAGYAAGYAAGAjOAwApsUFR9uqrHRtgIBmAABmCg1hlAYCGw6LXAAAzAAAzAAAwEZgCBFdigta7IKR+9ThiAARiAARhIZwCBhcCi1wIDMAADMAADMBCYAQRWYIOi6tNVPTbCRjAAAzAAA7XOAAILgUWvBQZgAAZgAAZgIDADCKzABq11RU756HXCAAzAAAzAQDoDCCwEFr0WGIABGIABGICBwAwgsAIbFFWfruqxETaCARiAARiodQYQWAgsei0wAAMwAAMwAAOBGUBgBTZorSvymVq+0dEJU/f9oFn7Vrd56Zn95tnH2qPXX5d2mJUvd5nPP+kzBzpHzcQEvdKZykhauYcGj5qvtg6YN17qMs89fpyf55/qMO+8cdDU7x404+PHgjdwh3rHzeaNfeb1FyanKY6bG4fhled/cObS7oOZ9DsCixusom6wgf6j5qYrG8zFf9gV9PXY/a2ZG5PBI0fNpg8OmcV3NZs55/jl58rz68xTS9rMdzuOeNu1fteguXz2bu/yzrtwj7n7hkbz6vJOs2VTnzly+Kh3Wnq4qVzXX1rvnV6hurj+svrM6Wd9wH60rjc1r7L50aPZBIpETVq9PvlQWybbxss2NDhhPn6/19x3S5O55I+FGZo7u84893iH2f3toDl2rHih3nNwzKx67aC5YW76fXTdnHrz9t8OmsP92Riy5fxiy0BquSw/Kv/8i/aYB25rMn97scts39JvRkcmSrKvzQfH4nnBduWzHQILgVVRD7hKEFjDQxPm/Xd6zNV/2ePdeNhGxB6XP9Hh3UhmFVg2DR3VaElwKb8jno1VLQosCb2+3vFMLKuRz7Wl632xAksCacf2w2bB5Q3m4hRhFU9Xok/pSigV0/ht/aTfzDnHX7ArfXVqWpuHM6eXRWDFyyl2r7u03mz9tL8so3fF2I7/lE9szETbIrAQWJkfquW8UaZbYGmaz2e0Id5YxD9PlcCy6aqxUqOsqcy0+qlFgaXyb/usP7Xs1jYjwxPmlqv2lkVgaVRG4u2yP2UTObYu7VGiZ1/DkHeZbNk+jwRW4dEym0bu8eZ5ezOLulIElk370j/tNq+/0GmOlmGK1NqEI8JpOhhAYCGwMj/AywnqdAqs/e2jwaYnp1pgqbG65JxdZsN7vakjZyEF1q3z9xqJlXIy4TNFqPJrGnh8zG+a8JuvDnuNTmYdwRobPWZeeqbTzDm3NHFlxYem+Rr3ZhNZuQLr0nN3RyOc11y8x8y/eI+58oK6guV+7YWuTFPpIQSWyip7bd/sL5DLyRvXRoyFYgCBhcAqa+OYFdTpElh9h8bNndftKzyi8cdd0ajHimc7zfo1PeaDNT3RSMUTi1qj6UTbKOoYQmBp+uS9Vd1mw7s90UuOyYtuby7YQN51/b5UwSO/oLsWNJprL6n3fl39f3uctln/Tk+qoMvKQPx8X4Gl8hzsGk3lWb5azz/Z4SxPbh3qfVaBtXH9odSRK4kd+fUtubvZLFzQWLA+lYc7r98X+c3F7ZL0WQLrivPrzEtP7zc7tg2Yg11jka+ThHBH60g0nZzk86dRM92DSdeOf58ksG6/Zp8RG5ZdOfKLOY00xm1sPy+5u8UcY5GIt+3jdcHnyhOGCCwEVlXd0Pvqh5wNmB7o8p0q5iGjUYenH2lPfPBrqkcNcnvrSOL15XPT0TZiVq44YG68oiGIwFLDGi+T0tm7Z8jcIN8ex0IA+Y11F+m7k2Q7CZKXn92fl95t8/ea4TKPXilPLoF185UNkTjMtYH8jj77uC+xjmz5+vu0kGLy9OCiO5rMFefV5ZUxi8ASH1dd6BaiEhZy7t79Xb4D+0D/uHn9xS4z15G+Ld/KFV3eQlbT3AN9hf3RNn/cZzS6Za9vj/MurDNtzcmcWxvaY5LA0mhifMpP7G7b3G+uShDrCy6rz+PdpsOx8sQDdZJeJwgsBFZqg1RJN1I5BJacbF2NjRodrXrasX3Au3GTreQH1bTP32E4ycndJbBsXWhlmms0QCMXne3+DaS9XqHjnl2DeeJDYmbzpnQxU+i6vr85Bda8vdFonhUG9vjQwpZUh+ntn8kJ/MRIiuo+8pn6c77g8BVYGnlR6AWbj9yj0npx2X4zOpo8fXncKX4gUXxIOBfr9O6yc/+h8Yjt3HzqvVbBNmbw+8oisJSPiQm3WFfaV/1ljzky4D965ioX36U3+tho6myEwEJgzWiBJX+kOxKmBi//8+5oiqXcD6RiBNb3Xx9xCixNkyn2Uag8yz733tyUJxy0EKDcvle2DC6BJQd11ypAjUIVGoFRrKnHHmidVB6Jlw3v9jpX+/kKrP1tI2ZuQqiNJfe0GMXAsuVJOiqG2rq3u531KgGy5o2DmYR+Ujr6XtPEGmmNCyzZorMjfZrVXjurwNL/PlzrDrshJ3vCNkxd42/rkGP5bI7AQmClPvgr6QYMPYL13ddHjIRUvKHR6JCCM2pkodzlL0ZgadTNNYL14B3NRlOeofL86UeH8kb35L8j355QaaRdxyWwbpzbYL78fCBvulg2ef/tnsS8dR8YM9fOmRwD7O4bG42EQpwBffYVWBvW9jjrQyNCWVYCako4SfBL1PqsEk2zp36XX5Zrqu7Wq/ZmimuWVWDpfnrr1QNOWz/9cPuU3G8+9uGc8j/3ZoKNEVgIrMTGqBJvgNACa8Vznc6HvaYGu/b79+RLsVVWgaVRmEfubcnLt3zFtDqulLzk/vfwwFFz87z8UY77b22aUl8Zl8CSD5pWfd5xbf7CBInMpIj6x1fYTRbUCrQpsVaswJJo0EIH1/8fuC274F31mluAyDm+t7u42Fi59WpFTu40qc171k5FVoGlqUn5S9r07FH+Z7q3c/PJe0ROtTOAwEJgVdVDLaTA0kjPndc35j3s9dBfurjNTGSMDF7sw8BXYMlpWP4xGlWxDZM9yidq1asHEoVFMXn74N2eSb5KSksi7usvw4k4n3wlCSxNhWrbGWsDe1Qe21vy/dDkrB8XpvJZ07mffngo7zq6ns8IlqZKXdNt+r/EW9ZR0F3fuKd/VS4tcPCxWfwc5UGjY3vrhqLVhS5xpZAbvT3ZBJyvwBobO2Z2f3vESJzberJHTetu2nCoqHLFy8lnRFklMYDAQmBV1YMtpMBSaAatmrIPenvUNNMnjge+Gin593y747DXS87hcupNu+GTBJbyoe1T1LuPXrPr8qbrlOebrmiItsxJGrVJS9/1e3/feBRl29rEHiPfK8+I8a7rFvNdksDSaEjzvmGnTSQ248LmwP7RKA6ULYuOKo+EdikCS6v2kvyvxErWMsuZXWIqN5/2vbaX8bmeuFvx3P4T7JxXF23HlLSYQ6NKLlGallaSwJKA+5Fb8Tu7Li82mPhWaJRStwZKyyO/I7qmiwEEFgLL64E9XYDG0w0psDTF5PK/UiPkahg1oqX4VraxSzvKEdvHaTdJYKVdX75Q8mfRVGZcTMTtlvXzh+vyVymqQZTvV9ZrlXp+IYGlUan7b8sfFZFflUZNctOWaI6P3Kxb3R3ZrhSB1dI07GRCo4qtTf6rSW1etS+gyz9KPGz8wG+kRwLrhWWFWRXnYnTNyu5McbZsPnVMElhp7CrgqRz6D/WEW5CRmy/eI6oqgQEEFgJrUiNUCVAWykNIgdW0d9g5UiDhonTi+ag0gaVGTHm9/dp9ZuXLXZmck+Nly/2sKS+Xn4xiRw0dSV8Nl3utEO8LCSxdX/swSvzlNuoaMckdkZHgUCDLSeecp5AWx/3sShFYmtLLva59r7rpyrAiz9pK9tfeivY6uceQAkudCwWu1fSczypHm7/cY7ECS2XS1ODCGxqNpqLj8d5y0+A9YqlaGUBgIbDyhEQlwxxSYDU2JAusht2DeXapRIGV2/jeevVe09yYfcQkXt9Jjebrz3cGHymLp+36nCawFOBVYibXFnq/+vUT/k/RNF4skOd9tzYZjYApzVIEVt13g3lpK33tsVcoOK2rrPpOoTGuucQdsDSkwMq1lxYNaAFA1mnmJFZyr532XuL4vlsap2xRSZLd+R4hF5oBBBYCK09IhIYs5PVCCqz9be4pQk0jfbU1PwzBVAssTRMtW9Jmnn20PXo982h7NAqjPeWSGi3tXacl+MXaXMEw4yM9SkujHcWIhWLzkfu/NIEl539FSY/bRNsG2ZER1zXWrur+0U6lCCxNA8bTtp/3fJ8v1HPL5nrf1zueF9jVXs/FpesamjL+5MNDP7Kz9ME2s+iO5rzo9/a6OmrK8MP3ejOJrCSBdf2l9eaZR45zK371Xqs7NTWYm2bue4WnOHJ46kdIXfbjO8RWCAYQWAisHxuZEECV+xohBZac3JMe+Fr9FS+Levfy4/nr0o5JLzVeuQ2FfV+qD5aN5K7G0r4k8kZGJsy7b3ZHIyQ2rdyj/MTsyEy8DGmfZV/XljESXT4O+2nXL+Z3lzjSiIuc3O31tAdg3L9KKwQ1DSxbPHzP5OlBCUb54Nn/lyKwFDohiSNNf9k0fI9aKaqNu3PrVO+VZ5XH9zo6z3KjSPOyg+JoaSWhnPvj06pKQ4s+6h2jt0lpJgmsaOPt8WMn0j92PH2F/tAeifJPi5dPn1e9emLUMSlNvkf8VAsDCCwEVqYH9nSDHVJgSahoWs31oNdych8HddlDka9djVUogeWyucTOa893OtPV6EEx8ZIkILWRddweagw3eTpXu/Ja6nc+AqurczRvw22VQw7c2gB6XmyPwCULWyaF4ShFYI2NuX3WlP7ji/L35Euzh8rr4kn1qtWdaf/3+X3w8FGz+K7JotPWu0ZKJcx8rlNIYMX3IrTX0+KDp5a4OyVaVThVOwTY/HD0q2vslN1OCCwElteDtFJurpACS41I0qpAReD2jTk0HQJL9aHpp8scUeg1mqLwBVnrTI33TVfmBxbVqEYxztpZ008630dgKfhqfJRKgmHxXc3m0w/7JolGCcaN63sn2acUgSWOnn3MvQ+hti5S9PikssW/lyhZfGfzpPxa4bPo9qa8lZHx/2f5LN8xV3iJG69sMIMeW/sorWIElv4nfy+XiJS9ckcms5SHc7MLAGxWXpshsBBY3g//SrgZQwosleeLLckbPT9yb6tXgzZdAku20LSRbYDtUSvoFPoha319t9O9bZAafAmYrNcLdb6PwFJaCiERn3pSgx0PLqr99uJR+ksRWEpb8alcgkF1opFGTe362OPLz/vz4kXZel2/psd7ZMknrY7WEWc4iOvm1BuFivC5RrEC68utA057ye8wiyD1ySPnlFdEYN9k+yKwEFheD9JKuYlCC6xo1MaxHYxt1LSVzngsnlLcFtMlsKKpJIevjqbDCm14HM+/PmsU5uVn9ueJNYmGDUX4EbnSKPY7X4GladEFCeENbH3qqCj9cR+1UgWWVv5pgUFuOva9BK+unzbtphWgSRHhJXoG+vxEj6+d63cNRcFAbT7tUSEijgz4pVWMwJId/uaIwK/0lbb8tHzLwHnJjTu2mX7bILAQWFX1MAstsH449oNRAx4f+bCNjQSGHHYVUylpCbt+c41elNMHS9OXSasJlW7WRkpxkBTnypbbHjXdmNWxOvSD3VdgSTQ997h7qs6WRyvltO9gPI+lCixd77ijff6IotLWVO7KFQeMVgjG0x4enohG37TXoM1n/PjOG37O33JQb6gbyhOQ8TTlX/iUY8slpSv/w7ROhb1eVoEl38Gd2w8nLgp4IPA0qM0nx+kXGzOxDhBYCKy8B34l3wjBBdYPP5ihwQmn/05uIyc/pHtuajRr3+qONlRurB8y2z7rN9oc9+Z5+cJE/y1VYOn/muqTP5V97fzisFn2cJtzix+b35UvHzBaNZalHnV9Vywp+WT5ThdlSS/Lub4CS9dUBP74akJrFx0XXN5gtIdhPP0QAkshIRSKIDe9+HuNRD20sDnaQ3Hliq6oLmXjOee6hZn+n2Vz7S0b+4xWT2rVpwKgqqxyGpdvl15iXasntceiy07qKLz/tv/KxySBpU2uda9abnXcvrk/ypfL70vlVNofvddr1OmJ1w+fsUk1MoDAQmBV1cOsHAJLN25P95i5/Rq3UIo3kr6fSxVYvunknnfj3AajveyyPoy0StAVGkCO49Ppf6VyZBFYEhCuKPTWRssebneO7oQQWMqrfLtudowE2vSzHjVlmBtOIq1eJbBy63H+RXuMtg3SqsmHFrYYhf5wCWmbL4W/yBJHLUlg2etlOWoFoeovrYz8jtiqFgYQWAisqnqglUtg6YaVL5WCU2ZpFAqdO9UCS42pHNWLGQFYvtS9b93q1/LjgU31wy2LwNI0rpzKXfWiEZKd2/OnB1WeUAJL12raNxyNXrrykOU75VfBUNN8t3LrIy6wsqSnzZld06e514+/DyWw1DFQ/K/49fmMmKpmBhBYCKyqeqiVU2DpRlYkaYVuuHx2csRpn0ZLUz5auu8z+lPsZs82H2qINY3U2jRSVF2OjR4ztzlG73Tdr788XNQ1Qz4Uswgspduwe8jpU6fRoKRI4SEFlvIw0D8eOdPnjibZ+spy1GiT9gr0FVnFCiyJc63C9E3H1m+pAks+cU8ubitq1NXmgSMirFIZQGAhsKa9Ac1yc5RbYCkvGgXRtjAKuCifHQkNn0ZRjYVGrZ5+uD3aEzC+Ui2pnFkFlnxn5l1QFwVJfWJRq1E8I1+nZFceenvGnNHbFQssy/SU69ohvssqsGSLhQsa8+rsucc7EqPRhxZYKrfqXz5hEr+u6Pg+TOkccaWI8D6R9BWlXVOChaYBbbri+to59dF2TJoiL6ausgoslUVhMjSN+/Qj7aal8Xik/WLS5j8Iq0pnAIGFwCrqwTpdYGv1U1vLSBSGQKEI7EvTe1kdu9PKoN68gh5K1K1b3WMevbclahi0HF8vObdrD7xXlndG8bS0mlDL9bOOAiiivP5ry5J2lPjT5sXyV8malqvMEiSuNBUnKSkat+s65fpOKyLj+ZPwKyRg5YcW/89AgdhOGtmKn6/P3UX4s8XtoMjlne2jkZO3RkfvWtAY8SOG9F4rHz/76FAkjKz4iR8V72zD2t6CZbbp6h7RBthyKn/hqY5ocYZG75TeTVc0RHsSvvnKgShQbW/PeOLqWHu9Qkcx6LJb0nfKl+Jc2T0iC12b3xBQ1c4AAguBVVUCq9pvOPJPo5HEgETzHdcm+wAqnpY2Yw7dkUjKD9/DKgyUxgACC4GFwIIBGKgQBg50jiXuj6lRLU39aSQrKSYbDWJpDSL2w34hGUBgVciDNWSlci0eEjBQvQxoutu1J6SdNpQf05o3D3r5ZMFB9XJA3VV/3SGwEFiMXsAADFQYA/JR0krEpJd8xkL439GIV38jTh1Wbh0isCrswcrNUrk3C3VD3cAADMAADPgygMBCYDF6AQMwAAMwAAMwEJgBBFZgg/oqW86jFwQDMAADMAADtcsAAguBRa8FBmAABmAABmAgMAMIrMAGpTdSu70R6pa6hQEYgAEY8GUAgYXAotcCAzAAAzAAAzAQmAEEVmCD+ipbzqMXBAMwAAMwAAO1ywACC4FFrwUGYAAGYAAGYCAwAwiswAalN1K7vRHqlrqFARiAARjwZQCBhcCi1wIDMAADMAADMBCYAQRWYIP6KlvOoxcEAzAAAzAAA7XLAAILgUWvBQZgAAZgAAZgIDADCKzABqU3Uru9EeqWuoUBGIABGPBlAIGFwKLXAgMwAAMwAAMwEJgBBFZgg/oqW86jFwQDMAADMAADtcsAAguBRa8FBmAABmAABmAgMAMIrMAGpTdSu70R6pa6hQEYgAEY8GUAgYXAotcCAzAAAzAAAzAQmAEEVmCD+ipbzqMXBAMwAAMwAAO1ywACC4FFrwUGYAAGYAAGYCAwAwiswAalN1K7vRHqlrqFARiAARjwZQCBhcCi1wIDMAADMAADMBCYAQRWYIP6KlvOoxcEAzAAAzAAA7XLAAILgUWvBQZgAAZgAAZgIDADCKzABqU3Uru9EeqWuoUBGIABGPBlAIGFwKLXAgMwAAMwAAMwEJgBBFZgg/oqW86jFwQDMAADMAADtcsAAguBRa8FBmAABmAABmAgMAMIrMAGpTdSu70R6pa6hQEYgAEY8GUAgYXAotcCAzAAAzAAAzAQmAEEVmCD+ipbzqMXBAMwAAMwAAO1y8D/Az5kbeyG0VH3AAAAAElFTkSuQmCC[/img]
GeoGebra Ders Nasıl Oluşturulur: Sessiz 0:22 demo.

Information: Adım 2: Bir Ders Oluşturun