Tutoriel - Étape 03 - 3D Pyramides régulières

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[/img]Les pyramides régulières seront de hauteur h et de base un polygone régulier à n côtés inscrit dans un cercle de rayon 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[/img][br][br][img]data:image/png;base64,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[/img] [b]Passage en 3D et création de la pyramide régulière [/b][br][table][tr][td]Penser se mettre systématiquement [b]en mode souris[/b] [img]data:image/png;base64,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[/img] entre deux actions [br][b]Bouger les points ![/b][br][br]1. Pour passer en mode 3D tout en conservant l’affichage du « Graphique » (2D) et désaffichant la colonne « Algèbre » pour avoir plus de place à l’écran, cliquer sur [img width=36,height=33]data:image/png;base64,/9j/4AAQSkZJRgABAQEAkACQAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/wAALCAAyADYBAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/APW9I0jSn0Kwll06zZmto2d3gUknaMknFWP7O8P/APPppf8A37j/AMKP7O8P/wDPppf/AH7j/wAKP7O8P/8APppf/fuP/Cj+zvD/APz6aX/37j/wo/s7w/8A8+ml/wDfuP8AwrnPHWn2FroUEtpZ20LNcKN8USqSNrdwOnSuhsbdrvwhbWysEaawWMMexMYGa4UfCvUQAP7Zg/79v/jS/wDCq9R/6DMH/ft/8aP+FV6j/wBBmD/v2/8AjR/wqvUf+gzB/wB+3/xpD8K9Rx/yGYP+/b/41teMrVrLwZpto7h2gkjjLDoxEbDNdNo8iQ+GrCWRgqJZxszHoAEGTVb/AIS7w+f+Ytbf990v/CW+H/8AoLW3/fdH/CW+H/8AoLW3/fdH/CW+H/8AoLW3/fdJ/wAJb4f/AOgtbf8AfdZPj6WOfwzaTROHjkuEZWHQgo2DW3p1uLvwnaWzMVE1ikZI7ZQCuTHwpsgAP7Sm/wC+BR/wqmy/6CU3/fAo/wCFU2X/AEEpv++BR/wqmy/6CU3/AHwKD8KbIj/kJTf98Crnja1Fj4Q0+0ViywSxxhj3wjDNdFpUyW3heynlJEcVlG7EDsEBNY4+IvhwjP2mb/vyaX/hYvhz/n5m/wC/Jo/4WL4c/wCfmb/vyaP+Fi+HP+fmb/vyaT/hYvhz/n5m/wC/JqDx3cR3fhWyuYSTFNOjoSMZBRiK3tLgS68LWdvJny5bJEbBwcFADWEPhl4dAxi9/wC//wD9aj/hWXh30vP+/wD/APWo/wCFZeHfS8/7/wD/ANaj/hWXh30vP+//AP8AWo/4Vl4d9Lz/AL//AP1qb45to7PwpY2sWfLhnSNNxycBGAzXDR6xqkUaxx6leIigKqrOwAA6ADNO/tzV/wDoKXv/AIEP/jR/bmr/APQUvf8AwIf/ABo/tzV/+gpe/wDgQ/8AjR/bmr/9BS9/8CH/AMaP7c1f/oKXv/gQ/wDjUNxqN9eRiO5vbidAdwWWVmAPrgn3r//Z[/img] puis sur « Affichage », désélectionner « Algèbre » puis sélectionner « Graphique 3D »[br]2. Pour obtenir la pyramide, dans la fenêtre « Graphique 3D »,[br]cliquer sur l’icône [img width=33,height=32]data:image/png;base64,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[/img] puis sur le polygone et saisir dans la fenêtre demandant la hauteur « h »[br]3. Bouger les curseurs et observer[br][br][br][/td][td][img]data:image/png;base64,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[/img][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOcAAACTCAYAAAB1Rw73AAAgAElEQVR4XuxdBXhc19E9gtWCmJkly8zMjInZ4aSQBhpqGmyatkkaaKBJ2/xJ27RpwEkcMMfMDDKzLYuZmbVa7X/myqvIsmxJZtDr51qx9r2377577sydOXPGqryiwhwfnwCz2az+tB/tI9A+AtduBKysrGBtbY3goCBYHT123FxbWwt3d7d2cF67d9J+5/YRaBiBnJxcCEitDh46bPb19Ya3l3f78LSPQPsIXAcjkJKaiuzsHFgdOnzE7OrqgqDAQNTUGFFdXX0RX48ot0KbLK+sDI2PtrjUjc+9mPPaco58x7beTz4v92j6d0sD29b7WK53sWN5Nc+7HGMiz9vad9f02Voa++vl91qdFqdPx6KysvJscBYUFspUhI2NFfQ6a1hZt/yVjUYzQV2nzms6kS90dtNBbu1gXo7zWnuv5iZDa85tbgJdzHmtOediv+PVPu9aj0nLM/n6+IRep8fp2FhlJM+ynAJOe4MedlobJCZWo6LCxM3p+b90HTHp7WUHD09b1FSbUMd4Uq2xln8LWM9/WBP1NrY2sLG2UR8y1ZlgqpXzWz7PVmMLOV8O2SvXmmobbmTN69UHts6+jnzezs5OfU7uIfeSe7Z0yPfTaDSXfF5rxkRuIveyjIl8z9ac19xY1pnqn/9CzyjnXWgszzc2jc+72LGUaxuNxobvJ9e0vPvGP8vnmr6D1oxJ47FsaU61NAeu9u/1Oh1OxsSgvKz8bHAWFhXCwcGA7dvKEBNTCb3+wqZTgGAyWWHkKGeEBNugrLwGtja2tLhnu6zNPaAAxGIZZBJZQHChwTAT/QJG+axMwKbnmbjaWGvszrl/48/KfeWQiJhORzDYaFBZVXWOuyT3qpPVh4dMYpkUapMuf848n0wcaxtrtUg0tgyWe8gCJJNQxkQOy3ny33Z29aA38lz5jAITv5t8L/lcc+epa/D+Wq0dV9aahntazpPfy3eurqmGra0tP6dt1g2UZ6u/t1EtWpbxaendyXnqnZ95X42fs6VJLPeQc2Usa2pqFOhk7OSwfB95bsvPdnxGDZ+hjJNUzpOxlG2X/JvB3hbGGhPnwvnvKuPX+B4tfb+r/XvLHGj8/uU7GPR6nDh1ChXlFWeDs6S0iL6uBosWFmL2bG+4uREEfI8czzMv86dHsOBv+7Z8ZGTWYMZMJ04uwN7evlXPKYCwrIICNvlSrTlKS8vUKisvTCZW4/Myd+2CS3AQ9H7+51yqqLhY/Zu8MEdHB/VzVnYB0tML0b1HGDR05ZseJpOJ3gN9fwJCJqSzk9NZHynnAFZUVsDFxUVNGsthOc/yPV2cnc86r7ikhGOWyfGqhY+PDzzc3dXvZUyq+EdenJzb9H7yGfn3oqIC3tOdHkT9d67g/kTcIDnP3sEeyckpiI+Lx4iRw8/6Xk2fTya+HPJsBoPhgp9tfK4FMAJu+Y42NvUe0IUOGRN5bjsunjXGGjVmlu9fxHfqyO9tw+eR9yuLSnFJMU6djEGvXj3VgqyAxoVLz+8ZG1cEbz9nuNif3wjI4lVVXdWqRb/x95YxtCxALT1Tc7+X79mSVyZzVsYiKytbZUnk/VsMxAXAWcyVyhrLlxXjvvt9OfHrBz0lNQVurq60qo7nfJ+9ewuVlZ05SyagFc8xNPtMGzfmIKqjI/z96kFoAac8SFOQNXeBrOxsNek6dIjkJNKoF9b0vPzjR2lxyuHTc+A5lxBwqpWbg28B54f/twb/+nAfFi2dg06dO5xzzvnAKSv4wUOHkM3BFXA6OzkjIjIM/v4yZg70Jkxc5KrUSxJL5sqJWA+sCuzffwLpaenw8vbmeGrUNby8A9GjezdlDcsrytXzyblNQS3X2LM3Ho88uAz/+u94DBzQWV1XwCmglvN0ep0Cy+7d0aiuqsaoUSManktW6dLSUj6/owKiLC6WiXghcAoYGy9Ocp48lwIZF56m4Dx2/ATHwq/hueULyL1LOCG1dlpl2d3d3OrHhM+cw/nlHhQMDb0JmbSOBPzizz7H9rVr8NJHH0Gv1anP2tnZ8jNafPHvQ4h0Lcawu0aeFz/yjiqrKlsNTlmAxaWU+8uYODo48H3RUzjjrZ3vRiovSbfcsoDLIikYkPFqLj4iC8++ffs5Dw4o70neeZfOnTFs+FC1wMp3OI/lLOYLsyE4i3DXXb58ifXg/Gbet+oFTJw44ZwJEx1diPj4KkyfIValeXBmZVfizT/HY/RYV8yYUW/VWgvOI0eTOJlT+bAlCAsPp/scrFy+5iznqhW78carW/HZvDsRFRl81ng2B86Dew7hyM5d6BLlB6/QSAR1rJ/slqM5cMpL37Vrt3Kzunbtoix3YVEePnh/PY4eqcQ3387mpHRX7lhjcJ44mYbfv7Qc99zrj3HjhqmJ+9HHW1BYUIJhw/RcHLpxBfVQk+N84KzmBP9x8Vps2VqAp58eiYjwgHPAKS9fXrpMrE0bN8PZxRl9+/RWn9u3aTNWP/80Jv31H+gzckSz4JRFULwFL09PPlchtzZ6ehcZ2Lt3L2bOnKEW6QuBk3lzzJk9G489/gSeevLxsxaGxuCUhb6Wk7E8JRmlmVkwMGPg0qULQWxCaXER5r70EnpPmYJxd96JIsZCZExkzGW8K0vLkbNhHez4s++ECc3ipi3gtAAsPSODwNmHiIgIBARwnnIMNfTOnM94PrIAWg45R6ykzEVZpOS/ZcFKTU3jouvAWIyX+r6NAaoj8GJOn8aK5Stx++23IcDfH/kF+ViwYBGGDh2C/v36qsu3Gpyy4u3auVvtFUqKS9Cvf9+GVU8u1Bpwzvs2DXujK/ilrfDEU4H84rpWgbOwKBszpn/KBzdjwcIHeV9f5facz63dHX0Sn72/Fi+/MwPBoUEtgjM7KQ5FyTFw9Q1ASsxpaF080KHvAGjPWP/mwBkbH49cJokHD6q3zjU1pQSDI5Ys2Yu5czcTcHfDj9ezgFNejliXNWui8dor2/HZ3DvQsUMgzzTj979fwmfT4MFfdUB+fhn69e0NCco1B075Llu3bIPe0R4D+/U769kaW04LOOUDsiqvW7+Bky0cHaM6IJlRwP0LF6HP7FkI5gRsbDkduB2xots4f/4CHDp0GPfcczfdylMIDglWbubhI0cwc/p0vkP784JTrieTbfXqNehCoIlLatl2NLacMpkFWOUEA9GIOjdXVBw4CKcunaD39cO6r7/GkTVr8Kv33oOvnx/d+KKzwCnPVkdQZKxdC51sC/r0OQegbQGnbKuK6VmtWLkKOcwvhoaGMB6h517cVL8vpyves1cPegP+ykMRUEqcITMri2NRXh8nOBOPkOvUcNzDwkPh4+3TELCsjxVo8e233zFtGcQFeYjCgFjKI0ePYf+BA7jv3nuUR9MmcEZH70Gvnj2Rk5uLzZs3Y/DgwYiie9kacFZWmbmHTUJ4uBMSEisQGqLFoEFeLYIzhrmeOE4ms9keAXyYnj1C1f0uBE71+6N7ACcvOAaHtAjOxGOHuGqnwCc8Qr3skpwclFZWI7HYET17RyAszK8+anYmbynu8Nq16xEQFIDOHTti8ZJofPLvPfj4X9MRHhqIbds2wts3CB048RuD04lu2qaNm9C5Szh8fX6y6AxvSeIKp2K4SNBKDRzQ/7zg3L52A8qOHMLYB3+Bgth41PLF+g0fpp7xfOCU3+Xl5zPAtwP9B/TjouF71pg0Baf8chfd4YL8Agwc2J+Wv46TVIfY2DjlIsuEkqOx5XSlJZW947JlKzD3q6/w6muvIi0lVYF66dIfUVBQgNf//Jpa3Au58FjcWjmvIj0dOu63OMKojj0Ne2cnVLu64eOnnkL30aMx7YEH1BZBvB4BiMVyWh7CxHeWs3077HgN9+7dz3q2toBTTpTtTl5+Hvbu2YdwLmbiockiYuSf03w/ySkpmDRpAuRdiqubkJiogCoW1hJll4VYPifzxIuWUw6L5bSA86uvv0HnTp24EPdR42hvb0B8QiK279iBu+kliNfTanDK4Oyjf2xkhK2KL0iSo5EEpqzEFwLnkaMnuALH0IUbQrfAjSuoBDnMnOy1/PL1EVIJCDXdc65dewipaUkICjKge/ce5zCXWgJnSVwcasvK4MbFJIsrWx4nmoHpIS9Pr4bAgmXPmXBoH8w15bCnGyrZGVvwWffsxyPPxuDlN8bjoQfHKJBZBlnOW79+I1dzX+4TOmHVyn347vvDeOPNyQgM8FXADWJASsbGAk7LjEngC+jerasCixP3qHommy3Hhg2buNKGIZjnWqyEJSAUF09XK/oAAuxN6E4Lw3i0mhTWjMj5jxnTIjjlA8I4ObD/IEaNHnlWkKmlPadl8pw1688DzvnzF+LTTz/F62+8rvbUMg6LFi1WE/7//vGPs8Apk96RoK/mgmQgM62Y+3NzdhZsaIUOp6Zj09df4uH3P1BW02JxmwOnfC+T7Fl374Id97Du3bo1fNW2glNOlIVIxlZcVck3ymHDiLJs6ZYuXabeUTduZWTrIe8zKCgQssgYudVR3+VMSlD2/U0j+PJ78SL2cr8pxu7ee+9WWxtZWL8+A1hxbeU4To+lsuKcaG3ze075YoXcB9gb7GlNQtGnd6+GQWjOra2ozMXU2+Zh31Z7vPwXRzz/3Bx+/uy0TGNwirkX8x6fcBpzZs5DSJgH3diHuCL/NIEtN2wMTst58jsZDHExspOSkX34EOqCQtQGWwDlz9XNzc1duSiNA0JJ+zZw1dPByHRQIa2miZFp14AQ5FfaIiTEj/lb7q/OWE5LQETc2sT4RIwdN6Yh2ij3z83Lw+5d0WpjL6urhMLlHAkWiNtzOvYUrYAOj/96Of70ynBMmVLvFluuJ8CRFbmsvEy5cBZwvvT7Rfhh7n783/ud4aNlRJXPFDVrNuwaRYfPtpw6FThZtXIvXaUU7v1GcZ/opl54EieU3MfiajYGpwSJ8rlw7N93QH1fWYT//cknmDx5slrp5b/DIsKUxyD3kzRK04CQjIFM7G3btiMyMlItNg72Dir109itrZUcs0SmGZzSEFRVXPg1vGZ5YhIWLZgPv46dMPXRR/n7EugYDJL7yHtrajktc6KW5+bt2aMA6nYGoBcDTrFudpKmoxGR1I/aVzYCZ0hoiArcyRyM4zxoDE5LPtUSrW2OdCG/s+U+dMWKVUhMSoKvr4+as4l8bonaDxs2VIG/2TxnSem54JQvmpubQ2A6KMQnJSdxYk2mP13PxW0OnLWmcrz5xjJufLM4EfvgttuG8pNnh72bplKOMZAgezlvH3/65AF0C+qjeU0PCzjl32UASrmK5eXlM7BSqDbk4rPrszPhz32ZR0CgmhhyNA0IZWbn47MPf0S/Lrbw8/OEow/3wsFhjHb+lNJpbs8p47GTQSR5eeGcrOLSiJWU/VlkVCQiGbRqHK217DkPHDyAjPRcpgHqMHlKNz6jB6Pcp5FGK9Of+3gJwMiYCAgagzMhMYOBmTJ4uesQd/wkKgleay4433+fhgkTOuKuO+v3LpbzZNWWMXj/g+X4cckJfPv9/Q3u7J69+zhepQqg4oo2dWurCRLhdKrFjtHwg7S2oVyMvX28uI9i2oRup6eHxwUDQoePHMWdd9yBhx5+BM8+83TD62sMTiOvrVXkESvYciEr5p5SUisbvvwSyxctwm9paUNkHOlZyVFaxn19M25t47lh4hhkM+Blx3npQeMh96ug9WlN/txyHUsetwH0/I5iSePo1icQTJMYEJWAmInvXsAl1w/kXLW4tY0ZXefL9QtAZU6epoeXkpxKIxCsxvWFF36n7vW7372o0pGydz2LIdQYnHff7cvN/9n5q9S0NE6oWPTr11ulDyzgjIurUnnOxtHaOnMlXbQ8PowEP849LOCU30hoXaJckdyrScDhQoeAUyXBaV1yuQdO5qrjzEifh6cHraO4z3rk7t8PG/7txhC15WgKzq1bj+Bn96zEB3/vgxmzxzV7ywvlOU8RWPLSZOJ4eniiY6coFX2To7lUijzvAQY9ao20qCZrWhjm7giinj27n5XntIDsfKkUybtnpqfimd+uxpixYXjk4TFngdMSEJIUTwXTMh7ung3PJgvL5k1bVC60t0xgWjkLAaEtec6WUiniusmkEyBbjrPASQ9Gy3vbMappy/ckrr68u+/+/g+YuUjdycCI7ZkcbktubeMXV1VYgG/+tR9dx/TEgAES+aZlPsPwuuCk4i+1jMruFuND0NkxXSOHbB3q6M3Y0q3t3acXgRioAKQiswRoemaG8qzE7a1nptX/Ec9DrKolpdL03pa0TeN/38T38tHHH8Obi8u9fH6J+J4FzrKyYpSUWjGVUoKf/SyACG/pkcAQexEBW4FZs535xc6f52x6pdamUpqe19itFVfHwA21JZlt+WwJF5EarjwejBhaDkv+SgZGEucSyczJzYcfc5PN8A8aQFZGt8PiqjQlBcg1ZII3/Q4XIiFIuF4srRQbiLVsfMj1BFQXIiFYPi/BJDloey4YEGpu3Hds38ngVCdGv+nqn6HRtQWcFhKCuJuWgFBLM8US2JGAkARZ7PkeNDIBuUDJwinWIptBQAe6ega+H7szxIbG4JRJLwGUCx0x8SQx2Bq5UDowZ9y2PGcZYxWK03om8lrv0tqqVIoAsGkqRVhYEiiT7ZIFmOqdSGSWz9kappzl87Kt27x5q3JzJZgmLKqzwFlUzGiaVo+VK0oUmd3RkfvEJvXXlsilZYCyc2oZuNGjT189ffH6vUFrDgvrw5IfkoFvzWGh7zVQxxgFNJ/hklrOt+KgmoXb1ajypfF5ai9B31+r5eBWM5Tf5PwGAJyhqgnZoTF9z/J7oZ9ZuKCNr2Gh/ck9GlPr5GVZKHIWi2Whq8k1G5gwvG5j+l5z42JrK3xUphT43eU8y7g3/rm58ywUOZlQMg6NqZBteXdynoWC2RqCvmXyWiiNMunV5D1DJZTvqmGQTHGshc545t01HsuWxkSuodNxzPnqKwmaluiITcdH7WvPUArFy5BD3k9zhIKGuXaGhND0Wi2xhJp+vrE1bXbPKTk2R0cDSKygRSxhUIP81wvwZOWLBwbrCU6DIr7X1goftWVCuXwxAaOFWykTzPISWgKovFzLZDjfeer3kv44w42Va1qI9haydv2GXfbB51d/sIDY8p1k4jS30W/8nS3fTe4nwLVE8Jp+prnrWMbkfOedb2zkPFnF5dlaM5aNF0LLO2jNs1nu3/gdtPa8xmNZz8k+U5zAn5sDd+MUhNxPAUXOuxChVt7omdCGlQTizgCtpTnV+PfNsXracv6lfva8DKF85qTkJdvZ2agV6OzjfBNZ0iMyaetrOm/1ozGZuyUg3+pj1f78547Aees5BZzNmVuxaiZxnRiEUa7QmVB/c4PbsOrTt7D47ud7CQJm2XDLJLa4y/Jv4lrIyidWrfEKqjbbFmvEvEdbrn81JoJYJNmXyH5BVkBh3FiCBVfj/u33uPFHQPb+UmwtLnyTPWexytE1PiTYIjkjyb9JuFs29nnMZ8kh0ayzXYL6SKVEciXqKj+XMvhR7+o2NassA6KP78ANvkxg2fhLVEwAl5dXxvsxKib8GYae60EsJWJ1yh12c3Pg9VnqpEgN5WpDLtevt9z1KgQCbAGyRCYltWDZQ1zJ1ydjlZ0j3NQqFamUZ5EAxtW495V8rvZrX70RkDkkue/ioiaplELmmyQy1TT6KcCRSJYwGg4cPERKViGBWp9KabxfEFBItEv2BRKqF1ALoCTx2tTlFfwIeOVviYKWlpUweuiKzIwS5niqOKnric6SZpFgjKwoYmXlT3m5kepkbqitq1D5N1sGJ+o31Hr1t0Q8VQBCKgr43V3dzi7pupJDnUMyQwUZL1IGJC5ua0vhruR3ar/2jTUCFwVOAe5BgnPu3K/ww/ffKTZFY3BWEZgzZs7E448/DvGdPVllYQFxc8NTT3DIVQSHquoKgt8VRw5lICiEVCx3e64gsUzrrFCWN4L812nTpqnLJCTkM+lezTSIDk6OP5UsCTNFEsMTJoxvuF1ubh6BbU+wt65etLnvKYtWYWHRWW60WHLxDiRq6uLi1rCgtYPzxgLC9fhtLwqcYjklzPvGG29i3tdfNftc06bPwAcffKDC+1I2I1ZRQCj8QwtbRyymuLLyd77ivtrTQlayesMFhw+SlxniDg8PeyxevJTubTmjwd2watVqPPnE48pNTErKZxkRSfThjry+C6R+MIW1nv/H2r9i0gyff+55BDIJLKVSwq0Vi9oUnFQdRB6BO440vJYOGawTx04o0oDFOVcF4szN7d17ArNmjVcCaXK0g7Ol0Wz/fUsjcNHgFMb8u++8hy+/+KzZe8yecyf+8pe3JJSjkuwCTir8YQ+5jw/+8hfkSRrVhjeC9CwBmmh0NganWM7AYFaHE5wrV65WZOSBgwbQWn9NYsT9KtAi4CwpJteTlS5anT1Lr17Gxg3ryWsdocpytmzeRMZOZ3z0fx+q+kCx8E3BKWR+oQtKpUFbj6rqcmRkZPKZTuD0KQ8m9KtIwhhG4GrawdnWwWz//DkjcFXA6ct6NnFvFyxYqMqOpk+fpsi+wugXmlIIidHNgVMsp4uLFv/99DOWmIUocH744Ue47757+d/BDeAMCXOka+mEH0nM/+Q//2FVxH+otOCHO+68G6NZcvTQr35J9kk9ebopOIVnKve+bcqkFqeHlAHFnDqtrH1gsD8SKJMRHZ1ItYGTJCtP4+JixLgJTujSqWM7OFsczfYPtDQCVwWcAf4Bqmxr3bp13ENSJ4WBkn6s9pZcqnBIBXhSdS/V9ha3VixnSJgXc61GvPnWO+qzUjEhnMeZM2ZgzJhRDeAMFctpp8fb77yLpUsW45lnn1WR4rffeVuVm7337juqosFOoz0HnOIK55MwP2JEfU3khQ5xVdOoBqAhGyk3pxBHjzqxYj6aP5Pa5ZJHRYSu8PQqwi9+PlNFp4Xe1h4QamlU239/vhG4JHC+8/a7mPvl581ee+asOXiH4BC31sfLhzSqCpX+kMmaQJK6BIiE2S8TWEVWGcDRU3mgMTgDg13hxoCQFOfu27ufleJH8cAD9zLt4tiw5xS3ViynBJMWcW96iJo+u3buVKJOw4YNp1vbEffefTfBUtas5dzGAmRZOObMmdXiLLGIRUla5/iJU3SbJW1jj7JSVus4xmH8hO5cTOxJ3A9XgSNZcNrB2eKwtvoDQrSXAgMJGFriFq0++Qb84EWDUwJCr//5DXw77+vzgvO9995VSVQfH+9mFeQan9jUrZWAUEiouwKnHFI3d5qVMJMnT2w4LTm5gCVi5Q0BIcsv3v/g76ry/s+vvdIgOiUVD3qd4RzLKQuFpIekALqlQypQjrIUSlIjfn7eLP2q5p5TxxRONYYPl8LrqIZLtAeEWhrNtv1e0nHr1q1XHpRsb5pTJGzbFa//T18UOCWVsnPHTlU/WUTpwqacSNFcEd0URydHlswEERAOtIpaEgmEDH8uh7WWwZqy8lJlESsqy5VM4KmTOYpg4OJSX31Qr4BW1wA2yYtmZhQr7VIRA9TY6rmantGAbRD+qtdrrTNTjpF7TlEeMPB7XOwhllOU3OSQyK+1TZ0KCMk+1sPd56zLtoPzYke5+fNk7L+iplBYaBjjCCMv78Wv06u1CZyyeolko6RSRPJCSAjS/OgMcb/hEYW8kEfLJaQBUaarKK9UzCIburVNP1t/kllFagXAUtLlxjKqiso6pCTlKRJ3PX9dlASoGyulBgJW8qXt7bUIYS5UZFPkPGESyaEI2fyfUA3r70dtW0ZvXVjMerWOdnBe3pG21KBGdeyggn23wtEmcMoASWW2pCmUNGEzCumNB03SH5aKkIbqg/OMqqVERwGP95H/NhlZBkV2T2OqvSW/KJiz0/xUXmbRFj3fS2t8/Sv9YoVLK+CURaN9z3lpoy01nqIEKJ7PnXfOoUZTvQzorXC0CZwyIOJeyKbcYpVaqkCxWMq2fK615yib2MhLvtA9mrfYV+YVi+cgC5fUfzo5Oqlyu3b63sWN9d/+/iE+/Pvf1FjeNnUa4wivtlhofXF3uv7OajM4LZbNojTWmgLb6++xr+w3EjBKJbtQ+0Tzpp1be/Hj/eyLLyv1PkfGCyQ3/tVnnzTITV78VW+MMy8KnDfGo13bbykpovrcajs4L+VN/PC/j/DxX//CPLYtplJQ7tev/1O1prwVjnZwXqG3LBpHFpXwdst5cYNcRK3beU+xyCEzCR7OwmF2QN8/zoNP1NnC0Rd39ev/rMsGTonkWtrZyWOLKrxQ9aIorCxph5Pk4tZLXdYrYN/sRzs4L/0Nb/z2v9j6wUsI8jHAiYoc5rI6eI+diqHPfHhOOeOl3+36u8Ilg1MCRFu3bkMHarWK3unhg4cxaPBAtYFfyQqScOalvJlu+dc//43x48ZdFMH8+hu2lr9ROzhbHqMLfaIoLxefPToFpuxkuLuSdsmSPFULZEUSwmvfwL9r/0u7wQ1w9iWDUyRNNlHEd9LEiSzZOq5YHHfffZeyolLqNZHVHlL1IZ/pSonK6dOn3gDDculfsR2clzaGm2g1N7//O3h56KFnykxPcGr5dx11qtyHjcXwF/7Tqn6gl/Ytru3ZlwxOSRkIS0YqS6QMTDiy0nNROiYdJRe2N2sphRAgfTNExj6cyuG3wtEOzot/y4W0ml88ehtqsigU7mwHLQNAWua97WxFnZfNjirN6PfHzxE2YOTF3+QGOPOSwdnSMwo5oKncSUvn3Ay/bwfnxb/FNZ99hB0fv8JaXj10BKQdgSkdxzVMUWn437WlbCjcbwhGvjyXfTNbp4988d/m2p152cAp7dNXsq9hJhugioT8qFEj2a7v1oiqNff62sF5cZM6l60NPvvVJJhLZB5poBVAWoBJkNryZ2tSNykphX5/+B9CB4y6uBvdAGddFnCKwsFbb/1FRWKlq1Q2uyIfOXKYigcPsoN1vd7Prf3UkasAACAASURBVHa0g/Pi3vjKT95D9H/ehrsHq31IgxSGpgDSTuRFRaGfMsry38YSsZ7DMPpPX6hKlZvxuGRwyp7z6d8+wz1nCN0Qd0p27GWD3HD4kM3xI5umvvHm66pd3K12tIOz7W88Jy0Znz80GVbledBTdVEj2si0nFLwYMc/Qs/USOsLArax9Qy7Sa1ns+AUsrG0SJc+i6dOxjSIPTcdbulSfIp1nfPnz8fQIUPxyb/+yWqVFNY32uGpp36DLDZCFdBOnXq7asF9IxyqxIy0O0kNNe0A3Zbv3w7OtoxW/WdX/utt7Pnfe3DjXlNIQNJhzEbcWuktw59FX1z+3Zr/J1ZU7T37DsSoP3wFzZkWj22/6/V7xgXBKSJe69dtUG5Dcxxa6ap1jFHZ6OjddGm9sXDBDw1POnDQYKUPJOrwImUpBc03wiHgFLX24WzlLqp9F3u0g7NtI5edmoQvH5nCJpy0mtxrUmyVbm291RRAChgFnFKHJIBV1pNFDzWM3PZ58SNEDr+tbTe8AT59QbdW6jGL2BJcpEYstZKNn8maG4C4uHi8995fcTut4/fffY/NWzYhIiwcv33mGbYy20LJyXrigRRg3wiHPKsc9S3hdRf9ldvB2bahW/XvtxH9Ka2mu15ZSuk9JCAUV5ZNOeoBKRwEXlai/wJO4dhK3tOhW3eMfuV7aClzczMdl7znlMF4mxKZx44fU0QE0c6Rdg3HSUgQoeh3331baQXdakc7OFv/xmWv+eXDtJrcaxoMtvXurKqwl1YfBGFDi40z4DxjTZVV5W2MLMzv8fQH6DSuZR2o1n+ra//JywJOmYgf//NfOHz4sIrYSkG2SJn89rdPK3LCpRxNhagbX6uCyn1yLw/2I5GWC4VFBfD09Lou8qrt4Gz9W1/ywSs49O3HtJo6BUoJ/li69okfoywlgVrfwKreiqpWgtIHR4ryy2rhyO7lo1+dDz0VGm+W47KA0zIYcrGMtAy4UGaka5fOl4VeJdzdhYsWKS2ioUMGNzR36d6tm+L07j9wAA899CBOnDiJ/RSIHjNmtLr3tT7awdm6N5AaG4OvyAbSmkrpltJqyl5Tcpln9pdsIqfcWjGksuVQe0/5I1stZWHr96O1FXXo+czfaD1ntu7GN8CnLis4r8TzihziwsWLlXbQlMmT1D5WgPjEE48xknwKh6mGN3ToEEUbXLNmLfr363eWQt+V+E6tuWY7OFszSsD8t57HicWfK6tJ8o9yaSUaWw/Anw4TPSMN+bXiIYk1VVFbCzhpSeuq2IG9YyeMfX0RtGx2dTMc1z04xXU9dSpGSWyGhoaoSKoINofxZylJO3nyJMvSotTv4+LiMHjwIHYeuzRX+nK82HZwtjyKCccOY94TVMq3qmZHALGa9UGe+iBQvU5jTS0BK/1O+beLo43qmm5tRYBKR+wzYBYQS2TXRID2lL3n+Jtj73ndg1NesaWvZVOOrtSQCij1Br0CrRzXi1ZPOzgvDE5pNj//9acR8+PXzGtyr0kkWiKygk4J9oj1rGOJmBWtZTXh6mIgM4jgNPOPyJ1aseuczAkLOcFcyZ6w3HuOeW0BtKSQ3ujHDQFOyyALf1fkOO3Z1UsKt6VnyfV6tIPzwm9GrOa3tJp6sZpaG8q5EITCBGKpoSg1anR2MBtN0Hu4oiClEHllZnQItkONmWVjRu4xjRRQszGhtkZSdNyLnnF1zdVm9HzqbXSaePf1OjVa/b1uGHBKCdqSJUuVGxvINntTJk9uVX+TVo/EZf5gOzgvPKA/0GqeotX08GSjY1pNAaPsMg0uTqhlLx0bSpKYqEWsdXdGXlIRMkvt0KsD3VsrLbTmaoLUBlpuUmtY4G+mVpOpskYFkayqTHCMjMCYNxYzclvf2PlGPc4LThGOLmCPEmnTJ3Q26XNyLQ6xjpXsObJq9Wp889VcpKalwkCJ97vuvAtzZs/my/VQXasv16E6YfNPeHgo+4p6X/Rl28F5/qETq/ndkzNoNSvZ2lGjXFgjraSOnejsySqrYuGESeo362pRXkMraqNDTq0bIj3IMnNyhzEzFbWkC+m0tjDW1ZeRSWdzM5s2SwVLHfOeXR99Fd2n//Ki39/1cOIF6XvHGQ1dywjo+eh7V+MBpKOXCAqvWrUSmzdtbLhl9249MI3dxgIC/FVb+8t5WOh7/dkJ7WKPdnA2P3ImLnzf/vExJK6dz7YbZGBJqoSbRmNtHVNwDrBydEE1G0vVUuZGbzYir7iaDZA9YXYLQG1GIhzDIlBw4qi6uBWvVc3zDAS4UfasZ/ag1gS0ztcPY979kVi+cTWrLujWijZtfkG+siTX6hDLKcrpy5evwH8/+QQxcbEI8PXFPffdj7vuvhMeVF0wXkbLaXlO6a4tTX0v9mgHZ/MjF7NvL777zUy46NjM2M6aiv6gBdQwKmuGm7cbKqtJx7MDKkxW1A2qQ5lZBydzJexColB49Ajc2WYxh2QXz4hg5Cel09pyflQwXETHzky6qYRwpcysrsKEzg//Ab1mP3Kxr/Can3fD7Dmlce2GDRsRw05f/v7+qpi7G/uwXK9HOzjPfTPSsOqblx5E2tYVqimy1tFe9dPROzmgpqQMjn5sFZlXCIeACBRS+sbXV4fSWg1qWcBv9u8GpO6Dd6/eSD9wFOH9+HdsPFwpmVmQXwatFZtMMVqrI/2vpryKZWdG2Af6Y8zbS+F4g1rPGwac8qqFkFBUXET+pUE1U7oah5AfxHqLdda0oai3HZznvp0Tu7ZgwTP3MF9pRRARnK7upN6VsiOVI6yKCcrIjiiPPYlc/RjYFu2Bh6EMZXRRa6vtkK3pjQ62OxEwcAhSjp6Ah4uGXl0ZnMgqMmodYVPB6zAAVFdSACEsmAh22Xt2efiP6D3n4asxVS77PW4ocF72pz9zwSwGIPKZounAKJ8wUKQXjJOTE/LZ01MogmKphdAfyPRNj+5cwVtxtIPz7EFSVvN3DyBt21q4uOlgrdGoBIjBUYf83BIEBHNv6BaI0sP7UOXZE/qKWFQz1mCUplZ2Hlif2BtTQjciavQIJMckwCYrDRXsQOfooIfRxhbmymq4sga3kMQUO0Z+axlENDNya+/vh7HvLoOjm2cr3tr19ZF2cPJ9fP/DfOUuz7ljtmqfsJQKDhMmjEcYlQKXL1uBXbt3Y8L48WziVK3+vTVdldvBefZEP75zKxY+fzeJBPUsoFqSZiX+7xIajKKUTAT36sI2juwvk5EKbXgUahJjYAgIRmF6GqpKbZBsNQQdbdeiw4gRSE1OhW1GCrTBgSijqqPe2QH56fkI6BKOPP5tVVrMaK8Q6Ln3LDfRet6Ye892cHKCrGNBeUlpidI/kmY5Bw8cQvce3RQYd++OZq9QBiS40gcGBGLIkEGtIj+0g/MncJoIxK9fvJ9Wcw0cudcUDm2NmQEfBoL0wWGoTkqEe+/+yDt5FJ4Bnqh1C0XZno0Ive1uJOzeAENtJQzdRyFz048sqh6G/GL2oYk/gYip9+HYknkI6hhK3aoi6KpLUKVxgDk/ixaXYmBMxfBGMLCz+ui3F8HFJ/D6Mo0tfJt2cHKARAepTlgpBGDjlhKy38xmn01PT08yk/LhyHZ+raUHtoPzp5l3Yhet5rP3wNlRSk0ISgaAjOy9qiefts7BFVY5GXDuMwy5u7fCs0skyk12MJ0+DH1UNxTGx3LBdICh60jEL1uEDoP7oRQGFERvQdjI4YiL3gu/AC/UufmhYH80nDpEID8mDs7erqgsLCFBnnvWgmp0+PlT6H/f8+3gvKFGoMmXlRI10T6SPZIPE+IXm05pB2f9wBrJXP/qufuQFb0Bfp0CYSyrgp45yMqMNNg4uaAkIwt+3G/aBHZFwbZ1MIQGoc6WrKH0BGQUVkDHHKhfVAisw0chf/sPCOraAfDsgNT1S+BksEFJhRGuHk7QB4Ujbe9BhPXrhvTETLja26DGyoYpFfaSLamERm+P0e/9CLeAG0fUvN1yNgKnWNA1q9dSamWLItT3oYbQpEkT4evj0+b1ph2c9UO2f/1qLPv9A+wCQFKBK/OYRSUoq65DUIAbKvQeqDp9AiEjR1JjqgKl+/fCgVrHpvJSuqilKLa2Z0esDNRovFHmOxFeeT/AO8QfhqghiCP1z4kcBhMBXsfIrHOAH+IPxiCiWzBMLoEoPLQXzuFhqMrJhIkLbm0Rree9j2LgL15u87u8VidcEJzi1iUkJCpxrmtF37taAyONl05R0Ozzzz8nQFeTsmiCiJS9+MKLuO32KW1WV2gHJ7cLTH3NfXo2Co/tgz3bKoCEg0ohCnAPGjmoH/KKyKHNTIDvuDnI2LMJhroKOA2YjLRNS+ET6AWnvlOQseYrFJQ4oMxvMnyLvoeHrzuce43HiQVfIKRjEBy6jMKphV8htE8ndrYrRR2pfX7spZK0YytJDS4ozi3gTSvVPfVMv41+dwmtZ9jVmlaXdJ8WubXSVVjoc7Ifu5kPAaf0dpn/w/fUPspRj+rCPNy7776Dn//8Z23Kccq57eAEolcuxOpXHiVRwI64NKvKE7OTK6yLC+AzZAwKEk7BYKqC88DbkL5uPrzJ+rENG4i0lSTEE5zyc/7OlaxM8YVVxASU7f2GHccM8B4xE8eXzqNH44qAkbNx4LtP4BfiDZce43Dih8+oAt8X6Yzo6ioKUU1erol9PqU624qR2/C7H8WgX94Y1vOC4BTLKWVasg+7USxnYwnPttAOhcMbc+o0Pv3f/7Bs+TK6tTUYMWwEdZB+qzqltbXfy60Ozkpaqy+emIqi44fgHuSB6rJqOLg5wWxPcOamA8EdUXb8CPx7dISVTyfkrl8Ig78PDJEDULJnHeyc7ZGSVgDHOiPC+neCfedROLFoHjydbRAw/j7EbV2JuvQUuEYGoCCbZYQaG/gMGofjK5cgIMQLNfbeKD52CC7hwciLYxvBAA+UJGdDx2DU6HeXwj0w/Lq3Ne17zkavSBajDRs2YcvWrap4e8CA/oom6EkBsbYetzo4o1cswqpXH6b4mj3cOnZGMaOudQYHWFeUw8HDBbnldDPzMhE4dgL5tBRn28oCC/ZxdezYC5UHtzLHGYi44/FwtqpFaP+uMHQajZNLv4GnvRmBk+5Hwt5tqCT4dE4sNXNltJZCbz49u+P45h3w5j29BozDqTUr4R/sjrJaW+il9pPVVSUxmej4gFjPP7T1lV71z9/Q4LRQ6xqPmnBwY8m5FDZPVIfIswY0j4wfsaYXApuoLmTSW5AyNF8f37NSK215O7cyOKuU1ZyOgqMH4BnKSKyDM1MiCShmWViQmwOcew9F6oE9cLcxwnPsHUx97EMtJWZch45DZRlzlYd3w3/MZJSQflccvRZ2Ph1gDBoNm/j5sK+rQvAkMo1O7EfxgV0I5+JZZeOE5LU/ouPo4UiKiUcFXdrOkyciIyUdtUmn4UlV+PyTh7nnrUNNURl0zk4Y9ZeF8CSZ/no+bkhwCoAOHTqMIlLqgkOCz+r5uWnTFsTFx2Hs2LEI5e8sRzELd9euWUdmSi36UQQsgpG8K3ncyuDcQ9dy9WsPkf+sVfWWdmzTZ7LTo5wUybCoYDj0nojUVd/AI8AbDj0Jog3fw8nRDm7D70LWwY2oiz8F/4lzUFVnS3f3O5TbMffpMxb+NYuhIQc3eMoDyM9MQ/qGH9Fz1t2wdg3E/s//jtDuHeDUZTiOLvwSfqG+0NNFjvvxe4QN7Iv8rGxUMLhppaWWH5X6wmf/DIMfeeNKToFLvvYNCU7ppr1+/QbF6BHZkrFjfmoDt2VLvVzm6NGj0J08WMteUfiz8Vy9hTObkpyCKVMmNQyepFBEAFv0b1tLMmhp5G9VcJbRvZz79CyUnDpC3qwGVbSWLtznufQaRpLANvj07osarTvd2OUIGD4KJscAZK/5Fo4kDTj3vw05+9dBX1kEs18kcuNZv1ldhFqPrqj0GQH30hUwMz8aevu9KCuvRtLKH+AX6Q+nyF5I2bcHBusaRE79BWK2r4Ux+TRCptyNOLKSXA3WqNa6ofzUUZi5N7WiWpiOlL8Rr8+HV+T1W9l0XYOzsKgIOWxZL1ausV6QBKhEIrOQrSKELHDfvT/pxUgTpsTEJKU639hyllGxb/WaNYrY3rN3T0SyE5ocAsydO3YpNzaArnCXzp1awl2rfn+rgnPrgnnY8PaTjNBqYfDyhLG0FI7829ojGBXHotm2bzhSDx2Ah3U1fMbdgXJWGeVtXoZaaw2CJs9B3r71sDbagvLgKE+Ihg9J8oGDBsCBuc2UXStRE3caYbffBZPGHvGrvoctr6/3dqL19EMN+bahY6bi9M4NMGXnoONt05GekoZqLhQevXqy4uwgPIO8UFlajqq0QoJ3NkY+9/dWvc9r8aHrGpzxdEOio6Mxa+bMc8jmlQRoDpk83twX6igKtWPHTmSwBnDkqBHn7Ckt5V45pOKZuO9oTCrIzsnG9u076er2RRW5tOGhoa3izrb0sm5FcBZzT//5r29HeXIs/Dr4wz6YUdg921GtM8CWWxE3Z7IGQlmHuWUVgkN96MbegbxT+1BBwoBdaBg8+4xC9qaFMBGY5pAxsK/ajGoGknJs6JbaD4efeRU8K2MQOGEW2UXeiFnxDXRVpXCl4p6VvSfSd2xB5/ETkXhsP/eYyeg8uh/M7pE4veQ7urzhKKqk9EkNdYm8fZF/+KjqhjfqL/Ph27lXS6/zmvz+ugZnAi3g3r17MWP6dBWYiaGe0YIFC+FPaZI77rhDyafkZ2VQ6f0g3nznXZZ1FWDs6DF4/KFfUmfIAXYUidq5czfmzZuHfv3747kXnlek66bH3n37kcWC3jBa6MaWMy+PSXJq2bi6MoHexuNWBOemb/+HLR+8AGcnLXTeDASxlKuS24ns0kr4skWfNwukrTwjkLXmB/h27QRH5iUzti2DtrIAXgwMVVZUIYcpFaegCLgNnIaa3Bhkr1+M46V9kFg7HAMC1nPfeZwRXs4HzyCcXPkNHM1V6HTHEyhkLvPYvP+iw5DesPPrjOPLfoA7rXfAmDk4vmYJHGrK4TPqNqTQzdWyuafEHqpzKxE8eRZGPvsPJa95vR3XFTjFJdVqtQ3dvSQam0lrJ7IkpaR3Sc5x547tLNS1x5DIQASz/KimvAyHs4oQU8zaPQp/VRfl4vauwbDjYBexpm9DciFs+XnZCz352KO46x4SsF3qGytJkEiv0yvgiw5RY9J7cXEttmzOUTIYg4d4sgV62wTObjVwFubl4EtazSrq/BioM1JcXgNXJwPcu/dDqvTQ0ZvhNe4uFGckoTR6E7zJ4tF4hSKN+01XN0c4D56G0ux0FFAlIYAgrtZ5Ie/0UegKMqDrOhom966wLdiBYlL8IibeBp1/RyTuWInalESETbgNVjpHnFxBXSIPR4RP+BkSDm5HXvQORE2bgRKqImSsX4EoKjbmUZ+o7Mh+1ErLB2qk2Nhoz1jPntcbNhtaj1ixdbzZlT1Ogig7KXs9aUTU1sT7pT7d1q3bEREZTrZVFVavXqMCPl07RuDQ1k04tH4Zlu8/hVpWMVSSTjhr0hjMmjgGHiSnlzCq95f3P0Qs9YUe/tUvMWPKeO51SpDGvi1/fPdviEtMZkWJA4b4OcCNkv4BnDBars7zf1wFNxdn/P7l3yOsUWRXniMvr5pduospdGxGpy4OHBfyPNtw3Grg3Pztp9j8/otc+LSwIZtMtIB8ub9zHzwTqWvmsY7al4yf/kgjYd3DwRbuZPlUsqi9YMsSJe7lM3o6FQ8qULxzNfwGDcGJ3Ux9VBQhyIfUPc/hKLCOQIjDfhTt3Y2wcRNgH9QdaUd2oeRwNOz0NnAJCwHXb+4109Fh6j3ISUlG2pa1CO7XnbnT4RSv/hI+JCLYBPbgd1jKGlB7VLMBl5ktBIMmzcao63DveV1YTkmNpKSk4sjhI+jHxP9rf34dmzesh4OTI/qSMN09IhR9xk5ChcENc79fiOCAADz5BGlhjLxWV7HigOpORUxuF3OwAwnW2lrKJIoGKn9/+NARLGbBdO9ePTBy8ACknzqGozu34IOvF8FMoBfTHfrlw4/ixed+exb0SkvrCM5cJUIVFeXI7mlt69V5K4GzKC8XXzx6OyoyEigho6FCXgfUZKfRmulZr9kZ1cf3wG/UJKQwhlB+aD8iBnWHfbdxKEo6juJdG5WSQdDkO1GRnYKqI7vhO2ICUlj2VVOQCXfbakZqRyHPKgyRrkeRu2MbwseMhSG4O7LjjiJv90bydnXQeXpD4x6GnOjN6Dx9DlJPHEJa9GEEdw5AwKg7kXSApIWTx+A3dASSCHAvHxeUUSmhJj2LSgtiPb+DX+c+bVh+r/xHrwtwymPuY4FzKZsRWbMi4Zlnn1GJ6xJG8l567mn87MGHKMFfzT9GVJSz8Jk82FrS60RQ2LJZkGJojS01bhnUEQ0Z2UKIZqCjni3MDTqlzCYWWU/9IWudA/70yqvcvy6g26pDFN3jmXfcg9H3/JxyjW7kEufQc/BgkbVchdKLXJnbetxK4NzEvd62f7xELrIBHh2jYLaj5vH+HcirrqUaAT0VD2e4jZ5FUGyHbVo8wTIWdv6dkXNwA+oSST4YNAo6n3BkHdgIq7REEuG5p3T1R/ohVgedOAiPoVNQ5xIMY94p5G1nc2amyQy0nCU56SQfLERo355w7jiYkV/qLLP4uhNTa3UGd8SsWwF7KyPCpzAKTAJ86toVamEoqDBTaSEWXt27I+fkcdTkVSB43HiMeuE/sG6DTlRb50RbP39NwCmW0uIyJzHnWEwX1Jsu9eovP0Xirg0svB2K7ceTEEWL+czTT8CRwQSJpAoQbRmgEZFr4q/VhwWo6gTeW/aWRfSBlq1aq2o2O3o7Y/Wn/+Q+qQyeg+9EcqYe3bo4Y86cYfzs2fKYR44WUxGBAmOuFy4EuFXAmZeVia8eu53Bm1To7Rk4c/aElnxYrpBIzS+BB+l3HuGBcBs8C7mH1sNExo7XyBmw5efSNi6As7YOrsPnyMeRsX0FyercUg0YDytbHfJi9qvPh0y4nQGgQOTRVc3atBKhg/rAscNgVJFNdHrp1wjt0QE+A6ejojgfxxZ9A1/WhwYMn4kc5joTVy5FxIjBsAvshmPzv4SXhx4eAycjceNyaNnSwdqNOrnZJMZTNGXEq18ikEXf18txTcB5mlStZO4DnbnfmzfvW2zbvgPh7CA1rncXTH7oN/CLiKToUy7sadXMLN2qZm1lY0L7pQ6eUPh0tLQizciwHUFP1gixtuB//8X8lc7o0f8u7ld34cGH3dG350+Bguycaqxfl4eOHQ2s9bxwt+5bBZyr//chdv3zNdWMyEilvJJKI/y9nOHPHGbGqcOo5R+vYaNg4x6MnE2L4aC3ZgplFj0fI3K2LIYN88uOfUfD0TcQ6QSriwA8qBviNq2ni6yFq52J+1aW7Dn7kHqXQ+u3CMG9O8G121jerxKnV86HpyuLs0nJc/YLR8oxBpGYLgmfcj9L1spx4sdv4eXnBr/hs5HAsrRK1o92JqsoLysHeSzu1nq5oZYxjBqWr/kPGYFRf/xSZQGuh+OagDN6z14sXrwEIRTQWsremxnpGfBiW4XFixfAQKpXiURtOUAmAtPIJfVyAvOsQT8jli1G2F6vQxYDYe//7Tjzpj2QeGol7r/fHbfPvqPhlGPHi5GdZVRdl/v2c2YE9/zW81YAZ3ZaCuY+chuLnbNVMyKNqweVDsrgHRoAt/7TkbLxB1rRSrgPm4nYrauhyUgmQ4j7zc4jUJGTioLtK1HBahXf0RMIzlCkrPoaPsG+MPt0RcKWNYw52MOFLRuqQycj3+iJTsEFSFixkNiNhGvP8WrLkbBlJQuzi1TLDk+q71VZ2aOYCn6dZ92PgqxUxG5YBw9XewRPmAMjNIhlkbZvRCAcSfNLWrMArj7uyM/IhQ29JsZuMfSPnyJ04JjrAZvXJlobGxdPCl0q+1tUYv3GTVi9ahUee/wxPPyLe1Ukti0u6+UaRXF9dVwY9h6OxemkCtiUxrIK4kuMf/L3GD11mrqN1AlLY7MKhubt7NgZS+TdznPcCuBc/tGb2PO/9+HoSjYQ01XuPQeh7OQeVLJtX63WBdp8Fj5TZ7bOLYINcsl3dbCB98jbYUMrWJx4BGUHdsAQ3gEuXQczUlvNwur58OkYAnsWUJtpUTMP72DlSjLKgqciu8wVfbuVkCtLqZJuEQqcsmgn7l5PSl8CfPoMYNMjX4K9iqBbhq6330Y+rwOOLv6OjY/qEEaCvCGkJ4uwV8PIfW7I5JlI3LsDDiTfm10Y8T9xjL1W6uA3ZDhGv/wFbBnXuNbHNbGcudyn/Oel59F/7GhEDB2NzNQ09OjMQALV0mqvBTIbvQVHRhvZ+BHW9i44uHY9Fn7wOgLH3U0Fty7o3tULPSmj0ZrjZgdnVnICvnxkChc09shkoM6ZEdo6KuqVxRxFFnmvVlQeCPN3hcfI6ajTOCKdBHY3khOcB07lfpIi0fs2Mm+ZAe/xd6DOWovy3Ezkb1kBn17doAvtT+1ZDRK3cQ/KiK1Nj6koqXVBoFc54pZ9R7U97mGpkmDF7Ugq0ynlzFt2v+sX0HkEsbYzDScXfInQXh3h2n00SjJTkMyUimewN7xZ1J2TEEPC/GpEjhqqSslyKD7m3TkUpYV0bbNz1d5z+CufIWTA6Na85iv6masKzi/mfoX9rCapSjiOoV0iMO03L8LeQLVuJoTLuT+ovZIubBuG0RJAcvHywZqli1mAnQ//8BF0Z0/g6d/2YkAoRF1NGEwSXBIlem8yYlyYG7YcNzs4xWru++IDeElhMzV8arT20FPC0p7FA8XWjjCnnmYO2hVuIxjsIXizVn8Hj8gQGFg0XWesRuaWpbC3oSh033Gwc3Gndm0MyQnbEDxmPLJIKqkhcG1MNdBUFtPtncaIuxMqmCpLWv0D/Jk/9RhEkFvboCAtAVmsBQ0ZAveQYQAAIABJREFUPBAmgtzJjx3PN66Eg8aMoDGzYat3YmH2ctSQUhh2+z1qnsX8OJ8plmAqJ4zBqZXfQ0eXVhschGoSKSpzyxEwbBjG/Onry0LjbMO0O+ejVwWcQlQ/cOgQXmP6Ij0jnU1PrTF37mfo3CkKRXnUeFHdia8v/pQEjZwctNi+7xSDVnUI8O+L3IKd+M3ToQgPqSfNb9y4GUnJSSp6PHXq7dw3/6QqfjODM4usnLmPTmECP1+1i5c2fUI88OLeznvELDYWqiRF73u4desCQ4dBSN+7HrbpySyAHgwdUyA1jLLmbVuMSvY4cejRCwF9RyDr0HbUMDcZPGUWko8eotubCDf2TrGrKSXt7nZYaw0M8FQhed0CLoSu8BwyTalzlFBSJnX9j/BldUpOQjoix45HZgpFweKOI2rGfapBUuLOVaghISV8/GRofSMRww5n1vksqJh+D+MbpUhfsxhujCjXUq2vLD6Jb9YGw/507feeVwWcuXl5WLFyFdZSOOvAwQMkq/vhk48/RHiAL8rPtIu/lBXmSp1rS4tew1V/8fLDOHG8DDmHvsAL77yGbv0Gqltu27ZDKSaI+HQQV16hHloKvG9mcC7/51vYJ3tNagNpGUgzRHZDVXIMnEiz1EYMZrnYLpgkX0mCemF+EZJYCB3i5wS3oVOhYf64NDMJRbtY1sUGuF5DxlI5jznO/evZqCgO3qNnIzGZ6S5Qc7bgCIury2HXayrniS28Pc2IXbkAnizY9ho2TS3olbSm8asWIIhE+1LmVb0iu6KcHcYySa7vPH02c66OTK98hVrSCcMHdoNL97Eo4H1SN6xEQLcOcO01DvHk+npSOEz0cktPHKFaXx38Bw/B6D99xcjttdt7XhVwlpE4sHjpUhQQpKIyMJZiwMOoviYTuw3pyiuFwfNfl9ZTmhdZ25hZ+FuL6MXzsXXJcjz32bdw8/RiUyWh90mTIyPVF+JU1Hna9Kkqh3uzgjOdwZSvHmWEtrwAWtZGurKKR6pPyo7uRA0ZVymxKfDSmhDQoyscuo9DbtwJsnrWIEDqLvtwn2jLrmCsRKk+eYhWdjxLvQI4/nXUtV2rBLk8GNnNLgkAyUUo3fsfUv2ske40nU2TzRg33gYJ60iMZ2tAn5EzuT20VsoWMSu+I4PLiWJfd8CKbKNC7jNjl36PDsMHwimKlvvgZgaX2PzI0x5+Iwhq5q7jN/8IM2MfYdPvRnbCaVTR0nr27IvkneRuixA1G34Of/kThAyZePXn3Zk7XhVwplCZYPPKZRgy6TZyWANVm/ASrng3xCGECaqUSw8VyYt+89rvcDIjDz1Yezh6xDB4uLurxxDvQGRE+1LrVmpPb1Zwzn/rd7Rec0l1YwmWFENHdYG5opgaPgXIrSGnNi8bIR4O8Bw2HrZe4ajISkbhtuXw6sdoakB9E6jsvWugYc7SbfgMKhMYVC47bcMSuDKa6zhgBk4dB3y9KlAduxJWNbb47vjtyM3X4bGH+R6ylgAFxQhiagQaLd8Nhdno6jqyFX3g2DncYtQSoBq2afiW8pruDALdDg0jr5kMVGXv3ETXdhI0HiFcNI4jj3WfYdQwqrY20LqT8+vphEpac1s27a0qqoBn1+4Y88p35O5efJ/WS5njVxScp9gcaMOmzTiw7HtMGTsCM556gVzmIpW7vNEOM/eVLh5u2Lk9Gr/+9WOq18f4CRPwHqUzNQwKibVsXNlyM4IzJeYkvnxoErVjHYkLLTKpaqf1oip+ZQnbIHQgC6cXsnevhJN1LdxHzaZUrBXyDm+HTU4avEcxHcXgjJmlWjk7lrF7dS40EVEI7D+CaZQaSmNS08efShTdRuPAD99Qc9adlUXVcGGFS5J2AgsRbFirq6W+7TLYcCEM5uIowLahJY7fvgZ2xblwCAlDcXI8OrDHSuxOUgEZAQ6bcg/MBGsZxcQS1yxFYK+ucOo8jP+dhYRVi5XerVPnkSw/+44pGdI2qYUrCYMqeng1pbUY+MLf0Gn87GsyXa8YOMXle/vtd9lCbwujc0Z8+t9/oyPpeGWMbN6QhwSI3Fwx99uFBORf4eTiRN0bZ7z04guwI71QOpIJFdBy3Izg/OH1Z1Xu14nqdjZ0KUvNTI2wwkTD4gNf1mNaafVIXT5Xqet50j1NPrgThfv3IKI7dYN6TebQWFEis5jkg+UozWeRdJ++8Os5BBWFucjZuIQpjY5K9ydt7yZWjbiihO6mJ+/lOfQ2pXhhRSsZR3KCrjCbIl9zuJ/Uq4LpjBMHSGo/DO8eXZB57Dg6kUublZqKfPZeiZo2i2kxdyRuWoSC+HT4d/SHFyO9JhqImNXzwba9CJ54JwpZmpixeTW8OjB2ENAF2XTFa0pq4MWg1ri3FkHLPO7VPq4YOEXvdu269WwQxKJWZu87RXbAYNLzKrhK3qiHKC5k5hfgvb99hANsadeHk2vOfcyvsR+kUL7Epb1ZwZlIjdl5jzOgw+Jmiav7dOsK+7A+yNm6BI5BgSzbc4DGVA5jLPd2g4ZBxwl+cg0nNa1XQL+u0EUNUy3/yrISqUu7gXvBLtCTFGBnb49SMnnyt62CP9UotKF9lIB5dWUFGxd9A29aU/dBk5TFNVvbIXnHBmjy0kgiYLBH66DGPZck9mxS8TqyPaOVM4W9uGgWUAAsadUi9vMcCYewvkjZvYKKf8fYFsKAoNF0dV19kc4cac7OaAQN6EYVhnFIovttJ4ym3mMRv3oBhcAqYGKXsoHP/w0dr4H1vGLglEm6mfWZJ44fZyWIXtHjZrHOsvRGtZzyQLSeWu5fbFjpsnvNKhzeuA5dZz5AnaNsTjwzu2H5olevXqr50c1mOX94/WmcJPXNwAabdiL1wmJpIxlexqSTqHHyQey+ffBhLaeXjwcc+k5WqY+8Yzth4t7OfeAwaHwi1d49//huWDFa6j/xDtQwLynbgeLUeJTQWgYMGwlrln0ZWZlUZ2KBNAErNaE2nSaivJSaQ356JO/ZDNaeIZQpF5pXZcFLWLKWTDB1pESNK11WY1UZmUIlbNkwFyGk+rn3nkDvrYolZseQyWL9iBGDoKdcipELQMK6JdDXMdrOkjUpyM/avhr+PXshja05NJWlKjDkHByB8WwhqKXu7tU8rhg4i4qKqVqwE0Ulxaq2MpSra8/OEVRS5wp4NZ/wMt9Lkebpxmq1Onz2+9/ArUs/jLvrAZajVUCU/0ZxgkiQ6GYCZxLTC3Mfvk0p3Vnx7RUnJcOpe3/UshOYoyfrIu28kE/VAjfuET169oGNXzd+rg4FlLm04l7PhSVfVrRyVgRS/r513AvmwJaqd86hXaChvlBh7CEYY6j+Pu52FkwbEbd+DYL7dkcxSeqBYd7IdhqHtJRKjBhFFfgDjArHHEPohKmwcfFloJdi0dw2xS77FiE9OqGOiggmVrZ4s5/nEbZscCbRPmjMLJiZw5R3d2zB5/BgLafngPrIceaxPSglwyhMgd0VcUJKIKG+joqBJuZrdS5U0UjJx8Bn/0rL/BPP+jJPq2Yvd8XAuW35UhzbtBa/eO0vSuFOXiqpIg31l1fj4a7UPYR04EomzM7Vy/DxX/+Kmb95CaNHjoCIVvt6+yjVhZsJnN//+WnEr/0e4ewqnblvN4qoXudJlQqrrHQ4d+8Fhw4UbT60Ceb0eLgNYe2lnT3Sj+4Fkk6x7R+VEyMHK7fURL5syb7VDLZQ+pINbYOH010lDzfv0GbycLPgSTWE4oI8JG3dTPpcfxRTODooyh8ZujFIT63CyNFy3QOoOLIXoSQUaKjoJ9eVEsRTDDoGsV9KJS1xOYXFu935GFX41qOKGrhR0+8FuDjkxe5H5sGDsCcnWnSIrBmgkjKz5LVLEdKvJxy4342lEmB1LBedAHdW0vjCyFK48rxSPm8HjHljMV1mxys1rc657mUHp0Qs167fiK8+eBN3zpqGGY8+iVJG1+S4xrTZyzao9M6UgNi/Pvsa//nkPyTwV+Ghhx/Bc8/+pKZws4AzgWydb5+cAZ0tyf50122ZgDSykFlTmS/dmuDUn1pADu4sgl6qitIdB9xG+Y9inF63jKJeZrX/rHMKVItzTWkhKsmpteEE14QyD+odoLyoHPZGcaytoI4QgU0LZyKpQxbA3K0/wp+812rfEcqtDQjSI5/c2BLq34aPmwQ7rzCYmJaTAunTaxfDRUc1f7KNSpm+8e40ELmM3KZtWIGOE6dAH9gZ6QfWc8/KNoMGW4RIwTfZQiYajphVP8CJdD//sbPIQiqjFV4E/6hAuPefhNSNC6nQwGele9vvqTfQderPL9s8aulClx2cK1aswksv/U4RDMZJquGNV1BXy/6IJELfLIeUjNlT2e93f3oDa0iOF4W+4bQqf//b+zdVQEgW03l/eBgJqxfCjgLRBp2WpVezUU26ngDHMTQcSaTMOZDmaF+aC0NYBHSRA1HFrUwWtYC8Keas7ztWNcO1Zu63PP006ui+erDDmMnBG2a6j0xKskv1Kjix2a2elSaSsrJhBLaSqgYFrCDxZj7VwMJqIpbA1aKYrnQJ+6QEDx8OcH+qIYtLwxhACov0kZ2MqFm/oKCbOwM57PdZlIdYymKG9OkGN7q5FQXZyDm1F/mn4tiQN5jsoLHc81ojad9mahEdR9CQXnBlKVnqvk2ozUxGxO33IfPkARRQsLq6qg7ebG8/9i0uQi5uV2UqX3Zwfvq/z/C3v3+IWbNmwdHBHnfMmQ4Punki2nwt4GlQiWobKo9XseKFhdUq1niJB90oUYY/yYLxV//8pmqR+Pbbb6F/3743FThPs437d0/OoqqhHUFj5IKkZ23mNBSxt4ldFZXYSTKI3baZjYOonscFy9BnJPVkvbi3q0MR853SPEjbm3WXBIA1mTslp3bTfc2Abef+gIOn8jgkoFOxfwNcSZ/TsYA6P+YgStNT4cFobvmRPfDoFAHbYI4rF3jh7xZnpaAkeisju31QZvBjS0BnJYGafngXamKPUYlvBqoYUBIrr3ULwIklTO0w3eM/YjYZTYyqM1ZwdMW3sCsvRCAjsLZ6R/JzM7nXXAxfusXew6bz/DLS+9jH098bFSZbVDAa7MC6z5KUHPR66A/oMeuRS5xArTv9soNTUigvP/ccwtlZqmfvXkp5vWNYEJUHbK5eOdiZImpHvQM2n9qGDJYdzR44i3seWnCuzJfl4D2cvT2xcsUGHKTu7S8e/DllOuy536TLRjfrRndr6+jpfPHsXdT52YmwkRTYYu1lUQmb2zKQY5OfBpfIKNQ6B6M0LQ6gRXTiWGioyi6ps1JasDruF52Z17Zh+ZfoP4mFLOG+1KYgHzlmW9iEdICHXzC0lJAui94IdxZA21ElL2PvRpSzhNCNe9na04fh37srsqy6oSi/Bl26alDIwoliingF9OmBEoM/3AhOyUHmJ8Wg6EA0GxuNQQotqyujxo49xuPo8u/gwh6gfmOnwd6FYtX8LmmHdqD8NJXjx01kCogaUwR90an9sClk2oeurWhMpUavY4vCGKr8eaGcbetdvVy4P60gwDUY9/4KOLr/lNO+LPOpmYtcdnDK1P/wsZ/B5B1Cv78bShgkue+OGbA2Swu2K287ZT8oro6tjR0SC1Mxd/NXDDqY4M+J9PPh99G9NsKWlrSOq7stV3PZ28hhpEZuW7+dVNfkVdZg5T//Ad+ozrDxDsLQgf3UgnSjg/PI1vVY8Ow9iBzci/lFRjWj96CGqQRvSlDWpsTBZcBIaNn9qzT5OLuC7YRrf2rvODPfmRmPjN07EESNJUPPwbByorIBKXVCRKlg9NZEgBfSWlmztMvNwwd6qxpUUhnPjarttpStNBbnMcVRQrG3ctSRWBDC+8eVdEZWei2GDLdGMckCRVTsC6Kol9GTrCS+cA3lbCoK85G5eRXChw1kUKmI+Vgj3HqybeD2dbBOjkMwq1Xs/aJQmHwCaRQJszKS3N6nCwpsPeHixj0050PGphWq9YN7ZH+k8Jmyo/lcPs6sL+2O0vhj3FvrUXQ6A30fo/Wc/eiVwmTDdS87OFMSEzDvpV9j1MPPwadDJyRRL6hH1yiC03zFA0LWVmYuADZsZ24LT3d77GQww2iThITceHhxktzVfwYqa6rpqogmEcP6hYVwpqWr4WrvzJC+JMnbAlBx31wZ1Fj40ds4dPQ49Y9+i25Un3OgO3+jgrOiqpr7q2osfu1BtjfYBLcwpk8YP9B4M6jj4gVjwhHWWZpQxc5eWnb+NmfFQWcsh47VHVJEnUNrV8ZxD+7A9olUNBBPRenY0nupodCzW5fOqPXsRC+G9yFg64oyYR17FB79hhL8ngRhEgyu4bCpyoHx8GZWh/RBurET8nOM6NlLgzy6vMV0a91Z4iUdxaz4DmQ/W0UFjTR2HQvuHgk31mmKa6t3cEIRI8opLAkLGzaINZsENBlK6btXo4wNd7182dzIOxJOrp5wJkBTNy6Flt+rhrlqW3bErtixg9aWrvzQaay6OYkCto2oqaGmUXAAxr79Ixzcva4oQC87OFcsnI9otv5+de4PTAYLCCjrcZXKwgScJrpMG7fVq/TZsXqh1mUzUnIy0SdwAIJ9/VjcbcDnq79Bb2qUlnMVzy7Iouq7PUb1Hgg99z9tse7i4uQzYvn8i3/AafKIf/7LX+KB++9Vgtw3Gjglyl4sOWlayQTKWq5/9Vd04dgsnl6IR0gQ3AZMRWlqLIp3b4CegZ+kmESSS7Rwo8yHjnWsOib/hdlTWZiHkt1rVJdqOwaHeDr3eXpUpJCscPIgctjjxIMlZu5UvbOh+1hwIhoaFmY79B2GHQdOU/cnAx7+Y6E1kRdbQ7ZRn14kJoSqvGk5vZSdW9mT05SPGmrNVnqGol/f3ozWapR6X+rGRfCkuFiZexQyEuPZ5cwBEVHdSMVbqfa0Lj0ZnOKCUAN2KDvJ/W98ClX7RsOoc8HWE1uhz8xBFO903N4WvYdNIYEiFqWsqjF06UElBUp5bv+RhHjK6LBvaJ8n/sS958M3DjglUvvWm2+ofccf//RHTBwzHGWsPrkK3qwaJIpm0vJpcfSEM0y2FINKSmUrQFclIrWQujITh48lKLtjIVkhXsyz5ZOK58n6wk4kTNteRKDIiaLXm7ftxtPPvkDXyI33KaVqwqdKyuRGAae0vCjhAiMKAUbyV0U7Z81fHkMuAWrw9YQVmTY6vwDYdxhA4awt0IswXWB3KtlRf4eBIpeqYu7tuK90C0I6pUvq6Jb6lGbCudcA1DGaak2XtpKWOHP3OjjXliG6iLEHrRMGD+xFOc0sRkWT4KOrRbZzCDYeTYSD1pYBqCDYm0rRW5uJgiob7MvpSXVELxRW74XBPhcj3KxQa6dDrMkNAykaXZIQyxVAQ5GuAi4Q1jhayWAQVwV6rvDhIuFRmQtHkvG9hpN8T2uRx4qY00f2wZN9XFy6RiKVi8f24/vgRkXPAUYNO2R3gnNn7n9ZVJ5LRpIz9aIMYewRmp5GMj7BXcvFn3GFiCf/hfCu7M3CeachMUWqkS5nl4TLajkfe/xJ7N69S0XnRg4fhj+9/DtOenEUpXHMZQrENLNWCfPDoNUw3M9iWVbL/0hVcB8vlgsZwuDiyMANc3P5zL056O358kkBI90um1UMR8g0Gdl7GDqxxXkZqWhtOSTmq+V117LN+ZdffYUEBhiGMZ3y2p9fZdPYG2PPKW0RS7mgiFKF1KRqGEBLZeBn0xuPIqg/mw5ReqRwP1seUE1Awz2iCye5e88BgBs1d6gkUHaUgRc7/q7XeOxmw6hkqg10MtSgoydVC7h/tGb6o5qd4E6mlcDLhhq27k7YXupI2l81hhCctQkMJuUnI4SlXSUBfbBm+x5FgxQFdndzOQa51KHaIxR7MkfQnXRmsfUhpKRuQz97xg1opZMNQejPhrn5JyjBKSr/5XzH9JaOmVzYIlCvBNsy0hnkMRWih78zFxAvWPt3wgGmTZirQagNBcgZUd7JHKebBytmWIUSXsqibD936LuNoCCCHfK41zQePwxbRz3MTkyhsDROHxyCAtaH/n975wFnZXlt/TW998I0psgAg1TpTUCwUBTEEhuWRI3RlC/m5t7vltwUNSbxptliLyhij4AFQUClqyBtaEOfYXpl+gzMcP/7OXPIiAU0gJib1x+eKWfOec/7PvvZe6+99tpxEy5R72v+Aw2lFiI1ct8AgC46YCyCsBZDM2Bvx9KXWVve555Q43zp5Vf0O6Z9mYr61QwMyunpGet9FjknI0pOmgcNgpBeAtFh+QqkEGvWaHvLu/rhBf9fI89EDQ4aoR2B7Kw2CtBGANqFsx2UPgeX+3ypRLPjyplxmobNG4veo/4Xoj3cwEkXX6occio7TmfPacZoIWwT4+GNTmne06Ib641c/Ltb1bBnMwroF6sc5LQOweWWaBsqHMCkrjpVoLwegBp/AqH7wY3vg9r2UGGTn95bvVGHYdxMiG7gmrZhIMnqEYguFCQBn4gYdTlEo33TIX1USydLSKAuQtEwGiHxfHpDE+ijjD9nBiHrEm3ZtEXBoN6ZkX5KayxT9iVXq7ItRVVlDerTm0hlCZOv4edGM4IhbPBE9SQSagND8MWQCta+p6qPlmK0sar1ofzD+6VnZSgl9DCsorUK6xKvemQ3V334MbKb4Upqq1JWwCFtawE8IjpIBkFuAljyoSRTxvzPoNRsnZGepuKl1GGZrRLeZ5jK1xGGB8FCQhAsPiFWWbc+JN9wjBa9I6Mn+gFQWdnIHy9q9W8zVGekHQZrj/bzzvNmP89wT6hx2pvcdfsPldIlltBgtHrldNemjZuVTSklK6WLAwBO9Ky1AD7oocOtuuPuNfpgRU81tW3Wrbcf0o1XXAhSXOfe77NAHjMuC0GM+vVlQCDvhXR/j8HPnY8wMb2NXSkl1DXhEc4e7Wqgp6NxWq3ZG8Jajmm6wPYzMyZ/ALF9a5bqo/v+TeGQ2/0R3QrhuqprDuSYABbsh0QfTfrogClD+KlHjL+6+TSqoJrGZCx7a1sITQH+uiC6RbtafJU57jJlElLST6eDiHVVLX5JhQFRIpBUnz456t6rN3XOFu2b8yj5XAoj/+iZpJZazdTyIETfGvfl6gAhZc/LrtTuimTt31encyZEO3nSLS8/hlRJoLIuvAVCBGM62HCDyF9LAJaK6QvtwjiG/ayL4AYfDWKi9mFq3Cse+Z36jx+jdgjvs59+XO2tvgonRO0d1MCNBDs40KpSxjRUws0dEt0E9kB4XOer4cP6K6gsH7J/M2ExqvK11eTdC50Epx/lppQLr1HMOTeosph1xDWIiQMcI0z3gZZoMipmsEb4N2M01Qx/RoZ4jdUezVGYwX6Wh93JJPYa+p9P2JSxp+76mVLYCbMhCW8GwQzi5gyEkByM67QZJif6COLD1lEQ/+HtW+nJOxdmUoFu+u4ezbhqKOJNnhEOJ+cwhQQ/1SDBYup72ykfHAyN0uSLqacROZxuxsmVUA0L31TQD7HCjSxuHtM92gZG2rHiDz9S0+6teLpg1ACYM4NXjEYAumH3x2qBK7uyCi1ZSg+Wzw0NrFAyYWo9w2m7ZPVQHgOBajatIqylRRBpkJ6M1DBSuk9AsMqgzdkwo7SLrsPojaxuEQx0vvoaFb/5tFJAR0N6jceIWmiexsvQ0VL48buQEFarO55zX1W8SooaMBTILBhN3tynFRPcrvQLbwIAxChAbAN4n0pEq/MZz3DGpHN0EC+YSp4aDOraglfb9OJD8guD2UTJJqSRNrPtRTCOfBRXvVdds1IUA8L7AZvTsrXbdVYYjRqUghbva1Ia4Wx2ejRSFwhPM0Croo189kCRIuh8acAzx3AN4q//rWoO9SWM91N4RA1AWZ0zThMgszXieez0j43DDPdTBstnt3DdDDaELi4zzjrwgBNmnLPuuUNhoHzTb/8lwtG7aBUL5QL5upDyZBiK1TVDCLneWrRRM59mAG62v370/YFKoBm65aAxgk7eYWYfQRF83hsL9cBv7tJNP/4pA5EuJ4Q+fUgIeYuXqGzDOkVmZimAcoFfTAxNykAYLIKDeJxWQlwTscoHYd346K+QYgmllctfwe2t2tnCOITUTKU1FyIZWa0FJS06GNGFMLFdo4MbFI+aXlT/ifBb0akl/sh/83FFghjFjb8OQk+r82i+MLSK339VQY0V6jLp205VvZ380I8NrJaySeXil9UVoC4oc6Br67LDH+MsxjhbYQtl4JnaQlCS5zxD6DAxL7dtHsbp16yMqbfweqYj1OZyvRZavLa/8LiSBzOYd8A5ivOL0Mb8DVpTskFJRdVKraU17OJrFQ941dRUj1MP0Xa0hA4WbFefK3+g/eTU61asgoi/Wf1j/LTvEOkPpZMQbnRcApzi2jrAJsJy8tS+MZwLNL6WghJmvUzUoX7/4fi34eGkUT4VXA9P+OqMsuPRa5CfMlae4/WwRic0o41AEmcfwuv29QkxzmIGk/4SZYD6mkr94nf/o24ZqWoAdHBTv06aB7PwFANForGGnTiEC+4HB7OFsO1kbAZHTJ0dOyKcUBBS9HU33KhWvFE4ZZqf/+xnyGlAvgalNpDFdkG7ORbqnsrDNsN6an8VtHdVUhJorapGK5vNysJYlAtcEAPtLaRrhppZ3Gse+Q+F+jarLQslPUbr2eCoVY3RigGYGR3DYOJ+o7S3jparbbuU2V6qMyN8FT3hSpqW4chyLQ411Kr0zZno7vRC2GsyVNhGd88tbdj/xpNK6JqkSPSB2ghDrS/Wn027audGHaB/Mv18mriTe37COAvh27bB+kmbco0CImKpZx7iegIW+Qcpb8Gz5L+1ypr2PUeUN+P05dHAg40vPEKemaSeE28GRGrRS6uf1cJtm9THN0RjW/yUc8m1kCVSXAgdgNBXwZYPmb8yTzlTL5Evw3x5Ne1G/b1i+SJl9uqqhBHTAb8qtJaxkXEHCrXXN9JtFDkBsI6QPKnDNNrRAAAgAElEQVRmlIM/iHbE1b9XexgzSA9X85nZ/Nq74s3zOTeI+Wx2thYtjTLDdAbHmvUY5Kf/2e+D8ZxFAGyRzIA5IcZ5730P6Am4tbYYR48cof/59S9ZnHxchqM2wqM82UYaSOjczqrzUPROVjjrMTF/dgTTpnlz4bu6994/qxlwxd77wQcf0OjRo7424zRjsFDISiPNlDBssIsPXtJyyxb6Ew/S3d9SXQPtroDWrSJm0lCS2L5cNVveV1T3HFU3IvRcuktbDwVpd1uUzvIrR/EhR5GjZkBUb1VdFQOAFj6j6ORERY29mtyN3AvvWJ23VvUr31HyhCkKYqJXO+i3Lx66GfJ52dvPKmXocAX3GI3RdnhHQLSKTSsIlz9U6uQrCaXh5BJ+2n3zo0xSsGKu/ODRdp16PVXJUAziICMfWMgY5573XlYA9ems6d9108icqBf/+XI/tuJVw5npGTRuiuJCuwB4kXIUblViQLQqF8xT9/HjFd1zpGsUN4mTuuoyN64+a3BvJQ6exnVqxjDCtPX919W2Z5u6Q6QPgcCyZBHSKh8vVXRclHZUtCoNRYjUNOrZ/l0UWLZHUfSshpx9A562mvdMJaJPw/h3Y4TlGKjln3/bml0u6s1HOwzWY6TeHJWGATbz0pJSJSJWfkKM809/vl+PPPIQ7VSRzjjvvuPn2rZjFyfapuzMNLegT0LaeSod0pH3CiTXLa1mejaiUBV04r/w4ku6/rrrNHmyR0rx6/Cc1jdb61DYFg/QYzmlN6+0R35mxmvBvm1fFtatQhlg1zO/Ujbo6LZD6MEeOqBIBggtKfNXKInnKPKnuNTudJuMBr3sAu/VlNnRfJ16LeFxLIYB0QQtn9Jlr9LfyaCiyd9m6Ey4m6UagHesQd3/APIfaedfJP9kmqExZlupVi4pWjlX/sUFSp5ygw6TMxrNzxkZxr73PYYgUY/sdumN2rHPl5yzWSNHhltFEflKU3DP43dIxMAq8pTreE3+Lg/DrcDzB4wbrb4Zo2gF8+gMNePJVz/1J6WhEZR29uV4Vcb/deSE615+RGF4uKyLv0MOa4irLxtZg7a+jLD0sGGKhonUCBl+q4lRQ5L3zenLJgMrCa3eMOrkbQ1MxMPbhV3xW4WnxJBLR3NGbTTlh3L9892m/UXO4oixOnfq8bCmS1VNtNMVkYITYpyl8B4fuO9+rV0yX79/6BGlZJyhWc+96BbCmBFD1btbhhpszuY/wGHGWX6gHtreNjfK0BqsLYnPyswkxD61gJCFsLW1tWrEKx6NwppBHjFUM06AH/veEEIfFvOcB6jL7v5QAWFB2g64PTAplGFDl6u82VcNuUsUWr4XlXZYOD6M2OvfV+Ub5ssPjxtFXfLQ2o0KGjNS/ghr7X/lISVkdVXUiMvwziCglm9i/OVrFqgdkCn5QsLJEBYtzQduMVqeu/BZhUH96zKRXNTCUsJTr3HuXjRbIZAKul16s7buPKwimq2HDo9ghkqw8tEgas1box6X3UDIm6T8it0g5oEqp3bZviNPoVBG+13zPfmEkavSlmZ5nCHr6197EqrhAfWY/j2nDGhAUpCh1Ovh0S5bqJzpV8ifUYVGjjdQavvClxTYwjzWidcSAYagh7tHW1+dpQFTzlNb6ji9+zKbTvsWNQCnxB2sV8iICxU4/NsAZrWUqqr4G6ih5NHhpA8W+h/rsOd40z9DcqtrqpWdnX1ijNPe/AAv+JfbrtYN/303fMx0vfTSqxrQr496YphBVvb4B3Gdluce5qbvL6/RFojUianpqmn3IWIYDjUt9pR4TvOM9YSvllta7bJzaeRoo7RyiT3f/plhFoEP2CjGiLwFimfnr46ADcRCSumagj4QYSZzT/Jfe1j+4RFKmki4xmdtrkIl7+2n4bV2U3MpVD2U9eInTpRP93RVvj2L3stB8omlpo20hy+6UWaAhe88g1c5qPjz8UoAdL4U6l15q/WQ9s+fqajIQPRrr3GsMvPnxnn2oWa5c/6zioAllDHtJpWUH4Zp1kreHoo/ilTFVjaNouUadM33tQPN3JlLZss/zFfTBk1WbA1zP999W/2+dY2CumTjqT3kkkAomnmr56tmzSr1uepmSAUJrsZtQJKlJLmzH1DmYLqoGH50iJA3EOPMX79MVR8uI0+dwWcyiZZ2bWPmS2BLrbKn3ajVH8Jw2gwf97D1pVIWiemu/JznlJFezQb4vtssIyMZwATKa9f9eAzUa8AnxTjtxe//8c0aMmashl5yjXZs265u1Lua+cCOJXQSgaFj7Uwn+vfhLJYtCEn//l9+qGtu+7HOHD5SMZE2t/PkE98bWVB1TAQ/OoQ1KZDOhukpl3hCXK9hmpzK/Q88QA2tVufFVisaZYCGkASlNhQphkG2Mb1G4iGXULhfpaTzryIfjGcRs5PTj9lAe1fS5EvxMMicbtmkqN6Mbue5vvBjoyC61+eXs0jxsgOYiUKUVPwWmj3o/YaTz/ngnVu5Xn60ePlADdz3yiNKys5ACR6pyg4j8hgnEpiQE5B4VvKk7+DhKTHQWbS/ANpcUJTKt61Q8G5I+RMvoO5aoAKbq0IqNeO8m+n3LNT2V59Sn8mTaVlD54hw1o4A8+IIi+Ux+boPc23C0vuDKDe55ehPBJH7xrMKPtSA5Ob1LhUw4zhQVsTEslnqMXIAQ49IV/DsLY0oJcxhitnoMagPDtV2zrMFpb/S8DFKoMZemv4HtUQNUUbqUvJF8vsWyy9hkxHGB5KDH6+BWu3capyZWZknznPahZj9l/v0Ed7ktjtBbNOYfcgicGfode3fcAO1CxwOi2Xtxi36yb/+G83WdRp99ij97jd3u3axk5lzWthai1HarmzsHheygsKaZ/y8ENba4rw7t20cH360Rvc/+JCyIg9rXEyTDqT0U2x9gaLxCBZiBqIZmz/vcQ/oQyfPoeZGFxYWvj1TgYRvXS4yIAYhbRtwTJ208HVKKKF+ipt4k/vsbU3kc0aCRxeokgG60TGpUOfo/shBJf7RJxRinmRof8Y0vE7b1lkQyyc4D+dLbuhDSGKkrT3zn1aYb5PS8ZxWM7RNpw20Noh2swJApMYPFykMFb1oSAWIcpIn+hPahnIvKrTt+YfVA3pgEuhwO4itC6PJCetBVdfPuo/xgL3VZcg0BwoZwhsEbTEPLd1auk7OvILNIMxy6UNgJAHaOOdJhRxsUjfy0XakOS1/3bNsnnxqy9R92i0Y/Dbtff1lHYgaRAkNhPxAqXZ3vVNjxwZROaikQT2aVIOoBoM3kOdYxmnnaiQPS5Es50xNw2Ov37DxcAx0qvSuXYl1a1xnxVch8eYj5vsTiOCbGf+dRe/fvX/8vdJhzxiTI4AbaolxGyDCIRDcb6oXtQscRVfFnLlv6ee/vJPCc7iDx5+FY3sGO93JMM4vCmHtdwc7SAXOQ2Ko9r0Zpf3zLgi3qWCcu/A0f/zT/crxKVAWw4j2tUVqsC+oYkoW5BHGte/frkr0aJMZb+CHmoAt4GZQ2krywMT+AxlWNIJ7BwkDj9NSQ6j71rOKtxLKACaPeQEfFAeqkQRpXIvkJeUQP2ZnNjNir/SFlxXXD/1iiOgNWz9QEkOhwvufg0HXq41GhMPkaSX10O8+gDmU0KqgQddqyzp/PFCABg7E88SWoBn8ts7YV6LMKaj1oVNbDFrawAbSJ6O/IoMitGE2Bsi4QT+igNp6XpPcMoxBuul4+49evF8Rwb7qNvk7zkPa7wwYK0OMLI8RDr3OG+8Eyyy0DQA1thGDJrvZgzEOwWl9XFthVb5pE81Vz6mXKTDhDOUvwzh371eJbxftq9yr4tizNHzkaKWzCcXGxDqPacOuvoiy5zVKA6PseaEoOZSXlSspOenEGedqmnJvuvFG16VRR43zvj/9UWcPHwhgUa9NaLcYI6UfXNsg2yG/ofmnLfIIaprb8/frFz+/w3myq66+Rt++4bojkfOJRGuNgWQEdSuNfCqX7EBhHRLrvv5bbnn0Lm3sG/NAM595hrkuuxlmG6KI1kp196+FfojEZdpQZffqo7Jlr9AtUqAuk29wQ39M06cM1Tyfwh1KGoMIVkWN/FNTnYet2sLw2g/eVfL5F7tapdMFMuSUBV8CqupTvFNJoLGmfueU8kCUAyMiISDkqQYCQNp5l8g/idwQ42pgQ2+obFNTYn+173lePA0u7oXM64yEvwzoFh6g2i4vqaVqm85vPqwN0f7a4kvpCJ6rIaKXMPD23AETtf7VRxUd5KvUSVfpI8CuaICo2PB4ZSIItn7+izoEytr7qlvYCMJcrmshu3GAP551v5LSCe/HXe2I9EassNLNljlPERGFIHVyheNmN9MTuvmlJ5Teu5uSRl/Oc1tV9M5z2rCzSO+1JCuaTS4F9f9MwMGejKmwDTKMSMvb2H90euW6WTBKC6WtDGnf2/PLSssUFx934ozTFuW99z+gF5+bpSF9eugPf3kI1kiQ1mzcCt3pIKGHv1q5QaPpZG8gb/omek9b9EHkQQcYOffB6o+AzIOhgLFTc4ENrTXk8EQYp4E8ZvhGUHcorHnFzwlhOwM+n7cIrCHBIpvfEn4Hcs7REGCS/Os1POqgMs6/Qg0BMfIBIa1koQWnZSiRhWflDWP6FC+AlRMToeBMpEjwcgEwjvzIuYuZWB1YV6mESZRDbFwe5+ipsPsw9/JZwl1jDM1wJTQrr/iwAI1IULRmIWJf66ljXgdhnmFQMJL8QMAPQ8+rLG9X9cpnCAvpzS0ZR6iLcQbSacKIvkL/FxmMu0fnE+LujPBTAR4mOyENIo91k+SoP3nm5vmMmq8ulM4eI6b5aVD6IHftfPBgBZvXquCd1wCMrmbOC+p7tplwbkF8ljwmaTcx8KjH5aDHAQhIQ6g31HY/ufcB9HK7T79WPqExjh+7g42lacd25VxxvYKiU1RJPrt1/RptQmhy6TY6YdIzdckl05UNeFZzoMZ5UDuHzoeXgGBG6cjw7tEI8x7PWVJU4ioBJyysdTkHJ7EaQemFf/yZvnfP/XAvu2nb9t3avW+/ioDhc3p016iBfT3q79+w/NPCoFAWdhCdGitena2SRjofevdVIjvc6tUf6LzzzuVGxPxdxmnXrw4E1ovCmqSKl6D+eXmlF/D5ItDLFoGRE5548gmU+LcgytWqwV38NDyHBuhRV7hG64qPF6pm/QcKHn4BYM0AFgwzUWiyrqaROXX8BfKNRKYEJlZgcqojFBS/8QQobS8YRND4OtruLL8zFlLRm08osbcxhiaqpWi//KEP2tg+PxuCtOJNteOJU6Zcy/eUWEh17LCODgNe9r4+E43nUG2oG6GCvc0YBF4eoa5zL0xEUqRSRXjAEDy6SXNmIXDd2tSA2kKFQuIStBfZkwYMKnoE6gepPRnqS2jI7mD5Yg0DjDbPfkQ548ehtDeWvJOyDz4y0EJYxkLs+OvT6oHsZmhmPwcmWchbBWc377XZyjl3DHzjUW7Dsjx81+vPMFvlDCUNnaZCxgmuWr9dO4tqtBFFwj59++rKb32LlCcCZQmUJMjBvZFM5xDW6y3t0fvP6zkL9+/HSAHPTlTO2XlxPPjvtyMPEqzL//M3MEbqlbdrn0rLK9SdoT+RoYEO0DAK0zfmsHCWHa20uk4LFi3Wsmcf1e2/+aP6DiMH4/h43Xo30MjGz39Vz+ntsbQQ1iGtHW1uFo5688rOIazlTRbOHgto8F5jQwH37N2jp596CsmWg3yeEKUFNmvSRDR2WAj75j5K7yYj2FPOUnJ8DHyCSEbnzSHM3K7EyTMUEIdRUnLxx/sd2LdNdQbqmEAzSnyHjZpn/ZhsXrUMz61Z+leljECRLy5bzYxQCMnuDmwa7ACPEsgCrQ1likBIOjmUQrvrDrJmAjaQxlpnnInZDOPtdZE2rilggR9Sz17x5JKJhLHV2vHKo8oeBJA1gCFH5K8WLtes+Vi+cGHr2w+olq6WHD9CYc6tnbYvHzYZmzxwGCNd+9yDDMuNVOa511EHpauF9zaCuj2uf/4hdemaQLh6mUNzbbOwa7/+xUeViPRN+kT0seyaQ6jPW7dafgW56nvhlZr/3nKtLKZNFJJTLJS7gYjbDYfAYFGPGaP3/nhDWOch8cD2+AnD7OhaMcWOAoTOLF89Kca5gzkpd9z2HfWddImmT5+qblwkm8VoZQArDNvckVZifRt0dDK5tyfK+B2hnfrcXXffo4ULkOJgMd91552aMmWSewu7ad6k/8sa52f1WJrhfVZppHMIazf9eA3TztFutiG9v0HKsxEmkd2DiEPVumjiuUoLaII08K4CkSSBAc8mE+m4sKXzn6DYH66YcVdB97PQE/o6xfvSVa+7uSdJU66HFRRB2Gq1SkoT/K4ydzmdKB8phYbk9uAYWDS18mfTMuJDO8/Lf+MpRcSHKpzx8cFMK6ttrqWK2AagUqJeEAGK33peKb3RAxoylefbeoEWTCmuHQZPC/n3rr8+5vRo44deghwOnRv2nz2JWmpVUYH2L3pZZ7CxhPWB3UNjuG0YEXS/BMcnosj3NNz0IvW+4odw1alecj4u18N7bpo/ixGDRYykv1FtoLPGwQ2iRrqbWS7VSIWeeelVlIq6qqCiFpWGwwrZ/DpU3RSt2Faud9ftVrlvlEaOGK7u9DIPGzrU3T+rUlgIa47IlBkdIf5TRmk9n+Sc2IU9Guq/f3+h038+KcY5/+2F+q//+i83R2TkiFH6/W/vQC3NFpOPqgCLyhlJnhAHuRoGvo1kO60PLnAkCO3cN97RHXfcCVgRoWp28O+i9P7DH9z2qVM/XuP0yoSYwThv2dFj6WXyfKJm2QH2OA3gL2mU3hO0zcM88GOPP87OzARoJnJ3i2zTwBFjFdtYqF7JYWi3XuFCMStt1O7epOoVbyhs6HjF9zD9WEoT5mUw0KI3MTBAmvgJeBMrk/EzV7ZgkZcsfVGBtRVKnHQjJQgIduSb3rDVShgFc+ke6QlwMvpazVn5ipZDgk9DcOvcXhOUHBBJh8szSu4KuDLsIvi+NDej+J6SxhBbmEQtXKudgD4ZvXswth5ABg9nXtcM1J/3roeds/0FPGvfnkoew8CkRtQe4BMHUIMOJffbBUe2EkZQ1x79QYpH0q1DPku5IwRCwp7lb6k0dz1sIbqLunRzdEMjFWJaynvlcbx5upLZvHaVVDPmHpL8xzSIF8NZ9gvV+nW5CgYIHT5suC5i4lk8089b2WCt5OTNJW0T8OSYfkcasY94Ua5rMMLdERA/jHF2wvs5O6/Sp56eqXvuuQdRrTBlkBg/fN8faCczNx6gRcs+UH5RkcvVJqCM5kOecVqDtyy8cAxy0XL6Gleu0rtLFik1NU2/+tUvQeQI1446jmWcxnE1eN3ySquDeYzwbyUR789cKNvJKDuXRr7qZmb5zz4Mc/my5doDKaCouJBaZCylA39lALJMmXA2n5V6LQupZMnz8iUl8YUoYAOaLN+yEkozanoV82czOo9J3t1G043BIuzwDrZx7KdPM4bZmrFnI0cKmskfeoyTe99Cw3IpDKDUoUNUkZitRWvfUjmKC8MR0poy9FIVo+q+f/5zgGzQASmz7KsKUmlRo4aORMmdl2llE9vx6mNKh5mUOAYElZY1b8u8L3mznWMuxpnGSIX0sVeBxNqGQlOE0RZNIbBgN7nlTPUYNUIRCJP5InHTTi5eu3SpGjasV5F/qzInDFVivwtU2QCRgjmdMXz2pnVvMv9lC97zJlVDxt+yY4/e+SBX4V17UcsHSCPvPJumh4zu2eqDkYUhVlaR08cYCNRMPShsZ6P0GqpJtJq3tLTCq3ts1+qEKyF0XjBlxrX9yyOAQ0vVO9Jfv37sKbfr2i60mJkVO/fsVVpqiiaNP9upfx+bffhVl+NX/zsj61s3jU0WCyQsW0VuUVKBvAWcx4L8AvUC8OjOxvNljNO4sM0U6q3222YDflhxnlqlJ6/0ktXta/d9x8+Prlt+9U/lCW/t9azN775773X1Pmom8m2o1I3Tx6tHv8EqLdirmoWzUKgDBEkf7DSB7PAjzKvatFyNG1YodcoMVaF8EE304/i6LLSW2kqVvz1bkXiuVkClWPoqWX7cX8JhAJYG6+NkmG0CLJs8Qsc0WsLaUWqMQ6IyGELAgdJiFZpx9mJ837DJ2kXTc3lJs4aMwDhRH7DrsR3jTMtMUhJlDxMLP2KcHerym/ByMSHt6n7x9z0oacfm4GQ6McSPZ/5Z3SBCGJhj4E4b3r2lskz177yNvlSZwrpGMqL+Gu2voikcIPMQfxeayJTtec8pBN2p3mcN14cM2/3VzEUafdEl1E5pKgfs/FcE1cOsNkktOQLjrM3uocPkj/5EFEcAHwN/jhiqvyMnmFEaJ7vzcVKN0/tGRkN6+r9/CrUtQtf/+g+uNWgn4JCdrCngZcLnDKS73mQcLK9rIQ89HWqgHv4sNSdKQUWE4Pt37NDyZx/WpB/8u/oOHqK1H69zekm9QSuP1zhtobTgKZ3RdXSOeBk8Xu/pHju6SbzP8xqmhbte7+l99Ia4Xyb3tPM1cMg89AO0uVVC6bOxjVs2b9KEAd111tCR2rKvSF1aijRuwnglZnZ3A23d5spCLX1nFoOJ6hQ66lLXPJ2QAMXP9HPwqiY0XbeVgUGo3VU1laKul0zze5xruG/lOdsgw4cgypU56VIFJyFGaZ6Vxesa8lm0B0qLVDyfkX6wrqJ6j1Nt1QE3nyUqGhILxmefe+fcp4i6opRyHs3YRBYGRFlI3UJEEGih6/ol8i/dD+PnB4BBQZ7hu+4mcY6ssY9feUwR/m0QCW5UNXNQShvaaEkLViphelHuaojw89X/cjae0Azt3p6veIDNwzx//spcrd9VhNpHNCHtR/Ipq9bl3bOUGRyg/Iuv1thp03R42fsKAlfxg8J62Oqb3DMTrTaVA28Ia97SG8IaMeSzjlNinPbGJcUleuRHNyh95BiUFYdpCNzLECddgsIaC9V0ZisZLVdSUg6zgjF6hAVfp4GaIJmVFhYvXY0hteoZ6rY7N+cyAHii7vjTfY49ZaGrhXI2LPd4jdOeZyGtHU4uhEXzt7DW4zkdLc95VENi/0a960zD+8TXHQbrpeiZkXprnV9ksPY786D59HZaiNtOvhvA98uXvm/pI72L8e4a9E0O0TXTLyB/spySnK+uSmU0UMf3H6Da2P6M2kCPhwVm72lTyEo/WqiD+3bo0IRrKbuUKB5NoA/zQbKT0pWT1k9blr6kCEgOKVNvVosPBHmrcVoOhkq7H2jugRLYNgueVwaeNZDxgb5t9F4CRB0C7DHuraFDOyhjxCHNmTbxuiOblZVwDhKiB5BGFeWDJK9bpQFX34IodSjqim1KRhQsCnU+A6y2k1vW5X6kQTNu0+7mEAX4tiuWhn3zrMjHQ4R/RAn9+6vLoAtcSOzDFLQ3FiFFkzJQ78xnTCDncmb2GbqB0Y9Nj92rQGqibdOuRomvTTHUWcPIVA+l9ZTf9CvpVkH5Hs/YTj+tU20kCrMQNpKffRFr6JQZpy3GZ55+Sr8GTAliLPiMGdfoJ7fd5PR3nLQlF3Txig+0LW+HxrFj9iLfaGZXP2WHg/JtA/d0xYbhVbYRzsx5c4GWvf8+szrKXY2uB8JUjz384KdCkC9jnJ/1mcxgOxtrZ4N1rJ8O8oHVPK0cYNfMGW8HRa+zsToj5Tmdf9bZux5tsGag9n7mudLSUjR37jw9P/t5JSUlOUGwMsooV0w6W2PHjFZpbTPqdWsVXokUKLNGEhmA2wQZvI3zsisXACpatPh5MrIWNQ+4RAFsNIXNu/TQ268pm37Qf5n2/5gq9qbTqw2aBFpKsd/CyjBqrjHketY8bZPESt95WRljJ6gqYQC5+UFlIihm9U9vM/ZOPGt4e4O60R2ytx6lCcY6xIcGuM9hBIuivI2qeH++Bl59vTY3xQo6gVKgKqaHecogpUzkzn/jeQ287CpI/11VSF4ZxriFKMj51vr42suvqrjFX31756gvbXSvzn9f63fu1/DxE1VFlNFAf+fki6ZqCppRexcvJvLzVeJZA1F2oJPlyT8qnI3CtJYCjCtLP2zYZTMUN24cCvLRTFQLdwZ6rOOUGufd9/xes+GfBrPwe/bqqVmooDWQSNviMx7jFkLdzVvo/UtM0LgRg9XkuuZNvd3iSzzNSVQ4CGGBmjCwXXSjgoVwPmu25jkP+R41zddef8OhzjaH87ZbbzmmtOGxAKFj3RivhzVDM50fkzzxhriex08brDfM9Rqt15N6vzeD9f6sc0hsXzswx5qgrQaJ1uwzzzzrYHz7uY022IPUSSAeMjW9mw7iPX0xopzkcE2bOlwRIJWm4OyLd7NOlPw5DysjJ1uNOeeohesZAuDyJgaZEpekMf3P0z5axazjpG0cGkC8zkG8UFzAQbR68CyQDWogPZQveU1ZE86XT8/xKtxZDGWvVjl9QFXhZJuC/K7Fryikrkxp027W5iryQd8W9Yqnds5ntKZr48Sa8Q2aPl27gnqolTEdcSgpBPscgs5HbtxarxUz/6KEfv3Vs88IZDQbFZqS6rR7//LKYs1770PFxsYgeeOD8t8eF4JOvXCydu7NVx1aQhlZmZqKcVq5yZfUxnl+1hA7ibbNfEr+rN3wxCT3d35c31AIGFmTJik+K+t4br17zik1TogOiC7f4fLMLGQVb6fMMuDcKQgn1VBj8ifxLyLEKoYCl6Yu0RGurmUQvauD8p+JBP/9h/HInM27/1leaXnMvuJyFRYWadCAPgATkZ6QGgN4DqmVKJTc/NKyQORqGGnIKLnj2PVOhHF+nof1Et3NSD+B6lojtZsgbci3x8N29qzerzsbqDeHdV7WNj+ut2EB+wsLlZubC4obo2GDBzG1u0IzZ83WbhqZY2yyF6BQBeP8Bl6QrcGZPZV5kLkkgDrzVzN5umK/enRLZDZJiHrEd1fX6DTnlT05l492/xinzakAAA1HSURBVJWCfhIg0ZArHC3R7kWwbcDUFP1QVaiHOVTz3hxFn3OxahPORE2hTM3VrRo+Kp7ng7hCqdu3lCnT5fkKRx6zupX6oHWXoMwe5tumcPI/qD/Kfe5+dRs5VHEDpyJ9icIDnR4VjFLIjgvW2txteuiF+ajPh6p/UqxGpEdqD9KfK3P3KndvCaMcELFmKoBtUNlMVLv+2hmKiIoASS6GTF93ZIK5XTMv0GMbmRloMCG+fVb7OpAw34grn4R6jm8Vn1LjtFMqR/y5lRu1b90avXT3L3Tpj36sFOaUGPG4e0a6a0Gy37fyaGoDjXAo57+zhDAyRBNBdQ8T23tLLg6wwYYsEj1WGcZCOX8SST92fSsCO2/Cz2wEgYlCb9q5R+vYPKZCKHjzrbeUuwUJiqq9EKhDdO0vfuu4l/Yaxv45nuNkGefxhMQGKHm9rHlYr8Fa4H40oNQ5NO7sYf2B9s2T2muZ5w6j7lZSVIxe0r1uwUYDxkTAsglLCdG2VfQxbt6rOEgmbXSPhLCwTYFg2sjuGjNwAKAaeRY10xZea9naLdrMKIczGfl3Np7RD+Eux3LqgOpDmGS2D7CoFHrfmRfR9B2Xrv17q2ATtatXnyiXd4ZBLtj87uuq37VFAyCwh0fGUOtsUQWjFAJ82pURFaSNO/P13MtzGKQbqYvOH6fxZ/V0dNFC6qW11VX68zPzVNnqp2jEpW0Ta0TJvQ41iUBeOycnx8mSWBQQSJR3+bcuUw9kQi0FM6G2YIytBVJ6C6hy5JmMRMRzBjiVPcqE9s+EpLl+ofw8nAnoR6Owx7N+TrnnPPqk1q9apYd+8VPlsfPBrdFPb/+xJp83jq53jxi0HbbrvP/BOkKjIA3tn8NoOI9AlPN7IIdH3CD5iBmqAznY+b0y7va9hcNWZ6prpq+OlWICWJG0PPhyI6MYxtNESPbaGws0bPgIZlCigXvrbe6GBfn7aNZLL6qH0c6+5HEqjfOLPKwzLvIwb0+hNyQ2g3VgE7ms4w98Tv56JG913FR/500/REHByiYj4K5monCxacMm/Xn+nfJFFzaiJE2R7cyyhJdanL8PYM/H3cO0pEQFssFtLaxGeY92EzaKCwefoXFDznTgk4lbWUvhVjo7XgB4MUQ7JzNVV08ZRUkkjHtkoCEelvdds3WPnpkPAwlD7Ykg9YxJIxSLpGc9iK7pKFWj6fTgX99ntgpCWTQ5h9EiFknYu3dfPuyoZjURGh8mfDZ9niDy00Z4wBcwhX3UcAYvcQ6mfJfHeI18SmUZmRnK6JruIhBvndKfyMkHEk3zpg2KGjJUgdRAbSV6yQWG+oaHRXwmUPhlltEp95xHn9yPbv+pllBbMk7lYCZGPfnkk05suJkcwEYoWHF2Te52F0rmZAISmWo8RzAXfQUaNgbhl9H3NgyeZTve17xieQ3j39jhLJSyaCkSA/Tn9a0csmYdQAHe2+pKw4YNZkfs7kacbyLfDcMY5z39mGbOW0BoEqVkarBPPPGYUgBGvuzxdRvn552vXRNv/fRIHbWDAOElz1tIbIbbGXTydlSYURqbydKMcPKzBu7Tsn3v6cWVT6gVUCW8jJmbjXgL2tFGgVJWQKXbsWsnKQtUNDxRNF0W5n2sA8Pqgk2weULIy0K5v2Yo9QeJbPh9CIvbDKJLGJskm6cZUGQETCNSkB0lDZRkGA/Bc8zI/VEwOFBZimEy65OQs5pWlBS6auLiPL2U5pmbAZWMPtqnZ7Yy2WyLy6u0hNEO1sKYQvvbxRdf7NaS1Z/tfe1zertG7LO7li6j11noikdshx3WTqgfmdML9Be+MM7E8ktHJMBbHs+4hWOtqa/dOP/62hzdddddrmewG9KuU+luP/e6m5VAy00J0oCmBRtAqGDgkMeXetJFCxXmLnzPcRArmZZ84fnjHQ80mLkp21kIpVx8u8i9e57BrgqwbQgmN/ZVBKAjCdHMe15w/gTnBRLjExSHNP9r994DZStJ4X1H0pC8V5PRxxk7lqGwX+E4XY3z6I/i1Pi8PaHk9kaM+FtY7AmJO3tY44o6yQ3zYHkf6cM9q1zXRwbdKq20BFbsr+K+lahv3z7qQS+juWXHD+Y93nt/qd54fR6eKcQt5rMGDXalkT1o6zbTVdKL2aYbN+aChrJ5UhO339XioaLDqTFCo7P72YB3PMjGYQYdxBqwc81mDqyNn68Ay4jDi3VFMGD7ti3atAkVPs4zjpLQdddeqy6QAzxcZU+zgJWQaqD1WZufGZVFF14lPK9hOmK6G1D0N3aPl+UTwDlYPG7pVwjr1KKxQNbfiTq+duO0D7ICOpyFVslxMXrriYdVmbdOfr2GaMWmHQALWfrZf/6b4sgNDNa3m2rjDny5COsYC74tb5fOYH7kANgkRodz2p9QtF6e8ybaNXGaOHaka5wNRnDKPMGe/aWKgf9ogM/jjz2h5557DnphiPqyK1/53ds07nKIzdyIv/f4phjnF3lYR4bAYK05wa6hgTdkVsw0LdW8ta+5RTsuZzz1Q3RarbwDA+igTbE2wj7/zMN6ZCE9IJPlritJZXZA5jADGj1qlFORMO9laUwo92Hlyg80d85r7u/j4uN19VXf4u9jVVpcp379GO0I8X3Dply99dabjsaXkJioK2jNSiHKsRzRK9Rsjcpr1q51a2LAgP5KYTarGZ+3/mtGaCQMM0LDNxxB3Tb+DpkQlztidJ0J6h5DJZ/sMFT7/LZJRGCUJ0M0/LQwzqMXyLtvv60f/fjHCouNd/nDrd+5Xrd892YFRzKmjZ08b+dudyPT0pKdSFWQtfUAFFnvnI91TbAzboX3aOSArkkJqkaFYd2GXCUh0NsHNLacwaprFi3Qz//4FwUy+tze47u3fV+3//D7f69NHvn7b7pxftaFcIgr1/oDpnztQSbygkETuR+HVUup5RMhsRnqUfVXb2hoxmBtVGasLqzG4F1Zx96wo3vDPJoZVwYAYUZGsjblHmCUXytRDMCPqb7zGsXwWMtpP8xIT0fhLvKI1/O8DGMJO9g43u/NML/o+Lwey88jqFuaZWCPpUdfRc7neBbaaWmcVqu6DWNZ9t67ikfuYVginRJ+7co8a7Cq6Zqf/drrbsf69V2/Qo18sAfBZWefv2CxC5HOO/cc5ZzZhxtODoLx3v37e/XXOXOVQmvPuEzalxjaGt+NUX2MeJszf6HLTe6481cAP9nHc82O6zn/iMb5WR+8levuiPn884TEHQynDsExDypulEOPwXoJEN7e1M58YU9fKgw+81jm0fC01LO0a3c9oXKrhg4BBXYsIZuF6Rmt50WlP+vcvISSL2JJOaPsGIlwdOOz1zCPdJIYvZSILdRCWDYEa/86mcdpaZz2gU1O4+23F6h3797qx8zLbRvXa9vKpbp/1gsKQIXAYO2sqABdPnY4rVxx2lPTqJlvLGJXbgWmz9T0ob1Qfytz9bp5ufmKSEhRGUTkKePH6Qc/uV0ZjE63w35v+YYNvD2Rx/8V4/ysa+bJYSFPONaRGatxiT25nje/9RqsWaMXEe5ch+1MRTxIA7U1B/jSbuhGNnYY+ZflEh99rp+QCelofPY2PztAqKM04v1ZKCiuRWcnI4T9rOt42hrn5xnKn+97UI8/+jAF4WjNuGSqMmIjQFtrtBIVgoXU0MIMKSPv+c7Fk5SWgeJCQrJWAfXPfuEFpRMC/Zk6XSYQ+sk+/i8b5xcZrCNOWA5rIa0DZzqM1uiJrpzzyZDYDNoclBlmfT3Tqx25wuOJjxAsPDW04+IT27kdbwjrPCle1UtQD4NccLJC2H8I4zQVheXLVmCEoRo1cuSRz1QG3/FPf/iTPgYEuPXWW4HG6ebvOGy3zc3drERogUmEyafi+KdxHvsqez3s0QbrnbZtNVhTwKuqamVaXSusIsoihLWfxXry1Gk7cY4/x2C9qKuTC+lofO6s3WMhtatXdoSwR/dYHvtTnbhnfOM85xd9dLvZVdSfEkD5vu7jn8b51e7A0QYbFOijZUsLaTE8oEsvS0f4jJKKI094qIZHk/87h8idPazXY1od3Ivodtbvsbrr8fRYfrVP9dX+6h/KOL/aJTg5f/VP4zxx13XJkl3avr1GN97Y1+lPdSZRHGkA6PCcnQ3WS5zwGqYX/PnEo+n5UE/1snsMhTWZkM/rsTxxn+rYr/RP4zz2NfpKz/incX6ly/aZf2TGuWPHAd1yy8BPpCquBnsEdPI0r3tQYE9DuhmnE/3qOMwI7fB24FhN3Pu1Gac1zlsYe7JR2OO9Mp8wzmRY+IkUdS1RP11O8Hg/yOn4PCvan0jGyOn4GU/FOS1bVgjX1Txn7+N+O9fUwPV3MqKu1dDIPCC+HQZ6hAmE53RkhNNQP9kqFqXUe536njE6zDitSGy7yDdBrvK479YpfqLV/Cw3MtDBI3d44mhdp/ijfO1vtzm3lJJXA+T0M455Lp3XrLfB3MsVdm10jrDU0crElx4mkKcD5+8tzRzz5L7kE4poYQyinu/D8KLDhmiam//n8c8rcDpdAesBtX+t8Gr/Lx3m8XPgG/8vrG/EJUmLsMUAAAAASUVORK5CYII=[/img][/td][/tr][/table]
Passage en 3D et création de la pyramide régulière

Information: Tutoriel - Étape 03 - 3D Pyramides régulières