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<title>Cartographie des parties prenantes bziiit</title> |
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<h1>Cartographie des parties prenantes "bziiit"</h1> |
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<p>Date de l'analyse IA RSE : 2024-07-17</p> |
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<p>IA utilisées :</p> |
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<p>Aucun modèle IA n'a été utilisé</p> |
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<img src="https://static.wixstatic.com/media/d7d3da_b69e03ae99224f7d8b6e358918e60071~mv2.png/v1/crop/x_173,y_0,w_1906,h_938/fill/w_242,h_119,al_c,q_85,usm_0.66_1.00_0.01,enc_auto/BZIIIT_LOGO-HORIZ-COULEUR.png" alt="Logo" style="width: 150px;"/> |
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IAABCBQlQDCW5UY10MAAhCAAAQgAAEI1IoAwluruBgsBCAAAQhAAAIQgEBVAhNKeDdt2uS2bdvmlixZMo7T8PCwW7p0qdu+fXvjv69du9bNnTt37BpfNzQ01PjzvHnz3MqVK93AwEBV1lwPAQhAAAIQgAAEIBCBwIQQ3i1btrjly5c38C5cuHCc8I6MjLjVq1c3BHfRokVu69atbs2aNW7FihVuzpw5ztd62V2/fr0bHBx0GzZsaLRTlOYI2dElBCAAAQhAAAIQgEAJAhNCeDMOzZ7wesHduHGjW7VqVUNoiwLsBXf27NkNGfZfRQEuwZhLIAABCEAAAhCAAAQiEpjwwttMYLOnuOeff/64p78+p+IT4IjZ0TUEIAABCEAAAhCAQAkCCO+WLc4/+c2fyy0Kr3+6m53pRXhLzCougQAEIAABCEAAAoYIILyFM7o+m7JPeK+++mo3+aBD3YIFCwxFylBaEXjooYfc6OiomzZtGpBqQCDlvA4fGK1BAtWGmHJe1UjU42ryqkdO40d5YB0HbWbME154lTO8mzdvRnjNTOXOA2GD78zI0hUp54XwWpppE3MsKa+vdBNFeJVsJ7zwKm9p+NjHPobwKrOvz7Vs8H0GLnaXcl4Irzg5KJcJpLy+ZDhmG0B4lWgmhPDmX0uWwcq/a7fb9/AivMrU638tG3z/mSs9ppwXwqvMDGpDEEh5fYXgY7MNhFfJZUIIrwKoXS3C2yuyvWmXDb43XHvVasp5Iby9mjW0W5ZAyuurLIP6XYfwKpkhvAI9hFeAF6GUDT4CdKHLlPNCeIWJQWkQAimvryCATDaC8CqxILwCPYRXgBehlA0+AnShy5TzQniFiUFpEAIpr68ggEw2gvAqsSC8Aj2EV4AXoZQNPgJ0ocuU80J4hYlBaRACKa+vIIBMNoLwKrEgvAI9hFeAF6GUDT4CdKHLlPNCeIWJQWkQAimvryCATDaC8CqxILwCPYRXgBehlA0+AnShy5TzQniFiUFpEAIpr68ggEw2gvAqsSC8Aj2EV4AXoZQNPgJ0ocuU80J4hYlBaRACKa+vIIBMNoLwKrEgvAI9hFeAF6GUDT4CdKHLlPNCeIWJQWkQAimvryCATDaC8CqxILwCPYRXgBehlA0+AnShy5TzQniFiUFpEAIpr68ggEw2gvAqsSC8Aj2EV4AXoZQNPgJ0ocuU80J4hYlBaRACKa+vIIBMNoLwKrEgvAI9hFeAF6GUDT4CdKHLlPNCeIWJQWkQAimvryCATDaC8CqxILwCPYRXgBehlA0+AnShy5TzQniFiUFpEAIpr68ggEw2gvAqsSC8Aj2EV4AXoZQNPgJ0ocuU80J4hYlBaRACKa+vIIBMNoLwKrEgvAI9hFeAF6GUDT4CdKHLlPNCeIWJQWkQAimvryCATDaC8CqxILwCPYRXgBehlA0+AnShy5TzQniFiUFpEAIpr68ggEw2gvAqsSC8Aj2EV4AXoZQNPgJ0ocuU80J4hYlBaRACKa+vIIBMNoLwKrEgvAI9hFeAF6GUDT4CdKHLlPNCeIWJQWkQAimvryCATDaC8CqxILwCPYRXgBehlA0+AnShy5TzQniFiUFpEAIpr68ggEw2gvAqsSC8Aj2EV4AXoZQNPgJ0ocuU80J4hYlBaRACKa+vIIBMNoLwKrEgvAI9hFeAF6GUDT4CdKHLlPNCeIWJQWkQAimvryCATDaC8CqxILwCPYRXgBehlA0+AnShy5TzQniFiUFpEAIpr68ggEw2gvAqsSC8Aj2EV4AXoZQNPgJ0ocuU80J4hYlBaRACKa+vIIBMNoLwKrEgvAI9hFeAF6GUDT4CdKHLlPNCeIWJQWkQAimvryCATDaC8CqxILwCPYRXgBehlA0+AnShy5TzQniFiUFpEAIpr68ggEw2gvAqsSC8Aj2EV4AXoZQNPgJ0ocuU80J4hYlBaRACKa+vIIBMNoLwKrEgvAI9hFeAF6GUDT4CdKHLlPNCeIWJQWkQAimvryCATDaC8CqxILwCPYRXgBehlA0+AnShy5TzQniFiUFpEAIpr68ggEw2gvAqsSC8Aj2EV4AXoZQNPgJ0ocuU80J4hYlBaRACKa+vIIBMNoLwKrEgvAI9hFeAF6GUDT4CdKHLlPNCeIWJQWkQAimvryCATDaC8CqxILwCPYRXgBehlA0+AnShy5TzQniFiUFpEAIpr68ggEw2gvAqsSC8Aj2EV4AXoZQNPgJ0ocuU80J4hYlBaRACKa+vIIBMNoLwKrEgvAI9hFeAF6GUDT4CdKHLlPNCeIWJQWkQAimvryCATDaC8CqxILwCPYRXgBehlA0+AnShy5TzQniFiUFpEAIpr68ggEw2gvAqsSC8Aj1Lwnvf8LBb9Y63u7/+u9e6PzztGcJdhS395W23uX9Y927398ve7v7g+OPbNv7hoQ+4r375S+7Y42a5Ve96tzt8cLDp9VXazDfABh822163lnJe3Qjvli3XurVr3+fWrbvEzZnTfi2FymbDhkvdjh073MqVy93AwEDbZsvkNTIy4lavXuvmzn2GW7ToRaGGSTtdECiTVxfNUtJTAgivghfhFeh1El6/uf/De9a6H275wVgvnWSu2+FYEV4vrf7r7xa/sfH/y8rpj354rfvohz/UVnQzNsU2i322YsgG3+3silOXcl6Z8A4PD7ulS9/utm//9RjkefPm7ieY/rpVqy5xF1ywuG+y6wV706YvjBuLF2D/tWTJG/abFGXyKgrv1q23uTVr3u1WrHh73+6rzGzOclm8+LUNOU/xq0xeKd53ve8J4VXyQ3gFemWF95RTT3MvfNGfN3rycvabe+5xf/+2zk9MqgzNqvCWvYcvfeE/3PXX/bArLghvWcr1ui7lv5C98HqhXL78nW7t2ovHSZWXTP9l8QmoKrzFGYjwxluTKa+veFR73TPCqxBGeAV63Qhv8Ulm8Snw3/zd+ePkeNeDD7pdu3Y1nhIfOmOGe+fqd40dDfBPOi9e+Q73u507x+7iov+9unGkwUtgvjZr1/d/yf9a2bi+09Pm7IiBvzbft5fTf/vwZfv1mW/bf/O0uc90L3n5X7ihf/yHsSMNxTH/2TkvbIwj357/b/4Jcav+809477tveOx+sj5b/WOCDV6Y7BFKU85rwO0u/aN9L8BDQ79fb/mnv/6/e2k++OCD3be+9V9u4cIXNp68ZiLtr5816zi3fv273eDgoMvk8swzn+8++tGPjftePt7sKew112xp/OfFi89vyHe+3Wwsb3zj691FF/0v94IXnOE+97nPN65ft+5d7jGPGRz35DqT+vwT3nPO+bMGg6wfX5td1+6ev/3tKxv9/OQnNzf+v6/5zne+5zZv/tLYn/NPZVu15eX9wQcfbPyfH8OMGTPGjov472Xt5RlEWAY96zLl9dUzaNEbRniVCBBegV43wpt/GpnJ7uOOOKIheP4p7fvetca95vVvaEitv/a73/nvMcnNPwUd2b27cWbXy6F/elx8wlus9bfphXTj+veOa+/2X28fO36QR+Gv/fIVXxh74ur/7L+e/NST3Bf/Y5Nb8OeLGmf6/Jj8udvszG27Iw1HHXNM44jHOee+qCHl/v6ztr751a+Me8Lr7+ebX/uKe8nL/qLRb/7J+F133DHuXDBPeIVJbLg05b+Qf3v71lI/yveydsUVXxyTVi9is2fPaghoJnL5J8TFc77+mm3btjdE2AvvsmUXudNP/5OmRxL8VMiEdObMmY1rikcpik94sx/9H330Ue5tb1vqpk2b5kZHR8fJfNbv8uUXuqc97aT9vlc80tDpnj/+8U+NiWmRQfaPgOzMcbu2/L1ceeV/j2vL8/O1u3fvbgg7RxoMbxATcmgIrxI7wivQKyu8+TO8+Se4zc63ennzTzy9xBZFLi+hP/3JTePOvDYTXn9r2VnaTBrz/833/5F/vtRd+I4V+31ArCiyrTB1Ok+b/77/EFpe0vNtdjrSkH8y7u81/0E4hFeYxIZLUxfejRuH3KpVFzWevhbP8vqnqtkT0PwHvPLnar/85a82nrrmP1BWFFIvm1k/99473FGymx0xyEt2K+H1Yvj0p5/ckN1f//r2/frJ6s4//9VthbfZh9ra3bP/3tDQh8b+QZD/8/Tp0/d7ip5v67LL/qUx+7PzyPnvIbyGN4YJPTSEV4kf4RXolRXe7AxvUeqaHUnww8mkuJPw5p/AlhVe/zQ2/9XuWEP+SIE/npAdFSiOO3/codOH1oq12RGMZsJbPCKRjRXhFSZtjUpTF95mH9bq9CN/H192rKGV8OZ/FO+vz441lBVe/xR4Z+6YlG8jO9ZQVnjzMu/rsyfNZYU3f8yh3T2XEd5WbSG8DzX+geKfyvNVFwIIr5IUwivQqyq82RGGTIDbPWFt9kQ2xBPe7OlxldvOj/upTzu5cW74gqVvbRxLqPKEt/hasvxT26uvunLckYbi8Que8FZJLI1rUxbeVmd4mwmvP77Q7E0BxR/f+9TzT2OLs6DMB8TyT4T9k+fiV1nhLcp81Se8Ze+5jPC2aqt4LzzhTWPfSPsuEF4lX4RXoFdVeH1X2RNOL4z+PKw/05qd4c2+/4vbtrozzjyr7ZGG7Axv9t7d7Glo/kNrvr38kYaiRPrvf+4zn3bPP+vs/Y40fOvrX3NPOH5O4yxxUXjzxwmanQvOv22heKQhfy63k/DmX1OWP2JRfMLb6ThEFnHKAiVMY7OlKefV6i0NxR/pF8+g+u9/9rOfdy996Ytdsye8zd7V+8lP/nvjeESZJ7zFM7x+cngJvvXWre7ss89qPKnNH6PIv74rO9KQneHNzgG3O8Pb7PVfVe65nfB6YW/XVrsnvP6+U39fcMrry+ymJg8M4VUQIrwCvW6E13eXl9NMerNzvu2OBzT7IFn2xgV/5ODuu+4a+8UTrc61Fo8JZG9EKGJod13+qMMxxx7XKM1+sUR2tMJ/GK74lobsQ2vN7rUorcW3VzzxSU9ufJrafziuKLzFPnlLgzCpDZWm/Bdyu/fwZscHsijybxnw/y37frMnvP77xbcpZG9vKPOE19cX39KQf3tB/qyxP1qRvaUhf4bX/4i8eCa52Vsasteu5e+v2Vsa2t1zJ+H1ta34tXvC6z+Qm+dYzMTQMul6KCmvr66hmC9EeJWIEF6BXifhFZqmtAcE2OB7ALWHTaacVze/aa2HqIM0nXJeQQAZa4S8jAVSajgIbylMLS5CeAV6CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAmWwE4VViQXgFegivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BAJlsBOFVYkF4BXoIrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQCZbAThVWJBeAV6CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAmWwE4VViQXgFegivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BAJlsBOFVYkF4BXoIrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQCZbAThVWJBeAV6CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAmWwE4VViQXgFegivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BAJlsBOFVYkF4BXoIrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQCZbAThVWJBeAV6CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAmWwE4VViQXgFegivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BAJlsBOFVYkF4BXoIrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQCZbAThVWJBeAV6CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAmWwE4VViQXgFegivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BAJlsBOFVYkF4BXoIrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQCZbAThVWJBeAV6CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAmWwE4VViQXgFegivADdJfc8AACAASURBVC9CKRt8BOhClynnhfAKE4PSIARSXl9BAJlsBOFVYkF4BXoIrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQCZbAThVWJBeAV6CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAmWwE4VViQXgFegivAC9CKRt8BOhClynl9cD9u9wDO3e5h0Yedr+9+37nhfexRx7mDhw4wB0y4yB3yGEHCaRslKaUlw2ivR0FefWWb29aR3gVrgivQA/hFeBFKGWDjwBd6LLueXnJveWGbe5XP7/T3Xv3feNIFJ/wPubIw93jn3i0O/Hk2bWV37rnJUzVWpaSVx1jQ3iV1BBegR7CK8CLUMoGHwG60GVd8/Kie91//9Td8uNftbz7dkcaTnz6492pf/Lk2olvXfMSpmitS8mrjvEhvEpqCK9AD+EV4EUoZYOPAF3oso553fSDre77X/9xx7suc4b3j858ujvpmXM6tmXlgjrmZYVdjHGQVwzqap8Ir0IQ4RXoIbwCvAilbPARoAtd1i2vq774w7ZPdfMoygivv94/7X3ugtMEiv0rrVte/SNjsyfysplL+1EhvEpqCK9AD+EV4EUoZYOPAF3osk55ff5fv7XfOd12t15WeH0b/nzvi//2DIFkf0rrlFd/iNjuhbxs59N8dAivkhrCK9BDeAV4EUrZ4CNAF7qsS15VnuxmOKoIb12e9NYlL2FKJlVKXnWME+FVUkN4BXoIrwAvQikbfAToQpd1yOumH9zqvv/1GyrfZVXh9R380Zknu5OeeULlvvpVUIe8+sWiDv2QVx1SKo4R4VVSQ3gFegivAC9CKRt8BOhCl9bz8m9j+MzQV7q6w26E13f0ssVnm317g/W8ugoq4SLyqmO4CK+SGsIr0EN4BXgRStngI0AXurSe11Wbr228Z7ebr26F17+n97kLn9FNlz2vsZ5XzwHUrAPyqllgjeEivEpqCK9AD+EV4EUoZYOPAF3o0nJeytNdj6Rb4bX8lNdyXsI0TLaUvOoYLcKrpIbwCvQQXgFehFI2+AjQhS4t53XdVTc3frlEt1+K8Fo9y2s5r25zSrmOvOqYLsKrpIbwOue2bt3qli1b5nbu3NlguXjxYrdo0aIxrps2bXJDQ0ONP8+bN8+tXLnSDQwMOIRXmXr9r2WD7z9zpUfLeVV9DVmRgyK8Vl9TZjkvZR6mWktedUwW4VVSm/DCOzw87JYuXdqQ3Llz57rin7ds2dKQ3fXr17vBwUG3YcOGBu8lS5YgvMrMi1DLBh8ButCl1bzU4wweiSK8vt7ih9es5iVMwaRLyauO8SK8SmoTXnj90901a9a4FStWuDlz5riRkRG3evXqhvz6p7xecGfPnj32xDcvwJs3b3aTDzrULViwQMmA2j4RYIPvE+hA3VjN685tv3Ff/sRV0l2qwnvOK5/rjp79OGkMoYut5hX6PlNpj7zqmCTCq6Q24YXXw/NSe+WVV7p169Y1WG7cuNGtWrXKTZ8+fZz8+u/lBfnqq69GeJXZ1+daNvg+Axe7s5rXr35+p/vGZ78n3Z0qvC946R+7xz/xaGkMoYut5hX6PlNpj7zqmCTCq6SG8Drn/FPbSy+9tHGG1/9fdoY3e9rrn/T6J77NhHd02kFu/vz5SgbU9onA3r17Gz1NmTKlTz3SjULAal7XX/1zd8N3b1FuTT7ScPKzTnSnPPuJ0hhCF1vNK/R9ptIeedUvyQMPPKR+gzY04gkvvP6JbfZE15/Rzc7wnnvuue6cc87p+ITXC+/ZZ59tKFKG0oqA3+BHR0fd1KlTgVQDAlbz+rEX3u/dKhFUn/Ce/McnuKcbFF7WlzQt+lpsdX31FULNOps27dCajdjWcCe88Pqnu/4tDNmbF3w8+Q+mcYbX1oRVRsOP8BR6/a+1mhdHGprPBat59X/m1qNH8qpHTuNHyZEGJbUJL7zZK8mWL18+7i0N/gmvP8rAWxqU6WWrlg3eVh6dRmM1Lz60hvB2mrt1+L7V9VUHdvHGiPAq7Ce88Hp4Xmq98GZfvIdXmVJ2a9ng7WbTbGRW8+K1ZAhvvVYSeaWQ1+/vAeFVskR4BXr84gkBXoRSqwIVAUUturSc16Z/+aYb3nF/1xyVM7yDMw9zi179/K777lWh5bx6dc91bpe86pgewqukhvAK9BBeAV6EUjb4CNCFLi3nxa8W3j9Yy3kJ0zDZUvKqY7QIr5IawivQQ3gFeBFK2eAjQBe6tJyXeqxBecJr8bes+Zgt5yVMw2RLyauO0SK8SmoIr0AP4RXgRShlg48AXejSel5Xbb7W3XLDtq7usFvhPfHk2e65C5/RVZ+9LrKeV6/vv27tk1fdEvPjRXiV1BBegR7CK8CLUMoGHwG60KX1vJSnvN0I7wHTprpFr36BO+SwgwSqvSu1nlfv7ryeLZNXHXNDeJXUEF6BHsIrwItQygYfAbrQZR3yuukHt7rvf/2GynfZjfD+0Zknu5OeeULlvvpVUIe8+sWiDv2QVx1SKo4R4VVSQ3gFegivAC9CKRt8BOhCl3XJ64uf/Kq7+1cPVrrTqsJ75OMPdgv+8s8q9dHvi+uSV7+5WO2PvKwm025cCK+SGsIr0EN4BXgRStngI0AXuqxDXnfecYv75W0/drf9cLLbU8F5qwjvtIOdO/60fe4Pjn+6O/qYEwWivS2tQ169JVCv1smrXnn9frQIr5IawivQQ3gFeBFK2eAjQBe6tJ7Xnj273A9/8OWxO7zj55Pc/XdPKnXHZYX3sCNH3TFPHB1r87RnnuOmTeMMbynIXNSWgPX1RXzNCCC8yrxAeAV6CK8AL0IpG3wE6EKX1vO69ZYfuHvuHv+Whntvn+Tuvq2z9HYS3slTnDvi8aPuMcf+j+x6lEccOdudcOIzBaq9K7WeV+/uvJ4tk1cdc0N4ldQQXoEewivAi1DKBh8ButCl5byKT3fzt/nwHufu+VX7p73thNc/1fWye8C05vCsPuW1nJcwDZMtJa86RovwKqkhvAI9hFeAF6GUDT4CdKFLy3lt33az+/W2n7S9Oy++9901yf3ut5P2O99bFF5/TvfQx466w49qLbpZZ1bP8lrOS5iGyZaSVx2jRXiV1BBegR7CK8CLUMoGHwG60KXlvK6/7utu14P3l747L78PjUxy+x5xbuQB57zwDhzi3OSpzh040Fly8x0ddPBh7pRTzyzdd78utJxXvxjUqR/yqlNa2VgRXiU1hFegh/AK8CKUssFHgC50aTWvdscZyt5upzO8ndqxeKzBal6dWE7U75NXHZNHeJXUEF6BHsIrwItQygYfAbrQpdW8dt5/j7vphiuFO/v9E17l66STT3czDjtCaSJ4rdW8gt9oIg2SVx2DRHiV1BBegR7CK8CLUMoGHwG60KXVvO797R3uZzd/V7gzXXif9JRnucc89hhpDKGLreYV+j5TaY+86pgkwqukhvAK9BBeAV6EUjb4CNCFLq3mVeYDa51uW33Ce9zsp7pZs5/SqZu+ft9qXn2FUKPOyKtGYY0NFeFVUkN4BXoIrwAvQikbfAToQpdW80J4m4dqNS9hCiZdSl51jBfhVVJDeAV6CK8AL0IpG3wE6EKXVvPiSAPCK0xrM6VW15cZQCYHgvAqsSC8Aj2EV4AXoZQNPgJ0oUurefGhNYRXmNZmSq2uLzOATA4E4VViQXgFegivAC9CKRt8BOhCl1bz4rVkCK8wrc2UWl1fZgCZHAjCq8SC8Ar0EF4BXoRSNvgI0IUuLedV9RdPFDEoH1rjF08Ik4rSMQKW1xcxtSKA8CpzA+EV6CG8ArwIpWzwEaALXVrOS/3gmiK8/GphYVJRivDWeg4gvEp8CK9AD+EV4EUotSxQEXCY79JyXuqxBkV4Lf6WNT+ZLOdlfrJHGCB5RYAud4nwKggRXoEewivAi1DKBh8ButCl9bxuveUH7p67t3V1h90K7xFHznYnnPjMrvrsdZH1vHp9/3Vrn7zqlpgfL8KrpIbwCvQQXgFehFI2+AjQhS6t56U85e1GeKdMOcCdctqZbtq0gwSqvSu1nlfv7ryeLZNXHXNDeJXUEF6BHsIrwItQygYfAbrQZR3yuvOOW9wvb/tx5bvsRnitnt3Nbr4OeVUOKuEC8qpjuAivkhrCK9BDeAV4EUrZ4CNAF7qsS16f/+m/uiN/c1ilO60qvHc/7n734if/baU++n1xXfLqNxer/ZGX1WTajQvhVVJDeAV6CK8AL0IpG3wE6EKXdcjrc3s/4/754X9yi296pTtq9xGl77aK8N41/R43dNIn3OsPeJN7yZSXle6j3xfWIa9+M7HcH3lZTqfV2BBeJTWEV6CH8ArwIpSywUeALnRpPa+7Ru90f7XnfwR00S/Ocqf+9qRSd1xWeK977E1u0xO+Ntbmx6Z9xh016ehSffT7Iut59ZuH9f7Iy3pCzcaH8CqpIbwCPYRXgBehlA0+AnShS+t5rXv4Eve1vf857g6fteNUd86253W8607COzLlIfetY7/rvjvzunFtnTVlvlt2wEUd249xgfW8YjCx3Cd5WU6HJ7y9SAfhFagivAK8CKVs8BGgC11azqv4dDd/m4c/NMOdcfsftX3a2054/VPdbx37fXffgTub0rP6lNdyXsI0TLaUvOoYLU94ldQQXoEewivAi1DKBh8ButCl5bwuf+Rf3cce+be2d+fF99TfPNU9ZXjOfud7i8Lrz+nePLjVXfe4n7QU3awzq2d5LeclTMNkS8mrjtEivEpqCK9AD+EV4EUoZYOPAF3o0nJer3vob9zWfbeWvjsvv4N7Zrhpj0xzR+8+wnnhvXP6PW7P1D1ueNrOjpKb72jO5BPcBw9sL9ulBxbwQst5BbzNZJoirzpGifAqqSG8Aj2EV4AXoZQNPgJ0oUurebU7zlD2djud4e3UjsVjDVbz6sRyon6fvOqYPMKrpIbwCvQQXgFehFI2+AjQhS6t5nX96HXuwj0XCHfmGk94la/3TdvoTpl0qtJE8FqreQW/0UQaJK86BonwKqkhvAI9hFeAF6GUDT4CdKFLq3l9Z99VbtVD7xDuTBfeVQe+yz1n8nOlMYQutppX6PtMpT3yqmOSCK+SGsIr0EN4BXgRStngI0AXurSaV5kPrHW6bfUJ719N/Rv3qqm2fvOa1bw6ZTFRv09edUwe4VVSQ3gFegivAC9CKRt8BOhCl1bzQnibh2o1L2EKJl1KXnWMF+FVUkN4BXoIrwAvQikbfAToQpdW8+JIA8IrTGszpVbXlxlAJgeC8CqxILwCPYRXgBehlA0+AnShS6t58aE1hFeY1mZKra4vM4BMDgThVWJBeAV6CK8AL0IpG3wE6EKXVvPitWQIrzCtzZRaXV9mAJkcCMKrxILwCvQQXgFehFI2+AjQhS4t53X+Q3/tbtu3teu7Uz60dvzkOe6yAz/add+9KrScV6/uuc7tklcd00N4ldQQXoEewivAi1DKBh8ButCl5bzUD64pwsuvFhYmFaVjBCyvL2JqRQDhVeYGwivQQ3gFeBFK2eAjQBe6tJyXeqxBEV6Lv2XNx2w5L2EaJltKXnWMFuFVUkN4BXoIrwAvQikbfAToQpfW81r38CXua3v/s6s77FZ4z5oy3y074KKu+ux1kfW8en3/dWufvOqWmB8vwqukhvAK9BBeAV6EUjb4CNCFLq3npTzl7UZ4D3IHu8um/Zs7atLRAtXelVrPq3d3Xs+WyauOuSG8SmoIr0AP4RXgRShlg48AXeiyDnl9bu9n3D8//E+V77Ib4bV6dje7+TrkVTmohAvIq47hIrxKagivQA/hFeBFKGWDjwBd6LIueb1x5GXuZ+7OSndaVXif5I52Hxj4TKU++n1xXfLqNxer/ZGX1WTajQvhVVJDeAV6CK8AL0IpG3wE6EKXdcjruw9/2n15ZIO7fupkt2vS5NJ3W0V4Dxrd5055ZJ87Z2CJe9YBf1G6j35fWIe8+s3Ecn/kZTmdVmNDeJXUEF6BHsIrwItQygYfAbrQpfW8hkfvdP/wwEvG7vDWKZPcPZOnlLrjssJ7xL697oS9o2Nt/v0hn3ODnOEtxZiL2hOwvr7IrxkBhFeZFwivQA/hFeBFKGWDjwBd6NJ6Xp/bfbH70SNfHneHd06Z5H5ZQno7Ce/k0VE3e3SfOzonu76jP5x6jnvJ9HcKVHtXaj2v3t15PVsmrzrmhvAqqSG8Aj2EV4AXoZQNPgJ0oUvLeRWf7uZvc8Q59+sOT3vbCa9/qnvc3lE30IKd1ae8lvMSpmGypeRVx2gRXiU1hFegh/AK8CKUssFHgC50aTmvb+35iPvWQ//S9u68+N4zeZK7d/Kk/c73FoXXn9N9zL5Rd8S+1qKbdWb1LK/lvIRpmGwpedUxWoRXSQ3hFeghvAK8CKVs8BGgC11azmvowVe5u/bdUvruvPzumTzJPeKc2+Wc88J7kHNuqnNuWgnJzXd01OQT3eKDLy/dd78utJxXvxjUqR/yqlNa2VgRXiU1hFegh/AK8CKUssFHgC50aTWvdscZyt5upzO8ndqxeKzBal6dWE7U75NXHZNHeJXUEF6BHsIrwItQygYfAbrQpdW8frH3h+7fdr1BuLPfP+FVvv7moEvdE6acpjQRvNZqXsFvNJEGyauOQSK8SmoIr0AP4RXgRShlg48AXejSal43P/Jf7lO73y7cmS68r5j+bveUqc+TxhC62Gpeoe8zlfbIq45JIrxKagivQA/hFeBFKGWDjwBd6NJqXmU+sNbpttUnvGcc+Gp3xrTXdOqmr9+3mldfIdSoM/KqUVhjQ0V4ldQQXoEewivAi1DKBh8ButCl1bwQ3uahWs1LmIJJl5JXHeNFeJXUEF6BHsIrwItQygYfAbrQpdW8ONKA8ArT2kyp1fVlBpDJgSC8SiwIr0AP4RXgRShlg48AXejSal58aA3hFaa1mVKr68sMIJMDQXiVWBBegR7CK8CLUMoGHwG60KXVvHgtGcIrTGszpVbXlxlAJgeC8CqxILwCPYRXgBehlA0+AnShS8t5DT34V+6ufbd2fXfKh9aOmnyCW3zwx7ruu1eFlvPq1T3XuV3yqmN6CK+SGsIr0EN4BXgRStngI0AXurScl/rBNUV4+dXCwqSidIyA5fVFTK0IILzK3EB4BXoIrwAvQikbfAToQpeW81KPNSjCa/G3rPmYLeclTMNkS8mrjtEivEpqCK9AD+EV4EUoZYOPAF3o0npen9t9sfvRI1/u6g67Fd4/nHqOe8n0d3bVZ6+LrOfV6/uvW/vkVbfE/HgRXiU1hFegh/AK8CKUssFHgC50aT0v5SlvN8I7zR3sFh/yMTc46WiBau9KrefVuzuvZ8vkVcfcEF4lNYRXoIfwCvAilLLBR4AudFmHvL778Kfdl0c2VL7LboTX6tnd7ObrkFfloBIuIK86hovwKqkhvAI9hFeAF6GUDT4CdKHLuuT1qZtf6W4+7rZKd1pVeJ/y6+PdK57yiUp99PviuuTVby5W+yMvq8m0GxfCq6SG8Ar0EF4BXoRSNvgI0IUu65DXA1d9yd13xeXu//+7O9y9Rz1c+m6rCO9j7jrA/T8fPsYdfu6r3CHPfWHpPvp9YR3y6jcTy/2Rl+V0Wo0N4VVSQ3gFegivAC9CKRt8BOhCl9bz2jt8j7tz7ZvG7vBbL/qNu+WUB0vdcVnhPfH6g90ZX3jcWJtHL/8nN2XwiFJ99Psi63n1m4f1/sjLekLNxofwKqkhvAI9hFeAF6GUDT4CdKFL63kNf2bIPbjlynF3eMMf73TfPWu44113Et4DRia5uVcd7k7+3oxxbR0893Q3+LLFHduPcYH1vGIwsdwneVlOhye8vUgH4RWoIrwCvAilbPARoAtdWs6r+HQ3f5u/O/xht+X0+9s+7W0nvP6p7twrD3OH3ndAU3pWn/JazkuYhsmWklcdo+UJr5IawivQQ3gFeBFK2eAjQBe6tJzXzq/9H7fza59te3defH/29AfdL5+0a7/zvUXh9ed0/+BnB7kn/fjglqKbdWb1LK/lvIRpmGwpedUxWoRXSQ3hfZTeli1b3PLlyxt/mjVrllu/fr0bHBxs/HnTpk1uaGio8b/nzZvnVq5c6QYGBhzCq0y9/teywfefudKj5bzu/se3uYfv+FXp2/Py+8Dhe92egX3uNzMfcl54H7fjQDdtZLI75L4pHSU339EBxzzeHfnm95Tuu18XWs6rXwzq1A951SmtbKwIr5Iawuuc87LrhTYvuRnU4vc2bPj9OzeXLFmC8CozL0ItG3wE6EKXVvNqd5yh7O12OsPbqR2Lxxqs5tWJ5UT9PnnVMXmEV0ltwgvv8PCwW7VqlbvgggvcnDlz9mPpBXf27Nlu0aJFje/lBXjz5s1u8kGHugULFigZUNsnAmzwfQIdqBuree257Sfung9eLN2lKrxHvO6dbtrxT5XGELrYal6h7zOV9sirjkkivEpqE154t27d6pYtW+Z27tw5xnHhwoWNJ7gjIyNu9erVbu7cuWPC669fs2aNW7Fihbv66qsRXmX29bmWDb7PwMXurOa1+6YfuN/+f+ulu1OF97H/71I3/aRnSmMIXWw1r9D3mUp75FXHJBFeJbUJL7z+ia0/o5udy/VPfJcuXerOPfdcd8455zSE1z/d9dLrv4rCOzrtIDd//nwlA2r7RGDv3r2NnqZMmdKnHulGIWA1rwe/8Tn34Lc+r9xa4wyv8nXwGS92B7/gJUoTwWut5hX8RhNpkLzqF+SBBx5Sv0EbGjHCWxBen40XYC/Cb33rW9173/vetk94vfCeffbZhiJlKK0I+A1+dHTUTZ06FUg1IGA1rwe/+Tm361v/IRFUhfegM/7cHfx8e8LL+pKmRV+Lra6vvkKoWWfTph1asxHbGu6EF17/xHbjxo2Nc7z5tzJs27atcayBM7y2JqwyGn6Ep9Drf63VvDjS0HwuWM2r/zO3Hj2SVz1yGj9KjjQoqU144c3O6c6cObMhuNmRhsWLFzee7PKWBmV62aplg7eVR6fRWM2LD60hvJ3mbh2+b3V91YFdvDEivAr7CS+8Hl4mudu3b2+w9LKbvZXB/5n38CpTzE4tG7ydLMqMxGpevJYM4S0zf61fY3V9WecWd3wIr8If4RXo8YsnBHgRStngI0AXurSc193/sMw9fOe2ru9OOcN7wNGz3ZF/v67rvntVaDmvXt1zndslrzqmh/AqqSG8Aj2EV4AXoZQNPgJ0oUvLeZX51cLtbl0RXn61sDCpKB0jYHl9EVMrAgivMjcQXoEewivAi1DKBh8ButCl5bzUYw2K8Fr8LWs+Zst5CdMw2VLyqmO0CK+SGsIr0EN4BXgRStngI0AXurSe1/BnhtyDW67s6g67Fd6D557uBl+2uKs+e11kPa9e33/d2ievuiXmx4vwKqkhvAI9hFeAF6GUDT4CdKFL63kpT3m7Ed7JAwe5I//+PW7K4BEC1d6VWs+rd3dez5bJq465IbxKagivQA/hFeBFKGWDjwBd6LIOeT1w1ZfcfVdcXvkuuxFeq2d3s5uvQ16Vg0q4gLzqGC7Cq6SG8Ar0EF4BXoRSNvgI0IUu65LXXR9+k3vklnsq3WlV4Z164hHuqL/7p0p99PviuuTVby5W+yMvq8m0GxfCq6SG8Ar0EF4BXoRSNvgI0IUu65DXA3d8we287SNu37cHnNs5ufTdVhLeGfvc5D8dcTOOf4075JgXle6j3xfWIa9+M7HcH3lZTqfV2BBeJTWEV6CH8ArwIpSywUeALnRpPa+9e3a4u3/wmrE73Hfdgc5tn1rqjksL76xH3ORTHxpr88hnfsRNmTazVB/9vsh6Xv3mYb0/8rKeULPxIbxKagivQA/hFeBFKGWDjwBd6NJ6XsO3/KPbffc3x9/hbVPdvhs7/6XUUXgPGHWTn/Swc8c/Mq796Uc+3w2e+GaBau9KrefVuzuvZ8vkVcfcOu8tdbyrfo0Z4RVII7wCvAilbPARoAtdWs6r+HR33G3unuT2/fSAtk972wqvf6r75Iedmz7alJ7Vp7yW8xKmYbKl5FXHaBFeJTWEV6CH8ArwIpSywUeALnRpOa/fbfuU8//X9suL76+mOHfX1P3O9+4nvDP2OXfUI27y4/e2FN2sL6tneS3nJUzDZEvJq47RIrxKaiaEd3h42K1atcpdcMEFbs6cOcr99LUW4e0rbrkzNngZYV8bsJzXPdctcQ8/+IvyPHZPcm7XZOcenuT23eecF97JhzvnDhh17qB9HSU339EBBz/BHXHqhvJ99+lKy3n1CUGtuiGvWsX16GARXiU1hFegh/AK8CKUssFHgC50aTWvtscZSt5vxzO8HdqxeKzBal4lI5lwl5FXHSNHeJXUTAivv4ENGza45zznOW7u3LnK/fS1FuHtK265MzZ4GWFfG7Ca10P33+B+c8NFEgtVeB938iXuwMNOlsYQuthqXqHvM5X2yKuOSSK8SmpmhHfr1q3u3//9391b3vIWNzAwoNxT32oR3r6hDtIRG3wQjH1rxGpeI7/9nrv35ndJHFThfcxT3uEGHvvH0hhCF1vNK/R9ptIeedUxSYRXSc2E8PozvEuXLnXbt29vei+zZs1y69evd4ODg8q9Bq9FeIMj7WmDbPA9xRu8cat5lfrAWgcaqvAeOvsVzv+fpS+reVliZGks5GUpjbJjQXjLkmp2nQnhVW4gZi3CG5N+9b7Z4Kszi1lhNS+Et/mssJpXzDlsuW/yspxOq7EhvEpqCK9AD+EV4EUoZYOPAF3o0mpeHGlAeIVpbabU6voyA8jkQBBeJRaEV6CH8ArwIpSywUeALnRpNS8+tIbwCtPaTKnV9WUGkMmBILxKLFGFNzu7+/KXv7zxgTXO8CpRUtuJABt8J0K2vm81L15LhvDaWindjcbq+urubiZKFcKrJB1VeJWBW6jlCa+FFMqPgQ2+PCsLV1rO657rLnAPP/jLrjEpH1o74OA/cEecFSANyQAAIABJREFUurHrvntVaDmvXt1zndslrzqmh/AqqZkS3i1btrjly5ePu5+1a9eafTcvwqtMvf7XssH3n7nSo+W81A+uKcLLrxZWZhW1GQHL64uUWhFAeJW5YUZ4vewODQ2Ne/2YfzfvsmXL3HnnnecWLVqk3GdPahHenmDtWaNs8D1D25OGLeelHmtQhNfib1nzE8ByXj2ZoDVvlLzqGCDCq6RmQnhHRkbc6tWrG1Jb/E1rXoQ3bdrkVq5cae4XUiC8ytTrfy0bfP+ZKz1az2v4ln90u+/+Zle32K3wTj/y+W7wxDd31Wevi6zn1ev7r1v75FW3xPx4EV4lNRPC6z+8tmrVKnfBBRe4OXPmjLsf/5R348aNje/ziyeUqKllg6/XHLCel/KUtxvhnTTlYDfztA1uyrSZJoO0npdJaBEHRV4R4XfdNcLbNTrnnAnh5QmvEiG1ZQmwwZclZeO6OuT1wB1fcDtv+0hlYN0Ir9Wzu9nN1yGvykElXEBedQwX4VVSMyG8/gb8sYUrrriCM7xKmtS2JcAGX68JUpe8hn+42u3e9YNKcKsK7/SDnukGT1tZqY9+X1yXvPrNxWp/5GU1mXbjQniV1MwIr78J3tKgREltJwJs8J0I2fp+HfIavetut/dX2929D1/mHnF3lwZYRXinuiPdYw443015/Cw36agjS/fR7wvrkFe/mVjuj7wsp9NqbAivkpop4VVuJEYtH1qLQb37Ptngu2cXo9J8Xnseco/86MdjaHbu/Q83su/6UqjKCu/A5FPcjCl/Ptbm1D98unPTbP6lZz6vUslMnIvIq45Z21z7dSGJ8ApJIbwCvAilbPARoAtdWs9r39ZfuH2/+e24O9y97/vud3u/0vGuOwnvJDfgDpnyPDd98h+Na2vy4x7rJs95Qsf2Y1xgPa8YTCz3SV6W0+EJby/SQXgFqgivAC9CKRt8BOhCl6bzKjzdzd/mPnefe2Dvf7V92ttOeP1TXS+7k93hTelZfcprOi9hHqZaSl51TJYnvEpqJoTXv5Zs6dKl7pRTTnFLlixR7qevtQhvX3HLnbHBywj72oDlvPb9+g637/Y72vLw4rtr74/cQ/t+tt/53qLw+nO6B05+kjtoyh+2FN2sM6tneS3n1deJW5POyKsmQY0bJsKrpGZCeP0NFD+wNm/ePJO/bCIPG+FVpl7/a9ng+89c6dFyXntv+Ikb3bWr9O15+d07er8bHR1xD43e6bzwHjjpaDdp0oCbMumwjpKb72jSQQe5KSc/tXTf/brQcl79YlCnfsirTmllY0V4ldTMCG/xJvxryvyvGvZfs2bNGve6MuWGQ9YivCFp9r4tNvjeMw7Zg9m82hxnKHv/nc7wdmrH4rEGs3l1gjlBv09edQwe4VVSMyu8GzZscJs3b0Z4lXSpHUeADb5eE8JqXqO/+53b+5OfSTBV4Z3y1Ce5SYceKo0hdLHVvELfZyrtkVcdk0R4ldTMCG/+ia6/IY40KLFS24wAG3y95oXVvEaH73N7f36rBFMW3iee4CYNNv9QmzQwodhqXsItJV1KXnWMF+FVUjMhvHxoTYmQ2rIE2ODLkrJxndW8ynxgrRNBVXgnH3uMm3zcMZ266ev3rebVVwg16oy8ahTW2FARXiU1E8Kr3EDMWn+G97A9e9yCBQtiDoO+SxJggy8JyshlVvMKIbx7jz5aoozwSvgods5ZXV+E05oAuqvNDhPCmz3h3b59e9O7sfyhNYRXm4D9rGaD7ydtvS+reYU40qAK7xSONOgTbIK3YHV9TfBY2t4+wqvNDhPC2+oWRkZG3Pvf/3738pe/3M2ZM0e70x5U84S3B1B72CQbfA/h9qBpq3mF+NCaLLx8aK0HM25iNWl1fU2sFKrdLcJbjVfxatPC6wfrP8y2bds2k7+QAuHVJl+/q9ng+01c689sXgFeS6YKL68l0+YW1RxpqOMcQHi11MwL79atW93GjRvdqlWr3ODgoHa3gasR3sBAe9ycWYHq8X3XtXnLeVX9xRPFDBTh5RdP1HVG2xq35fVli5Sd0SC8WhYIr8AP4RXgRShlg48AXejScl7qB9cU4eVXCwuTitIxApbXFzE1J4DwajPDvPD6X0Dhv5YsWaLdaQ+qEd4eQO1hk2zwPYTbg6ZN5yUea1CE1+JxBh+/6bx6MD/r3iR51S9BhFfLzITwtntLg+VfQIHwapOv39Vs8P0mrvVnPa99W3/h9v3mt13dZLfCO/lxj3WT5zyhqz57XWQ9r17ff93aJ6+6JeYcwqtlZkJ4tVuIV43wxmPfTc9s8N1Qi1djPi/hKW9Xwjtlipt68knOTbP51575vOJNZZM9k5fJWNoOyubKrw9HhFfICuEV4EUoZYOPAF3osg55jd51t9v7q+bvD293690Ir9Wzu9l91iEvYTomV0pe9YsU4dUyMyW8W7ZsccuXLx93R2vXrnVz587V7rJH1Qhvj8D2qFk2+B6B7VGzdcmrm6MNVYXX8lEGhLdHC6DHzdZlffUYQ62aR3i1uMwIr5fdoaEht379+rHXj/lXki1btsydd955btGiRdqd9qAa4e0B1B42yQbfQ7g9aLpOeVV9TVkV4bX6GrJi5HXKqwfTtXZNklftIuMMrxiZCeH1v1Ft9erVDaktPs31Iux/+cTKlSvdwMCAeLthyxHesDx73RobfK8Jh22/bnlVedJbVnjr8GSXJ7xh532/Wqvb+uoXF8v98IRXS8eE8Pq3NPhfLHHBBRfs9yuE+cUTWsBU/w8BNvh6zYY65lX2TG9H4Z0yxU057hg36agjaxNaHfOqDdweDJS8egC1x00ivBpgE8LLE14tRKrLEWCDL8fJylW1zWvPQ27fr29v+8qydsLbeKp73LFm38bQan7UNi8rE77P4yCvPgMP0B3Cq0E0Ibz+FvyxhSuuuIIzvFqeVLchwAZfr+lR+7y8+N7zGzc6fJ8b3bVrHPyi8PpzupMGD3eTj3hc7UQ3u7Ha51Wv5SGPlrxkhH1vAOHVkJsRXn8bvKVBC5Pq9gTY4Os1Q5LKa89DbvShPc49steNPrjLeeGddPBBzk2d4iYdOK22kpufUUnlVa+l0tVoyasrbFGLEF4Nvynh1W6l/9V8aK3/zJUe2eAVev2vTTmvjmd4+49b7jHlvGQ4BhsgL4OhdBgSwqtlZkJ4N2zY4DZv3ty4k4ULF7olS5Zod9WnaoS3T6ADdcMGHwhkn5pJOS+Et0+TiG5aEkh5faUaO8KrJRtdeP3ZXX+UIXvtmJff2bNnm3zvbhE1wqtNvn5Xs8H3m7jWX8p5Ibza3KBaJ5Dy+tLp2GwB4dVyiSq8zd7OYPk1ZAivNtliV7PBx06gWv8p54XwVpsLXB2eQMrrKzwtGy0ivFoOUYW32ft3272TV7vV8NU84Q3PtJctssH3km74tlPOC+ENP19osRqBlNdXNRL1uRrh1bIyKbxLly51ixcv3u+3rmm3Gr4a4Q3PtJctssH3km74tlPOC+ENP19osRqBlNdXNRL1uRrh1bJCeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCiS68/mnu9u3b297FrFmzxv1CCu2Ww1UjvOFY9qMlNvh+UA7XR8p5Ibzh5gktdUcg5fXVHRH7VQivllFU4dWGHr8a4Y2fQZURsMFXoRX/2pTzQnjjz6+JPoKU11eq2SK8WrIIr8AP4RXgRShlg48AXegy5bwQXmFiUBqEQMrrKwggg40gvFooCK/AD+EV4EUoZYOPAF3oMuW8EF5hYlAahEDK6ysIIIONILxaKAivwA/hFeBFKGWDjwBd6DLlvBBeYWJQGoRAyusrCCCDjSC8WigIr8AP4RXgRShlg48AXegy5bwQXmFiUBqEQMrrKwggg40gvFooCK/AD+EV4EUoZYOPAF3oMuW8EF5hYlAahEDK6ysIIIONILxaKAivwA/hFeBFKGWDjwBd6DLlvBBeYWJQGoRAyusrCCCDjSC8WigIr8AP4RXgRShlg48AXegy5bwQXmFiUBqEQMrrKwggg40gvFooCK/AD+EV4EUoZYOPAF3oMuW8EF5hYlAahEDK6ysIIIONILxaKAivwA/hFeBFKGWDjwBd6DLlvBBeYWJQGoRAyusrCCCDjSC8WigIr8AP4RXgRShlg48AXegy5bwQXmFiUBqEQMrrKwggg40gvFooCK/AD+EV4EUoZYOPAF3oMuW8EF5hYlAahEDK6ysIIIONILxaKAhvjt/IyIhbvXp147+sXLnSDQwMNP73pk2b3NDQUON/z5s3b+x7/RTea2+4wX3w4x93697xDjd42GFa6hWrh++/3y1717vc6847zz3j5JMrVnd3+T999KNux29/6y564xvdwLRp3TVSqGKDD4Kxb42knJc14b12yxb3oaEh9+71693g4GCpjC/dsKFx3RuWLGn8/3Z5+b117erVbss117i58+a55bn9tVRnwkVZ3zNnzhwbq9BcMqUpr69kQircCMKrJYvwPsovk91rrrlmnNRu2bKlIbvrH/2LYMOjm/ySJUtcVeHNxHH7nXeOpfbMU04pJXUTTXg9IC+9s445xr34z/5Mm+WPVrPBB8HYt0ZSzqtb4R0eHnZvX7rU/Xr79qY5nL94sXvRokWVM+q18H5h0ybn++in6GYQfN/bt21DdnkAUHldWCtAeLVEEN5H+XmRnT17duNPXnKzJ7zZf1/06F8ieQHevHmzO2zPHrdgwYKOKYzs2eMu+cAHGk9I8wL3L5/+tPvTZz3LzXn84zu2EeuCGE94e3GvKQtUL3jFbjPlvLoV3nwmmfy+dvFi94y5c2PH1fYJb/FpcPTBMoC2eYHHJgGEV8sF4XXO5Z/a+uMLmfB6tP6Iw9y5c10mvFu3bnVr1qxxK1ascFdffXVp4d36q1+5tZde6pa/4Q0t5dY/0fRfb/rrv278f/9U9/Nf/WrjCfBNP//52JGG//r+9xvfy/+4P1/r//eDu3a5B3fvdj+4/vrGUQQv2b4tfyzCf3V6suzHu/w973E7H3hgbIZd8ta3jh1pKNuWv86P9eDp0923v/e9RltZO5lIn/HsZ7vPf+Urje+tfdvbGnxatV8c14LnP3+MV6elkLJAdbr3On4/5bx6Jbz5owM+8/wTXy+dDz74YOP//NGCGTNmuEvWrXPHz5nTePqaP9JQvLbZk+O8xN62dWvjyMLzzjjDferRPeaFCxc2nqr66760efPYFMza8k9eL3v0qFj+mINv691r1rjnn3mm+9hHP+qOmzWr8WTYt//0U04Za8vXvPwv/9Ktfuc73c6dO/c7KlF8Gn7x2rUm/mFgZS2mvL6sMA49DoRXIzrhhdcL7rZt25w/ouC/mgmvl10vvf6rKLyH7Nrl5s+f3zEFL3cXvfe97qgjjnDLXve6pudShz72sUY7i//qrxr//4c33ug2f+Mbjet/csst7iOf/nRDFhtiODTkXvfKV7rjZ892vu38n307V197rbv4LW9pfN9/XfH1r7svf/vbjXp/BthfM+voo925Z56539izsZ7zp3/a+H7259f8xV+40572tEpt+X4//OlPu1VvfnOj1t9T/j6aMWk11rOe+1y37oMfdAtf8IJGW/6p+X987Wvuz886q9Q537179zbudcqUKR3z4oL4BFLOK4Tw3jc87Fa8/e3u1a99rTv1Gc9wXnbft3ate9zMme51b3iD899/zyWXOP8E+AnHH+8+eOml7ur//m/3vy+5pPHnzV/4gvvRtde6C5cvdzffdJP7lw99yK1597vd4YOD+13bbDb49vyX7+sXt93m/tdFF7lnPfvZ7vVvelOj7/zY8tf6muuuvXa//n6zY0djLHfecUejrWf/yZ802vZfWXtPe/rTx+7Nt3/UUUc1akZ27x7XX3b9/AUL3MIXvagxPi/0b7voosb98eVcyusr1XwPORDlVbKd8MLrn+76ownFL//htLe+9a3uve99b9snvF54zz777FIZeHFc8b73uV/fddfY9V4iz33BCxp//udHn4y8/rzzGn++7qab3BVeeM8/3918660NUVxz4YUNYfXXHueF9QUvGHed/4BXsR0vhusuu8ydetJJY33l2y5+KMx/L99XNm4/1qeccEKltvz4fXv+Hnw/+bb+4LjjGjx8u35s/qvdWF/7ile41Rs3uvlexB9lVgr8oxf5DX50dNRNnTq1ShnXRiKQcl6hhHfl8uXub73wnnZaQ+rWv+c9bunb3tYQWv912aWXNp6QLnjRixr/23+d/6hEXvfDH7ovfuEL7sK3v93d/JOfuH/90Ifc6rVrG0JYvLbZFMhfk/X95gsvdCeceOLv5fvd727068dWbK/45/zYfV/F+/ACm7/XrH3ftu+j+Gd/b/n7KY4n0pQ21W3K68sU6ICDOTTQB7gDDqlWTU144S2mlX/C69/SEOoMb7NZ0TiW8N73jv2Iv+yRBi+8+eMOH/7Up8Z9uKvYTnZ+2B9vyH+1OtaQbzuT1OwtDSc98YmNs8hl28qONGTHL7Kx+CMW/ulz8e0PncZ6+113jTtqkT9m0Wnl8SO8ToRsfT/lvEIIb/EMrz8KcNGyZY0f7+e/siMExXO0/hiDP1bgjwvcdOON+x1p8G1kb2BoNjOaHWnwsv3kpzylIaD+CIL/AJ0/X1zs2/951uzZYx+w8/dyyapVbvEFFzS68kca3r5iReO4hf8q3mvWvm/b91H8s7+3dy5fvt+wOdbwP0hSXl+2drJwo+H5rsYS4S3wKwpvyLc0FKMqfpCtivD6J6X+aecrX/zixnnXt7zmNWOvK2slvF4yy7xWrPhGiPyH1jLhLdtWUXjzbbUT3jLtV31zBRu8tln0uzrlvHolvEMbN7qLVq1q+moxa8KbF+rs3K6X3FDCm8l89nrJfs9f6/2lvL6ss+92fAhvt+R+X4fwdhBe/+0Q7+H1H7b6P1/8onvzq189dt60+EG2vBz6fv2TVP9V/NBa9h5ef/1/fe97jSel2Qfd/PVF4fX/zV/7xW98Y+w9vl62P/ef/+leMn/+fudfi29lKD6JrtJWUXjzf949MtL0/b6t2n/+s57lvvW977lXvOhFDS4Ir7b4rVen/BdyL4S32ftmvUhuvfVWd9bZZ+/3lDXmE17ftz9vnH1ozsv4jh07Gk+b77j9dvkJb/ZEeMG55449RfZ9+i8Lb7SwsPZSXl8W+PZiDAivRhXhFfhVeQ9vsx/VzzjkkLG3Evhh5K/x33vx2Wc3zu62Et7sjQVve/3rxz25bSa8mfRmb2nwf87e3tAMQSa5/nv+6MNdO3aM+8UT+bcotGureJ3/oFz2yzPave6sWfvzn/e8cccpivw6RckG34mQre+nnFcvhLexh+R+wYP/c/5NDJae8PqxdXpLg3KkwbdffEuDP8tc5Rdr2FoN4UeT8voKT8tGiwivlgPCK/CrIrxCN7UuLT7hjXkzbPAx6VfvO+W8QghvdaK9rUg5r96Si9M6ecXhrvSK8Cr0ONIg0UN4O+NDeDsz4ormBFL+CxnhZdbHJpDy+orNtlf9I7waWZ7wCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL5nN775AAAZU0lEQVSCADLYCMKrhYLwCvwQXgFehFI2+AjQhS5TzgvhFSYGpUEIpLy+ggAy2AjCq4WC8Ar8EF4BXoRSNvgI0IUuU84L4RUmBqVBCKS8voIAMtgIwquFgvAK/BBeAV6EUjb4CNCFLlPOC+EVJgalQQikvL6CADLYCMKrhTLhhXdkZMStXr3aXXPNNWMk165d6+bOnTv2502bNrmhoaHGn+fNm+dWrlzpBgYGHMKrTb5+V7PB95u41l/KeSG82tygWieQ8vrS6dhsAeHVcpnwwjs8POwuv/xyd/755zckdsuWLc4L77p169ycOXMaf/ayu379ejc4OOg2bNjQIL5kyRKEV5t7fa9mg+87cqnDlPNCeKWpQXEAAimvrwB4TDaB8GqxTHjhLeLzArx06VK3ePHixlNeL7izZ892ixYtalyaF+DNmze7w/bscQsWLNBSoLovBNjg+4I5WCcp54XwBpsmNNQlgZTXV5dIzJchvFpECG+B39atW92aNWvcihUr3LHHHts47uDFNxPe/PevvvpqhFebf32tZoPvK265s5TzQnjl6UEDIoGU15eIxmw5wqtFg/Dm+GXneTPBzf7sZTc701sU3kN27XLz58/XUqC6LwT27t3b6GfKlCl96Y9ONAIp55Wi8KaclzaTbVaTl81c2o3qkANRXiU1hPdRepnczpw5s3E+138VBdj/t2bCe/bZZysZUNsnAn6DHx0ddVOnTu1Tj3SjEEg5r1SFl/WlzPj+1qa8vvpLsn+9HTptWv86S7AnhDcntnnZzbLmDG86s54f4dUry5TzSlF4U86rXiun3GjJqxwnS1fxfFdLY8ILb7OnuHmkvKVBm2CWqtngLaXReSwp54Xwds6fK3pLIOX11Vty8VpHeDX2E154/RGFZcuWuZ07d44juXDhwrGjDbyHV5tkVqrZ4K0kUW4cKeeF8JabA1zVOwIpr6/eUYvbMsKr8Z/wwqvg4xdPKPT6X8sG33/mSo8p54XwKjOD2hAEUl5fIfhYbAPh1VJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4BX4IrwAvQikbfAToQpcp54XwChOD0iAEUl5fQQAZbATh1UJBeAV+CK8AL0IpG3wE6EKXKeeF8AoTg9IgBFJeX0EAGWwE4dVCQXgFfgivAC9CKRt8BOhClynnhfAKE4PSIARSXl9BABlsBOHVQkF4S/DbtGmTGxoaalw5b948t3LlSjcwMOAQ3hLwDF3CBm8ojBJDSTkvhLfEBOCSnhJIeX31FFzExhFeDT7C24Hfli1bGrK7fv16Nzg46DZs2NCoWLJkCcKrzb2+V7PB9x251GHKeSG80tSgOACBlNdXADwmm0B4tVgQ3g78vODOnj3bLVq0qHFlXoA3b97sDtuzxy1YsEBLgeq+EGCD7wvmYJ2knBfCG2ya0FCXBFJeX10iMV+G8GoRIbxt+I2MjLjVq1e7uXPnjgnv1q1b3Zo1a9yKFSvc1VdfjfBq86+v1WzwfcUtd5ZyXgivPD1oQCSQ8voS0ZgtR3i1aBDeEsLrn+566fVfReHdceON7olPfKKWAtV9IbB3795GP1OmTOlLf3SiEUg5rxSFN+W8tJlss5q8bObSblQvfuEL6zdoQyNGeEsIb6snvHPmzHGXX365oTgZCgQgAAEIQAACKRJ41ateleJt9e2eEN4OqNud4fUfYuMLAhCAAAQgAAEIQMA2AYS3Qz7t3tJgO1pGBwEIQAACEIAABCDgCSC8JeZBq/fwlijlEghAAAIQgAAEIACByAQQ3i4DQIK7BNeHMv9Ufvny5WM95X9ZiP+P2ds3rrnmmsY1ixcvHnsLRx+GRxdtCGTZrV27duyDouRlb8q0y4S87OXlj+b512j6r1mzZo29V5790E5Ww8PDbtWqVe6CCy5w/vNB+a92vuHrli5d6rZv394oye+ddu7OxkgQ3i5y4JhDF9D6WOI3B7+p+w8bZn/5zpw5s/HLQvxX/peHZJuFl97sTRx9HCpd5Qjk/6GS37TJy9Y0afa6xvwIyctWXn4/9Gsr+w2hxT+TV9y88v9AnDFjhlu3bt044W3nG8W1mH+LVFGa496ljd4R3i5y4INsXUCLWJLf4Hfv3r3fv6LzG37EYU7orv1GvXHjxsY/Svx7rrN/gDR76kFecaeKX0/btm0b+wdkfjTkFTebZr0X10teoPz1xaeKrK84GbZ6wtvON+69997Gvukz9B+i7/SP0Th3ZqdXhLdiFp1+GQX/qqoItA+X5zfwZv8CLj7x6MOQ6CJHIJ/JYx7zmMaP5zLhJS97UyX/43E/uvxTKfKyl5fPZNmyZe70009v/CMlL1DkZSevZsLbyTd8zdDQ0LgjKvyDpXWmCG/F+Z5NwFa/jALhrQi0x5cXfxyUPUnM/kXsu0d4exxCm+aLm3zxiAl5xcumWc/N9j+/fq644orGX7rFJ06sr/j5ZZn97ne/czfffPO4M7ysr/j5ZCNoJ7ytfMPX+PWXHVfxbSG8CG+wWd3pX1wIbzDUckNedv1Z0PyZKJ5oyFiDNpA9fdq5c+d+7frs/I/psl/lna0t/oESNIJKjTUT3vw/UsirEs6+XFz8kXjxHyisr77E0LETnvB2RCRfwBPeLhByhrcLaH0uaSa7fgicMexzEBW7Kz7hJa+KAPtweXH/y2fkj6RwJrQPIZTsotNPJMmrJMg+XMYZ3t5DRni7YMxbGrqA1seSYj7FrvlUch/DqNhVs7dmkFdFiD2+vPiPST7132PgYvN+/ezYsWPcWxqyIyj+iTzrSwQcqLyV8PKWhkCA+cUT3YPkPbzds+t1ZfFDNb6//AdreE9orxPovv1mwkte3fPsVWV+/+O9rr2iHKbd4vohrzBcQ7VSzMe3W3x3PO/hDUObJ7xhONIKBCAAAQhAAAIQgIBRAgiv0WAYFgQgAAEIQAACEIBAGAIIbxiOtAIBCEAAAhCAAAQgYJQAwms0GIYFAQhAAAIQgAAEIBCGAMIbhiOtQAACEIAABCAAAQgYJYDwGg2GYUEAAhCAAAQgAAEIhCGA8IbhSCsQgAAEIAABCEAAAkYJILxGg2FYEIAABCAAAQhAAAJhCCC8YTjSCgQgAAEIQAACEICAUQIIr9FgGBYEIAABCEAAAhCAQBgCCG8YjrQCAQhAAAIQgAAEIGCUAMJrNBiGBQEIQAACEIAABCAQhgDCG4YjrUAAAhCAAAQgAAEIGCWA8BoNhmFBAAIQgAAEIAABCIQhgPCG4UgrEIAABCAAAQhAAAJGCSC8RoNhWBCAAAQgAAEIQAACYQggvGE40goEIAABCEAAAhCAgFECCK/RYBgWBCAAAQhAAAIQgEAYAghvGI60AgEIQAACEIAABCBglADCazQYhgUBCEAAAhCAAAQgEIYAwhuGI61AAAIQgAAEIAABCBglgPAaDYZhQQACEIAABCAAAQiEIYDwhuFIKxCAAAQgAAEIQAACRgkgvEaDYVgQgAAEIAABCEAAAmEIILxhONIKBCAAAQhAAAIQgIBRAgiv0WAYFgQgAAEIQAACEIBAGAIIbxiOtAIBCEAAAhCAAAQgYJQAwms0GIYFAQhAAAIQgAAEIBCGAMIbhiOtQAACE4jApk2b3NDQUOOO58+f7+699143d+5ct2jRoglEgVuFAAQgUB8CCG99smKkEIBAIAJ5YfVNLl68uLSsbt261a1Zs8atWLHCzZkzx42MjLjVq1cjvIGyoRkIQAACvSCA8PaCKm1CAALmCWzZssWtXbvWrVu3riGuZb98nRfmlStXuoGBAYS3LDiugwAEIBCRAMIbET5dQwAC8Qg0E14vsv6/+2MKF198cWNwM2bMGJNi/73ly5ePDdp/zz/d/cQnPjH2hLfVE98NGzY06pYsWTJW7//b5s2b9+sn38a2bdvGrpk3b96YaGeNFJ9WL1y4cKwP/zR62bJlbufOnY3L89+LR56eIQABCPSfAMLbf+b0CAEIGCDQSnj92dy8GHop3bFjx5hoZlLc6glvWeEtCnB+PMcee2xDpK+55prGU2h/Pnh4eNgtXbrUnXvuuWPHL/xYrrjiCrd+/Xo3ODjYeNr82c9+1r30pS91t99+e9OjFzNnzhwn3QaiYAgQgAAEek4A4e05YjqAAAQsEmj3hDeTWT9uf52X4EwqQwivf/K6ceNGt2rVqoao+q+8KJ9zzjlNzwXnJTkTYH/+2Atx8ctfO3v27HFnk4v3YjEXxgQBCECgFwQQ3l5QpU0IQMA8gZjCWzwakYflBbaM8DaT5qydTJ79E+Li16xZs8bk3XxIDBACEIBAIAIIbyCQNAMBCNSLQGzhzT81LpIrcyyijPDyqrR6zUlGCwEI9I4Awts7trQMAQgYJhBTeIuvNutGeMscafDt5j8kZzgOhgYBCECgpwQQ3p7ipXEIQMAqgV4Jr7/f4gfdsiMM2Yfhsie4d95557jjBf58sD9y8LSnPa3jGd6sn+uvv77ph9ZuvPHGxhsl8u8Y9pJ8+eWXu/PPP7/xSjW+IAABCEwUAgjvREma+4QABMYItPrFE8UPpPmCqh9a8zXFM7RedLOvVq8l89/PztdOnz69lPBm0pu92sz/ud1ryfz3q/ySDaYMBCAAgVQIILz/t906KAIAACAg2L+1AhLcbATLQ6VJOQgQIECAAAECBK6Aw2sYBAgQIECAAAECaQGHN12vcAQIECBAgAABAg6vDRAgQIAAAQIECKQFHN50vcIRIECAAAECBAg4vDZAgAABAgQIECCQFnB40/UKR4AAAQIECBAg4PDaAAECBAgQIECAQFrA4U3XKxwBAgQIECBAgIDDawMECBAgQIAAAQJpAYc3Xa9wBAgQIECAAAECDq8NECBAgAABAgQIpAUc3nS9whEgQIAAAQIECDi8NkCAAAECBAgQIJAWcHjT9QpHgAABAgQIECDg8NoAAQIECBAgQIBAWsDhTdcrHAECBAgQIECAgMNrAwQIECBAgAABAmkBhzddr3AECBAgQIAAAQIOrw0QIECAAAECBAikBRzedL3CESBAgAABAgQIOLw2QIAAAQIECBAgkBZweNP1CkeAAAECBAgQIODw2gABAgQIECBAgEBawOFN1yscAQIECBAgQICAw2sDBAgQIECAAAECaQGHN12vcAQIECBAgAABAg6vDRAgQIAAAQIECKQFBtLAEpkbiPEgAAAAAElFTkSuQmCC"> 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</div> |
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<p><span style="display: inline-block; width: 15px; height: 15px; border-radius: 50%; background-color: #fababe;"></span> <b>Adetem</b>: Pouvoir:50% Influence:50%</p> |
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<p><span style="display: inline-block; width: 15px; height: 15px; border-radius: 50%; background-color: #deb421;"></span> <b>Bordeaux technowest</b>: Pouvoir:55% Influence:50%</p> |
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<p><span style="display: inline-block; width: 15px; height: 15px; border-radius: 50%; background-color: #dc532d;"></span> <b>Digital aquitaine</b>: Pouvoir:60% Influence:50%</p> |
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<p><span style="display: inline-block; width: 15px; height: 15px; border-radius: 50%; background-color: #5cee06;"></span> <b>La french tech bordeaux</b>: Pouvoir:65% Influence:50%</p> |
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<p><span style="display: inline-block; width: 15px; height: 15px; border-radius: 50%; background-color: #15f50b;"></span> <b>Le hub france ia</b>: Pouvoir:70% Influence:50%</p> |
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<p><span style="display: inline-block; width: 15px; height: 15px; border-radius: 50%; background-color: #b7b497;"></span> <b>Le mouvement impact france</b>: Pouvoir:75% Influence:50%</p> |
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<p><span style="display: inline-block; width: 15px; height: 15px; border-radius: 50%; background-color: #84689a;"></span> <b>Vivexalto</b>: Pouvoir:80% Influence:50%</p> |
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<div class="page-break"></div> |
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<h2>RESUME</h2> |
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<p>Dans cette conversation, nous avons établi une cartographie des parties prenantes pour la marque bziiit, en indiquant le pouvoir et l'influence de chaque partie prenante. Les parties prenantes identifiées sont Adetem, Bordeaux Technowest, Digital Aquitaine, La French Tech Bordeaux, Le Hub France IA, Le Mouvement Impact France et Vivexalto. Chaque partie prenante a été catégorisée selon le modèle de gestion des parties prenantes basé sur leur pouvoir et leur influence. La question actuelle demande un résumé de cette conversation.</p> |
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<hr /> |
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<hr /> |
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<div class="page-break"></div> |
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<h2>Historique de la Conversation</h2> |
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<h3>AI:</h3> |
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<p>Salut, voici votre cartographie des parties prenantes. Que puis-je faire pour vous?</p> |
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<hr /> |
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<div class="page-break"></div> |
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<h2>Emission de CO2</h2> |
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<table border="1" class="dataframe"> |
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<thead> |
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<tr style="text-align: right;"> |
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<th></th> |
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<th>CodeCarbon (Cumulative)</th> |
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<th>EcoLogits (par requete)</th> |
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<th>EcoLogits (Cumulative)</th> |
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<th>Consommation Totale</th> |
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</tr> |
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</thead> |
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<tbody> |
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<tr> |
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<th>Collecte de Documents et scrapping</th> |
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<td>4.23</td> |
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<td>0.00</td> |
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<td>0.00</td> |
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<td>4.23</td> |
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</tr> |
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<tr> |
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<th>Extraction des parties prenantes</th> |
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<td>4.24</td> |
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<td>1.68</td> |
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<td>1.68</td> |
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<td>5.92</td> |
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</tr> |
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<tr> |
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<th>Sauvegarde de la cartographie</th> |
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<td>0.00</td> |
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<td>0.00</td> |
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<td>0.00</td> |
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<td>0.00</td> |
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</tr> |
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<tr> |
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<th>Dialogue avec ChatBot IA</th> |
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<td>0.00</td> |
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<td>0.00</td> |
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<td>0.00</td> |
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<td>0.00</td> |
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</tr> |
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<tr> |
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<th>Téléchargement Cartographie</th> |
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<td>0.00</td> |
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<td>0.00</td> |
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<td>0.00</td> |
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<td>0.00</td> |
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</tr> |
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</tbody> |
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</table> |
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<div class="page-break"></div> |
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<h2>Votre consommation Carbone</h2> |
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<img src='data:image/svg+xml;base64,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' alt='svg' width='15' height='15' style='margin-left: 10px;'> |
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<br> |
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<div style='text-align: center; margin-bottom: 10px;'><b>5.954</b> g eq. CO2</div><p>Dont :</p><p>- Empreinte serveur (via CodeCarbon) : <b>4.272</b> g eq. CO2 (71.75%)</p><p>- Empreinte IA (via EcoLogits) : <b>1.682</b> g eq. CO2 (28.25%)</p><h2>Votre équivalence</h2> |
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<br> |
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<p>Powered by <b>ADEME</b></p> |
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<a href='https://www.ademe.fr' target='_blank'><img src='https://www.ademe.fr/wp-content/uploads/2022/11/ademe-logo-2022-1.svg' alt='svg' width='30' height='30' style='margin-left: 10px;'></a> |
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<br> |
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<h2>DETAIL PAR TACHE</h2> |
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<style type="text/css"> |
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#T_59552_row0_col0 { |
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background-color: rgba(0,100,0,0.5); |
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} |
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#T_59552_row1_col0 { |
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background-color: rgba(0,128,0,0.5); |
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} |
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#T_59552_row2_col0 { |
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background-color: rgba(255,0,0,0.5); |
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} |
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</style> |
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<table id="T_59552"> |
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<thead> |
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<tr> |
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<th class="blank level0" > </th> |
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<th id="T_59552_level0_col0" class="col_heading level0 col0" >Consommation Cumulée (g eqCo2)</th> |
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</tr> |
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<tr> |
|
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<th class="index_name level0" >Tâche</th> |
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<th class="blank col0" > </th> |
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</tr> |
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</thead> |
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<tbody> |
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<tr> |
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<th id="T_59552_level0_row0" class="row_heading level0 row0" >Tâche 1</th> |
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<td id="T_59552_row0_col0" class="data row0 col0" >0.570000</td> |
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</tr> |
|
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<tr> |
|
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<th id="T_59552_level0_row1" class="row_heading level0 row1" >Tâche 2</th> |
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<td id="T_59552_row1_col0" class="data row1 col0" >2.170000</td> |
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</tr> |
|
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<tr> |
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<th id="T_59552_level0_row2" class="row_heading level0 row2" >Tâche 3</th> |
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<td id="T_59552_row2_col0" class="data row2 col0" >140.710000</td> |
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</tr> |
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</tbody> |
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</table> |
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<h2>SYNTHESE (Dialogue IA et non IA)</h2> |
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<!DOCTYPE html> |
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<html> |
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<head> |
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<style> |
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#vis.vega-embed { |
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width: 100%; |
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display: flex; |
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} |
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|
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#vis.vega-embed details, |
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#vis.vega-embed details summary { |
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position: relative; |
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} |
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</style> |
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<script type="text/javascript" src="https://cdn.jsdelivr.net/npm/vega@5"></script> |
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<script type="text/javascript" src="https://cdn.jsdelivr.net/npm/vega-lite@5.17.0"></script> |
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<script type="text/javascript" src="https://cdn.jsdelivr.net/npm/vega-embed@6"></script> |
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</head> |
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<body> |
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<div id="vis"></div> |
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<script> |
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(function(vegaEmbed) { |
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var spec = {"config": {"view": {"continuousWidth": 300, "continuousHeight": 300}}, "layer": [{"mark": {"type": "arc", "outerRadius": 100}, "encoding": {"color": {"field": "Categorie", "type": "nominal"}, "theta": {"field": "valeur", "stack": true, "type": "quantitative"}}}, {"mark": {"type": "text", "fill": "black", "radius": 115}, "encoding": {"color": {"field": "Categorie", "type": "nominal"}, "text": {"field": "valeur", "format": ".2%", "type": "quantitative"}, "theta": {"field": "valeur", "stack": true, "type": "quantitative"}}}], "data": {"name": "data-e72747d2f159318ea102a8dbec471f9a"}, "resolve": {"scale": {"theta": "independent"}}, "$schema": "https://vega.github.io/schema/vega-lite/v5.17.0.json", "datasets": {"data-e72747d2f159318ea102a8dbec471f9a": [{"Categorie": "Identification + dessin", "valeur": 0.7174968716238985}, {"Categorie": "Dialogue avec IA", "valeur": 0.2825031283761014}]}}; |
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var embedOpt = {"mode": "vega-lite"}; |
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|
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function showError(el, error){ |
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el.innerHTML = ('<div style="color:red;">' |
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+ '<p>JavaScript Error: ' + error.message + '</p>' |
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+ "<p>This usually means there's a typo in your chart specification. " |
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|
+ "See the javascript console for the full traceback.</p>" |
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+ '</div>'); |
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throw error; |
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} |
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const el = document.getElementById('vis'); |
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vegaEmbed("#vis", spec, embedOpt) |
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.catch(error => showError(el, error)); |
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})(vegaEmbed); |
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|
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</script> |
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</body> |
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</html> |
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</body> |
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</html> |
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|
