<?xml version="1.0" encoding="UTF-8"?><quiz><question type="description"><name><text>I/ Présentation</text></name><questiontext format="html"><text>&lt;div class="ng-scope"&gt;&lt;div style="text-align: center;"&gt;&lt;span&gt;&lt;span contenteditable="false" class="image-container" style=""&gt;
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"&gt;
                        &lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span&gt;​&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span&gt;​&lt;/span&gt;Il exprime les services offerts par l’objet aux acteurs et
décrit ce que fait l’objet (et non ce que fait l’utilisateur) mais sans dire
comment il le fait.&lt;/div&gt;&lt;div style="text-align: left;"&gt;​&lt;/div&gt;











&lt;div&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;

&lt;div&gt;Pour réaliser le diagramme des exigences&amp;nbsp;:&lt;/div&gt;&lt;div&gt;​&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;

&lt;div&gt;1- Un grand rectangle indique la frontière de l’objet &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;

&lt;div&gt;2- À gauche, on place des acteurs humains et à droite, les
acteurs non-humains&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;

&lt;div&gt;3- Dans des ovales, on décrit les actions réalisables par le
système (les services rendus par le système aux acteurs, sous forme de verbe à
l’infinitif plus compléments) Et on va les relier aux acteurs concernés.&lt;/div&gt;&lt;div&gt;​&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;

&lt;div&gt;ATTENTION&amp;nbsp;: il arrive que des actions (ovales) ou des
acteurs soient reliés entre eux s’ils agissent l’un sur l’autre.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/div&gt;</text></questiontext></question><question type="description"><name><text>II/ Exemple pour la pergola bioclimatique</text></name><questiontext format="html"><text>&lt;div class="ng-scope"&gt;&lt;div&gt;

&lt;/div&gt;









&lt;div&gt;La pergola bioclimatique permet de protéger une terrasse de
la météo… Lorsque
l’ensoleillement est important ou que la pluie se met à tomber, le toit de la
pergola bioclimatique se referme grâce à des lames orientables et lorsque le
temps est suffisamment sec et que la luminosité est raisonnable, les lames
s’ouvrent.&lt;/div&gt;&lt;div&gt;​&lt;/div&gt;&lt;div style="text-align: center;"&gt;​&lt;span&gt;&lt;span contenteditable="false" class="image-container" style="cursor: ew-resize;"&gt;
                            ​&lt;img 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"&gt;
                        &lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span&gt;​&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span&gt;​&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;span style="font-family: Arial, &amp;quot;sans-serif&amp;quot;; font-size: 12pt;"&gt;La lecture de ce diagramme des cas d’utilisation nous
permet d’apprendre que la pergola bioclimatique a pour fonction principale de protéger
la terrasse du soleil et de la pluie, que l’utilisateur doit pouvoir la
commander manuellement et qu’elle sera alimentée en énergie.&lt;/span&gt;&lt;/div&gt;











&lt;div&gt;&lt;span style="font-family: Arial, &amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</text></questiontext></question><question type="multichoice"><name><text>III.1/ Exercice de lecture pour l'éclairage automatique</text></name><questiontext format="html"><text>&lt;div style="text-align: center;" class="ng-scope"&gt;&lt;span&gt;&lt;span contenteditable="false" class="image-container" style=""&gt;
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"&gt;
                        &lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;" class="ng-scope"&gt;D’après le diagramme des cas d’utilisation ci-dessus, quelle
est la fonction principale du dispositif d’éclairage automatique&amp;nbsp;?&lt;/div&gt;</text></questiontext><defaultgrade>1.0</defaultgrade><answer fraction="0"><text>Être commandé manuellement</text></answer><answer fraction="100.0"><text>Eclairer automatiquement un endroit quand une personne est présente et que la luminosité est insuffisante</text></answer><answer fraction="0"><text>S’alimenter à une source d’énergie</text></answer><single>true</single><shuffleanswers>1</shuffleanswers><answernumbering>none</answernumbering></question><question type="multichoice"><name><text>III.2/ Exercice de lecture pour l'éclairage automatique</text></name><questiontext format="html"><text>&lt;div style="text-align: center;" class="ng-scope"&gt;&lt;span&gt;&lt;span contenteditable="false" class="image-container" style="cursor: ns-resize;"&gt;
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"&gt;
                        &lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;" class="ng-scope"&gt;&lt;span&gt;​&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;" class="ng-scope"&gt;&lt;span&gt;​&lt;/span&gt;D’après le diagramme des cas d’utilisation ci-dessus, que devra faire le système ?&lt;/div&gt;</text></questiontext><defaultgrade>3.0</defaultgrade><answer fraction="33.3333"><text>S’alimenter en énergie</text></answer><answer fraction="33.3333"><text>Être commander manuellement</text></answer><answer fraction="0"><text>Bien éclairer</text></answer><answer fraction="0"><text>Clignoter quand un véhicule passe trop vite</text></answer><answer fraction="33.3333"><text>Eclairer automatiquement un endroit quand une personne est présente et que la luminosité est insuffisante</text></answer><single>false</single><shuffleanswers>1</shuffleanswers><answernumbering>none</answernumbering></question><question type="essay"><name><text>IV/ Exercice de lecture pour le radar de recul</text></name><questiontext format="html"><text>&lt;div class="ng-scope"&gt;&lt;div&gt;

&lt;/div&gt;







&lt;span style="font-family: Calibri, &amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;Que
nous apprend le diagramme des cas d'utilisation ci-dessous&amp;nbsp;?&lt;/span&gt;&lt;/div&gt;&lt;div class="ng-scope"&gt;&lt;span style="font-family: Calibri, &amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;​&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;" class="ng-scope"&gt;&lt;span style="font-family: Calibri, &amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;​&lt;span&gt;&lt;span contenteditable="false" class="image-container" style=""&gt;
                            ​&lt;img 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xreXbx4MfEK8UF8APHJRPHRgn6aLqytCxRY6tSp47Y20FRzVtYFKETrDmn1aiVNH3zwwe67ojWHtJ+SEqqJV6lD27joXBEfxAcIJMVG+QvaY0kLAQaGr9TFrz2gACA2WllaSzRoOQZ9h7S+0BVXXOEW08yETV0zIV5JNE8//XRXvmeddRbig/gAgSQxNANLslO3bl0XQLT2ycMPP+xWSgaA4qNcNyVKa4aYNnOtUKGCW3xT61IRrxLnlVdecUnmilOXXnqpW5U9kaGupeM6hmywW65cnhX4vaZTvhVrhac5ecV/r5cl+daxXEfLX4L4AOKTFLRWjvZKOvroo10A0LomWvSNrR0AUofy4bQ5bmAxRcUGTaknXkVn4sSJbsV2lVvPnj1t0aJFRc/FJz5LLb+Tj+hIVP59b94cxAfxgawNJC+88IJbyl9fdu2a3b9//5AgAgCpR5MB1Kuq6fL6LmpYTBvspsMPj3SKV+PHj7ejjjrKdthhB7fW0pIl4RYQj/hElRknP1uFqPC1eZbXaWvPUF7ISH+B5QX3GvUvCJEob09SQf9yob1M/QvCz63o+SDRCROfgLxteSRLsBAfyMZAoh3HtSqtkpPV3a58g2ybgguQqSxYsMD69u3rttbQ7DAtCVGWP0bSQXxGjx5thx12mO22227Wr1+/qHvxxRafQmHoOG5p1OcDchMQkaLXOwEJPO89luffnh4fJz3BguLtYfJIV8i/Q8Qn/BrcsfsXID6A+ASjHJ3rrrvOLb6mZOVhw4ZRGQBpjIZ0TjzxRHdz7Nq1q82dOzenxOexxx5zQ4BaMuPOO+90+/nFIrb4FPbQ5EWZnyGJCEiFX+/QVsmIIVExh7qCzyXGsYLFx/e4OlZqh8IQH8iYQPL+++9bt27dirrQn3/+eSoBIINQj2wgF0iTDbShajaLj/bwU4/XXnvt5bYJ0VpJ8ZIS8fEbjgqIR/CQlldGIoiPN6m68FxinFeQ+IQnZfsMjSE+kIvio9lZHTp0cF8I5fHMnDmTwgfIYD777DPr0aOH+05rnzvNasqWeLV+/Xq7++67rWbNmrbffvu5yRbFISVDXdHEJ0RMfPJ8gl63VVgCw1nBspOg+JRCTg/iAxkTSJQQqSEtfcG0srKmeAJA9rBs2TKX3Kvv+HnnnWcLFy7M2Hi1Zs0au+OOO6xq1apugkVJh+BTk9wcaagrxvtDxCdUqCxMfBIc6vKZeo/4QE6Kj8bEq1evbs2aNSuVX4MAUHaoV/eMM85wN3otLPrPP/9kTLySvN18881Wvnx5t4HxmDFjknLclExnD0tAjjPJ2Ed8vInQUZObg2XHJ7k5RL5KQYYQH0irQKJNE7UGz+67725Dhw6lkAFyCOXtaXsM5cUkSyBSFa9++OEHt6ef9jRr0aKFPfPMM0k935QsYNg/P2TqeEivTfAQV1ieT2Cqe7C8BB8nXGD883/MZzq7Zxp9KfQAIT6QNoHkvvvucw2/V69etnr1agoYcpAtN5AyyHtIJ+655x4XC/773/+mXbzSwoyB/KTjjz/e7fGXCtikFPGBLBYfJQNecMEFbtn7ZP9qiusmUypjzJ4pmomuXhpzCmhxPjc0CTFp62ckc5XXEpV39BkvMX9Bl8U1qH5yXHqKmtGcOa73R4shamPhso5X8+fPt4svvtjJyKmnnmrTpk1L6fUjPogPZKn4aD2Pxo0bu+D25ZdflnJkzStayTTyzIgUiU9xbojJEJ8kygHikwrxWYr0BPG///3Pzj//fPej6Nlnny2TeKVlNHQOkhDlIb311lulcu2ID+IDWSg+Gs9Pdnd2QrfGLWtchN/k/GclBK+JEX2Zdd108yw/MMbd6f/sJu9Yd1jPS/DrfW64kcTHp+doa89N6Ni5/+dG6vGJsHx98GcksLx96N9j7SHkkZYtvSD5/f3PJeQ4ReeTFy4+Uc4hpvh43hu1l9CV8b/PB78n+JwjXU/U84teH1Gf33I++cHlE20Kczlv2y/9LQW8aA0cffbAgQNLLV7NmjXLzjzzTPe52oxVPVClCeKD+ECWic+MGTPcl1pj+WXXI+A3yyDazTjeZda33IRCbk6xh5yiDjN5Z0UEXhtVfOL73HDxib58fVzL1Yc9H2GGR7ziUy56r1yh9ITvIxTXLJNY4hMy+yWO+gpIhGcWTLmQOvNcT9Tzi7GdQFjvluf5wPl42mfk90efmlwaWwr4odWfVaea8ZnKeKUJFu3bt3efpQVTP/744zKJUIgP4gNZJD4KJFWqVLGbbrqpzM7de7MNC+beG2PwzTzmMut+wyzxC0hM8Ynx9+SLTzwSGUl8/Nb8CF1MLT7xiTZM6He+4TfvaOcQs8fHp7cwuvh4zjfiXkXxnF/0+vC9jkCvUxxtJOZaMGWwpUAkRo0a5WSgOLmAseLViy++aG3atHHH7969u33xxRdlGl8RH8QHskR8Fi9ebPXq1XMbipYdPjeasLUjwns5QpZ+j7rMeqaLj0Vfvj6kl8VnaCbkZumdqho+HFNy8fErv+A6jn0OcYmPd7pvVPHxDIVFXMckzvOLUh9hw47e4bgYbSSaxJXVlgLRGDRokDuHRJOLI8UrDbkHdpO/+uqr3V6A6QDig/hAloiPZkNor54yJSxfwz+3YevNL1QeYie+ZoH4+N3sg0Ul4nL1/uKTUD5NisQnkUTnkHMKKoO4ZsAVU3ziOj+f+og59FRS8UnDWWa33HKL1a5d2zZt2lTseDV27Fhr2rSp2zm+T58+aScYiA/iA1kgPlrvQl/k7777rkzPO1KgD8tdCdwwxsXIWclm8Qm75ljL1VuMVV5TIT7xDXUlMnMv+Jz8hpJSMdSV0MzCoOPFlJOSDnWVwZYC8dCoUSO303mi8eqJJ55wM0krVapkt912m/36669pGV8RH8QHskB8tBnhjTfeWMZnHUUyItyQwoc1Yi2zXori401U9U1kLXmOT6zE59jJzVFu9J7nw5bWj2fNI88N2j+5OX7ZCBMfvw0aYyU3Fz3vl2zsJ0aRzi++ZHr/3sp45ThScnTZbCkQD+qx0TYRK1asiOv17dq1s1133dX23HNPu+uuu9xegOkM4oP4QIaLj5ISK1eu7DbyK0u8s3/8eg78ll0Pl5Joy6z7i0zgZuxuKEkTHwvL/yjw9FDE+7khN8Noy9fHXK7es7y9heeK+C0VsPW5gtBepTgXewz+jI7j8sPKNNY5RO6F8kzn/vc6o7ajLeeb179jlOnl4dcT9fyibicQT31FEx+Lkb9U+lsKxEurVq2sd+/eEZ/Xnl/KCdp7771dD482D01keAzxQXwAii0+mh6qcXmArCfRVbmh2GiKu3J9vPz55582YMAAt9Hx/vvvbw8//HDKd2dHfBAfQHxC2GeffUp5OwoAxCfbWbhwoZOD5cuXu3+vWrXK5e2od0d5PMrnKU68QnwQH4ASiY82HNUX+PPPP6fQAPGBpLLbbrvZc8895/IHNUOrSZMm9vTTT5fohxrig/gAlEh8hg8f7gISAECy0aQJCYLW4pkwYUKJ4xXig/ggPlDiQPKf//zHfYE3bNhAoQFAUjnssMPi2u8P8QHEB0pFfLRGxrbbbuu+wB9++CGFBgBJY/PmzbbddtvZu+++i/gA4gPpIT533323HXrooW4a6ejRoyk0AEga8+fPd3Kwdu1axAcQH0gP8alfv74NHTrUbVMRbb0NAIBE0fpg++23X9LiFeKD+CA+UKJAokTDChUq2Pr16+2VV15xX+KvvvqKgkszQhbr892Nu5Qo0Wwo/x3Oi0vM/a8gLdAPq3vvvRfxAcQH0kN8Tj755JBeng4dOli3bt0oOMQH8YESc99991m9evWSFq8QH8QH8YESBZKPPvoobO2euXPnur8VFHBDKVuCtyDYsrWCn/jE2upgyy7k+cFbLcSUptDtD8K3ZYiy1YOFbm2xdeuE0C0lwvYtC7rWUKnybMXg3eYjbH+q4G06aEVliXJ6qlataiNGjEB8APGB9BCfK6+80vXweLn44outadOm9vvvv1OAZSg9YXIQLDshYhNLfKJvlhn1s2Odi2fvNN/NQj2vDd3fK3zjzci7xof+O+Q6vZtyskBhmdO5c2e3UGGy4hXig/ggPlCiQKKVmnfYYQd78cUXfd/Xpk0ba9u2LQVYFvjsrO0VCotygw8XnxibX8b6nODzibhreeHzEc/TT3xifX6MHca9u9F7j7vUsxEslB5as6du3bq2aNEixAcQH0gP8dHY+8EHHxzxfdqhXb/Wzj77bAqxlIkoH6UgPr7PbRkuK/D+v+85hA7Rhfa4RBIfz3DWluuMLlHB5+rdmbxcxGE4SD3a6LhixYr2/vvvJy1eIT6ID+IDJQ4kBxxwgA0ePDjqexcvXuymoXbv3p2CRHziFJ9QyfHL89kqPluFJTB8FXztiYoPOT1lz/333+/qc/r06UmNV4gP4oP4QIkCycSJE618+fK2bt26mO+fN2+eNWjQwE444QT77rvvKNDSIIOHunz0JEhKPOLjI3MlGeqKnLcEqeaff/6xiy66yO339+yzzyb9hxrig/ggPlCiQHLaaafZ1VdfHfcxNOzVqVMn23333W3SpEkUaur7fEJv5GEJxeFiEfbaYopP3MnNEZKlw8QpRF58xCdYbAKzsiImN4eee3hyc/B1IkOlhWaHHnHEEdasWTO3SnOy4xXig/ggPlCiQPLJJ5+4L+qCBQsSPlZeXuGNKVpjhGQRnLeyZTp6pGGf4Gnc/76mIDipN2Hx8X6233R2z/T4kGOFTlv35vksDbwvWF6Cc3vCBMY//8fvOpYGn1M5pKc00BY32ofrsssuS9kPNcQH8UF8oESBpGfPnta+fftiH0+zwGrUqGEnnniizZ49mwIGyEG+/fZb69Kli7vpP/zwwymLV4gP4oP4QIkCyR9//GE777yzTZ48uUTHXLp0qUt41hde/9W/ASB3Yoq++4orGuZK5Q81xAfxQXygRIHkgQcesIYNGybt2OrxUc/Prrvu6qbHA0D2MnbsWLfvlmJISRKYs1F8atWqxSMFD8QHShxIDjroIBs0aFDSP0Pj/Fqs7JBDDrH8/HwKHSCL0NT0U045xS14OmDAgFKLV5kiPlOnTuWRwgfiA8UOJFOmTHFTTVO1DcWmTZvcwmWVK1d2awQNGTLENm7cSAUAZCjjxo2zli1buh4NJS//+OOPpfpDDSAaiA/EDCR6aBn5VPPXX3+5ITV1iVerVs1uu+02W7ZsGRUBkAFoPZ6hQ4e64SytvnzzzTfbkiWlt+EZ4gOIDyQlkBx33HHuV5sWIyxNxowZY82bN3ef3aNHD/v444+pEIA05Pvvv7fbb7/d9thjD6tXr55bgXn9+vVl9kMNAPGBEgUSBbJTTz21zM7h5ZdfdosmSoCOOuooNwy2fPlyKgegDNFQ9FNPPVX03WzatKnL1yvreIX4AOIDJaJfv35ugbEXXnihzM/lm2++cYsgNmrUyAXaM8880yZMmEAlAZQiM2bMsEsvvdR22203N3Pm2muvtQ8++CBtfqghPoD4QIlQT48CXLoxa9YsN/xVpUoV172uLTRYEBEgNWildg1laeKBfnSce+65JV7PC/EBxAfSkurVq7tp7OnMM888Yx06dHABuWbNmnbJJZe4HqqyyDEAyBbeeOMN15tz4IEHuu9Wq1at7JFHHrHffvstbc8Z8QHEB0rESy+9ZNtuu61bgyMTWLt2rVsYrVu3bq4XSEN0CoKPPfaYS74EgMisXr3araN1/vnnW9WqVW3HHXd0PyiGDx9uP/30U0ZcA+IDiA+UiDPOOMOaNGmSsYHkrbfeshtuuKEoJ0i7P6u7XjkKf//9NxUMOc97773nVk1v27at+47Url3bLr/8cjeMlYnfEcQHEB8oNl988YULhAqC2RBIPv/8cxfgTzrpJLffmHqDjj/+eLdOkLr0N2zYQKVD1jN37ly799573Xe6UqVK7jveokULt3hoQUFBxl8f4gOIDxQbje3rV2C2BpK3337bzRCTCO2yyy5uSE/rFd166632+uuvI0KQFcyZM8eJTvv27d2CghKdo48+2m666SZ75ZVX3MbD2QTiA4gPFAvd9BUkn3vuuZwJJJoRdtddd9nJJ59s5cuXdzeII4880vV4DRs2zD788EMaBqQ16qV9+umn7ZprrnGJyNr8V+34mGOOcSsoS3TWrVuX1WWA+ADiA8VCMzf222+/nA4k+qX88MMP20UXXeQ2T9UNRJssagFFbd0xcuRI++STT2gsUCYsXLjQzWZUDtsJJ5xQNGylrV7OOecc18ujXLY///wzp8oF8QHEB4rFYYcdZgMHDiSQBPG///3P9QoNHjzYunTp4qb460ajYTJtxKhNGB988EGbNm1aqWzGCLnBihUrbObMmW5motaqatOmje2+++6u7e2zzz5uEU/1VKrdrVy5MufLi3gFiA8kzKuvvmrbbLNNURAlkERGO9W/+eabNmjQILd2kHIntLu8bkr6r5JG9XftW6RtN7777jsKDXxZunSp66FRL6N6FJV4X6NGDdeWlIx/xBFHuGnmkhwtM/HLL79QaIgPID6QDPQLUr0XBJLio92oX3vtNdcDpBwh9QgFfqVXqFDBLRHQqVMnN0zx6KOPOtn86quvSKjOciS+EmUNk2oWlURGsqw1p9Q2lJOj/a66du3qelynTJnihrQA8QHEB1LE119/7QKw1vYgkCQf/UrX1HnJjqTnrLPOcgnUWixO5a5HnTp1XGKqbn5ac+jJJ590M9C0T1mu5WtkElrz5ocffnDTxcePH28DBgxwPyA0NKV8OS2foPrV9i+NGze2008/3Xr16uWGTtWD8+2331KIiA8gPlDaBBIlCSSlj1bN/fjjj91WGxoa03BHu3btXC6R8ogCYqQhtIYNG7p66ty5s1133XXu9VpxV70JX375pa1Zs4YCTRKSTUmn8rs0y3HIkCFuKrhWB9dSCJKYatWqFdWPBEeiI+GR+EiAJEJKll+2bBkFivgA4gPpwqZNm9yGnwrSBJL0Y9WqVfbZZ5+5NYaeeuopu+eee9y0Zc3gad26tTVo0MANowVuwBo2Ue+RZqRpfaL//Oc/Lt/o+uuvdzdjJctqew8dT1P1NQwj+crGFa3VtrVejXpkNBNPgijBHDFihJv9JJHp3r27G36UsCifRonDgZlSgTwb/U15Wx07dnRiqnWgNGylaeLz5s1DbBAfQHwgk3j88cddYCeQZDZKuFa+kGYCTZw40d2YtWJ137597YorrnCipJ4K5RmpZ0KyG7i5Bx5azFE3et3499xzTydQmiatrT8kBbr5S6a05pGGbCQMF1xwgV188cV25ZVXOiG78cYb3arYSsZVj9TQoUPdnk8aupNc69y0LYLkSyInCVFirxLFJWYa5pOQ9O7d20nGpZde6mbTnX322W7/KO0fpwRg5chouPDggw+2/fff3+rWreuSgnVdWo8pMMQU/NAaVXrd4Ycf7nrOAnltffr0sbvvvtut2zRhwgQ3LPnpp5/ar7/+SsNCfADxgWxDNw/9giWQ5B6bN292PUqLFi2y+fPn2/vvv2/vvPOOm2Wk3oxJkya5NWPGjBnj5EUSI5mR1AQLSo8ePVyvkiRIMiQpkhz5Ccree+9dJFQazpOEaI2kY4891omZ2pxyoJQALKGStCknRnKi1bXVViV0Dz30kBMVCdW4ceNcT45yZtSTNWvWLJevpl4eDQEuX76cPdoQHwDEB8ymT5/ufgn7ddUTSAAA8QHEB7IKDR/oVzWBBAAQH0B8IKvRjBX19kTamZlAAgCIDyA+kDUoP0N5FQQSAEB8APGBrEdrkGhHZwIJACA+gPhAVqMpxJpZQyABAMQHEB/Iepo3b2533HEHgQQAEB9AfCC70RotSmr++eefCSQAgPgA4gPZzXnnnef2GyKQAADiA4gPZDWLFy92vT3aeJFAAgCIDyA+kNX069fPWrZsSSABAMQHEB/IfqpXr+72NiKQAADiA4gPZDWjRo2yWrVqEUgAAPEBxAeyH+2SfdtttxFIAADxAcQHspuZM2e6pOYff/yRQAIAiA8gPpDdXHDBBe5BIAEAxAcQH8hq1Muj3h71+hBIAADxAcQHshrl9bRo0YJAAgCIDyA+FEH2o5lcI0eOJJAAAOIDiA9FkN2MGTPGrd1DIAEAxAcA8cl6WrVq5VZrJpAAAOIDgPhkNdqPS0nN2p+LQAIAiA8A4pPVaAd27cROIAEAxAcA8clqfv75Z9fbM2PGDAIJACA+AIhPdnPHHXdYs2bNCCQAgPgAZLr4KHflrrvusrPOOssOP/xw23vvva1mzZpWv359a926tV1++eX2xBNPFDu3JRuoU6eODR8+nEACAIhPGqJeeS01wiM1D7WHjBcfNZJbbrnFSc4222xjxx9/vF1//fU2bNgwe+GFF2zq1Kk2fvx4u//+++2iiy6yhg0buqGeE044wfLz83MqAIwdO9aqVatmmzdvRnwAAPFJ03ua7lG6d/FI7kPtIOPF5/bbb3eyc8wxx7iF+NatWxfX+xYsWGA33nijVa5c2Y488kh78cUXcyIAHHfccXbTTTflXCABAMQn08RH/4XkktHi8/7779sRRxzhem8mTJhQ7ONIlCRAamS9evXK6govKChw1/nNN98gPgCA+CA+iE+miM/zzz9v2267rV1xxRVJO6Zygw466CA7+eST7ffff8/KCr/44ovt7LPPzslAAgCID+KTWfzyyy+2atUqxEfSowZxzz33JP3Yq1evthNPPNGtaLx+/fqsakDLli1z5TZ9+nTEBwAQH8Qnbfnpp5+sXbt2rgz06N69e+6Kz3vvved6elIhPQH+/vtvJz4dO3bMqoaUl5fncplyNZAAAOKD+GQGbdu2tQ4dOri0jDlz5tihhx5qvXv3zk3x0fT0K6+8MuWf8+OPP1qNGjVswIABWdOQ9tlnH3vssccQHwBAfBCftOWdd96xnXfeOSTl5PXXX3flsWbNmtwSn1tvvdXl4JQWzz33nCvozz//POMbkqbyV6lSxTZu3Ij4AADig/ikLSNGjLCmTZuG/b18+fL2wQcf5I74BBqB8ntKEw13denSJeMbkvKWbrjhhpwOJACA+CA+6c+4cePcbO1glHObrI6IjBEf9fZonZ7S5t1333WFvWjRooxtRMqL0jV8/fXXiA8AID6IT1rzww8/uGsPXltPaSfafSEZZIz4KD9F20yUBS1btrT+/ftnbCO67LLL7Mwzz8z5QAIAiA/ikxloMs6uu+5q1113nbuHqSxKsl5fxonP3Llzk5bUVBy0zYXfeGMmsHLlSreq9auvvor4AADig/hkDNpOao899nAzut54442kHTcjxGfQoEF29NFHl9nnz5s3r0zFqyQMHDjQDjvsMAIJACA+iE9ao43DZ86cGfLQ/evCCy8M+7vW3Mtq8dFFl8YU9mjsuOOOLt8n09hvv/3s4YcfJpAAAOKD+KQ12nczsGBhrMdbb72V3eKjHdRTuWBhPCip6plnnsmoRqTp+BUrVrS//vqLQAIAiA/ik3Ece+yxToiSSUaIj1Ybfvzxx8v0HLQZqtYWyCROOukku/baawkkAID4ID6ITyaJjxKLH3300TI9B40zltWssuLw4Ycfui/NF198QSABAMQH8UF8Mkl8tFu6praVJXXr1rUXXnghYxqLdq0/44wzCCQAAIgP4pNp4qOb+EUXXVRmn79hwwbXANWLkgn89ttvtv3229tLL71EIAEAQHwQn0wTH22sqXn8ZcXs2bPdWjjatT0TuPfee61x48YEEgAAxAfxyUTx0d4cagDff/99mXy+tsvQXleZQoMGDWzIkCEEEgAAxAfxyUTxEYcffniZTWnXjvBDhw7NiEaiPCQt8/3nn38SSAAAEB/EJ1PFRz0Y6skobSZNmuTyZZQ3kwmceuqp1qtXLwIJAADik9FoJefKlSsnffeBjBGfjRs3Wo0aNUq950VbZVx//fUZ0UgCW2t8+umnBBIAAMQno+nQoYPr8dGs6mT2+mSM+AglOVeqVMmWLFlSKp+nPcKqVauWMb09//3vf0v1i434AADig/ikAm1JoetXr49GXnTv1//nnPgEDPC0005L+efMmjXLFfpTTz2VEY1k7dq1ttNOO9mUKVMIJAAAiE/Gog1I99lnn5BeHvX8JGttuowTn2XLlrmNN7t3756yz9Bqx7Vr17brrrsuYxqKeqeUhE0gAQBAfDIZCY+Gt4J3YFdvj8pDvT85Jz7i448/turVq9sll1yS9GPPnTvXFXhZLphYHBo2bGgPPPAAgQTKHOXjrVmzxgXshQsXutyzd99916ZPn+6C1tixY23YsGGuvd55551200032VVXXWUXX3yxnXPOOa5N6b/6t/6u5/U6vV7v0/snTpxor732mr3zzjvu+PocfZ4+V58PgPhkJgHB8dt9XUKknqBgIcoZ8RHz5893PRzHHXecffbZZ0k5poLqdttt54JtJjF58mTbeeed3XAXgQRKgx9//NHefvttGz16tFvn6vzzz7cWLVq4HyQKWt6H2mfVqlWtTp06duCBB7qNh1u3bu1mIZ511lnWrVs369Gjh91www2uXem/+rf+ruf1Or1e79P7dRwdT8f1+zydh85H56XzGzVqlM2cOdOdNyA+iE/6oiEtpbREIhmJzhkrPuL333+3Cy64wDWO2267rdhr1xQUFFj79u1thx12KPNd4IuDzr1nz54EEkga69atswULFjipVk+Lfgy0a9fO9Swql0zfufLly1ujRo1cG9ASCoMHD7apU6eWeg+MXw+TzkPno/PS+R188MHufHXeOn9dh3IF9b3R9aknSj+m/vjjDyof8UF8yoh4kpiDk55zUnwCPPfcc25LiwoVKtjVV1/tEpNjoa4yJS6fcsoprhAvvPBC++677zKuoejmpPP/5JNPCCRQLJYvX+72dbvjjjtcfdaqVauo50T/f8wxx1iXLl3cr6wxY8a4LVx++umnjLxWnbfOX9eh6+natau1bNky5Jpr1qzpykHloXJRXiEgPohP6tF9/MEHH4z5OvUIlWS9uqwQnwATJkyw008/3TWWKlWquG0mLr/8cuvbt68LclqPp3Pnzm4xJL1GCczXXnttqa17kwokeqUxyw3xyR6UF6P93M4++2yrV6+e+y5o2Oikk05y3xXlz+g7URqrf6cTul5dt65f5aDyULmofFROKi+tHq/yA8QH8Uk+8ebu5GyOTzTUXf3KK6/YgAED7LLLLrNWrVq5BqSEyWuuucYNZ3300UdZEajVfa9ATSCBSKg3UMM++pVUsWJF913Qd6J3796Wn59vX331FYUUBZWPyknlFYglKkeVp8q1LHpbAfEBxCcqgTHBbENB94ADDiCQQAhKcn/66addYm9gCKdJkyYuYVg/CNavX08hlQCVn8pR5alyDQwJqrxV7uQJIT6ID+KD+KQIJWzed999BBKwX3/91UaOHOl6IQLDuFdeeaU9++yztmLFCgoohah8Vc4qb5W7yl9D7ppJtmrVKgoI8UF8EB/EJxm8+OKLbhZaScc6EZ/MRTOvNGyrqd6BPBQNx2jaNpQdKn/VQyB/SvWjelJ9AeKD+CA+iE8x0S97/cIkkOQeSq5V0r7WsKlfv7716dPHLckA6Yfq5cYbb3T1pGn0qjeSo4lXiA/ig/gkyOeff+6up6wTtBGf0kN5Iw8//LA1a9bM1b0W9VOvH2QOWltI9ab6Uz2qPkt70VHEB/EBxCcjUTe6ptoSSLKfJUuWuGUYdtxxR2vQoIHl5eW5v0HmotWjVY+qT9Wr6pc6JV4hPogP4hOBv/76yy3UqDWLCCTZy6JFi9xqyWq3WsK9rJYsgNTywgsvuPpVPWsVadU7EK8QH8QH8QlC3ePKFyCQZCcaxtTaU2qv6tV7+eWXKZQcQPWs+la9q/7VDgDxQXwQH8THCpf0vvvuuwkkWcY///xj/fr1K5oKPWPGDAolB1G9B1afV3tQuwDEp/gUWJ62YunP5IdSFx/toF7WDzWgsj4HCVhJ0KJp2267rVuzhUCSPWjRO019bty4sdukD0DtQO1B7ULtAxAfm5P37787Wn6EdLCC/j6Co/f4SI/vaxN4Pm6W5FvHKOec1eKjDyjrhxpQWZ9DScWnY8eObjosgSQ70C7i2mdN6zENHDiQAoEw1C7UPtRO2Boj13t8llp+p3LWcdzSCIJRzvLmhP556ZKlqRUbxCd9yYahLu0XpGt4//33CSRZwLBhw1zvXbdu3eyHH36gQCAiah9qJ2ovajeQq+Lzr8iM6/jv3/LMqyzu753yban3bxrmco9Q+SgUn7zCYbAtj2Bp8opRpGOFf27h0FrRscLEpyDkM8tqCA7xyRA05VW7zRNIMpsNGzbYxRdfzE0Mii3Laj9qR5B74hMmFoX6EdYTFCYkbphsqzA5sfEKjPf5gJR43hv878TEx3vuUXqwEB/EZ+PGjVa5cmUbP348gSSDmTVrljVq1MhatGjBsAUUC7UbtR+1I7UnyJ549f3339u0adPswQcftO7du7t69ktuDhum8oqJE4zw4SW9LyAZYcfw9MxsfT66nCQiPu613h4e93x4Dxbig/jYY489Zvvuuy+BJIPRqr3bb7+9XXPNNRFeEegCLv0gAJmH2pHa05QpUyiMDIpXmqWnpQq0ftNdd91lXbp0sSZNmthuu+3m7lFVq1a1o48+2vXq3XLLLf6zuiJKSvDzQcNJQY/Excevh6l44lPYy+T3QHwQHx+OOOII9yUhkGQm+fn5hWPoeXkRXxMINL6/igB8UHtSuxo7diyFkWbxSlvMKB/zqaeesr59+7qJKQcddJBts802rs5q165tbdu2dYuUPvLII24ZA6/gRJ7OHtwL49O7E0dCcZmJT5rENsQnzXnttdfcuS9fvhzxyUC0K7fqb8iQIVFetdSWBgepOQU53OtTGNS9iZolf212onal9qVeYSj9eLVs2TKbOXOm+5736tXLTj75ZKtbt25Rb8YBBxzgNpTWRrWjR4+2OXPm2Jo1a+I6dtR1fDS89W+7L/BJao4lK4mJT5KHutLku4r4pDmdOnWySy65JOd/QWUiY8aMce1u1KhR0W/cEbqli4LHliBXpgEj2dNSI12TPieha1UZxnFeZVmGKZ7Sq/al9qL2BqmJV99++61bXXvQoEFuZe2WLVtatWrVXLmXL1/e9cp37tzZ+vfvb88995wtWLDA/v777xKdb/QFDLfOjvITnPDZX6FCEr/4WHgOUfBrPWsLBWZ/RUtujpqEjfggPtq3R+etXwmIT2bx7rvvurobOnRozB6LvFjVm1Pis7QY1+npMcsx8RFqZ2pvandQvHilSSQSFomLBEYiI6GR2KhsJToSHomPBEgiJCFKFbFWbo40tT2kVyfO6eqx8oZCp7P7HKsoh6ggNKZ52743/6iMvpOITxqj7lGt+JyNv6CyGQ1Laj81dX3H7q2IIT5z8sKSABWEOo7LD/vFF23djnh6m7zd2SEBrX9e2M07LFnRGyj//Xfwa0J6sPwSG0P+HlsIo31+rDIM/3votcXswk9kPZIE1zIJva74Ez/V3tTu0nFYPJ3ilYaa5s6da08++aSLsRqK0pBUoMw1VKUhK5WnhhB1/9CQVmnDXl2IT86Jz+bNm2333XdP68RFxMefU045xdq1axdXT0VxenwKBSfGjTpsiquP9IT9ovP84is6XkCSIj2/VSK8ElYkU96VZb09MNG60yNJT5TPj9nj413+36/LPqL4ePMeYqxHksBaJt7PTXQoQO1O7Q8KxUFJw0oeVhKxtv/YZZddXDvRekhKNlbSsZKPlYSsZOS1a9em1fkjPohPTonP8OHDbe+9986IX1CwlZEjR1rFihVt5cqVcYtPzCmefuITdlOOvm5HTKLenC2O4ZrQ9/jdsMPyBjxiFbbcfkIz3GIkdPp8nm8P15bPS0x84i/bWGuZlDTnQe1O7U/tMFdYuHChWy7i3nvvddPANR1c08L1PdI0cU0Xv+CCC9wCsPp/TSfPhM1fER/EJ+fEp1mzZm6cGfHJHJQjIFm9//7743xHCXp8gm+OcazbEVEXQoZVtoiNr+T4y1WksX+/G3zIeYdck2foJ4El7aPlHkQuQ39JCj7nmENdwcNksUQlobVMgsuieHlBan9qh5s2bcqa79Zff/3lFm985plnXNw555xz7NBDD7WddtrJlVX16tXt2GOPdQv/aQHAV1991S0ImMnxCvFBfHJKfN544w13vr/88gvik0HceuutdsghhyTwjmSKT2I3yaIbcOA4wceIQ3y2CkfoDbsk4pOXQA5/rM9Pufj4SWckSSvWWibBvYGJL/Cmdqj2mGmsWrXKJWirx+qGG25w8UV5SwFB1HCVNmy99tprXa+4Vq9esWJFVsYrxAfxySnxOffcc+3CCy9M+/NEfLaiqavKH3j++edLX3wSFodYi57FGuryO++SD3XFv2dP7M+PXoYlHeqKcPxIglKitUwSl0Khdqj2WNIp1anixx9/tOnTp9tDDz1kPXr0sBNOOMFq1arl4rRWpD744IPtrLPOcvKmBUA/+ugj+/PPP3MqXiE+iE/OiM93333nzvWdd95BfDKIZ5991vbcc88E35Us8Ym9bkf0m2lgeCVScq83udk/udcvuTnitNZYycZRZSj258cqw1jJzdHXJwk/t6g9OQmsZZJYknp01B7VLsuSr776yiZPnmx3332322G+efPmVqlSJVeW+q/+rb8PHDjQJk2a5F5PvEJ8EJ8cEx/NMGjVqlVGnCvisxX10l1xxRXFEp9yMfNbQsUkUq9BtHU7/HsognNJwm/IIVPRx0VfjyNvTuhMscJzzLO8TpHOJ4JsxZufFOPzI8leuNxEzqeJvT5JnOuRJLSWibdNFH/9H7VH5cKkGvXEqEdGPTPqodGiq40bN3Y9N7oG9eSoR0c9O+rhUU+PenyIV4gP4oP4FP1Ky5QVWBGfQpR4qSRLbS8CkXuloHRRe9xxxx1t/fr1STmecmmUU6PcGuXYKNdGOTcBSVMuTvv27V1ujnJ0lKujnB3iFeKD+CA+EVGw2GuvvTKmXBGfQrTaq9pXSXMQEB9IJmqPapeffvppQu/TbKhp06a52VGaJaXZUpo1pWNJ8DWbSj1Jt99+u5tlpdlWkn/iFeKD+CA+CdOiRQsXTBCfzEJTZ7WcPSA+6YbapdqnF61jo/VsXnjhBbvrrrusS5cu1rRpU7fujWJllSpV3Ho4WhdH6+NonRytl5PJID6A+KTpOS5ZsiRjyhXxKWTEiBF22GGHEU0g7VC77Nevn1uZWPmDWqlYKxZr5WLFm9q1a1ubNm3cysZa4VgrHWfrjRbxAcQnzTj//PPdry4CSeZxxx13uNwGgHRDW1go9mkvKu1Jpb2ptEeV9qrSnlW5BOIDiE8a8cMPP7jze/vttwkkGQg9PpCuqF0+/vjjFATiA4hPeqEpoBpPJ5BkJuT4QLoSKccH8UF8EB/Ep0ypWbOmjRo1ikCSoWjWDLO6xJa1cvoXGJQ9gVldmnUIiA8gPmmDxttr1KhBIMlgtE6K1kvJ+XV8tCCgj/TE2p8q/v2rosNMslDUHjX9PBOmmhOvEB/EJ4fEp2XLlnbLLbcQSDIcrWuS+MrN2cXSJUtTKjaIT2KoPWpFcUB8APFJG7QKqs5LC4YRSDKb4u3VlRn4iYt39/XQ7SZCt1kofH/eli0jwrev8B4/0rFibRwa6flyEXZPD93io3j7YaUz6bBXF/EK8UF8EJ8Qunbtap07dyaQZAHF2509QwjbKDN0c9VYG2sWCoZ3Ty7P88G7tgd/VtC/ExMf70asoRuLeo+Vbb1F6b47O/EK8UF8clB8fvrpJ3dOb775JoEkS9DsvEMOOSQLr8wjEW6TzYCc6Dn/DT4DkhHWY+TZtHPr89F2ZE9MfLw9Ut7zzvZhMbVDtUdAfADxSasvYfPmzQkkWcSmTZts7733tvvvvz/71Ke/Z+f1gFR4dxr32V09fvHx9tIUX3y8O9WHD2kFD4MVfwf0dETtT+1w48aNfCkRH0B80otMH39HfMLRRrMVK1a0lStXZteFFQ05hQ5zeSUmljSVqvjElVBdeD3Zkuejdqf2p3YIiA8gPtQ24lMqnHLKKW6rgOxii2SMCx7mspiykpj4JHmoK6GhrNjXkQmo3an9AeIDiA/iQyApNZYvX27169e3Xr16ZZf6BIaPPELhTVb2SkT84mPhyc3Br3XPeZOkoyc3B0tUVDEKS+DOPNTe1O7U/gDxAcQH8SGQlCrvvvuua3NDhw7NnotycuDfI+PNqYk2XT2q+Jh3OrvPsYpyiAqizy7z5h+FCFvwEFfm5/monek61O4A8QHEB/EhkJQJY8aMce0uE7cjgcxB7UvtTO0NEB9AfBAfAkmZ8thjj7m2N2TIEAoDko7aldoXO7AjPoD4ID4EkrRh7NixhUM2eXkUBiQNtSe1q/z8fAoD8QHEB/EhkKQXU6ZMse23396uueYaCgNKjNqR2tPUqVMpDMQHEB/Eh0CSnmhvtkaNGlmLFi3sk08+oUAgYdRu1H7UjtSeAPEBxAfxIZCkNRs2bLCLL77Ytt12Wxs2bBgFAnGj9qJ2o/ajdgSIDyA+iA+BJONuYt26dbMffviBAoGIqH2onSDLiA8gPogPgSSj0bDFaaedZjvssIMNHDiQAoEw1C7UPtRO5s2bR4HkoPjovHkk95H14vPPP/9YmzZtXAN69NFH+fYjPmnH008/bfXq1bPGjRvbpEmTKBBw7UDtQe1C7QNyU3x0vjxS88hq8dHshwYNGtiAAQNsl112ISEQ8UlbQe/Xr58T9NNPP91mzJhBoeQgqnfVv9qB2oPaBRCvoHTJaPF54oknXACZNm2a+/e5555rTZs2td9++42aJZCkJZ9//rlddtllrt2edNJJ9vLLL1MoOYDqWfWtelf9qx0A8QoQn4SYO3euVa5c2e69996iv61YscIOOuggNysCCCTpzKJFi6xnz57uRnjsscfaCy+8QKFkIapX1a/q+aqrrnL1DsQrQHwS5o8//rCWLVvaBRdcEPbcG2+84YLMAw88QO0SSNKeJUuW2PXXX2877rijG7LVar0//vgjBZPhdap6VH2qXlW/+hsQrwDxKTZXXHGFHXLIIbZ69Wrf5yU9mho6ffp0aphAkhGsXbvWHn74YWvWrJkT97POOotVezOMF1980dWb6k/1qPrUjzQgXgHiUyIUTBRYZs6cGfV1F154oZMj1kggkGQa77zzjl1++eW20047Wf369e3GG2+0goICCiYNUb306dPH1dPOO+/s6k31B8QrQHySgmRHN4OHHnoo5mv//PNPO+KII6xz587UMoEkI1m3bp3blfvUU091sq+pz717944p/ZD6OKR6UH2oXlQ/qifVFxCvAPFJGsuXL7cjjzzSLr300oR+OWujPxaPI5BkOqtWrbJRo0YVTYWuXbu2XXnllfbss8+6pH5IHSpflbPKW+Wu8u/QoYONHDnSfv31VwqIeAWIT2rQku4aN9+0aVNC79OihgpUGn8HAkk2oLwRLXp3/vnnW61atVz7btKkid1www32yiuv2Pr16ymkEqDyUzmqPFWuKl+Vs8pb5a58LCBeAeKTUu677z43fq4p7MVBydCaYfHtt99S4wSSrENbYwwePNj1QlSsWNHdqFu1auWGY/Lz8+2rr76ikKKg8lE5qbxUbio/laPKU+Wq8gXiFSA+pcarr77qAtHw4cNLdJyjjz7azjzzTGqcQJL1aIj3nnvusbPPPrsoD6Vq1apuAb2+ffvaxIkT7dNPP3V5cLmErlfXretXOag8VC6B/CmVl9YFIzmZeAWIT5mxePFityChFnorKR9//LHttttudvvtt1PrBJKcYtmyZfbSSy/ZHXfc4eqzZs2a7mYfGMLRmlhdu3Z1340xY8bY7NmzM3Y2pM5b56/r0PXounR9gSHBwDWrHFQeKhflDwLxChCftEC/wFq3bp204yk5VIFvwoQJ1DyBJKdRntD8+fPdZpla90o/LrRDeMOGDd3MSX1PypcvbwcffLBrA7169bIhQ4a4XDkN/WgF4l9++cV+//33hPPuEkXH1+fo8/S5+nydh85H56Xza9SokTtfnbfOX9fRrl07t1qyrm/y5Mm2YMECZl4RrwDSV3z69+/vtqT47LPPknpcbWpat27dpB+XQALZhFaP1rRt/Vi49dZbXWJvixYtrHr16kU9J8EP5eBp2KhOnTp24IEHuhmY+tGiqd5a1E+TE3r06OEShtWu9F/9W3/X83qdXq/36f06jo6n4/p9ns5D56Pz0vmNHj3a3n77bVa9Jl5REJCZ4qP9bRTcnnrqqZQc/4QTTnC/BlP9S5VAAtnIxo0bbc2aNW5YaeHChTZv3jyXF/Paa6+5/JmxY8fasGHDXE/LnXfeaTfddJPredEeeuecc45rU/qv/q2/63m9Tq/X+/R+9URp5fV3333XHV+fo8/T5+rzAYhXkDXio12LlWio/W1ShbrLq1Wr5lbEBQIJABCvAPEpEzZv3uwWaNNsi1Qzfvx416ukdTmAQAIAxCtAfEodTTGtUaNGqY3Tq4tduQIffPABLYFAAgDEK0B8Sg+N66sHRvk9pYlmsrRp04ZdlAkkAEC8AsSndPjwww/d2iK33HJLqX+21jjR/jua7QUEEgAgXgHik1K0rkbbtm1dbk9ZoUXMkrE6NIEEAIB4BYhPVLQ/zj777GOrV68u8y+N1g2aNWsWrYJAAgDEK0B8ko96WNTTovU60oGOHTu65e1XrFhByyCQAADxChCf5KGelSpVqtiAAQPSpjC0iWH9+vXdbu5AIAEA4hUgPklBPSqtWrWyTp06pV2BaNl79UJpHyACCYEEAIhXgPiUGPWoaD+edN0yYtCgQW6PIC3BTyAhkAAA8QoQn2IzePBg16MyZ86ctC6Y8847z5o0aZLTmx4SSACAeAWITwmYNm2a60kZOnRoRhROo0aN7MILLySQAAAQrwDxSYzvv//e9aB069YtYwrn448/dr1Td999N4EEAIB4BYhP/HTt2tUOPfTQjCsgTbnfZpttbPLkyQQSAADiFSA+sdGUdcnDZ599lpGFdNlll1njxo3t66+/JpAAABCvAPGJzMSJE91w0ZNPPpnRBXXkkUfaOeecQyABACBeAeLjzxdffOEShHv27JnxBbVo0SLbYYcd7PbbbyeQAAAQrwDxCUcLFB511FFZU1jjx493vVfPPPMMgQQAgHgFiM9Wbr31Vttll12ybh2ca6+91vbff3/75JNPCCQAAMQrQHzM8vPzXc/ICy+8kJWF1rp1azv99NPtr7/+IpAAABCvIJfF56OPPrL99tvPbr755qwttGXLllmFChWsT58+BBIAAOIV5Kr4aHfzdu3aWdu2bbO+4F566SXXqzV69GgCCQAA8QpyUXyuu+46q1Kliq1evTpnvmh16tRJ+33HCCQAgPgAJFl8RowY4XpApk+fnlMFGOjhykbZI5AAAPEKEB8fZs+ebTVr1nQrNOcaGt6rXr26XX311QQSAADiFWS7+KxcudKOP/5469ixY84W4ttvv+16ux599FECCQAA8QqyWXyEZnBt2rQppwty0KBBNmvWLAIJAADxCrJdfIBAAgBAvALEBwgkAADEK0B8gEACAEC8AsQHCCQAAMQrQHyAQAIAQLwCxAcIJABAvCJeAeIDBBIAIF4BID5AIAEA4hUgPgAEEgAgXgHiAwQSAADiFSA+4Sy1/E7lLG+Oz1Nz8qxcuTwrCP53p/x/37HlneM6Fv07+P9tSb51LNfR8pck4ex03P4F1DqBBACIV4D4lK34hAlKhOcQHwIJAADxCjJLfNz/l9vyKPxbvD0+7rmi93p7ggo/f+vz5azjuKXh7/P2NEU4XkH/cqGi5DkXPZ83Tn/zOxcCCQAA8QoQn+B/JzrU5XeMon9vkZ4gUSmUGo80eZ8P7lnyHD8e8Qk5HwIJAADxChCflIlPLPx6i4pEpsDyfHppJDOBXqK4xCeLh84IJABAvALEpyzFxzOU5fs5ASHxGb4KEZ8lgSGq8AfiQyABAOIVID5pID5+cuMdeioXPT8oRHyi5+UgPgQSACBeAeITleChohAl8sunKfF09kLRKvw8n6GrmENdkXuNEB8CCQAQrwDxiY3r2fGKSqFkhAhRMnJ8QkTEKzKF/46Z3BySMxR6DO/zhT1KiA8AAPEKEJ9gfPJnwntWQsUk3h6f0Pwdz3FDpsnrPR7hKjovr8xEOk9vTlForxLiAwBAvALEBwgkAADEK0B8gEACAEC8AsQHCCQAAMQrQHyAQAIAQLwCxAcIJAAAxCtAfIBAAgDEKwDEBwgkAEC8AsSHIgACCQAQrwDxAQIJgQQAiFeA+ACBBACAeAWIDxBIAACIV4D4AIEEAIB4BYgPEEgAAIhXgPgAgQQAgHgFiA8QSAAAiFeA+ACBBACIVwCIDxBIAIB4BYD4AIEEAIhXgPgAEEgAgHgFiA8QSAAAiFeA+ACBBACAeAWIDxBIAACIV4D4AIEEAIB4BYgPEEgAAIhXgPgAgQQAIGvi1c8//+zOl0dqH4gPID4AQLxKE/EpV66cO28eqXkgPoD4AADxKs3ER/+F0m0PiA8gPgBAvEJ8EB8AxAcAiFeID+IDNBwAAOIV4lNCbr75ZqtTp441bNjQhg4divgAgQQAAPHJTi699FJr3Lix5efn28MPP2yVK1e2Bx54APEBAgmkN//884/98ccftmLFCvv+++/tiy++sI8++shmz55tr732mk2ePNnGjRtnTzzxhPtFd88997h2pf/q3/q7ntfr9Hq9T+/XcXS85cuXu+PrcwAQn+xg/vz57toXLFhQ9LcxY8ZYxYoVk/ZdR3wA8YGYSF4UkCQgTz75pN19993Wq1cvO+ecc6x169Z2yCGH2P7772977bWXValSxXbeeWcXvPweu+yyi+2+++5Wu3Zta9CggR122GHWokULO/HEE12b0n/1b/1dz+t1er3eF+mY+jx9rj5f56Hz0Xnp/HSeOl+dt85f16HrAeIV4pN+6Huq776XHXfc0ebNm4f4AIEEksPatWtdUHn++eddj8vll19ubdq0sX333dd22GGHIsGoWrWqNWrUyMnJBRdcYNdff73df//9NnLkSBs/frxNmTLFpk+fbu+88459/PHH9uWXX9oPP/xgK1eutHXr1tnmzZtLdJ56v46j4+m4Or4+R5+nz9Xn6zx0PjovnZ/OU+er89b5B65l++23t3322cc9p+vVdev6VQ4qDyBeIT6IDwDik+H8+uuv9tZbb9mQIUPskksusWOOOcZq1KhRJAN77723HX/88W6MfcCAAfbss89aQUGBLV682NavX58VZaDr0PXounR9uk5dr65b1x8oi+rVq9vRRx/tyknl9eabb7ryA+IV4pM6GOoCAgkUm88//9yeeeYZ69u3r6urunXruoBSvnx5a968uV122WX24IMP2tSpU91r//rrLwrtX1QOKg+Vi8pH5aTyUrmp/FSO7du3d+Wq8lXOERCvEJ/kQXIzEEggJhs3brRZs2a5XJYOHTrYnnvu6QKnhnJOP/1069evn+vd0NAQFB+Vn8pR5alyVfmqnFXeZ5xxhhsuUz2oPoB4hfgUH01nr1ChgtWqVYvp7EAgAbM///zTJk2aZH369LGWLVvadttt53JWWrVq5f6m5zTrCVKPyjlQFyp/1YPqQ/USqAvVFxCvEJ/EOPbYY+32228v1faA+ADik0Zo7Pu+++6ztm3buqBYrVo118tw7733uqnemzZtopDSANWD6kP1ovpRPam+TjrpJJdwrXoE4hXiE4oEJ9KsTe9DeYqIDxBIspANGzbYxIkT7YorrrB69eq5L7xyTW699VZ3Y4XMQfWlelP9qR5Vn6pX1e/ff/9NARGvcl58/KDHBwgkOYIW7NMUbK1No96Czp07uymev/zyC4WTBageVZ+qV9Wv1ifq0qWLm4oPxCvEB/EBAklO8MYbb1j37t3dQn1K6Lvooovs5ZdfpmByANWz6lv1LhFST5DaAyA+iA/iAwSSrEIL8Gn4Q9Ojt912Wzv77LPtueeeK/Eif5CZqN5V/2oHag9qF2ofaieA+CA+iA8QSDKWGTNm2HnnnecCmxYQHDVqlNtzCiCA2oPahdqH2omGxdRuAPFBfBAfIJBkzK/54cOHW7NmzVxA69q1q1vvBSAWaifdunVz7UbtR+2IjVkRH8QH8QECSdqi7Q60eaaGLvr370+SMhQLtRu1H7UjbdyqdgWID+KD+ACBJG0YNmyY1a9f392otOw6QLJQe1K7UvtSDxAgPogP4gMEkjLjqaeecvvMaBsDLVgHkCq0oKXamdqb2h0gPtnC6tWr3ZYwxx13HOIDBJJ05dNPP7XTTjvNTUu+88472fQTSgW1M7U3tTu1P7VDQHwyHfX0qFezUqVKbtsXxAcIJGnGwIEDi2bfLFmyhAKBUkftTu1P7XDAgAEUCOKTscybN69oawoJkHZnVw8Q4gMEkjRAWxEcffTRVqdOHRs/fjwNA8octUO1R7VLtjZBfDIR5fZoJmOAQw891Hr16oX4AIGkrHnooYdccOrRo4etW7eORgFpg9qj2qXap9op8QrxyRRGjx7threCe3jU86PyUE8Q4gMEkjLiqquusm222YaEUkhr1D7VTtVeiVeIT7oj2dGw1oMPPhj2nHqAkpXojPgA4pMAy5cvt1NOOcUaNGhgc+bMoSFA2qN2qvaqdqv2S7xCfNIVyY2GuSJJkXqC/KQI8QECSYr49ttvbb/99rN27drZr7/+SiNIKgWW92+gL9e/gKJIAStXrnTtVu1X7Zh4hfikG/EMZ2kYLBmJzogPID5xsGLFCpdgpz224mJJvnXUjTzokTfHe6PvaPlxTQArlILA+wv6l50gLB3XMYWfrevMM9Qndaj9qh2rPROvEJ90Qj098SQwexOfER8gkKSA9evXW8uWLa19+/YJSI9HaraIUMdxS0ssPmVJasXHfYItZTWAlKJ2rPasdk28QnzShcWLF8fVkxPv6xAfQHxKwKmnnmqtW7e2DRs2xC8HnfJtadS/e8QnrIcoWIoi9/jo/zuOK7D8TqHvc6/ZcqytshV0Hr6fEzhefuGwk6enKuR9QdcX63h54wLXFkn0lgadv/85h2igt8fLI5rRriGeMvAX2SjnNicv4rHC20JoXer54HMNqeOiY3p6wUI+L3EhVjvWr2Ytdki8Qny4fyE+gPiEXafyIhLK6dlyY4p+Q9LNfssNbcuNdevrt4hAiCRFFp9ynpt+yM3ZncvWG2fYjdjzvPd4hYLgeX+QdMR3vGjDV1uu1XvMKDISj/jEvIYo5+z5NE9vm+ff7r1B5+r5dzziE0uWQv7tPVe/3sU4UHtWu1b7Jl4hPty/EB9AfBwffPCBCz4TJ05M+L2hPQrlfHuA4u81iiE+wRIQdhMP7lnyH14r7CFZGpdUhIpPMY4XDzFu5nGJT8TnY59zdPEJlzbv+4I/Py7xifK83+f59l4VY/hR7VptU+2ceIX4cP9CfADxcWtGXHLJJSU+TrRhJ7+bbLgsJSg+YTfSLTd6n4Rr73klJD7FOV6c5VQuVeITxzlHldiQa/GXlOAySlh8okqfp30EP4qZd6X2nYpNIIlXiA/iAwSSDGPYsGFWs2bNpO4PE3lIZesNLXDzLVGPT1TxiT4skrj4JHi8aMITOO9U9vgUc2hoa/0F11PZiE8yk9zVvtXOhw8fTrxCfLh/IT6Qy+LTqlUru+2224rxTv/hj6g3tTBZSZH4xHHjTHyoK8Hj+d7M/WbApXKoq2TysLVuymaoK3qvYeKonSt5n3iF+HD/QnwgR8Xnk08+cUFn4cKFJejZCb95RZQAb09QoGch6eITnugbc42gqOJTjOPF7MUI9H5FFh/vZ/omeMe6hijnHP38PPIRI7nZN9k5qvjESL72Hj8JMqR2rnNSuydeIT6ID0AOis/111/vlvcvET65JDGnaAfn9oTc4JInPmGf5bnhx5KGrdflFY84jxdFFLfm9hReb+TyCp3+njcn9BpjXkOMc45+fj7XE2U6u/ezAksPRBOf8PPzmfVVLt68sfhQe1e7J14hPogPQA6KT5MmTezRRx+lkiFnUHtv2rQp8QrxQXwoHshF8alWrZq98sorVDLkDGrvavfEK8QH8QHIMfH5/fffXcD54osvqGTIGdTe1e7V/olX2SQ+UZZAKO7sxiRRlnsOIj6A+AQxf/58FxRyaR8jALV3tfs99tjDatWqlXWPChUq2M4775wx51u9evUkik/ZCg49PoD4pDk//fSTCzhLlhApIHdQe1e7f/LJJ23q1KlZ9+jcubM1a9YsY85X9VCa4lM4WzM/ZNJA9D3pQicE+O8555mEMC7GshMl3IMO8QHEpwTstNNONnv2bCoZcga1d/WIEK/Sg+QOdcUpPjH3oIu8R5zfnnNObIpmLAYkKIL4JGkPOsQHCCTF5MADD7Snn36aSoacQe1d7Z54lY3iEyHHJ9JGuEHvC+65SXyFco+4eGRqq/gkdw86xAcIJMWgQ4cO1rNnTyo5GQG3jJIXITHU3s844wziVVaKT5w9PhHFJ/Yecf5br3i254m4wnry96BDfIBAkiATJkywypUr2+bNm6noKFIT7deg+3WXJtJTlrNHMgG1c7V3tXviFeITSXyi5dwkQ3xSmdOD+ADiEwfauJHhruKLz9IlSymmDEHtXO2deIX4RBvqirZCeDKGupK9Bx3iA4hPgtxwww128sknU9HBga2o+zkvqviEbqkQnvAYPPujXKTdzaNs15BJs0cyAbXzbN6uAvEpqfhYzD3i/LZeSTy5Obl70CE+gPgkyLfffutmuYwYMQLp8d0UNHjvMM/sjkgbbFr4hqLeY8d6f6bNHkl31L7Vzr/77jviVdaKT6QFDKOJS/jwU7Q94vz3nPP7QeKJBWEbHid3DzrEBxCfBBk6dKjLffjll19yWXt8fnlFGpP3/3VZ2Muz1L/3JUQ8Yr8/02aPpDNq12rfaufEq2wVnzTCL+8nDdsD4gM5LT5Cu1Zr8bPcxU9yIiQ0++xI7/31FlV84nh/ps0eSWfUrtW+iVeIT2nEjXSaZID4AOIThc8++8y23357y8vLQ3ziEp/ow0axxSf6+zNt9ki6ovasdv3pp58SrxCf1ODJpUunHxeIDyA+MZgyZYr74g4ZMiQHazrRoa7oYhF7qCvBabNpPnskHVE7VnvW1gjEK8SH+xfiA4iPL2PHjnWBaNSoUblX2b4Jyv6C4k1W9spMdPGJ/f5Mmz2Sbqj9qu7UnolXiA/3L8QHEJ+oPPbYYy4YDR8+POfqO3jGRWA6eaSemYAY+U0XjyU+sd6fabNH0gm1W12v2jHxCvHh/oX4AOKT0M1D6/xAmpJGs0fSBbXXXJV2xAcQH0B8Sshbb71lderUcXsbrV27lsZQpqT37JGyRu1T7XTvvfd27ZZ4hfgA4gOIT7H46aef7IQTTrBGjRrZzJkzaRBlSRrPHilL1C7VPk888UTXXolXiA8gPoD4lJirrrrKBajrrrvO/vnnHxoGlDlqh2qPapdXX301BYL4AOIDiE9yef311+3www+3Bg0a2OTJkykQKDPU/tQO1R6nT59OgSA+gPgA4pM6brvtNhesLrnkErfXF0Bpofamdqf2d+utt1IgiA8gPoD4lA7vv/++2wZAQeuaa67J8X2+INWofamdqb2p3an9AeIDiA8QSEqdl156yY499li3LcDNN99sq1evplAgaag9qV2pfamdvfzyyxQK4gOIDxBIyp7nn3/emjVrZrvttpvdcsst9v3331MoUGzUftSO1J6aN2/u2hcgPoD4AIEk7Xj66aftmGOOccHsvPPOszfeeINCgbhRe1G7Uftp2bKla0+A+ADiAwSStGfWrFnWrVs3F9TUEzRs2DCmwYMvahdqH2onai9qN7Nnz6ZgEB9AfIBAknkoKbV///5Wt25dq1SpkpuR8+qrr1Iw4NqB2oPahdqH2glJ8ogPID5AIMkaJk2aZOeff77ttNNOVqtWLbfonHqGIHdQfaveVf9qB2oPaheA+ADiAwSSrOWvv/6ysWPHur2VFPT2339/u/HGG23GjBkUThaielX9qp5V36p31b/aASA+iA/iAwSSnGLVqlUuv6N9+/a2ww47WIUKFezMM890f1u8eDEFlIGo3lR/qkfV54477ujqV39TfQPxCvFBfIBAAv+yceNGt05Lr169rGHDhi4gHnbYYdanTx978cUXuWmmsbyqflRPqi/Vm+pP9aj6VL0C8QrxQXyAQAIx+Prrr+2hhx5yvQVVq1Z1AbJx48bWvXt3e/LJJ23hwoUUUhmgclf5qx4OOeQQVy+qH9WT6uurr76ikIhXiA/iAwQSKCnz58+3xx9/3E13DuSLKElWQyp5eXk2depUFk5MMipPlavK96yzznLlHcjLUj2oPlQvQLxCfBAfIJBAivnpp59swoQJdu2119qJJ55oe+65Z1Hvw3HHHedmD40YMcLee+89W7duHQUWBZWPyknlddVVV7nyC/Sy7bHHHq58e/fu7cpb5Q7EK8QH8QECCaQBS5YscXklAwcOtM6dO9vBBx/sAmugd6hVq1Z24YUX2p133mnjxo1zN/uVK1fmRNnoOnW9um5dv8pB5RHoxdFD5aVyU/mpHFWeQLxCfBAfoOFABrFhwwZbsGCBWy/m/vvvtyuvvNJOPvlkq1+/vm2zzTYu8FapUsXlq+jvGsK56aabbPDgwfbss8/a22+/7fJa1q5dm5bXp/PS+ek8db46b52/rkPXo+vS9ek6db26bv29R48erjxULioflRMQrxAfxAdoOIhPFrN582ZbtGiRTZs2zZ544gmXy9KzZ0+XN6Q9x+rVq2fly5cv6hHRLuEVK1a0GjVq2L777muNGjWypk2bWuvWre2UU06xjh07ukX5LrvsMjerSQKiFYklGI888oiNHj3ayYnyZvRf/Vt/1/N6nV6v9+n9Oo6Op+Pq+PocfZ4+V5+v89D5BM5N56nz1Xnr/HUdup6RI0e669N16nqBeIX40B4QH0B8ICpr1qyxL7/80ubOnWtvvvmmvfTSSy7fZcyYMfbYY4/ZAw884CSjb9++LhdGM566dOniEoJPO+00lzOjXcY1K009Lhpe2m+//dy/9Xc9r9fp9Xqf3q/j6Hg6ro6vz9Hn6XP1+ToPnY/Oa/Xq1VQSID6A+ADiAwDEK8SH9oD4AOIDAMQrxAfxAUB8AIB4hfggPkDDAQAgXiE+iA8QSAAAiFeID+IDBBIAAOJVnOLDI/kPxAcQHwAgXqWh+PBI3QPxAcQHAIhXaSQ+PFL/QHwA8QEA4hXkNIgPEEgAgHgFiA8AgQQAiFeA+ACBBACAeAWIDxBIAACIV4D4AIEEAIB4BYgPEEgAAIhXgPgAgQQAgHgFiA8QSAAAiFeA+ACBBACIVxQEID5AIAEA4hUA4gMEEgAgXgHiA0AgAQDiFSA+QCABACBeAeID2R5Ipk6dyoMHDx5p/UB8APGBpIhPrVq1ePDgwSMjHogPID4AAAAAiA8AAAAgPgAAAACIDwAAAEDm8/8B5n4CBMBXCT8AAAAASUVORK5CYII="&gt;
                        &lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</text></questiontext><defaultgrade>5.0</defaultgrade><answer fraction="0"><text></text></answer></question><question type="matching"><name><text>V/ Exercice de réalisation pour le réfrigérateur</text></name><questiontext format="html"><text>&lt;div class="ng-scope"&gt;&lt;div&gt;

&lt;/div&gt;







&lt;span style="font-family: Calibri, &amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;Relier
la lettre au bon élément.&lt;/span&gt;&lt;/div&gt;&lt;div class="ng-scope"&gt;&lt;span style="font-family: Calibri, &amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;​&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;" class="ng-scope"&gt;&lt;span style="font-family: Calibri, &amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;​&lt;span&gt;&lt;span contenteditable="false" class="image-container" style="cursor: ns-resize;"&gt;
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"&gt;
                        &lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</text></questiontext><defaultgrade>6.0</defaultgrade><subquestion><text>A</text><answer><text>Maintenir les aliments au froid</text></answer></subquestion><subquestion><text>B</text><answer><text>Nourriture</text></answer></subquestion><subquestion><text>C</text><answer><text>Être facile à utiliser et à régler</text></answer></subquestion><subquestion><text>D</text><answer><text>Cuisine</text></answer></subquestion><subquestion><text>E</text><answer><text>S’alimenter à une source d’énergie</text></answer></subquestion><subquestion><text>F</text><answer><text>Energie</text></answer></subquestion></question></quiz>