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" 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" 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" 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" 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" 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" 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" 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" 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" 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" 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tY+OG5cxisX3v8Re2etqWsrI4q3Pdeb1212VSYyOaRIVmOKr6bbGYyip5STFTxGQ24U+9V61pH+r/Y62kvhh/Mb+Gn8wDaQ3d8VO9Nudnx0JQbh215JNub+2nVyxJKtDujY+eixG4MdLFHL6iKWSEn6SHjVvqpBHkKdHhhOoh1cSKwbUyMWiZ1YJZA0jmMpoIKji5559+6q1OHUj37qvXvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691//1t/j37r3Xvfuvde9+691737r3XTAn6G3P49+HWwaeXTZlsjQ4qjkyGRrqTG0FCktTWZCvrUoaKjgjp5i09VPM8VKIUNtXmdIwDq1Bgt9/PrYB40x1VF27/PU/lNdIbkqNpdgfOLpaHc2NrJaPJ4baOZyHY0mLroi0b43M1/X1BuHD4jI69Z8NRVABY2uAQPeur6OP+r/AFfy6M38af5hvwj+ZRZPjL8o+n+4K6BS1Vt/aW9MS256C4hYHIbSqqyh3ZEEM6KZPtvtw0iqTqZL+61ppmn+r9nR0I3LG1w9tYdl9IR0KgIUZmcFgSfrbj/Ee/dVP2demuFBVihVgxb+yqC/kLC4BHjva9wGsbe/deXJz1q4/wDCi/8AnrTfy1Ovcb8evjxW4yv+X3a+DrqqHJyyQ5Cn6W2TULLSwbzyGPf7iCq3RlBKBjqSpj06WapF/CpHurhRxp18tjsjsDevam8ty9h9ibw3Hv8A3ruvLz5XcO7915KrymfzVfUapJazI1VZNUSsZi/7a69MaLoUBQANDrzigxjpCB3A0hmCkhrBjbUoIVrXtcBjY/4+99N1PqeuaSyKJFWRwsqhZVDsBIodJAsgBs6iRFaxvyAfqPej1dCScnod/jh8je6/iv25tXuvoLsTc3W3Ze0K6mrsHn9t1c0ckj00sUgoMpj/ADJRZ7EzLH66GrSalqCqrIhX6aHTnX1pP5Fv84rZP82T46T5TNLidn/JvqJMXgu8NgwVMUcNVUZKNmw2/wDZlNKVqqraW8Rj5pJltfH16vTn0eG9uqnH4ajq9ZfqWu3P4JNgVuOB+Pfumj5DrHPcJdSLg3AaVoUawNw8qI7IoHP0+oHv3Xl8+iv/ACH+Z/xX+J2ITcPyT+QHV/SuKdXnx7b93ngsLWZiNImkZMbip5mytfLoDGOKOMyyhGIB0Nb3VwtfLoh+0P5/n8n3sHcUG2tv/PbpelyU8y0dIdx1u59l4+oyE0iwwpHl90bWx2EZWMnpZ6pomI/Sbal91vR1bhtPdu297YTG7k2luDD7p29lqRKvE7gwGYxWcw2ao5FjZK/G5HEVFTSVdM4YWdCo5+n0t7qhFB0pvfuq9e9+691737r3Xvfuvdf/19/j37r3Xvfuvde9+691737r3TVmq2mxmOqcpWVaUFHjYpa+rrZZUhp6WjpYZZayWoaWaGn8YpVcAyExpIVYj03HurKKnr5U/wDP2/n39zfPjtvfHx/6C33mthfCTY+cym0MPj9q5bIUMnf1Vi56qizW+d+V9NJT1uS29VTnw4rDzGag+zWOrKColJXXT1KUHWr9IztpJZigURIWJ/QlvSASbKDzb6A+9Hr3Sy6839vPrPeeB37sDd249j712zkKfLbd3dtbLVuIz+DyVE6yw1uOraKopaj7hY0ZFj8iJJq0sdJIPuvdfUH/AOE2v88HP/zEtiZ/4x/JPN0eR+V/SuAizmJ3M80eNre7+uIo4aSbcVZjYnel/vrtqpqYYsvFGWjJnSZQvr026qyjJ62h927lwu0Npbn3huDIfYbe2lt/Lbgz2UlYGno8Jg8RU5fJV7hn8Txw45HYtyCyi/0491UU1cOviAfPn5Z72+b3y375+T29clX1tV2z2NuHP4WlqpZzHgtlx1tRR7E2vBDLNMtNBt7aaU8CxKQiFn0quoj3U9OcKdE4dmYDUSbAKLkmyi9gL/QD34dUfgOsfu3TXXJfr/sPej1dOPWQMym6kqbMtwSDpZSrC4/DKSD/AFB916d6ub/kG/NLOfCr+Z/8bd5SZyrouvO09443ojtjHffVEFBkdo9s5Cg2pSZOsRZ46fybQ3TV43MpPICYBj2KWa3vY6919kiLzSoRO5Du3qhi1oY1MPjliWZSjkfcxO6SXU2sBYe7dNU/Z1Qv/Pv/AJwlJ/Kj+MdBW7FTD7k+Uvcy5Lb3R2EyoM2G21PjYWh3T2nu3Cma2S2/tpJ4Ux9GyNFW5WWNHbxiQn3Dq4XjjHXycvkD393D8leydyds969mbx7W7G3Rla+uzG6t7ZGsr8vUrUTidNEVRV1VPhqB3c+HG0gioqJECwoqH3U9W6BRSWa7G4soJdmsFBVRq03cqBYWHNvp7917q7/+Tv8Azqvkp/K77h25Hj9ybi3z8W89uOBu2ekK2srKvb/8ClcLltx7GinaqXAbnwuMEtTEIUjjn8RSQHWWG69eIBwR19eXqDtHZXd3W+xu4OttxUu6Oveytobe3nszN0csc0GVwO4MfFkaHJBo3YRPPBMqPFYeKWJx9b2300+CRToS/fuqde9+691737r3X//Q3+Pfuvde9+691737r3XvfuvdVK/z1+2ty9I/ykvnT2Bs+qqKPcUPRu4do0FVStJHU0qdlyUvWtfXU80LLLT1GMxu7ZqqORSDG8AYEEX9+6vHxP2dfF8qSA7FJTLZ2V5h6RIQ0iq4/tHyIuok3JJN/eh1dyQMevUYsxABZiFvpBJIFzc2H4ufe+mqn1PXaMwNwSOCOCRww0sP9YqbH/D3o9XQknJ6uW/4T89tbm6g/nCfBrObdq6qM7p7ag6tzlPDJLorttdnYTLbHycFREjWqIKFM0lYitdUlpUccoCNDpz7evq0/wAzufK0f8uH50Vm3YC+UofiV33JhY6cmOQsvVm4wyIseko0KKzC1tJQEWt7t1RcGnmePXxCZnkct5Hdm8ruQ1+ZZLGdiSTd9SgE/U2Hup6v1Gb6f7H34dUfh+fXD3bprr3v3Xq04dd3P9T791up9T0tet6nJ0m/tnVWGeVcrT7lwstAYWdZTUJkacqsbRkOrEX+nvXV0JLZPX3nNuNUTbf25JkV01ZxOOlqYiukJVNT0wCMtuAkj3AP9pQfqB7315hlqdfLB/4V4du7l33/ADasxsPIVc393umOkeqNt7VpvJKIAm7cVV9hZevp4ifHHLUVe51ppXUBpFpI1a4jXT7z621QooetWy5/qf8Ab+/dN1PqeucbujBkZlZeQysVYH+oIII96PV0Jrx6yxMVckEglJEFgSSZI2TTYf6vVb/Y+9dOdfWI/wCEmPbW5ez/AOURsTEbmqqusbqPt3tXrPAVNVNPPr2xHWYbeuLoYGneTxUGAk3lLQ0sKkR08ECxxhUUAW8uqScAadbM/v3TXXvfuvde9+691//R3+Pfuvde9+691737r3XvfuvdEw/mIfGL/Zy/hJ8mPjJFNHS5HuDqXd20sBWTPogoN0VmKnba+TqL3DRYrPpTVJB+phH59+6uho3XxE+xtibm6v3huvrrfOCyG298bK3HkNrbp2/l4ZqXKYHN7fkfH5fH1MDqFaM1yHxPdrxxhhw9zodXk4fn0gve+mepVIAXkH7QbwTMjTFfGrRoZWurRyLI8kaMiCw9bA3BHvR6vH8XWy3/AMJZPhTu35K/zRusu4BiKxOrfihFWdw7v3CtI8+KXcsmErcb17tZK1kMTZWsy+VFYyK3mjSiLWHF/Dp0mgPr19Uvs/YWK7T6x3/1ruOnSoxHYOx917IzVHLbwVmP3btrJ4XJQFDeMxzU2VlV7ghwLNce99UBocf6vL/V9vXw1flV0HvL4s/Izuv457/oqqg3V0t2ZvHrvJrVxSQtXttrO1+MgztKZEjNTjdwU1MlbSzDUJKaeMhiCPdT050Xxvp/sffh02/D8+uHu3TXXvfuvdc0C6ruCUWxYA2JFwLA/wBbn37r3VpH8mX4i5z5q/zKPi30visZV5HbUXZOI7B7FrY6Tz4/G9a9Zv8A373kuXEkbw/b5zFYNsTGknpmqK+NLHVY+6vHx6+09UBY0iuJW8c1Mg0EhSZpEpEMg5D+LyiSx+hUH8e/dbr5+X+o/wCx183P/hZd8Kt0bM+U3T/zfwGDrJetO4ev8b1LvPKwwSy0eD7J6zlrTiDlZIATSU+6doZmmjpJJCA8uMlQG/Hv3XmJKip60qphpUJpsUYrwiAK4/z8ZkUF5dDFdJLGwPv3TfWFfr/sPej1dOPU6gp6qrrKakoaaorK+qnipqGkpIJKmqqayokWGnhpqeENLPUySOBGigsz2AB+nvXTvX2O/wDhPr8O9w/CT+Vx8eOq97444fsTdlBm+5uwMVKX+7x2d7Uys25MfiayKS0lPW7b2zJQ4qoVhczUDN+fdvl1SQ+XV1vv3TXXvfuvde9+691//9Lf49+691737r3Xvfuvde9+691GqgxWLSbETKSTfxKgRzI03+0rHcrfjy6b8e/de4dapP8APA/4TW7A/mP7kzXya+M24Nu9MfLKtoRJunG5mirT1z3ZNR0kVNisluqfHojbN3o9LRRQPko6SqSpgULURO6JIvurqc9xx1ow9vf8J/8A+bv09uet25lvg13Fuqkp6kw0e6+sMbTdp7Qr4UJR6+PcGyhkY6ejllX0rXRUc63AMf1PvVD05ReFBXo5nwr/AOEsv8z75JbtwcncHWuP+JXWtXXQLmN49xVWHqN0pj1Vairl2r1jicjNl8xkJ6UP4oqxKWBArO0ilVDep69e7RXr6SP8ub+XL8c/5ZnQGH6A+PeDqIaUeHJ773tnkoJt7dobuhBjqN2bsyFFTxQzyRGVkoqaELBQU8giUXufe+qOa06PxMqBRIQQIi8hVNVnBSQSq8af54MrFtJuC4B+oHv3VRx60rv+FP38jLdXyvx8nz9+J+1Dnu8Nl7dioO8+usSqPl+1tlYWko4MDv8A2xQUgP8AEN47dxtKKOqgZBNV0KpYN9sh9+OenQfL/V9nXzeMtjqjFVlRj6yGSnrKOokpayjnpaujqcfX09o6/G1tNXwwVkFbj6gGKVGBCuGAPuvWyAfLprsP6D37rVB6desP6D37r1B6dK7Y2yt09g7qwWzNlbbyu7N07myVLhMBt/B0FXkctl8tkJkpqHHY6kooKmZ62tqJFiiJQoruCxABYeFevaR6Dr6rn/CcP+StN/LO6Vy3cPe+Kx7fL3u/C0DbpxymkyB6Z2NVijydD1lTZGKEx/3lqpKeCoz7wSNG88MEYZ1jDG3VGpTHWzTYf0HJBPH1ItY/64sP9t79030Wr5dfFXo/5o9B76+OvyE2rTbr6z37QpSZOmeb7KtxVbT+STGZ/C5QRStic3h6hjJSz2srnSbhiD7qy8c9fNw/mAf8JLfnr8fd053O/EfE0Xy26blr6qswUONymN253Fgce6yyrRbj2jl8jjsdnmpUpRGarGStJUSSIfCBfTrpzt+XVVmx/wCRF/Nv37uKPb+J+AXf+Lmmq4aZ8juna7bM29jzrRHlqs3uiSOg+31tbUs0gIOoKQPT6nVqAeXW4V/Jb/4Sq43419gbQ+Tv8wKu2nv/ALT2fV0W5Ov+gdt5GLO7F2dnaVoKnGZvsGvqKMQbxzWIrIhNS08WrHwT6ZdLSwxFfU60WFMdbstPpPI0syokbyozMjOrOXQFiS3jYnkkm5P5v73023Un37qnXvfuvde9+691/9Pf49+691737r3Xvfuvde9+6916wP1F7G4/1/6/6/v3XuurAfQAfX8f6o3P+3PJ9+691xMUZcSGNDIPo5RS4/1mtqHv3W6nhXHXRiiIkBjjIl/zoKLaTi37gt6+OOfx7916p9esnv3Wuve/de6wSRR8OEAcaQrorahoWUIG8bI7ovlay3t6j/X37qwJr1r8/wAyf/hOB/L/AP5imVzPZldt3I/H7vzLQzSVnbHT0FHj6fO5Fkm/y7fGxpqb+C7rqZJJFeSoY09efEqioCl1f1PXpzVmnWrL2n/wis+ZeFzNSOnvlL8eew9vPKXx9VvvF726wzDU9/S1VjMTQb9o9KKyq5SpRizAgAce9U6tUZ9elj0r/wAIqPkrk85QzfIH5Y9L7K26tXBJl6HqzbO9985v7OMqzx4eu3Vi9rYgVEvI1TCpRQTeFuGT1OvVHlnrbX/lrfyKvgf/ACyPt9ydQbFrd8d1NSTQZLvntGTF7m7AH3C0yVtNtKoo8XiMNsPFV4gHmpsZRQPIPS0rLqD76oWp1c5HHHEiRxIkUcaLGkcaKiJGgsiIqgKqIvAAFgPfum69c/futde9+691wMcbG5jQnUrXKqTqUWVrkX1KOAfx791up9euyiFgxVSw5DFRqBAIFja/AJ/2/v3XqnhXHXL37rXXVhe9hcXANueSCef8SOffuvdd+/de697917r3v3Xuv//U3+Pfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvddEA2uAbG4uAbEfQi/0PPv3XuvWBtcA2Nx/gbEXH9DY+/de69Yf0H5/H9Tc/wC3I9+6911oTVr0LrP1fSNXAsPVa/ANvfut1PCuOuwoH0AH1PAA5JuTx/U+/deqTxPXrC97C9rXtzb+l/rbj37rVTw8uu/fuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3X//V3+Pfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvdf/9bf49+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691//19/j37r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3X//Q3+Pfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvdf/9Hf49+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691//2Q==" 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" 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" 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" 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" 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" 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" 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FPq9a0gmp6vk+Kn/AAsm+EHa+Vfbnyj6Q7e+KuVqZKJsdn8XXp3f1saF4kasrc1nMBtrZu/cDLGfVGkO3K+kKBmkq4159761o4U62leg/lD8f/lJs6DsP48dyde9y7IlnWjbcOwdzY7M01LXpOIGpq+nhqGqMdNI0gTw1AjnD8CMte3uqkfLowXv3TfXvfuvde9+691737r3X//Q3+Pfuvde9+691jl0+KTWSqeN9bB2iKrpOoiVWVoyB/aBBH1v791sZIHWoB/wpm/nkdpfAnEx/C/434vduye++4evqLeGV7zyFDRU+H2t1VuKr3btHIp1hT19PVT5LdmQy2CqqZslFJDVYMqamAs4pnGj04oBzTr5kVfU1FdVT11TJLPU1k1TXy1NT40mqaioLzVdQ5jK6dU+p1S5Fzxe9j7pzptDMPozDhl4JHpYEMvH4YMQR+QfdetdCh033N2p0J2psTubpzf26OuO0Ou9x0u5tm732rl3xWewOXj/AGJailrH10zw19E701ZBUpLSVlHLJT1MctPJJG2+vdfWL/kVfzvtl/zYuosltHe1LjtjfMXqPAY+q7r69w75KnwG79uy1FPhKfujqdJ5jWLtjN5ieChyWLec1G2stURpKXgmpaiq3x6oQB5dWHfzRfmuf5d3wL+SXzHXan9+8p0zt7Ajb21Kmsq8distu/fm9ts9cbGTL1FFJFWDb8W6t+485FoCJvtY5NBDhWG+tKASMY/1f5uvjr/MX5s/Jn539r5ruj5Rds7m7R3jW1VeuMTJ1z0m2tm4+Waor4dq9f7WppU2ts/aWNlmZoaeipoZaqRnkkMk0sknvR6d6J7f8/n+vuvWuvXOki5sfqL8G17XH5tf3sdaPA/Z1jJJtck2Fhc3sB9AP8PdumOurm1rm39Px7917r3v3Xuux9R/r+/dbHEfb1kBIvYkXFjY2uD9Qf8AD3Tp/rvUbabnTe+m5te1r2+l7e/de65JLJEweOR43H0dHZGH+sykEfT37r3XlJJReSoe4XVpF2Kg2J4UsFHP+Hv3Xujo/CL53fJn+X33Nie9fi/2Tldi7npozi85iYTUV+1d67cjrIsnVbe37t6SVaDO4aaWNXAkikaFlMkWh1v7t17j19jv+W58ysX/ADA/hJ8fPl7iduvtE9wbVzNRuHa4qqisg2zvrZu8dwdd9hbfoaqqRJshicZvraOShoqkqPNSRxyCwce99NMAKjo8nv3VOve/de697917r//R3+Pfuvde9+691wkUvHIoOksjKGGv0kqQD+28cnF/7LK39CDz7917qrj+aJ/LB+PX80/451/SHdVD/Bdw4hKzNdNdv7ZoKer350hu2sggEOe24FWlXPbQzs+Kp6TcG2qiWOg3BQUsMsD0+Vo6Crp/dWBNRnHXyLPnd8EvkD/Lo+QG6Pjf8jdrRYfduLiOc2runDTNkOv+1eua2prKDanafWW4qiCJNy7P3YKSoeNgkNZQ1EMtHWwUmQpaqkp9Hp4GvRLIheSMeMy3dB4hqvL6h+2NHru/0455491690cz4NfBnvr+YZ8iNnfG746bZizm9d1SVtVXZfKTjC7Z2hgcbj58zldy7qycqPRY/GUuOo5vt4kcVFXMgihUu6j3brxxk9fXV/lb/wAq747/AMrL4/UHTXUmK/vLvrOv/FO2u6Mjj6Ci7B39uOrxa0taKvNUsFHm8dsSiqMSRh8YKiSno6iV541Eskkrb9OqFq/Z0ZD5u/EHrP52/Fnub4mdwPlaXYnb21zgq3KYWdKHM4HJYnNYfeu0NzYKUTRQ1Em0N47extctLUWpqqSiRJhovq91oHz8v9Qz18m3+ZX/ACN/nZ/LR3VuGs7K6vy3YXQENc0G3fkV1nQZDdHWlXhqms8WGpd212Mxcdd13urREGlpsxS0qVE1zTNUqQX105Xy8+qbGh0RlgEaMxkLN42jimaMi5p55lR2lTWNShVvYj+l9Y631A966111Yf0HvfWqD068QLHgfT37rRAocdY/dumeux9R/r+/dbHEfb1k906f697917r3v3XupMMfldFsW1EFlSMsVhj5kkZkjlZAiKSSEY2FyD731vq7b+Vx/Iu+aX8zze+EyG19i7h6l+O1PWTDdvyR33t7JYrYcdDi8jQ0ldj+vKqsip6vsXeSq8pVMeJ6ankQCqlp4wfe6daJA8+vrOfEX4u9afC744dP/FvqGlyFJ1v01tKn2zt4V9XLVVldK9dPmczm8lVS3mOTz25MlV1cyByheofgg2G+mya1NR/q/wBXHozHv3TfXvfuvde9+691/9Lf49+691737r3XRAIIIBBFiDyCD9QR+QffuvdYZoI5UkBRNTxSx6yhJAlUK4ujJIQwUXAZSbDnge/dbHEdVffzQ/5X/wAd/wCaj8eK3pDvDHtiM9iZ67cnT/cG2KClrN/9JbzydPofc+27rTR5/bO43pEpNw7dqZY6LcVBFHLFJT5SloquD3Tlaf6v9X+x18vuf+RL8/8AH/zD6b+W/kuopYO0ZqyPL1PacFJuLK9EDpxsj4JfkPSb2osbBNT9NQopp2ramOKtTLRyYeenps4k2Mj1Tq9RSvX1AP5Vv8rroP8AlX/H3HdN9S0KZ3fW5oNt5fvXtWulM2c7N3tjKCanpcxUwVVRIcJtTDsJ6fCY+lVI4ElJKazLI2+qE1r9n+r/AGfTq0z37prriERRZVVRdmsFAGpmLs1gLXZzcn8nn37rdT69Y5kTwy8FbQyLqjR2kVCpuI1i/dY8cBeSfpz7914E1GfPqkz5Uf8ACfH+U98ua2v3H2F8Wdr9f7srZchW5He/RtZkOoc/lK3JiRqrLZqHbSUWFyWR8sjSmWupqpWkuZhIt1PunKn/AFU6oH76/wCETfUOVjzeT+NXzQ3ps7IPNJUbe2p3B1rjN47eFO6s8dBU7s2nuDbea08gfcCjqZVW7CJrBTqnVgflj/V9nVRncv8Awjs/mjddYqbK9dbm+MnfYStdItt7J7Gzez90GhC85GqXuLaPWm2qWFFN/HHnalgw545Pqde1D/V/sdE4rP8AhLj/ADyFldaH4UUmQpwD46uh+S3xIWGU/j013yAhlUH/AFuPfqdaZhQjz6gf9AuP89f/ALwZ/wDZmfh5/wDdBe99M9dr/wAJcv564YE/BkEAgkH5M/D2xF/obfIMGx/w9+62OI6caX/hLj/PJkYmr+ElLQRLy0s/yV+JTwqo5ZpWp/kDNJHGo/UQrED6A/T3qnT2pfXo4XTf/COn+aPvrFrl+zN0/GLoovLHCdubz7J3FvHdEaVB0CrdOoti9ibUNHD9WJy8Df7Wgu6+p14kenVrPT3/AAiQ6+x6YHI/IL507q3EZVibP7Y6e6hwm1qOORpF89Jht+b13zuGrqfJECIKibADQ5DNA6go3qda1ZpTq/z4l/8ACdH+U78PspDuTZvxqxvau9KcYr7TePf2Tm7cr6OqoJlnOUxuA3ElPsfEVf3CiUyUWNjcECwsAp317UfSnV5iIEUIBqta7N9Ta1ib3JICj/bD3vpsmpJ4dchHGDcIgOsyXCrfyFdBe9r6yhtf624966r1z9+691737r3Xvfuvdf/T3+Pfuvde9+691737r3XRAIIIBBFiDyCD9QR+QffuvdcfGmrXoTWNVn0jUNWnV6rX9Whb/wBbD+nv3W6n16xilpVeKRaaBZIIvBC4hjDwwXRvDEwXVHFeNTpFhdR/Qe/deqfXrKFUWsqixLCwAszX1MP6E6jc/wCPv3Wqn165e/de697917r3v3XuutK88DkhjwOSLEE/4gge/deqfXrwAH0AH1+g/ryf9uffuvVPXdvfuvdcSqtbUqtpIYXANmBuGF/oQfz7916p65e/de697917r3v3XuuJVWtqVW0kFbgGxHIIv9CD7916p9euVh/T/fH6/wC39+6916wve3IvY/nn6/7e3v3Xuve/de697917r3v3Xuve/de697917r//1N/j37r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3X//V3+Pfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvdf/9bf49+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691//19/j37r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3X//Q3+Pfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvdf/9Hf49+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691//2Q==" 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" 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" 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" 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" 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" 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" 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" 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" 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" />]]></answer>
    <language><![CDATA[fr]]></language>
   </row>
  </rows>
 </answer_l10ns>
 <groups>
  <fields>
   <fieldname>gid</fieldname>
   <fieldname>sid</fieldname>
   <fieldname>group_order</fieldname>
   <fieldname>randomization_group</fieldname>
   <fieldname>grelevance</fieldname>
  </fields>
  <rows>
   <row>
    <gid><![CDATA[4062]]></gid>
    <sid><![CDATA[759713]]></sid>
    <group_order><![CDATA[0]]></group_order>
    <randomization_group/>
    <grelevance/>
   </row>
   <row>
    <gid><![CDATA[4063]]></gid>
    <sid><![CDATA[759713]]></sid>
    <group_order><![CDATA[1]]></group_order>
    <randomization_group><![CDATA[1]]></randomization_group>
    <grelevance><![CDATA[((random==1))]]></grelevance>
   </row>
   <row>
    <gid><![CDATA[4064]]></gid>
    <sid><![CDATA[759713]]></sid>
    <group_order><![CDATA[2]]></group_order>
    <randomization_group><![CDATA[2]]></randomization_group>
    <grelevance><![CDATA[((random==2))]]></grelevance>
   </row>
   <row>
    <gid><![CDATA[4065]]></gid>
    <sid><![CDATA[759713]]></sid>
    <group_order><![CDATA[3]]></group_order>
    <randomization_group><![CDATA[3]]></randomization_group>
    <grelevance><![CDATA[((random==3))]]></grelevance>
   </row>
   <row>
    <gid><![CDATA[4066]]></gid>
    <sid><![CDATA[759713]]></sid>
    <group_order><![CDATA[4]]></group_order>
    <randomization_group><![CDATA[4]]></randomization_group>
    <grelevance><![CDATA[((random==4))]]></grelevance>
   </row>
  </rows>
 </groups>
 <group_l10ns>
  <fields>
   <fieldname>id</fieldname>
   <fieldname>gid</fieldname>
   <fieldname>group_name</fieldname>
   <fieldname>description</fieldname>
   <fieldname>language</fieldname>
   <fieldname>sid</fieldname>
   <fieldname>group_order</fieldname>
   <fieldname>randomization_group</fieldname>
   <fieldname>grelevance</fieldname>
  </fields>
  <rows>
   <row>
    <id><![CDATA[5975]]></id>
    <gid><![CDATA[4062]]></gid>
    <group_name><![CDATA[GeoCat]]></group_name>
    <description/>
    <language><![CDATA[fr]]></language>
    <sid><![CDATA[759713]]></sid>
    <group_order><![CDATA[0]]></group_order>
    <randomization_group/>
    <grelevance/>
   </row>
   <row>
    <id><![CDATA[5976]]></id>
    <gid><![CDATA[4063]]></gid>
    <group_name><![CDATA[GeoCat1A]]></group_name>
    <description/>
    <language><![CDATA[fr]]></language>
    <sid><![CDATA[759713]]></sid>
    <group_order><![CDATA[1]]></group_order>
    <randomization_group><![CDATA[1]]></randomization_group>
    <grelevance><![CDATA[((random==1))]]></grelevance>
   </row>
   <row>
    <id><![CDATA[5977]]></id>
    <gid><![CDATA[4064]]></gid>
    <group_name><![CDATA[GeoCat1B]]></group_name>
    <description/>
    <language><![CDATA[fr]]></language>
    <sid><![CDATA[759713]]></sid>
    <group_order><![CDATA[2]]></group_order>
    <randomization_group><![CDATA[2]]></randomization_group>
    <grelevance><![CDATA[((random==2))]]></grelevance>
   </row>
   <row>
    <id><![CDATA[5978]]></id>
    <gid><![CDATA[4065]]></gid>
    <group_name><![CDATA[GeoCat2A]]></group_name>
    <description/>
    <language><![CDATA[fr]]></language>
    <sid><![CDATA[759713]]></sid>
    <group_order><![CDATA[3]]></group_order>
    <randomization_group><![CDATA[3]]></randomization_group>
    <grelevance><![CDATA[((random==3))]]></grelevance>
   </row>
   <row>
    <id><![CDATA[5979]]></id>
    <gid><![CDATA[4066]]></gid>
    <group_name><![CDATA[GeoCat2B]]></group_name>
    <description/>
    <language><![CDATA[fr]]></language>
    <sid><![CDATA[759713]]></sid>
    <group_order><![CDATA[4]]></group_order>
    <randomization_group><![CDATA[4]]></randomization_group>
    <grelevance><![CDATA[((random==4))]]></grelevance>
   </row>
  </rows>
 </group_l10ns>
 <questions>
  <fields>
   <fieldname>qid</fieldname>
   <fieldname>parent_qid</fieldname>
   <fieldname>sid</fieldname>
   <fieldname>gid</fieldname>
   <fieldname>type</fieldname>
   <fieldname>title</fieldname>
   <fieldname>preg</fieldname>
   <fieldname>other</fieldname>
   <fieldname>mandatory</fieldname>
   <fieldname>encrypted</fieldname>
   <fieldname>question_order</fieldname>
   <fieldname>scale_id</fieldname>
   <fieldname>same_default</fieldname>
   <fieldname>relevance</fieldname>
   <fieldname>question_theme_name</fieldname>
   <fieldname>modulename</fieldname>
   <fieldname>same_script</fieldname>
  </fields>
  <rows>
   <row>
    <qid><![CDATA[89422]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4062]]></gid>
    <type><![CDATA[*]]></type>
    <title><![CDATA[random]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[1]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance><![CDATA[1]]></relevance>
    <question_theme_name><![CDATA[equation]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89423]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4062]]></gid>
    <type><![CDATA[X]]></type>
    <title><![CDATA[ConsigneGeoCat]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[N]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[2]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[boilerplate]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89424]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1a1]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[1]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89425]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1a2]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[2]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89426]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1a3]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[3]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89427]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1a4]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[4]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89428]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1a5]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[5]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89429]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1a6]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[6]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89436]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4064]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1b1]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[1]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89437]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4064]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1b2]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[2]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89438]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4064]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1b3]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[3]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89439]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4064]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1b4]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[4]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89440]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4064]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1b5]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[5]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89441]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4064]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc1b6]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[6]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89448]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4065]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2a1]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[1]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89449]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4065]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2a2]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[2]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89450]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4065]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2a3]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[3]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89451]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4065]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2a4]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[4]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89452]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4065]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2a5]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[5]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89453]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4065]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2a6]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[6]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89460]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4066]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2b1]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[1]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89461]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4066]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2b2]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[2]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89462]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4066]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2b3]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[3]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89463]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4066]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2b4]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[4]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89464]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4066]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2b5]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[5]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <parent_qid><![CDATA[0]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4066]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[gc2b6]]></title>
    <preg/>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[Y]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[6]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
  </rows>
 </questions>
 <subquestions>
  <fields>
   <fieldname>qid</fieldname>
   <fieldname>parent_qid</fieldname>
   <fieldname>sid</fieldname>
   <fieldname>gid</fieldname>
   <fieldname>type</fieldname>
   <fieldname>title</fieldname>
   <fieldname>preg</fieldname>
   <fieldname>other</fieldname>
   <fieldname>mandatory</fieldname>
   <fieldname>encrypted</fieldname>
   <fieldname>question_order</fieldname>
   <fieldname>scale_id</fieldname>
   <fieldname>same_default</fieldname>
   <fieldname>relevance</fieldname>
   <fieldname>question_theme_name</fieldname>
   <fieldname>modulename</fieldname>
   <fieldname>same_script</fieldname>
  </fields>
  <rows>
   <row>
    <qid><![CDATA[89430]]></qid>
    <parent_qid><![CDATA[89426]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[SQ001]]></title>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[N]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[0]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89431]]></qid>
    <parent_qid><![CDATA[89425]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[SQ001]]></title>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[N]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[0]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89432]]></qid>
    <parent_qid><![CDATA[89424]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[SQ001]]></title>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[N]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[0]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89433]]></qid>
    <parent_qid><![CDATA[89428]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[SQ001]]></title>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[N]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[0]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89434]]></qid>
    <parent_qid><![CDATA[89429]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[SQ001]]></title>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[N]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[0]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89435]]></qid>
    <parent_qid><![CDATA[89427]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4063]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[SQ001]]></title>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[N]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[0]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89442]]></qid>
    <parent_qid><![CDATA[89441]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4064]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[SQ001]]></title>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[N]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[0]]></question_order>
    <scale_id><![CDATA[0]]></scale_id>
    <same_default><![CDATA[0]]></same_default>
    <relevance/>
    <question_theme_name><![CDATA[arrays/array]]></question_theme_name>
    <modulename/>
    <same_script><![CDATA[0]]></same_script>
   </row>
   <row>
    <qid><![CDATA[89443]]></qid>
    <parent_qid><![CDATA[89437]]></parent_qid>
    <sid><![CDATA[759713]]></sid>
    <gid><![CDATA[4064]]></gid>
    <type><![CDATA[F]]></type>
    <title><![CDATA[SQ001]]></title>
    <other><![CDATA[N]]></other>
    <mandatory><![CDATA[N]]></mandatory>
    <encrypted><![CDATA[N]]></encrypted>
    <question_order><![CDATA[0]]></question_order>
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    <question><![CDATA[{if(is_empty(random),rand(1,4),random)}]]></question>
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    <question><![CDATA[<p align="center" style="margin:0cm;text-align:center;margin-right:0cm;margin-left:0cm;"><span style="font-size:16px;"><span style="font-family:Times New Roman,Times,serif;">Nous vous proposons maintenant de catégoriser des figures géométriques. La tâche commencera à l'écran suivant.</span></span></p>

<p align="center" style="margin:0cm;text-align:center;margin-right:0cm;margin-left:0cm;"> </p>

<p align="center" style="margin:0cm;text-align:center;margin-right:0cm;margin-left:0cm;"> </p>

<p align="center" style="margin:0cm;text-align:center;margin-right:0cm;margin-left:0cm;"><span style="font-size:16px;"><span style="font-family:Times New Roman,Times,serif;"><span style="line-height:150%;"><strong><u>Consigne</u></strong></span></span></span></p>

<p style="margin: 0cm; text-align: justify;"><span style="font-size:16px;"><span style="font-family:Times New Roman,Times,serif;"><span style="line-height:150%;">Chaque page comporte une figure en haut et deux figures en bas. Regardez la figure du haut; choisissez quelle des deux figures du bas est <u><strong>la plus similaire</strong></u> à la figure du haut. Sélectionnez votre réponse.</span></span></span></p>

<p style="margin: 0cm; text-align: justify;"> </p>

<p style="margin: 0cm; text-align: justify;"> </p>

<p style="text-align: center;"><span style="font-size:16px;"><span style="font-family:Times New Roman,Times,serif;">Il n'y a ni bonnes ni mauvaises réponses.   </span></span></p>

<p style="text-align: center;"> </p>

<p style="text-align: center;"><span style="font-size:16px;"><span style="font-family:Times New Roman,Times,serif;">Merci de rester spontané.e.</span></span></p>
]]></question>
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    <id><![CDATA[126584]]></id>
    <qid><![CDATA[89424]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/1A-1-1.jpg" /><img alt="" src="upload/surveys/759713/images/1A-1-1.jpg" /></p>

<p style="text-align:center;"> </p>
]]></question>
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    <id><![CDATA[126585]]></id>
    <qid><![CDATA[89425]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img 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/><img alt="" src="/facpsystudents/upload/surveys/924153/images/1A-2-1.jpg" /></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126586]]></id>
    <qid><![CDATA[89426]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="/facpsystudents/upload/surveys/924153/images/1A-3-1%20(1).jpg" /><img 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S61S4eSnNPCyOA4DNYEfn3YR0INeHy6o05I+Hj8/9j/B1X92z8Av50P8hZ6z5B/Cn5D7g+YPxX2rrr+xeq9yrU11bhNs0DPWVdZnev60zYqCiixcDfc5egYvSRnyBQxX3fqgIOOtoT+Up/Ni6W/mo9ER772TGdqdsbIakwXcHU2UeOmz+0dxIkC1NXTQmUSS4KpmDFCL2ACnmwbfTbClf9X+r7erbPfum+ve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuv/U3+Pfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+6910RcEf1FvfuvDBr0kN/wC7sD19sTem+dzzmm21svaW4927hqdRT7fB7cw9ZmMtPrBGjxUFHI17i1ve+OerirGvWi//ACDOkqr+bJ/Mk+WX84D5NUEW58NsDsyfA9AbVynkrsNhtyV8tVWbfqsM8mvViOs9sYxFx7XUpXTBr3Bvrq7YWg63y1jSJYkiXQkKrGkaWVFjACKNJsNKKvA9+6Z6y+/de6w1MEFVTz01VFHPTVEMsFRBKoeKaCZGjmikQgh45I2IIPBB9+62K1FOPWgj8jdlRfyGf5/3RndvVtC20fh788apcT2FsfFu0G0cGm7Nw0mE7CxVHFGsUH3Wz955Gmz1BGVBFCZEH5966eJBU9b9MbxO+tNJDMXJUX1u0cCxSA8X/wAnkUH/AF/8Pe+mOpfv3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r//V3+Pfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+6910fob/AEt7914ceq9P5sH8a/4bP+e/93tX8Y/2U3u77Tw/57xf3Dz33fh/5ufa67f429+PHp1eI/1Zp1Tz/wAJCP7u/wDDRdB/B/t/v/8AZke7v7wWt959595tz+Ffc25/4sn29r/7D8+/deev+r8+tpL37prr3v3XuuL/AKH+v6W+n1+h+n+Pv3WxxHWkd/ws++3/ANFn8vT+E/bf31/2YfsD+D/Zafv/ALX+7W2fJ5Leq33fjvfjV9Pz70enU4ZrTHW6Vsv7n+6O1Pv/ACfe/wB3MN935v8AOfcfYUnl1fjV5b/8j976q1e6nCv+TpU+/dN9e9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3X//1t/j37r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvddE2BP9Bf37rwyadJDf8Asvb/AGVsTenXu6qP+IbX35tLcezNyUH/ACvYDdGHrMHmKMg8f5Tj66RP+Qve+GOrglTTrQS/k2fMvaf8ij5pfPH+W186tyrsDq9M7l+0+r+wcjjqmowtZWYSDJ1uK/glLTXnnw3avXktJWY6NBqkr6YR8a7+6nAJ6eIJoOjUdn/8KVfmp8yexcz1T/J6+DO9e1aTHVVXj5u1N2bcrd1Q1SUsrRR5rH4ikJ2jhsbG+mYvkWMiIt34B9teL/R6dEKAVJ/yf6v29Jtu2/8AhYFh4l3zL0zsHL4y33f9xqTF9byZaKFv3XoxiKd1qIZnQFAI/WGPHPuwkqQKdaIQAkMOhX+Ov/CoHsvpXtLF/H3+bt8SN5fF7d1Q8WOffdFt7MYLBwzS1KQNV5XA5c/Y1WMkuzyVFG4WNCSAeAXOmSv7eicd8dlYP/hQb/Pz+O/VfStY+9vhX8KxRbk3XvuihlTaO78NhajH7u3xmseziTyVe9N20FPt3HsxRnoqV5AP1D37rfAZPW/9AkYdiqqrNaaSPi8TNFFDEukcIfBDYj+v+Hv3TRwCOpfv3VOve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r//X3+Pfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3WGoMSwTtPYwLDIZgRcGIIxkuPyNF/futjiKcevmsfNbqXt7/AIUufzbO+dnfF5Nh7V6f+I3W+d2bQ9w1mJL4zdZwOZkpMNFmdwwLLJnKzfW6ILYltBFFjI5GKsosdYPT+B0ZD4hfzRfn3/IW2vjviD84/wCXo+5el9o+Zdr9q9K7Uh2jX5fHU9XLfKVOUw+Bj2pvm0BaRquoaKrgAGo8W9+4Y68RXqy+r/4WJ/AD+BPU47oz5MZLdkkKh9nPtPG06JVFLR0smaU1KlZZbJrEL2vdVP097r1UL8/9X7eqnPlb31/M1/4UnVG3OiOgPgzgei/jPg83SZWq7Z7a2ji6/dOJT7iMwNL2Jm8JBFtyleN7yY3AMsteiaJX5B9+6tgdCB/I6qN+fyRv5uPaf8rP5K0O3K7BfJuPa0/WXc2Mw8lJHuHOQYOSp69yOPzsxEx2nvirnbCfZtydwyQqeTz7rx7h9vX0DkYOodOVax97+3pkimD1z966r1737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvdf/9Df49+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3XF11o6HkMrKR/XUCP8AiffutjBBPRLP5jPZeW6c+BPzK7O27I1PuLY/xp7iz2CqVtqp8wuyc4mMqE/2uGv8bj/ED3vq65Iz/qA61+f+Ed/U22dvfy2+wO6kh8u9u8fkhvibc+QnOqSoo9iYuhw+BCL9VVWy2RJ+gOs/4+9dWb/V+3rau3Ts7aW9sY+C3htjAbqwT38uG3JgqXM42UkFWElPXwVFI8UiGzhkZWU2Nxx791UE/mfn/k6L1B8GfhhQ5R87T/FjoGHLI/metHVOyhIHdtfk1nCBLhuQeAPyR791vUxp6HoymGwGEweMp8RhMNjMFiKZBFSYjDUNHiMZBBYL44KHGBKZYtHGkALb8D37qpJ/Z/q8+tJL/hX7tmDqnfv8s/5n7T143tTZfcWW2ZS5UG4XGbbm292DgIdI/MWaeqJJ/De/dOLwp/q49btO2cwme27gMzZB/GcPi8uqKLArkKanqvIB+B5Jrj/D37qhGTT/AFY/zdKL37pvr3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de6//0d/j37r3Xvfuvde9+691737r3Xvfuvde9+691737r3XvfuvddMoZWU8hgVI/qCLH/ePfuvDBr0XD5d9Kp8k/i18h+hdcCnuLpXsXryhlqf8AgNHX7v2lmcHRSz/82Fqa6PX/ALTf37pxagj160iv+E9v83D4/wD8uP4C/Lfor5gZn+5O9Pi93Xntw4TrxY3qd+74be8NPgM5tXbVIzFDBht5bZpqdWuLtVKSCtgPdXIr59CFB/NA/n5/ziM3l4/5bHQ8fxq+NUlbWUGM7e3RRrh/4zQ08slM1Y3Zm50WhfLJA3lGPoAXkayqb/T3XsDj0qJP5UH/AAp5wtNHvLGfzIsDk91qDVNs5eyM6EFSw8qUZqMvF/d6DzygIGiIAvce9Hga9b1Dj5dNe3v53383L+Vbv/AdbfzifjBX7+6hzNTT46h7x2NjEC1dJSzxw1E2Czm0VbZ24mSlYyTwVX+Uz20n9R9sgnrxAP29AZ/PZ+W3Uv8AOT+VX8p74afD3eNN2ptnee6aXsncmVwkLTVOFq+y8liMPJQbmpPGi4uo2rtDCVFRMzemIVTcnSL7HEdeGOvoG4qkpsfQ0OPpCpp8dS09FB+ClNTQrSKv+JMtL7e6bbz/ANX+rHTr79031737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvdf/0t/j37r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691DyFVBQ0FdW1VQlHS0dHU1VTVyDUlLBTwvLNUOv5SCNCxH9B791scR18hn5dbb3n86/n185P5inxg+KsXbnxT6X+Q2C3P2NtSGhyUmx934KLJpS0tVuunwDwZR6LsKDCVFfWrSaakwVjCGzED3rp/0znrf5/lefzyf5a3y/6p2hsnYe7NjfF7f21sPjMJWfHHsfI4br5NtLjYI8SlPs+Srlj27k8I9cdEX2sn3RBBnUMTffVSGya56upre1erKLDfxuu7L69p9v1UJMWSyO89p0mAlhZCZGgyMk/gmjVL8sSpH1496PA9VyMn/L/n61o/51n89D+W9sbo7sX4s43CbB+ffbnZmEn21QdJ4FsVunrrH5yvhqcZj8zu7ddMsyLlcXXuj0tPjNddI1hEY3FyzWuerAU61bf5GO095fyvv5vPxQj+b/AEhWdfD5Y9U1mM6kym98PXQ5jak3bM8u29kbsw0mXH3MM9ZkYJcBWEEsMfkywub32DkelerGtDTj19TWGRZAsivG2pEkBhsVkglJ8ElzzpKgkf7H2900fMf4epPv3VOve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r//T3+Pfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691xdVdHRv0urK3/AAVgQf8AeD791scR0RL+Z3vLM9f/AMu35t7027JJT57A/GDu+pxlTB/n6eqTYG4Fgmh/5uxuQV/x9+6cTiB5ceqKP+EhfWWz6T+VFm91nC0WQzfbHyB7Ri349dFDVjMUO3afF0WApclSTBoKmBqGrkV0e8ciy6SCL+9eXVmNCDXo0vzW/wCE0f8ALY+Y2fym/wDF7LzPx67IylRNVVO5uoaiTDYqvyMmtpslkNlVbQ4mSrWc+Ty05hfi6kGx976dWY4BGfP/AFD/AGOqxYf+EduzJK5qPMfzAO+8lswEio2u9AJI2pV/zdIyHcEyuksN0IKtcH6H6e/U4dbMy6SPXq5L4Kf8J9v5dHwOyNNu3ZfVLdpdn0cEIh7F7enh3XV086yxzS1GCxFR5KTC1aNHdHCuY3IKkFQffumC1SOqQv8AhZBgKHZeP/lw/IPblLT47sraHem7Nr4zOUqfbZRsTSYvbe7sDSxILn7LH5zHzNYjnVb3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/></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126587]]></id>
    <qid><![CDATA[89427]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img 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/><img alt="" src="/facpsystudents/upload/surveys/924153/images/1A-4-1.jpg" /></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126588]]></id>
    <qid><![CDATA[89428]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"> </p>

<p style="text-align:center;"><img 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" /><img alt="" src="/facpsystudents/upload/surveys/924153/images/1A-5-1.jpg" /></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126589]]></id>
    <qid><![CDATA[89429]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"> </p>

<p style="text-align:center;"><img 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/><img alt="" src="/facpsystudents/upload/surveys/924153/images/1A-6-1.jpg" /></p>
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    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img 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" /></p>

<p style="text-align:center;"><img alt="" src="/facpsystudents/upload/surveys/924153/images/1B-1-1.jpg" /></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126597]]></id>
    <qid><![CDATA[89437]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img 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/><img alt="" src="/limesurvey/upload/surveys/182793/images/1B-2-1.jpg" /><img alt="" src="upload/surveys/337838/images/1B-2-1.jpg" /></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126598]]></id>
    <qid><![CDATA[89438]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img 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/></p>

<p style="text-align:center;"> </p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126599]]></id>
    <qid><![CDATA[89439]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/1B-4-1.jpg" /><img 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/></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126600]]></id>
    <qid><![CDATA[89440]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img 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" /><img alt="" src="/limesurvey/upload/surveys/182793/images/1A-5-1.jpg" /><img alt="" src="upload/surveys/337838/images/1B-5-1.jpg" /></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126601]]></id>
    <qid><![CDATA[89441]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img 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   </row>
   <row>
    <id><![CDATA[126595]]></id>
    <qid><![CDATA[89447]]></qid>
    <question/>
    <help/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126608]]></id>
    <qid><![CDATA[89448]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2A-1-1.jpg" /></p>

<p style="text-align:center;"><img 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" /></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126609]]></id>
    <qid><![CDATA[89449]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2A-2-1.jpg" /><img 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/></p>

<p style="text-align:center;"> </p>
]]></question>
    <help/>
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   <row>
    <id><![CDATA[126610]]></id>
    <qid><![CDATA[89450]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2A-3-1.jpg" /></p>

<p style="text-align:center;"><img 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" /></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126611]]></id>
    <qid><![CDATA[89451]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2A-4-1.jpg" /><img 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" /></p>

<p style="text-align:center;"> </p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126612]]></id>
    <qid><![CDATA[89452]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2A-5-1.jpg" /><img 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/></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126613]]></id>
    <qid><![CDATA[89453]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2A-6-1.jpg" /><img 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<p style="text-align:center;"> </p>
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    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2B-1-1.jpg" /><img 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" /></p>

<p style="text-align:center;"> </p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126621]]></id>
    <qid><![CDATA[89461]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2B-2-1.jpg" /><img 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" /></p>

<p style="text-align:center;"> </p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126622]]></id>
    <qid><![CDATA[89462]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2B-3-1.jpg" /><img 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" /></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126623]]></id>
    <qid><![CDATA[89463]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2B-4-1.jpg" /><img 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" /></p>
]]></question>
    <help/>
    <script/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <id><![CDATA[126624]]></id>
    <qid><![CDATA[89464]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2B-5-1.jpg" /><img 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/></p>

<p style="text-align:center;"> </p>
]]></question>
    <help/>
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   <row>
    <id><![CDATA[126625]]></id>
    <qid><![CDATA[89465]]></qid>
    <question><![CDATA[<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Regardez la figure du haut et choisissez quelle des deux figures du bas est <strong><u>la plus similaire,</u> </strong>selon vous,<strong> </strong>à la figure du haut. </span></span></p>

<p style="text-align:center;"><span style="font-size:18px;"><span style="font-family:Times New Roman,Times,serif;">Sélectionnez votre réponse.</span></span></p>

<p style="text-align:center;"><img alt="" src="upload/surveys/337838/images/2B-6-1.jpg" /><img 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   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[hide_tip]]></attribute>
    <value><![CDATA[0]]></value>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[max_answers]]></attribute>
    <value/>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[min_answers]]></attribute>
    <value/>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[page_break]]></attribute>
    <value><![CDATA[0]]></value>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[printable_help]]></attribute>
    <value/>
    <language><![CDATA[fr]]></language>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[public_statistics]]></attribute>
    <value><![CDATA[0]]></value>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[random_group]]></attribute>
    <value><![CDATA[7]]></value>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[random_order]]></attribute>
    <value><![CDATA[0]]></value>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[repeat_headings]]></attribute>
    <value/>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[save_as_default]]></attribute>
    <value><![CDATA[N]]></value>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[scale_export]]></attribute>
    <value><![CDATA[3]]></value>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[statistics_graphtype]]></attribute>
    <value><![CDATA[0]]></value>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[statistics_showgraph]]></attribute>
    <value><![CDATA[1]]></value>
    <language/>
   </row>
   <row>
    <qid><![CDATA[89465]]></qid>
    <attribute><![CDATA[use_dropdown]]></attribute>
    <value><![CDATA[0]]></value>
    <language/>
   </row>
  </rows>
 </question_attributes>
 <surveys>
  <fields>
   <fieldname>sid</fieldname>
   <fieldname>gsid</fieldname>
   <fieldname>admin</fieldname>
   <fieldname>expires</fieldname>
   <fieldname>startdate</fieldname>
   <fieldname>adminemail</fieldname>
   <fieldname>anonymized</fieldname>
   <fieldname>format</fieldname>
   <fieldname>savetimings</fieldname>
   <fieldname>template</fieldname>
   <fieldname>language</fieldname>
   <fieldname>additional_languages</fieldname>
   <fieldname>datestamp</fieldname>
   <fieldname>usecookie</fieldname>
   <fieldname>allowregister</fieldname>
   <fieldname>allowsave</fieldname>
   <fieldname>autonumber_start</fieldname>
   <fieldname>autoredirect</fieldname>
   <fieldname>allowprev</fieldname>
   <fieldname>printanswers</fieldname>
   <fieldname>ipaddr</fieldname>
   <fieldname>ipanonymize</fieldname>
   <fieldname>refurl</fieldname>
   <fieldname>showsurveypolicynotice</fieldname>
   <fieldname>publicstatistics</fieldname>
   <fieldname>publicgraphs</fieldname>
   <fieldname>listpublic</fieldname>
   <fieldname>htmlemail</fieldname>
   <fieldname>sendconfirmation</fieldname>
   <fieldname>tokenanswerspersistence</fieldname>
   <fieldname>assessments</fieldname>
   <fieldname>usecaptcha</fieldname>
   <fieldname>usetokens</fieldname>
   <fieldname>bounce_email</fieldname>
   <fieldname>attributedescriptions</fieldname>
   <fieldname>emailresponseto</fieldname>
   <fieldname>emailnotificationto</fieldname>
   <fieldname>tokenlength</fieldname>
   <fieldname>showxquestions</fieldname>
   <fieldname>showgroupinfo</fieldname>
   <fieldname>shownoanswer</fieldname>
   <fieldname>showqnumcode</fieldname>
   <fieldname>bouncetime</fieldname>
   <fieldname>bounceprocessing</fieldname>
   <fieldname>bounceaccounttype</fieldname>
   <fieldname>bounceaccounthost</fieldname>
   <fieldname>bounceaccountpass</fieldname>
   <fieldname>bounceaccountencryption</fieldname>
   <fieldname>bounceaccountuser</fieldname>
   <fieldname>showwelcome</fieldname>
   <fieldname>showprogress</fieldname>
   <fieldname>questionindex</fieldname>
   <fieldname>navigationdelay</fieldname>
   <fieldname>nokeyboard</fieldname>
   <fieldname>alloweditaftercompletion</fieldname>
   <fieldname>googleanalyticsstyle</fieldname>
   <fieldname>googleanalyticsapikey</fieldname>
   <fieldname>tokenencryptionoptions</fieldname>
  </fields>
  <rows>
   <row>
    <sid><![CDATA[759713]]></sid>
    <gsid><![CDATA[1]]></gsid>
    <admin><![CDATA[inherit]]></admin>
    <adminemail><![CDATA[inherit]]></adminemail>
    <anonymized><![CDATA[N]]></anonymized>
    <format><![CDATA[S]]></format>
    <savetimings><![CDATA[N]]></savetimings>
    <template><![CDATA[inherit]]></template>
    <language><![CDATA[fr]]></language>
    <additional_languages/>
    <datestamp><![CDATA[N]]></datestamp>
    <usecookie><![CDATA[I]]></usecookie>
    <allowregister><![CDATA[I]]></allowregister>
    <allowsave><![CDATA[I]]></allowsave>
    <autonumber_start><![CDATA[0]]></autonumber_start>
    <autoredirect><![CDATA[I]]></autoredirect>
    <allowprev><![CDATA[I]]></allowprev>
    <printanswers><![CDATA[I]]></printanswers>
    <ipaddr><![CDATA[N]]></ipaddr>
    <ipanonymize><![CDATA[N]]></ipanonymize>
    <refurl><![CDATA[N]]></refurl>
    <showsurveypolicynotice><![CDATA[0]]></showsurveypolicynotice>
    <publicstatistics><![CDATA[I]]></publicstatistics>
    <publicgraphs><![CDATA[I]]></publicgraphs>
    <listpublic><![CDATA[I]]></listpublic>
    <htmlemail><![CDATA[I]]></htmlemail>
    <sendconfirmation><![CDATA[I]]></sendconfirmation>
    <tokenanswerspersistence><![CDATA[I]]></tokenanswerspersistence>
    <assessments><![CDATA[I]]></assessments>
    <usecaptcha><![CDATA[E]]></usecaptcha>
    <usetokens><![CDATA[N]]></usetokens>
    <bounce_email><![CDATA[inherit]]></bounce_email>
    <emailresponseto><![CDATA[inherit]]></emailresponseto>
    <emailnotificationto><![CDATA[inherit]]></emailnotificationto>
    <tokenlength><![CDATA[-1]]></tokenlength>
    <showxquestions><![CDATA[I]]></showxquestions>
    <showgroupinfo><![CDATA[I]]></showgroupinfo>
    <shownoanswer><![CDATA[I]]></shownoanswer>
    <showqnumcode><![CDATA[I]]></showqnumcode>
    <bounceprocessing><![CDATA[N]]></bounceprocessing>
    <showwelcome><![CDATA[I]]></showwelcome>
    <showprogress><![CDATA[I]]></showprogress>
    <questionindex><![CDATA[-1]]></questionindex>
    <navigationdelay><![CDATA[-1]]></navigationdelay>
    <nokeyboard><![CDATA[I]]></nokeyboard>
    <alloweditaftercompletion><![CDATA[I]]></alloweditaftercompletion>
    <tokenencryptionoptions/>
   </row>
  </rows>
 </surveys>
 <surveys_languagesettings>
  <fields>
   <fieldname>surveyls_survey_id</fieldname>
   <fieldname>surveyls_language</fieldname>
   <fieldname>surveyls_title</fieldname>
   <fieldname>surveyls_description</fieldname>
   <fieldname>surveyls_welcometext</fieldname>
   <fieldname>surveyls_endtext</fieldname>
   <fieldname>surveyls_policy_notice</fieldname>
   <fieldname>surveyls_policy_error</fieldname>
   <fieldname>surveyls_policy_notice_label</fieldname>
   <fieldname>surveyls_url</fieldname>
   <fieldname>surveyls_urldescription</fieldname>
   <fieldname>surveyls_email_invite_subj</fieldname>
   <fieldname>surveyls_email_invite</fieldname>
   <fieldname>surveyls_email_remind_subj</fieldname>
   <fieldname>surveyls_email_remind</fieldname>
   <fieldname>surveyls_email_register_subj</fieldname>
   <fieldname>surveyls_email_register</fieldname>
   <fieldname>surveyls_email_confirm_subj</fieldname>
   <fieldname>surveyls_email_confirm</fieldname>
   <fieldname>surveyls_dateformat</fieldname>
   <fieldname>surveyls_attributecaptions</fieldname>
   <fieldname>surveyls_alias</fieldname>
   <fieldname>email_admin_notification_subj</fieldname>
   <fieldname>email_admin_notification</fieldname>
   <fieldname>email_admin_responses_subj</fieldname>
   <fieldname>email_admin_responses</fieldname>
   <fieldname>surveyls_numberformat</fieldname>
   <fieldname>attachments</fieldname>
  </fields>
  <rows>
   <row>
    <surveyls_survey_id><![CDATA[759713]]></surveyls_survey_id>
    <surveyls_language><![CDATA[fr]]></surveyls_language>
    <surveyls_title><![CDATA[geocat test]]></surveyls_title>
    <surveyls_description/>
    <surveyls_welcometext/>
    <surveyls_endtext/>
    <surveyls_policy_notice/>
    <surveyls_policy_notice_label/>
    <surveyls_url/>
    <surveyls_urldescription/>
    <surveyls_email_invite_subj><![CDATA[Invitation à participer à un questionnaire]]></surveyls_email_invite_subj>
    <surveyls_email_invite><![CDATA[Cher(e) {FIRSTNAME},<br />
<br />
Vous avez été invité(e) à participer à un questionnaire.<br />
<br />
Celui-ci est intitulé :<br />
"{SURVEYNAME}"<br />
<br />
"{SURVEYDESCRIPTION}"<br />
<br />
Pour participer, veuillez cliquer sur le lien ci-dessous.<br />
<br />
Cordialement,<br />
<br />
{ADMINNAME} ({ADMINEMAIL})<br />
<br />
----------------------------------------------<br />
Cliquez ici pour remplir ce questionnaire :<br />
{SURVEYURL}<br />
<br />
Si vous ne souhaitez pas participer à ce questionnaire et ne souhaitez plus recevoir aucune invitation, veuillez cliquer sur le lien suivant :<br />
{OPTOUTURL}<br />
<br />
Si vous êtes sur liste noire mais que vous voulez participer à ce questionnaire et recevoir les invitations, merci de cliquer sur le lien suivant :<br />
{OPTINURL}]]></surveyls_email_invite>
    <surveyls_email_remind_subj><![CDATA[Rappel pour participer à un questionnaire]]></surveyls_email_remind_subj>
    <surveyls_email_remind><![CDATA[Cher(e) {FIRSTNAME},<br />
<br />
Vous avez été invité(e) à participer à un questionnaire récemment.<br />
<br />
Nous avons pris en compte que vous n’avez pas encore complété le questionnaire, et nous vous rappelons que celui-ci est toujours disponible si vous souhaitez participer.<br />
<br />
Le questionnaire est intitulé :<br />
"{SURVEYNAME}"<br />
<br />
"{SURVEYDESCRIPTION}"<br />
<br />
Pour participer, veuillez cliquer sur le lien ci-dessous.<br />
<br />
Cordialement,<br />
<br />
{ADMINNAME} ({ADMINEMAIL})<br />
<br />
----------------------------------------------<br />
Cliquez ici pour faire le questionnaire :<br />
{SURVEYURL}<br />
<br />
Si vous ne souhaitez pas participer à ce questionnaire et ne souhaitez plus recevoir aucune invitation, veuillez cliquer sur le lien suivant :<br />
{OPTOUTURL}]]></surveyls_email_remind>
    <surveyls_email_register_subj><![CDATA[Confirmation d’enregistrement pour le questionnaire]]></surveyls_email_register_subj>
    <surveyls_email_register><![CDATA[Bonjour {FIRSTNAME},<br />
<br />
Vous (ou quelqu’un utilisant votre adresse électronique) vous êtes enregistré pour participer à un questionnaire en ligne intitulé {SURVEYNAME}.<br />
<br />
Pour compléter ce questionnaire, cliquez sur le lien suivant :<br />
{SURVEYURL}<br />
<br />
Si vous avez des questions à propos de ce questionnaire, ou si vous ne vous êtes pas enregistré pour participer à celui-ci et croyez que ce message est une erreur, veuillez contacter {ADMINNAME} à l’adresse {ADMINEMAIL}]]></surveyls_email_register>
    <surveyls_email_confirm_subj><![CDATA[Confirmation de votre participation à notre questionnaire]]></surveyls_email_confirm_subj>
    <surveyls_email_confirm><![CDATA[Bonjour {FIRSTNAME},<br />
<br />
Ce message vous confirme que vous avez complété le questionnaire intitulé {SURVEYNAME} et que votre réponse a été enregistrée. Merci pour votre participation.<br />
<br />
Si vous avez des questions à propos de ce message, veuillez contacter {ADMINNAME} à l’adresse {ADMINEMAIL}.<br />
<br />
Cordialement,<br />
<br />
{ADMINNAME}]]></surveyls_email_confirm>
    <surveyls_dateformat><![CDATA[5]]></surveyls_dateformat>
    <email_admin_notification_subj><![CDATA[Soumission de réponse pour le questionnaire {SURVEYNAME}]]></email_admin_notification_subj>
    <email_admin_notification><![CDATA[Bonjour,<br />
<br />
Une nouvelle réponse a été soumise pour votre questionnaire '{SURVEYNAME}'.<br />
<br />
Cliquez sur le lien suivant pour voir la réponse :<br />
{VIEWRESPONSEURL}<br />
<br />
Cliquez sur le lien suivant pour éditer la réponse :<br />
{EDITRESPONSEURL}<br />
<br />
Visualisez les statistiques en cliquant ici :<br />
{STATISTICSURL}]]></email_admin_notification>
    <email_admin_responses_subj><![CDATA[Soumission de réponse pour le questionnaire {SURVEYNAME} avec résultats]]></email_admin_responses_subj>
    <email_admin_responses><![CDATA[Bonjour,<br />
<br />
Une nouvelle réponse a été soumise pour votre questionnaire '{SURVEYNAME}'.<br />
<br />
Cliquez sur le lien suivant pour voir cette réponse :<br />
{VIEWRESPONSEURL}<br />
<br />
Cliquez sur le lien suivant pour éditer cette réponse individuelle :<br />
{EDITRESPONSEURL}<br />
<br />
Visualisez les statistiques en cliquant ici :<br />
{STATISTICSURL}<br />
<br />
<br />
Les réponses suivantes ont été données par le participant :<br />
{ANSWERTABLE}]]></email_admin_responses>
    <surveyls_numberformat><![CDATA[1]]></surveyls_numberformat>
   </row>
  </rows>
 </surveys_languagesettings>
 <themes>
  <theme>
   <sid>759713</sid>
   <template_name>fruity</template_name>
   <config>
    <options>inherit</options>
   </config>
  </theme>
 </themes>
 <themes_inherited>
  <theme>
   <sid>759713</sid>
   <template_name>fruity</template_name>
   <config>
    <options>
     <ajaxmode>off</ajaxmode>
     <brandlogo>on</brandlogo>
     <brandlogofile>themes/survey/fruity/files/logo.png</brandlogofile>
     <container>on</container>
     <backgroundimage>off</backgroundimage>
     <animatebody>off</animatebody>
     <bodyanimation>fadeInRight</bodyanimation>
     <bodyanimationduration>500</bodyanimationduration>
     <animatequestion>off</animatequestion>
     <questionanimation>flipInX</questionanimation>
     <questionanimationduration>500</questionanimationduration>
     <animatealert>off</animatealert>
     <alertanimation>shake</alertanimation>
     <alertanimationduration>500</alertanimationduration>
     <font>noto</font>
     <bodybackgroundcolor>#ffffff</bodybackgroundcolor>
     <fontcolor>#444444</fontcolor>
     <questionbackgroundcolor>#ffffff</questionbackgroundcolor>
     <questionborder>on</questionborder>
     <questioncontainershadow>on</questioncontainershadow>
     <checkicon>f00c</checkicon>
     <animatecheckbox>on</animatecheckbox>
     <checkboxanimation>rubberBand</checkboxanimation>
     <checkboxanimationduration>500</checkboxanimationduration>
     <animateradio>on</animateradio>
     <radioanimation>zoomIn</radioanimation>
     <radioanimationduration>500</radioanimationduration>
     <zebrastriping>off</zebrastriping>
     <stickymatrixheaders>off</stickymatrixheaders>
     <greyoutselected>off</greyoutselected>
     <hideprivacyinfo>off</hideprivacyinfo>
     <crosshover>off</crosshover>
     <showpopups>1</showpopups>
     <showclearall>off</showclearall>
     <questionhelptextposition>top</questionhelptextposition>
     <notables>1</notables>
    </options>
   </config>
  </theme>
 </themes_inherited>
</document>
