Centre de documentation HELHa Gosselies
Mise à jour du 11/09/2023
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Bienvenue sur le catalogue du centre de documentation du domaine Education de la HELHa - Gosselies
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![Document: Matériel Document: Matériel](http://cdocs.helha.be/pmbgosselies/opac_css/images/icon_3_16x16.gif)
Titre : |
boîte de sudoku |
Titre original : |
sudoku formes |
Type de document : |
Matériel |
Editeur : |
Strasbourg : ACCES éd. |
Année de publication : |
2006 |
Langues : |
Français (fre) |
Mots-clés : |
sudoku forme couleur déduction stratégie |
Index. décimale : |
Matériel didactique |
Résumé : |
Sudoku est un support pédagogique novateur qui exploite et enrichit le concept du Sudoku. En jouant, l’enfant découvre les principes de base du raisonnement : déduction simple ou à plusieurs niveaux, croisement d’informations, stratégie par élimination, enchaînement logique, émission d’hypothèses, interprétation de données de différentes natures (positive, négative, à critères multiples). |
Note de contenu : |
- 64 grilles de jeu
- 36 formes en plastique
- 1 livret avec explications et solutions |
Permalink : |
http://cdocs.helha.be/pmbgosselies/opac_css/index.php?lvl=notice_display&id=1994 |
boîte de sudoku = sudoku formes [Matériel] . - Strasbourg : ACCES éd., 2006. Langues : Français ( fre)
Mots-clés : |
sudoku forme couleur déduction stratégie |
Index. décimale : |
Matériel didactique |
Résumé : |
Sudoku est un support pédagogique novateur qui exploite et enrichit le concept du Sudoku. En jouant, l’enfant découvre les principes de base du raisonnement : déduction simple ou à plusieurs niveaux, croisement d’informations, stratégie par élimination, enchaînement logique, émission d’hypothèses, interprétation de données de différentes natures (positive, négative, à critères multiples). |
Note de contenu : |
- 64 grilles de jeu
- 36 formes en plastique
- 1 livret avec explications et solutions |
Permalink : |
http://cdocs.helha.be/pmbgosselies/opac_css/index.php?lvl=notice_display&id=1994 |
| ![boîte de sudoku vignette](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMUAAADGCAMAAABVcrRsAAABO1BMVEWZzADMzAD///+ZmQBmmQDMzMwAZpkAZszMzDOZzDOZmZkAAAAzMzOZmTNmZmaZmcxmZgDM/wDMzP9mmcxmZjNmmTP//5mZzP/MzGYzMwCZmWb/zAAAmcyZzMzMMzOZzGb//8wzZgAzmczM//9mmWb//2ZmZpmZmf8AM5nMzJnM/zMzZsz/zGYzZpnMAABmmZkzZjP/mQAAM8wzmZn/zMz/zDMzM2bMADMAADMAZv8zZmb/MzPM/5n/zJlmmf+ZzJmZZpn/zP/MmQDM/8wzADPMmczM/2YzmWb//wDMmZnMZmb/mZlmM2ZmMzPMZgDMZjPMmTP/M2aZZgAAMwAzmTPMmWZmzGb/ADMzAAD/Zmb//zNmZswAZmYzmf9mzMzMM2aZMwDMMwCZZjOZZmaZZswAMzOZ/wD/AGYAM//P2ZY3AAAgAElEQVR4nKV9CWPbtpYuSJCySHERKcmW5CqWLceO7SR2mthN2uxb07S9+zozd+bNvPX//4J3FhwAXOTkvkeGoUCQEoGD7+yAVa6Hajgc6lme5LDNkoDK//8HfFn7WpIns5x+x57xOv6uHgb2Hqrn97D35VhOms+pRL5bRbkKdKCCKI+SSOkEP2871C11nUNF7fsV/QYeiTnnEV7Px8rdZ+vpaSiZMtXnjeewlt8K2qHwQ6AiHWkVfOWuzPFP7VpH7R1/WEkHBfTNUqf8UhTRr8EHUzbvzNehDZXpBWqlxkv8pUO81ihzy01Z2+ve/UP40qHuXse98npSjly7+nNujpa6c+X3vvneyCtDSd5Z5YHpVT2DQTAzPa24t6OZtj0fBNQDhgoaa5RqHoGaRUHQvc51CfRcDv3ojihq1hNlTJ3i75Fn+D2CZpm/I48AF0rGfGQO2HfPPpp+2YYFGKl917Xquca9nUTtPR/735Hwq0lvK/s7jXLg48R8hiYLQNw4V8P1Olw//8LY/3pUaNMVUQsTMPQtHnj8K4cE7+lmGbGAzwaCZaSM0jI2h3Ysr0PY1h+9a7a+58z97T9fBecNrORYr9uYSMzvVq5Ow2dTb7+vWebvixJDG/ku4lF+rys1D2mLD5oU2n7WHl5w7M6OYVcWH0pzHwsWDC7kea3oWmSwQPcw5rznlCsHfL/U4edcdce9aUU4OfhK2ZAcWmzh/qeLwcXg6E+m1JEDPKqH3nUnQeQ+fjI3eEmYmgh/i5Xcyg/cLUN04920oj6dKMutArc1y0IPr36HtovE1ZvxbTfvfuBqNLa1jH7F+CCqcBdjHV2IZlxDeKAXMbhIXC9Sc/QwmQstytXBx2Se8Ngfzg5mCRwH+bkpcZnH6vlsSVdw/8tgZ/ANHBMqmbGv8qvjq9ns+AoG21Vu7oTnLQ6whtiA5jGfwH06IixQHf4WUUnjc3hlaHGhmRZ2TEMTdtehbBvkVevnc6w7hu4d4D5I4Kdm/BmuzagLZtT9AzkGA/t5RvQIjgfyfOO883jGOKD6K6YFNCJIuIwdmDyW+78HkkWP5fkfHdaauMh3w54NuFUVXXwLD96D49vHwFV2voXPO3B8e0GDhsoDe8gO9TszpN1xs54Pev5ZpJAa39JrEi1yoNxw8IyagXzs8lt7P5Qfy3vcezY778OFGva1AblVEuTu1XZeDWfSH9Dpr3D873iv3tgHO0dQrx7cUp/DgDDfPBmad/mRy0egqQbfu1+eLLUrDSYHQw8Xlu9vaQQgZBhd0FjH42iyinbM52/u7Uz2kBb3dmx969jZywN9tLV+sFPDOMEehvJFbbSIZ1x/sQcD9tI9O6nzHwfy21C7VE5eCJ/Z2oj6NE283tsrsTQw5dVpQrSQcvt88XIVqJ7r9ry3F2lTPtpbEb97sGPL2tCFypO9V98PBJ+DyWlJ2m4DF72YYJRPVsePZbzfO4Ie8QZFuZdXatuAwX2vnOvHW4fczqA+TaT+QT2BdwkOvjUdMNmbJPrSPftgb/nY4e6ovtQdXGxtRFiW5bH3s6crjzKWFt5Y93qaBmCiOnUDd0e5N9Ny7+lKkcDhey9WZZk3kHD6qlkyupnBBQh3B+14E4feDpSYxLMHPi7yCze2gRaBsmMVRuvkAe9H5tpeORRcPJi4/Ujq65e54AJpoc6/f2a+a1XuXarosfuto73lj/Y9gDJpBYKwIS+emzasJu1t7+XpcuZ60+BC9jYtVqu9U9onZliUjhYTqDs95aM+Mk+sABemhxEXQSLUmpSnZU51QjekxWDHo0WAmrKPi9i0YrJX7jWO1eVqllxdyGsiLqIGLhIfFzCWS3giXV1OLC6GkRFck730VYp1cCylHnBhRVldBuro22/4d+C3X4E0ebwVF3uXoksZXDgOtdmEm7AON6Gc43mitNACtiOgxb9J/wzwJRq0KMuDZJjAdizN8mhxynVDNUyGxw4XSkb7xSo4NtDemaxOV6hfWSQMBuXpKxRV8m17r+jdI09erMNt29lHVc0uzFiEATbZ08PZhF6c5EXekBdUDlhet3Ex2VsGxnoPAqn3cAH7wcBgDDACzYMxL7iYPFhN9i711eWFwwVzVz2zPGo7i0LZnZjegLF6CroucMN/yBB61pQX5SnbJYHQwuBiwLRQKlKNesLFA5+rCU3hlVHHEsyUe/Dby0jnqx3GzcXFpdGwkw4u+rZ0Hh3dMyP78lU6h/v/RQh979mPnzxcHFF/o4VwvONwcbFjnl6KjZ8EUu/JC2+fACpYFogsQby9QgzMjuxdQ/F9tXHRt+2lS8cXkoQsrmP7w4/Pho0+PEDrT0tfo7yY2XF9YK2NoA8XrjOg55dsd1harGbs/YjcfemBMSpAg2xYeH1buXfM8gJ785xtsCszfoHz1cvBwMoLwgXqZR4uIouLY+NXAgn9l3tdXDiZVJcrFGeRlRcP9iZGZ4rcfXuTIX2flRfD7fAOV+Wl4OL0IGAb7Mcd12+nPi1w7JtxPxg05cXFxcXMWoumHnGhfmxSAn5nMrkEswqpYeQFyPUZ2efak13l6ZJpge4x6p3hmZHWtXc2tFhdXrCOz6Merbcr+6PATdwLgLxYsofWx4WRF2BPPBZbxuHiZRI8/rbZjB1jQxw7eQG4MDqTYBTqVy/PGBDskSNfRQoAauy14MLQgrhMYKw3J0NXK4/DrFYHaD8HoosCLXLtXm7nYMgAr8ReLE/VJzP2L5qcCn5hpvWPFhc52+6OFhdAeIMLY3OD6Egu9yblxB170oqJxQVIT3S0D/X5nwQXwE1K+cwyIYmGIFGsHgW85si3EQBX52oY/MXKi2FwafSoyb02Pg604OtlKZ52I7uQH748YNfn0IzTKPr48TkognUth5MXwHcsF3nw/ePvHz94bPUZ0JvKcuDZExdUb+3rI8SFJw+O/nH5/Y/Hxz/OxP5b7ZFtR2M/njgrcmB0NkMz0DgePHjw+N8ePHgs2FmtUB8OCBct+0Je3jUiBCmaH9uxCLY07M+kjNrWzKlonk1tULM3OfflAdQ9w+ctEpAWBhcP6vLMlxygs+3lnur5LX2v3HEEv5wqQwvj5fu4lUNtytNJPtvpCCbukdXpse7a3c6iK09XQdLzpN2hPwVDR6dlMLzwa8ty7nHD5j5Ba6QlL862S4vy5QoM/GeD5pi19oWurH3RPnbuAWoug2i73Y2ye6YvPfviXy6fDeT7kBafZlu+G+0L4x8mnzlSY6u4qMsJqq1qp6vrEC5O4Wu29NYAUQG6z6y31uJCfzIYIbs7+PSje/60PEBu1/v9YHeLrKPAC0q/5TZKgCaZImtN+r4KrYC80ltekGyEFfL8rjywO+Li+FvTu2h3oweKqXHvgjQBtP56npywfcG4MA7OaAsmkOXmpEonF11qDMoVCK0AhluzRqy11ctT9iXu9NGRcAXyAr7g/wzoM/au/v7Zjlgvp6iVBVbO+09erHxckAjSJLtDkth2KIWrmuRGQv7SSg0nL5Hs6BGXM9jkezg229fhmBytkH8t8dnz6GinWc/nC7StX+J3HwMj3Supd6P8e64ny5usleHxyx25Zp5/gBzK4kL0KCime8j7y41pxAqacDo5TZmLaWDMw9UeKDgl7Cs+w2u+fBWAbpMfv4R7sckTcy7JHljRSyAhJy/luRWdS9rh916+0uiffXWK97MONkxO+Xvg+1lrTY5PX556z+Fvn75MLC5Y26fxNbw89ST2Bj+Xr2YJk43jocertl1+OUQlRg8v2/Y67JcHiY1T5KvJHu/lXuPTK5UcJjAaXkFpLh78VGpXEhvMX7nnTN1cOVwoioxyi5cHBwfJc+FNYEEnOfqtMRpEESGtk3lywNvyYLk8Xh7YgPDBwfES69yRNGIj9rnjpXxa0u8BnZHWM/hsRoXCb0vgxiXWyp7IN8hma5gWFLuWWFxyILRYoSzBOolLa4mvVVqRH4jKNv6hTAhdylvOkTZxczX27idNmb9PYewV7ov0rd9j6ECQSFw8yMS483fUitVpSoOJIqDKnRXbahTp5BwA71kXI9x2UMaANlEiesb1tsIKaAbH9VTkYoN98fMgsbaRTV/QuZb8jY9nLCdWnbwQk3+hXSwuUF499uVXxAGHJsLKcT20b2zOCOzPz3blvi98z+5c6OFiSV5MeR7XK+Afl9jZ2kSlKbbmsjN0MzIreyS92jr7O2Iskm8yeIsM1QP0tK4l7itZEF580TsP58+Fu9Kr8DjUnMeB7TxAbnXJ+jwHZYMokSin4myCymDJj38HnJ9hy+fmkHi4n7Ej9RVhAG0WiryC/f+R44tEDbgeJcDpkB8xB8NII9yXfEyGxD+tvKBxiD2hTd5HtLxM04Q4k9Ycm1Yy7AQr2ItaNXpdmfwaZaKrb3/zu9/8Bo63ONiOj2eEQS86+/Y3vyVKH/P2PcoV0OfmSs3P1s8/wml3/vEsOXg+f75+PoQDenS+Ds/gnaG0Tkxc3Lcv+PUpEwf73+LFZmhwXoiWa3jXTFd9Y/bt/qP9t9DLf/jhO9x//9/gOwfPdp4NEq7DHe77HdUBjb+FOtwBHXfR1k9gWAE2P2poUrzGhq3DdyG2L3r+bn0WxoEK1+t3oY0Qe3kgsqN1q7xINXMV+sRU0cidZsSlesd9sE8bvuYd3L77bQCKPSimzx4otb8vtW+p9q9/UCZCvrODFIJ3HSp40eRd+BzO4Xo+3A3PkAJwzKF6Dq1CD38yXz83vzikwCyPY86nobyNSrXymzBOYHq6shwqt8/acU9l09tvA6DFnTtw/Kb6E9oE3wyezYLA1KrqP6nuu9+raucbqv0G5dA8jBXQYI2HwiOB/3eh9FGFdKwBOefoPRsmTl4MGQ+c4RIY1qc6/Fnrhiww0kH4efMZ6W719o7QAsPlGKo89mhxx1CKshXITkctAro/iqDng+fhGdDiDN7wHSDhXTgfrunA4TVXZNQ5eUH9l4xZCnAjese66n6u7LUZN0MHhBumxH5AuHj4w50f/lD9aGnxFlrwlmhx54eH0IiH/1tosfMN8rh5CKg1tBifwRkH2S6MoucJ0+Ij8C/kZ9CeM4vnofKzNaA3tF9Slo8LRoRDtXBjmkbZOftdXLCJ9WzHw8X/+i3VfnenCkzmwgC/GUZ8AD29DoAC+ix8R15LoQPhAqAPd/GQc/JCeLziMV95/J5lSOLyCUl/Sixu5D6kYmWoCWWkBQyo6g+/h3H/w3d//U+0H5ALHXg8qlK//e733/31O5AZOwj9f+zsoJ0DQ2WoP+KwgQGDL4pBid3EHOipeYdNg/p1mAgeldNokf/nkfL0KuZYOWVKGqpwLpNuS2eUKZRFZqizT95cg4s7v8VB9/hogDmKgaVUoH57585v8Hk0fQYwqJAWB2cokecxCAgVgLzQ0XC+OwQ5TUdg5IVKQF4MBadEC9Ygc85U8se/kR2J5K3a/CXRuVr36cTl+1FO4NBwP5QvKIWbz4j0D8jbONQmb9DIoyE/D79FEtwcAaEiYF3byTlhkOSf1m3+j9SRjD4EMeewaifN3a7Zwyih51kDW6yl6Qb383+FpDnzSE/7dVqTPzq6OprzR2lfX7dnyWc1mMktdXy7IvD0pJlQlrATKJEnmC4adPJ1kTqUWcOvIrqVkUOqJYf4d6wdFLl6JbZr0LYzuBShHhXJ2EdyEzV6ZQrJFcKM5L/ag7mYyHq5rqOZz+GUyVLTkVHzO7mHjXdz78Cye7sOj/YF2xiSD2uosf0ZZfq89T2MKd3GUmCyxbmn2WIZci+L6klyyNkj9n1d7qFSnF7bREPvbrLEuQ+/PiPdPo3UbMgik2fOBqO1GrW9R/n/u6u6++1DbrXo6Z18We+6cKuhkwvb8mtVoPyyItvdHLqRF8vIU5TPwc9oY3sbajJW2jnr7d/lXlHBVg5gOYGWfFhFw+ZL9rV3NPLT5XNg8KYJY8rjjjkhy2Al2mY9+me2LyTX/LaDUg092dFDWDd8jI5lXoR6W+G1ijU2+mysdvif6+xvkQcgifreYeu7kT/qtleyu8npFlvD2sLKcnZzxXEWw4kiK1+Qy5kNr4pDRLFVGZmMZcsfm6OhLaHsTkI8b4697WfNehRzmnw8G/MxHVcqn7qyX4f5S9HhdDGl+tkCmsHXD6eHU7gzyqZcvpoucsOtzDwPPnvzPJRgp/N+YF+oqJEnfsvh9UgwvinTNC1fw1HeLBZQos+vy7RYLH6xdSc34yiDW8yWLhaZfP5QniwOban88HpBNgw5UgJtcWRQYz8rW7YH+kx4pH8JF+1jRB72mGLi8dMRn/la9pTOT6hcThexqwtPRm/48xssFyNy4MXkoQ9PDocWF6KisnyYNfxeFZabuEjsjJR/atdFDS8HPR7DFv4tC2O3ZQWUNj99/hxvoHR1iC/50xP2mxbv/bQZ0wqzneiAsdPkWYHR0fydx4PoAkM1E53I5/e3zbdgDCl477CghsBrQe97mYYZtgksuYcPf4Z6oAU04uF3+J4//5w23rtVGp8b6WwkuZb4RNueMWX2H6vAxbt9/tsu95z1tA5T6tY03YRP8b2BONT52IrwDlqjdx7+tImvruC2vz+88wSo8fDnk9F2WhScyC/SW4375FiTGr7d3RjzXduh94D35laEBdAia9HiJ7Sp0QMCuIAR9QRKf38YQkNup0XFOpMyHnRuTuTpU7fJi0Ybv1JHgrFfmh9fhaMmLqAVRAogSFxPx3H4+T8+I3F+xt6/hRZsXyAtfE8XcS4tMiTnqw3bf+h/NC2PGuUtZ8CFIQWeu7RgSvxw58lqdhg/+eHzk+8AJ3c6vd8ovR5XohWDHtW0X2YRnxPdOCvPT+tjIWKj80uyQ09pKJlWEC1CjxbxQ3JwPPwcx9Np/OTOEyLOky/QIjJz9Og3iC7WTmlwKRU0YxsdXNxuO7gDeVScwk/Hacpcqcmjfn54B3r/zk9hOhtvPv/+CTYE8f0VuFBGhyKlcMu82mZcpY0L1W9Td3eQF8CPUmhDuom7uNjEnxEVP2028XQW//0zAtv0/i3yIgo8m8JqFF9GrORHiRaqc2ttte2LHnmBzVih5M3et2kRxk9++vknOCOP+nlr7/fIi6HyYnxmpIgluO19LC2Y/4pPiSHuS9A2385iq3SE8SjzlAwq4ecNv1qUNnrfL2UNymTach6lPY3Z2j99el0TF3YGXB7Zkh9/ax3VuChS2bNstL2k9NSVikZdqzR1GLXjHj0dds4s13ffydGC54YKLmROadQboQhwPvUos9v70cgrjUZPvdJCVYvMq8xGW0vjyv8F89J27rIdF1FnnDh5wfNIlXghjP9IvIWqLS+qxWtUBekA1XQkn1NT4s8f0vQmjwq8x+zQ+9tKSAvdtrGVtnLMSPOhWIRGrp2jL9DFWHO0vYy9lRuKaOujbR+ZS8ojHmVwgVjgksFFPB03cUFI2NSbLo/6JeqJbwtdSIIbyS0WIcsVDK7KWDTeIZ4BrLw5pXlDt/flhd03zJWOSp9Hmb2cjX0EE1eK68lksunhUVXrdxJ9e9lgR3vygltKPiITj1ZmHnaP/ACd1gkIkhdPju5N1k/i+GiVNaTHdNyUEFD6d5qXtOnRo1q/o9uWd+8eCC40YkIxFpTz2iUyl3qLvBBrD+VFfW/nKJyEk4vy18yb21TODtu02Lv3DWX+bZUXXvyc38bHZkdeaNGjmmsaCEbsugIqaI5RpkUo9kSM9sX6aGcH/r2LV2u0L2K2N3ppccExvp3VFj3K/Y6xwSPVtLUD1cSOyAuUE8qNfzPHWmKpW+yLJi52JpiZjNho4CLt4uKII6r39r6IC6NTEVXQ9mY/sfUTWEyLoi1rbNDu+WNbqw64vWjhYnUvxllf91br2MdFHU8P27Qw0e1BhxY66PxOMw7C0qPzPg4XRl6wPYufzy0uevxVQQsXWTg4AngDwDs8iuzuBi0m95gW/fZFy54hVIqeZ/FCZ7c+icgL7cXrtFuDQNs1Cpp8XBlcxIQNpMXOBBrybiV2d2ztDbAvWrSoOU313zs86rBHXmjp/W6dxbKvR9n1ZyROMfSzoKzOEhDXUC2LYnPP8aUv4QIkCzQD8xNbuDjs4sKzwqOt+VKefUFzQiPBSCT4aOOC9JdI64IcaO/4GGWb+MnmSRiv43fvwuxGHG5IkCaPYh9IDdsm3Gpf+LvNj9O9csvHhcTeOFaW8FmpDi4qDnahR3tRe2M/G3mlNHvqlU5m49TL0S1GpffeN36pzqz/yZMHPPNGrhnJscW+yA01mIlFhrnKOh3O+mMtF6W8ni6L5TEfUw0l8xlKUQR1x/h5iXXBFM9UPj4+HGMJsz/hWnEYUR2VlseHPXLJeT+MHb7dvrD2LcsGE+XxVraR8ZcYSQ7UCaI/Tg/Hh9MFHONPQbSYHtK+GI8/KSgtxosruDaOqkDR9SvalTJ3Un2i9IJr0IPeH2M0uMDokmd3D/twIVkDftzOruTk1lHh1YLIy66n6VK2Yhx5pdmY6o6PkRbHM63AoIJ+5w3uhOu0w4aUMRVwjlSPNUOGHuK1gc4ocpQITFzPy6pUJCckjuBnHnj2BtBMLVCihXQAEkZxHUoZS/T5DZZP8vFJWZd1XH+AayVYrGUMZTxqwFMaw+cPVE6nuhEPZ+5pvYQsxSuOdxtf7tCcrdNKt3R3xkDuywuPiyXRrwhIEtyhWBQvDEyfUqneWyEbqqeHqRPlJC/izYs1O/uZR8U4cxnOv2jP1raHcCbKBqp000MzkwRjO949e9at5GTXr9Eu64ACi/imK7LRQpLd0Ih9TL16so5vsFROBkdoQ8QzoJq150BCQFPOrofkJXmRjjzJUpPs7uKCrp0DsM8BDdkfGzaG9nERmbWdxJZtalEuzsYYoXVqUF5gC+KTmGmx3n90H/N99tc3QKcVyeedDdl6G+MMjVOW3fcf7aOKtb+L0sOjU1ePUiYjDnTo0SLKFovRYQ92LC3sqliOH9u1noRzuHh3grR4w+9Ws8883H20f72+Du/fR1rER2xDHIVxvpBxhy8MrajXj/bfvgBqXK8vfVrEJ9E54LLSLXmBuSLjbGS26Fxvkxc6b2PAZOPQdSYaUSAXXIzh3Y09DY15D63Yv8a0pydraNOvYW3WwTnaIC1qc6ehxXAf7z17coaljdHFDC200MPJi1xV45HdgmqrvGisdiarN7XKLNM9XMTiMydaPNl/cRdzAuekR604T3BnsInzQ48WiIt6f3gf8wqHG0S3h4uTHvuCf9VSYrQY98gUma/nr3nG8WzVQkULF9qjBeHi7qMQifEIaVGEewM2IY42b9q0WK33n8zxzvs1c6zbcMEyzDUC2yFv0/VHNdc889Y3yyW/xq4XyHkg6MlpxJL2r8P9R7tvMRs5a+LCp0V8Mqrv78f3H8Fe12HawkWPfQFjf+Y3YjRV5K+NJArr7Asz5rWHDf6snT1u1jNjXARIi7BAHoUfRjfho93wvhEYZF/gnK57R+yPij1aPI33r+uza1RqRXpYWvT5ozC03mgFsON2fN7aF621AJWgwLMttFdHXjXo28uUXjC7Wb9FWcHvStIjRnmBZ6LFZXqSpmmBuDjbX4sl0qRF3bW7K8DypypvtKIXF7kdfe31Mbsr/TnUMC3sBrjw5l5mVLfZkPuvno5L71Wh99coqWtTEk87Xmv7o4BjjRewNRqx6EHOUM0Cy5d9bDTkg1kX0OUQDlW1+MDKA+bip+TBF+d/OvL9+UUeFa4ZcOdr+lQ3Skb/Ur4/qtLjPxY35O/NPHgvRNdqyIvc72ttdSdrX1h9VnBh9Joo27r5DvQs+yd95oYagVpcpaRUAjlBg7GtMN583ZQXHTu3vc6ljL1A5Aev5Lgo0kbE4qRR8uqUmt74EYvMi22890s348B7j0XqG4XoiKctZ/UwujWuh5dp7hfTwGUrK7eOJuu7mefIiUdPPYZpYklmL8fjpUhn2H4ZpbGV1jFo5p5LN7OzPoASnpnLLIOGk0gUk5+gG/aF5c+koyjhRRLHMBzKwwXrtA7PFHGFFynj2PAo+/OoR9lGvTsZeaXwNfKojYkAxifWH1UtTpqNAHxhM7Ko8mN9WrI/bT5txw8kK5TaORa541msRzVbkcbkjEqNnm5bgfEL4yYU+0LchliKNz9hZPzzxpMXQVR0FryJjQLSmMNnbKIuLjz9RVYLbuOlivI+WrD7ptMKlBd+7/sl1KOe4DyMhz98DjeiR1X6qgzbGw+p0f/UNlu3Y190/Dyqc82XFkCnqC0vrHyOjbwwW21pEbdoYUr/wdk73zl5ETQJLT3Fkrsvy9H6ozjvwtdhOn6hyOT1kZzvpQVuaQcXPi3QvvBogbL7B85SePjz5oRsh0Apjq9RZoP7IuZSQTCkMJ6KWvYFehmIAzV4cND6rLRZZ5l0rhYu3jdp0cVF3cLFRnCx2XD2zp2Hn1mnhR8Yn+BzRWr1zQYtZD3nprwwEW7T14lwox6ssBeCPYa30OKfxAVgAnOpkBYGF1PskBTzSwoX2DQS46m5pzGXg/MGZ1ZvitzRQ5dAZEikOnrU/zMuPj80mVRiX6ispu9hwdKixWgcuLfylPPAjPdKtdZVphs498LKE5HgZuw2aGE0pa/HRcw67R2ixk9iX1TSQXHoh5hTacW5izOaeSEzjXmD7J8ll5+/1jj7hmwOq59fGFS6iwuzbZUXYYsWrOE+2YSfQVzEVl4EzQ6yrRDvQZBELdxCY3RF/B/nhlXW1k5sLCNo5mDYM/2UDdu/f2p6jw7bChoZ00WTK9Who8zJCHTijbjVGBetDmoOqAKGHWPUw2ulmPuS4hQ4v5RnWRjtMWhF06rFv4b1m5q2sByNSixhOaxfj96XXPemRpeAvgG9BB2aH+q6fD+6qWN2cMJpBCX8vIIDSpwHojH8wcLboYJJAVApDYuZeW/Da3mp4Th33nJ7KC9+kLj5ruY8Ey85+rbbbyoAABFvSURBVMzV1CtVUHdlPONXUFK2Zgo2TgI1M3OlCrR77rBiuwKZeBGzNWw1kcJQIj7JWb65uRw03GX4G+9GJJn94rclWjTn8eHnajw+HPOxiKoKP3D5UENpsTiUOsDQ2NZBpbbPHY6DT5F7jrlPgGYkyIk4JZNevIrSiDD1cnFkbq3LybEyIbc7Xq9oLYNWLgiMStA6S/a9fkjjYrHA/BvJrYFSKZ7ZD5nWBQwas6fTkV/KFkVsS68P+TcibgWmTYfCwAkVlEddaG9OYe7rUaoxV1XxLHoTtUFXVWseH2YEKGNDoMO/rkdPa2NL1+Gb+GnGNbC/CT+M+3JyzPZLM4tQ8ySMwrBYYhaxRUWKjaunujsziebroTR2+av+Gv3s95jZuDLXo0LczQNxeyY5hTAoJA/k7n1BaZN9NkqHtOp8VDhZFztaZCkSp16wFHPxjZzjF549bWYM+zOHlYn1Oy0X7w+8eHdtcjjFr8TxbpS8MAJqjnevH13jy9zfLZ7ekk97yKPiimSLaZnBRYZueWjFSURz0JuxFuBRstKE/BWDhA/t1uJv6iwkTYJ2vLtdYo0U/ud49/X+2/WLML7e/WI+LcruEoa/sVikNTHatsW6nqInoBHjIzPPSGst0SOTbUDRDNv73khEboYLkbTzQFyJWmFGdso5OS/296+vr9fh/fVtOf88/0JPM6Ah6GJFZsHNRKEcvbEnueWToYXDQEdesL7ifEDGR/UFXLgcdMLF3Uf3H+0/Qg/ol/Jpq2jJPihUKuOGak6eqRJDzwajyVhscLIvCAMmhtH5+xTKi60p411X3fyo5vwLp+ESLa7vv0Av+fWX88z19AMGp/B5k0zpkI7uHor+mfeyMT6yuyslHg739yn6YmsSjaUF5XryBhu44B9Pw3I6rl/sv9h9e/3o+ou0qNT0JBQtDBsBMtyRI+Xc40VAqPV1O4pf4AofeVODaq5t0JgNQd6RL+KCmoGDGWixux++uH5BLvXb519UYOalVqVFJKSxowZ7tlGsNDNTsA0irVvxi0ZeqxeHxnrFtNg4XPTwqJgOkhfXd8P1i97eb+ZHRdVTZKqh8aaILiCj03w4GXvvw/m2lCwlWGBcdOdf+P+LD7ewOVAhxfXkc7wJTX4UjWnMjzrz/qbG7bQYl9gKfCoDbPNYilPhdxk/Wi/I1vHsb9KjhiIxomDb3xGzepS1OxahZye8b8SEGhwrhRElc/dwiPje9bhozPMrDk+oMQU6lwu5nhaGEiNR1AvP7uGVp8hmDZToTdt2pzQau6Ma36R2A7W5KL3S08LVZVpl8vkDvl7GvIdyuKEkid3ph5PFgs0ukBUjC3EzjArPgCy0krie89Oavb0OCF2T8WdmHcvaBxj3I79p75E1yufVolF+v/W5hRh5GZsXbhClo8wbiK8Pq9b7NudfyJlzkZz+FBgNl2fGU93ixLGldOT7vl83SsU4uiIj9Q0OCBh7BU/+xP9jb+Bgyb4nyk0gqrGRilHTEk/Hrfftma9n+bD4p5RkxhAuxpw5pbPQG9/ZyNjOG8OjwlCCXpjDWYfW+LRcifvavXjMcU550Sxl7oe+DxYTTvzVC09WsN3diV/w+lAEnFl3/gWv9kV5INbrwfLClkgG1i+uUZjXm3Zu83adVkYP8STAAdpIRVYYiqTOjV5PtS/NkNnagvM7KZNby2vitPxRmuMGEdB8ZbgQ+TRT8Uex1NsE13OQJ2f3/3zcyTPfUsr8loEKgkGyAhk2Sg5ohePRmTK+KHlfN//CtIt121knh7aBHeBo09CLYo+ch5P9tJuz/f37Z2cYoe/J+e+lRWHHHNp6MLyg99FsLUKicJw5YiCrtRmdAWY9NnAhuWjO8gsa9d7RnjvpSkQL0Jr2r3+3OVv3zb/oK8VmQKHfAxFSpKxTEjVQVffU2xvtxSHRHmrgok9qiH3XxoejheBCaIG4eLF/H7NCrs/qr6IFiLZCsI3MKWV8w2AqSEvHljivDugg7k3or/RI/MLFLAKj5XJ8z6y1ZtZJcT6g1jzW9y1azPfP0KK4PgNb78u4QAS7GXDMuXA8pYRpfHu4wxN7pJwLTu3fhfHlhPQ9rY/Df0WN/gae5A4amuhfXe+v2ri4Ca+vYxhR+/c3X0EL6GX00FidLyY2i6AmBRBJAY1IvRFVNFcH0EkLF1qym62Wa/HSlBsWF7GHi1hosd5/EV8P1/N1f555o2RGPDmf4IzqCgKZ9UvK68Nmhv6XZNq8R9KM69EI0xK30O08QpnzoCMrFIvQBBhiwYWU4uwGhcVZXNc0/+ILtDDRDjQrUhpIBAwiBREoLbJ2xPVXTfm0siqfm3+Bmu2MOBSvPZvLHBixcd36OBJ7s5mZvO6BLSEt5lan7ZmX1CjFHMSLcVgVPJ5C0mtjHkxplrXagLJbfMiRnx9l+psldSL2t/bmPGhOMXbyA60ASgOuw5pyD8hL+AYJQLkHMdXXcTmO0vpNSP5zOP3C3nUKCtT1zUhMn4KnuAK/ZRAXNJ5AKxx1oxmvx6189KYe5WXidGxv/JsMnl+qGtvMj5MyGy+ghGU8uFSYMs5jPSnTko9iuijgnNIBmuKiIfdQByRfecy20gg4cIcSaGmolt7X0qPIE6h7V1hr6FRKVRF6ug/HeNLkM4/oM5XgA37GA0k4dpsiDzo/Oo6CT+MbHyYgHwpjfDHbwoHWbkWanbiMEVFCGvJCN1YbasS7BRNSphWIVBXgGXUZzCurqEyrE5nP5F9Rn2yZ88/oWfg0DKIT18fwfgXmqMPwIn2MoN1GdgwUCj+MAtIwxF/Tb1/0nb010eSsHE5cvkj36JnXREOXKOpaYcKPMQkKwzbSIm22ImXh96+LQPK1otbfnfSp4ESKw0VXn5rJX5zWs3573dkkfXXINExEsIglHy2l2GrMnl5HCwQ7pYXxELuhd/L+7qT5O6eYM4zEBsbkjqpqartNDAU2uiazsPt3HTXHsVejjA4CMoc2GFMpR2AKckRlRpxgYlFBlgcbs4Xku/NsBRthBbt31D0ObW+LN65hb0Qz1n6j1nX/rGWd8u71QH2idAmQ1IVpw4jm36OFRwjB/sfSqDC2n7EaMR7r5BrmPyI8gsUvu3PezrzzWbaQsdy3lhrFyuVvfvcdJmNf5dEWzKhq4bVCgtoZ9XwWY7+jRpOmbU6F88lM7DGnv+lG2QVqtLu7O9+92zp2zzDJreWrbR23ratj9a/2XFi7jlpACkpG8cdMsgPxM8qFTEJjXXY7DiTmgo0Y8t/X1tkuvDYezX0+ZbdVDy6+Znd/n957mv1fBikVhf0yDhe5jFP0UxUuoaQj+gor0+jv0lEeRaX0U3jl5XK+e59e/r40A2hhxrA9VNDxW21dZypya3gyJiq9HAMYpxK3hgbdhGzRNWhBDnMvI6fTikjeBzFHgZUInWS7u3mWTe/SwAKa3OUz0KKy4/6fP0u80NgnMH6A84DBmS+XM8FW9j/iDwX6F71WACmKtDeTwmye9FaiRyVaj3bvZqPlFPp/Op3Op9Ns/l/TKTRjobeN+a85tMykkbVvpsVZuqReHJp7Kl1Ml4uCcjRtFjOgPe4g2tvqq7YexQ0BWvwtw/eeT4EknGwMA8zggnn7P48LmuTQuIJzWwLV+NveaO0vSuRPWepoEce3tKJc+N9p82kV4CJbLEdEi1GxWGbFNAPKvMjk5Yfe+gf86Fed7Qyzc+96pfWUcrKIKqhhqWlqOCxvFEnaSokY3srHpKyrhrQYZcvRfHeZIS3+K5v+eTGaMy5kjG/j+a1D+za8W6vWkzd6tiyXx2NPvwoUTqDKHC7idCstMNLqsEd/R8z0FMiLu8vRr9nu3T//rVj892wJo2u6mO++sPKiy/NvwYKXdyjrJshKEtAp4yVlJaRTf03PT+OnoxvLo4y7oMObkBIn8E5VExdm3CItdpcI57vAb3mbzu/6uOibZdq3S/6hsmX+BbFP8mlas/O4PimmWnJQgmG2WExtMxZZkYZh3G1GnS44pU2+nXCBfo5zlBf3oQn3PXlxvykvJIewVy745/Y8P2VmAHPOerREBoo2HL1gmaFb5tzQqgqkGYtxsshQj2o240Ocln+EBktqtuZkCupj4Oksu+968ntXZLeVF9pfXWvb2a1jm0e6ZR8DL7oqkA7QiKwgpbWIbwCGTCmiCc18WczQ9sAktwzufxMy7WpMRVpQRq3jfM7uRvV2RL1/f3du6DE31Fg0fKJfgQuXwdBet6PS06zm2B56zuIQD+jt8iRbRNrkmEegiCw4nl2NF4fR4qT8cJLeFNlJWj5dRGw9+pigpmA7QHqPjR4FnU80mI5yX4/ikftVyMBe5b+vpO0qjvz0eIpJ8GhZoxFB3suUzmFRjgpZfhfMmsrMTKtgCyjvDbE2PoyacsbuZl5SFc3e00svd7MMqbGLPBdp4ckLzaui3CoftLPdRWsd0tpPlZpNKaTEOcsFrTqF/iemRxGeZkqaoca8Agb9ddLgk7Hn8RyM9Vi4n/+7lBGIphLSYomzhEbAqKZPR08zFHpOXoj+aMf4tsPPsSIakOQYL0rseDT9wxG/OfoKMmgQ+ZlvFpWlmUEIrWcejcdKOF2gUlzjoWvnEI8y9gVgIMvegwK1O89G0IzR9C7hIvDGYf+aOZ0DvROSw4QZP4d/TIsVe79TWvcV7J6CPIPxCA2heoR/yICzo/LDaCzfU0UncXhCy9WlGDmfTc9OetYJRVzMxL7YzUbz5ZTMpfl0NJ3PW7hQXyczFHEokhmaOOC4KMlJlmZmmUX2cKS0vi227GRBlOO/FHD14V08FoselN9pDvgan9Thh+ny7AwE5czniGZQ0cq7xr4AzenXaZYjHorRknDh2ReKydzOq+3YG15OCV4711f30A9L8SCSZMSbUvKfodQoM15FexqnS3yuwFRiu4655vysYQ5DH9B0THkQffO7ccgRLkAh//N8utwlMT7vyAvl4t23yQ1l5YXoVbNpSbKaLB+SyOQaZTfHydT4g4FiJ2N4xek0p4W2g1bmDXRhnvjv4uHCjC3F8mJOuy83mvaFRP6+qEeZbBFjY6tpwd4zHFfsiaXACoI1t9zsAPUqnZ7FV5r1NrtcRtWQO7244Mqsa3O35QWNeb11DUK3604vglVRmBl4lKzD8AiREHIf+TSAKssPZWG1YPzF5aul7vxG0JrfbfKMRHbz/7LffbGw8oIa6yJMvr3QOnfX9aBV5QvxZqZmzlGZAhs9F/6Pf3UEcZDT3x42cXZgFSf169yuS2vlkqUU4SLhXO1otHwhPij/KKw/SrH93F47p+9wOPGyygBTU48eSIhjM+GC+xz/5LD9625uXrk+WC619WtpS13PXhkqlpAqOcymBdoUzSObNudce6shbPVPNXQqEz+n+bBo4YkBB7rpEnmjuzc3erPy7XSHNX79/nVBFf/hEvxwOB5LoME7t0akamYX3uKbtXezzGCaAC3zJdMjvmqvP+uhqFkTNGu7u/zdSY6RmciCjT2Y2ITjy1Uzv9CO0y1+KrOChXLzxOH79CHmRJ5Ng+79hgKJrNHs5uTJfar/9+g/LSt3tcZ1Z5wHyssx1H3rEPpnWZ/NrZdgxvwsTQ8b85wsPyLjR+61z7gs6/6zsS9y4RLGDt5qR2gv5zbq/RsV3iHo8dfaweMTjNTms7JufxNr9p6ev8/UIy+UjD8deVTp25urI8xulRyCHd2RMSbuICXzxwi2f9eXfMTGH2XW4EQ7g3JpkzHa4nKLd27igvp6m50h6yf4OevmJ3lttjE+rez8DvNXSoxmkNu/LNeJe8jZszNkbMl6BvK3csyfCHFjz/BoIy+0wcds6/q1Sub8eXP/rC5mlBP6HrtOEmuxHFPX41vihHJ4foBkqGjX5gx9cQ6fz3UyS0yumrfjGJ8ZVOAZJPgQqDbs22f8t8MSPvvXzXee03EenPu/ob2zHqrWs/4e2Lrk/wKyg1oZtgReywAAAABJRU5ErkJggg==) 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M0050 | MD MATH Traitement de données | Matériel Didactique | Centre de documentation HELHa - Gosselies | Matériel didactique | Inventaire 2023 Disponible |