Centre de Documentation de Leuze-en-Hainaut
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Bienvenue sur le catalogue de la Haute école de Louvain en Hainaut de Leuze-en-Hainaut.
(2005)
Titre : |
Graphismes et découpages |
Type de document : |
texte imprimé |
Auteurs : |
Christian Lamblin |
Editeur : |
Paris : Retz |
Année de publication : |
2005 |
Importance : |
N. p. |
Format : |
28 cm |
ISBN/ISSN/EAN : |
978-2-7256-1076-4 |
Langues : |
Français (fre) |
Mots-clés : |
Découpage Graphisme |
Résumé : |
Un matériel de classe ludique qui développe conjointement chez les enfants habileté manuelle et capacité de raisonnement logique.
Ces 48 planches photocopiables proposent un ensemble d'activités de découpage qui développent les compétences suivantes : habileté manuelle, orientation dans l’espace, observation, réflexion et logique.
Ce fichier se compose de 3 parties qui regroupent des fiches aux difficultés croissantes :
- découper, ajuster ;
- découper, reproduire ;
- mesurer, tracer, découper, compléter.
L’enseignant pourra proposer un travail collectif, par petits groupes ou individuel. |
Graphismes et découpages [texte imprimé] / Christian Lamblin . - Paris : Retz, 2005 . - N. p. ; 28 cm. ISBN : 978-2-7256-1076-4 Langues : Français ( fre)
Mots-clés : |
Découpage Graphisme |
Résumé : |
Un matériel de classe ludique qui développe conjointement chez les enfants habileté manuelle et capacité de raisonnement logique.
Ces 48 planches photocopiables proposent un ensemble d'activités de découpage qui développent les compétences suivantes : habileté manuelle, orientation dans l’espace, observation, réflexion et logique.
Ce fichier se compose de 3 parties qui regroupent des fiches aux difficultés croissantes :
- découper, ajuster ;
- découper, reproduire ;
- mesurer, tracer, découper, compléter.
L’enseignant pourra proposer un travail collectif, par petits groupes ou individuel. |
| ![Graphismes et découpages 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Wpt9o4zZtVXUCDtMbnnrpXhwNsFmNpYA10nbyArc2rcKq+AEewCripGsT4184q3tapUL3OJnrPct9TtaVOmGtaBl0eKjHCeK4PEXeySyB3SwLKozRuBz21qTYHB4eIazb8jlH51zDils4PF5lBARg6jnkYar7iV9ldTFxSBlIIOoPiIkfGu7QpFoaWOdhcBvOq7Sc18hwGXUrlzg1gnKmHVj4BASB4k8vbWr43hzhcJiMVbw47E5AVPdMZgjsVAPdka67E1tsLfytJnkNCQT4ajwk++pVwZQcIkjMMraROYSdIO8+dedmsxuIcXEgZ55H1XK7ogtAHYuMcN6Ui/fs27OCsLca4mXJOYd7U7bAb+U1PH6Ojtbivh7V1+65bKplWlQO94ZDzqTcO4Xh7Dg2cKtoupLMqIuXbusRqCZ2GndNYfGLQOIkj/dL8z1ZvRSo0C6CAOhxnPLUk+KiokudGXcIWhTg2GIkWLUfgUERuCIkHlWUnAcNzw9n9xfH1Vn2rAAgAAeA89TXuLuZVJHIH21kzd1HPhrj3+f1TAhvQO5R/FcKwy6DD2v3BWJe4Rhzp2NseoR8KwMJi7126irmd2bVeQXTvTMZYPsgD17HieEu2LwVhLkypHoOnMR9nLO/qPOBpjaXFvq86TMuHnHfodyrNqUaujR3KL9JuCCxD25yNpBM5TyEnWDUfiui9JU/oziPsyP7MH4iueNWz/D15UuLYioZLTE9WoWZ2tbspVQWCARKpFdR6lfRxP7H4XK5dXUepX0cT+x+FymO0/hzxCg2fz/YV02lKVm0+SlKUISlKUISlKUISlKUIUI60vqbX4z8tc1rpfWh9Va/G3y1zeKcWXNdpWf2iPfHs8lTS4e634D8Kry142it6jVx59k8FRpj2xxU1LHQRP8ADSrDPqN+UjlWPxO+4F4h8oScoypr3AdZE7mpJheC4dkVjiLkkKTrb5ifuV84ZavIByW/qPAI9FFuMdHrWKdXuZhlBBCwMwO0nlz28a2GDw4tZLaIW3VEBkmBtJPIDcnlUkXg1j/7D++3/krzA4OyuKt9m5eEuSC2aNUjTlzqRlrWya53sjco3VGZloM8AtLYwl9wjLa0uTll0B0BOwmNBUj6I8Rt3LItB0Ny13LqKwJRgxEN7quYO4BbwpLiIOo9Fh2bGTMQNJ2qJdDeE28PjMRjrmIt/Sm4EQHZWulpc7ToIHmdaY29vSoGRkq7nufuU74xijasXboXMUtu4HiVUkD8q5T1XYzEYu7ibjvnZhbZi7GBJaMgAgDlAgV09+O4bndT3itDwS3w/DYm4cPktdsFzQWys5YwBJyrvsI3r3cNp1mGm4SD6LjWvacQCrxd57NrtLgtjvMgUMZOViNDsNFnXaa0I422IudhZQM/kZAg7sdIXz901MhwuzfWLqJcCXrrAQYDF2mQdzrrymtInELGAwzNbRe0JuMqjQAdowXMeSzoBz5c4qU9mWLM+T9rQEkwOyZXTWqzk6Ar922nD7Dv3XxLqSIXVmA003yA/wAknWH4bH3HuIz3DdZwe0PJV1ygcgJ2iN/de4dcu3bj37rFnIgnwmCFAGwAA0/rVlsgk7bgnQCuXldtu59thmN+WscJykEQRmOgQpKNM1AKs6/f33rE6UX5wzwPsx72UVzw1PekZ/or+pPnWoGa0H4UH8O8/wA3oEn26fetHV6ryuo9S22K/Y/C5XLxXUepfbFfsf8AyU72n8OeIVDZ/PdhXTKUpWbT5KUpQhKUpQhKUpQhKUpQhQfrR+qs/rD8tc5FdG60vqrX4z8tc3BpzZc0OJWf2iPfns8lcFU3Yyt+E/CmavAQdPH+NWnZNPBUWZuA61O7mEVolFzaa5RrpWJh+GKXjKBEchz/ANK2d4EwJiJO23+Na/jPGLOFUNduatGUAS7b7KDt5mvmWJzgGtBk7lv5hyzG4eo1yrtzA/wrO6P2AuIWAB3Lg0AHNKxrWJDgMrBkYAgjYgjQ1mcHuD9JQSJNu5A9tuiyDuXaCuVSDTJCy+kmBtphmyIqjNbmFA0N1S0xynU++tY9tZGT9Hy6Tm1Y66xBqZlQRB1rVcVOFw9tr14IiIJLEbeAHMknSBWkc2DIUFGvgEKP4h7Ud1rSnxIzAewEViYwB0W2pFxyQJVCoM7aaxy51l9HOm/D8VeFi2rI5nJ2iZQ8clMnXyNS2+6WlLEQBGw8TAHvIHtrnJu3x99il/ORoPFUnCpJbIJIImNwd/fP51A34OCrJBC9o5BXfS4wG4OwAHlAqeNfbT6J9QTvb0P3T3t9PVrvUbw9wnNKlSHu6GJEXDvBI91KNrVn0Gte0/7vQqK2aHEg9CjHGeIWsFbUlHgkqsSSzEEksxO5jc1D8d00vvItqtoePpv7yIHuqe9YPDzdwNwxrbi6v9j0v7pauPRXrZAo3VM1HCXA5yZ657ZXq4qOYQ1pgKe3MSb3De1YkmFDHxZbgWT7p9tRI1Kejlhjw3Erctsqi5bZGIIzBmUMFJ3jL+da5uHp5++tR+H3sY2swbn/APkH180g2y6XsP8AL6laeK6j1L7Yr9j8LlQYYFPD8zXReqmyqjEQInsvg9NNo1A6gR1hU9nn34HUV0ClKVn1oEpSlCEpSlCEpSlCEpSlCFzvrlYjD2I/4jfKa5I1w+J99dY65/qMP+tb5TXJDvWi2cPcDiUivuePAK5mquydR66tCq08au1B7J4KrT/UOK7JxTDXWtN2GTtPsm5OUewDWuTcU6J48Oz3LbXWOpdSHJ9m4HlFdns3AVjn/pXhPjXxq02rWtZEAjr17xC3NSgHnWFy7oZxx8Oww2IzIhPcLhlyMZ0M7KT7jXT8FhVa+iuAZtXZHqayRryI3mqXwivuAR4ESKv4d1TEW2Yx3LwHiSTZ0A3J8qu0L1tzesc1sHOc8v0lRvYW0yCZW2S81tgtwlg7EI0baSEeDvvBiPHXeJdcOGd8CCoJVbqs8a92GAJA5AkVMMIjPFy4sHQqhAm3I1kj7RnXkNvM5jKDoa0sE5qivmLgWFe7ibCWp7Q3beUjdYYEt7ACfUDX0lxMxbJBIgqdBJ9ITpz00q1hOB4a05u27FpHO7Kiq2u+oFZmIsq6lTsfAwfHevRJdqFwKsmouG71z9bd+at8cGObXDv9txv6j/pUfwtnLnAmBcu7kk+mdydTWb/EJi3APzDyKtWv6jwVV9AylTswII8iCDWs4T0ZwuHg27K5hHebvtp5tt7K3KpVZ2rIMuKjRgYSAdQMp4q64NJzC1HSo/0V/wCx/wBRRUCcVPulJ/ojfjt/9RagT19H/Bnwb/6/QLMbd51vD1K8qedV22I9dr4PUBqfdV22I9dr4PWnveZ7Ql2zviBwKnlKUpMtElKUoQlKUoQlKUoQlKUoQucddH1GH/Wn5TXJF511vro+osfrG+Q1yRa0OzeYHE+aRX3PHgF7VaCdPXVNXMOO8P551fqGGHgq1P8AUOIXXbaMBoY/kaVdXiADC2zLn3CyMxg6nLvXO+sLi+Kt4jslutbtMgKhDlJ1IYFhruPHmKjXR/Fdlibdwk+mMxJkkHumTz0NfLKeyTVo8q4jSRA++hbU3IDohdys4kHQn86u4ZwcTY5n6SD4SqzBrWXAFEzAG5J0AGtXOEWLi4mw7gqrC5lUiG2Hef7sxovhqfAUdn201xUaMhr3EeqkrkBhB1Oil1/HKjhDPoliQCVUDmxG3P3VftXFYBlIIOoIIIPmCN6wb2IVL2rKJt91Y+kYhiTlAEsPIUw9py4cSlvKRkO5JJ1Kg5U8dNTOsRFa/ElirzO1x0zZVVVIK5SxLZhzmIy+Gs15cUo9s53MtlMyQZViJAELqBr7OdVbX+QzW/7RyNp7B2h99ecWUdmW+4Vuell+rYMZPhAqOULOaoyCJfb6x/jUkLaVEb+CYrcv2pkXbnaKPtgE98Dm4EDzAjcClW17Y3VPCzUZ9ynt3Brs1oenHH72D7F7OQqxZXDgnUCV1BEaA1icB6ctibi2jhyCd2VpVR95gYge/ernSXhv6VYyIwzZldWJ7u+p/dJq5wThFvC28iekdWcxmc+fkOQpQylZttgHMBqSc9DxPp2K5gqY8jks7pPiJw5H9ZP+oKhbmpT0gb6Az4p84qLNWu/CrMNq4D5j5BZvb/PN4eqpFdA6rtsR67XweoAKn/VdtiPXa+D09vua7Ql2zviBwKnlKUpMtElKUoQlKUoQlKUoQlKUoQucddH1Fj9afkNckWutddX1GH/Wn5DXJhyrQ7N5gcT5pHf88eASrls/xqj+fjVSHn6z7qYPzaVTbqFN+mvR+5iktNZTNcRiDJA7rjXU+BA99anDdXlwANiLyov2ggLEcvSMD8jXSbV1csg7gH1gwRWku8bcXLdwLKq5AtwC0zEn+v4Dl7ZHymzurlzRSYQ1o1MZjv7d3Fbh9JpJdElSDh3DlsoL+IJEAZEbeYgM45vtA5E8ztZv3rty6t4nLknJbOghlIOYiYbWRG3PnV28xuOLl3l6CToum58W+HKrVwg6+FQ178CGUMmjf0n1XKdGc3arYDjBnMbHeEgEFCYO8GdBXjdJSGydi+aM26REkb5vEVqluAVjcUxERcBysk8tCpIlSPcZ5RUlvtGqajWv0PQpPyzFub3GXYhhaZSs/wDDMhtCNT5A+ysdePBybbJdeVOYE2wsCAZhl3ke81qTxod/unRgFjUuvNh6ob93zq3gr4a5ccGZYAEbZYkD3kz7KZXVY0qRc05r0banGQz+/RbLi3Tu3ZPZtltsVB751AMgGEzTtWv6PdKrAvZbVw3A2Z7q5WGsy11ZHnqPDXlrCOsxf6RaPjZj91z/AI1h9Xt3LjrXnnH90n+ArjWOdbC5xGQCY3SJ13+KpuhrzTjfC67xfArb+nSOxbVwIi2W+2P6hnXwOu0xrio35xWXiOIPYVltqpRiRr6NvMdyOaeXLbbbS8MuMpNr0lUCGGyz9iefiPDbwpVcinXb+Yp5TqPveejfqrdHE0YXaKnpEh7L+0nz1GSKkfG8UHskag9oFgqV1VsxidxC71HWNav8NNc22cHfMfILM7fINdvD1K8AqfdV+2I9dv8A76gGap/1Xnu3/wBn8Hpze812j1S/Zx/iBwKndKUpMtElKUoQlKUoQlKUoQlKUoQucddP1Fj9Y3ymuSjlXWuun6jD/rT8hrktaLZo9wOJ80jv+ePAJXoqmqopiFSUg4N0qu2FyFVuKNBmJDAeAbw8iKz/APbFM/afooD6Se03jnGXQxpPkKiFKUVdg2FR5eWQTrBcJ7jCvU9pXNMBodkOkAqaYvp5miMPEeLj+C1ZHTdv+Cv75/y1EopUbfw3s4CMH9zvqvZ2vdfN4D6KWWumpH+4H/MP+Wl3pux0FhPa7Hf2ConQUf8AzezZnk/7nfVB2vd/P4D6KbYfpKzKG7FP3iI/u1eXpK4P1SD+03+Wo5hPQX1V7iCcpjQgT7qrH8P2E/o8XfVQ/wCt3sxj8B9F501xVzFtaZLIGRWUw07kHUkDwPvrVdHzcs4i1dyqcrbZxroQRpMGDWVDECSe8GUEmZnUHTbU/lXrKSoXJkgjUwJOxA57c6kbsq3ZT5JoOGCIncdc9VJ/qNcnMgnpj91Kv9uAY/o4ho3uaQSQR6O/lWJw/pO4ZkeyoEyiiUCgb6wc/LXyqO3CinLmYQd1E5QwEAn/AF3r1swfugAkwrMS0jxGunL31CNgWDQRg1/mPqclIdrXRzDuGQCz8dxN7l9nynLIUqDMaAb+PPbmaug1rHDMXOcrkmANtJ38dqzcLczKD4/w500o0WUWBjBACWXVV1V2Nxk/tPBX5roPVdtiPXa+D1z8CugdV22I9dr/AL6gveZPEKXZvxA4FTylKUlWkSlKUISlKUISlKUISlKUIUB62rIazZnlcPymuc8O4Ml1bpzQ6sVQEwCchIk8tQNTymugdcKsbFjLP1jbfhNcrTB3HDuFJCCXOmm5+AJp7Yg8hrGfqkl38QZE5aKTL0QVSga5ImGiVnv90rI+7uNwSPGrSdFFJVe3UklSYVoCtbe4I5se7AI0PrEVGGskbiJAPsIkGqxhmkLlMkSBGpBGaY9WtXRTqa4/AfVV8bPl8VtuG8A7ZGcXVUhmVVKt34Kga/Z1cbisw9EHAWbqZmAOWCfAGDzhmA89xUduWiDBEEf+q8WwSrMBKrlzHkM2i/xqRzHzIflwC8hzNC3xUos9FUXW5dDStwgLIym26oZYyOZkbjStHxvh/wCj3Ta7QOQFJYAgaiYE78tRoZrBCeVXr2EdIzLEiRtsQCDptoy++hrHNdLnz3BDnNIybEKwKRVWWvIqc5KFbnDjur6hVyKW0gD1D4VURVLeqrtVqxiHVgJEZsuQLE7iQfyqh1aGXcIS08xuB7OftrLugI+bUltFXnPMzy/91RcJJEKEZwc2bXblG3KvKuh4kGPvf6q1mK54UsLiyCNdTyPhv+VXGtwiAkBlhj5CfAez3Vau3GYCZ0JVgpiSNo/nlVzsm7mfdgUPPeYn3/lXEHKD96fRU4vI/fCsdcu+UN7x5RNZuBuhl0GWNCJmI8+dYlmw5BGUiR6ROkgyAF5DlWVhsMU+0SDGm8HmQd67qvFTDhwk6dayZroPVYdMR+y+D1zyK6D1WejiP2fweqd9zJ4hTbM+JHAqfUpSkq0qUpShCUpShCUpShCUpShC5/1uX8lmwYn6Q/LXNOF8bNnN9GrScwknQwVPrBUkV07rZtq1mzP3z8tc84Hg8O3adrl0dRq+UhdYjUTLQDvvTyyLRb+0J/yktyD+ZOHWB5KtOl10KFyLoZmTJJQISdNTz9p9hOljiYtJJyCZaQEGUAHcALIERGZjzoeC4aXP6SNBcIAyEkqEKqO9B9JgTP2TE0TgeHJAGLUauJOSZTMJAnacjCTqrGJIirP8P8vgVH77p8lWOl7gAdkmmm7aiZIjz1B8RHhWNwfpG1hAgtowD5xJI15T4kcjyrObgmEfVcQEEiJZCYMamT7IAnva7Go9xGwqOVRs6wpDafaUGDGkiYPqqRjaD5aG+C8ONVmZK2eO6RPctvbNtQGULoT3QChEerKY5d81ThukDp2mVQO0SyhI3HYqFEEg7gajzrSGvan5CnERl9n0CiNV8zKlVzpcZQiyhIDk5pMNcZych5CGg+MnaBWv4hx571rsSqqucNp4hQsR4aaDlMVpwaqTcVxtvTbmB5rjqryNVvQdK8pFKgVBWMVaJgr6SmROx8qoNhnEucpBlcvL1zvtWUKGuKQVHAQFYtYVQIPe1zEncnxrJWqKqmiFwuJzKqJrBTFOQD9FHncg+MxH8wazJqGNXh0q3a02OnEJ+ypSt64TH0H/ADdPfFdA6n8SX/SgQBlNnYyDmVzXFFtk7D/Cuu9RSwuL1nvWfhcqjeOPJETvCb21s1r+Ua2Nc11alKUpTFKUpQhKUpQhKUpQhKUpQhc864LRaxYA5XG+U1yyzwy66u6qDkIDAGW1+6u7eyup9cN8pZsEc7h+U1zHhvG7tkOEK95lYkiTKGVjw199PrDHyAw9Pqkl3HLnFpAVT8CvhA/Zt6WXLBLSCw9GJjut7qspw66RItvyEZWkyCRAjUQDrWcvSbEBiwIkzPpTBNwxOaR9a3OdBrpVadKsQAo7hgKBKk6ICFG/Lf1mroNYbh3quRS6T3LVfolzME7N8zAFVytmYESCoiSNKvDhd3NlKENk7SDuViZA5ny3rIHH73aW7srntghTB2IykHXw8I3qmzxq6twXQRnCZASCZE6TJ1I2nyqSavQO/evJFPpP7LH/APjrve+jcZZzSrACBMajeNYr3/469OXsrmbwyPPjtE8j7q2w6WXgkAKGzAggaIoWFVVPmZkk7Cj9Lb2bMgVB3REGdLeQiZmJLEcxO+leMdb5R3rpbS+Y9yj8VcsCWX1j41bmruF9NfWKnJyUBW5FBSvRVKVXhCDXlVg0yztRK7hVuva9ivYrkohUtp4+yosVRP635CpWy6VhcD4bctXRce0WAVxl7u7IQu+0E761BVBO88Am+zazKQPsgu3E5xwGk9ZUcu3CdPy5V1nqJHcxf47XwetM6gmAjIhVAciW1IhwzwCxAkZhptPPepf1YWyGxjERme0YgKB3WEAAmB7apXB93ERomDH46gcXSVP6UpS5W0pSlCEpSlCEpSlCEpSlCFznro+ow/60/Ka5HXlK0OzeZHE+aRX3PngFcFUnelKZKkqhXv8AP517SurhXteLSlC4vRV7B+mvr/hSleXaIOi3IoKUqkod6qFVJypSubl6avTvXopSuhdV7kPXW15V5So3qWivRtUo6vPSxH7L4PSlUbrmzxCZWfOhTSlKUsThKUpQhKUpQhf/2Q==) 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