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/ Joaquín Collantes Hernáez
Título : | Matecuentos 3: cuentamates. Cuentos con problemas | Tipo de documento: | texto impreso | Autores: | Joaquín Collantes Hernáez, Autor ; Antonio Pérez Sanz, Autor | Número de páginas: | 126 p | ISBN/ISSN/DL: | 978-84-965661-3-2 | Idioma : | Español (spa) | Clasificación: | Ciencias Sociales:Pedagogía-Educación
| Palabras clave: | MATEMÁTICAS,DIDÁCTICA,CUENTO,PROBLEMA | Clasificación: | 372.7 Enseñanza de matemáticas | Resumen: | Estos cuentos con problemas, o estos problemas con cuento, son historias cortas con unos protagonistas que corren aventuras y que no paran de meterse en líos, y además en líos problemáticos ya que para salir de ellos tienen que resolver algún problema. Y lo menos que puedes hacer tú como lector es ayudarles a resolverlos. | Nota de contenido: |
La isla del tesoro. En el pueblo. Gladiador no quiere ser Gladiador. A Charlie no le gusta el chocolate. Llueve sobre Lisboa. Esquimales |
Matecuentos 3: cuentamates. Cuentos con problemas [texto impreso] / Joaquín Collantes Hernáez, Autor ; Antonio Pérez Sanz, Autor . - [s.d.] . - 126 p. ISBN : 978-84-965661-3-2 Idioma : Español ( spa) Clasificación: | Ciencias Sociales:Pedagogía-Educación
| Palabras clave: | MATEMÁTICAS,DIDÁCTICA,CUENTO,PROBLEMA | Clasificación: | 372.7 Enseñanza de matemáticas | Resumen: | Estos cuentos con problemas, o estos problemas con cuento, son historias cortas con unos protagonistas que corren aventuras y que no paran de meterse en líos, y además en líos problemáticos ya que para salir de ellos tienen que resolver algún problema. Y lo menos que puedes hacer tú como lector es ayudarles a resolverlos. | Nota de contenido: |
La isla del tesoro. En el pueblo. Gladiador no quiere ser Gladiador. A Charlie no le gusta el chocolate. Llueve sobre Lisboa. Esquimales |
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sh9PWFGXsXpuN+f+zGl7SN7aRS5iRZjaR90LxaQ2i90JNmNovdCLMbRe6EizG0XuhGVjPH3XyWsFispsdj9vGRlZhqZXyf+zVGsi0jVzRWl/wDZ20mzGaPv/sSMsvYhTXuJBJyCRAEAQBAEAHaTH6ik3aJk0cWn6eZUVdclmuy2B+IW6XnRlRnZ2bZxaeJpZ1miralzHtotpvdhUVOrKM0uRzO9dedOjCUHa/sUs56memWGo9KPBb7ibfW/kZj1MndqXShvuJ638nGJO8ndaXSgsdiOt/JWxddaYuR5CUqUaMY/SjPRxmKm9Jv5JaZVgCLayyoUml5V8FJY7FqTWd/J6yiTu1K18qK7/iuWeXydK+EjdqPshv8AiuuXyMnh9oWHo3tlQ37Fdcvk5YeEndqPSh4hiut/IsOkjdqPshv+K555fJq+z/AamLcqtgq6sxtt0A5ma+IVGivpXwbGHxGMraRqP5KGIpNTYo11Kkgg7jwmaFGjKKllRgqYvExk4ub+TwHPU+svu9HpRTfcR1v5Bc9T6yjw1Fq6ii6x2Jz/AFv5NZNh5T5/X+5L9n2HCO9CL/hHZiNkQBAEAQBABhOxDV1YrNw6iVy5Fta2wv67zMq0073NSWCoyVsp5x4sFE7vYDzVZM8r3vgoUKaXuYZpKXqAk/COZ6GekcfM7nilK0Y6ERA7JXucwtrfxlbRypltdq4+h6xlQFiL2st1JJsT/wCtucmpJ+hNKDUf/TmIrZqKnfVc39Ym7xVyIRtVZ7xdS7KtwEIOvInppJk25JLkRTVottXZv+ymHbs6zUjnrKAaYAucpYZyoN7kD8ma9V5bKXIyK7bcFqbPCMXXqYgo6gO1F1KlQM7qh7NittGtb0kVqcI080XpcUakpVMrWtjxVwVYYKilVWRBiGD3FsinKL9QLlpG2iqspR9idk9lGMl66mnxw9iK1JcKxodmAjEoKaiwIqBgty1zza8w0FnablrfkZsRLZpxUfL6Mq0MdVDYAZEtUADDs074NQjp8uuku4p7Sz5FFOzhpzI/ZrDMmLxSAFWFHECmCLG+ay2+kviZKVKD/lFcMstaf6ZHwei64StUppmxIqKGzJndaRANwrA7nnaVqNOooydokUYtUpSWsrl1worU6zYYM4oZsRTQAFCTlFRV1Ga2tpRSllcVLS+hltC6k4+mpje1NMA0iDmVkLKxQJUIJ2qAWFx1m1hXJxka2KjFTjYq0sWhA1t5zweIX9WVvc+x4OnLd4fpEwqL1HrMNjYyyBqr1HrFiMsiM4qmP4hJsWySI8NjVbQ6H7GC86di3IMIgHDJirsrOWVXM/C8QL5fgsxIIDd4aHS1t9Jtzw2VPQ5tHHSnJctf5LWLolgLW0mx2VjYYWTlJXuaXb/ZlTHQjGDSafqZlakqn+Ennb+s7r7coX+lnm13Qxb0zoiBXawtHjlG1srLcG4v8iF16DTaPHKHSxwbi/yI6WG0eOUeWVjgzFc86+RcWtYW6Q+3KPSyV3Oxa12i+T3SrFSCpII2INiPIiH27Qas4shdzcWndVEO2N73N73vfW/W8eN0LWyscGYu99og1cnck6k6m+p3PnEe26EeUWH3NxcudRHWxLEBSxKjYXNh5DaF23QTuou5PBuLtbaKx7bHVCFBdiF+EXPd8ukhds4dXtFh9z8Y+c0cOMfNnztm+bMc3rvI8aw9rZGTwfi732iuFxbhswZgx/iuc31O8nxuha2VlV3Nxad9oji4pg2YMwb5gSD67x41h2rZWWXc7F3uqiPNSuWN2JYnck3PqZPjdHL5YkLudi2750RTylWWabkfTMPDZ0ow9lYTGZhAEEiCCelinXY6dDqIsUdNMspxLqvoZDMboI9niKfKftJS8xinR8upmUsagKWoqBfuEHvA2O9h/Wb84uz1ZxqFOKqR8q1b5PUsPiWbfTym/wBg04zm1JXOX3ylOjQhkbWup5yz1Do0lpZHz1YzFdbAW+gGvS2vpGwpeyG+4nrYIkrD02r5VYh43ErnN/ItI2NK17Ib7iW7Z2csJOwp30ihvuJ62bWJ9m6qYUYk2IJ2FjlX5mPW9hYTUg6Mqjp5UbTq4pUlU2j1MWwm2sPSbtlRq79iet/J20jd6XShv2I62LRu9LpQ37E9bFhG70lzihv2KfKb+SHFV1RcxF/pKTpUoxvlRkpYrEzdto/k9UHDKCLay0aNJq+VFamMxMHbOyQCSsPSv9KKvG4jrZy0h4ai4vyovHHYrMlnZFPn9f7kv2fccG26EG/ZCYjZEAQBAEAQQJK5kTflKlNxdWyqMxI038/3m7KEsmrOJSrQjUjLIrtv9l6nOp3fzZ5NexwO/NthD9n05qV6VKkaK5qDUf1LKCpYgipna2jA7a9J3FGFSbzuzueCcp04px1Vj2i16uHwjpdylVwzDVl7y5Mx6ZQd5TNCM5p+q0LqMpQhb3NKlhAcXjXdC1ZRmoJ3bm9wWQG4JAAtpMMp/wBOCT09TNGmtrOT+r0IKeMqPi8KHoZH+FjUCs7re92XKMtraG0u6ajTlaWhR1HKrG8bP1KVWpVrYSvmS/ZVly5UAKA5sw7o22mSFoVY2fNGOeadOWnJnviFBnwGDyXyA1M5FyFJbdrbDzmOlKMas2+foXqRk6FOKNnG8PZqeIoGmxCUlNFsqCmzKAb0gBe51vqZhhUtOMr+upsSp+VxtyXyfmT0Qajg3+EczodbzpNRd9TnJyVNaalfKvY5r94c76g30EhxWW5lzPa2toe8XVDMBcAZbgkmxPhbnLVJZpJfwVpwyxbt6nmrVzUBzItf1lW700Iwy1mSYuqCUAYBDueV+QNpNT0SIpJ+ZtankoAmUVN2uDrl/wBvlDula5a7cr5SfBNcHz63H08Jan9LMVWyqIsVKTLuJ8+r/cl+z7lgGt3h+kRzEbggCAIAgCCBJJtc8rSUG4Av1trLupK2Vs144ekpZrakitab/ZmOjhZNtczid4Ox6nadOMKbSt7kgxDWy3Nulzb02nZfblG6eXU8nwVi3H61Y4tcjQEjyMiXb1BvWDJXcrFelRHRiGve5vve5vfrePHaDVsv+iOC8UnfOrnVxbhs4Zg3zBiG/mGseOUGsuXQngzFXvnVzvvb695u98XePeJ3zdfrHjdDo5EvuTi+tHkYhrFbmx3Fzb02kvtyhzy/6K8F4rlnR04ltO8dNu8dPLpK+O0On/RPBWL/ACIiuL3sL9ef4lvHaXSRwVinopoXHQSfHqK/tHBOK9ZotUsEWANgOl5V9vUekwy7nYlf3o9+4HqP7+keP0ekhdz8Tzzof+PO3dt0tpHj9HpHCGJ550Dw87d30/6jx6j0EcIYnrQGBbqIfb9L0iWXdDEKV3JMvFARY6zytSWabkfQMOpUqcY+qRnYzB5dV2/H/Urc3qdS/MpyTOIAgCAIAMlakN2VyuuINwLCx031va/7es2HQio5ru5y44+TqqLWjLE1mjq2TEf+DW4kk6iSRqJDQ1EWFhIsNRJFhFhYtYChmNzsPuZVow1Z2NWRY1G7iAIFhAEWuFoIHIEQL2MfGUMreB1EsjdpyuiCDIIAgCAJMeZWbShcqU6uqnKtmJtb4hvvN2cPI9eRxKWIe1g5RWvL3LgF5OBwEsU2ou1i3bXbMezoKc43udyTqcPz6jzi780+gZI4en1Djil0Hckjh+XUOOKXQcyRw/PqHHFLoGSOHp9Q44p9B3JHD0+occUugdnJ4en1Djil0DJD7vTSvmHHFLoLmGxIVbW85D7uzv8AUYJ986cn9BL7+PlkcOz6ivGVLoAxw+Uxw9L1kOMKfpAe/D5Y4el1B98KfLIPfx8scOz6hxjTv9A9/Hyw+700vqC730m15C2DPPThkk4+x7KjU2kFP3EqZCtxGndL9Nf3kpmWi7OxkyTcEAQBAOOwAuf3l4RzysYa1VUoZ2irSrgspCfENTYi31trNydGSi7s49HGwnVjkhz56PQvU51O76vUl+jg9+rbGGvqQtiWuwCXygHcT0rm/Y+dqjFpO5w4s2DZe6ba3FxfwhTfOw3dXtfU9YnE5DtfS+4Hp1MmdRoinQUvUh4i5amCpIuR9bylVtxMlCCjNp6klTEdmFUm7H/5Hn4Q55IooqW0k2tEX+EUxWVnZuzRPja2bUkAAC4uSZDrNLkTu6T1Zq0eEUXcole/6faKchsQoJcEX7pBB6zG8RJJNr1sWWHhJ2T/AJKp4evu9OsrMXeoaeS2lwL3DX8V0mTbNVHBr0uY3RTpqSetzUreyVREcl7OiZ2UoQttyoqE2LWmGONTlpEzzwVlfNrYgo8BpN2I95UGsLr+m9r5soBPLXnIeKaT8vIhYWMnHXmW/YrJTr1s9NWNKnVa5JuvZ6HLy1676SuOvKEWnzMuBUYzkmr8zOw/DVqrUxBYUKAcKM2aocxF8o5sbG95mlWcHGC1djAqMailUeiuTp7MO1ZKS1EZXpmolQXsyjcBTrm8PGV3uOzcmtU7E7m86inzRm8TwIokDNmJvcFSjoRpZkOxmaFbaRvYxTpbOaVy4mw8p89xH3Zfs+z4P7EP0jswmweK4ureRgvB2kYcsb4gCAIIBlo/UUqNKLv7FPD4m+XVd7ZQNQLHYzcq0Ek3qcXB4x1JJRf/AJYv050+wJWqSOF33TdCnZepGKTB2OlmAA8LT0+VXdmfOtci0eh4GGbs8lxpaxt0PSVUFkSuWz/1M1mcfCsWLZh3hZtL+nSJQTd7lo1HltlYfBk0wmbYixt0hwWW1yNo1UzZXqenw7EhswDAW20IkOCaTvyIjPKstnY1eEYwU1dKq9olQAMFOVgQbqVPgfzIqUnKzjJXRMJpXTiyXh/EEo1u0WmSlmUozalWUqbtbfntyipT2lOzlqiKcsk3LK7E9XitIUkp0qTKUqGojM+ax7u4sAfhlIUZOd5SWqsXdXyLLHVMcX4rQrlqnYsKr/Ee0Jp5rAZgtr302vaVpUHTaWZWRatW2jbyu7OHidEe6sFcmhbOCQA1mz908tby2yks6bXmK7T6Go8iTBcbpUsRVqimxp1VdWUsMwFQ3axt1lZ0XKkouSui1OtkqN5dGR4XitJaVTDtTZqLMHWzAVEYAC97WNwNpaVJtqopK6Kwq+V03HTme34xRYhWpMKaJkpBXtUp97MXzW1YmV3Z5W8yu2WVe8vp5citxvinblND3EyZmILvruxA3mShSyRldr9GOpN1JRVidNh5CfP6/wByX7PsmD+xD9I7MRnI8QbK3kYMkFeRiSxvCAIAgWuLSVzKy+llShiAxtlGjWHUaHWbtWnKMb5uaOFhsXCpUyqKVnb+S4ovMvZuFnXlJRlbQp2/2lRwNOMqsM13oesk7D7HxEXrUZ5TinBf9dfAyGPCa9/uMLvVgrW3dfCGQx4RW/KxxRgvwL4GSH2RXvfascU4K3/HXwhkMeE11/kY4owTVt3XwjopHfl11tHhNa9tqy3FGD/66+DmSPCK/wCVlX3pwV/sL4QyGPCK/wCVjinBX+wvhFujiQFAKg+Okh9j13/lZhl3lwbelBfB797X5PxHg+IvfaMq+8eDatsF8D3xfkH2keD11/kLcSYWWmwQGMX5B9pPg9f8hD7x4ROzoI772vyfiT4PiH/kY4lwl/sL4Rz3xfkH2lZdkV4q+0C7x4Rv7CV/4Ly7Ty9WLjNpnv6MlKnFr2EoZCpxKpZcvX8SUjNRjrcy5JtiAIAggSVzIk7RKauc66ILk3K/FtsZvSUXSafNHBhOUcVHLGOt9V/9L9OdPu/9yS/g4nfh2ow/hmxQ4bSsoqVSjuhdFy92xBKZnvpe3TnPQ7abbyq6Pnaox/vdm9TlTh1ILQqdoxWsxUjKA65SoY7kHVtIVed5RtyDowtGV+ZYT2dZ8RWpIxKUfjcjWw6KNyTewlXistJSa5l91zTaT0XMlf2bArUaZrALWHdLKc6n5WQHQ+JlY4t7NvLyLPCxc0lLmUsVwtBRarTqh8jim65CpBN7EX3GkyU683NQa5q5jnQiouSfJ2NfitekOHYdexUNULsCpIsVOXM3zk+M1aam8RKV+RtVZRWGjGyuyjiPZxlotVVySiq7goyqQbXyOfiIvrpM6xd52tzMEsJ5HJeh80+IbMVC3sL77zYdRp2sYVRjlTb5nj3w5Q+Tu89RfptI2rtexOxWbJfUkxGIy20BuL6m39mWlUSKwpZlcgx1TNSzAkXt9+RmOpK8MyMtGKjVcWSNW7MKpN2O3IWHXpJz5EkyqpqpJyXI578MubKd7eHnfpLbZDd9eZPRq5he1vI3B8jJjK8GUlDJJRvobq7D6T5zX+5L9n2nCfYh+kcqOFFztMRspXZi16pZif7AlkbsFZEcFxAEAQAZZcyk/pKlGrqvw6kiwGoFuflN2cLwZw6Na1RRjFXbfpqi9TE6fd+yqST9jh9903Rhl11NXEcQpVKaB6RNVFCBw1lKj4Sy21InoYU5Rl5Xpc+ezlnj5k7kmF4rTFJKVSjnNJy6MGK/EQWBFtRcCVnRbm3GWj5kwq2goyjqi0ntEva12NH9LEaVEznNoSQwbkddpjeFvGKUtUZFiGpStF2fMqYTiFCniKdVaTKlM3tmzOx8SbD6TLKEpUnHMrsxxmo1FJRdkcpcQoinXpFHIqOGRgQCuW+UMLa762jZycoyUuWg2iyyi48yR+Mo2HpUmpkvRJNNgRlNzfvC195Xd7VG4y58y22eRQlHkXq/tPSZqre7ktXXLWvVNtAB3BbTaYlhGrWktGZXi1K/kep8oaZzs2liLAcxabtteZqX8qWVkS4U9maeb625Xlcv9PmWzvPmysPhmLZri5XK2nLwiVO7WpaNSyaszhwX6eTN5G21oyLLluRtHnzWPVTDMcrZgGXnbQiHG/qIzy3VmemptYd4X53Gh8LS1v5RVO3ozuHo5AfEk6bDwAkJKMXqRNuc1obVTEKo1PLbnPndf7kv2fasFByoQX8IzMTiS5125CUOlGCiiCDIIAgCAIAgCw3tLOUmY40oqWZRQiM5R5MVqMKi88UWsLgi2p0H3MyPE1OpmnPDYZcoL4NKnQVRYASu3q9TNZ4Og39C+D1kHQegjeKvUyNyodC+BkHQegkbxV6mNyodC+BkHQegjeKvUxuVDoXwMg6D0EbxV6mNyodC+BkHQegjeKvUxuVDoXwMg6D0EneKvUxuVDoXwVcRgVOq6H7H9o3ir1Myww1Bf2L4M10KmxEtvFXqZsrB4Z/418HkRvFXqZO44boiTLimHQ+YEber1Mo+zsM/7Ee/fW6L6SNvV6mR4bhuhHh8Sx/6Ak7eo19TJWAwsdVBXIZibb5m6o2VkrCQSIAgCAIAgCAIIfIvYHCX7zbch18ZDME6ttEaMg1mxBAgkSLARYCLARYCSBBFiLE0A4sd+RgyQnYx6lMqbGWRuRaaPMFhAEC4gCAIAgCAIAgCAWcFQzNrsN/2kGKrPKjWkGm9RAEA6RBXMjki5Y9BT6b+ElakN2OQG7AjlFhde4tAujkC52CfWxWxuHzC43H3HSFqZKdTLzMkiWNxNPVBQSbDUna3P+7iTYNpczhkBO4gCCRAEAQBAEAQDawlLKoHPc+cg0qkrslkGMQDoklWtC2MWveut7gBbnYAWtcj+7S6qL2Nd0JWVnYnq4+kxc9nluBa1iAw8xoDb8y20j7GJYeqkvNcr1K6XuFIHd0uNbHnpzlc6RmVKdtWea1fM4cLbbQC34lW7yuWhDLFpkj4gEN3G1K94m5FrbtbewPrLuRiVO1vMjqYlQ18hPfDWJ00v3dvGFP3QlTk/wC70JKmPUE2phe/mtpobrpt4H1h1F7FI4eVtZeh5NcFb9l3c5Oa2pv/AAlrW5yc1y2RxlZy1sQGplqFgLanQG9r3Fr7Sl2mZbKUEm7lLHYxQy3pg95nLaZmve6kkba7WmTOZaVDR5ZEeE4kEyMaObKSb2UZic3MDx6/wyymTUwt7+c8Lj6d1/RFlL7WucxNrkjW1+nKRn1LOhJKyn7XM1jqZiZ0Fe2rueZBIgCAIAgCATYRMzgeN/SGUqPym1KmicgCAIAgHYByAWMPicotlB1Bub30Nxb++cvGVjBUpZyV+Isb3A1Ktrc6r9dbydoUWGivU43EGIItoSDu3LLzvv3d/EyVUIWFXozzVxZYMMoAZr89Nb85WU7mSFCzTvyO4fHMgUKAMpLdbnxB8hEalkRUw6m22dTHsCCAL5ix3sSfDbTlJ2hG7Rta5Q4zXL0wMo0YtcX535bc4c7mxhaKpz58ylguJmkVIRSVvvc3vcbX03O3hJU7Garg86epKvGmFu4tgSQLsALljprp8X2EttLlHgor1fIzGNyT1mNs3YpJJI5ILCAIAgCAIBd4WO8T4SGzBW5GlINUQBAEAQBAEAQBAEBiAICEAjxK3RvIxYtTdpIxJY3hBN2IIEEiAIAgCAJIL/Ct28hKs163I0JBrCAIAgCAIAgCAIAgCAIAgHmr8J8j+IRMeaMKWN8SSRIAggQSIAgCAJILnC27xHh/WVZgrLQ05BqiAIAgCAIAgCAIAgLmU+MY00KL1QMxW2hNr3IG/wBZlowzysa2Kr7GltD5f/HD/wCgv85/ab+4ROJ42+klwvthWqMEp4YOxvZQ5JNgSeXQSNwQ8bl0kD+2zkEdiuo+c/tG4IlduyT+kpf4mb/TH8x/aW3BGbiOXQd/xM3+mP5j+0jcEOIp9H+zqe0bk2FIE/7j+0blGPMtHvDOTsof7O1PaNwSDSAI3BY/tG4xeon3gqQlZwPP+Jm/0h/Mf2k7iivEcug5/iZv9IfzH9pG4IcRS6P9n0k5p64QBJBNhHyuD9PoZDMdRXibUqaRyAIAgCAIAgCAIAj0IMn2t/ylXyH/ACE2cL91Gj2pbdpHwxpU/hya9lnLXN82W+nhOlmdsxwdnS0hl9L3LPsbTpviVpVKS1BUDLrmBQhHYFCpGtwBrebLOWjFUFSMw1Frg6HxBHKQ+RaDWdXLuLwyopbcOR2f+3cn7geswwm3obtahCnByXJ8jZ4Pg6a4alV92GKetiGpODn/AE1UJlVchFnbOSGO2WZmaCMbj2ESjia1JGzJTqOqtvdQdNtzIkk0Wg7TViPii/qt5/0ErT1VjPjFaq78tC1hsKO6MmbMhcsb6aGwFtBYgTFKbublLDxSy5b3XMyxNk5LR+hTzp9TEAQBBHobOEq5lB57HzkGlOOVk0goIAgCAIAgCAIAj0IZk+1n+Uq+Q/5CbOF+6jR7U/40j82znqdrb8unlO1ZHjs8udztGsyMGRmVhqGUlWB6hhqDJIFaszsWdmZjqWYlmJ8SdTBB5LE6X0G3h5SEknctKblZPkifC4+tSv2VWpTzfFkdkzeeUi8kgrwD1UqM25J8yTISSWhMpylzZ0VmtbMbdLm3pIyottZ2tfQ8SxjP0KedPqYgCAIBd4Ye8R4SGYK3I05BqHIJEAQBAEAQBAEehDMn2s/ylXyH/ITZwv3UaPan/Gkfmk7Z4wQBAEAQBAEAQBAP/9k=) 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