Hoy
tenemos ganas de jugar con
“Farm
Animals” and Numbers !!
Para
ello necesitamos:
A dice ![](data:image/png;base64,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)
Coloured
pencils ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAABdCAYAAAD64wulAAAcaUlEQVR4Ae2cB3SUZdbHhxRAXJdA6BBKEkAFdRXEwtp31f2sS1MBEQFXdBVRFKWFLggkpDfSISGFFNIbkw6k90p6Jm1IMaSXmd933ncSPvZbkcCOZc8h57xn5iSZN+/ze/73Pve59z6RcPcLyV0G3IUgiOCuEu5CUDmDu0q4q4S7Sri+MP5XmUN3B1yTt9BalkdtRjTVKQFcCbehqSzn+oDu5M3vAkJv5wAdzddoa2ylpaqChtwYKqSnKIu0oDT8CDX+q6nwepwr3osodX+Q9oi59Mb9kZ4IHVrdDCmL/uFOxn79M784hIF+6PqxndaaappKS2jIT6Y+2ZXy8IOUheyiLGgrxR7PU+5hQOmZGbRHP8hAkh6kjIGU0ZCuScHFBdTlPAzFEsgbAbkSBrI0qDFeAJFPU+r/wvUB3cmbO4bQ3we9PdB1rY/uZjkNhcnI0qORpfhTGWtKedAnlAW+S+m5N6n2fZyac1NoDBhHT+xUmqN0IWM05I2CDAlka0C5hB/dFtB1YR7kSyBLW3VlS9gZfhCn+P3i7yoztFFkalNyZhyNux5G6fAi1f6L6GrrvJPxi58ZNoTajAiqEtyQXXSlMd6IsnMvU+TxDKVej9OX8Cjd8ZPoko5BkfAHyLgPirUg6GFI1YIsYQY1IV8TiiRY7JnElZDxkKsJmaMgayTKDAnZ6zfS5L0WsiWQORoytFCmS3jQI4nNYWGQLoEcDSo8xiHz16HF+mV6gvbTe+kJGvITflkIFbEeyBznQOpoSBZmTwsKNKFkBJ1po4j0exryNCBXG3JHiu/7Y8bQ8Jf19IZNU0k4QxjsKNqTJDz5+P1EuT4oyhrh+9na9CaOIvGlr6k8uRsyBQiCEjToSBiPtaszYRlJUKhH/fmRVHvfS0fiNAq8DtNeeZn+/M3UJJr9chDq81OotJxLicVk+lJVD0zmSMgYCTkjuBjwAO8bWdCVPBqytBAHVTiCTsuJ1E36lk7/P6PMlqBMF35fk5rw+1j+2ut42S5TKSRnJBRIaI3Rp/CUMa2ZgfTnzqY/XbB7CbKAJ5D7HYOqGOQJ6yhyEO4jofrcc1zxNaMpyw+anCkNeP+XgXCtSU6Ny8v0+ehSYjoLedh9kKOtGqgwg4USLC1f4f4PwiiNXSg+nCjvQgkN9o8h22BNV/LOQXPQEAdbH/Q0lSGOtJf50pk8iVapJvLg0RS5vkZVuCndsovUhW8k//gUik/qkWG2nupwMzpKgqmOcaXBVxNytMixX09FoBlNyc4oWhOoCvmA7vbWOwJxU5/Q29NPntM6er3GowwfT5XlTMrddVS2na0FucIlIdn1HcICpHSXfiYOdiBdi65EDYrOvk9tugfdNf7U+c2g3EWHMscJZNttQBZlQXdtClWe6yg9Mp2qE4+Sbr4FWeRJWgtC6c52pdNSn2abp8iw/oaaKFOa0k7TUZVBqbs+7bETSbfaiSzSFHmSDYrWAuQxX9FcnqdeCCWBxxg4Z8BA6HgU4eNodJxBrvVketI0aIm+B3noGOrOT6TkzLd053jTXuTBFevplFlOpdDkIbIdd1Mfa0GnLIUmrzVcPaFPjclSMm13IZOa8uOVaPqybOmxmYnc9nmyHIyolZpxNdWdvsZUuk8vocriZbIcD9AQZ0njxVP0Xr2CLHI55R6LybQ9RGuiLXVSU7pkl+kr96cuxVeEoFAMoBgYGDaQf1OCUqlEluJHrfU0lMETGQjXESF0+04leZ8+RcZzqDB5gMpjD5Dz/SsUev6APNGKzurLtJ1+g07LOVRZvEm+xw80xpvTXnWR3jQTumymUWH1OnlnjtAQZ05zpg99dYl0Oj9Ciflycl0O0RhvgfySAwOtBfRG/IOiEyvJdj1MY6K9CLRXnklblgMpx9eQ7bKfglgTai6cpKtCCp15lIVZiwMvlAbSVF5y5xD6+xUU2r4KwboMhI9jIEylhN7zE8k5rE/9yYfpdX6EPqcFFFmup9jvBPJ4C7obs+lK2Em79UzyzDdS5C1AsKA1L5B+WRwdjo+QbfohBR7fczXekqYUVwbaimgP/pAcsw0UeBziapI1dTHm9MmzaMn1Qnr8M6q999MUd5CrUmOoi6GoNI2E3X+nxPMAXwVsoSjRnGv5gZBsTLXXGgb6+jn7xRrywrzvHILwyULndyF4sghBEa6LIny8aBYlpnqUHl1Ir/NCWuyXkGHxFVVhJ2mINaOtVEp/qR9NdotJM/+a8uATNMRb0JzugeJaMVf9PyLb7AtK/Y7RmGBNXawVimv5NErtke7cQHHAMdI9bGnOMEchTyA/KZEXv/MmzWcvvQl/oyDOjvTUMNZFVpPw1TNc+P4p5nmuJsT5Xbot30bpv4ZK9ydoKCvF4b1nyA90/M8gVMXY0312MkSMQ4AgqEG4auymk3dwAf3OC2hweINUy93URptRJz1JS7YvtOfSaL+ZZIuvqQ4zpj7GjMZL9tBdSrjjAby/WI5PlBsBl/wg2x5FcwpeFtZYPLWKc58ewP4je6rsf6DW04E8Zy8kWy7ypvURyFzKcz7JzDhdxVuBNaRvf46obfoYeqwlwPYNlNv16PXZQNKux8k5e4wi74N01SSgHOgbFoh/8wnCp+oyo+j2nIciVIcBQQVh41FGjKf17BSyDtxPj+NCwoxWkX3KiOYEC1oSzejN86Cju5Ts1Xso2LSZK6ZbqPc+RkOSFZRe4uyePTxpoMfLbqdYE+iPw551uNkd58SeIxjPX8WuCds58rYHMbO3krzsAEWefki2JvCx+W7IeY51oTFoOjezKriGxK+XUnR4GYUxdnRke9C1bwH93puI+Od84g+uoPaCBbReZqC76c4htDfLKbf5E8qQCSqTCBNMYhxdfpPIOGBAr8MCPvzrixz54muKo+3IDrGiINoeS89Y/P/8HU2zPqBo7TIajPbQvO84REgJ2r8P3T/+EQ0TK57xCUJ37EQ2bPoEy4PGHH9gOT6bvyYzPISMdce4/PZ+8jz9GfNlFPZmJyDNDK+MDHTcZKwIqibh2xcosvqclkR7uiri6Tq1kj731cRsW0SKxZfUXThJX0UIA9cqAeUtQfykEvr7odjhbyhDJv2LX1CE6lJ4YjY/2jzAx6+8wOSHvmT+alfmr3Jg3jsObDgYRcRLu5HPeJ+cvzxJ5ZefcHWbCYTHctZoN48ZziHAaS/FZVJWvP4y6zd+jJnRccyeepdij930ynwod3Dn0vJ9ZLgH8eh2H9KcjOhItqW+MpklvhW8FlBB3N5l5DvupD7WlGsV8fTEGNPt8ncuGb1KpsMeGmLNacvxor+tGOVAF8pbgPhJCAK6Ev/d9HvrimYw5Bz7gyaRflCPC58b8N7S59F77CtmrnRj5jJH5qxw5OMj0YT/eQc1C9dS7PwtbRk+tB6zhWAprjt2sP7VpbSFHQVZBObHdrJm/SZMdx3Hc+1GKoOO0pzpxI/5cWR9fpwkp/Ns3W9LtZcRjQlWUBPNdwmlvOhbScwPn1LmuZ+6WFPaikLpr4mj5+xaMo9vpMD9EA3xljQk2sJAJQNdtzaJm0KoinNG4acvrgoDEToMBOlSYTGLuC/mEv25IW8vfo5Zi79C/1039Fc6MvcdBzYfjSZ86Q5KV2ykKuEknQ2xXPPyRukXyVmjPdhteYer0aZ05nmTk+TH559v4eS+Y0Tv+gJZxAmuJtnQK0+h0s2LHHtPzp3YT/X576mLNUNZFkJ82RX+x68Kqfkeqv2/pzHBgqa0M/Q3ZdEVupMciy0Ue38vRpECCDoLUXRU3dIibgqhuTKXOntDlEKsEDKeescZXPrSkOztcyk3mcGbj7/ArEXbBiE4qCAcjibkb0YU7P4n1VJjWvLP0ZUeQ3dAOJctTpBg/BmyCGOaLjuKD25rbYnl0aOkWnyDLNyE+lgzOqpjaM+7TKmDI5nmW6kIPk5DnBmdhf7IW0o54hdHlslXlAceFYO0xot20FdJrqcJ/lvXUn/BjLZMZ1qS7eitT0SWFkZPe/vP+oWbQmhvaUbm+hQD58fT4j6Ny9sNyd1qQMY3hnS4T8Zk7UPo/WlICSoIn+yLxvcf+yiy20ZdzEmupjrT05hFV1wclaftyLL/Voz86uMsUchTuJQYhs/JA+Tbf0d9rCX1sSfpKAtH2VRIsasZqebbxP2EEGEKwRUdFRyNcMDDZCM9EdZ0xtvTm+REX1smNqf28uGMB0k030K6yzek2G8l03k3ee7G9HR13xkEhVJJudcGerwnkbFvNhlbDSj8xoC0rw1odZ9GndUEnvvrZqascEd/hQNzV53iE6MofI/+wBXXb2mMt0SeZEdvcxa9GQmUWe0l22kXjYk2YlzRX5dIw5VUvI12UHJ6B82XrZAnmNNe4EnX1SJKT/+TfPvPkEnPUCd1oj7RC1ozsUr5itnmL3Puwk68YnbgKf2Oc4UWHD31NcvvncOux/Q4slSPvYsm4rXpFYo8jtPX/fNZp5sqQXSOgUY02RhStH0etXvvp3qXIbnfzKLRdQr46WD3zYtMeuM0c1Y4YLDSmW0HgrhovZdid6PBwZrRW3+J+posTlkeoNF9F71JFnTFGkNZEAU1hSxb8h1+O7+lOtKCiiAzKi844eeSQqrFSnoiZ9GW9SrXsl7iWs5r0OqCY9pOJGZLeT1iOW9HruB/wt7icMEhzJ12sWqsIQeW6mPykiGHl+rht2U5edZfUJF47s6UIHzqakUmFU4fU+exlatR5rRlhVAZeJgOLz0UQeNpsJ/MX981YvKyMxi868K2raeJ+2YT1dFmyNMdabxsS39DEhVxvsxwPYtJoAPn41zwkTrin+yPSU4Rf31kBytnbGfXM+Zsf9KYHX+x4ciORLLs1kGiBCoGr0oJdFjgmGqExOxZVke+x/tRq3kvYiUnCo5g5rRThLD/aQOMXzTk0NMz8P1iFelmnxO27Vl6O26ea/hZJfwUvsb8GAYC5jIQpgP+OpzZ8SyT3nJFf/VpvvzUFUfDP1P4/adU235FueVW5PZG1Bz9Dp2z55EEJyCJuIgkNAGD+BTMcot4c/F3vKH7DR/PM2Wj/nE+W2zDib0XybJ7H+JVCVghCassHwXtVtchrIlSQVgdsRKTwiOccDLiNe257Hl8LkefMeTAkjn4fPI6id+vIW7L/ZRG3nwvcdsQGjJDIfB+FGFj6Q/TpdVxEm+t3saUd7z5+kt3rMYtJubBeeQsnU/KIn2qVr1CvdkBdL3OIwmJQSsyAUl4HA8lJGORV8ybi3fw9uTt/PMhMzbPP8HWp2xvC8J74Ss5mnsUD+sNuC6fTvwufdKPzCbrmB5ldtNp9JxM7/mplIbevDZx2xDqM4Lh/FwUoeMYiBgPAToE7n4cvVVufLnVA5tJS0j400Jyn19A2pPzkK19nQbzQ+h4ByEJjUd7EMLDaoLwbuQ77E08QL7D4xA3Gi6PgbR7IH00pAm5UG2I0aUs/ORPCVv83m1DqEsPRBlgKEIQ9hOK0PG0uYxj3aatbPo8AKuxS4h/cCG5Tz5M6mP3U7nqDaqPHULXxY8RvuFIIpNEJagLwoqY9Rx3W0uTy2TVgIV6hZCpztRGKWastSB6opohpP0fBHGLHT4egsYi/X4ROz4xxvmRx4h5436S18wn+YO55O14iELTx0i0XEDwyceY4uWL5EK6yhxy79wcVke9x/LYdXzkvozUk3MYkN6rKtYICeAbLwHEBQGCqfqUUJt6HmWAPoqwcSgiVAkXIelSaz2dIpOZyM9NoDVUl9bwCbRF69CdMIaBiyPhshaEjiTSbiEzT7szM6mQk8UyXl+0k7cm3donUDEKOq2xz9yPxOJ5VgWvZpfDq2SazqE/4j4UYqHmhkz4EAgBgnQiZRE3r0vctjnUpgagDDC4AYIKRLX1TBrPToLskaoZEWoTYilNqEAJhRQt+i6NgZAxFDpPxtRlExZh53jloW95ZewuNhnasH6mBR8/6sz3e3PJPrUBLkugTgI1EvrK7qHnqhVuEdt4bd8jRJg/SLPLJBSx94o1DaE8J9Y2hgY/9CpCmEx5hLn6lCAkYZXnBSWMH1SCaqdZbTOLujNTxCqTWHsYeogbXzO1GUgejVL6BxTnRyFz1SXu0Hw8Ny/F4q3VmLy6BrO3N+H83UEuHvkrFQ66lHrrUu41nlLXqRTaPUKlwxy6fcahlN6LMvUelJlakP4TChj6u8JkXJhCRZSlGiEk+6I8P0cFQcw//j8IQm1RuIYe4t9etUXpKlJHM5AklPVGo4wfQ3f4vXRHjKEzZAzX/MfQ4jseuddUGs9Optl3Al0Rf6Q/XhtFslC3FIqyQh3zZwY/9HcHIZRHW6kPQs3lcyqfIKwMdwBBmT4KpfCAwsMJsyi+DpmO8D3h+j8Pf706PVilFj1+hgBCWP5+Dvbgz0QIU6m4YKtOCD4ohhzjHUAY1oMPZ3DD+p1BoNJpVMbYqxHCJW8UAbP/A3MYxuwNa4DDvI+gNuk0qmLUGDZXX/JC4W8g1iLuxBx+XSUIZqcFMTOoindWoxIunkXh/584xmHOoLrUIELQozrBVY0QEgchhAvlOSFGuN3V4beAMJ2ahNPqg1Cd4E7/uVkoBwH8t0CQJbqrD0JV/BkGzs0UexZ+/0oYXIal05FdPKtOCKfp85nxm0EQw2MhRBZ2icJ+QeifEtqEsoUOFk3I1hKjyOshtLg6zER2yUt9ECpjnek6O1nNEAZ7oIYCICHAGQyOhM428RK6Y4QrQxPSNOGSBiRpQtxIesLGcO38H2gL1qUteDyKy/eo4Aj3EyHMpjb55nnG295AVcS60u+jJ9YjbsschsJp4VUYWLZqU6WaRQ1Vv1PuCNVspkroSxhF54X7aA8bS2vgeBq9J1DjNpEyl+kkOM0m3GEh52wexdV6Eb4B7+Fk8h6fzZvHyVcMST8yi4GkMYORp7BEzqYu1U+dSnBT+YTBsv2tHKMoS7GrTVPVuJkmgQRNiNSkN0RCv3QUbUG61LhOo9BSj5yT+qRaPEe+1RJK7SdyxX0CdSH30Zw0lpaiw9iFfcXoY8+yPHwty6LW8WbYexwtOIGxkxFvjNZn52P6WL46n0aviSrQ4hKpT13aefVBqIh1o19wjMOAIMb3mVr0xIykxE2PaNtHOW/3FOaOb3P4zFY8zh5i1+vL+PLRD/jm0f1snnuIzxebceS7RDJsP4SLGuI2mioJVI+EXjscMg8gMX8WIakylG02vjHb/JQBJi/Oo8RmmmpbL5qDAfXpgWqEECNA0LuhUPvTcYKgAGWmJr3SUeQfe5oHbR2Q+MYgCb6EJCgJ/aQ8TErkvPTwPl7V2cnmB6z4xzwTvnjqFMf3Jg872yyk3K9D0DFkvwhhLsXWQxA04YIBDUJu9CZft+8TpK7DgiAkOJXpGjScmk3R/h380ScCSUgcGlGJSCLiWCgkWm9Mry0045P7T/Dl07eZbb4RwlhDhLqDyUtzKbkRgtSQxuywmyC4g4Ng5VKXQXO4RcSYqU1f8ghkpk8hExKtnqqU+02zzWqFYEix9dRBcxCUIECIUDeEWbc0ByEn0J8yglrTJ6k9dhBdr0Cx7vBrQBAqUEWW069DUF6YR2NOtBohXHCm30dwjLdWQn+KhDrTJ34jCIJPEDJPghLmI8+Tqg9CWbQj/d7DhTCCOtMlvz6El+aqlCA0j2dqoYyex9X8OHVDuPXqIJhDX7IG9WZPUPerm8NcCi1nqMwhQxNl9HyaCm9+HuK2V4dyUQm3A+E3UMKLAgQ9FYR0DRRRD9JUlKQ+JZRHO9AvbKCG4RP6UgQlLKH2h1/ZMb5gSIHFIIQMDXojHqC5+LL6IJRFnaLfewbKyGE4xlQN6s0fR/aDUJX+tVYHfU68YEiemWAO2uIl95lOS2mamiF4zYDhQBCUYL4E2bFfD8K+J/UxfmEupXaDEWP2SBo9p9JSmqFuCNNhGObQn6pJg4WghP3qVYKwd4heLV4rI1dxvPgYxo5GvD7SgO0P6+P+niEd4TqDShhFg6egBHVCiBy+OfSlatBgLviE4SlhqEnj+FCnysURIFPVIsUNVI8jNhmHkZx8jpWhq1nj9w7vey7HNOZbHC0/wmjJbHw/MkDuNUks04sbuKxR1HsIEDLVqIRIe/q9pg3LJ/QJwZLFIqqPHGS82KQRi2ZUEpKIBB5ISsesuJqXH9nLK2N3s2muHR/MNOPjP7lwZGcqqabv86P/PdRduBd57BiaY3SpDl5BqP0LHP1hAdEuC8l2m8MVh2nUuE5Gfm4iPdE6KC8JRxKFrJNQxVLlLhrcp9NSnqVmCN7Tbw1BKJVlatDsPokso0+41z0cSUACksBEJAFSnggNwz48gH++uJ6vF63B5u8b8Nz0CsHbnifh+F8odbif2jMTqXCehOzMRFrO69IRro0yRgsSR0PSSFUniuj8NFUptqFSnQBAzFKpynkChNby7F8fgqpWKBRQtalymYaF1dtYnHqbILsniLV/iFy3+dR5TaM9WIee6Hvojx0Fl4V0vJA+k4jHg1XHDrXEA6Gq3KHm4AzfUKv8meKvSg3a1J2ZQWt5rhohRNnR6zl1GEpQ1RfEBxFmJkFD1Y2WMkJ10jV9BGSMgCxVclTMHw7lE4eKtD8zwGFVsgYLu7VuerRW3Pyk3G1HjGWRdvR4Thk+BLEKPVgYFTPEqoqyUJkWU29C8kW4hpKs6qo8CfcRIGRpU+s2gx8r8tWohAhbem8DwrBmTJ0D/5d7qcxG5ioooUB9EEojrOn1nDxsJfy2EFQKrHHVo6WySH0QSiLs6Dw96b+kKi3UM7SodplFa9XNz0netk+4Jm+gyPwJCFKdixI615QRulzvWRKc2X/q0P5F0ndewB1yylXOs2itViMEQVMl4afo9pjNgNDGFz5O3FH+fiGMpNp5Nq3VV9RnDsKduru6ybV4CeV54bSczu8YglC200alhDL1QhDuVpMSRquzqp9R2Fb/HpUg9jVnjKTSaRY/ysrVD2FAAXmOHzLgO0E8SSs0c9a5T1H5g9/QJ6jiDaFaLSyPQnfcKKoc5/CjrEL9EIQ7youzqbN9AGWooIRfCsKNFWthyRusUv//qrUQbQrBWPpgc6fQ4JmsDZdHI3fRo7X6F1CCAEE4e1ro9S1K36nU/CcQhlaU6wMUNl9Cn4GmeKlmVBtFqgaKy8LeYhSkj4FL96CIuQfixort/Ehn0BNigNzdgPJTelS7L6by7KsUeWykq0X+yyhBuOu1xjpKLR+iznb6T5uDaBrCrm5IosKMDfY7i3Id3AwJ298ULUgeCSn3QfJYSLyXgehx9IWNoz90IkTNoyv0CYqs5lNss5AytxepDNxCWdBergQeoCbeEXl+LE1l+TRXldPR3ERfj+Kmgx/6wW3HCUMfvPG1ItqSGrMZNJwVepuHeg8GbVLYE2QJ/zRK6HTXRpEwUjXAS+PojxpLb9hE2v0m8KP3NLpCFlPm9ChF9s9yxellaoI+pSryBKUR5lRIHcUCyrX6StqvttDe3EZPZ+8tDgDf+JQ3f68WCD3d3aSdeJmmM/dC4h8gcRzEjGMgcirdwYbUukyj1nUOFS6PcuXMaxSdfpcSj41UhO6n9qI7spRg6rNjuCa7Qmdrq/hPrG7+yOr/iVogCI9VnR5Ore8qKvy3UHj2C4rObafukhtNxSnIr+TSUnGFdrkc4TD67+1LbRCEgSmG/79cflcc1ArhdzWy23iYuxDu/ntSlVzuKuGuEu4q4brr/F/VxbrklBTihQAAAABJRU5ErkJggg==)
La actividad que adjuntamos .Podemos copiarla o imprimirla.
¿Cómo se juega?
Hay
que tirar el dado "roll the dice" y pintar el animal que tenga ese número.
Solo
se pinta un animal por vez.
¿Cuánto tardaran en pintar todos los animales?
¿Cuánto tardaran en pintar todos los animales?
¿Qué animal será el primero en tener a sus iguales coloreados?
PIG? HORSE? CAT? BIRD? DUCK? BEAR?
No hay comentarios:
Publicar un comentario