TALLER 30 DE MAYO 2020
DOCENTE GERMÁN ARTURO GARCÍA - ÁREA CIENCIAS NATURALESEsta herramienta se ha creado por parte del equipo docente de la Institución Educativa León XIII con el fin de dar continuidad a los procesos realizados con los estudiantes vinculados al programa de educación para Jóvenes y Adultos En este blog encontraras las actividades propuestas por cada uno de los maestros para que realices en casa, así mismo hallaras vínculos u otro tipo de herramientas virtuales para la apropiación, alimentación y evaluación de tu conocimiento.
viernes, 29 de mayo de 2020
TALLER N° 5 (30 DE MAYO 2020) - ÁREA DE ESPAÑOL
TALLER N° 5 (30 DE MAYO 2020)
DOCENTE FANNY CAÑÓN - ÁREA DE ESPAÑOL
![La apasionante aventura de leer y escribir: LECTURA](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUnU0vKmo3i5c49_MLZTrgvgV9p0_cPDiZrV2r6y05VHP6e0UGWVUMXO9p3r9H1SvUGdpM5h-rFjP2B1MpTInXf0mU79IwJIPY_v-8x2iS2sYi3ptN9x8NWXPtslQRS3forV7QBstqC-U/w155-h200/A+AVES+(90).gif)
DA CLICK AQUÍ PARA DESCARGAR ACTIVIDAD CICLO 3
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TALLER N° 5 (30 DE MAYO 2020) - ÁREA DE SOCIALES Y FILOSOFÍA
TALLER N° 5 (30 DE MAYO 2020)
DOCENTE STELLA SUPELANO GAMBOA - ÁREA DE SOCIALES Y FILOSOFÍA
![wEmkAdj.gif (990×990) (con imágenes) | Geografía, Ciencias 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2ablc7WYK3AEmfMSqmPMTqT10239KdYftPgrlwW1vrmI0kED2zEQTHKayw4lIJkyRs3UEwfQ137J8E/FXWVmUyubKyXCgAYCZR1GY6gAmNeoqmPNlbpa4SRrCX7bjMHld9iPTeNfaonGcMDB3LFiogByEVZM6FQPj3qEvlcNcKWbSWwux+stInMDpvOp1965riLrHMbjCRlhTlGvPIsCd9SK0vJ9K9DxbKqjuFyXAuUByLltmO3KSQDueXWod8GL9qHxKLfAUKrBlS3BksJlWYcoiOVcb9sojOHlh9QRSCVj6jEA++/Oo67xC3lzFp3+onT86yy5bF5hF64NwhbKZcReN5nMBmyqoHMIBud9T10qI4e+HW5fSwi5bbnIrPBY65yCZkaQPzqjHi9wz4b5TqJHIGQY156/eoC/x5s4tMMja6eWPQeXYxUzkt+i4yLueN+I13GFhZsxbTwUTNcmZC59ACSDvOh9KpHHO0fj2cQh1QLZtoJByt4jPOcyXgLHLn0qt43iF12KSQJjIv2jaSf8AOn5xl7BWBaRlVr2Y3lyoxyggW8zEEhv95pOgPIk10Y42fLPLX0gihG4gH8/b70/4vxq/ivDF24StpFt2l5IiiB7t1Y6n4AqPNFbKAGKUNSUUBRRRQFFFFAUUUUHbC4p7TZkYqfT+dXYcYW6ocqVJAIgkF12aOWjSI15HnVDrpavsoIHUH2InUfc+9ZcnFM/9rY56aNjrq5ZUHXUazPOqvi+JItw+bUSNATr0NOOF8Sz2ShYTyHQ9fSoDFYVzcYEHViZ5QTvNc3HxzdmTTPPzcPbXEA5ygHNrlnbrUVeusxliZ9f5DpXuAj6kmNiIGvzNd75W5kCiDEbQdNJP7p95GtdOOMxu4yttMqKV0I3FJWqBRRRQFFFIaCX4BwO5iXEITbzQzAgDacs9dtB1rTuDdnUtCGRdNdg0R+lSvZ/A27Vi1btRlCAqTu2bzFvUkmfnSn64c25Zo16b/wCVeVzc9zv9O3j45jN03sJaymUHpmEEe1U3i/d/Yu+a1cNli27y6EtsJJkEnnJ9qt34S35S0QTsRrJOhzb06xFt7aStsNG2sa/xHqfSs8M8sLvGr5YzKexTrvdbZNtQt91eIY6MpbmcpjSfXaovD9ikwd5GvYkHzeRcgAdonWSQCNdIM1paOWIJOo39jUJ2rwIxFplmCNVI+pWBlW+/860x58svLfFMuKT3TrdwSuoBgEgEe3qOkVDNiFF1sM2YXkjLOzownST5kGuo5yDyjx2M4kLyZW0ugw4IghhEiPWCf6Iqx8W4LYxQQXbYcoQVkkbToY3Gp0OmtR+y6pf8puIHD2lY+adeWmpB9dKc8Zxd7EwPELZQQI8kcxJWBoZiqD2sxgw19rWExDwJzgNKKxM5U6RzjbbrXjgfap0Bt3WLZtFc6kSdieknet/xZde0Y3Ob1V4TtVeS34GJzNkPkup5mCx9LAkZv+Ia8jNFzjSRPiKV6llB9NCQRVaxdwkyT/RqMxfGEt+XVjOscvvpNVkuSN9Vnx3GEghLuo0KnTMDM5dSGA1B1/nVfvYwnUMRzjltvTK3lZVcGSSfiP6NeXvhQM4mSBG0/Jqev0i537SiY0Ko1kxJ5fmTvVd43eXxFa2MrZfNEDUzrpzIpcTxEahVmNJO2h0gCo+40mYjT7+vzW/HxWXdUyy29C8w2MHmeZ9TXMmaKK6JJFRRRRUgooooCiiigKKKKAooooCiiigAY1FOLeNcHU5vQ03oqLjL8h3eKOsqsNOo3+fUfFc8Ng2c7QBEk8p/WuAYjUGPapfADIvnnrFZZ28c8DO5w24NlkdRt1pqykGCINTl7GM2xj2pviLSH10G+hBO+3KqY81+y6RVFOMThSgDfutIHUEbg03roxylm4Cg0UVI0DA9pywGQgAQAByjl1qat8fmJJIjrWUWbxQ6fann9rXOQH5/51xZfpffG05rGrYfj6yDG23PWnd3tVHIER8zWQ4XjFxZnUkiDtHxFP8A8a2tZZcFxvq352iWe0gYzMT9z0phxDjxaCpjX71SVxhBkVI4S6lzRzHP5/qKp+ORac2/EmivbunEWEzXSIZMyjMRGVvNtH6VGdseJY8BRfZbSuSRbtN5tAPqIOo16x6aU/fGLh1JuGQ2xmdOURz9Kp3HOJnFXTcIgABUXoo/nufmujgxuWW7PP5VzsmPz6j6Wikrtc6yYniRfCAgkPopI6gifyqt17RyNuhH33rzVMMOu027PeHY50IEkqJOX1AmpPF4+3ftZjCgeXLznl/XpULhdxrBnQ8vY0uLswwA2O3udPis8sMbn/B2NxXa4cwB6AD7enzM13TCQDm3g6chp1purMAQNjoav2mV8Q50UGitAUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUHqyRmXNMSJjeJ1j1qbxK+aQZB1B6g7GoKpjg+ItsvhXXyQZRj9IB3UnlrrO2prHmxtm4a34VkpbZin2K4a9swR5f3W5H7Vzs2wdOfOK5No1Z452bU/PLrXRuC27iSvkO8jUfIrvYtRNM+NYplthVMBiQepiPyqcLl21jVpr7QFFFFeggUUUUADGoqawr5rYMbzPuNKhatOA4M3gIw1kByeQzbfkB81h+o1qGrfgxW2DT/AZR5mUTET0A5fNI/DiIP3pTZKgTprP8o/OuS0m5UJxrEM9wg7LAUcgIH50wqQxw8a6BbIYkR6SJO/tTfH4bwmCzJjzdJ9P65V3cdkkn2f2bUtFFaAooooCnTXw6wYDDmZ1+2xprRUXGVB1fuuRllTP8JrndJJ+k6f18VwqR4Xwp8RJkhAYLb6jlE+tZ2TCbTJv4MluxppHTX+hT18MhGYwPUEaH9DUqnAVCQRmbWDqNfWOVMMNwW5kuB1KkQV6GJms++N9l0m41GXEy6H/AE9/WvBFE0V0TaBRRShakJRRRQFFFFAUUUUBRRRQFFFFAUhpa9WkzEDqQKDQuIHLhLNvoltdgIIRZ9f3fzqFtQpmI/WpnGnMBPv+VRN++iAs8DX5+K8z5acnyb4/iSprlM8v9agcZijcIJEAbDf3P9dKXHYo3WnYbAen+dN67eLimM3flmKKKK2BRRRQFXTsPez2rls/uMrLOwVs06dMwB+apdPOD402LyXAYAIDeqnfTn19wKz5sO2Fi2GWsvWm8StoibBiQOQmqb2gxCZCsmTOUfaf5U8xnaezqVJJ20Uj9aqeNxTXWzH4G8CuXh4srd1py5T6duC3kt3la59InrvGm1cMbez3GbkTp7cq40V2dZ27MdiiiirAooooCiiignuzXDLd4MzDMVMBTtEDX1q0WGVFCqoUdFEAfFVLstxBLN0+IYtssHfcbER8/epO72ktJJVTc6A+T7mK4ebjzyzuvXXxcmGOPqcttLAL71I4zB5BLDfUjoaqHDu1Ki4C9vINfMpJj3BGtWk8S/EW80gg899ZJg+x0rDLjywvsa9sM1J7RYAa3VGXXzDYe49agqs/anGCMgIJPT86rFd/BbcfXDnNUpPpSUUERpWyoooooCiiigKKKKAooooCiiigK74H6x/XpXCpTs5iktXSXWQUdRrsSN/Wq5/totPFccLFoOYJ0CrMFuvI/eqTisY90y7TzAgAD7VLdpsabjKuQBQJBjzGepIkD0+ag2Hr/pWHDhJ7V88t0lFFKiE6AEn012rpUJRRRQFFFFAUUUUBRRRQFFFFAUUUo/PrQJRRRQFFFFAUUUUBXfD4y4ghXYA7gbfauFFLJfke77S31E+p0/LlXiiikmpod8NhC4LaBBux2G33OteL93NAA0AieZjY+ntXPMYidOnKiq693QUUUVYFFFFAUUUlAtFJNE0C0U84dwnEYmfAw929ljN4VtrmWdpygxXu9wPFo2R8LfVv4WtOD12InamwwpKcpg2zFG/ZkEBvEDLlkx5tJFTHZrsncx14WhdtWsxhXulgj+bL+zYA5jOw0nrTYgGYnc/eu34O5k8TI2T+ICV5bkbbivofsF3T2MC5uYpbd+4pItsM0Rr5mRtA0ECNRodTNZT3y4hv7Uv2s1zJb8MKjQFTyAgW1XTJDSNJ8xqsoo4HxRRRVgUUV6tW2chVUsx2Cgkn2AoPNFWTg/YHieLP7LBXY0Oa4PCWDzDXIDbcpqw4PuW4q5862bQgmXuBtY0HkB5wKjcGdUVpH/gnxWf/AE/v4p/7a7L3G8SKz4uFBn6c77dZ8OKdoaZjRWjnuT4rMf7P7+KY/wAM/lUoncNjMpJxdgPlBCgOVLyZUtEgRHmg7nTq7QZJRW18D7hiVBxmMhtZTDrIGpj9o+8iD9Iirjwjuf4ThxDWWvn+K85J3PJMq8xy5VHaGnzHRX0Zju47hlxiyXMRaB/dR1ZR7Z0LfcmofifcLaK/7PjXDz/5yqyka6SkEHbXX2p2hphdFbb2c7imVw+NxKkKVPh2QWDRqQzOBpy0FXJu6Dg+XL+FYazIu3Z9tW2p2hp8v0tfVmB7s+E2kKDBW2BbNNyXaYiAzGQv92YrxxPuv4TfABwaJEwbJNo69cphvmYp3NPlaivqLF90vCLihfwpSBAZLjhuWpJY5jpuQd65p3QcHC5ThmbSMxu3AdyZ8pAJ15jkKdjT5hor6jw3dNwdFCnCZzlKlnuXMxmddGAza7gA0zv9zHCW2t3U/wCG6x/xTTsafNFFbljO4K2WJtcQZV5K1kOR/wAwuCR8VX+K9x3ELWti7Zv76SbbfZtP+qp7Q0y2irH2i7C8Q4ehu4nDFLcgZw6Osk6CVY61XKkay3cPjOWLw/yLg/8ArXJu4rHyIxOFjmZuj8vDr6Ey+tLFZ9qlivD+4ZMn7fHNnnTwkGUCP7xkmfapvBdyHDUjxHxFwiJlwqnroqyB81p0ev5UZabFOwXdjwi1tgkbWf2jPc/xMdPSpXDdjOG22DJgMMGGx8JJH5VO5aIqAwxPBsNd/wB5hrLz/FbRv1FNf/5XABg4wOHDDZltIpG/MCY1P3qaiiKCF4V2WwWEuG7h8MlpyCp8OVBHqoOXlvHXqamaWKWg4XbCtoyhhpuAdtt69ZRERpvHrvNdKIoPGaqJ2k7qOHY2495vGS65zM6XSxY+ouZhHoIq+5aMooMUx/cIu9jHkel20D/1Kw/SmzdwdzlxBP8A4T/31uuUURU7oyXhfcVgkg38TeunSQoW0p6z9TR81oPAey+CwIH4XC27ZAjOFm4RvBuGWb5NTMURUbCZqSa9RSZRQJNJmr1lFLlFAlFLFEUCUUoFLQeYoivVFB5paWigSilooEiilooEooiigKa8QR3tstp/DcqQrkTkJBAYA7kGDBp1XkoKDIMf3M38T5sTxe5cckk5rZdZkwQGuaaaRUViO4W6Po4gjdc1ll/R2rcxb9TXrLU7H//Z)
DOCENTE STELLA SUPELANO GAMBOA - ÁREA DE SOCIALES Y FILOSOFÍA
TALLER N° 5 (30 DE MAYO 2020) - ÁREA DE MATEMÁTICAS
TALLER N° 5 (30 DE MAYO 2020)
DOCENTE HERNÁN TORRES CAUCALI
ÁREA DE MATEMÁTICAS
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AL DESCARGAR EL ARCHIVO BUSCA EL CICLO AL QUE PERTENECES Y DESARROLLALO
sábado, 23 de mayo de 2020
TALLER N° 4 (23 DE MAYO 2020) - ÁREA DE SOCIALES Y FILOSOFÍA
TALLER N° 4 (23 DE MAYO 2020)
DOCENTE STELLA SUPELANO GAMBOA - ÁREA DE SOCIALES Y FILOSOFÍA
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DOCENTE STELLA SUPELANO GAMBOA - ÁREA DE SOCIALES Y FILOSOFÍA
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TALLER N° 4 (23 DE MAYO 2020) - ÁREA DE ESPAÑOL
TALLER N° 4 (23 DE MAYO 2020)
DOCENTE FANNY CAÑÓN - ÁREA DE ESPAÑOL
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DA CLICK AQUÍ PARA DESCARGAR ACTIVIDAD CICLO 3
DA CLICK AQUÍ PARA DESCARGAR ACTIVIDAD CICLO 4
DA CLICK AQUÍ PARA DESCARGAR ACTIVIDAD CICLO 5
TALLER N° 4 (23 DE MAYO 2020) - ÁREA DE MATEMÁTICAS
TALLER N° 4 (23 DE MAYO 2020)
DOCENTE HERNÁN TORRES CAUCALI
ÁREA DE MATEMÁTICAS
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AL DESCARGAR EL ARCHIVO BUSCA EL CICLO AL QUE PERTENECES Y DESARROLLALO
sábado, 16 de mayo de 2020
TALLER N° 3 (16 DE MAYO 2020) - ÁREA CIENCIAS NATURALES
TALLER N° 3 (16 DE MAYO 2020)
DOCENTE GERMÁN ARTURO GARCÍA - ÁREA CIENCIAS NATURALESTALLER N° 3 (16 DE MAYO 2020) ÁREA DE ESPAÑOL
TALLER N° 3 (16 DE MAYO 2020)
DOCENTE FANNY CAÑÓN - ÁREA DE ESPAÑOL
DA CLICK AQUÍ PARA DESCARGAR ACTIVIDAD CICLO 3
DA CLICK AQUÍ PARA DESCARGAR ACTIVIDAD CICLO 4
DA CLICK AQUÍ PARA DESCARGAR ACTIVIDAD CICLO 5
TALLER N° 3 (16 DE MAYO 2020) ÁREA DE SOCIALES Y FILOSOFÍA
TALLER N° 3 (16 DE MAYO 2020)
DOCENTE STELLA SUPELANO GAMBOA - ÁREA DE SOCIALES Y FILOSOFÍA
![Descubre la clasificación de las CIENCIAS SOCIALES - ¡¡RESUMEN CORTO!!](data:image/jpeg;base64,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)
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