Secuenciadidacticaestudiantes
Showing 31,341-31,360 of 41,708 items.
# | ID | Actividad | Estudiante | Fecha de actualización | Solución | |
---|---|---|---|---|---|---|
31341 | 41418 | 9358 | 14039 | 2021-08-01 19:28:38 | <p><a href="/web/uploads/14039/e2cd9ad2fb-img-20210801-wa0003.jpg">Crusigrama</a><a href="/web/uploads/14039/4760c88176-img-20210801-wa0004.jpg">4760c88176-img-20210801-wa0004.jpg</a><a href="/web/uploads/14039/0b82a3f18a-img-20210801-wa0004.jpg">Plano de mi idea de negocio</a></p> | |
31342 | 41419 | 8713 | 9343 | 2021-08-01 19:34:06 | <p><a href="/web/uploads/9343/ea2a86651a-de-tus-ideas.pdf">ea2a86651a-de-tus-ideas.pdf</a></p><p><a href="/web/uploads/9343/ea2a86651a-de-tus-ideas.pdf"></a>Dylan esteban sanchez mendoza grado 7-2<span></span></p> | |
31343 | 41420 | 5143 | 13079 | 2021-08-01 19:40:35 | <p><a href="/web/uploads/13079/0f9a928392-asi-soy-como-soy.pdf">0f9a928392-asi-soy-como-soy.pdf</a></p> | |
31344 | 41421 | 8714 | 9343 | 2021-08-01 19:41:18 | <p><a href="/web/uploads/9343/f60216f02c-tecnologia-para-reunir.pdf">f60216f02c-tecnologia-para-reunir.pdf</a></p><p><a href="/web/uploads/9343/f60216f02c-tecnologia-para-reunir.pdf"></a>dilan esteban sanchez mendoza grado 7-2</p> | |
31345 | 41422 | 9448 | 9687 | 2021-08-16 11:29:04 | <p><a href="/web/uploads/9687/92cff57f1c-guia-etica-fotos.docx">92cff57f1c-guia-etica-fotos.docx</a><a href="/web/uploads/9687/182a3647b6-guia-de-etica-fotos.docx">182a3647b6-guia-de-etica-fotos.docx</a></p> | |
31346 | 41423 | 5147 | 13079 | 2021-08-01 19:47:05 | <p><a href="/web/uploads/13079/f38926d5d2-respeto-mi-identidad.pdf">f38926d5d2-respeto-mi-identidad.pdf</a></p> | |
31347 | 41424 | 8715 | 9343 | 2021-08-01 19:50:48 | <p><a href="/web/uploads/9343/0993f72110-mi-proyecto.pdf">0993f72110-mi-proyecto.pdf</a></p><p><a href="/web/uploads/9343/0993f72110-mi-proyecto.pdf"></a>Dylan esteban sanchez mendoza grado 7-2</p> | |
31348 | 41425 | 9434 | 14882 | 2021-08-01 20:22:04 | <p><img src="/web/uploads/14882/09d278606d-img-20210801-wa0067.jpg"><img src="/web/uploads/14882/55886d032f-img-20210801-wa0068.jpg"></p> | |
31349 | 41426 | 9437 | 14882 | 2024-08-06 18:40:40 | <p><img src="/web/uploads/14882/fd77473d1e-img-20210801-wa0072.jpg" style=""></p><p><img src="/web/uploads/14882/bae52a3cf6-img-20210801-wa0070.jpg"></p><p><img src="/web/uploads/14882/2914323636-img-20210801-wa0069.jpg"></p><p><img src="/web/uploads/14882/e967c8dd79-img-20210801-wa0071.jpg"></p> | |
31350 | 41427 | 7039 | 9687 | 2021-08-01 20:39:11 | <p><a href="/web/uploads/9687/de1c9ae3fb-img-20210731-wa0029.jpg">de1c9ae3fb-img-20210731-wa0029.jpg</a><a href="/web/uploads/9687/9494a1d8bd-img-20210731-wa0032.jpg">9494a1d8bd-img-20210731-wa0032.jpg</a></p> | |
31351 | 41428 | 9017 | 9315 | 2021-08-01 22:51:16 | <p><a href="/web/uploads/9315/6fd9486fb3-camscanner-08-01-2021-2248.pdf">Juan Steven Coronel de clik para abrir el PDF</a></p><p>ssegundo PDF</p><p><a href="/web/uploads/9315/9866186bfd-cuadro-word-steven-coronel.pdf">juan steven coronel barragan dele click para abrir el archivo PDF</a><br></p> | |
31352 | 41429 | 9043 | 9460 | 2021-08-02 01:31:37 | <p>Valentina Baquero Pérez 9-1</p><p><a href="/web/uploads/9460/405ec9df63-guerra-fria.pdf">GUERRA FRIA</a><br></p> | |
31353 | 41430 | 9039 | 9485 | 2021-08-02 02:35:11 | <p><a href="/web/uploads/9485/fc73b9218a-aza4w-lbkdj.pdf">fc73b9218a-aza4w-lbkdj.pdf</a> Andrés Felipe Perdomo díaz</p> | |
31354 | 41431 | 9539 | 14849 | 2021-08-04 12:53:43 | <p><img src="/web/uploads/14849/36de9c0b7a-win20210804124732.jpg"><img src="/web/uploads/14849/c573f88308-win20210804124802.jpg"></p><p><img src="/web/uploads/14849/e7346cb070-win20210802100450.jpg"></p><p><img src="/web/uploads/14849/e34d457d0a-win20210802100501.jpg"></p><p><img src="/web/uploads/14849/ed3b90dd03-win20210802065037.jpg"></p> | |
31355 | 41432 | 7956 | 9549 | 2021-08-02 08:28:13 | <p>Evelyn Samantha Murillo Florez </p><p>Grao: 10-1</p><p><a href="/web/uploads/9549/4bd58e0ee6-la-pigmetacion-en-la-flores.pdf">4bd58e0ee6-la-pigmetacion-en-la-flores.pdf</a><br></p><p><a href="https://youtu.be/1ORAbuj-p7A" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://youtu.be/1ORAbuj-p7A&source=gmail&ust=1627997232260000&usg=AFQjCNGUaDH0Xin1CzSGGqtuqZnB4XoEVw">https://youtu.be/1ORAbuj-p7A</a> </p> | |
31356 | 41433 | 8054 | 9549 | 2021-08-02 08:28:52 | <p>Evelyn Samantha Murillo Florez </p><p>Grado:10-1</p><p><a href="https://youtu.be/Rl4SRi-bAy0">https://youtu.be/Rl4SRi-bAy0</a><br></p><p><a href="https://youtu.be/UypSRsGCxbg">https://youtu.be/UypSRsGCxbg</a><br></p> | |
31357 | 41434 | 9043 | 9521 | 2021-08-02 08:45:32 | <ul><li><a href="/web/uploads/9521/3346e02906-guerra-fria.pdf">GUERRA FRIA</a></li></ul> | |
31358 | 41435 | 9375 | 15143 | 2021-08-02 10:50:29 | <p><img src="data:image/png;base64,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 | |
31359 | 41436 | 9565 | 15137 | 2021-08-02 10:43:44 | <p><a href="/web/uploads/15137/c64387dd69-lecto.pdf">c64387dd69-lecto.pdf</a></p> | |
31360 | 41437 | 9424 | 14858 | 2021-08-02 10:43:39 | <p><img src="/web/uploads/14858/39a4427b53-ejercicios-de-adidcion-y-sustraccion.jpg"></p><p><img src="/web/uploads/14858/5554d2107f-adicion.jpg"></p> |