Secuenciadidacticaestudiantes
Showing 1,801-1,820 of 41,708 items.
# | ID | Actividad | Estudiante | Fecha de actualización | Solución | |
---|---|---|---|---|---|---|
1801 | 11838 | 2556 | 9225 | 2020-08-03 21:51:47 | <p><a href="/web/uploads/9225/dc44f0d073-fisica-cm-1.docx">dc44f0d073-fisica-cm-1.docx</a></p><p><a href="/web/uploads/9225/861f154664-fisica-cm-2.pptx">861f154664-fisica-cm-2.pptx</a><br></p><p><a href="/web/uploads/9225/41bc4e4113-fisica-cm-3.pdf">41bc4e4113-fisica-cm-3.pdf</a> </p><p><a href="/web/uploads/9225/532f995019-fisica-cm-2.pptx"></a></p> | |
1802 | 11839 | 1829 | 9312 | 2020-08-03 22:00:02 | <p><a href="/web/uploads/9312/935f96a655-actividad-de-teoria-celular.pdf">935f96a655-actividad-de-teoria-celular.pdf</a></p> | |
1803 | 11840 | 1698 | 9549 | 2020-08-03 23:34:08 | <p>Evelyn Samantha Murillo Florez </p><p>Grado: 9-1</p><p><a href="/web/uploads/9549/f1ad4242b7-el-baloncesto.pdf">EL BALONCESTO </a><br></p> | |
1804 | 11841 | 1788 | 9250 | 2020-08-04 07:58:59 | <p><a href="/web/uploads/9250/8ab93e4e94-hitos-de-la-literatura-espanola-juan-lorza-102.docx">8ab93e4e94-hitos-de-la-literatura-espanola-juan-lorza-102.docx</a></p> | |
1805 | 11842 | 2594 | 9240 | 2020-08-04 08:01:17 | <p><a href="/web/uploads/9240/854b30f9c8-trabajo-sociales-2-semestre.pdf">854b30f9c8-trabajo-sociales-2-semestre.pdf</a></p> | |
1806 | 11843 | 1710 | 12260 | 2020-08-04 08:09:07 | <p><a href="/web/uploads/12260/7780ff3f01-tecnica-del-puntillismo-mi-bodegon-david-santiago-puentes-paez-7-1.pdf">7780ff3f01-tecnica-del-puntillismo-mi-bodegon-david-santiago-puentes-paez-7-1.pdf</a></p> | |
1807 | 11844 | 1824 | 9201 | 2020-08-04 08:31:17 | <p><a href="/web/uploads/9201/cd93d77a84-los-costos-brayan-bernal.pdf">cd93d77a84-los-costos-brayan-bernal.pdf</a></p> | |
1808 | 11845 | 2614 | 9495 | 2020-08-04 09:03:34 | <p><a href="/web/uploads/9495/ca19393e76-trabajo-de-informatica.docx">ca19393e76-trabajo-de-informatica.docx</a> VALERY BENITEZ</p> | |
1809 | 11846 | 1747 | 9578 | 2020-08-04 09:24:24 | <p style="margin-left: 20px;">Daniel Steven García Aponte<img src="/web/uploads/9578/de65cfdd65-15965508457471671801308.jpg"></p><p style="margin-left: 20px;"><strong></strong><img src="/web/uploads/9578/20ceb15b08-1596550870788806064709.jpg"></p><p style="margin-left: 20px;"><img src="/web/uploads/9578/ae374fcae7-159655081844958455282.jpg"><img src="/web/uploads/9578/f1bf5ccc28-15965507860291867833063.jpg"><img src="/web/uploads/9578/1c50d0f30b-15965506924891793410992.jpg"></p><p><img src="/web/uploads/9578/79ded3d09f-1596550729456960070958.jpg"></p> | |
1810 | 11847 | 1874 | 9235 | 2020-08-04 09:28:03 | <p>Buenos días, adjunto el taller correspondiente, quedo atenta a correcciones, gracias.</p><p><a href="/web/uploads/9235/301fab06a3-diseno-de-planta-de-la-idea-de-negocio-catastrolegial-web.pdf">301fab06a3-diseno-de-planta-de-la-idea-de-negocio-catastrolegial-web.pdf</a><br></p> | |
1811 | 11848 | 1797 | 9444 | 2020-08-04 09:40:54 | <p>Buen dia,</p><p>Envio el taller solucionado.</p><p><a href="/web/uploads/9444/4f56b16b3d-excrecion-en-los-microorganismos-y-hongos.pdf">4f56b16b3d-excrecion-en-los-microorganismos-y-hongos.pdf</a><br></p> | |
1812 | 11849 | 1796 | 9521 | 2020-08-04 10:01:42 | <p><a href="/web/uploads/9521/8c950b2661-trabajo-de-naturales.pdf">8c950b2661-trabajo-de-naturales.pdf</a></p> | |
1813 | 11850 | 1721 | 9385 | 2020-08-04 10:03:37 | <p><a href="/web/uploads/9385/80b2798084-figura.docx">80b2798084-figura.docx</a></p> | |
1814 | 11851 | 1908 | 9365 | 2020-08-04 10:14:27 | <p><a href="/web/uploads/9365/0f5baa2d0c-emprendimiento.pdf">0f5baa2d0c-emprendimiento.pdf</a></p> | |
1815 | 11852 | 1708 | 9444 | 2020-08-04 10:15:34 | <p>Buen dia,</p><p>Envio tarea.</p><p><img src="data:image/png;base64,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 | |
1816 | 11853 | 1710 | 9410 | 2020-08-04 10:10:33 | <p>bueos dias profesora soy dahian olivera de 7-1 le hago envio de la actividad del puntillismo disculpe por no porno enviarle la actividad ese dia gracias por su atencion</p><p><img src="/web/uploads/9410/840ed86112-artistica-2.jpg"></p> | |
1817 | 11854 | 2511 | 12111 | 2020-08-04 10:17:40 | <p><a href="/web/uploads/12111/f832da5db0-camscanner-08-04-2020-093730.pdf">f832da5db0-camscanner-08-04-2020-093730.pdf</a></p><p><a href="/web/uploads/12111/f832da5db0-camscanner-08-04-2020-093730.pdf"></a>muy buenos dias profesor aqui le entrego el trabajo de emprendimiento</p><p>manuela parra</p><p>grado;10-2</p> | |
1818 | 11855 | 1614 | 9385 | 2020-08-04 10:20:30 | <p><img src="/web/uploads/9385/0ba8bb22c5-15965544608308206699882327145795.jpg" style=""></p> | |
1819 | 11856 | 1613 | 9385 | 2020-08-04 10:23:57 | <p><img src="/web/uploads/9385/e2e7fd64af-15965546523655558090046597335997.jpg" style=""></p> | |
1820 | 11857 | 1708 | 12260 | 2020-08-04 10:25:47 | <p><a href="/web/uploads/12260/a6ae35f792-quiz-presente-simple-david-santiago-puentes-paez-7-1.pdf">a6ae35f792-quiz-presente-simple-david-santiago-puentes-paez-7-1.pdf</a></p> |