tag:blogger.com,1999:blog-43405494913407515072024-02-21T00:17:24.898-08:00Biologia IEli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.comBlogger20125tag:blogger.com,1999:blog-4340549491340751507.post-67247053135734834162012-06-13T20:27:00.000-07:002012-07-01T20:47:27.899-07:00Molusco Contagioso<div style="text-align: center;">
<b>Molusco contagioso</b></div>
El molusco contagioso o molluscum contagiosum es una enfermedad cutánea de etiología vírica (poxvirus), concretamente Molluscipoxvirus.
La forma infantil suele trasmitirse por fómites mientras que en adultos suele ser por vía sexual. Se caracteriza por la aparición de pápulas dispersas en la piel con un tamaño menor a los 5 milímetros cupuliformes y umbilicadas en el centro. No son dolorosas, siempre y cuando el afectado no se rasque la zona con perseverancia. Puede aparecer un prurito poco intenso si se sobreinfectan.
Las zonas más frecuentemente afectadas son el área anogenital, cuello y párpados, otras localizaciones más extensas o diferentes a las anteriores pueden verse en pacientes con sida; en niños es más frecuente su localización en tronco y extremidades inferiores. Frecuentemente se produce autoinoculación y recidivas tras tratamiento con curetaje, crioterapia o electrocoagulación de las lesiones.
En los casos de molusco infantil es necesario tratar con crema anestésica para su inmediata extirpación.<br />
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Las lesiones individuales del <i>molluscum</i> pueden manifestarse generalmente de 6 a 8 semanas,<sup class="reference" id="cite_ref-pmid10591712_0-0" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Molusco_contagioso#cite_note-pmid10591712-0" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none; white-space: nowrap;">1</a></sup> a 2 a 3 meses.<sup class="reference" id="cite_ref-eMedicine_1-0" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Molusco_contagioso#cite_note-eMedicine-1" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none; white-space: nowrap;">2</a></sup> Sin embargo vía autoinoculación, la infección puede propagarse y dar síntomas generalmene pasados 8,<sup class="reference" id="cite_ref-pmid10591712_0-1" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Molusco_contagioso#cite_note-pmid10591712-0" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none; white-space: nowrap;">1</a></sup> a 18 meses,<sup class="reference" id="cite_ref-2" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Molusco_contagioso#cite_note-2" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none; white-space: nowrap;">3</a></sup> <sup class="reference" id="cite_ref-pmid14532898_3-0" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Molusco_contagioso#cite_note-pmid14532898-3" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none; white-space: nowrap;">4</a></sup> con un rango de duración entre 6 meses a 5 años.<sup class="reference" id="cite_ref-eMedicine_1-1" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Molusco_contagioso#cite_note-eMedicine-1" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none; white-space: nowrap;">2</a></sup> <sup class="reference" id="cite_ref-pmid14532898_3-1" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Molusco_contagioso#cite_note-pmid14532898-3" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none; white-space: nowrap;">4</a></sup></div>
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El tratamiento a veces es innecesario<sup class="reference" id="cite_ref-Prodigy_4-0" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Molusco_contagioso#cite_note-Prodigy-4" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none; white-space: nowrap;">5</a></sup> dependiendo de la ubicación y número de lesiones, por lo que el tratamiento se debe llevar a cabo según las siguientes razones:</div>
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<li style="margin-bottom: 0.1em;">médicas<ul style="line-height: 1.5em; list-style-image: url(data:image/png; list-style-type: square; margin: 0.3em 0px 0px 1.6em; padding: 0px;">
<li style="margin-bottom: 0.1em;">Hemorragia</li>
<li style="margin-bottom: 0.1em;">Infecciones secundarias</li>
<li style="margin-bottom: 0.1em;">Picazón e inconformismo</li>
<li style="margin-bottom: 0.1em;">Ardor</li>
<li style="margin-bottom: 0.1em;">Queratoconjunctivitis crónica</li>
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<li style="margin-bottom: 0.1em;">sociales<ul style="line-height: 1.5em; list-style-image: url(data:image/png; list-style-type: square; margin: 0.3em 0px 0px 1.6em; padding: 0px;">
<li style="margin-bottom: 0.1em;">Cosmética</li>
<li style="margin-bottom: 0.1em;">Vergüenza</li>
<li style="margin-bottom: 0.1em;">Miedo de transmisión a otros</li>
<li style="margin-bottom: 0.1em;">Exclusión social</li>
</ul>
</li>
</ul>
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Muchos profesionales de la salud recomiendan tratar las hinchazones localizadas en el área genital para prevenir su dispersión.<sup class="reference" id="cite_ref-pmid14532898_3-2" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Molusco_contagioso#cite_note-pmid14532898-3" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none; white-space: nowrap;">4</a></sup> Es importante realzar que "tratar" dichos flemones no cura la enfermedad. El virus está en la piel y nuevas inflamaciones pueden aparecer, aún después de eliminar las visibles quirúrgicamente. Cualquier opción de cirugía de tratamiento debe repetirse cada vez que aparezcan tales bubones. Eventualmente el cuerpo responderá con una efectiva respuesta inmune y no habrá más signos, pero hasta tanto, nuevos bubones pueden aparecer en el curso del año o más.</div>
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La piel infectada por molusco contagioso es altamente sensible a los ácidos, tanto así que se vuelve blanca al contacto prolongado con ácido. En medicina naturista se utiliza el vinagre como tratamiento, principalmente el vinagre de sidra de manzana. Si se coloca algodón embebido en vinagre sobre las lesiones de molusco contagioso durante suficiente tiempo, usualmente durante toda la noche, al retirar el algodon se observa que la lesión se habra vuelto blanca, sin que la piel circundante haya sufrido daño considerable. Posteriormente la piel afectada se desprende por sí sola, de manera similar a la ampolla dejada por una quemadura, pudiendo dejar expuesta carne viva. Esta nueva lesión sana rápidamente pero debe tenerse cuidado de la misma para prevenir que se infecte. Al cabo de algunos dias la piel habrá sanado completamente sin dejar cicatrices apreciables.</div>
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enlace:<a href="http://es.wikipedia.org/wiki/Molusco_contagioso" style="background-color: transparent;">http://es.wikipedia.org/wiki/Molusco_contagioso</a></div>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-42080377916882462272012-04-26T20:28:00.000-07:002012-05-15T16:02:18.848-07:00Linea del Tiempo de Ingenieria Genetica<object width="550" height="400"><param name="movie" value="http://www.timetoast.com/flash/TimelineViewer.swf?passedTimelines=333648" /><param name="passedTimelines" value="333648" /><param name="allowScriptAccess" value="always"><embed src="http://www.timetoast.com/flash/TimelineViewer.swf?passedTimelines=333648" type="application/x-shockwave-flash" passedTimelines="333648" width="550" height="400" allowScriptAccess="always" /></object>
<a href="http://www.timetoast.com/timelines/ingenieria-genetica">http://www.timetoast.com/timelines/ingenieria-genetica</a><br />
En el link de arriba esta la pagina en cual lo hice y la linea del tiempo bien (:<br />
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<table style="background-color: #f3f6f8; border-bottom-color: rgb(150, 150, 150); border-bottom-style: solid; border-bottom-width: 1px; border-collapse: collapse; border-color: initial; border-image: initial; border-left-color: rgb(150, 150, 150); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(150, 150, 150); border-right-style: solid; border-right-width: 1px; border-style: initial; border-top-color: rgb(150, 150, 150); border-top-style: solid; border-top-width: 1px; color: #333333; font-family: Helvetica, Arial, sans-serif; font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 10px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;"><tbody>
<tr><th style="background-color: #4f7a98; background-image: url(http://media.timetoast.com/images/table_heading.png); background-repeat: repeat no-repeat; border-bottom-color: rgb(40, 52, 69); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(40, 52, 69); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(40, 52, 69); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(40, 52, 69); border-top-style: solid; border-top-width: 1px; color: white; padding-bottom: 7px; padding-left: 10px; padding-right: 10px; padding-top: 7px;"><strong>Fecha del evento:</strong></th><th style="background-color: #4f7a98; background-image: url(http://media.timetoast.com/images/table_heading.png); background-repeat: repeat no-repeat; border-bottom-color: rgb(40, 52, 69); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(40, 52, 69); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(40, 52, 69); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(40, 52, 69); border-top-style: solid; border-top-width: 1px; color: white; padding-bottom: 7px; padding-left: 10px; padding-right: 10px; padding-top: 7px;"><strong>Título del evento:</strong></th><th style="background-color: #4f7a98; background-image: url(http://media.timetoast.com/images/table_heading.png); background-repeat: repeat no-repeat; border-bottom-color: rgb(40, 52, 69); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(40, 52, 69); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(40, 52, 69); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(40, 52, 69); border-top-style: solid; border-top-width: 1px; color: white; padding-bottom: 7px; padding-left: 10px; padding-right: 10px; padding-top: 7px;"><strong>Descripción del evento:</strong></th></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">323</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>323 a. C. Aristóteles especula Sobre la Naturaleza de la Reproducción y La Herencia</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">323 a. C. Aristóteles especula Sobre la Naturaleza de la Reproducción y La Herencia</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1000</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>Los babilonios celebran los Ritos Religiosos</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1000 Aclos babilonios celebran los Ritos Religiosos Sobre La polinización de las palmeras</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1676</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1676 sí la confirmación Reproducción sexual de las Plantas</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1676 sí la confirmación Reproducción sexual de las Plantas</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1677</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1677 SE observación El esperma </b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><br /></td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><br /></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1833</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1883 Francis Galton acuña El Término eugenesia</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1883 Francis Galton acuña El Término eugenesia</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1838</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1838 SE Descubre Que Todos Los Organismos vivos estan Compuestos Por Células</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1838 SE Descubre Que Todos Los Organismos vivos estan Compuestos Por Células</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1859</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1859 Darwin Hace Pública Su Teoría Sobre La Evolución de las Especies</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1859 Darwin Hace Pública Su Teoría Sobre La Evolución de las Especies</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1866</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1866 Medel DESCRIBE las Unidades fundamentales de la Herencia en los guisantes</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1866 Medel DESCRIBE las Unidades fundamentales de la Herencia en los guisantes</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1871</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1871 SE AISLA EL ADN En El Núcleo de la UNA Célula</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1871 SE AISLA EL ADN En El Núcleo de la UNA Célula</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1887</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1887 Que sí Descubre las Células reproductivas constituyen Linaje continuo, Diferente de las Células del Cuerpo OTRAS</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1887 Que sí Descubre las Células reproductivas constituyen Linaje continuo, Diferente de las Células del Cuerpo OTRAS</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1908</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1908 de Se establecen mas modelos Matemáticos de las Casas Frecuencias genéticas in Poblaciones mendelianas</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1908 de Se establecen mas modelos Matemáticos de las Casas Frecuencias genéticas in Poblaciones mendelianas</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1909</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1909 Las Unidades fundamentales de La Herencia biologica El reciben de Nombre de los genes</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1909 Las Unidades fundamentales de La Herencia biologica El reciben de Nombre de los genes</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1924</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1924 La ley de Inmigración de los EUA limitación de La Entrada al País Sobre la base de origen racial del etnico o</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1924 La ley de Inmigración de los EUA limitación de La Entrada al País Sobre la base de origen racial del etnico o</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1925</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1925 SE Descubre la Actividad del gen està relacionada con él Su posicion en El Cromosoma</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1925 SE Descubre la Actividad del gen està relacionada con él Su posicion en El Cromosoma</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1927</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1927 SE Descubre Que Los Rayos X causan mutaciones genéticas</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1927 SE Descubre Que Los Rayos X causan mutaciones genéticas</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1931</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1931 Treinta Entidades de los EUA cuentan Con Leyes de Esterilización Obligatoria</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1931 Treinta Entidades de los EUA cuentan Con Leyes de Esterilización Obligatoria</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1933</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1933 la Alemania nazi esteriliza unos 56,244 "defectuosos hereditarios"</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1933 la Alemania nazi esteriliza unos 56,244 "defectuosos hereditarios"</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1933</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1933-1945 El Régimen naci exterminio de 6 Millones de Judíos Por Medio De Su Política eugenésica</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1933-1945 El Régimen naci exterminio de 6 Millones de Judíos Por Medio De Su Política eugenésica</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1940</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1940-1950 SE Descubre Que Cada generación codificación UNA Única Proteína</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1940-1950 SE Descubre Que Cada generación codificación UNA Única Proteína</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1943</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1943 El ADN es IDENTIFICADO COMO LA Molécula Genética</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1943 El ADN es IDENTIFICADO COMO LA Molécula Genética</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1950</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1950 Logra sí congelar Con Éxito del semen de toro a 79 Grados Bajo Cero párr SU Transporte e inseminación de Vacas</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1950 Logra sí congelar Con Éxito del semen de toro a 79 Grados Bajo Cero párr SU Transporte e inseminación de Vacas</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1952</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1952 Thomas King y Robert Briggs clonan ranas à partir de las Células indiferenciadas</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1952 Thomas King y Robert Briggs clonan ranas à partir de las Células indiferenciadas</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1953</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1953 sí propone la Estructura en doble hélice del ADN</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1953 sí propone la Estructura en doble hélice del ADN</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1956</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1956 sonidentificados 23 pares de cromosomas en las Células del Cuerpo Humano</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1956 sonidentificados 23 pares de cromosomas en las Células del Cuerpo Humano</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1962</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1962 John Gurdon clona also ranas, Pero à partir de Células De renacuajos Adultos</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1962 John Gurdon clona also ranas, Pero à partir de Células De renacuajos Adultos</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1966</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1966 sí descifra el Código Genético completo del ADN</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1966 sí descifra el Código Genético completo del ADN</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1972</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1972 SE CREA La Primera Molécula de ADN recombinante En El Laboratorio</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1972 SE CREA La Primera Molécula de ADN recombinante En El Laboratorio</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1973</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1973 Lugar TIENE Los Primeros Experimentos de Ingeniería Genética en Los Que Los genes de la UNA especia sí introducen en Organismos de Otra Especie y funcionan correctamente</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1973 Lugar TIENE Los Primeros Experimentos de Ingeniería Genética en Los Que Los genes de la UNA especia sí introducen en Organismos de Otra Especie y funcionan correctamente</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1973</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1973 Stanley Cohen y Boyer elaboran Hebert La Técnica de clonación De los genes</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1973 Stanley Cohen y Boyer elaboran Hebert La Técnica de clonación De los genes</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1975</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1975 sí obtienen Por Primera Vez Que Producen los hibridomas Anticuerpos monoclonales</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1975 sí obtienen Por Primera Vez Que Producen los hibridomas Anticuerpos monoclonales</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1975</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1975 LA CONFERENCIA de Asilomar Evalúa los Riesgos Biológicos de las Tecnologías del ADN recombinante, ya Prueba UNA moratorias de los Experimentos Con ESTAS Tecnologías</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1975 LA CONFERENCIA de Asilomar Evalúa los Riesgos Biológicos de las Tecnologías del ADN recombinante, ya Prueba UNA moratorias de los Experimentos Con ESTAS Tecnologías</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1976</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1976 sí fundamental en EUA Genentech La Primera Empresa de Ingeniería Genética</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1976 sí fundamental en EUA Genentech La Primera Empresa de Ingeniería Genética</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1977</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1977 MEDIANTE Técnicas de Ingeniería Genética de Se Fabrica estafadores Éxito a Una Hormona Humana in a Una bacteria</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1977 MEDIANTE Técnicas de Ingeniería Genética de Se Fabrica estafadores Éxito a Una Hormona Humana in a Una bacteria</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1977</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1977 Científicos desarrollan los Las Primeras Técnicas párrafo Secuencias Con Rapidez los Mensajes y Químicos de las Moléculas del ADN</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1977 Científicos desarrollan los Las Primeras Técnicas párrafo Secuencias Con Rapidez los Mensajes y Químicos de las Moléculas del ADN</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1978</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1978 SE clona El gen de la Insulina Humana</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1978 SE clona El gen de la Insulina Humana</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1978</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1978 NACE bebé Louise, El Primer bebe concebido mediante lo fecundación in vitro</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1978 NACE bebé Louise, El Primer bebe concebido mediante lo fecundación in vitro</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1980</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1980 El Tribunal Supremo de los EUA dictamina Que se pueden patentar os Microbios obtenidos mediante lo Ingeniería Genética</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1980 El Tribunal Supremo de los EUA dictamina Que se pueden patentar os Microbios obtenidos mediante lo Ingeniería Genética</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1981</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1980 El Tribunal Supremo de los EUA dictamina Que se pueden patentar os Microbios obtenidos mediante lo Ingeniería Genética</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1980 El Tribunal Supremo de los EUA dictamina Que se pueden patentar os Microbios obtenidos mediante lo Ingeniería Genética</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1982</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1982 SE CREA El Primer Ratón transgénico insertando El gen de la Hormona de Crecimiento de la rata en óvulos fecundados de Atona Científicos de la Universidad de Seattle, San Diego y California obtienen de las Naciones Unidas Ratón transgénico portador del gen de la Hormona</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1982 SE CREA El Primer Ratón transgénico insertando El gen de la Hormona de Crecimiento de la rata en óvulos fecundados de Atona Científicos de la Universidad de Seattle, San Diego y California obtienen de las Naciones Unidas Ratón transgénico portador del gen de la Hormona del Crecimiento de la rata</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1982</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1982 SE Insulina productos utilizando el ADN recombinante Técnicas de</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1982 SE Insulina productos utilizando el ADN recombinante Técnicas de</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1983</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1983 SE Inventa La Técnica de PCR Que permite replicar genes Específicos Con Gran Rapidez</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1983 SE Inventa La Técnica de PCR Que permite replicar genes Específicos Con Gran Rapidez</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1984</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1984 Nacimiento de imprimación de las Naciones Unidas bebe à partir de las Naciones Unidas Embrión congelado</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1984 Nacimiento de imprimación de las Naciones Unidas bebe à partir de las Naciones Unidas Embrión congelado</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1985</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1985 de Se INICIA El Empleo De Interacciones En El Tratamiento de Enfermedades víricas</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1985 de Se INICIA El Empleo De Interacciones En El Tratamiento de Enfermedades víricas</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1985</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1985 SE banking Por Primera Vez la "huella Genética" en la UNA Investigación Judicial en Gran Bretaña</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1985 SE banking Por Primera Vez la "huella Genética" en la UNA Investigación Judicial en Gran Bretaña</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1985</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1985 El Laboratorio de Ralph Brinster obtiene Cerdos transgénicos Que Producen la Hormona Humana del Crecimiento</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1985 El Laboratorio de Ralph Brinster obtiene Cerdos transgénicos Que Producen la Hormona Humana del Crecimiento</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1986</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1986 sí autorizan las Pruebas Clínicas de la Vacuna Contra la hepatitis B obtenida mediante lo Ingeniería Genética</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1986 sí autorizan las Pruebas Clínicas de la Vacuna Contra la hepatitis B obtenida mediante lo Ingeniería Genética</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1987</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1987 propuesta comercial párrafo establecer la Secuencia del Genoma Humano COMPLETA Compuesto Approximate Por 100.000 genes. Primera Cepa de Ratones portadores De los genes Humanos</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1987 propuesta comercial párrafo establecer la Secuencia del Genoma Humano COMPLETA Compuesto Approximate Por 100.000 genes. Primera Cepa de Ratones portadores De los genes Humanos</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1987</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1987 Comercialización del anticuerpo primario monocional del USO Terapéutico</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1987 Comercialización del anticuerpo primario monocional del USO Terapéutico</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1987</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1987 Primera patente de las Naciones Unidas Organismo producidopor UNA Ing. Genética</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1987 Primera patente deun Organismo producidopor UNA Ing.Genética</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1989</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1989 Comercialización de las Primeras maquinas Automáticas de secuenciación del ADN</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1989 Comercialización de las Primeras maquinas Automáticas de secuenciación del ADN</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1989</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1989 Comercialización de las Primeras maquinas Automáticas de secuenciación del ADN</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1989 Comercialización de las Primeras maquinas Automáticas de secuenciación del ADN</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1990</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1990 Steve Rosebeng realiza La Primera Terapia Genética en el melanoma maligno Pacientes Con</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1990 Steve Rosebeng realiza La Primera Terapia Genética en el melanoma maligno Pacientes Con</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1992</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>Inyección intracitoplasmática de 1992 Primera espermatozoides desmantelamiento de centrales nucleares</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">Inyección intracitoplasmática de 1992 Primera espermatozoides desmantelamiento de centrales nucleares</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">04/27/1994</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1994 SE comercializa en California, El Primer Modificado vegetales geneticamente y sí autoriza en Holanda la Reproducción del toro transgénico imprimación</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1994 SE comercializa en California, El Primer Modificado vegetales geneticamente y sí autoriza en Holanda la Reproducción del toro transgénico imprimación</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1995</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1995 SE completan las Primeras Secuencias Completas de genomas de Organismos; Se Trata de las bacterias Haemophilus influenzae y Myclopasma genitalium.Bacterias 1995: Ian Wilmut y Keith Campbell obtienen un Megan y Morag, dos corderos engendrados Por trans</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1995 SE completan las Primeras Secuencias Completas de genomas de Organismos; Se Trata de las bacterias Haemophilus influenzae y Myclopasma genitalium. Bacterias 1995: Ian Wilmut y Keith Campbell obtienen un Megan y Morag, dos corderos engendrados Por transfetencia nuclear de Células embrionarias.</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1995</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1995 NACE imprimación el bebe concebido à partir de las Naciones Unidas ovocito y UNA espermátida</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1995 NACE imprimación el bebe concebido à partir de las Naciones Unidas ovocito y UNA espermátida</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1996</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1996 Por Primera Vez SE COMPLETA LA Secuencia del genoma de las Naciones Unidas Organismo</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1996 Por Primera Vez SE COMPLETA LA Secuencia del genoma de las Naciones Unidas Organismo</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1996</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1996 imprimación xenotransplante de un corazon de cerdo humannizado un babuino de las Naciones Unidas</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1996 imprimación xenotransplante de un corazon de cerdo humannizado un babuino de las Naciones Unidas</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1997</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1997 clonación del cebador de mamífero, UNA oveja Dolly presentada Llamada Por El Investigador, Ian Wilmut una presentación de Dolly</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1997 clonación del cebador de mamífero, UNA oveja Dolly presentada Llamada Por El Investigador, Ian Wilmut una presentación de Dolly</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1997</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1997 Don Wolf consigue en Los Primeros clones De macacos à partir de Células De Diferentes embriones</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1997 Don Wolf consigue en Los Primeros clones De macacos à partir de Células De Diferentes embriones</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1998</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1998 El doctor Richard Seed ANUNCIA SU Intención De clonar bebes Humanos</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1998 El doctor Richard Seed ANUNCIA SU Intención De clonar bebes Humanos</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1998</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>1998 NACEN George y Charley, Una Pareja de Terneros engendrados à partir de núcleos de Células embrionarias</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">1998 NACEN George y Charley, Una Pareja de Terneros engendrados à partir de núcleos de Células embrionarias</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">2000</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>100-300 sí Escriben en la india Textos metafóricos Sobre la Naturaleza</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">100-300 sí Escriben en la india Textos metafóricos Sobre la Naturaleza de la Reproducción Humana</td></tr>
<tr class="odd" style="background-color: white;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">2001</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>2001 Gran Bretaña permite a La clonación De Menores De embriones Se comentan 14 dias</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">2001 Gran Bretaña permite a La clonación De Menores De embriones Se comentan 14 dias</td></tr>
<tr class="even" style="background-color: #eaecec;"><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">2001</td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;"><b>2001 Conoce en sí de forma Precisa la Secuencia COMPLETA y ensamblada del Genoma Humano.</b></td><td style="border-bottom-color: rgb(194, 194, 194); border-bottom-style: dotted; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(194, 194, 194); border-left-style: dotted; border-left-width: 1px; border-right-color: rgb(194, 194, 194); border-right-style: dotted; border-right-width: 1px; border-top-color: rgb(194, 194, 194); border-top-style: dotted; border-top-width: 1px; padding-bottom: 5px; padding-left: 7px; padding-right: 7px; padding-top: 5px;">2001 Conoce en sí de forma Precisa la Secuencia COMPLETA y ensamblada del Genoma Humano.</td></tr>
</tbody></table>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-60605114841730167392012-03-16T16:38:00.000-07:002012-03-16T16:38:52.204-07:00Anomalias<span style="background-color: #fafafa; font-family: Georgia, 'Times New Roman', serif; font-size: 12px; line-height: 18px; text-align: left;"><span style="color: #990000;">3 Anomalias ligadas a los cromosomas sexuales del ser humano </span></span><br />
<span style="background-color: #fafafa; font-family: Georgia, 'Times New Roman', serif; font-size: 12px; line-height: 18px; text-align: left;"><span style="color: #990000;"><br />
</span></span><br />
<span style="color: #990000;"><span style="background-color: #fafafa; font-family: Georgia, 'Times New Roman', serif; font-size: 12px; line-height: 18px; text-align: left;">Síndrome de Klinefelter o XXY</span> </span><br />
<span style="color: #990000;"><span style="font-family: sans-serif; font-size: x-small;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-origin: initial; line-height: 19px;"><span style="color: #990000;">síndrome de Turne</span>r</span></span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;"> (XO, sólo un cromosoma X).</span> </span><br />
<span style="color: #990000;"><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;"> </span>trisomía del X<span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;"> (XXX, tres cromosomas X)</span> </span><br />
<br />
<br />
<a href="http://www.buenastareas.com/ensayos/Enfermedades-Gen%C3%A9ticas-Ligadas-a-Anomal%C3%ADas-En/657580.html">http://www.buenastareas.com/ensayos/Enfermedades-Gen%C3%A9ticas-Ligadas-a-Anomal%C3%ADas-En/657580.html</a><br />
<a href="http://es.wikipedia.org/wiki/Cromosoma_X">http://es.wikipedia.org/wiki/Cromosoma_X</a>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-88173485125007718812012-03-16T16:27:00.001-07:002012-03-16T16:29:42.319-07:00Herencia Ligada al sexo<span style="color: #990000;">¿Que es?</span><br />
<span style="background-color: white; color: #990000; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">la herencia ligada al sexo, es aquella que se genera por un alelo a gen o cromosoma proveniente solo de la madre o del padre.</span><br />
<span style="color: #990000;"><br />
</span><br />
<span style="color: #990000;">Ejemplo de Hemofilia</span><br />
<span style="color: #990000;"><span style="background-color: white; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">un ejemplo de esto, es la hemofilia, que es una alteracion en la sangre, pues no tiene esta no tiene la capacidad para coagularse, por lo que se presentan hemorragias casi incontenibles. esta afecta principalmetne a los hombres por lo siguente:</span></span><br />
<span style="color: #990000;"><br style="background-color: white; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;" /></span><br />
<span style="color: #990000;"><span style="background-color: white; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">la mujer tiene 2 cromosomas x, mientras que el hombre es yx</span></span><br />
<span style="background-color: white; color: #990000; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">esta caracteristica ( hemofilia) se localiza en el cromosoma x.</span><br />
<span style="background-color: white; color: #990000; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;"><br />
</span><br />
<span style="background-color: white; color: #990000; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">Ejemplo de Daltonismo</span><br />
<span style="color: #990000;"><br />
</span><br />
<table style="background-color: oldlace;"><tbody>
<tr><td><span style="color: #990000;">Una mujer "portadora" que es heterozigota para el carácter recesivo, ligado al sexo que causa daltonismo (o alternativamente, hemofilia), se casa con un hombre normal. ¿Qué proporción de sus hijos varones tendrán daltonismo ( o alternativamente serán hemofílicos)?</span></td></tr>
</tbody></table><h4 style="background-color: oldlace;"><span style="color: #990000;">Genotipos y fenotipos de los padres</span></h4><table style="background-color: oldlace; width: 480px;"><tbody>
<tr><td valign="TOP"><span style="color: #990000;"><br />
</span><br />
<span style="color: #990000;"><br />
</span><br />
<span style="color: #990000;"><br />
</span><br />
<span style="color: #990000;">Los huevos de la madre contendrán un cromosoma <b>X</b>normal o un cromosoma <b>X</b> con la mutación que causa el daltonismo.</span><br />
<span style="color: #990000;">El espermatozoide del padre contendrá un cromosoma <b>X</b> o el cromosoma <b>Y</b>.</span></td><td align="RIGHT"><span style="color: #990000;"><img src="http://www.biologia.arizona.edu/mendel/sets/sex1/graphics/10t.gif" /></span></td></tr>
</tbody></table>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-7518788570938683742012-03-01T09:17:00.000-08:002012-03-01T09:17:50.920-08:00Leyes de Mendel<div style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px; margin-bottom: 0.5em; margin-top: 0.4em;"></div><h1 class="firstHeading" id="firstHeading" style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 1.6em; font-weight: normal; line-height: 1.2em; margin-bottom: 0.1em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0px; padding-top: 0px; width: auto;"><span dir="auto">Leyes de Mendel</span></h1><br />
<div style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px; margin-bottom: 0.5em; margin-top: 0.4em;"></div><div style="margin-bottom: 0.5em; margin-top: 0.4em;">Las tres leyes de Mendel explican y predicen cómo van a ser los caracteres físicos (<a href="http://es.wikipedia.org/wiki/Fenotipo" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;" title="Fenotipo">fenotipo</a>) de un nuevo individuo. Frecuentemente se han descrito como «leyes para explicar la transmisión de caracteres» (<a href="http://es.wikipedia.org/wiki/Herencia_gen%C3%A9tica" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;" title="Herencia genética">herencia genética</a>) a la descendencia. Desde este punto de vista, de transmisión de caracteres, estrictamente hablando no correspondería considerar la primera ley de Mendel (Ley de la uniformidad). Es un error muy extendido suponer que la uniformidad de los híbridos que Mendel observó en sus experimentos es una ley de transmisión, pero la dominancia nada tiene que ver con la transmisión, sino con la expresión del <a href="http://es.wikipedia.org/wiki/Genotipo" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;" title="Genotipo">genotipo</a>. Por lo que esta observación mendeliana en ocasiones no se considera una ley de Mendel. Así pues, hay tres leyes de Mendel que explican los caracteres de la descendencia de dos individuos, pero solo son dos las leyes mendelianas de transmisión: la Ley de segregación de caracteres independientes (2ª ley, que, si no se tiene en cuenta la ley de uniformidad, es descrita como 1ª Ley) y la Ley de la herencia independiente de caracteres (3ª ley, en ocasiones descrita como 2ª Ley).</div><h3 style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; border-bottom-color: initial; border-bottom-style: none; border-bottom-width: initial; font-size: 17px; margin-bottom: 0.3em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em; width: auto;"><span class="mw-headline" id="1.C2.AA_Ley_de_Mendel:_Ley_de_la_uniformidad"><br />
1ª Ley de Mendel: Ley de la uniformidad</span></h3><div style="margin-bottom: 0.5em; margin-top: 0.4em;">Establece que si se cruzan dos razas puras para un determinado carácter, los descendientes de la primera generación serán todos iguales entre sí fenotípica y genotípicamente, e iguales fenotípicamente a uno de los de los progenitores (de genotipo dominante), independientemente de la dirección del cruzamiento.</div><h3 style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; border-bottom-color: initial; border-bottom-style: none; border-bottom-width: initial; font-size: 17px; margin-bottom: 0.3em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em; width: auto;"><span class="mw-headline" id="2.C2.AA_Ley_de_Mendel:_Ley_de_la_segregaci.C3.B3n"><br />
2ª Ley de Mendel: Ley de la segregación</span></h3><div style="margin-bottom: 0.5em; margin-top: 0.4em;">Conocida también, en ocasiones como la primera Ley de Mendel, de la segregación equitativa o disyunción de los alelos. Esta ley establece que durante la formación de los gametos, cada alelo de un par se separa del otro miembro para determinar la constitución genética del gameto filial. Es muy habitual representar las posibilidades de <a href="http://es.wikipedia.org/wiki/H%C3%ADbrido_(biolog%C3%ADa)" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;" title="Híbrido (biología)">hibridación</a> mediante un <a href="http://es.wikipedia.org/wiki/Cuadro_de_Punnett" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;" title="Cuadro de Punnett">cuadro de Punnett</a>.</div><div style="margin-bottom: 0.5em; margin-top: 0.4em;">Mendel obtuvo esta ley al cruzar diferentes variedades de individuos <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Heterocigotos" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;" title="Heterocigotos">heterocigotos</a> (diploides con dos variantes alélicas del mismo gen: Aa), y pudo observar en sus experimentos que obtenía muchos guisantes con características de piel amarilla y otros (menos) con características de piel verde, comprobó que la proporción era de 3:4 de color amarilla y 1:4 de color verde (3:1).</div><div style="margin-bottom: 0.5em; margin-top: 0.4em;">Según la interpretación actual, los dos alelos, que codifican para cada característica, son segregados durante la producción de <a href="http://es.wikipedia.org/wiki/Gameto" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;" title="Gameto">gametos</a>mediante una división celular meiótica. Esto significa que cada gameto va a contener un solo alelo para cada gen. Lo cual permite que los alelos materno y paterno se combinen en el descendiente, asegurando la variación.</div><div style="margin-bottom: 0.5em; margin-top: 0.4em;">Para cada característica, un organismo hereda dos alelos, uno de cada pariente. Esto significa que en las células somáticas, un alelo proviene de la madre y otro del padre. Éstos pueden ser homocigotos o heterocigotos.</div><div style="margin-bottom: 0.5em; margin-top: 0.4em;">En palabras del propio Mendel:<sup class="reference" id="cite_ref-Sinnott_5-0" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Leyes_de_Mendel#cite_note-Sinnott-5" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none; white-space: nowrap;">6</a></sup></div><div class="citado" style="font-size: 12px; margin-bottom: 1em; margin-left: 4em; margin-right: 4em; margin-top: 1em; padding-bottom: 5px; padding-left: 10px; padding-right: 10px; padding-top: 5px;">"Resulta ahora claro que los híbridos forman semillas que tienen el uno o el otro de los dos caracteres diferenciales, y de éstos la mitad vuelven a desarrollar la forma híbrida, mientras que la otra mitad produce plantas que permanecen constantes y reciben el carácter dominante o el recesivo en igual número. "</div><h3 style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; border-bottom-color: initial; border-bottom-style: none; border-bottom-width: initial; font-size: 17px; margin-bottom: 0.3em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em; width: auto;"><span class="mw-headline" id="3.C2.AA_Ley_de_Mendel:_Ley_de_la_recombinaci.C3.B3n_independiente_de_los_factores">3ª Ley de Mendel: Ley de la recombinación independiente de los factores</span></h3><div style="margin-bottom: 0.5em; margin-top: 0.4em;">En ocasiones es descrita como la 2ª Ley. Mendel concluyó que diferentes rasgos son heredados independientemente unos de otros, no existe relación entre ellos, por lo tanto el patrón de herencia de un rasgo no afectará al patrón de herencia de otro. Sólo se cumple en aquellos genes que no están ligados (en diferentes cromosomas) o que están en regiones muy separadas del mismo cromosoma. Es decir, siguen las proporciones 9:3:3:1.</div><div style="margin-bottom: 0.5em; margin-top: 0.4em;">En palabras del propio Mendel:<sup class="reference" id="cite_ref-Sinnott_5-1" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Leyes_de_Mendel#cite_note-Sinnott-5" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none; white-space: nowrap;">6</a></sup></div><div class="citado" style="font-size: 12px; margin-bottom: 1em; margin-left: 4em; margin-right: 4em; margin-top: 1em; padding-bottom: 5px; padding-left: 10px; padding-right: 10px; padding-top: 5px;">Por tanto, no hay duda de que a todos los caracteres que intervinieron en los experimentos se aplica el principio de que la descendencia de los híbridos en que se combinan varios caracteres esenciales diferentes, presenta los términos de una serie de combinaciones, que resulta de la reunión de las series de desarrollo de cada pareja de caracteres diferenciales.</div><br />
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</div>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-16666120740097539922012-02-23T16:36:00.000-08:002012-02-23T16:36:38.690-08:00Isopodo<div style="text-align: center;"><span style="color: #e06666;">Isópodo</span></div><div style="text-align: left;"><span style="color: #e06666;"><br />
</span></div><div style="text-align: left;"><span style="color: #e06666;">Nombre Común: Cochinillas</span></div><div style="text-align: left;"><span style="color: #e06666;">Nombre Científico: Cymonthoa exigua<span style="font-family: arial, sans-serif; font-size: x-small;"><span style="line-height: 16px;">.</span></span></span></div><div style="text-align: left;"><span style="color: #e06666; font-family: arial, sans-serif; font-size: x-small;"><span style="line-height: 16px;"><br />
</span></span></div><div style="text-align: left;"><span style="color: #e06666; font-family: arial, sans-serif; font-size: large;"><span style="line-height: 16px;">Reproduccion:</span></span></div><div style="text-align: left;"><span style="color: #e06666; font-family: arial, sans-serif; font-size: x-small;"><span style="line-height: 16px;"><br />
</span></span></div><div style="text-align: left;"></div><div style="background-color: white;"><span style="color: #e06666;"><b>Los Machos y Las Hembras Adultas</b><br />
En la parte de abajo, en la base de algunas de sus patas, las hembras tienen crecimientos que parecen hojas. Estos saquillos de incubación son para guardar los huevos y los embriones que se están desarrollando. Los primeros dos apéndices en el abdomen del macho son diferentes. Son como órganos alargados de copulación.</span></div><div style="background-color: white;"><span style="color: #e06666;"><b>Inmaduros (diferentes etapas)</b><br />
El isópodo inmaduro muda cuatro o cinco veces. Parecen adultos pero no tienen el tamaño, la proporción, el color ni el desarrollo sexual de los adultos. </span></div><div style="background-color: white;"><br />
</div><div style="background-color: white;"><img alt="Fotograf&#237;a de stock: Pill Bug crustacean adult on soil" src="http://cache2.asset-cache.net/xc/86846150.jpg?v=1&c=IWSAsset&k=2&d=9F29BB61DB74045B07AB96D88E0A28FCC100DDA1998A79DF88840064513E51CF" /> </div><div style="background-color: white;"><br />
</div><div style="background-color: white;"><a href="http://www.gettyimages.es/Search/Search.aspx?contractUrl=2&language=es&family=creative&p=isopodos&assetType=image">http://www.gettyimages.es/Search/Search.aspx?contractUrl=2&language=es&family=creative&p=isopodos&assetType=image</a> </div><div style="background-color: white;"><br />
</div><div style="background-color: white;"><a href="http://insected.arizona.edu/espanol/isoinfo.htm">http://insected.arizona.edu/espanol/isoinfo.htm</a> </div><div style="background-color: white;"><br />
</div><div style="background-color: white;"><a href="http://www.insectos.cl/aranas/isopodos.php">http://www.insectos.cl/aranas/isopodos.php</a> </div>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-30635008088821304202012-01-16T19:56:00.000-08:002012-01-16T20:00:08.071-08:00Prezi<a href="http://prezi.com/l_r0ok9_icmq/edit/?auth_key=2qnp116&follow=ffi3td4ynqbc">http://prezi.com/l_r0ok9_icmq/edit/?auth_key=2qnp116&follow=ffi3td4ynqbc</a>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-69798664626137731332012-01-16T17:06:00.000-08:002012-01-16T17:06:45.201-08:00Biodiversidad, Reino Animalia<a title="View Biodiversidad reino animalia on Scribd" href="http://es.scribd.com/doc/78469977/Biodiversidad-reino-animalia" style="margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;">Biodiversidad reino animalia </a><iframe class="scribd_iframe_embed" src="http://www.scribd.com/embeds/78469977/content?start_page=1&view_mode=list&access_key=key-fjtnq9hv4zco7wic4rr" data-auto-height="true" data-aspect-ratio="0.772727272727273" scrolling="no" id="doc_74188" width="100%" height="600" frameborder="0"></iframe><script type="text/javascript">(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();</script>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-5855620728623977802011-10-18T06:24:00.000-07:002011-10-18T06:24:49.821-07:00Teoria del Origen de la vida Oparin<div><a href="http://stripgenerator.com/strip/573811/oparin/"><img src="http://s3.amazonaws.com/stripgenerator/strip/11/83/75/00/00/full.png" /></a><br /><a href="http://stripgenerator.com/strip/573811/oparin/">oparin</a> by <a href="http://elicgar.stripgenerator.com/" title="elicgar's profile">elicgar</a></div>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-23172167478912035672011-09-23T22:09:00.000-07:002011-09-23T22:09:32.664-07:00Mapa conceptual<span lang="es-MX"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFleRIdyPO9RjEXpk0BGdNAKRxjGbge5camGk5AXs3Hyi8tY8afR8W0DPh_g2Fj6NiO10c_4n57zqLT-kz8kEyrsMljm_FtS88ZvUdcWI2Ak8mfKjFg-IYWM3RCJfp37W7Q0sTgcZqsk4/s1600/Sin+t%25C3%25ADtulo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFleRIdyPO9RjEXpk0BGdNAKRxjGbge5camGk5AXs3Hyi8tY8afR8W0DPh_g2Fj6NiO10c_4n57zqLT-kz8kEyrsMljm_FtS88ZvUdcWI2Ak8mfKjFg-IYWM3RCJfp37W7Q0sTgcZqsk4/s640/Sin+t%25C3%25ADtulo.jpg" width="451" /></a></div><span class="Apple-style-span" style="font-family: Times;"><span class="Apple-style-span" style="font-size: 19px;"><br />
</span></span> </span>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-85935113868790540082011-09-23T21:24:00.000-07:002011-09-23T21:30:40.459-07:00celulas eucariota & procariota<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGZM2KtEQXDN5J36LQ6eDAoNs4ku1CGFWXW9qZDWt3FXYyoYVX-c8opHI5W8oW2zlajwj6vJAoo16UJjCBt0nNudeGNpwqapeze8Iee6cWGFZFzTeiaSq_oJQTp57484jBinsLgsfoQZM/s1600/339388_1823107636175_1794755605_1232559_410372430_o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGZM2KtEQXDN5J36LQ6eDAoNs4ku1CGFWXW9qZDWt3FXYyoYVX-c8opHI5W8oW2zlajwj6vJAoo16UJjCBt0nNudeGNpwqapeze8Iee6cWGFZFzTeiaSq_oJQTp57484jBinsLgsfoQZM/s320/339388_1823107636175_1794755605_1232559_410372430_o.jpg" width="320" /></a></div> célula eucariota<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu_-h4-SVN6niE1IoeYfObFosU0bkTcdoHMZJBXPaM4ap_-8DC4I1p65zd44Y0pIVuRBAV4lBV4E7qlMqy0fvQuwmAYobbYZxbCTqfpXzF1gCBU0fhVwfOV0tdp9pPMzerbmqNTvzBXcs/s1600/329869_1823110996259_1794755605_1232560_459489511_o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu_-h4-SVN6niE1IoeYfObFosU0bkTcdoHMZJBXPaM4ap_-8DC4I1p65zd44Y0pIVuRBAV4lBV4E7qlMqy0fvQuwmAYobbYZxbCTqfpXzF1gCBU0fhVwfOV0tdp9pPMzerbmqNTvzBXcs/s320/329869_1823110996259_1794755605_1232560_459489511_o.jpg" width="320" /></a></div>célula procariotaEli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-22922409484490390202011-09-23T21:21:00.000-07:002011-09-23T21:22:24.408-07:00Actividad de la teoria celular<span class="Apple-style-span" style="background-color: black; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20px;"></span><br />
<div align="justify" class="MsoNormal" style="margin-bottom: 5px; margin-top: 5px;"><span lang="ES-TRAD" style="font-family: Arial, Helvetica, sans-serif; letter-spacing: -0.1pt;">1. '¿Por qué el microscopio es el instrumento que permitió el desarrollo de la Teoría Celular?</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Por que gracias a Robert Hooke se pudo experimentar esto ya que se dio cuenta de como se van formando las células lo que nos ayuda a percibir con mejor forma las cosas</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br />
</span></div><div align="justify" class="MsoNormal" style="margin-bottom: 5px; margin-top: 5px;"><span lang="ES-TRAD" style="font-family: Arial, Helvetica, sans-serif; letter-spacing: -0.1pt;">2. ¿Cómo podrías verificar la unidad anatómica de la Teoría Celular?</span></div><div align="justify" class="MsoNormal" style="margin-bottom: 5px; margin-top: 5px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><span lang="ES-TRAD"><span class="Apple-style-span" style="letter-spacing: -0.1pt;">Con los seres vivos y por lo que estamos compuestos en este caso </span>células<span class="Apple-style-span" style="letter-spacing: -0.1pt;"> asi se </span> </span>verificaría</span><br />
<span lang="ES-TRAD" style="font-family: Arial, Helvetica, sans-serif; letter-spacing: -0.1pt;"><br />
</span></div><div align="justify" class="MsoNormal" style="margin-bottom: 5px; margin-top: 5px;"><span lang="ES-TRAD" style="font-family: Arial, Helvetica, sans-serif; letter-spacing: -0.1pt;">3. ¿Cómo podrías verificar la unidad fisiológica de la Teoría Celular</span></div><div align="justify" class="MsoNormal" style="margin-bottom: 5px; margin-top: 5px;"><span lang="ES-TRAD" style="font-family: Arial, Helvetica, sans-serif;"><span class="Apple-style-span" style="letter-spacing: -0.1pt;">por los </span>órganos<span class="Apple-style-span" style="letter-spacing: -0.1pt;"> de los seres vivos </span> </span><br />
<span lang="ES-TRAD" style="font-family: Arial, Helvetica, sans-serif;"><span class="Apple-style-span" style="letter-spacing: -0.1pt;"><br />
</span></span></div><div align="justify" class="MsoNormal" style="margin-bottom: 5px; margin-top: 5px;"><span lang="ES-TRAD" style="font-family: Arial, Helvetica, sans-serif; letter-spacing: -0.1pt;">4. ¿Cómo podrías verificar la unidad reproductiva de la Teoría Celular?</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><span lang="ES-TRAD" style="letter-spacing: -0.1pt;">cuando se reproducen entre ellas ya que solo pueden darse de otras </span>células</span><br />
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</span><br />
<span class="Apple-style-span" style="font-family: Univers;"><img src="http://www.celulas.org/celula2.jpg" /></span><br />
<span class="Apple-style-span" style="font-family: Univers;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Univers;"><a href="http://www.google.com.mx/imgres?q=celulas&hl=es&biw=1280&bih=675&gbv=2&tbm=isch&tbnid=BKT0pCiBAhDbkM:&imgrefurl=http://www.celulas.org/&docid=MOn_jhZeAg_aNM&w=648&h=495&ei=dlp9TozCG-SLsQLL3sUz&zoom=1">http://www.google.com.mx/imgres?q=celulas&hl=es&biw=1280&bih=675&gbv=2&tbm=isch&tbnid=BKT0pCiBAhDbkM:&imgrefurl=http://www.celulas.org/&docid=MOn_jhZeAg_aNM&w=648&h=495&ei=dlp9TozCG-SLsQLL3sUz&zoom=1</a></span></div>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-7833778880981421122011-09-06T06:26:00.000-07:002011-09-06T06:26:10.904-07:00Actividad No. 41. ¿Cómo se relaciona el futbol y los niveles de organización?<br />
Todo tiene relacion en si, ya que para cada cosa que hace referencia al futbol o a lo que se divide en todas sus areas son sus niveles en los que se organizan y todo lo que con lleva a eso.<br />
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2. ¿Porqué los niveles de organización se pueden relacionar con las muñecas rusas?<br />
Por que tiene dentro de otra & esta en otra osea que es lo mismo & tiene lo mismo solo de basico a lo mas complicado.<br />
<br />
3. ¿Para qué estudiar los niveles de organización de la materia?<br />
Para sabes de que estan construidas las cosas en que se pueden dividir & organizar unas con otras y a que resultado nos llevaria<br />
<div style="text-align: center;"><img alt="" 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" /></div>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-54465540295206861562011-08-30T06:26:00.000-07:002011-08-30T06:26:07.940-07:00Cancion<object width="353" height="132"><embed src="http://www.goear.com/files/external.swf?file=6e03c08" type="application/x-shockwave-flash" wmode="transparent" quality="high" width="353" height="132"></embed></object>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-18367801988111801832011-08-30T06:13:00.000-07:002011-08-30T06:13:33.194-07:00Ciencia: Ontogenia<h1 class="firstHeading" id="firstHeading" style="color: #e69138; text-align: center;">Ontogenia</h1><div style="color: #e69138;">La <b>ontogenia</b> (también llamada <a href="http://es.wikipedia.org/wiki/Morfog%C3%A9nesis" title="Morfogénesis">morfogénesis</a> u <a href="http://es.wikipedia.org/wiki/Ontog%C3%A9nesis" title="Ontogénesis">ontogénesis</a>) describe el desarrollo de un <a href="http://es.wikipedia.org/wiki/Ser_vivo" title="Ser vivo">organismo</a>, desde el <a href="http://es.wikipedia.org/wiki/%C3%93vulo" title="Óvulo">óvulo</a> fertilizado hasta su <a href="http://es.wikipedia.org/wiki/Senescencia" title="Senescencia">senescencia</a>, pasando por la forma adulta. La ontogenia es estudiada por la <a href="http://es.wikipedia.org/wiki/Biolog%C3%ADa_del_desarrollo" title="Biología del desarrollo">biología del desarrollo</a>. "La ontogenia es la historia del cambio estructural de una unidad sin que ésta pierda su organización. Este continuo cambio estructural se da en la unidad, en cada momento, o como un cambio desencadenado por interacciones provenientes del medio donde se encuentre o como resultado de su dinámica interna".</div><div style="color: #e69138;">El desarrollo animal u ontogenia cumple dos <b>funciones</b> principales:</div><ol style="color: #e69138;"><li>Genera diversidad celular (diferenciación) a partir del huevo fecundado (cigoto) y organiza los diversos tipos celulares en tejidos y órganos (morfogénesis y crecimiento).</li>
<li>Asegura la continuidad de la vida de una generación a la siguiente (reproducción). </li>
</ol><span style="color: #e69138;"></span><br />
<div style="text-align: center;"><img alt="" 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" /></div><div style="text-align: center;"><br />
<span style="color: #e69138;"> </span></div><span style="color: #e69138;">http://es.wikipedia.org/wiki/Ontogenia</span>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-63471395412390599702011-08-26T18:58:00.000-07:002011-08-30T06:22:47.906-07:00Video Youtube<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/8BCa4Lz55SQ?feature=player_embedded' frameborder='0'></iframe></div><a href="http://youtu.be/8BCa4Lz55SQ"><br />
</a>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-15688678426050454202011-08-25T18:32:00.000-07:002011-08-25T18:32:51.189-07:00Archivo<a href="<a title="View biologia on Scribd" href="http://es.scribd.com/doc/54378949/biologia" style="margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;">biologia</a><iframe class="scribd_iframe_embed" src="http://www.scribd.com/embeds/54378949/content?start_page=1&view_mode=list&access_key=key-130aqdyrarn9mxxndwi1" data-auto-height="true" data-aspect-ratio="0.772727272727273" scrolling="no" id="doc_10149" width="100%" height="600" frameborder="0"></iframe><script type="text/javascript">(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();</script>"></a>Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-58913599574202359832011-08-25T18:24:00.000-07:002011-08-25T18:24:32.370-07:00Presentación<a href="<div style="width:425px" id="__ss_495815"> <strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/pepe.moranco/biodiversidad-vane-y-vero" title="Biodiversidad (Vane y Vero)" target="_blank">Biodiversidad (Vane y Vero)</a></strong> <iframe src="http://www.slideshare.net/slideshow/embed_code/495815" width="425" height="355" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe> <div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/" target="_blank">presentations</a> from <a href="http://www.slideshare.net/pepe.moranco" target="_blank">pepe.moranco</a> </div></div>"></a><br />
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http://www.slideshare.net/pepe.moranco/biodiversidad-vane-y-veroEli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-52679940023983729832011-08-23T19:34:00.000-07:002011-08-23T19:34:54.731-07:00Imágenes Relacionadas con la Materia<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkpQK0WNMFGKRnq-vZG4RTzK5FruMyI8Hhhx_F9L8ClB-rpMHfD60na2C8ueFJX2lcMY9Hu0JRVgbnT02X1FbuBpJ_01_Pb2LIQ8x7kR8Tlpo3RnQZ3xY5_ACAD57SdaoZp-3Hz02H3bM/s1600/biodiversidad_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span class="Apple-style-span" style="color: #cc0000;"><img border="0" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkpQK0WNMFGKRnq-vZG4RTzK5FruMyI8Hhhx_F9L8ClB-rpMHfD60na2C8ueFJX2lcMY9Hu0JRVgbnT02X1FbuBpJ_01_Pb2LIQ8x7kR8Tlpo3RnQZ3xY5_ACAD57SdaoZp-3Hz02H3bM/s320/biodiversidad_1.jpg" width="320" /></span></a></div><div class="separator" style="clear: both; text-align: center;"><span class="Apple-style-span" style="color: #cc0000;"><br />
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Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0tag:blogger.com,1999:blog-4340549491340751507.post-43999436176446564952011-08-23T18:46:00.001-07:002011-08-23T19:07:21.827-07:00Bienvenidos (:Hola, Bienvenidos a mi blog de biología, en donde encontraras todo lo relacionado con dicha materia.. espero sea de tu agrado (:Eli C Garciahttp://www.blogger.com/profile/13091940138865299501noreply@blogger.com0