tag:blogger.com,1999:blog-20335153497458899112024-03-07T20:26:30.542-08:00Learn and ShareAnonymoushttp://www.blogger.com/profile/18411672251249235916noreply@blogger.comBlogger4125tag:blogger.com,1999:blog-2033515349745889911.post-16263798470481393602013-04-07T16:19:00.004-07:002013-04-07T16:19:52.981-07:00Actividad Educativa<applet name="ggbApplet" code="geogebra.GeoGebraApplet" archive="geogebra.jar"
codebase="http://jars.geogebra.org/webstart/4.2/unsigned/"
width="1262" height="705">
<param name="ggbBase64" 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/>
<param name="java_arguments" value="-Xmx1024m -Djnlp.packEnabled=true" />
<param name="cache_archive" value="geogebra.jar, geogebra_main.jar, geogebra_gui.jar, geogebra_cas.jar, geogebra_algos.jar, geogebra_export.jar, geogebra_javascript.jar, jlatexmath.jar, jlm_greek.jar, jlm_cyrillic.jar, geogebra_properties.jar" />
<param name="cache_version" value="4.2.24.0, 4.2.24.0, 4.2.24.0, 4.2.24.0, 4.2.24.0, 4.2.24.0, 4.2.24.0, 4.2.24.0, 4.2.24.0, 4.2.24.0, 4.2.24.0" />
<param name="showResetIcon" value="false" />
<param name="enableRightClick" value="true" />
<param name="errorDialogsActive" value="true" />
<param name="enableLabelDrags" value="false" />
<param name="showMenuBar" value="true" />
<param name="showToolBar" value="true" />
<param name="showToolBarHelp" value="false" />
<param name="showAlgebraInput" value="false" />
<param name="useBrowserForJS" value="true" />
<param name="allowRescaling" value="true" />
Este es un Applet de Java creado con GeoGebra desde www.geogebra.org – Java no parece estar instalado Java en el equipo. Se aconseja dirigirse a www.java.com
</applet>
Anonymoushttp://www.blogger.com/profile/18411672251249235916noreply@blogger.com0tag:blogger.com,1999:blog-2033515349745889911.post-36476802486983653992013-04-07T14:54:00.001-07:002013-04-07T14:54:10.043-07:00Banner<iframe src="https://docs.google.com/file/d/0B_OY3pq9FSCaRjN1TlZNcE5aaEE/preview" width="640" height="480"></iframe>Anonymoushttp://www.blogger.com/profile/18411672251249235916noreply@blogger.com0tag:blogger.com,1999:blog-2033515349745889911.post-50347281641401433272013-04-07T14:08:00.000-07:002013-04-07T14:11:23.758-07:00Letters of the Alphabet<iframe width="420" height="315" src="http://www.youtube.com/embed/1Tip79neYRo" frameborder="0" allowfullscreen></iframe>Anonymoushttp://www.blogger.com/profile/18411672251249235916noreply@blogger.com0tag:blogger.com,1999:blog-2033515349745889911.post-21993322838309267182013-04-04T15:41:00.000-07:002013-04-04T15:41:38.271-07:00Plants Growth Presentation<iframe src="http://www.slideshare.net/slideshow/embed_code/18199444" width="476" height="400" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>Anonymoushttp://www.blogger.com/profile/18411672251249235916noreply@blogger.com0