tag:blogger.com,1999:blog-402889543362907642024-03-12T23:24:09.218+01:00Blog alumnos 4ºESO C Ies IfachCiencias SocialesGeleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.comBlogger34125tag:blogger.com,1999:blog-40288954336290764.post-14932874091319747432020-08-09T08:58:00.000+02:002020-08-09T10:36:58.110+02:00<br />
<table border="1" cellpadding="4" cellspacing="4" dir="ltr" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="39"></col><col width="39"></col><col width="900"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col><col width="28"></col></colgroup><tbody>
<tr><td data-sheets-value="{"1":2,"2":"º"}"><br /></td><td style="text-align: right;">SETMANA</td><td colspan="16" data-sheets-value="{"1":2,"2":"14-17 ABRIL"}" rowspan="1" style="text-align: center;"><span style="color: blue;"><b>7-11 SETEMBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"20-24 ABRIL"}" rowspan="1" style="text-align: center;"><span style="color: purple;"><b>14-18 SETEMBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"27-30 ABRIL"}" rowspan="1" style="text-align: center;"><span style="color: blue;"><b>21-25 SETEMBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"4-8 MAYO"}" rowspan="1" style="text-align: center;"><span style="color: purple;"><b>28-2 SETEMBRE/OCTUBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"11-14 MAYO"}" rowspan="1" style="text-align: center;"><span style="color: blue;"><b>5-9 OCTUBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"18-22 MAYO"}" rowspan="1" style="text-align: center;"><span style="color: purple;"><b>12-16 OCTUBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"25-29 MAYO"}" rowspan="1" style="text-align: center;"><span style="color: blue;"><b>19-23 OCTUBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"1-5 JUNIO"}" rowspan="1" style="text-align: center;"><span style="color: purple;"><b>26-30 OCTUBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"8-12 JUNIO"}" rowspan="1" style="text-align: center;"><span style="color: blue;"><b>2-6 NOVEMBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"8-12 JUNIO"}" rowspan="1" style="text-align: center;"><span style="color: purple;"><b>9-13 NOVEMBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"8-12 JUNIO"}" rowspan="1" style="text-align: center;"><span style="color: blue;"><b>16-20 NOVEMBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"8-12 JUNIO"}" rowspan="1" style="text-align: center;"><span style="color: purple;"><b>23-27 NOVEMBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"15-19 JUNIO"}" rowspan="1" style="text-align: center;"><span style="color: blue;"><span style="color: blue;"><b>30-4 NOVEMBRE/DESEMBRE</b></span></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"15-19 JUNIO"}" rowspan="1" style="text-align: center;"><span style="color: purple;"><b>7-11 DESEMBRE</b></span></td><td colspan="15" data-sheets-value="{"1":2,"2":"15-19 JUNIO"}" rowspan="1" style="text-align: center;"><span style="color: blue;"><b>14-19 DESEMBRE</b></span></td></tr>
<tr><td colspan="2" data-sheets-value="{"1":2,"2":"GRUPO"}" rowspan="1">GRUPO</td><td data-sheets-value="{"1":2,"2":"ALUMNO"}" style="text-align: center;"><span style="color: blue;">GeH</span></td><td data-sheets-value="{"1":2,"2":"LCL"}" style="text-align: center;"><span style="color: blue;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}" style="text-align: center;"><span style="color: blue;">REL</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}" style="text-align: center;"><span style="color: blue;">MUS</span></td><td data-sheets-value="{"1":2,"2":"GEH"}" style="text-align: center;"><span style="color: blue;">VLL</span></td><td data-sheets-value="{"1":2,"2":"BYG"}" style="text-align: center;"><span style="color: blue;">CLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}" style="text-align: center;"><span style="color: blue;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EF"}" style="text-align: center;"><span style="color: blue;">ByG</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}" style="text-align: center;"><span style="color: blue;">TEC</span></td><td data-sheets-value="{"1":2,"2":"MUS"}" style="text-align: center;"><span style="color: blue;">E.F</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}" style="text-align: center;"><span style="color: blue;">V.ET</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td><td background-color="c61414"" data-sheets-value="{"1":2,"2":"LCL"}" style="text-align: center;"><span style="color: purple;">GeH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}" style="text-align: center;"><span style="color: purple;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}" style="text-align: center;"><span style="color: purple;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}" style="text-align: center;"><span style="color: purple;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}" style="text-align: center;"><span style="color: purple;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}" style="text-align: center;"><span style="color: purple;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}" style="text-align: center;"><span style="color: purple;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}" style="text-align: center;"><span style="color: purple;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}" style="text-align: center;"><span style="color: purple;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}" style="text-align: center;"><span style="color: purple;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}" style="text-align: center;"><span style="color: blue;">GyH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}" style="text-align: center;"><span style="color: blue;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}" style="text-align: center;"><span style="color: blue;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}" style="text-align: center;"><span style="color: blue;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}" style="text-align: center;"><span style="color: blue;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}" style="text-align: center;"><span style="color: blue;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}" style="text-align: center;"><span style="color: blue;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}" style="text-align: center;"><span style="color: blue;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}" style="text-align: center;"><span style="color: blue;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}" style="text-align: center;"><span style="color: blue;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMILÍA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}" style="text-align: center;"><span style="color: purple;">GyH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}" style="text-align: center;"><span style="color: purple;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}" style="text-align: center;"><span style="color: purple;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}" style="text-align: center;"><span style="color: purple;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}" style="text-align: center;"><span style="color: purple;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}" style="text-align: center;"><span style="color: purple;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}" style="text-align: center;"><span style="color: purple;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}" style="text-align: center;"><span style="color: purple;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}" style="text-align: center;"><span style="color: purple;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}" style="text-align: center;"><span style="color: purple;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMíLIA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}" style="text-align: center;"><span style="color: blue;">GyH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}" style="text-align: center;"><span style="color: blue;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}" style="text-align: center;"><span style="color: blue;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}" style="text-align: center;"><span style="color: blue;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}" style="text-align: center;"><span style="color: blue;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}" style="text-align: center;"><span style="color: blue;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}" style="text-align: center;"><span style="color: blue;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}" style="text-align: center;"><span style="color: blue;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}" style="text-align: center;"><span style="color: blue;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}" style="text-align: center;"><span style="color: blue;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}"><div style="text-align: center;">
<span class="" style="background-color: transparent; color: rgb(239 , 69 , 64);">FAMÍLIA</span></div>
</td><td data-sheets-value="{"1":2,"2":"LCL"}" style="text-align: center;"><span style="color: purple;">GyH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}" style="text-align: center;"><span style="color: purple;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}" style="text-align: center;"><span style="color: purple;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}" style="text-align: center;"><span style="color: purple;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}" style="text-align: center;"><span style="color: purple;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}" style="text-align: center;"><span style="color: purple;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}" style="text-align: center;"><span style="color: purple;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}" style="text-align: center;"><span style="color: purple;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}" style="text-align: center;"><span style="color: purple;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}" style="text-align: center;"><span style="color: purple;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}" style="text-align: center;"><span style="color: blue;">GyH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}" style="text-align: center;"><span style="color: blue;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}" style="text-align: center;"><span style="color: blue;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}" style="text-align: center;"><span style="color: blue;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}" style="text-align: center;"><span style="color: blue;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}" style="text-align: center;"><span style="color: blue;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}" style="text-align: center;"><span style="color: blue;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}" style="text-align: center;"><span style="color: blue;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}" style="text-align: center;"><span style="color: blue;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}" style="text-align: center;"><span style="color: blue;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}" style="text-align: center;"><span style="color: purple;">GyH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}" style="text-align: center;"><span style="color: purple;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}" style="text-align: center;"><span style="color: purple;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}" style="text-align: center;"><span style="color: purple;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}" style="text-align: center;"><span style="color: purple;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}" style="text-align: center;"><span style="color: purple;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}" style="text-align: center;"><span style="color: purple;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}" style="text-align: center;"><span style="color: purple;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}" style="text-align: center;"><span style="color: purple;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}" style="text-align: center;"><span style="color: purple;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}" style="text-align: center;"><span style="color: blue;">GyH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}" style="text-align: center;"><span style="color: blue;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}" style="text-align: center;"><span style="color: blue;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}" style="text-align: center;"><span style="color: blue;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}" style="text-align: center;"><span style="color: blue;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}" style="text-align: center;"><span style="color: blue;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}" style="text-align: center;"><span style="color: blue;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}" style="text-align: center;"><span style="color: blue;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}" style="text-align: center;"><span style="color: blue;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}" style="text-align: center;"><span style="color: blue;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}"><span style="color: purple;">GyH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}"><span style="color: purple;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}"><span style="color: purple;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}"><span style="color: purple;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}"><span style="color: purple;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}"><span style="color: purple;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}"><span style="color: purple;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}"><span style="color: purple;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}"><span style="color: purple;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}"><span style="color: purple;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}"><span style="color: purple;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}"><span style="color: blue;">GyH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}"><span style="color: blue;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}"><span style="color: blue;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}"><span style="color: blue;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}"><span style="color: blue;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}"><span style="color: blue;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}"><span style="color: blue;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}"><span style="color: blue;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}"><span style="color: blue;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}"><span style="color: blue;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}"><span style="color: blue;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}"><span style="color: purple;">GyH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}"><span style="color: purple;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}"><span style="color: purple;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}"><span style="color: purple;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}"><span style="color: purple;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}"><span style="color: purple;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}"><span style="color: purple;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}"><span style="color: purple;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}"><span style="color: purple;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}"><span style="color: purple;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}"><span style="color: purple;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">GyH</span></span></span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">ANG</span></span></span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">REL</span></span></span></td><td data-sheets-value="{"1":2,"2":"GEH"}"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">MUS</span></span></span></td><td data-sheets-value="{"1":2,"2":"BYG"}"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">VLL</span></span></span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">CLL</span></span></span></td><td data-sheets-value="{"1":2,"2":"EF"}"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">MAT</span></span></span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">ByG</span></span></span></td><td data-sheets-value="{"1":2,"2":"MUS"}"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">TEC</span></span></span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">E.F</span></span></span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">INF</span></span></span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">FRA</span></span></span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">xxx</span></span></span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;"><span style="color: blue;"><span style="color: purple;">xxx</span></span></span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}"><span style="color: purple;">GyH</span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}"><span style="color: purple;">ANG</span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}"><span style="color: purple;">REL</span></td><td data-sheets-value="{"1":2,"2":"GEH"}"><span style="color: purple;">MUS</span></td><td data-sheets-value="{"1":2,"2":"BYG"}"><span style="color: purple;">VLL</span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}"><span style="color: purple;">CLL</span></td><td data-sheets-value="{"1":2,"2":"EF"}"><span style="color: purple;">MAT</span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}"><span style="color: purple;">ByG</span></td><td data-sheets-value="{"1":2,"2":"MUS"}"><span style="color: purple;">TEC</span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}"><span style="color: purple;">E.F</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}"><span style="color: purple;">INF</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">FRA</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: purple;">xxx</span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td><td data-sheets-value="{"1":2,"2":"LCL"}"><span style="color: blue;"><span style="color: purple;">GyH</span></span></td><td data-sheets-value="{"1":2,"2":"MAT (ISABEL)"}"><span style="color: blue;"><span style="color: purple;">ANG</span></span></td><td data-sheets-value="{"1":2,"2":"MAT (INÉS)"}"><span style="color: blue;"><span style="color: purple;">REL</span></span></td><td data-sheets-value="{"1":2,"2":"GEH"}"><span style="color: blue;"><span style="color: purple;">MUS</span></span></td><td data-sheets-value="{"1":2,"2":"BYG"}"><span style="color: blue;"><span style="color: purple;">VLL</span></span></td><td data-sheets-value="{"1":2,"2":"INGLÉS"}"><span style="color: blue;"><span style="color: purple;">CLL</span></span></td><td data-sheets-value="{"1":2,"2":"EF"}"><span style="color: blue;"><span style="color: purple;">MAT</span></span></td><td data-sheets-value="{"1":2,"2":"EPVYA"}"><span style="color: blue;"><span style="color: purple;">ByG</span></span></td><td data-sheets-value="{"1":2,"2":"MUS"}"><span style="color: blue;"><span style="color: purple;">TEC</span></span></td><td data-sheets-value="{"1":2,"2":"FRANCÉS/REF"}"><span style="color: blue;"><span style="color: purple;">E.F</span></span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}"><span style="color: blue;"><span style="color: purple;">INF</span></span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;"><span style="color: purple;">FRA</span></span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;"><span style="color: purple;">xxx</span></span></td><td data-sheets-value="{"1":2,"2":"REL/VE"}" style="text-align: center;"><span style="color: blue;"><span style="color: purple;">xxx</span></span></td><td data-sheets-value="{"1":2,"2":"COMUNICADO FAMILIA"}" style="text-align: center;"><span class="" style="color: rgb(239 , 69 , 64);">COMUNICAT FAMÍLIA</span></td></tr>
<tr><td colspan="1" data-sheets-value="{"1":2,"2":"1º ESO A"}" rowspan="17"><div>
1r ESO A</div>
</td><td 5px="border" background-color:="218, 218, 236" blue="" border:="1711e8" data-sheets-value="{"1":2,"2":"A"}" f00="" solid="blue">A ALUMNO</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td data-sheets-value="{"1":2,"2":"A"}">A</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
<tr><td colspan="1" data-sheets-value="{"1":2,"2":"1º ESO B"}" rowspan="17"><div>
<br /></div>
</td><td data-sheets-value="{"1":2,"2":"B"}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td><br /></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td><br /></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td data-sheets-value="{"1":4,"4":0}"><br /></td></tr>
</tbody></table>
Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-10124367763182486022019-12-20T06:30:00.001+01:002019-12-20T06:34:02.176+01:00Economía circular<div class="resize-sensor" dir="ltr" style="max-width: 100%; overflow: hidden; position: absolute; visibility: hidden; z-index: -1;">
<div class="resize-sensor-expand" style="max-width: 100%; overflow: hidden; position: absolute; visibility: hidden; z-index: -1;">
<div style="height: 590px; left: 0px; position: absolute; top: 0px; transition: all 0s ease 0s; width: 990px;">
</div>
<iframe allowfullscreen="true" allownetworking="all" allowscriptaccess="always" frameborder="0" height="580px" scrolling="yes" src="https://view.genial.ly/5df76a13e82d5c0f6858e36f" style="height: 100%; left: 0; position: absolute; top: 0; width: 100%;" type="text/html" width="980px"></iframe>
</div>
<div class="resize-sensor-shrink" style="max-width: 100%; overflow: hidden; position: absolute; visibility: hidden; z-index: -1;">
<div style="height: 200%; left: 0px; position: absolute; top: 0px; transition: all 0s ease 0s; width: 200%;">
</div>
</div>
</div>
<div class="provider-container">
<div class="router-container">
<div class="pre-container">
<div class="genially-view-menu-action">
</div>
<div class="genially-view-navigation-actions-container genially-view-without-option-button genially-view-no-in-autopagination-and-without-option-button genially-view-with-pagination">
<div class="genially-view-navigation-actions" id="all-genially-view-navigation-actions-5df76a13e82d5c0f6858e36f">
</div>
</div>
<div class="genially-view-background_audio_notice-container">
</div>
<div class="genially-view-route genially-view-route-hidden-scroll">
<div class="pt-slide-current notransition-in" id="zoom-wrapper-5df77667a906a80f4bb0d30f">
<div class="genially-view-sketch-field-slide-container">
<div class="genially-view-slide-container">
</div>
<div class="genially-view-slide" id="5df77667a906a80f4bb0d30f" style="background-color: rgb(241 , 229 , 203); border-color: rgb(241 , 229 , 203); border-style: solid; border-width: 1px; height: 580px; overflow: hidden; position: relative; transform-origin: 0px 0px 0px; transform: translatex(0px) translatey(0px) translatez(0px) scale(1); visibility: visible; width: 980px;">
<div class="genially-view-slide-wrapper-transform">
<div style="background-color: rgb(241 , 229 , 203); background-image: url("https://genially.blob.core.windows.net/genially/backgroundStandard.png"); background-position: 0px 0px; background-repeat: no-repeat; background-size: 980px 580px; height: 100%; opacity: 1; width: 100%;">
<a href="https://elpais.com/sociedad/2019/12/17/actualidad/1576601430_782334.html?ssm=TW_CC" target="_blank">https://elpais.com/sociedad/2019/12/17/actualidad/1576601430_782334.html?ssm=TW_CC</a></div>
<div class="small-buzz-hover infinite vel3" id="genially-animated-5df77fd4b0893a0f51ff1079" style="height: 74.5312px; left: 325.877px; position: absolute; top: 275.494px; width: 22.7969px; z-index: 51;">
<div class="genially-view-absolute">
<div class="genially-view-cursor-pointer">
<img alt="" class="genially-view-image " data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77fd4b0893a0f51ff1079" src="https://s3.eu-west-1.amazonaws.com/genial.ly/575edf54f095e62d685fd306/8b36498d-2049-43e3-b1c3-d97235a202b9.png" style="height: 74.5312px; opacity: 1; width: 22.7969px;" /></div>
</div>
</div>
<div class="small-buzz-hover infinite vel3" id="genially-animated-5df77fd4b0893a0f51ff107a" style="height: 224.594px; left: 261.903px; position: absolute; top: 294.005px; width: 404.641px; z-index: 52;">
<div class="genially-view-absolute">
<div class="genially-view-cursor-pointer">
<img alt="" class="genially-view-image " data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77fd4b0893a0f51ff107a" src="https://s3.eu-west-1.amazonaws.com/genial.ly/575edf54f095e62d685fd306/ea2cae0c-460e-41f3-8a49-59a2d9333a30.png" style="height: 224.594px; opacity: 1; width: 404.641px;" /></div>
</div>
</div>
<div class="small-buzz-hover infinite vel3" id="genially-animated-5df77fd4b0893a0f51ff107b" style="height: 73.7031px; left: 440.064px; position: absolute; top: 406.321px; width: 106.609px; z-index: 53;">
<div class="genially-view-absolute">
<div class="genially-view-cursor-pointer">
<img alt="" class="genially-view-image " data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77fd4b0893a0f51ff107b" src="https://s3.eu-west-1.amazonaws.com/genial.ly/575edf54f095e62d685fd306/8a8a1083-1e41-4030-96b2-7417704dc651.png" style="height: 73.7031px; opacity: 1; width: 106.609px;" /></div>
</div>
</div>
<div class="small-buzz-hover infinite vel3" id="genially-animated-5df77fd4b0893a0f51ff107e" style="height: 124.75px; left: 354.09px; position: absolute; top: 158.623px; width: 42.1719px; z-index: 56;">
<div class="genially-view-absolute">
<div class="genially-view-cursor-pointer">
<img alt="" class="genially-view-image " data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77fd4b0893a0f51ff107e" src="https://s3.eu-west-1.amazonaws.com/genial.ly/575edf54f095e62d685fd306/ee80e2ce-2d7f-4ac1-af34-7604384b3e76.png" style="height: 124.75px; opacity: 1; width: 42.1719px;" /></div>
</div>
</div>
<div class="small-buzz-hover infinite vel3" id="genially-animated-5df77fd4b0893a0f51ff1081" style="height: 116.703px; left: 487.235px; position: absolute; top: 225.708px; width: 93.0781px; z-index: 59;">
<div class="genially-view-absolute">
<div class="genially-view-cursor-pointer">
<img alt="" class="genially-view-image " data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77fd4b0893a0f51ff1081" src="https://s3.eu-west-1.amazonaws.com/genial.ly/575edf54f095e62d685fd306/e588c7d2-12f0-4e64-8ec9-360a57130fb8.png" style="height: 116.703px; opacity: 1; width: 93.0781px;" /></div>
</div>
</div>
<div class="small-buzz-hover infinite vel3" id="genially-animated-5df77fd4b0893a0f51ff107f" style="height: 146.688px; left: 432.236px; position: absolute; top: 312.754px; width: 103.172px; z-index: 57;">
<div class="genially-view-absolute">
<div class="genially-view-cursor-pointer">
<img alt="" class="genially-view-image " data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77fd4b0893a0f51ff107f" src="https://s3.eu-west-1.amazonaws.com/genial.ly/575edf54f095e62d685fd306/0c52c9e1-3caf-4e35-8bb5-e6a777f48671.png" style="height: 146.688px; opacity: 1; width: 103.172px;" /></div>
</div>
</div>
<div class="small-buzz-hover infinite vel3" id="genially-animated-5df77fd4b0893a0f51ff107c" style="height: 101.156px; left: 548.802px; position: absolute; top: 254.494px; width: 98.0469px; z-index: 54;">
<div class="genially-view-absolute">
<div class="genially-view-cursor-pointer">
<img alt="" class="genially-view-image " data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77fd4b0893a0f51ff107c" src="https://s3.eu-west-1.amazonaws.com/genial.ly/575edf54f095e62d685fd306/d9dcb09b-fbc4-48e5-979a-4292257b1d60.png" style="height: 101.156px; opacity: 1; width: 98.0469px;" /></div>
</div>
</div>
<div class="" id="genially-animated-5df77fd4b0893a0f51ff107d" style="height: 162.688px; left: 387.255px; position: absolute; top: 151.802px; width: 104.312px; z-index: 55;">
<div class="genially-view-absolute">
<img alt="" class="genially-view-image " data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77fd4b0893a0f51ff107d" src="https://s3.eu-west-1.amazonaws.com/genial.ly/575edf54f095e62d685fd306/9eb69882-80a2-4c58-aca7-dc92c6d6b572.png" style="height: 162.688px; opacity: 1; width: 104.312px;" /></div>
</div>
<div class="small-buzz-hover infinite vel3" id="genially-animated-5df77fd4b0893a0f51ff1080" style="height: 159.234px; left: 418.596px; position: absolute; top: 171.938px; width: 116.766px; z-index: 58;">
<div class="genially-view-absolute">
<div class="genially-view-cursor-pointer">
<img alt="" class="genially-view-image " data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77fd4b0893a0f51ff1080" src="https://s3.eu-west-1.amazonaws.com/genial.ly/575edf54f095e62d685fd306/f3f04df2-f1ce-43f4-a39c-2ad42005d16b.png" style="height: 159.234px; opacity: 1; width: 116.766px;" /></div>
</div>
</div>
<div class="small-buzz-hover infinite vel3" id="genially-animated-5df77fd4b0893a0f51ff1082" style="height: 42.5px; left: 261.896px; position: absolute; top: 518.637px; width: 402.078px; z-index: 60;">
<div class="genially-view-absolute">
<img alt="" class="genially-view-image " data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77fd4b0893a0f51ff1082" src="https://s3.eu-west-1.amazonaws.com/genial.ly/575edf54f095e62d685fd306/382502c9-fd26-44f8-9613-8ccde71217c1.png" style="height: 42.5px; opacity: 1; width: 402.078px;" /></div>
</div>
<div class="" id="genially-animated-5df77667a906a80f4bb0d31f" style="height: 41.7344px; left: 914px; position: absolute; top: 170.852px; width: 41.7344px; z-index: 34;">
<div class="genially-view-svg-container">
<div class="genially-view-cursor-pointer">
<div class="genially-view-svg" data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77667a906a80f4bb0d31f" style="height: 41.7344px; opacity: 1;">
<svg viewbox="0 0 100 100" xml:space="preserve" xmlns="http://www.w3.org/2000/svg">
<circle class="rounded-pulse-button" cx="50%" cy="50%" r="50%"></circle>
<circle class="rounded-pulse-button-x color1" cx="50%" cy="50%" r="32%" style="fill: rgb(105, 54, 93);"></circle>
<path class="color2" d="M53.5,49.6l6.9-6.9c1-1,1-2.6,0-3.5c-1-1-2.6-1-3.5,0L50,46.1l-6.9-6.9c-1-1-2.6-1-3.5,0c-1,1-1,2.6,0,3.5l6.9,6.9l-6.9,6.9c-1,1-1,2.6,0,3.5c0.5,0.5,1.1,0.7,1.8,0.7s1.3-0.2,1.8-0.7l6.9-6.9l6.9,6.9c0.5,0.5,1.1,0.7,1.8,0.7s1.3-0.2,1.8-0.7c1-1,1-2.6,0-3.5L53.5,49.6z" style="fill: #ffffff; pointer-events: none;"></path>
</svg>
<style>
.rounded-pulse-button {
transform-origin: 50% 50%;
fill:#B7B7B7;
opacity:0.5;
animation: rounded-pulse-button 3s cubic-bezier(.4,0,.4,1) infinite;
}
.rounded-pulse-button-x {
fill:#a561d6;
transform-origin: 50% 50%;
transition: transform 0.4s cubic-bezier(.4,0,.2,1);
}
.rounded-pulse-button-x:hover {
transform:scale(1.25);
transform-origin: 50% 50%;
transition: transform 0.4s cubic-bezier(.4,0,.2,1);
}
.rounded-pulse-button-x:active {
transform:scale(0.9);
transform-origin: 50% 50%;
transition: transform 0.1s;
}
@keyframes rounded-pulse-button {
0%,100% {
transform:scale(1);
}
50% {
transform:scale(0.8);
}
}
</style></div>
</div>
</div>
</div>
<div class="" id="genially-animated-5df77667a906a80f4bb0d320" style="height: 395.969px; left: 705.117px; position: absolute; top: 154.761px; width: 263.031px; z-index: 30;">
<div class="genially-view-svg-container">
<div class="genially-view-svg" data-disable-titles="1" data-genially-id="5df76a13e82d5c0f6858e36f" data-title="" id="5df77667a906a80f4bb0d320" style="height: 395.969px; opacity: 1;">
<svg height="100%" overflow="hidden" preserveaspectratio="none" width="100%" x="0px" xml:space="preserve" xmlns="http://www.w3.org/2000/svg" y="0px"><rect class="color1" height="100%" style="fill: rgba(105, 54, 93, 0.98);" width="100%"></rect></svg></div>
</div>
</div>
<div class="" id="genially-animated-5df77667a906a80f4bb0d31e" style="height: 51px; left: 196.78px; position: absolute; top: 78.0451px; width: 579.969px; z-index: 49;">
<div class="genially-view-text text-align-left genially-view-text-indent-list-v4" data-genially-id="5df76a13e82d5c0f6858e36f" id="5df77667a906a80f4bb0d31e" style="color: rgb(35 , 35 , 35); font-family: "nceqtkqigegrkybwdyprrbss_customgenially"; font-size: 50px; height: 51px; letter-spacing: -1px; line-height: 1.03; opacity: 1; overflow-wrap: break-word; position: absolute; width: 579.969px; z-index: 49;">
<span style="color: #69365d; font-weight: bold;">ECONOMÍA CIRCULAR</span></div>
</div>
<div class="" id="genially-animated-5df77667a906a80f4bb0d31a" style="height: 24px; left: 752.938px; position: absolute; top: 230.484px; width: 175.469px; z-index: 32;">
<div class="genially-view-text text-align-center genially-view-text-indent-list-v4" data-genially-id="5df76a13e82d5c0f6858e36f" id="5df77667a906a80f4bb0d31a" style="color: rgb(35 , 35 , 35); font-family: "vuw7nkd5ocneggaoplowfyxe_customgenially"; font-size: 26px; height: 24px; line-height: 0.93; opacity: 1; overflow-wrap: break-word; position: absolute; width: 175.469px; z-index: 32;">
<span style="color: white;">Bicicleta</span></div>
</div>
<div class="" id="genially-animated-5df77667a906a80f4bb0d31c" style="height: 264px; left: 725.615px; position: absolute; top: 272.422px; width: 230.125px; z-index: 33;">
<div class="genially-view-text text-align-center genially-view-text-indent-list-v4" data-genially-id="5df76a13e82d5c0f6858e36f" id="5df77667a906a80f4bb0d31c" style="color: rgb(35 , 35 , 35); font-family: "ibbyr5hczjs8eozpnjp7vdms_customgenially"; font-size: 20px; height: 264px; line-height: 1.23; opacity: 1; overflow-wrap: break-word; position: absolute; width: 230.125px; z-index: 33;">
<div>
<span style="color: white;">Los trabajadores holandeses que vayan al trabajo en bicicleta pueden reclamar a su empresa 0,19 euros por kilómetro. Francia ya puso en marcha este incentivo en 2014, pero con una cantidad máxima a recibir de 200 euros anuales.</span></div>
</div>
</div>
<div class="" id="genially-animated-5df799d6c0951e0f50e427b2" style="height: 37px; left: 242.414px; position: absolute; top: 39.2187px; width: 443.594px; z-index: 61;">
<div class="genially-view-text text-align-center genially-view-text-indent-list-v4" data-genially-id="5df76a13e82d5c0f6858e36f" id="5df799d6c0951e0f50e427b2" style="color: rgb(35 , 35 , 35); font-family: "nceqtkqigegrkybwdyprrbss_customgenially"; font-size: 36px; height: 37px; letter-spacing: 1px; line-height: 1.03; opacity: 1; overflow-wrap: break-word; position: absolute; width: 443.594px; z-index: 61;">
<span style="color: rgb(105 , 54 , 93); font-weight: 700;">EL FOROFO de la</span></div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<div class="genially-view-out-rich-contents">
</div>
<div class="notification-container notification-container-empty">
</div>
</div>
</div>
<div class="ReactModalPortal">
</div>
Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-22122608021528911292019-11-14T07:53:00.000+01:002019-11-14T07:56:55.565+01:00Marina Alta<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-n6rmQpsPeko/Xcz5_-zK5TI/AAAAAAAAOWg/dC8UCdqYPY4eiQY19MVLL24vM8GkHiTAQCLcBGAsYHQ/s1600/poster%2Bproyecto%2B2%2Brelieve.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="711" data-original-width="1056" src="https://1.bp.blogspot.com/-n6rmQpsPeko/Xcz5_-zK5TI/AAAAAAAAOWg/dC8UCdqYPY4eiQY19MVLL24vM8GkHiTAQCLcBGAsYHQ/s1600/poster%2Bproyecto%2B2%2Brelieve.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-70392121112708519462019-08-05T18:59:00.001+02:002019-11-11T18:21:53.798+01:00nn<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-50M0-HWZd6c/XcUAgUhacqI/AAAAAAAAOUk/UPAhM7k07IQHXDeDu4AW025tJpfjBdGswCLcBGAsYHQ/s1600/Mapa-Marina-MENUT.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1004" data-original-width="1400" src="https://1.bp.blogspot.com/-50M0-HWZd6c/XcUAgUhacqI/AAAAAAAAOUk/UPAhM7k07IQHXDeDu4AW025tJpfjBdGswCLcBGAsYHQ/s1600/Mapa-Marina-MENUT.png" /></a></div>
n
<br />
<div style="width: 100%;">
<div style="height: 0; padding-bottom: 56.25%; padding-top: 0; position: relative;">
<iframe allowfullscreen="true" allownetworking="all" allowscriptaccess="always" frameborder="0" height="675px" scrolling="yes" src="https://view.genial.ly/5ccc5effdecf900f57fcc098" style="height: 100%; left: 0; position: absolute; top: 0; width: 100%;" type="text/html" width="1200px"></iframe> </div>
</div>
Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-71266889552071822992019-07-12T15:17:00.002+02:002019-07-24T11:59:22.432+02:00jjjjjj TIEMPO DE AULA<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-SqTjYg7-_fU/XTgn2i6PbSI/AAAAAAAAOI4/-eEy8Mq9DwYt2niLJBrFcuT9Z4G26awqwCLcBGAs/s1600/adult-chart-close-up-1043514.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1401" data-original-width="1600" height="280" src="https://1.bp.blogspot.com/-SqTjYg7-_fU/XTgn2i6PbSI/AAAAAAAAOI4/-eEy8Mq9DwYt2niLJBrFcuT9Z4G26awqwCLcBGAs/s320/adult-chart-close-up-1043514.jpg" width="320" /></a></div>
<br />
colaboración docente<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-66RL7ZB86gM/XTgnFSSXKdI/AAAAAAAAOIs/mEV4WBYK96Iys_TAdaYTKHELDRRTHAv8wCLcBGAs/s1600/CONCLUSIONES%2BY%2BPROPUESTAS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="839" data-original-width="1000" height="268" src="https://1.bp.blogspot.com/-66RL7ZB86gM/XTgnFSSXKdI/AAAAAAAAOIs/mEV4WBYK96Iys_TAdaYTKHELDRRTHAv8wCLcBGAs/s320/CONCLUSIONES%2BY%2BPROPUESTAS.jpg" width="320" /></a></div>
<br />
catedra<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-eMPkC4uRJL4/XTgmdDmD91I/AAAAAAAAOIg/3_Q3mt17LUYiJ6Z2q-PrQ44Da-Grp7tUgCLcBGAs/s1600/catedra%2Binteruniv.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="251" data-original-width="943" height="85" src="https://1.bp.blogspot.com/-eMPkC4uRJL4/XTgmdDmD91I/AAAAAAAAOIg/3_Q3mt17LUYiJ6Z2q-PrQ44Da-Grp7tUgCLcBGAs/s320/catedra%2Binteruniv.png" width="320" /></a></div>
<br />
radio 1<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-isCzI_X3c6g/XTgiRQcagMI/AAAAAAAAOIA/RUHj_WhtirwgUoi4jdhfItUrQeffKDIEQCLcBGAs/s1600/RADIO.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="174" data-original-width="200" src="https://1.bp.blogspot.com/-isCzI_X3c6g/XTgiRQcagMI/AAAAAAAAOIA/RUHj_WhtirwgUoi4jdhfItUrQeffKDIEQCLcBGAs/s1600/RADIO.png" /></a></div>
<br />
<br />
radio 2<br />
<br />
<br />
app<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-NrY_3_tZaYk/XTgaPert8iI/AAAAAAAAOH0/p6iid9jhgU84pnLN2I32OF5khrVuG6NvwCLcBGAs/s1600/apps%2Btransparente.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="691" data-original-width="936" height="147" src="https://1.bp.blogspot.com/-NrY_3_tZaYk/XTgaPert8iI/AAAAAAAAOH0/p6iid9jhgU84pnLN2I32OF5khrVuG6NvwCLcBGAs/s200/apps%2Btransparente.png" width="200" /></a></div>
<br />
lista reproducción<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-AFS_JL-vKMk/XTgXV2kDL5I/AAAAAAAAOHo/tPe4sbpnj_0Z3EChlQWpyS1vQ4uwuIZ4wCLcBGAs/s1600/lista%2Breproducci%25C3%25B3n.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="539" data-original-width="804" height="214" src="https://1.bp.blogspot.com/-AFS_JL-vKMk/XTgXV2kDL5I/AAAAAAAAOHo/tPe4sbpnj_0Z3EChlQWpyS1vQ4uwuIZ4wCLcBGAs/s320/lista%2Breproducci%25C3%25B3n.png" width="320" /></a></div>
<br />
<br />
<br />
<br />
tasques<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-7KIK5LWU_jM/XTgM25qCZDI/AAAAAAAAOHc/rqohMSkq7k0i7ILkgUGX6EdNUqNa5zmSwCLcBGAs/s1600/tipus%2Bde%2Bfonts.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="283" data-original-width="833" src="https://1.bp.blogspot.com/-7KIK5LWU_jM/XTgM25qCZDI/AAAAAAAAOHc/rqohMSkq7k0i7ILkgUGX6EdNUqNa5zmSwCLcBGAs/s1600/tipus%2Bde%2Bfonts.png" /></a></div>
<br />
carpetas<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-Me91IUNa2-M/XTgI3zrL33I/AAAAAAAAOHU/DXLMCfBCpE05O8mkSP_LjZOV7N2UsibsgCEwYBhgL/s1600/carpetas%2Bdrive.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="405" data-original-width="801" src="https://1.bp.blogspot.com/-Me91IUNa2-M/XTgI3zrL33I/AAAAAAAAOHU/DXLMCfBCpE05O8mkSP_LjZOV7N2UsibsgCEwYBhgL/s1600/carpetas%2Bdrive.png" /></a></div>
<br />
colaborar<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-pOvT51ctZFw/XTgC4tOzkkI/AAAAAAAAOGg/kYDZgKiPpMEZIsVR_qMoTff-EnH_HVfvgCLcBGAs/s1600/alumnos%2Bintef%2Btransp%2Bgrupo%2B-%2Bcopia.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="320" data-original-width="233" height="200" src="https://1.bp.blogspot.com/-pOvT51ctZFw/XTgC4tOzkkI/AAAAAAAAOGg/kYDZgKiPpMEZIsVR_qMoTff-EnH_HVfvgCLcBGAs/s200/alumnos%2Bintef%2Btransp%2Bgrupo%2B-%2Bcopia.png" width="145" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-C3er-pdoGOg/XTgAKAEZTKI/AAAAAAAAOGQ/-UhLODEgvxcAq3nXdaGZ0sK2AJR01uBCgCLcBGAs/s1600/soluciones.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="121" data-original-width="160" height="151" src="https://1.bp.blogspot.com/-C3er-pdoGOg/XTgAKAEZTKI/AAAAAAAAOGQ/-UhLODEgvxcAq3nXdaGZ0sK2AJR01uBCgCLcBGAs/s200/soluciones.jpg" width="200" /></a></div>
<br />
flipped<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-EaJ59YqnI0w/XTgDgKQFVhI/AAAAAAAAOGo/3Ur3CaHZWmkDKh91FubaIaYHqvPJaY71ACLcBGAs/s1600/flipped.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="183" data-original-width="275" src="https://1.bp.blogspot.com/-EaJ59YqnI0w/XTgDgKQFVhI/AAAAAAAAOGo/3Ur3CaHZWmkDKh91FubaIaYHqvPJaY71ACLcBGAs/s1600/flipped.jpg" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-rGOBVmV51Kk/XTf_-lWqoHI/AAAAAAAAOGI/6nk2YlHnAOwIntETYbG5mJJPebUSOONSQCLcBGAs/s1600/Flipped%2Bcon%2Balumnos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="213" data-original-width="320" height="133" src="https://1.bp.blogspot.com/-rGOBVmV51Kk/XTf_-lWqoHI/AAAAAAAAOGI/6nk2YlHnAOwIntETYbG5mJJPebUSOONSQCLcBGAs/s200/Flipped%2Bcon%2Balumnos.jpg" width="200" /></a></div>
<br />
rúbrica <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-kRwAENcumiM/XTf_0xFvo1I/AAAAAAAAOGE/d_Fi0c-ZPcYmO6uevQFsl3MqfmEQpNxnACLcBGAs/s1600/rubrica-copy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="612" data-original-width="1020" height="192" src="https://1.bp.blogspot.com/-kRwAENcumiM/XTf_0xFvo1I/AAAAAAAAOGE/d_Fi0c-ZPcYmO6uevQFsl3MqfmEQpNxnACLcBGAs/s320/rubrica-copy.jpg" width="320" /></a></div>
<br />
abp<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-XRLVKtpVyDU/XTf_gEZ9kEI/AAAAAAAAOF8/HYXH_WDlxUsMxghf5kn7xwGL60xdWJwzwCLcBGAs/s1600/abp.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="423" height="188" src="https://1.bp.blogspot.com/-XRLVKtpVyDU/XTf_gEZ9kEI/AAAAAAAAOF8/HYXH_WDlxUsMxghf5kn7xwGL60xdWJwzwCLcBGAs/s200/abp.png" width="200" /></a></div>
<br />
alumnado en clase<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-YlziRgCN8v8/XTf1cyBTveI/AAAAAAAAOFw/KSyRcRk79bE_pXcG7qtOOf-A021qCW3ZQCLcBGAs/s1600/PORTADA%2B1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="535" data-original-width="641" height="331" src="https://1.bp.blogspot.com/-YlziRgCN8v8/XTf1cyBTveI/AAAAAAAAOFw/KSyRcRk79bE_pXcG7qtOOf-A021qCW3ZQCLcBGAs/s400/PORTADA%2B1.png" width="400" /></a></div>
app<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-yFUem_Nkmf8/XTf0kgxaz4I/AAAAAAAAOFk/2MXAnVbVTHkIB8b41p5ohPwd1SZ_WklGQCLcBGAs/s1600/APP%2BCONTAR%2BHISTORIAS%2BSIN%2BTTULO.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="421" data-original-width="690" height="195" src="https://1.bp.blogspot.com/-yFUem_Nkmf8/XTf0kgxaz4I/AAAAAAAAOFk/2MXAnVbVTHkIB8b41p5ohPwd1SZ_WklGQCLcBGAs/s320/APP%2BCONTAR%2BHISTORIAS%2BSIN%2BTTULO.png" width="320" /></a></div>
<br />
arcgis<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-4ah2LFQ-0L8/XTf0DsVHPQI/AAAAAAAAOFY/h4C-hQPcSx0IDveJ6l4QmVWit56tXBHowCLcBGAs/s1600/arcgis%2Bon%2Bline%2Blogo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="138" data-original-width="365" height="120" src="https://1.bp.blogspot.com/-4ah2LFQ-0L8/XTf0DsVHPQI/AAAAAAAAOFY/h4C-hQPcSx0IDveJ6l4QmVWit56tXBHowCLcBGAs/s320/arcgis%2Bon%2Bline%2Blogo.png" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-gXYOs5weKeE/XTfz1WHtg6I/AAAAAAAAOFU/kQ9By2NKFkMULNlGO3Jc6u87HR9D1y_VACLcBGAs/s1600/arcgis%2Bon%2Bline%2Blogo%2Btranp.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="184" data-original-width="519" height="113" src="https://1.bp.blogspot.com/-gXYOs5weKeE/XTfz1WHtg6I/AAAAAAAAOFU/kQ9By2NKFkMULNlGO3Jc6u87HR9D1y_VACLcBGAs/s320/arcgis%2Bon%2Bline%2Blogo%2Btranp.png" width="320" /></a></div>
<br />
alumnadommmmmmmmmmmmmmmmmmm<br />
COÑOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOO<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-ey8R3RYPGJ8/XTfxv13mUBI/AAAAAAAAOFI/sX4f3SO457o5DSZvGvz3OL5JJBlFb5AiACLcBGAs/s1600/alumnos%2Bintef%2Btransparente%2BPEQUE%25C3%2591A.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="178" data-original-width="320" src="https://1.bp.blogspot.com/-ey8R3RYPGJ8/XTfxv13mUBI/AAAAAAAAOFI/sX4f3SO457o5DSZvGvz3OL5JJBlFb5AiACLcBGAs/s1600/alumnos%2Bintef%2Btransparente%2BPEQUE%25C3%2591A.png" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-7ro2qJ5WOnU/XSrEHMuUhWI/AAAAAAAAODM/MNERcV33al0h6RtgePB7vNVGJhSfB1stQCLcBGAs/s1600/PORTADA%2BCOMPLETA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" src="https://1.bp.blogspot.com/-7ro2qJ5WOnU/XSrEHMuUhWI/AAAAAAAAODM/MNERcV33al0h6RtgePB7vNVGJhSfB1stQCLcBGAs/s1600/PORTADA%2BCOMPLETA.png" /></a></div>
mmmmm<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-O641WutJw0s/XSrCrrbPT-I/AAAAAAAAODA/iX14LW726jQ4ThhtuZMmvSTqp2oIVcBCgCLcBGAs/s1600/PORTADA%2BCOMPLETA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" src="https://1.bp.blogspot.com/-O641WutJw0s/XSrCrrbPT-I/AAAAAAAAODA/iX14LW726jQ4ThhtuZMmvSTqp2oIVcBCgCLcBGAs/s1600/PORTADA%2BCOMPLETA.png" /></a></div>
mmmmmm<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-70z2Ty7xi6c/XSrBwfQZpMI/AAAAAAAAOC4/CrQVw0Ysk5gzMSi4EoQznYAeTixUDzadwCLcBGAs/s1600/PORTADA%2BCOMPLETA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="642" data-original-width="856" src="https://1.bp.blogspot.com/-70z2Ty7xi6c/XSrBwfQZpMI/AAAAAAAAOC4/CrQVw0Ysk5gzMSi4EoQznYAeTixUDzadwCLcBGAs/s1600/PORTADA%2BCOMPLETA.png" /></a></div>
oooo
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-Hkr65VeD7wk/XSrAq0R_Q8I/AAAAAAAAOCs/Bi7qPi5ShwgExU5lIOLUN7FUJmQ1G1VqwCLcBGAs/s1600/PORTADA%2BCOMPLETA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="642" data-original-width="856" src="https://1.bp.blogspot.com/-Hkr65VeD7wk/XSrAq0R_Q8I/AAAAAAAAOCs/Bi7qPi5ShwgExU5lIOLUN7FUJmQ1G1VqwCLcBGAs/s1600/PORTADA%2BCOMPLETA.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
kkkkkkkkkkkkkk
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-eHtkdsUCC28/XSiBjk3GjaI/AAAAAAAAOA4/EqYYM_XRBfkro93mnEPwNhy5APy7mEghQCLcBGAs/s1600/grupo%2B1%2Baxalo%2B1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="632" data-original-width="1070" src="https://1.bp.blogspot.com/-eHtkdsUCC28/XSiBjk3GjaI/AAAAAAAAOA4/EqYYM_XRBfkro93mnEPwNhy5APy7mEghQCLcBGAs/s1600/grupo%2B1%2Baxalo%2B1.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-9vBLwKdBpLU/XSiB8UVi5nI/AAAAAAAAOBA/ahfxfkNKJRMzNzRyb9h3E12LMmQxbYU7ACLcBGAs/s1600/grupo%2B1%2Baxalo%2B2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="693" data-original-width="519" src="https://1.bp.blogspot.com/-9vBLwKdBpLU/XSiB8UVi5nI/AAAAAAAAOBA/ahfxfkNKJRMzNzRyb9h3E12LMmQxbYU7ACLcBGAs/s1600/grupo%2B1%2Baxalo%2B2.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-lZGIbNWydJk/XSq_64gaUTI/AAAAAAAAOCk/taEznPRNf50wwMetg57EQ1z-7DEifpSCgCLcBGAs/s1600/PORTADA%2BCOMPLETA%2B-%2Bcopia.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">mmmmmmmkkkkkkkk<img border="0" data-original-height="417" data-original-width="556" height="240" src="https://1.bp.blogspot.com/-lZGIbNWydJk/XSq_64gaUTI/AAAAAAAAOCk/taEznPRNf50wwMetg57EQ1z-7DEifpSCgCLcBGAs/s320/PORTADA%2BCOMPLETA%2B-%2Bcopia.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-hFKDDyaWxc0/XSiCyV-nMRI/AAAAAAAAOBM/fW7bUk_BWWwTGZoAYmNZkktMAbIEtGjDQCLcBGAs/s1600/fotos%2Ben%2Bclase%2Bcon%2Bmaria.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">mmmmmmmmmmmmmmmmmmmmmmmmm<img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://1.bp.blogspot.com/-hFKDDyaWxc0/XSiCyV-nMRI/AAAAAAAAOBM/fW7bUk_BWWwTGZoAYmNZkktMAbIEtGjDQCLcBGAs/s320/fotos%2Ben%2Bclase%2Bcon%2Bmaria.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-sCZiT-VHctU/XSiFLaqWaxI/AAAAAAAAOBg/n79QGUTmkhcWVaVs6rSrNJygiHQio52eQCLcBGAs/s1600/grupo%2B2%2Baxalo%2B1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="721" data-original-width="1033" height="223" src="https://1.bp.blogspot.com/-sCZiT-VHctU/XSiFLaqWaxI/AAAAAAAAOBg/n79QGUTmkhcWVaVs6rSrNJygiHQio52eQCLcBGAs/s320/grupo%2B2%2Baxalo%2B1.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-w7-0I7L8KHE/XSiFzfuzthI/AAAAAAAAOBo/wL0NehLcgG8aKEcwJQIzS3jqssvZ38FjgCLcBGAs/s1600/grupo%2B2%2Baxalo%2B2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="732" data-original-width="1036" height="226" src="https://1.bp.blogspot.com/-w7-0I7L8KHE/XSiFzfuzthI/AAAAAAAAOBo/wL0NehLcgG8aKEcwJQIzS3jqssvZ38FjgCLcBGAs/s320/grupo%2B2%2Baxalo%2B2.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-xUdVveA04JI/XSiG6wa_igI/AAAAAAAAOB0/fdrXXIPYMi8LfnbBz2tj7OINqafgwBUjACLcBGAs/s1600/grupo%2B2%2Baxalo%2B3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="812" src="https://1.bp.blogspot.com/-xUdVveA04JI/XSiG6wa_igI/AAAAAAAAOB0/fdrXXIPYMi8LfnbBz2tj7OINqafgwBUjACLcBGAs/s1600/grupo%2B2%2Baxalo%2B3.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-5oBT6ESk94A/XSiHhqmhABI/AAAAAAAAOB8/SOBtXRznXb4vq1kpDzh-Qqyv4SK0WRsRwCLcBGAs/s1600/grupo%2B2%2Baxalo%2B4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="550" data-original-width="837" src="https://1.bp.blogspot.com/-5oBT6ESk94A/XSiHhqmhABI/AAAAAAAAOB8/SOBtXRznXb4vq1kpDzh-Qqyv4SK0WRsRwCLcBGAs/s1600/grupo%2B2%2Baxalo%2B4.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-rMJTViLzX5E/XSiH_9wrh3I/AAAAAAAAOCI/E5rWQv9p_QkzjjpTQhqO48zaj-VTmMK5wCLcBGAs/s1600/grupo%2B2%2Baxalo%2B5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="674" data-original-width="1036" src="https://1.bp.blogspot.com/-rMJTViLzX5E/XSiH_9wrh3I/AAAAAAAAOCI/E5rWQv9p_QkzjjpTQhqO48zaj-VTmMK5wCLcBGAs/s1600/grupo%2B2%2Baxalo%2B5.png" /></a></div>
mmmm
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-QPvcsNhUJys/XSiDNmm18SI/AAAAAAAAOBU/0zGxgnKbBbMLGBaWba0TEElwjYK6MfkBgCLcBGAs/s1600/IMG-1011.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://1.bp.blogspot.com/-QPvcsNhUJys/XSiDNmm18SI/AAAAAAAAOBU/0zGxgnKbBbMLGBaWba0TEElwjYK6MfkBgCLcBGAs/s320/IMG-1011.JPG" width="320" /></a></div>
<br />Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-48656034305631383552019-07-12T14:45:00.000+02:002019-07-24T09:11:42.126+02:00<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-v2OTtUIVn1c/XSh6t-OhhII/AAAAAAAAOAA/OzQpow8cbyQmu6LFsvkKXTibCsBpU0LPwCLcBGAs/s1600/grupo%2B2%2Bbenissa%2B1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="181" data-original-width="254" src="https://1.bp.blogspot.com/-v2OTtUIVn1c/XSh6t-OhhII/AAAAAAAAOAA/OzQpow8cbyQmu6LFsvkKXTibCsBpU0LPwCLcBGAs/s1600/grupo%2B2%2Bbenissa%2B1.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-rj8hOdGL9Jw/XSh735TpSYI/AAAAAAAAOAU/OxYV38hPnYsWYXDs5XaF91Q7tqccgmx8gCLcBGAs/s1600/grupo%2B2%2Bbenissa%2B2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="592" data-original-width="838" src="https://1.bp.blogspot.com/-rj8hOdGL9Jw/XSh735TpSYI/AAAAAAAAOAU/OxYV38hPnYsWYXDs5XaF91Q7tqccgmx8gCLcBGAs/s1600/grupo%2B2%2Bbenissa%2B2.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-WJbu1LGyOQE/XSh8vT43abI/AAAAAAAAOAc/OTk2X0w8JpAmVZpExtpGO-BFtruFuXcTQCLcBGAs/s1600/grupo%2B2%2Bbenissa%2B3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="679" data-original-width="522" height="320" src="https://1.bp.blogspot.com/-WJbu1LGyOQE/XSh8vT43abI/AAAAAAAAOAc/OTk2X0w8JpAmVZpExtpGO-BFtruFuXcTQCLcBGAs/s320/grupo%2B2%2Bbenissa%2B3.png" width="246" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-4Ru6b9Ylejc/XSh9LVPF6BI/AAAAAAAAOAk/1W8ltry-9E4J9_VLzPA_4r38UI9RILBzwCLcBGAs/s1600/grupo%2B2%2Bbenissa%2B4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="625" data-original-width="510" height="320" src="https://1.bp.blogspot.com/-4Ru6b9Ylejc/XSh9LVPF6BI/AAAAAAAAOAk/1W8ltry-9E4J9_VLzPA_4r38UI9RILBzwCLcBGAs/s320/grupo%2B2%2Bbenissa%2B4.png" width="261" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-juLfz4CN3pk/XSh9tuF90NI/AAAAAAAAOAs/iW3vpdeGu9UlSJeQAwznH8lKik9xyMVCgCLcBGAs/s1600/grupo%2B2%2Bbenissa%2B5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="494" data-original-width="520" height="304" src="https://1.bp.blogspot.com/-juLfz4CN3pk/XSh9tuF90NI/AAAAAAAAOAs/iW3vpdeGu9UlSJeQAwznH8lKik9xyMVCgCLcBGAs/s320/grupo%2B2%2Bbenissa%2B5.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
mmm </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-bMLq8gGEftc/XSh7bBBh_OI/AAAAAAAAOAI/SRaIB5E-U70U3x4s5hZkDIPSxM9QfwLuwCLcBGAs/s1600/Visita%2BLola.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1280" height="192" src="https://1.bp.blogspot.com/-bMLq8gGEftc/XSh7bBBh_OI/AAAAAAAAOAI/SRaIB5E-U70U3x4s5hZkDIPSxM9QfwLuwCLcBGAs/s320/Visita%2BLola.jpg" width="320" /></a></div>
<br />Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-11897671191942052822019-07-12T14:05:00.002+02:002019-07-12T14:05:21.499+02:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-EUbPZhkCb58/XShxDpkBoaI/AAAAAAAAN-o/hVXJHvWkp9YLIMjjeCMYuHG9nMuHPRdLgCEwYBhgL/s1600/grupo%2B2%2Baltea%2B3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="693" data-original-width="428" src="https://1.bp.blogspot.com/-EUbPZhkCb58/XShxDpkBoaI/AAAAAAAAN-o/hVXJHvWkp9YLIMjjeCMYuHG9nMuHPRdLgCEwYBhgL/s1600/grupo%2B2%2Baltea%2B3.png" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-ivUuZVLvEYY/XSh09-zjfDI/AAAAAAAAN_E/kXbGjgBcFEU3TU13QS1cNpL0BgwYHZp7gCLcBGAs/s1600/grupo%2B1%2Bbenissa%2B1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="278" data-original-width="295" src="https://1.bp.blogspot.com/-ivUuZVLvEYY/XSh09-zjfDI/AAAAAAAAN_E/kXbGjgBcFEU3TU13QS1cNpL0BgwYHZp7gCLcBGAs/s1600/grupo%2B1%2Bbenissa%2B1.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-kgyk3o6kCs8/XSh1cacrYRI/AAAAAAAAN_M/xdUXKq0FXSgmKAWYMfAtrNjnWSqRkwKrACLcBGAs/s1600/grupo%2B1%2Bbenissa%2B2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="329" data-original-width="487" height="216" src="https://1.bp.blogspot.com/-kgyk3o6kCs8/XSh1cacrYRI/AAAAAAAAN_M/xdUXKq0FXSgmKAWYMfAtrNjnWSqRkwKrACLcBGAs/s320/grupo%2B1%2Bbenissa%2B2.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-JfaCV9LYMiA/XSh2AlKV0nI/AAAAAAAAN_U/SOXoKc57e_oNE7ujsz9AH-P69QTh8MCewCLcBGAs/s1600/grupo%2B1%2Bbenissa%2B3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="679" data-original-width="531" src="https://1.bp.blogspot.com/-JfaCV9LYMiA/XSh2AlKV0nI/AAAAAAAAN_U/SOXoKc57e_oNE7ujsz9AH-P69QTh8MCewCLcBGAs/s1600/grupo%2B1%2Bbenissa%2B3.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-_mxjFk_QrFE/XSh2XYCNelI/AAAAAAAAN_c/GaLBCjKNZDQ2xvIVAO-XXVQnMyotZ6GSACLcBGAs/s1600/grupo%2B1%2Bbenissa%2B4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="690" data-original-width="519" src="https://1.bp.blogspot.com/-_mxjFk_QrFE/XSh2XYCNelI/AAAAAAAAN_c/GaLBCjKNZDQ2xvIVAO-XXVQnMyotZ6GSACLcBGAs/s1600/grupo%2B1%2Bbenissa%2B4.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-lgvuNfvGCk0/XSh2rTWrx3I/AAAAAAAAN_k/T_URDWs0_0soNaOst89MKWwetkYLI11vACLcBGAs/s1600/grupo%2B1%2Bbenissa%2B5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="396" data-original-width="367" height="320" src="https://1.bp.blogspot.com/-lgvuNfvGCk0/XSh2rTWrx3I/AAAAAAAAN_k/T_URDWs0_0soNaOst89MKWwetkYLI11vACLcBGAs/s320/grupo%2B1%2Bbenissa%2B5.png" width="296" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-YbQgBsxm-Q4/XSh3Bdb6DyI/AAAAAAAAN_s/-YS97XUQXYgwBMaSC6Gq4nZd90wmVErWgCLcBGAs/s1600/grupo%2B1%2Bbenissa%2B6.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="421" data-original-width="315" src="https://1.bp.blogspot.com/-YbQgBsxm-Q4/XSh3Bdb6DyI/AAAAAAAAN_s/-YS97XUQXYgwBMaSC6Gq4nZd90wmVErWgCLcBGAs/s1600/grupo%2B1%2Bbenissa%2B6.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-RlKhrGLDQYo/XSh3YWBvuuI/AAAAAAAAN_0/jp_866My0ykvokAlF5CiZSXVBkmBJuGewCLcBGAs/s1600/grupo%2B1%2Bbenissa%2B7.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="432" data-original-width="319" height="320" src="https://1.bp.blogspot.com/-RlKhrGLDQYo/XSh3YWBvuuI/AAAAAAAAN_0/jp_866My0ykvokAlF5CiZSXVBkmBJuGewCLcBGAs/s320/grupo%2B1%2Bbenissa%2B7.png" width="236" /></a></div>
<br />Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-54993670440944940812019-07-12T13:46:00.000+02:002019-07-12T13:46:50.459+02:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-9b7S3qd3OZM/XShvauoxkQI/AAAAAAAAN-Q/3Rx6AFYXUo8UOplxAfBHI7CeGmtd68d-ACLcBGAs/s1600/grupo%2B2%2Baltea%2B1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="457" data-original-width="451" height="320" src="https://1.bp.blogspot.com/-9b7S3qd3OZM/XShvauoxkQI/AAAAAAAAN-Q/3Rx6AFYXUo8UOplxAfBHI7CeGmtd68d-ACLcBGAs/s320/grupo%2B2%2Baltea%2B1.png" width="315" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-OVDF3ymVFzg/XShwg0AAQTI/AAAAAAAAN-c/eYoAWOKTqL0fuSTiVywjzwLlXWWFE4eMwCLcBGAs/s1600/grupo%2B2%2Baltea%2B2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="423" data-original-width="581" src="https://1.bp.blogspot.com/-OVDF3ymVFzg/XShwg0AAQTI/AAAAAAAAN-c/eYoAWOKTqL0fuSTiVywjzwLlXWWFE4eMwCLcBGAs/s1600/grupo%2B2%2Baltea%2B2.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-EUbPZhkCb58/XShxDpkBoaI/AAAAAAAAN-k/Ii0IPou4V3w2nG5pjP2nPKOo6WtzgbQOACLcBGAs/s1600/grupo%2B2%2Baltea%2B3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="693" data-original-width="428" src="https://1.bp.blogspot.com/-EUbPZhkCb58/XShxDpkBoaI/AAAAAAAAN-k/Ii0IPou4V3w2nG5pjP2nPKOo6WtzgbQOACLcBGAs/s1600/grupo%2B2%2Baltea%2B3.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-uPDhUvaRlg4/XShxZPi0U6I/AAAAAAAAN-s/Twm1ZjOHPW4nx2Ygd123I7UKLcSz3YY9QCLcBGAs/s1600/grupo%2B2%2Baltea%2B4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="682" data-original-width="480" src="https://1.bp.blogspot.com/-uPDhUvaRlg4/XShxZPi0U6I/AAAAAAAAN-s/Twm1ZjOHPW4nx2Ygd123I7UKLcSz3YY9QCLcBGAs/s1600/grupo%2B2%2Baltea%2B4.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-46f9MrWUs64/XShykKK3sSI/AAAAAAAAN-4/EdRUu-OPzYMnXzSKRAnfk9H2VP08flptQCLcBGAs/s1600/Entrevista%2Ba%2BVicenta%2Bde%2BAltea.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="719" data-original-width="969" src="https://1.bp.blogspot.com/-46f9MrWUs64/XShykKK3sSI/AAAAAAAAN-4/EdRUu-OPzYMnXzSKRAnfk9H2VP08flptQCLcBGAs/s1600/Entrevista%2Ba%2BVicenta%2Bde%2BAltea.png" /></a></div>
<br />Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-91366511066684843012019-07-12T10:13:00.000+02:002019-07-24T09:12:12.250+02:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-AxHlPGutgwg/XSgsV3n5kLI/AAAAAAAAN7o/MO_0hl6qrvc7gcm8zD7uzbh0LrSCqRtaQCLcBGAs/s1600/1.%2BMunicipios.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="715" data-original-width="1033" height="221" src="https://1.bp.blogspot.com/-AxHlPGutgwg/XSgsV3n5kLI/AAAAAAAAN7o/MO_0hl6qrvc7gcm8zD7uzbh0LrSCqRtaQCLcBGAs/s320/1.%2BMunicipios.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-NnsyxKUh4SI/XShpFu71JyI/AAAAAAAAN9E/LxQtkZSqQsMfnpxiLTx0rtjFpV3Ji2bCACLcBGAs/s1600/grupo%2B1%2Baltea%2B1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="682" data-original-width="915" src="https://1.bp.blogspot.com/-NnsyxKUh4SI/XShpFu71JyI/AAAAAAAAN9E/LxQtkZSqQsMfnpxiLTx0rtjFpV3Ji2bCACLcBGAs/s1600/grupo%2B1%2Baltea%2B1.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-LBk8wg3KMtM/XShpkNYWZzI/AAAAAAAAN9M/7S6trQdazjs37ZjWX6Rnjo09xaV6cTmYACLcBGAs/s1600/grupo%2B1%2Baltea%2B2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="712" data-original-width="462" src="https://1.bp.blogspot.com/-LBk8wg3KMtM/XShpkNYWZzI/AAAAAAAAN9M/7S6trQdazjs37ZjWX6Rnjo09xaV6cTmYACLcBGAs/s1600/grupo%2B1%2Baltea%2B2.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-PUxOxFIHMcs/XShp4xQsNAI/AAAAAAAAN9U/QjrzzrN1hJYAMtbjINjGm4FTg3eqOTMrgCLcBGAs/s1600/grupo%2B1%2Baltea%2B3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="580" data-original-width="798" src="https://1.bp.blogspot.com/-PUxOxFIHMcs/XShp4xQsNAI/AAAAAAAAN9U/QjrzzrN1hJYAMtbjINjGm4FTg3eqOTMrgCLcBGAs/s1600/grupo%2B1%2Baltea%2B3.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-qg_vbebSUgs/XShqLPe3wCI/AAAAAAAAN9g/WFRG9ZveZzs1ByN_-1fSu86O3uOGHSONQCLcBGAs/s1600/grupo%2B1%2Baltea%2B4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="729" data-original-width="526" height="320" src="https://1.bp.blogspot.com/-qg_vbebSUgs/XShqLPe3wCI/AAAAAAAAN9g/WFRG9ZveZzs1ByN_-1fSu86O3uOGHSONQCLcBGAs/s320/grupo%2B1%2Baltea%2B4.png" width="230" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-Y_5IlycNlQM/XShqnM72L6I/AAAAAAAAN9o/vqPw5zK1Nhk1jEKO4XoA6el47kxvw2HNACLcBGAs/s1600/grupo%2B1%2Baltea%2B5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="703" data-original-width="388" height="320" src="https://1.bp.blogspot.com/-Y_5IlycNlQM/XShqnM72L6I/AAAAAAAAN9o/vqPw5zK1Nhk1jEKO4XoA6el47kxvw2HNACLcBGAs/s320/grupo%2B1%2Baltea%2B5.png" width="176" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-c9WoLjkk0fI/XShq7wT9x2I/AAAAAAAAN9w/P5mSaB4ARp8fKDR1T5V8e-BCghzaLn6cgCLcBGAs/s1600/grupo%2B1%2Baltea%2B6.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="718" data-original-width="749" src="https://1.bp.blogspot.com/-c9WoLjkk0fI/XShq7wT9x2I/AAAAAAAAN9w/P5mSaB4ARp8fKDR1T5V8e-BCghzaLn6cgCLcBGAs/s1600/grupo%2B1%2Baltea%2B6.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-6FLhMEcy9dc/XShrRZmvSsI/AAAAAAAAN98/XHLm2m2T5v48ukQX5O3lcPUEnh2EpYk7QCLcBGAs/s1600/grupo%2B1%2Baltea%2B7.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="710" data-original-width="587" height="320" src="https://1.bp.blogspot.com/-6FLhMEcy9dc/XShrRZmvSsI/AAAAAAAAN98/XHLm2m2T5v48ukQX5O3lcPUEnh2EpYk7QCLcBGAs/s320/grupo%2B1%2Baltea%2B7.png" width="264" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-cbyOsm4p7CY/XShrlGV9UFI/AAAAAAAAN-E/H5cGHcKw-4ELFzwRFaMBNyQz37z7cUkkwCLcBGAs/s1600/grupo%2B1%2Baltea%2B8.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="647" data-original-width="532" src="https://1.bp.blogspot.com/-cbyOsm4p7CY/XShrlGV9UFI/AAAAAAAAN-E/H5cGHcKw-4ELFzwRFaMBNyQz37z7cUkkwCLcBGAs/s1600/grupo%2B1%2Baltea%2B8.png" /></a></div>
<br />Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-65771825069610053132019-04-18T09:16:00.000+02:002019-05-25T18:56:35.988+02:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-PvNojUdv4kc/XNvBpNXiYmI/AAAAAAAANtU/Ao0Z2715jaMPCKfxtrq_U6nVuWdZBKWwQCLcBGAs/s1600/Comercio%2Bminorista%2Bdel%2Bcasco%2Bantiguo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://3.bp.blogspot.com/-PvNojUdv4kc/XNvBpNXiYmI/AAAAAAAANtU/Ao0Z2715jaMPCKfxtrq_U6nVuWdZBKWwQCLcBGAs/s320/Comercio%2Bminorista%2Bdel%2Bcasco%2Bantiguo.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-4UwkMKpwf-w/XOlzIO15M0I/AAAAAAAANw4/W9vQrHuJ-ZcrVqAd6cNIlp_fYEnbKm4MwCLcBGAs/s1600/Temario%2BDepratamento.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="718" data-original-width="1275" height="180" src="https://1.bp.blogspot.com/-4UwkMKpwf-w/XOlzIO15M0I/AAAAAAAANw4/W9vQrHuJ-ZcrVqAd6cNIlp_fYEnbKm4MwCLcBGAs/s320/Temario%2BDepratamento.png" width="320" /></a></div>
kk<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-jk2hkIYXq_8/XMGafikeqFI/AAAAAAAANm8/zIIn-RDKyUQxD1wueN5UlKWnodYSCr8cwCLcBGAs/s1600/Portada%2Bcurso.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="569" data-original-width="868" height="209" src="https://4.bp.blogspot.com/-jk2hkIYXq_8/XMGafikeqFI/AAAAAAAANm8/zIIn-RDKyUQxD1wueN5UlKWnodYSCr8cwCLcBGAs/s320/Portada%2Bcurso.png" width="320" /></a></div>
kkkkk
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-MMtCwfBfF00/XLgSGd5WNMI/AAAAAAAANhc/NyVJkJCXyZoZv36rmI4IhsvXWvg-W_ejQCLcBGAs/s1600/pasapalabra%2Balumnado.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="704" data-original-width="1283" src="https://3.bp.blogspot.com/-MMtCwfBfF00/XLgSGd5WNMI/AAAAAAAANhc/NyVJkJCXyZoZv36rmI4IhsvXWvg-W_ejQCLcBGAs/s1600/pasapalabra%2Balumnado.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-Jjd78PrE76w/XLgSggJYy3I/AAAAAAAANhk/2r3qrIqHbNMvyWT3YmWdTFEVg-jpQYclwCLcBGAs/s1600/trivial%2Balumnado.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="718" data-original-width="1385" src="https://4.bp.blogspot.com/-Jjd78PrE76w/XLgSggJYy3I/AAAAAAAANhk/2r3qrIqHbNMvyWT3YmWdTFEVg-jpQYclwCLcBGAs/s1600/trivial%2Balumnado.png" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-e5m_pK14Dqc/XLgUdrCIVYI/AAAAAAAANhw/qY9-vaw_xDY2SVJmeZZKD3DdnzSC9vOoQCLcBGAs/s1600/hmc.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="577" data-original-width="980" height="188" src="https://2.bp.blogspot.com/-e5m_pK14Dqc/XLgUdrCIVYI/AAAAAAAANhw/qY9-vaw_xDY2SVJmeZZKD3DdnzSC9vOoQCLcBGAs/s320/hmc.png" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-eXEwp3edyiU/XLgWf5rNSGI/AAAAAAAANh8/E-t5xEU3qYEZSSJdZDPbGSxp-Eu3yCrNwCLcBGAs/s1600/juego%2Boca%2Balumnos.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="716" data-original-width="1419" height="161" src="https://2.bp.blogspot.com/-eXEwp3edyiU/XLgWf5rNSGI/AAAAAAAANh8/E-t5xEU3qYEZSSJdZDPbGSxp-Eu3yCrNwCLcBGAs/s320/juego%2Boca%2Balumnos.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-EIyDAxfU-fg/XLgX_t3jA7I/AAAAAAAANiI/fpWZuCLYJJEbRO6xal3k70kKRgs6a0mPACLcBGAs/s1600/adivina%2Bel%2Bpersonaje.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="675" data-original-width="1382" height="156" src="https://2.bp.blogspot.com/-EIyDAxfU-fg/XLgX_t3jA7I/AAAAAAAANiI/fpWZuCLYJJEbRO6xal3k70kKRgs6a0mPACLcBGAs/s320/adivina%2Bel%2Bpersonaje.png" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-3gsuEOS_EGc/XLgdXos9nHI/AAAAAAAANiU/oj9RKY0kmFMqk09WMRocGpedNVeL7F42gCLcBGAs/s1600/pasapalabra%2Bhta%2Balumnado.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="717" data-original-width="1421" src="https://3.bp.blogspot.com/-3gsuEOS_EGc/XLgdXos9nHI/AAAAAAAANiU/oj9RKY0kmFMqk09WMRocGpedNVeL7F42gCLcBGAs/s1600/pasapalabra%2Bhta%2Balumnado.png" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-Gjcl64vV2OA/XLgdpwjN0rI/AAAAAAAANic/CckniFv684MR4O_Pxel_2ddR-w78GCPnwCLcBGAs/s1600/juego%2Bv%2Bo%2Bf%2Balumando.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="716" data-original-width="1421" height="161" src="https://4.bp.blogspot.com/-Gjcl64vV2OA/XLgdpwjN0rI/AAAAAAAANic/CckniFv684MR4O_Pxel_2ddR-w78GCPnwCLcBGAs/s320/juego%2Bv%2Bo%2Bf%2Balumando.png" width="320" /></a></div>
<br />
j<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-OwHe0pkHgTA/XLgeHwrkwAI/AAAAAAAANik/NpiReDN5WB8hzuyBra-Z4BYrxoWOexFtgCLcBGAs/s1600/juego%2Bviajeros%2Ben%2Bel%2Btiempo%2Balumnado.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="717" data-original-width="1433" src="https://2.bp.blogspot.com/-OwHe0pkHgTA/XLgeHwrkwAI/AAAAAAAANik/NpiReDN5WB8hzuyBra-Z4BYrxoWOexFtgCLcBGAs/s1600/juego%2Bviajeros%2Ben%2Bel%2Btiempo%2Balumnado.png" /></a></div>
j<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-auzX8a9dbks/XLgejaOCGjI/AAAAAAAANiw/Im0O5OGK7eAKtA_EA-upIaAvs1g2g2jlgCLcBGAs/s1600/juego%2Bcuanto%2Bsabes%2Balumnado.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="708" data-original-width="1422" src="https://2.bp.blogspot.com/-auzX8a9dbks/XLgejaOCGjI/AAAAAAAANiw/Im0O5OGK7eAKtA_EA-upIaAvs1g2g2jlgCLcBGAs/s1600/juego%2Bcuanto%2Bsabes%2Balumnado.png" /></a></div>
j<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-dENcFTKW6B0/XLge6cGi6VI/AAAAAAAANi4/3Oq-lz7jJyolZhx5CkdvY4tnPVWcqb8CgCLcBGAs/s1600/juego%2Bboom%2Balumnado.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="710" data-original-width="1405" src="https://1.bp.blogspot.com/-dENcFTKW6B0/XLge6cGi6VI/AAAAAAAANi4/3Oq-lz7jJyolZhx5CkdvY4tnPVWcqb8CgCLcBGAs/s1600/juego%2Bboom%2Balumnado.png" /></a></div>
j<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-aj5F9N54wnY/XLggE4QwGhI/AAAAAAAANjE/ximHhcMC2NMySXjBl0rWKIHAGKhGEzItwCLcBGAs/s1600/portada%2Bblog%2Bpmar.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="187" data-original-width="1064" height="56" src="https://3.bp.blogspot.com/-aj5F9N54wnY/XLggE4QwGhI/AAAAAAAANjE/ximHhcMC2NMySXjBl0rWKIHAGKhGEzItwCLcBGAs/s320/portada%2Bblog%2Bpmar.png" width="320" /></a></div>
j<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-LN9ivY2Dx_I/XLgjH9mpwmI/AAAAAAAANjQ/uwE2Eed2VNkvDqJuoN7nOAvvixAr6eY_gCLcBGAs/s1600/presentaci%25C3%25B3n%2Bj%25C3%25B3vnes%2Balumnos.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="714" data-original-width="1443" src="https://1.bp.blogspot.com/-LN9ivY2Dx_I/XLgjH9mpwmI/AAAAAAAANjQ/uwE2Eed2VNkvDqJuoN7nOAvvixAr6eY_gCLcBGAs/s1600/presentaci%25C3%25B3n%2Bj%25C3%25B3vnes%2Balumnos.png" /></a></div>
j<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-zq4YhfF400w/XLgjsN1R9iI/AAAAAAAANjY/rXzx1j_pYM0pNA9LrhRLOKVatnFe5lFtACLcBGAs/s1600/recetario%2Balumnos.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="712" data-original-width="1421" src="https://2.bp.blogspot.com/-zq4YhfF400w/XLgjsN1R9iI/AAAAAAAANjY/rXzx1j_pYM0pNA9LrhRLOKVatnFe5lFtACLcBGAs/s1600/recetario%2Balumnos.png" /></a></div>
mm<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-8KFRRESNsBE/XLgkFBuMpQI/AAAAAAAANjg/ND3nP0qazP4N-uPy9dg8Et-zJLYX3jefwCLcBGAs/s1600/ruleta%2Balumnado.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="714" data-original-width="1424" src="https://1.bp.blogspot.com/-8KFRRESNsBE/XLgkFBuMpQI/AAAAAAAANjg/ND3nP0qazP4N-uPy9dg8Et-zJLYX3jefwCLcBGAs/s1600/ruleta%2Balumnado.png" /></a></div>
mmmGeleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-87405775625828529412018-11-17T17:37:00.001+01:002018-11-18T21:37:19.900+01:00Edad Media<iframe src="https://h5p.org/h5p/embed/361720" width="1090" height="674" frameborder="0" allowfullscreen="allowfullscreen"></iframe><script src="https://h5p.org/sites/all/modules/h5p/library/js/h5p-resizer.js" charset="UTF-8"></script>Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-56163229683664065592018-10-22T08:29:00.001+02:002018-11-09T06:33:26.230+01:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-gT52ZoUvY8E/W-UbLxp__tI/AAAAAAAAMlw/9Fyq2q_Iha8-QpV0SLxqN18uDRmk15TkgCLcBGAs/s1600/Canvas%2Bproyecto%2Bhambrecero.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="473" data-original-width="841" height="179" src="https://4.bp.blogspot.com/-gT52ZoUvY8E/W-UbLxp__tI/AAAAAAAAMlw/9Fyq2q_Iha8-QpV0SLxqN18uDRmk15TkgCLcBGAs/s320/Canvas%2Bproyecto%2Bhambrecero.png" width="320" /></a></div>
nnnn
<br />
<div style="width: 100%;">
<div style="height: 0; padding-bottom: 100.00%; padding-top: 0; position: relative;">
<iframe allowfullscreen="true" allownetworking="all" allowscriptaccess="always" frameborder="0" height="1024pxpx" scrolling="yes" src="https://view.genial.ly/5bcd6b4385b4235ba20c1ddf" style="height: 100%; left: 0; position: absolute; top: 0; width: 100%;" type="text/html" width="1024pxpx"></iframe> </div>
</div>
Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-11025787936278694552017-11-01T16:37:00.002+01:002019-11-14T07:06:41.513+01:00imagenesMMMM<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-c1-JV7ejItA/XHtwcb1hU-I/AAAAAAAANYA/WE_xlFU4X3oDLFwp8qZ_0eu_s4cuKqbxgCLcBGAs/s1600/7.%2BVENTAJAS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="408" data-original-width="758" src="https://3.bp.blogspot.com/-c1-JV7ejItA/XHtwcb1hU-I/AAAAAAAANYA/WE_xlFU4X3oDLFwp8qZ_0eu_s4cuKqbxgCLcBGAs/s1600/7.%2BVENTAJAS.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-AkIUvqSn4ZY/XHtvt9uiVPI/AAAAAAAANX4/ypGIrjrfCpMBUCE7hSWR2x6QMf6K5-QkwCLcBGAs/s1600/6.%2BAPPS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="408" data-original-width="758" src="https://1.bp.blogspot.com/-AkIUvqSn4ZY/XHtvt9uiVPI/AAAAAAAANX4/ypGIrjrfCpMBUCE7hSWR2x6QMf6K5-QkwCLcBGAs/s1600/6.%2BAPPS.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-i2GOJWlS6nY/XHtu3sLjZtI/AAAAAAAANXs/2jFu0ldTRScNxQ_qhWIuohaaUt9s2Xk9gCLcBGAs/s1600/5.%2BVENTAJAS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="408" data-original-width="758" src="https://3.bp.blogspot.com/-i2GOJWlS6nY/XHtu3sLjZtI/AAAAAAAANXs/2jFu0ldTRScNxQ_qhWIuohaaUt9s2Xk9gCLcBGAs/s1600/5.%2BVENTAJAS.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-aOCAgpb0Fdc/XHtuG_tEnhI/AAAAAAAANXk/Qq7P9lSvLjUnzjKiXKGBQISmSidbcV7tQCLcBGAs/s1600/4.%2BTICS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="477" data-original-width="758" src="https://3.bp.blogspot.com/-aOCAgpb0Fdc/XHtuG_tEnhI/AAAAAAAANXk/Qq7P9lSvLjUnzjKiXKGBQISmSidbcV7tQCLcBGAs/s1600/4.%2BTICS.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-gKmhjjj7h6Y/XHts2YkQLKI/AAAAAAAANXY/2Pcs1LJUzog9BZVMQLe03Dsia7M_3E-7ACLcBGAs/s1600/3.%2BPROCEDIMIENTOS%2BY%2BMETODOLOG%25C3%258DAS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="432" data-original-width="768" src="https://2.bp.blogspot.com/-gKmhjjj7h6Y/XHts2YkQLKI/AAAAAAAANXY/2Pcs1LJUzog9BZVMQLe03Dsia7M_3E-7ACLcBGAs/s1600/3.%2BPROCEDIMIENTOS%2BY%2BMETODOLOG%25C3%258DAS.png" /></a></div>
M<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-83gHcyBKc4E/XHtrKpQiLrI/AAAAAAAANXM/sC-Z1HeRAFUq3-81vsFshihHJhgcMyriwCLcBGAs/s1600/2.%2BPR%25C3%2581CTICA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="394" data-original-width="734" src="https://4.bp.blogspot.com/-83gHcyBKc4E/XHtrKpQiLrI/AAAAAAAANXM/sC-Z1HeRAFUq3-81vsFshihHJhgcMyriwCLcBGAs/s1600/2.%2BPR%25C3%2581CTICA.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-b5ex6dKF5tA/XHto3PlteqI/AAAAAAAANXA/Gx5yuBsfLzg-517YCFE4h51cUgsaGbLmACLcBGAs/s1600/1.%2BRETOS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="473" data-original-width="773" src="https://1.bp.blogspot.com/-b5ex6dKF5tA/XHto3PlteqI/AAAAAAAANXA/Gx5yuBsfLzg-517YCFE4h51cUgsaGbLmACLcBGAs/s1600/1.%2BRETOS.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
j<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-DbIdqkv7SY8/XHthF5KO1KI/AAAAAAAANWY/pktfdHNKuPwYRPZ83mOO-9wJk3ITJFrggCLcBGAs/s1600/escuela%2Bsimpsons.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="593" data-original-width="1053" src="https://1.bp.blogspot.com/-DbIdqkv7SY8/XHthF5KO1KI/AAAAAAAANWY/pktfdHNKuPwYRPZ83mOO-9wJk3ITJFrggCLcBGAs/s1600/escuela%2Bsimpsons.gif" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-f6wz7RLWhJg/W8VmKbUpnzI/AAAAAAAAMis/F8HoaIl-mRMpgRCZln48KFfa-beY0B7KACLcBGAs/s1600/0.%2BPORTADA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="428" data-original-width="769" src="https://2.bp.blogspot.com/-f6wz7RLWhJg/W8VmKbUpnzI/AAAAAAAAMis/F8HoaIl-mRMpgRCZln48KFfa-beY0B7KACLcBGAs/s1600/0.%2BPORTADA.png" /></a></div>
ll<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-aOyjSR2ruyo/W8Vl6YqyMNI/AAAAAAAAMio/H3jKxkfwmAwXLvV4YmIFiWwE8fR8jMQZgCLcBGAs/s1600/0%2BPortada%2Bcomo%2Bser%25C3%25ADa%2Btu%2Bmundo%2Bideal%2B7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="348" data-original-width="978" src="https://3.bp.blogspot.com/-aOyjSR2ruyo/W8Vl6YqyMNI/AAAAAAAAMio/H3jKxkfwmAwXLvV4YmIFiWwE8fR8jMQZgCLcBGAs/s1600/0%2BPortada%2Bcomo%2Bser%25C3%25ADa%2Btu%2Bmundo%2Bideal%2B7.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-8DJdVgfqKfc/W8VXZm9epgI/AAAAAAAAMic/VsY_6ULtLV4gOM2JaK1X2GqMtFB7RA0SACLcBGAs/s1600/tarzan-of-the-apes-celebrate-1%25281%2529.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="240" src="https://3.bp.blogspot.com/-8DJdVgfqKfc/W8VXZm9epgI/AAAAAAAAMic/VsY_6ULtLV4gOM2JaK1X2GqMtFB7RA0SACLcBGAs/s320/tarzan-of-the-apes-celebrate-1%25281%2529.gif" width="320" /></a></div>
j<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-mXgoXCG2fNg/W8VUxCZETzI/AAAAAAAAMiQ/KPMXqwF-oTgMtLwr-QDu6uezFuKGMcZUwCLcBGAs/s1600/tarzan-of-the-apes-celebrate-1.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="300" data-original-width="400" height="480" src="https://4.bp.blogspot.com/-mXgoXCG2fNg/W8VUxCZETzI/AAAAAAAAMiQ/KPMXqwF-oTgMtLwr-QDu6uezFuKGMcZUwCLcBGAs/s640/tarzan-of-the-apes-celebrate-1.gif" width="640" /></a></div>
jjjjjjjjj <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-3-6wT6SDMjw/W8VLh8PuERI/AAAAAAAAMiE/l0da9u8hy5cYpFr3_Itojf1YBKsOr800gCLcBGAs/s1600/ifema%2B4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="496" data-original-width="914" src="https://1.bp.blogspot.com/-3-6wT6SDMjw/W8VLh8PuERI/AAAAAAAAMiE/l0da9u8hy5cYpFr3_Itojf1YBKsOr800gCLcBGAs/s1600/ifema%2B4.jpg" /></a></div>
<iframe allowfullscreen="allowfullscreen" frameborder="0" height="674" src="https://h5p.org/h5p/embed/321861" width="1090"></iframe><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-MUdvrTPIcjg/W8VLLRWbHOI/AAAAAAAAMh8/NCyhhbgURa0HvwWY3xAEkjdD7JhGiXRnQCLcBGAs/s1600/escuela%2Bsimpsons.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="593" data-original-width="1053" src="https://4.bp.blogspot.com/-MUdvrTPIcjg/W8VLLRWbHOI/AAAAAAAAMh8/NCyhhbgURa0HvwWY3xAEkjdD7JhGiXRnQCLcBGAs/s1600/escuela%2Bsimpsons.gif" /></a></div>
j
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-qhcPhRLtWCQ/W6R6XHKWR6I/AAAAAAAAMe4/HxioEF95MPI0Mopy8Gh1hGh95sOnMI6agCLcBGAs/s1600/hta%2Bmundo%2Bc.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="391" data-original-width="365" src="https://3.bp.blogspot.com/-qhcPhRLtWCQ/W6R6XHKWR6I/AAAAAAAAMe4/HxioEF95MPI0Mopy8Gh1hGh95sOnMI6agCLcBGAs/s1600/hta%2Bmundo%2Bc.png" /></a></div>
ll<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-KJq6cfaCevk/W6PG7zDbO0I/AAAAAAAAMes/wPk_VYtCTWop93eJ5NYD94VfhtExMso4gCLcBGAs/s1600/Virginia%2Byou%2Btube.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="114" data-original-width="116" src="https://1.bp.blogspot.com/-KJq6cfaCevk/W6PG7zDbO0I/AAAAAAAAMes/wPk_VYtCTWop93eJ5NYD94VfhtExMso4gCLcBGAs/s1600/Virginia%2Byou%2Btube.png" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-UENK2rUA74w/W6PFqgvNh8I/AAAAAAAAMeg/Sz2tmtJiJaIIarhhEREQBxAyBaK9rZp0gCLcBGAs/s1600/Escuela%2Bde%2BArte%2Bde%2B%25C3%259Abeda%2Bpeque%25C3%25B1a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="111" data-original-width="120" src="https://3.bp.blogspot.com/-UENK2rUA74w/W6PFqgvNh8I/AAAAAAAAMeg/Sz2tmtJiJaIIarhhEREQBxAyBaK9rZp0gCLcBGAs/s1600/Escuela%2Bde%2BArte%2Bde%2B%25C3%259Abeda%2Bpeque%25C3%25B1a.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-_RjtDifKWug/W6PEP8LGyqI/AAAAAAAAMeU/vh3o6fdUzW8RozSqfkg6T7oJB0275oZgQCLcBGAs/s1600/ies%2Bvirgen%2Bde%2Bla%2Bcalle.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="89" data-original-width="120" src="https://4.bp.blogspot.com/-_RjtDifKWug/W6PEP8LGyqI/AAAAAAAAMeU/vh3o6fdUzW8RozSqfkg6T7oJB0275oZgQCLcBGAs/s1600/ies%2Bvirgen%2Bde%2Bla%2Bcalle.jpg" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-TS9nZBTvdgg/W6PDf0U4LPI/AAAAAAAAMeM/2kwA7XiDdJMLbfXZBp3VdU5rMqGONFgWgCEwYBhgL/s1600/ies%2Bcarmen%2B%2Bmart%25C3%25ADn%2Bgaite.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="102" data-original-width="120" src="https://2.bp.blogspot.com/-TS9nZBTvdgg/W6PDf0U4LPI/AAAAAAAAMeM/2kwA7XiDdJMLbfXZBp3VdU5rMqGONFgWgCEwYBhgL/s1600/ies%2Bcarmen%2B%2Bmart%25C3%25ADn%2Bgaite.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-TS9nZBTvdgg/W6PDf0U4LPI/AAAAAAAAMeI/tG7xNA86qnsQqPCTuZQsFUaJ8T2OI1iIwCLcBGAs/s1600/ies%2Bcarmen%2B%2Bmart%25C3%25ADn%2Bgaite.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="102" data-original-width="120" src="https://1.bp.blogspot.com/-TS9nZBTvdgg/W6PDf0U4LPI/AAAAAAAAMeI/tG7xNA86qnsQqPCTuZQsFUaJ8T2OI1iIwCLcBGAs/s1600/ies%2Bcarmen%2B%2Bmart%25C3%25ADn%2Bgaite.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-MVFuWr-vMkw/W6PDARZwnrI/AAAAAAAAMeA/DegjlBvYztkRqHkIBXodVhuCdivA9C1igCLcBGAs/s1600/ies%2Bmiguel%2Bdelibes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="109" data-original-width="120" src="https://1.bp.blogspot.com/-MVFuWr-vMkw/W6PDARZwnrI/AAAAAAAAMeA/DegjlBvYztkRqHkIBXodVhuCdivA9C1igCLcBGAs/s1600/ies%2Bmiguel%2Bdelibes.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-XRW4F8jQoAM/W6PCDqw2A7I/AAAAAAAAMd0/sRM89yPpB04alSFhIE8RYOJrSQ5QUK0pQCLcBGAs/s1600/ies%2Blas%2Blagunas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="88" data-original-width="119" src="https://4.bp.blogspot.com/-XRW4F8jQoAM/W6PCDqw2A7I/AAAAAAAAMd0/sRM89yPpB04alSFhIE8RYOJrSQ5QUK0pQCLcBGAs/s1600/ies%2Blas%2Blagunas.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-44ZTmFZkCmo/W6PBiQHKaKI/AAAAAAAAMds/Zdm7YvqUfNsNgPjEpAS9ag827bAzvQaOgCLcBGAs/s1600/ies%2Bgerald%2Bbrenan%2Bkike.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="100" data-original-width="120" src="https://4.bp.blogspot.com/-44ZTmFZkCmo/W6PBiQHKaKI/AAAAAAAAMds/Zdm7YvqUfNsNgPjEpAS9ag827bAzvQaOgCLcBGAs/s1600/ies%2Bgerald%2Bbrenan%2Bkike.jpg" /></a></div>
ll<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-FqGVU-T6Syg/W6PAeGyT7II/AAAAAAAAMdc/8YRAu7mJxv8lNyKB2UQdSh8tuTekPk5ZACLcBGAs/s1600/ies%2Blitoral.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="124" data-original-width="120" src="https://2.bp.blogspot.com/-FqGVU-T6Syg/W6PAeGyT7II/AAAAAAAAMdc/8YRAu7mJxv8lNyKB2UQdSh8tuTekPk5ZACLcBGAs/s1600/ies%2Blitoral.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-z_7RBJEYDvY/W6O_xspmRgI/AAAAAAAAMdQ/090noswzGx4X_XH16095VD7_ANzFaRrkwCLcBGAs/s1600/ies%2Bde%2Beva.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="109" data-original-width="120" src="https://3.bp.blogspot.com/-z_7RBJEYDvY/W6O_xspmRgI/AAAAAAAAMdQ/090noswzGx4X_XH16095VD7_ANzFaRrkwCLcBGAs/s1600/ies%2Bde%2Beva.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-vznlC_QDzDA/W6O-9DLTZJI/AAAAAAAAMdI/NrzsAG5QMgAQ4GpzV_ZdDREj-DjLSe6RACLcBGAs/s1600/Edelweiss-School-Valencia-reduced.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="84" data-original-width="120" src="https://4.bp.blogspot.com/-vznlC_QDzDA/W6O-9DLTZJI/AAAAAAAAMdI/NrzsAG5QMgAQ4GpzV_ZdDREj-DjLSe6RACLcBGAs/s1600/Edelweiss-School-Valencia-reduced.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-l47bLvFFxjQ/W6O-O4_LwyI/AAAAAAAAMc8/D49zSx9zHiMsXEzy3yOO1vV-bgQGHyGSQCLcBGAs/s1600/Yo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="100" data-original-width="89" src="https://3.bp.blogspot.com/-l47bLvFFxjQ/W6O-O4_LwyI/AAAAAAAAMc8/D49zSx9zHiMsXEzy3yOO1vV-bgQGHyGSQCLcBGAs/s1600/Yo.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-pW_yCXqVBak/W6O9wZ1g3_I/AAAAAAAAMc0/kBgIOmHXzBYniTvg7GmqS30XORZYksPiACLcBGAs/s1600/ies%2Bifach.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="98" data-original-width="120" src="https://3.bp.blogspot.com/-pW_yCXqVBak/W6O9wZ1g3_I/AAAAAAAAMc0/kBgIOmHXzBYniTvg7GmqS30XORZYksPiACLcBGAs/s1600/ies%2Bifach.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-DZ4US4BRrc0/W6O9AbLYsbI/AAAAAAAAMco/eTlWKnt-J2ckjAZqEslCof5MhAwgWNHpwCLcBGAs/s1600/Txema.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="332" data-original-width="348" src="https://3.bp.blogspot.com/-DZ4US4BRrc0/W6O9AbLYsbI/AAAAAAAAMco/eTlWKnt-J2ckjAZqEslCof5MhAwgWNHpwCLcBGAs/s1600/Txema.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-7FNST6YoOZo/W6O80Qr3EyI/AAAAAAAAMck/MMm_yyWgIsQaJyCBc4bfrWvIYFSXiZnEQCLcBGAs/s1600/cole%2Btxema.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="115" data-original-width="120" src="https://1.bp.blogspot.com/-7FNST6YoOZo/W6O80Qr3EyI/AAAAAAAAMck/MMm_yyWgIsQaJyCBc4bfrWvIYFSXiZnEQCLcBGAs/s1600/cole%2Btxema.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-ScKFe81rK-w/W6O7OOWvXxI/AAAAAAAAMcY/5hVqHW9r5vQaGYnfKQ6b1bK7VDNpOVtHQCLcBGAs/s1600/Carlos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="1276" src="https://2.bp.blogspot.com/-ScKFe81rK-w/W6O7OOWvXxI/AAAAAAAAMcY/5hVqHW9r5vQaGYnfKQ6b1bK7VDNpOVtHQCLcBGAs/s1600/Carlos.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-hpoRoxZnonA/W6O7CsXFXYI/AAAAAAAAMcU/Fd3a4wvIZB0CVN00uJSKjXUIzGzmazgNACLcBGAs/s1600/fachada_insti_web%2Bde%2Bcarlos.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="116" data-original-width="120" src="https://1.bp.blogspot.com/-hpoRoxZnonA/W6O7CsXFXYI/AAAAAAAAMcU/Fd3a4wvIZB0CVN00uJSKjXUIzGzmazgNACLcBGAs/s1600/fachada_insti_web%2Bde%2Bcarlos.JPG" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-EF4ChGc_w78/W6O6JSQsVyI/AAAAAAAAMb8/a7BUB1q2z6gGraNFoykJcqS2z7GQemPoQCLcBGAs/s1600/Bel%25C3%25A9n%2Bpeque%25C3%25B1a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="120" data-original-width="105" src="https://4.bp.blogspot.com/-EF4ChGc_w78/W6O6JSQsVyI/AAAAAAAAMb8/a7BUB1q2z6gGraNFoykJcqS2z7GQemPoQCLcBGAs/s1600/Bel%25C3%25A9n%2Bpeque%25C3%25B1a.jpg" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-3E8ZE4g6sn8/W6O6MQpUvGI/AAAAAAAAMcE/wAa5NevFubsF9O0kvxNlso3yLX--1u_dgCLcBGAs/s1600/Bel%25C3%25A9n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="374" data-original-width="264" src="https://2.bp.blogspot.com/-3E8ZE4g6sn8/W6O6MQpUvGI/AAAAAAAAMcE/wAa5NevFubsF9O0kvxNlso3yLX--1u_dgCLcBGAs/s1600/Bel%25C3%25A9n.jpg" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-eiNtBX9jzQY/W6O571edycI/AAAAAAAAMb4/BAatTWtkjyIYao6f-lTYf33Lka1bVltpQCLcBGAs/s1600/ies%2Bcalder%25C3%25B3n%2Bbel%25C3%25A9n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="120" data-original-width="120" src="https://4.bp.blogspot.com/-eiNtBX9jzQY/W6O571edycI/AAAAAAAAMb4/BAatTWtkjyIYao6f-lTYf33Lka1bVltpQCLcBGAs/s1600/ies%2Bcalder%25C3%25B3n%2Bbel%25C3%25A9n.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-eiNtBX9jzQY/W6O571edycI/AAAAAAAAMb4/O1FaLBw5fQogeSqPYMVXbj6feziEZm_SgCEwYBhgL/s1600/ies%2Bcalder%25C3%25B3n%2Bbel%25C3%25A9n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="120" data-original-width="120" src="https://1.bp.blogspot.com/-eiNtBX9jzQY/W6O571edycI/AAAAAAAAMb4/O1FaLBw5fQogeSqPYMVXbj6feziEZm_SgCEwYBhgL/s1600/ies%2Bcalder%25C3%25B3n%2Bbel%25C3%25A9n.jpg" /></a></div>
lllllllllllllllllllll
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-_Wa19c_tVOA/W6O4TMJmuxI/AAAAAAAAMbg/KOmrFhrgMoALa8GQk-Bho1GN5SeXBg1NwCLcBGAs/s1600/Escuela%2Bde%2BArte%2Bde%2B%25C3%259Abeda%2Bpeque%25C3%25B1a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="111" data-original-width="120" src="https://3.bp.blogspot.com/-_Wa19c_tVOA/W6O4TMJmuxI/AAAAAAAAMbg/KOmrFhrgMoALa8GQk-Bho1GN5SeXBg1NwCLcBGAs/s1600/Escuela%2Bde%2BArte%2Bde%2B%25C3%259Abeda%2Bpeque%25C3%25B1a.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-YSwzoTKEKCg/W6O4iJMGanI/AAAAAAAAMbo/Wa2_EaPrTz8F1cGszTyQBOmzkyYZM1GngCLcBGAs/s1600/Jos%25C3%25A9%2BManuel.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="140" data-original-width="140" src="https://1.bp.blogspot.com/-YSwzoTKEKCg/W6O4iJMGanI/AAAAAAAAMbo/Wa2_EaPrTz8F1cGszTyQBOmzkyYZM1GngCLcBGAs/s1600/Jos%25C3%25A9%2BManuel.jpg" /></a></div>
kkkkkk<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-YSwzoTKEKCg/W6O4iJMGanI/AAAAAAAAMbo/oZ3B0n6BuLUyvsI9uRA9-SxXWIprrCpVQCEwYBhgL/s1600/Jos%25C3%25A9%2BManuel.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="140" data-original-width="140" src="https://4.bp.blogspot.com/-YSwzoTKEKCg/W6O4iJMGanI/AAAAAAAAMbo/oZ3B0n6BuLUyvsI9uRA9-SxXWIprrCpVQCEwYBhgL/s1600/Jos%25C3%25A9%2BManuel.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
ñ<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-GOd26zYkW-s/W6Ok4HdLmmI/AAAAAAAAMbQ/0oIVJeQgIukuFLJ1amdjCM_p9wDVuFTJACLcBGAs/s1600/Escuela%2Bde%2BArte%2Bde%2B%25C3%259Abeda.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="347" data-original-width="651" height="106" src="https://2.bp.blogspot.com/-GOd26zYkW-s/W6Ok4HdLmmI/AAAAAAAAMbQ/0oIVJeQgIukuFLJ1amdjCM_p9wDVuFTJACLcBGAs/s200/Escuela%2Bde%2BArte%2Bde%2B%25C3%259Abeda.jpg" width="200" /></a></div>
ññññññññññ
<br />
<div style="width: 100%;">
<div style="height: 0; padding-bottom: 56.25%; padding-top: 0; position: relative;">
<iframe allowfullscreen="true" allownetworking="all" allowscriptaccess="always" frameborder="0" height="675" scrolling="yes" src="https://view.genial.ly/5b876fb1beed686dcedaa2da" style="height: 100%; left: 0; position: absolute; top: 0; width: 100%;" type="text/html" width="1200"></iframe> </div>
</div>
<iframe src="https://twitter.com/juanfratic/status/814214406888361984"></iframe>
<iframe frameborder="0px" height="400" name="window" scrolling="auto" src="https://twitter.com/juanfratic/status/814214406888361984" width="700"></iframe>
<br />
<blockquote class="twitter-tweet" data-lang="es">
<div dir="ltr" lang="es">
Se impone el uso obligatorio de los móviles en el aula como una herramienta + de aprendizaje masivo a partir del 9/enero/2017 <a href="https://twitter.com/hashtag/educentadas?src=hash&ref_src=twsrc%5Etfw">#educentadas</a></div>
— Juanfra Alvarez (@juanfratic) <a href="https://twitter.com/juanfratic/status/814214406888361984?ref_src=twsrc%5Etfw">28 de diciembre de 2016</a></blockquote>
<script async="" charset="utf-8" src="https://platform.twitter.com/widgets.js"></script>
https://twitter.com/juanfratic/status/814214406888361984
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-4ikujWp_uZ0/WzYKo9tjqzI/AAAAAAAALr8/_IdnfCuQG2MFMbogtNbR4HdgXY-6SizGgCLcBGAs/s1600/OTROS%2BPROYECTOS%2BDE%2BGEOGRAF%25C3%258DA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="522" data-original-width="520" height="320" src="https://1.bp.blogspot.com/-4ikujWp_uZ0/WzYKo9tjqzI/AAAAAAAALr8/_IdnfCuQG2MFMbogtNbR4HdgXY-6SizGgCLcBGAs/s320/OTROS%2BPROYECTOS%2BDE%2BGEOGRAF%25C3%258DA.png" width="318" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-L0-sZSmDV60/WzYE55pycGI/AAAAAAAALrw/PG1-_CeWCDscfcK77LfHj6h4Irh-qxH1QCLcBGAs/s1600/PROYECTOS%2BGEO%2BEDIA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="559" data-original-width="560" height="319" src="https://3.bp.blogspot.com/-L0-sZSmDV60/WzYE55pycGI/AAAAAAAALrw/PG1-_CeWCDscfcK77LfHj6h4Irh-qxH1QCLcBGAs/s320/PROYECTOS%2BGEO%2BEDIA.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-I0pnG95yaf4/WzYDnnOdNaI/AAAAAAAALrk/MSdmfLiT5KE3ioVLtYOrRzKEj24gUjp_gCLcBGAs/s1600/PROYECTOS%2BGEO.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="518" data-original-width="520" height="318" src="https://4.bp.blogspot.com/-I0pnG95yaf4/WzYDnnOdNaI/AAAAAAAALrk/MSdmfLiT5KE3ioVLtYOrRzKEj24gUjp_gCLcBGAs/s320/PROYECTOS%2BGEO.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-tDIcas1NmhU/WzEm43GikEI/AAAAAAAALoI/_KwUVnVJ54kC2-u4P7CkdgpV1zJ9lAMVgCLcBGAs/s1600/portada.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="496" data-original-width="752" src="https://1.bp.blogspot.com/-tDIcas1NmhU/WzEm43GikEI/AAAAAAAALoI/_KwUVnVJ54kC2-u4P7CkdgpV1zJ9lAMVgCLcBGAs/s1600/portada.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-tDIcas1NmhU/WzEm43GikEI/AAAAAAAALoI/_KwUVnVJ54kC2-u4P7CkdgpV1zJ9lAMVgCLcBGAs/s1600/portada.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="496" data-original-width="752" src="https://1.bp.blogspot.com/-tDIcas1NmhU/WzEm43GikEI/AAAAAAAALoI/_KwUVnVJ54kC2-u4P7CkdgpV1zJ9lAMVgCLcBGAs/s1600/portada.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
nnnn</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-JwANu1uix9Y/WzEmTL7K2TI/AAAAAAAALoA/gcHG0xGzZ-s_WzN_MNJ_XiWl8Y5Be1uxQCLcBGAs/s1600/primera%2Btarea.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="496" data-original-width="752" height="211" src="https://3.bp.blogspot.com/-JwANu1uix9Y/WzEmTL7K2TI/AAAAAAAALoA/gcHG0xGzZ-s_WzN_MNJ_XiWl8Y5Be1uxQCLcBGAs/s320/primera%2Btarea.png" width="320" /></a></div>
nnnn<img border="0" data-original-height="560" data-original-width="700" height="256" src="https://3.bp.blogspot.com/-VqmZysZHZlQ/Wy8kHoy1rrI/AAAAAAAALmI/U_z1GX2ak9IXbaQJs6xcTOWvV8G59Fz-QCLcBGAs/s320/PORTADA%2BRADIO%2Balumnos%2Btransp.png" width="320" /><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-mC_yV6yEb9A/Wy8wR9y-EWI/AAAAAAAALmU/eomgy7REu2ovdWOAFUenfhr_VbA85hp7wCLcBGAs/s1600/RADIOies%2Bifach.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="525" data-original-width="1252" height="134" src="https://2.bp.blogspot.com/-mC_yV6yEb9A/Wy8wR9y-EWI/AAAAAAAALmU/eomgy7REu2ovdWOAFUenfhr_VbA85hp7wCLcBGAs/s320/RADIOies%2Bifach.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-zMWa8n3ijTY/WxhENeCjvpI/AAAAAAAALg0/2srCpnXW7_QqarTOqPsNBO4Kp2bQ-81xgCLcBGAs/s1600/3%25C2%25BAC.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">SSSS<img border="0" data-original-height="629" data-original-width="1191" height="167" src="https://1.bp.blogspot.com/-zMWa8n3ijTY/WxhENeCjvpI/AAAAAAAALg0/2srCpnXW7_QqarTOqPsNBO4Kp2bQ-81xgCLcBGAs/s320/3%25C2%25BAC.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-3a0ljn-cKxQ/Wxv37zqADUI/AAAAAAAALiw/ZAxkf5miR8YkPOO2l-O4aGFuhj6WvO4OwCLcBGAs/s1600/imagen%2B%25C3%25BAbedaaccesible.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="627" data-original-width="1343" height="149" src="https://3.bp.blogspot.com/-3a0ljn-cKxQ/Wxv37zqADUI/AAAAAAAALiw/ZAxkf5miR8YkPOO2l-O4aGFuhj6WvO4OwCLcBGAs/s320/imagen%2B%25C3%25BAbedaaccesible.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
ñ<a href="https://3.bp.blogspot.com/-xnzoT-QK_y8/WwwBS7Bu6NI/AAAAAAAALaw/keJmg6eOUOwOkdVjkRci9aIVxFPhCzLvwCLcBGAs/s1600/Jornadas%2BUMH.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="636" data-original-width="1345" height="151" src="https://3.bp.blogspot.com/-xnzoT-QK_y8/WwwBS7Bu6NI/AAAAAAAALaw/keJmg6eOUOwOkdVjkRci9aIVxFPhCzLvwCLcBGAs/s320/Jornadas%2BUMH.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-r_F1FVMyiRM/WxwUbg1GHbI/AAAAAAAALi8/D4Wrnc0bU28gzsvkLYQuJyo9tYetRraaQCLcBGAs/s1600/MAPA%2BDE%2BPUNTOS%2BOSCUROS%2BDE%2B%25C3%259ABEDA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="523" data-original-width="1322" height="126" src="https://4.bp.blogspot.com/-r_F1FVMyiRM/WxwUbg1GHbI/AAAAAAAALi8/D4Wrnc0bU28gzsvkLYQuJyo9tYetRraaQCLcBGAs/s320/MAPA%2BDE%2BPUNTOS%2BOSCUROS%2BDE%2B%25C3%259ABEDA.png" width="320" /></a></div>
ññ<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-VHXRAkWYo-A/WxwVX9dyxKI/AAAAAAAALjE/T8rnqdFIrUAZ1W2HXYR51PrNE17QKfK4ACLcBGAs/s1600/MAPA%2BDE%2BPUNTOS%2BOSCUROS%2BDE%2B%25C3%259ABEDA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="317" data-original-width="802" height="126" src="https://1.bp.blogspot.com/-VHXRAkWYo-A/WxwVX9dyxKI/AAAAAAAALjE/T8rnqdFIrUAZ1W2HXYR51PrNE17QKfK4ACLcBGAs/s320/MAPA%2BDE%2BPUNTOS%2BOSCUROS%2BDE%2B%25C3%259ABEDA.png" width="320" /></a></div>
ñññ<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-4pq5hxzkGuM/WxgEAnUav1I/AAAAAAAALgI/smer2FGPqXEotH_VQ6pFOsBmcCtYNG7OwCLcBGAs/s1600/PORTADA%2BDE%2BVIAJAMOS%2BEspa%25C3%25B1a%2By%2Bchicos.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="531" data-original-width="497" height="320" src="https://3.bp.blogspot.com/-4pq5hxzkGuM/WxgEAnUav1I/AAAAAAAALgI/smer2FGPqXEotH_VQ6pFOsBmcCtYNG7OwCLcBGAs/s320/PORTADA%2BDE%2BVIAJAMOS%2BEspa%25C3%25B1a%2By%2Bchicos.png" width="299" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-SZ7g5pOy-a0/WxgJvMTkCfI/AAAAAAAALgU/Aaa5d07-nE4LPsUYZ3YjuxI14ZSjQD59QCLcBGAs/s1600/alumnos%2Bintef%2Btransparente1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="415" data-original-width="790" height="355" src="https://1.bp.blogspot.com/-SZ7g5pOy-a0/WxgJvMTkCfI/AAAAAAAALgU/Aaa5d07-nE4LPsUYZ3YjuxI14ZSjQD59QCLcBGAs/s640/alumnos%2Bintef%2Btransparente1.png" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-I5OJdOGrTlg/WxgKq8R4iXI/AAAAAAAALgc/pR0vKg3-lxIkmSsYkviibPUPGN0wKURigCLcBGAs/s1600/alumnos%2Bintef%2Btransparente%2BPEQUE%25C3%2591A.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="438" data-original-width="790" height="177" src="https://2.bp.blogspot.com/-I5OJdOGrTlg/WxgKq8R4iXI/AAAAAAAALgc/pR0vKg3-lxIkmSsYkviibPUPGN0wKURigCLcBGAs/s320/alumnos%2Bintef%2Btransparente%2BPEQUE%25C3%2591A.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-XcL49JysV3w/WxgiEEbGpXI/AAAAAAAALgo/YUwY2hvnciwH0oFi9_MCMweh20m6N9gawCLcBGAs/s1600/1.2%2BARCGIS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="456" data-original-width="850" height="171" src="https://1.bp.blogspot.com/-XcL49JysV3w/WxgiEEbGpXI/AAAAAAAALgo/YUwY2hvnciwH0oFi9_MCMweh20m6N9gawCLcBGAs/s320/1.2%2BARCGIS.png" width="320" /></a></div>
JJJJJJJJJ<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-QQ90bhP3YFw/WxhLGvpl-LI/AAAAAAAALhA/Y3_CiTkBGsUxmoc5QfFots5-Ec8QGr1LQCLcBGAs/s1600/curso%2Bage.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="521" data-original-width="689" height="242" src="https://1.bp.blogspot.com/-QQ90bhP3YFw/WxhLGvpl-LI/AAAAAAAALhA/Y3_CiTkBGsUxmoc5QfFots5-Ec8QGr1LQCLcBGAs/s320/curso%2Bage.png" width="320" /></a></div>
JJJJJJJJJJJJJJJJJJJJJJJJJJJJJJJJL<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-hOo2VS9ts0E/WwwAydGBTAI/AAAAAAAALak/s6xP9C5ugKQ4KyapfAdeWQZlKwmiQbhoQCLcBGAs/s1600/33576417_1835123876549316_2723904087740383232_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="695" data-original-width="960" height="231" src="https://3.bp.blogspot.com/-hOo2VS9ts0E/WwwAydGBTAI/AAAAAAAALak/s6xP9C5ugKQ4KyapfAdeWQZlKwmiQbhoQCLcBGAs/s320/33576417_1835123876549316_2723904087740383232_n.jpg" width="320" /></a></div>
L<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-qsiYcx-A2Jg/WwwAk6NdAhI/AAAAAAAALag/8LcoBfssM4IyOBsw432ZCLe3Oeb54uPHQCLcBGAs/s1600/Finalistas%2521%2521%2521.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="531" data-original-width="882" height="192" src="https://1.bp.blogspot.com/-qsiYcx-A2Jg/WwwAk6NdAhI/AAAAAAAALag/8LcoBfssM4IyOBsw432ZCLe3Oeb54uPHQCLcBGAs/s320/Finalistas%2521%2521%2521.png" width="320" /></a></div>
L<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-z0dTGUMrqjo/WwrHkemkWMI/AAAAAAAALZw/kIK-M0SOuBcSM2tNaPiZj2_zflrs4vyJACLcBGAs/s1600/4..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="411" data-original-width="840" height="156" src="https://2.bp.blogspot.com/-z0dTGUMrqjo/WwrHkemkWMI/AAAAAAAALZw/kIK-M0SOuBcSM2tNaPiZj2_zflrs4vyJACLcBGAs/s320/4..png" width="320" /></a></div>
M<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-cNHqnyGTouI/WwqzrQ0n19I/AAAAAAAALZk/alqehwmACtsRkqYHo_ikWxoyewOQX8-gQCLcBGAs/s1600/3..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="417" data-original-width="840" height="158" src="https://1.bp.blogspot.com/-cNHqnyGTouI/WwqzrQ0n19I/AAAAAAAALZk/alqehwmACtsRkqYHo_ikWxoyewOQX8-gQCLcBGAs/s320/3..png" width="320" /></a></div>
M<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-xgUz-fXQ9n8/WwqsZMtl7LI/AAAAAAAALZY/zmvxo9p7vz0-1qdbMaFSNkwDm5zUIClRwCLcBGAs/s1600/logo%2Bies%2Bifach%2Bfondo%2Btransparente.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="74" data-original-width="119" src="https://1.bp.blogspot.com/-xgUz-fXQ9n8/WwqsZMtl7LI/AAAAAAAALZY/zmvxo9p7vz0-1qdbMaFSNkwDm5zUIClRwCLcBGAs/s1600/logo%2Bies%2Bifach%2Bfondo%2Btransparente.png" /></a></div>
ML<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-NmwzlAheYrY/WwpO87cSSFI/AAAAAAAALY4/JMYNQrHOxDMAdYw4-1LlMkTMunGkV65-ACLcBGAs/s1600/PORTADA%2BEDIA%2BTRANNS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="461" data-original-width="764" height="193" src="https://4.bp.blogspot.com/-NmwzlAheYrY/WwpO87cSSFI/AAAAAAAALY4/JMYNQrHOxDMAdYw4-1LlMkTMunGkV65-ACLcBGAs/s320/PORTADA%2BEDIA%2BTRANNS.png" width="320" /></a></div>
LLLl<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-Anrt4MvM7UM/WwmjAos2qzI/AAAAAAAALYs/ui-Gz-UZjJA_GaT3DP2-gEQP4o3AdIlygCLcBGAs/s1600/instagram.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="523" data-original-width="752" src="https://3.bp.blogspot.com/-Anrt4MvM7UM/WwmjAos2qzI/AAAAAAAALYs/ui-Gz-UZjJA_GaT3DP2-gEQP4o3AdIlygCLcBGAs/s1600/instagram.png" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-cyrfmW6YUk0/Wwmd96wiUAI/AAAAAAAALYg/tvpHliOccDUDtCjSxEo1no3IPUwCo8p1gCLcBGAs/s1600/PRODUCTOS%2BTRANSPARENTE.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="516" data-original-width="1100" height="150" src="https://4.bp.blogspot.com/-cyrfmW6YUk0/Wwmd96wiUAI/AAAAAAAALYg/tvpHliOccDUDtCjSxEo1no3IPUwCo8p1gCLcBGAs/s320/PRODUCTOS%2BTRANSPARENTE.png" width="320" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-jHGaRQJb7j0/WwmVuzBcyDI/AAAAAAAALYU/wJzE7KKIZ64Zp5ZwpcMg-yYGFTmBm0oJgCLcBGAs/s1600/alumnos%2Bintef%2Btransp%2Bgrupo%2B-%2Bcopia.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1048" data-original-width="763" height="320" src="https://2.bp.blogspot.com/-jHGaRQJb7j0/WwmVuzBcyDI/AAAAAAAALYU/wJzE7KKIZ64Zp5ZwpcMg-yYGFTmBm0oJgCLcBGAs/s320/alumnos%2Bintef%2Btransp%2Bgrupo%2B-%2Bcopia.png" width="232" /></a></div>
l<br />
ll<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-JyRkjq5wBGg/Wwki_PAoqaI/AAAAAAAALYI/GAjff_JjnL4OLbp8jtkCYpkOB_dv6BIQACLcBGAs/s1600/PORTADA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="497" data-original-width="798" height="199" src="https://1.bp.blogspot.com/-JyRkjq5wBGg/Wwki_PAoqaI/AAAAAAAALYI/GAjff_JjnL4OLbp8jtkCYpkOB_dv6BIQACLcBGAs/s320/PORTADA.png" width="320" /></a></div>
lll<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-h08Z7tzvgAE/WwEm-wAzCBI/AAAAAAAALXE/e1jy9hbdoSsvCdHTTo_y2hmA3r7E0ldfwCLcBGAs/s1600/4.2%2BLocalizamos%2By%2Bcomparamos%2Bla%2Bvegetaci%25C3%25B3n%2Bde%2Bnuestras%2B3%2BCCAA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1366" src="https://4.bp.blogspot.com/-h08Z7tzvgAE/WwEm-wAzCBI/AAAAAAAALXE/e1jy9hbdoSsvCdHTTo_y2hmA3r7E0ldfwCLcBGAs/s1600/4.2%2BLocalizamos%2By%2Bcomparamos%2Bla%2Bvegetaci%25C3%25B3n%2Bde%2Bnuestras%2B3%2BCCAA.png" /></a></div>
l<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-urMX7vHe4Rc/WwEmm06JFcI/AAAAAAAALW8/Rq-UV_KgpkEpeFZCfMIMczsMSm5-GrJSQCLcBGAs/s1600/4.1.2%2BJugamos%2Bcon%2BScratch%2Bsobre%2Blos%2Br%25C3%25ADos.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="621" data-original-width="783" height="504" src="https://1.bp.blogspot.com/-urMX7vHe4Rc/WwEmm06JFcI/AAAAAAAALW8/Rq-UV_KgpkEpeFZCfMIMczsMSm5-GrJSQCLcBGAs/s640/4.1.2%2BJugamos%2Bcon%2BScratch%2Bsobre%2Blos%2Br%25C3%25ADos.png" width="640" /></a></div>
llhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhh<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-xgNT3EBXV9A/WwEmWsyt6lI/AAAAAAAALW0/fIebhwcbfVk_vLNy5f2mI2ZsfpSvyXLPQCLcBGAs/s1600/3.2.2%2BAnalizamos%2Bmapas%2Bdel%2Btiempo%2Ben%2Bformato%2Bv%25C3%25ADdeo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="429" data-original-width="767" height="178" src="https://2.bp.blogspot.com/-xgNT3EBXV9A/WwEmWsyt6lI/AAAAAAAALW0/fIebhwcbfVk_vLNy5f2mI2ZsfpSvyXLPQCLcBGAs/s320/3.2.2%2BAnalizamos%2Bmapas%2Bdel%2Btiempo%2Ben%2Bformato%2Bv%25C3%25ADdeo.png" width="320" /></a></div>
m<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-fk4v61MPjTw/W4-nxYkopvI/AAAAAAAAMX8/IKY3eaXFHpobp4e6RbboXWqgscMe7HWVgCLcBGAs/s1600/CABECERA%2B%2Bblog%2BPEQUE%25C3%2591A.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="54" data-original-width="230" src="https://2.bp.blogspot.com/-fk4v61MPjTw/W4-nxYkopvI/AAAAAAAAMX8/IKY3eaXFHpobp4e6RbboXWqgscMe7HWVgCLcBGAs/s1600/CABECERA%2B%2Bblog%2BPEQUE%25C3%2591A.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-xBakpIkskkE/WwEmJS9KN4I/AAAAAAAALWw/_YFHucuf0OktG6FsIhgViRfWdguM8Gc8gCLcBGAs/s1600/3.2.1%2BAnalizamos%2Bclimogramas%2Ben%2Bformato%2Bv%25C3%25ADdeo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="430" data-original-width="767" height="179" src="https://4.bp.blogspot.com/-xBakpIkskkE/WwEmJS9KN4I/AAAAAAAALWw/_YFHucuf0OktG6FsIhgViRfWdguM8Gc8gCLcBGAs/s320/3.2.1%2BAnalizamos%2Bclimogramas%2Ben%2Bformato%2Bv%25C3%25ADdeo.png" width="320" /></a></div>
m<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-sE79JC9qqf4/WwEl7jQNaNI/AAAAAAAALWs/6r1HMTU__dYSeJsMhFHlbDc9l8uqb0rEwCLcBGAs/s1600/3.1%2BRealizamos%2Bc%25C3%25A1lculos%2By%2Bgr%25C3%25A1ficas%2Bsobre%2Bel%2Bclima%2Bde%2Bnuestras%2BCCAA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="571" data-original-width="957" src="https://3.bp.blogspot.com/-sE79JC9qqf4/WwEl7jQNaNI/AAAAAAAALWs/6r1HMTU__dYSeJsMhFHlbDc9l8uqb0rEwCLcBGAs/s1600/3.1%2BRealizamos%2Bc%25C3%25A1lculos%2By%2Bgr%25C3%25A1ficas%2Bsobre%2Bel%2Bclima%2Bde%2Bnuestras%2BCCAA.png" /></a></div>
m<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-xZqLYV1DXBs/WwEj-WxlkWI/AAAAAAAALWY/R-VHfsljr94MeOs3dUuIPWbIsInGbj1gwCLcBGAs/s1600/CANVAS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="513" data-original-width="912" height="180" src="https://1.bp.blogspot.com/-xZqLYV1DXBs/WwEj-WxlkWI/AAAAAAAALWY/R-VHfsljr94MeOs3dUuIPWbIsInGbj1gwCLcBGAs/s320/CANVAS.png" width="320" /></a></div>
kkkkkkkkkkkkkkkkkkkkkkkkkk<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-d8vrP8gB6Ts/WwElkIJsHTI/AAAAAAAALWk/2MtySEszi8kgWLHxeKSzg3ALH2scg-hwQCLcBGAs/s1600/2.1%2BJugamos%2Bcon%2BGenially%2Bsobre%2Bel%2Brelieve.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="859" height="201" src="https://4.bp.blogspot.com/-d8vrP8gB6Ts/WwElkIJsHTI/AAAAAAAALWk/2MtySEszi8kgWLHxeKSzg3ALH2scg-hwQCLcBGAs/s320/2.1%2BJugamos%2Bcon%2BGenially%2Bsobre%2Bel%2Brelieve.png" width="320" /></a></div>
maaaaaaaaaaaaaaaaaaaaaaaa<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-2ZWMcV8O0pw/WwEixJSUOqI/AAAAAAAALWM/EBfVZpG5F0UPduihQ72f1KSpmm4290QwgCLcBGAs/s1600/1.7%2BARCGIS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="455" data-original-width="850" src="https://3.bp.blogspot.com/-2ZWMcV8O0pw/WwEixJSUOqI/AAAAAAAALWM/EBfVZpG5F0UPduihQ72f1KSpmm4290QwgCLcBGAs/s1600/1.7%2BARCGIS.png" /></a></div>
m<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-4p-LTIxMo0w/WwEhu5AblgI/AAAAAAAALWE/cDt-ajgfhB8emoG7k9pAW0pan6ad1SFhwCLcBGAs/s1600/1.6%2BARCGIS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="849" src="https://4.bp.blogspot.com/-4p-LTIxMo0w/WwEhu5AblgI/AAAAAAAALWE/cDt-ajgfhB8emoG7k9pAW0pan6ad1SFhwCLcBGAs/s1600/1.6%2BARCGIS.png" /></a></div>
m<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-ofvIEIgURGE/WwEgz9s8KBI/AAAAAAAALV8/Vot8tsr6T5smnDNxwtGvse0HP_nkRX2HACLcBGAs/s1600/1.5%2BARCGIS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="455" data-original-width="845" height="172" src="https://2.bp.blogspot.com/-ofvIEIgURGE/WwEgz9s8KBI/AAAAAAAALV8/Vot8tsr6T5smnDNxwtGvse0HP_nkRX2HACLcBGAs/s320/1.5%2BARCGIS.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
la aplicación <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-IkrI7DEyTok/WwEflr-2tiI/AAAAAAAALVo/8ChFgQe6Bu83fKdKs5tpaVy7SH2hYCXsACLcBGAs/s1600/1.4%2BARCGIS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="456" data-original-width="850" height="171" src="https://2.bp.blogspot.com/-IkrI7DEyTok/WwEflr-2tiI/AAAAAAAALVo/8ChFgQe6Bu83fKdKs5tpaVy7SH2hYCXsACLcBGAs/s320/1.4%2BARCGIS.png" width="320" /></a></div>
ñen <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-NdzPqzLSH_Y/WzhtVEHXtfI/AAAAAAAALuw/EpYjanyzgagRGj5AL-xmm7WYaMPJ5aFxwCEwYBhgL/s1600/1.2%2BARCGIS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="456" data-original-width="850" height="171" src="https://3.bp.blogspot.com/-NdzPqzLSH_Y/WzhtVEHXtfI/AAAAAAAALuw/EpYjanyzgagRGj5AL-xmm7WYaMPJ5aFxwCEwYBhgL/s320/1.2%2BARCGIS.png" width="320" /></a></div>
definitiva<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-NdzPqzLSH_Y/WzhtVEHXtfI/AAAAAAAALuw/fSBvqkaFrKEnNfp3GGDuN9efr4Rb20pDQCLcBGAs/s1600/1.2%2BARCGIS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="456" data-original-width="850" height="171" src="https://3.bp.blogspot.com/-NdzPqzLSH_Y/WzhtVEHXtfI/AAAAAAAALuw/fSBvqkaFrKEnNfp3GGDuN9efr4Rb20pDQCLcBGAs/s320/1.2%2BARCGIS.png" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-vmkV_URWKs8/WwEeuXDY-XI/AAAAAAAALVc/XKi_ygPoQoY4pF9UTuoAkHZ52icefQJDwCLcBGAs/s1600/ALUMNADO%2BPROTESTANDO.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="500" src="https://1.bp.blogspot.com/-vmkV_URWKs8/WwEeuXDY-XI/AAAAAAAALVc/XKi_ygPoQoY4pF9UTuoAkHZ52icefQJDwCLcBGAs/s1600/ALUMNADO%2BPROTESTANDO.gif" /></a></div>
ñlllllllllllprocedimientos<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-7OJMkoPSRig/WwEd8ALRM4I/AAAAAAAALVU/Dmyb2IcNsPEYA3vhGMc5Q9XgFcn0ExBLwCLcBGAs/s1600/1.3%2BARCGIS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="457" data-original-width="847" height="172" src="https://2.bp.blogspot.com/-7OJMkoPSRig/WwEd8ALRM4I/AAAAAAAALVU/Dmyb2IcNsPEYA3vhGMc5Q9XgFcn0ExBLwCLcBGAs/s320/1.3%2BARCGIS.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
ñ<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-j2CELa_B190/WwEbiZkA6AI/AAAAAAAALUs/aNLa52Tm8MMuLmW4hcz4IPvZVbn-RNCDgCLcBGAs/s1600/ALUMNO%2BABURRIDO.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">MMMM<img border="0" data-original-height="347" data-original-width="525" src="https://2.bp.blogspot.com/-j2CELa_B190/WwEbiZkA6AI/AAAAAAAALUs/aNLa52Tm8MMuLmW4hcz4IPvZVbn-RNCDgCLcBGAs/s1600/ALUMNO%2BABURRIDO.gif" /></a></div>
ESTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAñ
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-cF8M-h5E43c/WwEPF_WZwaI/AAAAAAAALUU/YOKkeFh6No4x9ZlA_XEUuP_aN2lm9BWuACLcBGAs/s1600/PORTADA%2BDE%2BVIAJAMOS%2BEspa%25C3%25B1a%2By%2Bchicos.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="531" data-original-width="497" height="320" src="https://2.bp.blogspot.com/-cF8M-h5E43c/WwEPF_WZwaI/AAAAAAAALUU/YOKkeFh6No4x9ZlA_XEUuP_aN2lm9BWuACLcBGAs/s320/PORTADA%2BDE%2BVIAJAMOS%2BEspa%25C3%25B1a%2By%2Bchicos.png" width="299" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-Zd-4Lnx87B4/WwER2Wc2mWI/AAAAAAAALUg/XaWdpbxfyAY62xR1IC6L5_eaX8CELCF8wCLcBGAs/s1600/1.%2BARCGIS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="458" data-original-width="850" src="https://3.bp.blogspot.com/-Zd-4Lnx87B4/WwER2Wc2mWI/AAAAAAAALUg/XaWdpbxfyAY62xR1IC6L5_eaX8CELCF8wCLcBGAs/s1600/1.%2BARCGIS.png" /></a></div>
ll<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-bUhWcZlx73w/WvaMQtz6V-I/AAAAAAAALTc/FHRRg6gQ1OEgmBGwpSW4BmD0XpI-N97RQCLcBGAs/s1600/15%2BAZUL.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="472" data-original-width="852" src="https://4.bp.blogspot.com/-bUhWcZlx73w/WvaMQtz6V-I/AAAAAAAALTc/FHRRg6gQ1OEgmBGwpSW4BmD0XpI-N97RQCLcBGAs/s1600/15%2BAZUL.png" /></a></div>
ll
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-7BeAxB961xQ/WvZ3-BFdJwI/AAAAAAAALS8/MFgLDTgIfG0XIvD2Ab9jvJOeZ2Smp84YwCLcBGAs/s1600/1%2BAZUL.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="472" data-original-width="851" height="177" src="https://2.bp.blogspot.com/-7BeAxB961xQ/WvZ3-BFdJwI/AAAAAAAALS8/MFgLDTgIfG0XIvD2Ab9jvJOeZ2Smp84YwCLcBGAs/s320/1%2BAZUL.png" width="320" /></a></div>
esta<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-OENq8Z4yLwY/WvaHXj2GRtI/AAAAAAAALTM/rG9OpTDsfjAkyJFgBLSL_isPIp7pxaQxgCLcBGAs/s1600/11%2BAZUL.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="470" data-original-width="851" height="176" src="https://1.bp.blogspot.com/-OENq8Z4yLwY/WvaHXj2GRtI/AAAAAAAALTM/rG9OpTDsfjAkyJFgBLSL_isPIp7pxaQxgCLcBGAs/s320/11%2BAZUL.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
``<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-q6wxUbxWfU4/WvZ0UgFs0eI/AAAAAAAALSw/-icMjJYUk8oDxgZ64whBALn8jHJYnV6QwCLcBGAs/s1600/2%2BAZUL.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="472" data-original-width="850" height="177" src="https://4.bp.blogspot.com/-q6wxUbxWfU4/WvZ0UgFs0eI/AAAAAAAALSw/-icMjJYUk8oDxgZ64whBALn8jHJYnV6QwCLcBGAs/s320/2%2BAZUL.png" width="320" /></a></div>
`<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div style="width: 100%;">
<div style="height: 0; padding-bottom: 41.67%; padding-top: 0; position: relative;">
<iframe allowfullscreen="true" allownetworking="all" allowscriptaccess="always" frameborder="0" height="375" scrolling="yes" src="https://view.genial.ly/5ad9809b21cb031fdb5990bd" style="height: 100%; left: 0; position: absolute; top: 0; width: 100%;" type="text/html" width="900"></iframe> </div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-yMWfR-9_w8Q/WuwrfaHiqTI/AAAAAAAALRY/8U1k10GJ0bQWr3nktvR--OysnRYJYfxhwCLcBGAs/s1600/3%25C2%25AA%2Betapa.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="355" data-original-width="628" height="180" src="https://1.bp.blogspot.com/-yMWfR-9_w8Q/WuwrfaHiqTI/AAAAAAAALRY/8U1k10GJ0bQWr3nktvR--OysnRYJYfxhwCLcBGAs/s320/3%25C2%25AA%2Betapa.png" width="320" /></a></div>
ttt<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-d_Tpj0JXh9U/WuwrOvTtIOI/AAAAAAAALRM/8N-OLkZ5Q4Qo4HF4KQ1Kie8oVeRfhmPgACLcBGAs/s1600/2%25C2%25AA%2Betapa.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="354" data-original-width="626" height="180" src="https://4.bp.blogspot.com/-d_Tpj0JXh9U/WuwrOvTtIOI/AAAAAAAALRM/8N-OLkZ5Q4Qo4HF4KQ1Kie8oVeRfhmPgACLcBGAs/s320/2%25C2%25AA%2Betapa.png" width="320" /></a></div>
llll<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-g1ZA-gFEEHk/WuwquINLlvI/AAAAAAAALRA/2eBLQi0pBVYGVWGe_kRQ7LfYrraOxISkACLcBGAs/s1600/industria%2B3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="354" data-original-width="627" height="180" src="https://2.bp.blogspot.com/-g1ZA-gFEEHk/WuwquINLlvI/AAAAAAAALRA/2eBLQi0pBVYGVWGe_kRQ7LfYrraOxISkACLcBGAs/s320/industria%2B3.png" width="320" /></a></div>
llaqui<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-PVWxTwKLIbI/WuwrAExqCrI/AAAAAAAALRI/mvyjWJOmKpscQaZ3PSqmzl6oQbF2WlF0gCLcBGAs/s1600/1%25C2%25AA%2Betapa.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="354" data-original-width="627" height="180" src="https://4.bp.blogspot.com/-PVWxTwKLIbI/WuwrAExqCrI/AAAAAAAALRI/mvyjWJOmKpscQaZ3PSqmzl6oQbF2WlF0gCLcBGAs/s320/1%25C2%25AA%2Betapa.png" width="320" /></a></div>
ll<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/--pJI6PVHo78/Wuwqdf8szoI/AAAAAAAALQ4/cQ3BqCQHKzI-luVzJcdq6D-aPBbHtGT6QCLcBGAs/s1600/industria%2B2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="354" data-original-width="628" height="180" src="https://2.bp.blogspot.com/--pJI6PVHo78/Wuwqdf8szoI/AAAAAAAALQ4/cQ3BqCQHKzI-luVzJcdq6D-aPBbHtGT6QCLcBGAs/s320/industria%2B2.png" width="320" /></a></div>
K<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-nnSB3YDhFL8/Wuqg5uyVAMI/AAAAAAAALQU/QmvnFN3Jchc8r21sO7Jd8P6leHA8xoXCACLcBGAs/s1600/4.1%2BESQUEMA%2BTEMA.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="399" data-original-width="712" height="177" src="https://4.bp.blogspot.com/-nnSB3YDhFL8/Wuqg5uyVAMI/AAAAAAAALQU/QmvnFN3Jchc8r21sO7Jd8P6leHA8xoXCACLcBGAs/s320/4.1%2BESQUEMA%2BTEMA.png" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-BdZMCpNvp3s/WuqloNCsTLI/AAAAAAAALQk/6jMUEN1qEPMDEbZPAoPYu3qZlSTdtVFdgCLcBGAs/s1600/4.4%2BDEBATE2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="442" data-original-width="784" height="180" src="https://1.bp.blogspot.com/-BdZMCpNvp3s/WuqloNCsTLI/AAAAAAAALQk/6jMUEN1qEPMDEbZPAoPYu3qZlSTdtVFdgCLcBGAs/s320/4.4%2BDEBATE2.png" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=40288954336290764" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="714" src="https://1.bp.blogspot.com/-D_tT5w7tM14/WuoeIbAkIQI/AAAAAAAALP8/ZjKaQBaNxN0Qphm3ZVixgXwN8GTOxA_ZQCLcBGAs/s1600/4.%2BPORTADA.png" /></a></div>
KK
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-GWDzHnRvs_o/WulV4FyD73I/AAAAAAAALPI/-aonW00pcGwk16vMaeYWVFdghUFLhtD3ACLcBGAs/s1600/PORTADA%2BAGUAS.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="430" data-original-width="730" src="https://3.bp.blogspot.com/-GWDzHnRvs_o/WulV4FyD73I/AAAAAAAALPI/-aonW00pcGwk16vMaeYWVFdghUFLhtD3ACLcBGAs/s1600/PORTADA%2BAGUAS.png" /></a></div>
k
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-8ngXW7WcNSQ/WugK1dB68pI/AAAAAAAALO4/AObfnRTJHlkNnh9Z-i4JTbYXpiwB-JASACLcBGAs/s1600/1.PORTADA%2BTEMA%2B1%2Bpara%2Bexe.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="365" data-original-width="650" height="179" src="https://1.bp.blogspot.com/-8ngXW7WcNSQ/WugK1dB68pI/AAAAAAAALO4/AObfnRTJHlkNnh9Z-i4JTbYXpiwB-JASACLcBGAs/s320/1.PORTADA%2BTEMA%2B1%2Bpara%2Bexe.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-8DWawwCTVtE/WugKLX6anRI/AAAAAAAALOs/e0Qtgkpy6K0f-ndlIl4KMqGpeLuK0Q2IwCLcBGAs/s1600/1.PORTADA%2BTEMA%2B1%2Bpara%2Bexe.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="337" data-original-width="600" height="179" src="https://4.bp.blogspot.com/-8DWawwCTVtE/WugKLX6anRI/AAAAAAAALOs/e0Qtgkpy6K0f-ndlIl4KMqGpeLuK0Q2IwCLcBGAs/s320/1.PORTADA%2BTEMA%2B1%2Bpara%2Bexe.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-BglkAgjWU9A/WugITrY6ubI/AAAAAAAALOY/lS15YMPhasci00RN0hNSFsQEmJMhVWNrgCLcBGAs/s1600/Flipped%2BALUMNOS%2B-%2Bcopia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="466" data-original-width="700" height="213" src="https://1.bp.blogspot.com/-BglkAgjWU9A/WugITrY6ubI/AAAAAAAALOY/lS15YMPhasci00RN0hNSFsQEmJMhVWNrgCLcBGAs/s320/Flipped%2BALUMNOS%2B-%2Bcopia.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-VV4PhtaoMng/WueRjl9zvFI/AAAAAAAALOI/_De1BAcKZl4uuA7AjbLKXGegRF3ci9B2wCLcBGAs/s1600/4.%2Bgrandes.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="514" data-original-width="959" src="https://2.bp.blogspot.com/-VV4PhtaoMng/WueRjl9zvFI/AAAAAAAALOI/_De1BAcKZl4uuA7AjbLKXGegRF3ci9B2wCLcBGAs/s1600/4.%2Bgrandes.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-kW92vQuGnLs/Wuc7uXIk61I/AAAAAAAALNQ/41R__q77n9AyULUN4g2I25QXHrnt7cvDwCLcBGAs/s1600/Flipped%2BALUMNOS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="900" height="213" src="https://1.bp.blogspot.com/-kW92vQuGnLs/Wuc7uXIk61I/AAAAAAAALNQ/41R__q77n9AyULUN4g2I25QXHrnt7cvDwCLcBGAs/s320/Flipped%2BALUMNOS.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-CF_LOdlPPqk/Wud2mgB07rI/AAAAAAAALN4/eRS3rgGxhlIbvB5NkggvR_BIl44iu6qWQCLcBGAs/s1600/2.%2BEVOLUCION%2BIMAF.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="510" data-original-width="824" src="https://1.bp.blogspot.com/-CF_LOdlPPqk/Wud2mgB07rI/AAAAAAAALN4/eRS3rgGxhlIbvB5NkggvR_BIl44iu6qWQCLcBGAs/s1600/2.%2BEVOLUCION%2BIMAF.png" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-uU2pRdQdiJE/Wud2SleSryI/AAAAAAAALNw/m68e-ibi_GseQrJmD_1O9WMgWWmiQjlfwCLcBGAs/s1600/2.%2BEVOLUCI%25C3%2593N.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="514" data-original-width="963" height="170" src="https://3.bp.blogspot.com/-uU2pRdQdiJE/Wud2SleSryI/AAAAAAAALNw/m68e-ibi_GseQrJmD_1O9WMgWWmiQjlfwCLcBGAs/s320/2.%2BEVOLUCI%25C3%2593N.png" width="320" /></a></div>
<br />
ñññ<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-fk4v61MPjTw/W4-nxYkopvI/AAAAAAAAMX8/IKY3eaXFHpobp4e6RbboXWqgscMe7HWVgCLcBGAs/s1600/CABECERA%2B%2Bblog%2BPEQUE%25C3%2591A.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="54" data-original-width="230" src="https://2.bp.blogspot.com/-fk4v61MPjTw/W4-nxYkopvI/AAAAAAAAMX8/IKY3eaXFHpobp4e6RbboXWqgscMe7HWVgCLcBGAs/s1600/CABECERA%2B%2Bblog%2BPEQUE%25C3%2591A.jpg" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-EowAi8LAJPE/WudCu4sQj6I/AAAAAAAALNg/AFBrnjSKlx4djahIDAgz2_s4O-_LysKWACLcBGAs/s1600/1.%2Btipos%2Bde%2Bunidades.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="510" data-original-width="963" height="169" src="https://3.bp.blogspot.com/-EowAi8LAJPE/WudCu4sQj6I/AAAAAAAALNg/AFBrnjSKlx4djahIDAgz2_s4O-_LysKWACLcBGAs/s320/1.%2Btipos%2Bde%2Bunidades.png" width="320" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-dODZ2Y7DjOk/Wucup42MjFI/AAAAAAAALM4/lwqIo7XIsoM6GzJ39Si5YA_1L1Mrkc2ngCLcBGAs/s1600/1.%2BTipos%2Bunidades.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="477" data-original-width="846" height="180" src="https://1.bp.blogspot.com/-dODZ2Y7DjOk/Wucup42MjFI/AAAAAAAALM4/lwqIo7XIsoM6GzJ39Si5YA_1L1Mrkc2ngCLcBGAs/s320/1.%2BTipos%2Bunidades.png" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-W3q1B2uIgf8/Wucu3AHza9I/AAAAAAAALM8/agynJmuyfos_ur2pVJjx6zB1TO5srwzLwCLcBGAs/s1600/PORTADA%2BTEMA%2B1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="476" data-original-width="845" height="180" src="https://2.bp.blogspot.com/-W3q1B2uIgf8/Wucu3AHza9I/AAAAAAAALM8/agynJmuyfos_ur2pVJjx6zB1TO5srwzLwCLcBGAs/s320/PORTADA%2BTEMA%2B1.png" width="320" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-CkOL2xHN94Y/WucmCVcESyI/AAAAAAAALMU/MpxOQaU_eBU2fYFScrF7rKbiXLxiyEJfQCLcBGAs/s1600/PORTADA%2BTEMA%2B1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="511" data-original-width="826" src="https://2.bp.blogspot.com/-CkOL2xHN94Y/WucmCVcESyI/AAAAAAAALMU/MpxOQaU_eBU2fYFScrF7rKbiXLxiyEJfQCLcBGAs/s1600/PORTADA%2BTEMA%2B1.png" /></a></div>
kkkkk<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-rj4bcpawoI0/WuL0BSgz_PI/AAAAAAAALL8/HegGeGpSjwMYOpcZkABBfsPm0dd5dz6lACLcBGAs/s1600/Coloquio%2B3%25C2%25BAB%2B27.5.2018.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="870" data-original-width="1600" height="174" src="https://1.bp.blogspot.com/-rj4bcpawoI0/WuL0BSgz_PI/AAAAAAAALL8/HegGeGpSjwMYOpcZkABBfsPm0dd5dz6lACLcBGAs/s320/Coloquio%2B3%25C2%25BAB%2B27.5.2018.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-I-jBiZxGIw0/Wt2X5Grw82I/AAAAAAAALLI/s7M7cAxjXSgs-sD9AHbON2tWMARqzcosQCLcBGAs/s1600/Coloquio%2B3%25C2%25BAC%2B23.4.2018.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="843" data-original-width="1600" src="https://1.bp.blogspot.com/-I-jBiZxGIw0/Wt2X5Grw82I/AAAAAAAALLI/s7M7cAxjXSgs-sD9AHbON2tWMARqzcosQCLcBGAs/s1600/Coloquio%2B3%25C2%25BAC%2B23.4.2018.jpg" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-sZzzVrLPHDA/WtgoZ-DutII/AAAAAAAALCY/uztR84su3hIrS7cPIXPRENuBCNwaXqnBQCLcBGAs/s1600/mapa%2Baltim%25C3%25A9trico%2BNova%2BValencia%2Bperfil.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="468" data-original-width="727" src="https://1.bp.blogspot.com/-sZzzVrLPHDA/WtgoZ-DutII/AAAAAAAALCY/uztR84su3hIrS7cPIXPRENuBCNwaXqnBQCLcBGAs/s1600/mapa%2Baltim%25C3%25A9trico%2BNova%2BValencia%2Bperfil.png" /></a></div>
<br />
<br />
<div style="width: 80%;">
<div style="height: 0; padding-bottom: 56.26%; padding-top: 0; position: relative;">
<iframe allowfullscreen="true" allownetworking="all" allowscriptaccess="always" frameborder="0" height="1875" scrolling="yes" src="https://www.genial.ly/View/Index/59c139432b068945842d8c6e" style="height: 100%; left: 0; position: absolute; top: 0; width: 100%;" type="text/html" width="3333"></iframe> </div>
</div>
...
<img src="https://docs.google.com/a/iesifach.es/drawings/d/e/2PACX-1vSoC0EDgqD75EqPHSYlch6A4gs-tvoadu_d_oY9ghDb31RD39tiaqRlM9JmHMiZPNMc4xKJsdMMp21E/pub?w=1243&h=677" /><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-gBYa1OxdqA0/WgxXo7Nyq0I/AAAAAAAAKOI/UDlPOXWM7Owc57CDGi8dndJQAUHV9ahEgCLcBGAs/s1600/Yo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="100" data-original-width="100" src="https://1.bp.blogspot.com/-gBYa1OxdqA0/WgxXo7Nyq0I/AAAAAAAAKOI/UDlPOXWM7Owc57CDGi8dndJQAUHV9ahEgCLcBGAs/s1600/Yo.jpg" /></a></div>
<iframe allowfullscreen="true" frameborder="0" height="569" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vTEgp3KLkO958lVV3YYftpiljYxjLucQN_kij83Ybt9QcBLiknmuIzs3xCnZD109_DQ-RIU_YuLhEBT/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="960"></iframe>Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-41724444308584604402017-10-15T13:06:00.000+02:002018-10-03T19:37:21.478+02:00Insertar imágenes en comentarios<iframe allowfullscreen="allowfullscreen" frameborder="0" height="105" src="https://h5p.org/h5p/embed/321516" width="1090"></iframe><script charset="UTF-8" src="https://h5p.org/sites/all/modules/h5p/library/js/h5p-resizer.js"></script>
<style>.embed-container {position: relative; padding-bottom: 80%; height: 0; max-width: 100%;} .embed-container iframe, .embed-container object, .embed-container iframe{position: absolute; top: 0; left: 0; width: 100%; height: 100%;} small{position: absolute; z-index: 40; bottom: 0; margin-bottom: -15px;}</style><br />
<div class="embed-container">
<iframe frameborder="0" height="400" marginheight="0" marginwidth="0" scrolling="no" src="//www.arcgis.com/apps/Embed/index.html?webmap=06223de0ecd5480baee4ad6da2c87482&extent=-0.4073,38.5161,0.4936,38.8987&zoom=true&previewImage=false&scale=true&disable_scroll=true&theme=light" title="Intro Merezco una calle" width="500"></iframe></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-9yyRsBSdOXA/Wfl9QktciUI/AAAAAAAAKKA/z_2V43brAnMlFvAzUuH8Keb6Naw8dBdewCLcBGAs/s1600/Merezco%2Buna%2Bcalle%2BINTRO%2BGATA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="336" data-original-width="496" height="216" src="https://2.bp.blogspot.com/-9yyRsBSdOXA/Wfl9QktciUI/AAAAAAAAKKA/z_2V43brAnMlFvAzUuH8Keb6Naw8dBdewCLcBGAs/s320/Merezco%2Buna%2Bcalle%2BINTRO%2BGATA.jpg" width="320" /></a></div>
<br />
LLLL<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-oNe1nXLLN50/Wfl9H0w_uhI/AAAAAAAAKJ8/CghbkqH5zAUenIAK1riwl7Lf-p_7wz70wCLcBGAs/s1600/Merezco%2Buna%2Bcalle%2BINTRO%2BONDARA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="352" data-original-width="495" height="227" src="https://3.bp.blogspot.com/-oNe1nXLLN50/Wfl9H0w_uhI/AAAAAAAAKJ8/CghbkqH5zAUenIAK1riwl7Lf-p_7wz70wCLcBGAs/s320/Merezco%2Buna%2Bcalle%2BINTRO%2BONDARA.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-TrZvgyTERag/Wfl8-Z-qs2I/AAAAAAAAKJ4/NbV2nZEQO2cJnGvudNZfA5UeqM_b1NWrgCLcBGAs/s1600/Merezco%2Buna%2Bcalle%2BINTRO%2BX%25C3%2580BIA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="348" data-original-width="502" height="221" src="https://2.bp.blogspot.com/-TrZvgyTERag/Wfl8-Z-qs2I/AAAAAAAAKJ4/NbV2nZEQO2cJnGvudNZfA5UeqM_b1NWrgCLcBGAs/s320/Merezco%2Buna%2Bcalle%2BINTRO%2BX%25C3%2580BIA.jpg" width="320" /></a></div>
´<br />
<br />
<br />
<br />
ÑÑÑÑÑ
´´´´
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-As6l_jEcYoc/Wfl8u1LgViI/AAAAAAAAKJw/KUKINz-uJ1Un10Wj7O_guUpy8dAgg-2KgCLcBGAs/s1600/Merezco%2Buna%2Bcalle%2BINTRO%2BALTEA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="348" data-original-width="498" height="223" src="https://4.bp.blogspot.com/-As6l_jEcYoc/Wfl8u1LgViI/AAAAAAAAKJw/KUKINz-uJ1Un10Wj7O_guUpy8dAgg-2KgCLcBGAs/s320/Merezco%2Buna%2Bcalle%2BINTRO%2BALTEA.jpg" width="320" /></a></div>
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-Yv18LCceiGY/Wfl8abKsFvI/AAAAAAAAKJs/hcI62qyiTgEbKBDYF2nEl9IEryoPhaHvACLcBGAs/s1600/Merezco%2Buna%2Bcalle%2BINTRO%2BCALP.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="348" data-original-width="497" height="224" src="https://2.bp.blogspot.com/-Yv18LCceiGY/Wfl8abKsFvI/AAAAAAAAKJs/hcI62qyiTgEbKBDYF2nEl9IEryoPhaHvACLcBGAs/s320/Merezco%2Buna%2Bcalle%2BINTRO%2BCALP.jpg" width="320" /></a></div>
<br />
<br />
<br />
muy bien: [img]https://2.bp.blogspot.com/-y0XGpKeo0tA/WeMUrseXvQI/AAAAAAAAKHs/cYrWuLS6BLos_Es7N23rf1ynQVRk2fm0gCLcBGAs/s1600/1.%2BAVATAR%2BBRAVO2.png[/img]<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=40288954336290764" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="320" src="https://2.bp.blogspot.com/-y0XGpKeo0tA/WeMUrseXvQI/AAAAAAAAKHs/cYrWuLS6BLos_Es7N23rf1ynQVRk2fm0gCLcBGAs/s320/1.%2BAVATAR%2BBRAVO2.png" width="320" /></a></div>
<br />
<br />
<br />
<b>bien:</b> [img]https://1.bp.blogspot.com/-FCiLS79JXPU/WeME564YzVI/AAAAAAAAKGs/UMWZALzjpkUAPjWgo4yXFLp4_ZOOS9RNQCLcBGAs/s1600/1.%2BAVATAR%2BDE%2BACUERDO3.png[/img]<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-FCiLS79JXPU/WeME564YzVI/AAAAAAAAKGs/UMWZALzjpkUAPjWgo4yXFLp4_ZOOS9RNQCLcBGAs/s1600/1.%2BAVATAR%2BDE%2BACUERDO3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="396" height="88" src="https://1.bp.blogspot.com/-FCiLS79JXPU/WeME564YzVI/AAAAAAAAKGs/UMWZALzjpkUAPjWgo4yXFLp4_ZOOS9RNQCLcBGAs/s320/1.%2BAVATAR%2BDE%2BACUERDO3.png" width="88" /></a></div>
<br />
<br />
<br />
<b> regular:</b> [img]https://4.bp.blogspot.com/-dEUebTCCEw0/WeMF9ISeYLI/AAAAAAAAKG4/ExWT237eicMyU3JGI0uiCBuZiuECeV98ACLcBGAs/s1600/2.%2BAVATAR%2BEXPLICANDO.png[/img]<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=40288954336290764" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="80" src="https://4.bp.blogspot.com/-dEUebTCCEw0/WeMF9ISeYLI/AAAAAAAAKG4/ExWT237eicMyU3JGI0uiCBuZiuECeV98ACLcBGAs/s320/2.%2BAVATAR%2BEXPLICANDO.png" width="80" /></a></div>
<b>mal: </b> [img]https://2.bp.blogspot.com/-KUxWFtCHvZo/WeMFg8X-LpI/AAAAAAAAKGw/xvdaWlXSjF8N_7LYd-yE1vVBPwj2iDmlwCLcBGAs/s1600/3.%2BAVATAR%2BFATAL.png[/img]
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-gPmngMcopsU/WeMOw09zKII/AAAAAAAAKHI/q-L0qvUUfjMQvj0ups-acvD4dacRAWVLgCLcBGAs/s1600/3.%2BAVATAR%2BNO.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="148" src="https://1.bp.blogspot.com/-gPmngMcopsU/WeMOw09zKII/AAAAAAAAKHI/q-L0qvUUfjMQvj0ups-acvD4dacRAWVLgCLcBGAs/s320/3.%2BAVATAR%2BNO.png" width="148" /></a></div>
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/null" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="77" src="https://2.bp.blogspot.com/-KUxWFtCHvZo/WeMFg8X-LpI/AAAAAAAAKGw/xvdaWlXSjF8N_7LYd-yE1vVBPwj2iDmlwCLcBGAs/s320/3.%2BAVATAR%2BFATAL.png" width="77" /></a></div>
Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-1039996449731925742015-05-31T11:41:00.001+02:002015-06-01T20:13:50.050+02:00NUEVOS BLOGS PARA EL CURSO 2015-16<span style="font-family: Verdana,sans-serif;">El curso ya ha acabado para algunos
de vosotros y para otros se acerca el final. Por ello, los blogs de este
curso se han cerrado y se han abierto los nuevos blogs para el curso
siguiente 2015-16. Si quieres acceder a ellos pincha en los enlaces:</span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><b>Blog general de todas las asignaturas del área de sociales </b>de las que podría impartir clase el próximo curso: <span style="color: blue;"><a href="http://socialesalumnosifach.blogspot.com.es/">http://socialesalumnosifach.blogspot.com.es/</a></span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><b>Blog de coordinación</b>,
para daros las pautas generales que debéis seguir y donde rebotan
automáticamente las publicaciones que hacéis en vuestros blogs
colectivos de clase: <a href="http://blogcoordinacion201516.blogspot.com.es/">http://blogcoordinacion201516.blogspot.com.es/</a></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><b>Blog colectivo de alumnos de Segundo de Bachillerato de la asignatura de Geografía</b>: </span><span style="font-family: Verdana,sans-serif;"><a href="http://2batgeo201516.blogspot.com.es/">http://2batgeo201516.blogspot.com.es/. </a></span><br />
<span style="font-family: Verdana,sans-serif;">En
este blog se pone el acento en la realización de pruebas PAU, su
publicación y corrección. También recoge muchos recursos organizados por
temas.</span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><b>Blog colectivo de alumnos de Primero de Bachillerato de la asignatura de Historia del Mundo Contemporáneo</b>: <a href="http://1bathmc201516.blogspot.com.es/">http://1bathmc201516.blogspot.com.es/</a> </span><br />
<span style="font-family: Verdana,sans-serif;">El
próximo curso iniciamos una nueva experiencia basada exclusivamente en
el apredizaje por proyectos y tareas. Los alumnos de primero de
Bachillerato deberéis realizar, publicar en el blog de alumnos y
presentar en el aula, varias tareas por cada Bloque de contenidos. </span><br />
<br />
<b><span style="font-family: Verdana,sans-serif;">Blog colectivo de alumnos de Tercero de la ESO de la asignatura de Geografía e Historia</span></b>:<span style="font-family: Verdana,sans-serif;"> <a href="http://3esogeo201516.blogspot.com.es/">http://3esogeo201516.blogspot.com.es/</a></span><br />
<span style="font-family: Verdana,sans-serif;">De
momento este blog solo cuenta con el área de geografía y durante el
próximo curso se añadirán los contenidos de historia en el caso de
aprobarse</span><br />
<span style="font-family: Verdana,sans-serif;">los cambios en la normativa para la Comunitat Valenciana. El blog aporta recursos, proyectos, tareas y actividades.</span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;"><br /></span>Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-9150475561355363132015-05-27T21:22:00.000+02:002015-05-27T21:22:07.188+02:00NOTAS RECUPERACIÓNNOTAS FINALES DEL CURSO:<br />
NEUS 6<br />
SILVIA 5<br />
LUCÍA 5<br />
NIKA 5Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-74172302960263569162015-05-25T14:36:00.001+02:002015-05-25T17:42:25.662+02:00NOTAS FINALES DE LOS QUE NO TENÉIS QUE RECUPERAR<b><span style="font-family: Verdana,sans-serif;">Tengo las notas finales de los que no tenéis que recuperar, si alguien quiere saberlas que deje un comentario en esta entrada.</span></b><br />
<b><span style="font-family: Verdana,sans-serif;"><br /></span></b>
<b><span style="font-family: Verdana,sans-serif;">Yo quiero Geles, Miguel.</span></b><br />
<b><span style="font-family: Verdana,sans-serif;">He dejado un comentario con la nota Miguel.</span></b><br />
<br />
<b><span style="font-family: Verdana,sans-serif;">Por favor dejar comentarios en esta página para pedir la nota porque si no no me doy cuenta </span></b><br />
<br />
<span style="font-family: Verdana,sans-serif;">Geles 25-5 2015</span>Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com8tag:blogger.com,1999:blog-40288954336290764.post-42721845241152297352015-05-22T12:41:00.000+02:002015-05-22T12:41:04.521+02:00RECUPERACIONES<table border="0" cellspacing="0" cols="3" frame="VOID" rules="NONE">
<colgroup><col width="86"></col><col width="86"></col><col width="86"></col></colgroup>
<tbody>
<tr>
<td align="LEFT" height="19" width="86"><span style="color: black;"><br /></span></td>
<td align="LEFT" width="86"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#FFFFFF" width="86"><br /></td>
</tr>
<tr>
<td align="LEFT" height="19"><span style="color: black;"><br /></span></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#B2B2B2"><br /></td>
</tr>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="19"><span style="color: black;">1º</span></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#FFFFFF"><b>SILVIA</b></td>
</tr>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="19"><b>1º-2º-3º</b></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#CCCCCC"><b>PEDRO</b></td>
</tr>
<tr>
<td align="LEFT" height="20"><span style="color: black;"><br /></span></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#FFFFFF"><br /></td>
</tr>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="20"><b>2º-3º</b></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#CCCCCC"><b>XENIA</b></td>
</tr>
<tr>
<td align="LEFT" height="20"><span style="color: black;"><br /></span></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT"><br /></td>
</tr>
<tr>
<td align="LEFT" height="19"><span style="color: black;"><br /></span></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#CCCCCC"><br /></td>
</tr>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="19"><span style="color: black;">1º</span></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#CCCCCC"><b>NEUS</b></td>
</tr>
<tr>
<td align="LEFT" height="19"><span style="color: black;"><br /></span></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT"><br /></td></tr>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="19"><span style="color: black;">1º</span></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT"><span style="color: black;">VERONICA</span></td>
</tr>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="20"><span style="color: black;">1º</span></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#CCCCCC"><b>LUCÍA</b></td>
</tr>
<tr>
<td align="LEFT" height="20"><span style="color: black;"><br /></span></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT"><br /></td>
</tr>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="19"><b>1º-2º-3º</b></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#B2B2B2"><b>ALEX</b></td>
</tr>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="19"><b>1º-2º-3º</b></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT"><span style="color: black;">JUAN </span></td>
</tr>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="19"><b>1º-2º-3º</b></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#CCCCCC"><b>TAYLOR</b></td>
</tr>
<tr>
<td align="LEFT" height="20"><span style="color: black;"><br /></span></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT"><br /></td>
</tr>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="20"><b>1º-2º-3º</b></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#B2B2B2"><b>ARTUR</b></td>
</tr>
<tr>
<td align="LEFT" height="20"><table border="0" cellspacing="0" cols="1" frame="VOID" rules="NONE">
<colgroup><col width="86"></col></colgroup>
<tbody>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="20" width="86"><span style="color: black;"><b>2º</b></span></td>
</tr>
</tbody>
</table>
</td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT"><span style="color: black;">ANDRES</span></td>
</tr>
<tr>
<td align="LEFT" bgcolor="#FF0000" height="19"><b>1º-2º-3º</b></td>
<td align="LEFT"><span style="color: black;"><br /></span></td>
<td align="LEFT" bgcolor="#B2B2B2"><b>VIVIAN</b></td>
</tr>
<tr>
<td align="LEFT" height="20"><span style="color: black;"><br /></span></td>
<td align="LEFT"><br /></td><td align="LEFT" bgcolor="#FFFFFF"><br /></td></tr>
</tbody></table>
Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-2881265828701606672015-05-16T08:39:00.002+02:002015-05-17T08:45:56.705+02:00<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-wKJxjZ_iZl8/VVbl33qQVLI/AAAAAAAACt0/K3rXG4_pnSE/s1600/FOTO%2B4%C2%BAC.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="311" src="http://3.bp.blogspot.com/-wKJxjZ_iZl8/VVbl33qQVLI/AAAAAAAACt0/K3rXG4_pnSE/s400/FOTO%2B4%C2%BAC.png" width="400"></a></div>
<blockquote class="tr_bq">
<div style="text-align: center;">
<span style="font-size: large;"><b><span style="font-family: Verdana,sans-serif;">"El que está acostumbrado a viajar, sabe que siempre es necesario partir algún día" </span></b></span></div>
</blockquote>
<div style="text-align: center;">
<span style="color: orange;"><b><span style="font-family: Verdana,sans-serif;">Paulo Coelho</span></b></span></div><div style="text-align: center;"><font class="Apple-style-span" color="#ffa500" face="Verdana, sans-serif"><b><br></b></font></div><div style="text-align: center;"><span style="color: orange;"><b><span style="font-family: Verdana,sans-serif;"> </span></b></span></div>
Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com4tag:blogger.com,1999:blog-40288954336290764.post-34869814983276081132015-04-21T20:13:00.000+02:002015-04-21T21:08:17.031+02:00<a href="https://www.blogger.com/blogger.g?blogID=2056072974778713496#overview/src=dashboard" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="400" src="data:image/png;base64,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" style="cursor: move;" width="650" /></a>
<br />
<div class="encabezado ">
<div class="antetitulo">
<span class="contenido"><a href="http://elpais.com/tag/asesinato_instituto_barcelona_2015/a/" title="Asesinato en Instituto de Barcelona">Asesinato en Instituto de Barcelona »</a></span></div>
<div class="hgroup">
<h1 id="titulo_noticia">
Un alumno mata con una ballesta y un machete a un profesor en Barcelona</h1>
<div id="subtitulo_noticia">
<h2>
La consejera de Educación, Irene Rigau, apunta a un posible "brote
psicótico" del autor del suceso. Los Mossos han trasladado al menor a
una unidad de psiquiatría de un hospital</h2>
</div>
</div>
<div class="enlaces">
<ul>
<li><a href="http://elpais.com/elpais/2015/04/20/inenglish/1429523188_431705.html"><strong>In English: High school student kills teacher with crossbow in Barcelona</strong> </a></li>
</ul>
</div>
</div>
<div class="firma_comentarios estirar">
<span class="firma">
<span class="autor">
<a href="http://ccaa.elpais.com/autor/clara_blanchar/a/" rel="author" title="Ver todas las noticias de Clara Blanchar">Clara Blanchar</a> /
<a href="http://ccaa.elpais.com/autor/rebeca_carranco/a/" rel="author" title="Ver todas las noticias de Rebeca Carranco">Rebeca Carranco</a> </span>
<span class="data">
Barcelona
</span>
<a class="actualizado" href="http://ccaa.elpais.com/tag/fecha/20150420" title="Ver todas las noticias de esta fecha">20 ABR 2015 - 21:15 <abbr title="Central European Summer Time">CEST</abbr></a></span>
</div>
<div class="columna_texto">
<div class="contenedor_fotonoticia_compartir">
<div class="centro" id="videonoticia">
<div class="foto figure">
<div class="video_MPEP" id="VideoPlayer_294954430" style="height: 308px; width: 560px;">
<div class="img_MPEP" id="divimg_1429517734_522794_1429540198ep-1" style="height: 308px; width: 560px; z-index: 1;">
<a class="posicionador" href="https://www.blogger.com/null" id="posicionador_1429517734_522794_1429540198ep-1" title="Ver vídeo"><span class="mosca_elpaistv"></span><span class="boton_video"></span><img border="0" height="308" id="caratula_1429517734_522794_1429540198ep-1" src="http://ep02.epimg.net/ccaa/imagenes/2015/04/20/catalunya/1429517734_522794_1429540658_noticia_fotograma.jpg" style="height: 308px;" width="560" /></a></div>
</div>
<div class="figcaption estirar">
Vehículo que ha sacado del centro al agresor y sus padres. / <span class="firma">Atlas</span></div>
</div>
</div>
<div class="disposicion_vertical">
<div class="modulo_compartir estirar">
<div class="barra_varios estirar">
<br />
</div>
</div>
</div>
<div class="envoltorio_publi estirar">
<div class="publi_luto_horizontal" id="elpais_gpt-NSTD8">
</div>
</div>
</div>
<div class="cuerpo_noticia" id="cuerpo_noticia">
Un profesor ha muerto y cuatro personas han resultado heridas tras
irrumpir esta mañana un alumno, de 13 años y de segundo de ESO, armado
con una ballesta en el instituto Joan Fuster, ubicado en la plaza Ferran
Reyes, en el barrio de La Sagrera de Barcelona. El profesor ha sido
herido con la ballesta, aunque la muerte se la ha provocado una herida
de arma blanca en el abdomen. Trabajaba <a href="http://ccaa.elpais.com/ccaa/2015/04/20/catalunya/1429520415_197341.html">como sustituto en materia de ciencias sociales</a>
de una profesora del centro, que se encontraba de baja. Tres de los
cuatro heridos, están siendo atendidos en el Hospital de Sant Pau de
Barcelona de heridas leves y se encuentran estables. El Juzgado de
Instrucción 24 de Barcelona, en funciones de guardia, ha abierto
diligencias este lunes, ha informado en un comunicado el Tribunal
Superior de Justicia de Catalunya (TSJC).<br />
<div class="izquierda" id="sumario_4|foto">
<a href="https://www.blogger.com/null" name="sumario_4"></a>
<div class="media">
<div class="foto figure">
<a class="posicionador" href="http://elpais.com/elpais/2015/04/20/media/1429555801_024258.html" title="pulsa en la foto">
<img alt="Relato de los hechos del alumno del instituto Joan Fuster" height="273" src="http://ep01.epimg.net/ccaa/imagenes/2015/04/20/catalunya/1429517734_522794_1429556979_sumario_normal.png" title="Relato de los hechos del alumno del instituto Joan Fuster" width="300" />
<span class="ampliar_foto reposo" id="capaAmpliarFotoReposo_p1" style="display: block;"></span>
</a>
<div class="figcaption estirar">
Relato de los hechos</div>
</div>
</div>
</div>
Este lunes "es un día de duelo para la escuela catalana y para el
país", ha asegurado la consejera de Educación en rueda de prensa. Irene
Rigau ha manifestado las condolencias del Gobierno catalán por el
trágico suceso. "Este acto afecta a toda la comunidad educativa del
país, especialmente a los profesores, que son tan importantes para la
formación de los alumnos". Rigau ha apuntado también a una enfermedad
mental del menor de 13 años. En concreto se ha referido a que "podría
haber sufrido un brote psicótico. Es el comportamiento patológico del
alumno el que le hace actuar de la forma en que lo ha hecho". Asimismo
ha asegurado que el expediente del alumno no está fuera de la
"normalidad" en un menor de su edad, pero que había suspendido alguna
materia. La consejera también ha explicado que mañana a la 11.00, además
del minuto de silencio, todos los centros educativos de Cataluña
reflexionarán sobre lo sucedido este lunes en el instituto Joan Fuster
de Barcelona, informa <strong>Camilo S. Baquero</strong>.<br />
<div class="derecha" id="sumario_1|apoyos">
<a href="https://www.blogger.com/null" name="sumario_1"></a>
<div class="ademas">
<h4>
<span class="sin_enlace">más información</span></h4>
<ul>
<li><a class="directo" href="http://politica.elpais.com/politica/2015/04/20/actualidad/1429521533_294631.html">Directo | Ataque mortal en un instituto de Barcelona</a></li>
<li><a class="normal" href="http://politica.elpais.com/politica/2015/04/20/actualidad/1429520668_928059.html">Otros ataques con ballestas</a></li>
<li><a href="http://politica.elpais.com/politica/2015/04/20/actualidad/1429526571_585085.html">A los 13 años no hay responsabilidad penal</a></li>
<li><a href="http://ccaa.elpais.com/ccaa/2015/04/20/catalunya/1429520415_197341.html">La víctima mortal, un sustituto que llevaba dos semanas</a></li>
<li><a href="http://ccaa.elpais.com/ccaa/2015/04/21/catalunya/1429601824_803330.html">El instituto había detectado que el alumno “se distraía” últimamente</a></li>
<li><a class="normal" href="http://ccaa.elpais.com/ccaa/2015/04/20/catalunya/ccaa.elpais.com/ccaa/2015/04/20/catalunya/1429536218_001998.html">“Fuimos a una esquina, contamos un, dos, tres y echamos a correr”</a></li>
<li><a href="http://politica.elpais.com/politica/2015/04/20/actualidad/1429557999_031899.html">Últimas noticias sobre el ataque con ballesta en un instituto de Barcelona</a></li>
</ul>
</div>
</div>
El alumno, <a href="http://politica.elpais.com/politica/2015/04/20/actualidad/1429526571_585085.html">de 13 años y por tanto inimputable</a>,
iba armado con un machete y la ballesta. Ha sido identificado por los
Mossos d'Esquadra y custodiado en el interior del centro escolar hasta
pasadas las 13 horas, según ha informado un portavoz de la policía
autonómica. Posteriormente, ha sido trasladado a una unidad de
psiquiatría de un hospital de Barcelona, para ser explorado, antes de
pasar a disposición de la Dirección General de Atención a la Infancia y
la Adolescencia, de la Generalitat. El adolescente llevaba una mochila
con material que podría haber utilizado para preparar un cóctel molotov.<br />
Decenas de estudiantes se concentraban a las puertas del instituto,
juntos a los padres que han llegado inmediatamente tras el suceso.
"Benditos móviles. Nos han informado al minuto", explicaba uno de ellos.
Además de los familiares, media docena de ambulancias se concentraban
en la entrada.<br />
<div class="izquierda" id="sumario_5|foto">
<a href="https://www.blogger.com/null" name="sumario_5"></a>
<div class="media">
<div class="foto figure">
<a class="posicionador" href="https://www.blogger.com/null" title="ampliar foto">
<img alt="Instituto Joan Fuster de Barcelona" height="200" src="http://ep01.epimg.net/ccaa/imagenes/2015/04/20/catalunya/1429517734_522794_1429557647_sumario_normal.jpg" title="Instituto Joan Fuster de Barcelona" width="300" />
<span class="ampliar_foto reposo" id="capaAmpliarFotoReposo_p4" style="display: block;"></span>
</a>
<div class="figcaption estirar">
Varias personas depositan flores y velas a las puertas del Instituto Joan Fuster. / <span class="firma">MARTA PÉREZ (EFE)</span></div>
</div>
</div>
</div>
Algunos estudiantes de segundo de ESO del instituto Joan Fuster han explicado esta mañana que el detenido es <a href="http://ccaa.elpais.com/ccaa/2015/04/20/catalunya/1429520415_197341.html">un compañero de curso que presuntamente</a>
ha disparado primero a la profesora de castellano, cuando esta le ha
dicho "pasa" porque llegaba tarde. La docente se encuentra herida. Las
clases empiezan a las 8 de la mañana y el detenido ha llegado a las 9.
Posteriormente el agresor ha apuñalado a la hija de esta profesora,
compañera de clase, en la pierna. Al escuchar los gritos, el profesor de
sociales ha acudido a la clase y en ese momento <a href="http://ccaa.elpais.com/ccaa/2015/04/20/catalunya/1429517734_522794.html" target="_blank">ha sido herido también con la ballesta</a>,
aunque la muerte se la ha provocado una herida de arma blanca en el
abdomen. Compañeros de clase del agresor han sido trasladados en un
autobús a que se les tome declaración, en presencia de sus padres. La
consejera de Enseñanza de la Generalitat, Irene Rigau, y el alcalde de
Barcelona, Xavier Trias, se han desplazado hasta el centro educativo.<br />
Los menores de menos de 14 años que cometan un asesinato no son
imputables en España, como indica la Ley Reguladora de la
Responsabilidad Penal de los Menores. La legislación indica que las
medidas que deben adoptarse en casos como éste deben orientarse al
ámbito educativo y familiar, informa EFE. Para <a href="http://politica.elpais.com/politica/2015/04/20/actualidad/1429522273_745189.html">adquirir y usar una ballesta en España</a>
es necesario tener los mismos permisos que para una escopeta. Sin
embargo, un testigo citado por la citada agencia asegura que el arma era
de fabricación casera, construida con madera y bolígrafos.<br />
Según han informado a Efe fuentes del hospital, tres de los heridos son una profesora, con contusiones en la cara, <a href="http://politica.elpais.com/politica/2015/04/20/actualidad/1429526571_585085.html">su hija, de 13 años y alumna también del centro</a>,
con heridas superficiales, y otro alumno, un chico de 14 años, herido
en el tórax por arma blanca que se encuentra estable. La profesora ha
sido dada de alta sobre las 16.15. Los dos alumnos siguen hospitalizados
en observación, aunque "fuera de peligro", han detallado las mismas
fuentes.<br />
Los tres han sido atendidos en el servicio de urgencias, donde están
valorando si quedarán o no hospitalizados, mientras que el cuarto
herido, otra profesora del centro, ha sido atendida en el mismo lugar de
los hechos y ya ha sido dada de alta.<br />
La directora de la IES Joan Fuster, Dolors Perramon, ha leído un
comunicado acompañada por la consejera de Enseñanza, Irene Rigau, y el
alcalde de Barcelona, Xavier Trias, en que ha manifestado que la
comunidad del instituto vive “con mucho dolor” los hechos. Perramon ha
explicado a los medios que el profesorado celebrará mañana martes un
claustro extraordinario para establecer las pautas de asesoramiento al
profesorado, en coordinación con los servicios sociales y de emergencia.
A partir de las 10 de la mañana los alumnos se incorporarán a las
clases, pero no se impartirán lecciones, sino que cada grupo contará con
un experto que los apoye y asesoramiento psicológico. Las clases
retomarán la normalidad el miércoles. Este día se prevé realizar una
ceremonia en memoria del profesor fallecido.<br />
<div class="centro" id="sumario_6|despiece">
<a href="https://www.blogger.com/null" name="sumario_6"></a>
<div class="aside estirar">
<h2>
Sin expediente disciplinario</h2>
<div class="autor">
C. S. B. / Barcelona</div>
No había indicios de que el menor de 13 años que este lunes mató a un
profesor e hirió a cuatro personas en un instituto de Barcelona tuviera
problemas psicológicos. Al menos eso es lo que dice el departamento de
Enseñanza, que este lunes insistió en que todo se debió a un brote
psicótico.<br />
La mayoría de alumnos del centro que accedieron a hablar definían al
presunto homicida como "un chaval normal de una familia normal". Pero
otras voces aseguran que algunos maestros estaban al tanto de
comportamientos extraños. Algunas incluso lo señalaron como posible
responsable de acoso a otros compañeros. Sin embargo, Rigau dice que no
había ningún expediente disciplinario abierto al menor y que su
desempeño académico era normal, con algunos suspensos.<br />
Hace dos meses, el curso de segundo de ESO fue a esquiar a Sant Joan
de l'Erm (Lleida) durante tres días, sin incidencias. El instituto Joan
Fuster está ubicado en un barrio de clase media, sin ninguna complejidad
social añadida. El menor ha sido atendido en la unidad psiquiátrica del
Hospital Sant Joan de Deu y por la Dirección de Atención a la Infancia
de la Generalitat.<br />
</div>
</div>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-40288954336290764.post-85414118273943685662015-03-12T16:21:00.002+01:002015-03-12T16:21:32.659+01:00Los Heroes!Quería publicar aquí una entrada dandole las gracias a Artur, Pedro, Alejandro y Eva por su ayuda salvando a la gaviota hoy.<br />
<br />
Para los que no estabais: la gaviota,<br />
intentando comerse un trozo de platano, quedó enredada en la red de la portería del patio, y supe que la unica forma de liberarlo era cortando la red, y eso hicimos. Después de 10 minutos mas o menos, la gaviota estaba libre y nosotros muy felices y orgullosos.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-1CNF8J65YYM/VQGuyW_wCGI/AAAAAAAAAGE/28J8ewSU7Wk/s1600/IMG-20150312-WA0000-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-1CNF8J65YYM/VQGuyW_wCGI/AAAAAAAAAGE/28J8ewSU7Wk/s1600/IMG-20150312-WA0000-1.jpg" height="187" width="320" /></a></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-40288954336290764.post-44648829104898686002015-03-06T11:31:00.000+01:002015-05-28T21:55:03.754+02:00Trabajos 3ª Evaluación <span style="font-family: Verdana,sans-serif;">Trabajos para aprobar con una nota de examen a partir de 3.</span><br />
<br />
<span style="font-family: Verdana,sans-serif;">Publico las notas de las tareas de la 3ª evaluación por ahora (Si alguien ve algún error que escriba un comentario): </span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-zfWeQvrQ5rI/VTtZE9ofIoI/AAAAAAAABjY/kjL5SwRQyZo/s1600/NOTAS%2BTRABAJOS%2B3%C2%BAEV.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://4.bp.blogspot.com/-zfWeQvrQ5rI/VTtZE9ofIoI/AAAAAAAABjY/kjL5SwRQyZo/s1600/NOTAS%2BTRABAJOS%2B3%C2%BAEV.png" width="317" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
<br />
<table border="1"><tbody>
<tr><td>TRABAJO</td><td>PRESENTACIÓN EN CLASE</td><td>TRABAJO</td><td>CALIFICACIÓN</td></tr>
<tr><td><b>SIGLO XIX</b></td><td><b>PEDRO: <span style="color: red;">NP</span></b></td><td><span style="color: red;"><b>NP</b></span></td><td><b>0</b></td></tr>
<tr><td><b>SIGLO XIX</b></td><td><b>ALEJANDRO: <span style="color: red;">NP</span></b></td><td>NO SIGUE LAS INSTRUCCIONES: <b><span style="color: orange;">REGULAR</span><span style="color: red;">/MAL</span></b></td><td><b>+0,25</b></td></tr>
<tr><td><b>SIGLO XX</b></td><td><b>SILVIA:<span style="color: red;"> NP</span></b></td><td><b><span style="color: red;">NP</span></b></td><td><b>0</b></td></tr>
<tr><td><b>SIGLO XX</b></td><td><b>BEATRIZ: <span style="color: red;">MAL</span></b></td><td><b><span style="color: #38761d;">EXCELENTE</span></b></td><td><b>+1,75</b></td></tr>
<tr><td><b>IMPERIALISMO</b></td><td><b>AIDA:5</b></td><td><span style="color: #38761d;"><b>BIEN</b></span></td><td><b>+1,25</b></td></tr>
<tr><td><b>IMPERIALISMO</b></td><td><b>XENIA: <span style="color: red;">NP</span></b></td><td><span style="color: orange;"><b>REGULAR</b></span></td><td><b>+0,5</b></td></tr>
<tr><td><b>1ª GUERRA M.</b></td><td><b>LUKE</b>: <span style="color: #38761d;"><b>EXCELENTE</b></span></td><td><span style="color: #38761d;"><b>EXCELENTE</b></span></td><td><b>+2</b></td></tr>
<tr><td><b>1ª GUERRA M.</b></td><td><b>ALEX: <span style="color: red;">NP</span></b></td><td><span style="color: red;"><b>NP</b></span></td><td><b>0</b></td></tr>
<tr><td><b>REVOLUCIÓN RUSA</b></td><td><b>MIGUEL</b>:8</td><td><span style="color: lime;">MUY BIEN</span></td><td><b>+1,75</b></td></tr>
<tr><td><b>REVOLUCIÓN RUSA</b></td><td><b>ARTUR:</b> <span style="color: red;"><b>NP</b></span></td><td><br /></td><td><b>0</b></td></tr>
<tr><td><b>ENTREGUERRAS</b></td><td><b>JUANFRAN: 7</b></td><td><span style="color: #6aa84f;">BIEN</span></td><td><b>+1,25</b></td></tr>
<tr><td><b>FASCISMO</b></td><td><b>BIANCA:9</b></td><td><span style="color: #38761d;">MUY BIEN</span></td><td><b>+1,75</b></td></tr>
<tr><td><b>FASCISMO</b></td><td><b>NATALIA: <span style="color: red;">NP</span></b></td><td><span style="color: red;"><b>NP</b></span></td><td><b>0</b></td></tr>
<tr><td><b>CRISIS 29</b></td><td><b>ANDRÉS: 9</b></td><td><span style="color: #38761d;">BIEN</span></td><td><b>+1,5</b></td></tr>
<tr><td><b>CRISIS 29</b></td><td><b>LUCÍA; 5</b></td><td><span style="color: #38761d;">MUY BIEN</span></td><td><b>+1,25</b></td></tr>
<tr><td><b>2ª GUERRA M.</b></td><td><b>CAMILA: <span style="color: red;">NP</span></b></td><td><span style="color: red;"><b>NP</b></span></td><td><b>0</b></td></tr>
<tr><td><b>2ª GUERRA M.</b></td><td><b>WILSON: 9</b></td><td><span style="color: #38761d;">MUY BIEN</span></td><td><b>+1,75</b></td></tr>
<tr><td><b>GUERRA FRÍA</b></td><td><b>NEUS:5</b></td><td><span style="color: #38761d;">BIEN</span></td><td><b>+1,25</b></td></tr>
<tr><td><b>GUERRA FRÍA</b></td><td><b>EVA: <span style="color: red;">NP</span></b></td><td><span style="color: red;"><b>NP</b></span></td><td><b>0</b></td></tr>
</tbody></table>
<br />
<br />
<br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;">1. ESPAÑA XIX: PEDRO</span></div>
<span style="font-family: Verdana,sans-serif;">
ALEJANDRO </span><br />
<span style="font-size: x-small;"><span style="font-family: Verdana,sans-serif;">Tienes que realizar una presentación con Drive y más extenso</span></span><br />
<br />
<br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;">2. ESPAÑA XX: SILVIA-
BEATRIZ <span style="font-size: x-small;">Muy buen trabajo Beatriz y muy completo</span>
SILVIA </span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">No lo has hecho</span> </span><br />
<span span="" style="font-family: Verdana,sans-serif;">
</span>
<br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;">3. IMPERIALISMO: AIDA
: <span style="font-size: x-small;"> </span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Muy bien, Aida, has hecho un buen trabajo. Te faltarían algunos retoques como mejorar la primera pregunta y explicar algunos conceptos a los que haces referencia pero no explicas p.e el concepto de segregación racial.</span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Mejorado </span></span><br />
XENIA</div>
<span style="font-size: x-small;"><span style="font-family: Verdana,sans-serif;">Se puede mejorar</span></span><br />
<span style="font-family: Verdana,sans-serif;"></span>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;">4. 1GM: ALEX- LUKE</span><span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">: </span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Luke he mirado tu tarea por encima y me parece excelente, si me das permiso la usaré otros años para dar clase. </span></span><span style="font-size: x-small;">
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<span style="font-family: Verdana,sans-serif; font-size: x-small;">Muy buen trabajo Luke aunque debes repasar la ortografía</span>
<br />
</span></span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><br /></span></span>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><br /></span></span>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><span style="font-family: Verdana,sans-serif;">5. REV. RUSA: MIGUEL- ARTUR</span></span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><br /></span></span>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">ARTUR </span></span></span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Debes mejorar mucho el trabajo </span> </span></span></span></div>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
</span></span><br />
<div class="dipity_embed" style="width: 650px;">
<div style="font-family: Arial,sans; font-size: 13px; margin: 0px; text-align: center;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><br /></span></span>
<br />
<div style="text-align: left;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">MIGUEL</span></span></div>
<div style="text-align: left;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Muy bien Miguel. A lo mejor se vería mejor con la letra clara porque el fondo es oscuro. Los contenidos están dispuestos de una forma muy didáctica. Te felicito.</span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Mucho mejor. </span></span></div>
</div>
</div>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">
<br />
</span></span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><span style="font-family: Verdana,sans-serif;">6. EUROPA ENTRE GUERRAS:JUANFRAN </span></span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Buen trabajo, auque creo que puedes añadir más items.</span></span></span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;"><span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Muy bien al añadir más items </span></span></span></span></div>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;">7. FASCISMO: BIANCA- NATALIA
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
BIANCA </span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Muy bien explicado y muy didáctico. Te felicito</span>
<br />
</span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">8. CRISIS 29: LUCÍA-
ANDRES </span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">Un gráfico muy chulo Andrés</span></span></div>
<span style="font-family: Verdana,sans-serif;">
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<br />
<br />
LUCÍA </span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">Muy bien trabajo porque era muy complicado, es decir, uno de los más difíciles. Te he hecho anotaciones para que te ayuden.</span> </span><br />
<iframe allowfullscreen="true" frameborder="0" height="500" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1aM7lxZsCpZUynA1-K9pUDAWXkBa5BSL0Co4daZO0SYs/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="650"></iframe>
<br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">9. 2GM: CAMILA- </span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">WILSON</span></span></div>
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">
</span>
<span style="font-size: x-small;">Buen trabajo aunque faltan unas pocas explicaciones y mapas</span><br />
<br />
</span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">10. GUERRA FRIA: EVA- </span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">NEUS </span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;"><span style="font-size: x-small;">No puedo ver tu trabajo</span></span></span></div>
<span style="font-family: Verdana,sans-serif;">
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<
La guerra fría </span></span></span></div>
</div>
<br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">11.
CONFLICTOS GUERRA FRIA:</span></span></div>
<span style="font-family: Verdana,sans-serif;">
<span style="font-family: Verdana,sans-serif;">
</span><span style="font-family: Verdana,sans-serif;"> </span><br />
<span style="font-family: Verdana,sans-serif;">Prueba</span><br />
<br />
</span><br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;">1. ESPAÑA XIX: </span></b><span style="font-family: Verdana,sans-serif;">PRESENTACIÓN CON DRIVE <span style="color: red;">PEDRO</span></span></span><br />
<div class="issuuembed" data-configid="15841141/11753247" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="issuuembed" data-configid="15841141/11753264" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="issuuembed" data-configid="15841141/11753271" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="issuuembed" data-configid="15841141/11753285" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span></div>
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;">
</span></b>
</span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><b><br /></b>
<b><span style="font-family: Verdana,sans-serif;">2. ESPAÑA XX: </span></b><span style="font-family: Verdana,sans-serif;">PRESENTACIÓN CON DRIVE:<span style="color: red;">SILVIA HASTA 1939-BEA DESPUÉS</span></span></span></div>
<span style="font-family: Verdana,sans-serif;"><br /></span>
<br />
<div class="issuuembed" data-configid="15841141/11753307" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="issuuembed" data-configid="15841141/11753327" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="issuuembed" data-configid="15841141/11753343" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="issuuembed" data-configid="15841141/11753352" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="issuuembed" data-configid="15841141/11753384" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="issuuembed" data-configid="15841141/11753392" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;">
</span></b>
</span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><b><br /></b>
<b><span style="font-family: Verdana,sans-serif;">3. IMPERIALISMO: </span></b></span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<br />
<div class="issuuembed" data-configid="15841141/11752838" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span></div>
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">
</span>
</span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">3.1 IMPERIALISMO. RESPONDER PREGUNTAS (1) <span style="color: red;">AIDA</span></span></span><br />
<div class="issuuembed" data-configid="15841141/11743003" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">3.2 </span><span style="font-family: Verdana,sans-serif;">IMPERIALISMO. RESPONDER PREGUNTAS (2)<span style="color: red;"> XENIA</span></span></span><br />
<div class="issuuembed" data-configid="15841141/11743019" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
<span style="font-family: Verdana,sans-serif;"> </span></span></div>
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;">4. PRIMERA GUERRA MUNDIAL.</span></b></span></div>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
<span style="font-family: Verdana,sans-serif;"><br /></span>
<br />
<div class="issuuembed" data-configid="15841141/11752890" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">4.1<b> </b>PRIMERA GUERRA MUNDIAL. ELABORAR MAPAS CONCEPTUALES A</span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;"> PARTIR DEL TEMA. <span style="color: red;">ALEX</span></span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
<div class="issuuembed" data-configid="15841141/11743095" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
<span style="font-family: Verdana,sans-serif;">4.2 </span><span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">PRIMERA GUERRA MUNDIAL. </span>COMENTARIO MAPAS 1914 Y 1919: </span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;"> PRESENTACIÓN.<span style="color: red;"> LUKE</span></span></span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><b>Propuesta de guión
de análisis</b><br />
</span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">A continuación
presentamos una propuesta para analizar las noticias. Siguiendo las cuestiones
que os comentamos, los y las estudiantes podrán analizar de una
manera mas completa una noticia: <br />
</span></span><br />
<ul><span style="font-family: Verdana,sans-serif;">
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"> ¿Qué
ha pasado?<br />
</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"> ¿Quien
es el protagonista o sujeto del hecho o suceso?<br />
</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"> ¿Cuándo
ha pasado?<br />
</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"> ¿Dónde
ha pasado?<br />
</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"> ¿Cómo,
de qué manera?<br />
</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"> ¿Por qué?
¿Cual ha sido la causa o el origen?<br />
</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"> ¿Qué
vocabulario se utiliza en la noticia? Escogeremos expresiones - ejemplos
para completar éste punto -; vocabulario racista, palabras que
se relacionan con el fenómeno migratorio (pobreza, marginalidad,
exclusión, etc.)<br />
</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Analiza su titular:
¿Se corresponde con su contenido?<br />
</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Analiza las fuentes
de la noticia: ¿Aparecen? ¿Quedan claras?</span></li>
</span></ul>
</div>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div class="issuuembed" data-configid="15841141/11743217" style="height: 500px; width: 650px;">
</div>
<span style="font-family: Verdana,sans-serif;">
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script>
<a href="http://3.bp.blogspot.com/-LgjdCZSnGUY/VPnH7ZgxhKI/AAAAAAAABUA/pyndi4x3ZdU/s1600/1GM%2BMAPAS%2B1914-1919.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a><br />
</span><br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;">5. REV. RUSA:</span></b></span><br />
<div class="issuuembed" data-configid="15841141/11752908" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">5.1 REVOLUCIÓN RUSA. ELABORAR UNA LÍNEA DEL TIEMPO: DIPITY. <span style="color: red;">ARTUR</span></span></span><br />
<div class="issuuembed" data-configid="15841141/11743245" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;"> </span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">5.2 REVOLUCIÓN RUSA. ELABORAR MAPAS CONCEPTUALES. <span style="color: red;">MIGUEL</span></span></span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div class="issuuembed" data-configid="15841141/11743265" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
<b><span style="font-family: Verdana,sans-serif;">
</span></b>
</span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;">6. EUROPA ENTRE GUERRAS: </span></b><span style="font-family: Verdana,sans-serif;">
</span></span><br />
<div class="issuuembed" data-configid="15841141/11752957" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">
<br />
SITUACIÓN DE EUROPA ENTREGUERRAS. EDUCAPLAY. MAPA INTERACTIVO. <span style="color: red;">JUANFRAN</span></span></span><br />
<div class="issuuembed" data-configid="15841141/11743298" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span></div>
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;">
</span></b>
</span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;">7. FASCISMO: </span></b></span><br />
<div class="issuuembed" data-configid="15841141/11752983" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">7.1</span><span style="font-family: Verdana,sans-serif;"> FASCISMO. COMENTARIO DE TEXTOS.</span><b><span style="font-family: Verdana,sans-serif;"> </span></b><span style="color: red;"><span style="font-family: Verdana,sans-serif;">NATALIA</span></span><b><span style="font-family: Verdana,sans-serif;"><br /></span></b></span></div>
</div>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div class="issuuembed" data-configid="15841141/11743327" style="height: 500px; width: 650px;">
</div>
<span style="font-family: Verdana,sans-serif;">
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script>
<br />
</span><br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
</div>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">7.2 FASCISMO: PELÍCULA Y CUESTIONARIO: REFUGIOS NAZIS EN EL </span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;"> MEDITERRÁNEO. <span style="color: red;">BIANCA</span></span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
<div class="issuuembed" data-configid="15841141/11743338" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="separator" style="clear: both; text-align: left;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/BhONU_ze6RU/0.jpg" frameborder="0" height="500" src="http://www.youtube.com/embed/BhONU_ze6RU?feature=player_embedded" width="650"></iframe><span style="font-family: Verdana,sans-serif;"><br /></span></div>
</div>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div style="-x-system-font: none; display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px auto;">
<span style="font-family: Verdana,sans-serif;"><a href="http://www.scribd.com/doc/249242490" style="text-decoration: underline;" title="View Cuestionario Don Juan de La Carlina on Scribd">Cuestionario Don Juan de La Carlina</a></span></div>
<span style="font-family: Verdana,sans-serif;">
<br />
<br />
<br />
<br />
<br />
<br />
<b><span style="font-family: Verdana,sans-serif;">
</span></b>
<br />
</span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;">8. CRISIS 29: </span></b></span><br />
<div class="issuuembed" data-configid="15841141/11752977" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">8.1 CRISIS DEL 29. ELABORAR Y COMENTAR UNA GRÁFICA. </span><span style="color: red;"><span style="font-family: Verdana,sans-serif;">CAMILO</span></span><b><span style="font-family: Verdana,sans-serif;"><br /></span></b></span><br />
<div class="issuuembed" data-configid="15841141/11743365" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
<span style="font-family: Verdana,sans-serif;">8.2 </span><span style="font-family: Verdana,sans-serif;">CRISIS DEL 29. ELABORAR UN CUADRO COMPARATIVO CON LA DEL 2008.</span><b><span style="font-family: Verdana,sans-serif;"></span></b></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="color: red;"><span style="font-family: Verdana,sans-serif;">LUCÍA</span></span><b><span style="font-family: Verdana,sans-serif;"><br /></span></b></span></div>
<span style="font-family: Verdana,sans-serif;">
</span>
<br />
<div class="issuuembed" data-configid="15841141/11743383" style="height: 500px; width: 650px;">
</div>
<span style="font-family: Verdana,sans-serif;">
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script>
<b><span style="font-family: Verdana,sans-serif;">
</span></b>
<br />
</span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;">9. 2GM: </span></b></span><br />
<div class="issuuembed" data-configid="15841141/11753030" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">9.1 </span><span style="font-family: Verdana,sans-serif;">SEGUNDA GUERRA MUNDIAL. <span style="color: red;">WILSON</span></span></span><br />
<div class="issuuembed" data-configid="15841141/11743397" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
<span style="font-family: Verdana,sans-serif;">9.2 SEGUNDA GUERRA MUNDIAL. COMENTA LA SIGUIENTE NOTICIA: <span style="color: red;">CAMILA</span></span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div class="issuuembed" data-configid="15841141/11743427" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
<a href="http://1.bp.blogspot.com/-Ri7MsenSc78/VPn2b3-EymI/AAAAAAAABUQ/xgMTcR-PECE/s1600/14222768722808.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="500" src="http://1.bp.blogspot.com/-Ri7MsenSc78/VPn2b3-EymI/AAAAAAAABUQ/xgMTcR-PECE/s1600/14222768722808.jpg" width="650" /></a></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;"></span><br /></span>
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;"><a href="http://www.elmundo.es/internacional/2015/01/26/54c6352be2704e4a128b457e.html?a=3494e50864ea0571a527c2aba76b6d2e&t=1422384821">http://www.elmundo.es/internacional/2015/01/26/54c6352be2704e4a128b457e.html?a=3494e50864ea0571a527c2aba76b6d2e&t=1422384821</a></span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;"><br /></span></span></div>
<span style="font-family: Verdana,sans-serif;">
<b><span style="font-family: Verdana,sans-serif;">
</span></b>
<br />
</span><br />
<div lang="zxx" style="margin-bottom: 0cm;">
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;">10. GUERRA FRIA: </span></b></span><br />
<div class="issuuembed" data-configid="15841141/11753038" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script><span style="font-family: Verdana,sans-serif;">
</span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">10.1 GUERRA FRÍA.<span style="color: maroon;"><b> </b><span style="color: black;">CUESTIONARIO DE EDUCAPLAY (1) <span style="color: red;">NEUS</span></span><b><br /></b></span></span></span><br />
<br />
<iframe frameborder="0" height="500" src="http://www.educaplay.com/es/recursoseducativos/1852062/html5/la_guerra_fria_.htm" width="650"></iframe><a href="http://www.educaplay.com/es/recursoseducativos/1852062/la_guerra_fria_.htm">La guerra fría </a>
<span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;">10.2 GUERRA FRÍA.<span style="color: maroon;"><b> </b></span></span><span style="font-family: Verdana,sans-serif;"><span style="color: maroon;"><span style="color: black;">CUESTIONARIO DE EDUCAPLAY (2)<span style="color: red;"> EVA</span></span></span></span><b><span style="font-family: Verdana,sans-serif;"> </span></b></span><br />
<span style="font-family: Verdana,sans-serif;"><b><span style="font-family: Verdana,sans-serif;"><br /></span></b></span></div>
<span style="font-family: Verdana,sans-serif;">
<b><span style="font-family: Verdana,sans-serif;">
</span></b>
<br /><iframe frameborder="0" height="650" src="http://www.educaplay.com/es/recursoseducativos/1852062/html5/la_guerra_fria_.htm" width="650"></iframe><a href="http://www.educaplay.com/es/recursoseducativos/1852062/la_guerra_fria_.htm">La guerra fría </a>
</span>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script>
<br />
<div class="issuuembed" data-configid="15841141/11743462" style="height: 500px; width: 650px;">
</div>
<script async="true" src="//e.issuu.com/embed.js" type="text/javascript"></script>
<br />
<div lang="zxx" style="margin-bottom: 0cm;">
<br /></div>
Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com5tag:blogger.com,1999:blog-40288954336290764.post-58749617895608480572015-03-05T16:27:00.003+01:002015-03-05T16:30:50.128+01:00Libros de LecturaBueno, no hay nada que el título no te diga. Nota: Los enlaces se abren en pestañas nuevas.<br />
<br />
Bodas de Sangre (Castellano): <a href="https://docs.google.com/file/d/0B0aA2KhqiDjMTFY5NWRPZUdCdWM/edit?usp=docslist_api" target="_blank"><span style="color: blue;">Aquí</span></a><br />
<br />
Antígona (Ética): <a href="https://docs.google.com/file/d/0B0aA2KhqiDjMOTJQMUZaODk3clk/edit?usp=docslist_api" target="_blank"><span style="color: blue;">Aquí</span></a>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-40288954336290764.post-43670690371400787692015-01-31T13:10:00.003+01:002015-04-30T08:24:27.601+02:00Prueba de acceso a ciclos de grado medio<b><span style="font-family: Verdana,sans-serif;">Aportación de Geles Fernández:</span></b><br />
<br />
<span style="font-family: Verdana,sans-serif;"><b>PRUEBAS DE ACCESO A CICLOS FORMATIVOS </b></span><br />
<br />
<span style="font-family: Verdana,sans-serif;">Es
el momento de plantearse la preparación de la prueba de acceso a ciclos
de grado medio, para asegurar una plaza en caso de no graduar.</span><br />
<span style="font-family: Verdana,sans-serif;">El enlace a la página de Consellería donde está la información es:</span><br />
<span style="font-family: Verdana,sans-serif;"><a href="http://www.cece.gva.es/eva/es/fp/pruacc.htm">http://www.cece.gva.es/eva/es/fp/pruacc.htm</a> </span><br />
<br />
<span style="font-family: Verdana, sans-serif;">Allí se puede ver el calendario, normativa y orientaciones. Así como ejemplos de exámenes con los que podéis practicar.</span><br />
<br />
<span style="font-family: Verdana, sans-serif;">Este sería un resumen de la información:</span><br />
<ol></ol>
<br />
<ul>
<li>
<table border="0" cellpadding="0" cellspacing="0" style="height: 1328px; width: 590px;">
<colgroup><col width="571"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="571"><div style="margin-bottom: 0cm;">
<span style="color: #b76401;"><span style="font-family: Palatino Linotype, serif;"><span style="font-size: large;">Prueba
de acceso a Ciclos Formativos de Grado Medio </span></span></span>
</div>
<table border="0" cellpadding="0" cellspacing="0" style="width: 290px;">
<colgroup><col width="290"></col>
</colgroup><tbody>
<tr>
<td valign="TOP" width="290"><div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Para
realizar la prueba de acceso a </span></span><a href="https://sites.google.com/site/orientacioncampanar/donde-quieres-ir/formacion-profesional/ciclos-formativos-de-grado-medio"><span style="color: #b76401;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u><b>ciclos
formativos de grado medio</b></u></span></span></span></a><span style="font-family: Arial, serif;"><span style="font-size: x-small;">
se requerirá tener, como mínimo </span></span><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>17
años cumplidos</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: x-small;">
en el año de realización de la prueba. La prueba de
acceso a ciclos formativos de grado medio será </span></span><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>común
para todos los Ciclos Formativos</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: x-small;">.
</span></span>
</div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Se
estructurará en dos partes: </span></span>
</div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>A)
Sociolingüística</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: x-small;">
</span></span>
</div>
<ol>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Lengua
y Literatura (Castellana o valenciana) </span></span>
</div>
</li>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Ciencias
Sociales: Geografía e Historia</span></span></div>
</li>
</ol>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>B)
Científico-Matemático-Técnica</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: x-small;">
</span></span>
</div>
<ol>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Matemáticas
</span></span>
</div>
</li>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Ciencias
Naturales </span></span>
</div>
</li>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Tecnología
</span></span>
</div>
</li>
</ol>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Los
contenidos de referencia correspondientes a cada una de las
partes serán los currículos vigentes de la </span></span><a href="https://sites.google.com/site/orientacioncampanar/-donde-estas/eso"><span style="color: #b76401;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><u><b>Educación
Secundaria Obligatoria</b></u></span></span></span></a><span style="font-family: Arial, serif;"><span style="font-size: x-small;">
en la Comunitat Valenciana. </span></span>
</div>
<div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<a href="https://www.blogger.com/null" name="TOC-Exenciones-"></a>
<span style="color: #b76401;"><span style="font-family: Arial, serif;"><b>Exenciones </b></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Estarán
exentos de </span></span><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>toda</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: x-small;">
la prueba: </span></span>
</div>
<ul>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Quienes
hayan superado el primer nivel de un programa de cualificación
profesional inicial. </span></span>
</div>
</li>
</ul>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Estarán
exentos de </span></span><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b>parte</b></span></span><span style="font-family: Arial, serif;"><span style="font-size: x-small;">
la prueba: </span></span>
</div>
<ul>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Quienes
hayan superado las materias correspondientes, en la Educación
Secundaria Obligatoria (ver cuadro abajo) </span></span>
</div>
</li>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Quienes
hayan superado los ámbitos científico y práctico de un
programa de diversificación curricular. </span></span>
</div>
</li>
</ul>
<div align="CENTER" style="margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="margin-bottom: 0cm;">
</div>
<div align="CENTER" style="margin-bottom: 0cm;">
<br /></div>
<center>
<table border="1" cellpadding="1" cellspacing="1" style="height: 529px; width: 563px;">
<colgroup><col width="88"></col>
<col width="79"></col>
<col width="104"></col>
</colgroup><tbody>
<tr>
<td colspan="3" valign="TOP" width="278"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Exenciones de
materias en la prueba de acceso a la FP de Grado Medio </span></span></td>
</tr>
<tr valign="TOP">
<td width="88"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">PART PROVA ACCÉS</span></span></td>
<td width="79"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">MATÈRIES PROVA
ACCÉS </span></span></td>
<td width="104"> <span style="font-family: Arial, serif;"><span style="font-size: x-small;">QUEDA
EXEMPTA PER MATÈRIA SUPERADA EN ESO * </span></span></td>
</tr>
<tr valign="TOP">
<td width="88"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">PART
SOCIOLINGÜÍSTICA </span></span></td>
<td width="79"><ul>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">A1
Llengua i Literatura </span></span></div>
</li>
<li><div style="margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">A2
Ciències Socials, Geografía i Història </span></span>
</div>
</li>
</ul>
</td>
<td width="104"><ul>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Castellano:
lengua y literatura 4t ESO ó Valencià: llengua i
literatura 4t ESO</span></span></div>
</li>
<li><div style="margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Ciencies
Socials, Geografía i Història 4t ESO</span></span></div>
</li>
</ul>
</td>
</tr>
<tr valign="TOP">
<td width="88"> <span style="font-family: Arial, serif;"><span style="font-size: x-small;">PART
CIENTÍFIC MATEMÀTICA TÈCNICA </span></span>
</td>
<td width="79"><ul>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">B1
Matemàtiques </span></span></div>
</li>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">B2
Ciències Naturals </span></span>
</div>
</li>
<li><div style="margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">C3
Tecnologia </span></span>
</div>
</li>
</ul>
</td>
<td width="104"><ul>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Matemàtiques
4t ESO </span></span></div>
</li>
<li><div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Biologia
i Geologia 4t ESO ó Física i Química 4t ESO</span></span></div>
</li>
<li><div style="margin-top: 0.18cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">Tecnologia
4t ESO </span></span></div>
</li>
</ul>
</td>
</tr>
</tbody></table>
</center>
<div align="CENTER" style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">*
Cada una de les matèries que apareixen en la tercera columna,
servix per a l'exempció de la corresponent matèria de la
prova d'accés. </span></span>
</div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial, serif;"><span style="font-size: x-small;">ORDEN
de 31 de marzo de 2009, de la Conselleria de Educación, por la
que se regulan las pruebas de acceso a ciclos formativos
correspondientes a la Formación Profesional Inicial del
Sistema Educativo en el ámbito de ges- tión de la Comunitat
Valenciana. [2009/4161]</span></span></div>
<div style="margin-bottom: 0cm;">
<span style="color: #b76401;"><u><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><b><a href="http://www.edu.gva.es/eva/es/fp/pruacc_ejempli.htm"></a></b></span></span></u></span></div>
</td>
</tr>
</tbody></table>
</td><td valign="TOP" width="571"><br /></td><td valign="TOP" width="571"><br /></td>
</tr>
</tbody></table>
<div style="margin-bottom: 0.18cm; margin-top: 0.18cm;">
</div>
</li>
</ul>
<div style="margin-bottom: 0cm;">
</div>
<div style="text-align: center;">
<span style="color: #b45f06;"><b><span style="font-family: Verdana, sans-serif;">Ejemplos de exámenes de años anteriores:</span></b></span><br />
<br />
<div style="text-align: left;">
<span style="color: #b45f06;"><b><span style="font-family: Verdana, sans-serif;"><span style="font-size: large;"> GM1 2010</span></span></b></span></div>
</div>
<br />
<b> PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO</b> <b>JUNIO 2010</b><br />
<b> PARTE SOCIOLINGÜÍSTICA</b><br />
<b> APARTADO a1 LENGUA Y LITERATURA (CASTELLANO)</b><br />
Duración: 1 hora<br />
<b>I. TEXTO:<br />ESPINA DE TIERRA</b><br />
Con la llegada del mes de enero, Benicarló se convierte en la capital de la alcachofa, gracias a la<br />
organización de diversos actos lúdicos y socioculturales y a la celebración de unas jornadas técnicas<br />
sobre el cultivo.<br />
[…] La alcachofa de Benicarló con Denominación de Origen Protegida, es una hortaliza que<br />
proporciona muy pocas calorías, por lo que su consumo ayuda a disminuir el nivel de colesterol y<br />
forma parte de los productos básicos que componen la dieta mediterránea. Previene también<br />
problemas circulatorios y cardiovasculares, además de contribuir a la regulación de las funciones<br />
hepáticas y renales. Contiene también calcio, hierro, vitamina A, vitamina B1 y vitamina C.<br />
[…] El cultivo de la alcachofa siempre ha estado muy vinculado a las tierras del Bajo Maestrazgo<br />
(Castellón): el propio escudo de Benicarló, la capital de la comarca, incluye una imagen de esta<br />
hortaliza. Sin embargo, para encontrar sus orígenes debemos remontarnos a la presencia musulmana<br />
en esta zona, pues fueron los árabes los que introdujeron la llamada “carxofa”, nombre que significa<br />
“espina de tierra”. Esta planta ya fue considerada entonces un apreciable alimento, especialmente si<br />
se acompaña de cilantro, vino, aceite de oliva y Garum, una célebre salsa de pescado usada en la<br />
antigüedad.<br />
Por otra parte, la moderna producción y comercialización de la alcachofa se inició a finales de los<br />
años 40, cuando los agricultores decidieron dar el salto hacia un cultivo a gran escala, favorecidos por<br />
la ampliación de la red comercial. El transcurso de los años ha permitido que el cultivo se vaya<br />
extendiendo, para en la actualidad convertirse no solo en el motor económico de la zona, sino<br />
también en todo un acontecimiento social.<br />
(“Alcachofas de Benicarló”, informe de la revista España, parada y fonda, nº 26,<br />
julio/agosto/septiembre de 2009)<br />
<br />
<b>II. PREGUNTAS :<br />Pregunta 1.</b><br />
A) Proponga un título distinto al de “espina de tierra” y justifique su elección.<br />
B) Explique con sus palabras qué quiere decir este enunciado:<br />
“Por otra parte, la moderna producción y comercialización de la alcachofa se inició a finales de los<br />
años 40, cuando los agricultores decidieron dar el salto hacia un cultivo a gran escala. El transcurso<br />
de los años ha permitido que el cultivo se vaya extendiendo, para en la actualidad convertirse no solo<br />
en el motor económico de la zona, sino también en todo un acontecimiento social”.<br />
<b>Pregunta 2</b>. Explique el significado que los siguientes términos tienen en el texto: jornadas, dieta y<br />
apreciable.<br />
<b>Pregunta 3.</b> Indique qué tipo de texto es éste. Tenga en cuenta el tema (de lo que se habla), lo que<br />
se pretende (cuál es su intención) y la forma de expresión que se utiliza (si se emplea la descripción,<br />
la narración, la exposición, la argumentación o el diálogo). Justifique su respuesta.<br />
<b>Pregunta 4.</b> Cree palabras derivadas del término producción, indicando el procedimiento que ha<br />
empleado para hacerlo (prefijos, sufijos, etc.).<br />
<b>Pregunta 5.</b><br />
A) Elija dos sustantivos del texto y analice su forma (género, número, etc.).<br />
B) ¿Qué clase de palabra es se (en se acompaña)? Analícela gramaticalmente.<br />
<br />
<b>CRITERIOS DE EVALUACIÓN Y CALIFICACIÓN</b><br />
- Todas las cuestiones puntúan igual.<br />
- La calificación de esta Parte o Apartado se adaptará a lo establecido en la RESOLUCIÓN de 15 de marzo de 2010, de la Dirección general de<br />
Evaluación, Innovación y Calidad Educativa y de la Formación Profesional, por la que se convocan pruebas de acceso a los ciclos formativos de<br />
Formación Profesional. (DOCV 13.04.2010)<br />
<br />
<b> PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO JUNIO 2010<br /> PARTE SOCIOLINGÜÍSTICA<br /> APARTADO a2 CC. SOCIALES: Geografía e Historia</b><br />
Duración: 1 hora<br />
<img alt="" src="data:image/png;base64,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" /><br />
<b>Pregunta 1.</b><br />
Sobre el siguiente mapa sitúe cinco (5) Comunidades Autónomas bañadas por el mar<br />
<b>Pregunta 2.</b><br />
Defina los conceptos demográficos: Densidad de población, Tasa de mortalidad, Inmigración,<br />
Crecimiento vegetativo.<br />
<b>Pregunta 3.</b><br />
Cite ventajas e inconvenientes de la Unión Europea.<br />
<b>Pregunta 4.</b><br />
Señale cuáles son hoy en día los principales problemas en el medio ambiente.<br />
<b>Pregunta 5.</b><br />
Explique todo lo que sepa sobre las coordenadas geográficas.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="" style="clear: both; text-align: center;">
<span style="color: #b45f06;"><b><span style="font-family: Verdana, sans-serif;"><span style="font-size: large;">GM1 2011</span></span></b></span></div>
<b> PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO JUNIO 2011<br /> PARTE SOCIOLINGÜÍSTICA<br /> APARTADO a1 (a elegir entre castellano ó valenciano, uno de los dos)<br /> LENGUA Y LITERATURA (CASTELLANO)</b><br />
Duración: 1 hora<br />
<b>EL LIBRO ELECTRÓNICO</b><br />
También conocido como libro digital o eBook, el libro electrónico es una publicación cuyo soporte<br />
no es el papel sino un archivo electrónico, su texto se presenta en formato digital y se almacena en CDRoom o en Internet. El libro electrónico permite incorporar elementos multimedia como vídeo, audio, y en el caso de Internet, posibilita enlaces a otras páginas de libros digitales de la red.<br />
En 1971 se dieron los primeros pasos hacia lo que hoy en día conocemos como libro electrónico<br />
o libro digital, con Michael Hart al frente del Proyecto Gutemberg (www.gutenberg.net.) de la Universidad de Illinois, el cual consiste en una biblioteca digital gratuita en cuyo acervoi se encuentran obras clásicas de autores como Skakespeare, Poe y Dante y otras del dominio público (no sujetas a derechos de autor), cuya colección alcanzó la suma de 2,000 libros hasta abril del 2002.<br />
Diez años después, en 1981, salió al mercado el primer libro electrónico con fines comerciales, el<br />
Random House's Electronic Dictionary, editado por Random House, pero la verdadera expansión del<br />
libro digital llegó en marzo del 2001 cuando el famoso novelista Stephen King, apoyado por la editora<br />
electrónica Simon&Schuster, lanzó en exclusiva a través de Internet su novela “Riding the Bullet ii ”, que en tan sólo 48 horas vendió 500 mil copias, cada una en 2 dólares y medio; un mes después, Vladimir Putin publicó en red sus memorias.<br />
A partir de entonces comenzaron a surgir varias editoriales electrónicas, y las tiendas virtuales<br />
comenzaron a incluir libros digitales en su catálogo; algunos ejemplares para la venta y otros se ofrecen<br />
en forma gratuita.<br />
http://www.ciberhabitat.gob.mx/biblioteca/le/ Enero 2003<br />
i colección<br />
ii Viaje a las tinieblas<br />
<br />
<b>II. PREGUNTAS :</b><b> </b><br />
<b>Pregunta 1. </b><br />
Realice el resumen del texto. Recuerde que debe utilizar sus propias palabras.<br />
<b>Pregunta 2. </b><br />
Explique el significado de las siguientes palabras o expresiones subrayadas en el texto: soporte,<br />
almacena, se dieron los primeros pasos, expansión y catálogo.<br />
<b>Pregunta 3. </b><br />
Diga de qué tipo de texto se trata. Tenga en cuenta el tema (de lo que se habla), lo que se<br />
pretende (cuál es su intención) y la forma de expresión que se utiliza (si se emplea la<br />
descripción, la narración, la exposición, la argumentación o el diálogo). Justifique su respuesta.<br />
<b>Pregunta 4.</b><br />
¿Cuál es la categoría gramatical (verbo, sustantivo, adjetivo,…) de las siguientes palabras:<br />
varias editoriales electrónicas, las tiendas virtuales, libros digitales?<br />
<b>Pregunta 5.</b><br />
Redacte un texto en el que ponga de manifiesto las ventajas e inconvenientes que, a su juicio,<br />
tiene el libro electrónico (máximo 10 líneas).<br />
<br />
<b> PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO JUNIO 2011</b><br />
<b> PARTE SOCIOLINGÜÍSTICA</b><br />
<b> APARTADO a1 (a elegir entre castellano ó valenciano, uno de los dos)</b><br />
<b> LENGUA Y LITERATURA (VALENCIÀ)</b><br />
Duración: 1 hora<br />
<b>EL FET DEL DIA D’AHIR I D’AVUI</b><br />
I arribà en Salvat. Ell tenia dèsset anys. Jo quinze. De seguida em va impressionar. Anava amb un vestit<br />
fosc, el barret una mica endarrere, decantat a un costat, i duia, habitualment, amb l’americana cordada,<br />
la mà dreta a la butxaca. Una mica corbat d’espatlles, però amb el cap dret i un front alt, arrogant. La pell de la cara –angulosa, de pòmuls marcats- molt bruna. Els ulls fondos, de color d’oli, dins unes conques negres, molt penetrants. Tenia una contenció carregada i, àdhuc quan estava en calma, feia una gran impressió d’agressivitat. Mirava fixament, amb la boca tancada. Anava net, i semblava pulcre. “Jove príncep asteca”, digué Junoy quan el va conéixer més tard.<br />
JOAN ALAVEDRA, El fet del dia d’ahir i d’avui (fragment adaptat)<br />
<br />
<br />
<b>II. PREGUNTAS :</b><b> </b><br />
<b>Pregunta 1</b><br />
Com classificaries aquest text: argumentatiu, explicatiu, literari (narratiu, descriptiu...)? Raona la<br />
teua resposta.<br />
<b>Pregunta 2.</b><br />
Fixa’t en els termes o expressions següents que apareixen en el text i contesta les següents<br />
qüestions:<br />
A. : bruna Categoria gramatical (classe de paraula) i definició de la paraula, segons el text.<br />
B. : agressivitat Categoria gramatical (classe de paraula) i definició de la paraula, segons el text.<br />
C. : fixament Categoria gramatical (classe de paraula) i definició de la paraula, segons el text.<br />
<b>Pregunta 3.</b><br />
Analitza sintàcticament la següent oració: De seguida em va impressionar<br />
<b>Pregunta 4.</b><br />
Busca un sinònim de: Decantat<br />
Busca un antònim de: Bruna<br />
Fes un derivat de: Príncep<br />
<b>Pregunta 5. </b><br />
Expressió escrita: Redacta un text d’una extensió mínima de 100 paraules (10 línies) sobre una<br />
de les següents opcions:<br />
a) Crea una noticia d’algun fet que haja ocorregut al teu poble o ciutat.<br />
b) Crea carta al director denunciant algun problema que hi haja al teu barri.<br />
<br />
<b> PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO JUNIO 2011<br /> PARTE SOCIOLINGÜÍSTICA<br /> APARTADO a2 CC. SOCIALES: Geografía e Historia</b><br />
Duración: 1 hora<br />
<img alt="" height="301" src="data:image/png;base64,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" width="400" /><br />
1. Comenta la siguiente pirámide de población. Fíjate que corresponde a 1900 y di si piensas que es parecida a la actual razonando tu respuesta<br />
2. Cuando hablamos de situar o localizar un lugar determinado en el planeta Tierra ¿Qué significa el concepto latitud? ¿Qué nombre reciben las líneas que van asociadas a dicho concepto?<br />
3. ¿Qué zonas peninsulares están más pobladas las litorales o las del interior? Explica las razones que han contribuido a la desigual distribución de la población en España.<br />
4. Nombra 5 comunidades autónomas que no tengan salida al mar escribiendo su nombre encima de cada una de ellas.<br />
5. Haz una lista con los distintos pueblos que han ocupado, total o parcialmente la Península Ibérica a lo largo de la historia, ordenándolos por antigüedad.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<a href="https://www.blogger.com/blogger.g?blogID=40288954336290764" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=40288954336290764" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<div class="" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=40288954336290764" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"> </a><a href="https://www.blogger.com/blogger.g?blogID=40288954336290764" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"> </a><a href="https://www.blogger.com/blogger.g?blogID=40288954336290764" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"> </a><span style="color: #b45f06;"><b><span style="font-family: Verdana, sans-serif;"><span style="font-size: large;"> GM1 2012</span></span></b></span></div>
<b> PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO JUNIO 2012<br /> PARTE SOCIOLINGÜÍSTICA<br /> APARTADO a1 (a elegir entre castellano ó valenciano, uno de los dos)<br /> LENGUA Y LITERATURA (CASTELLANO)</b><br />
Duración: 1 hora<br />
La Vanguardia.com Viernes, 23 de marzo 2012<br />
<b>El ser humano necesita al menos tres días para adaptarse al cambio horario</b><br />
Los especialistas recomiendan ir adaptando el sueño y las comidas de forma progresiva y durante los días anteriores a la modificación horaria Torrevieja (Alicante). (Efe)<br />
El organismo humano necesita entre tres y cuatro días para adaptarse a los cambios horarios -en la madrugada del próximo domingo habrá que adelantar una hora el reloj-, por lo que los especialistas recomiendan evitar la siesta y evitar la cafeína y las bebidas alcohólicas.<br />
"Cualquier alteración en el reloj del tiempo se traduce en pequeñas alteraciones en el reloj biológico", ha<br />
afirmado este viernes la doctora Gemma Ramón, del Área de Medicina General del Hospital USP San Jaime de Torrevieja (Alicante).<br />
Por ello, esta especialista recomienda ir adaptando el sueño y las comidas de forma progresiva y durante los días anteriores al cambio horario.<br />
Malestar general, cansancio, cambios en el estado de ánimo y trastornos digestivos son los principales efectos del cambio horario de primavera en la salud.<br />
En la madrugada del sábado 24 al domingo 25 de marzo, el reloj se adelantará una hora (a las 2.00 serán las 3.00 horas). Ramón ha explicado que las funciones de nuestros órganos más importantes (cerebro y aparato cardiovascular) dependen de la secreción de varias hormonas, como el cortisol, la adrenalina y la noradrenalina), que varían en función de los denominados ciclos circadianos (alrededor del día).<br />
Es así como el organismo establece dos etapas bien diferenciadas: "el día y la noche, la vigilia y el sueño". Las alteraciones derivadas del cambio horario, aunque no llegan a incidir en las estadísticas ni constituyen verdaderas enfermedades, "pueden producir diversos síntomas en algunos individuos".<br />
Estos síntomas se resumen en malestar general, que viene acompañado de fatiga, astenia y una bajada en el rendimiento de la persona en los días posteriores al cambio horario, con una menor productividad en el trabajo.<br />
"Nos sentimos un poco más depresivos a causa del cansancio, la fatiga general y los cambios en el sueño", ha añadido la facultativa, quien ha explicado que el cambio horario afecta también al aparato digestivo, pues "se modifican los horarios de las comidas y se produce un aumento de la secreción del jugo gástrico y del apetito por la noche".<br />
Los más perjudicados suelen ser los pacientes con problemas neurológicos (migrañas, trastorno bipolar, síndrome depresivo), mientras que los niños se adaptan con mayor facilidad, especialmente los más pequeños, porque su sistema neurológico y sus ciclos vitales aún no son maduros.<br />
También suelen presentar más alteraciones las personas con horarios rígidos porque su reloj biológico "está menos acostumbrado a tener que adaptarse a los cambios horarios que las personas que trabajan por turnos", señala la especialista del USP San Jaime.<br />
Ésta recomienda tomar "unas sencillas medidas" en los días previos al cambio, como modificar ligeramente la hora de acostarse, "adelantando 15 minutos al día", reajustar el horario de comidas, evitar las siestas, comer adecuadamente, beber mucha agua y evitar el uso de cafeína por la mañana y alcohol por la noche.<br />
<br />
<b>PREGUNTAS</b><br />
1. Comente razonadamente de qué tipo de texto se trata y cuál es la intención comunicativa del emisor.<br />
2. Indique cuál es el tema y la idea principal del texto.<br />
3. Indique cuál es el ámbito de uso y el género del texto.<br />
4. a)Escriba al menos un sinónimo y un antónimo de los siguientes conceptos del texto: adaptarse, malestar,<br />
verdaderas, rígidos.<br />
b) Señale el sujeto y el predicado de la siguiente oración del texto y diga de qué clase de oración se trata: "Nos sentimos un poco más depresivos a causa del cansancio, la fatiga general y los cambios en el sueño".<br />
5. Redacte en un mínimo de 15 líneas el valor que tienen para usted la calidad del sueño y la alimentación saludable en la vida actual.<br />
<br />
<b> PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO JUNIO 2012<br /> PARTE SOCIOLINGÜÍSTICA<br /> APARTADO a1 (a elegir entre castellano ó valenciano, uno de los dos)<br /> LENGUA Y LITERATURA (VALENCIÀ)</b><br />
Duración: 1 hora<br />
El Punt Avui.<br />
<b>LA SANITAT VALENCIANA VA REGISTRAR 275 AGRESSIONS EN 2011</b><br />
Els agressors esgrimixen disconformitat amb la informació, el tracte i l'assistència rebudes i el<br />
temps d'espera excessiu 22/03/12 14:13 - VALÈNCIA - REDACCIÓ<br />
La Conselleria de Sanitat va registrar en 2011 un total de 275 agressions a personal que treballa en<br />
els centres de la xarxa sanitària pública. La taxa d'incidència global, sobre un total de 51.598<br />
treballadors es va situar en 5,33 agressions per cada 1.000 treballadors, segons ha informat hui el<br />
conseller Luis Rosado.<br />
El 30% de les agressions es va produir en l'àmbit de l'atenció primària, el 18% en les urgències<br />
hospitalàries i el 12% en els serveis de pediatria.<br />
Els departaments més afectats van ser Elda, Marina Baixa, Elx, Sagunt, Doctor Peset i Arnau de<br />
Vilanova.<br />
Els motius desencadenants esgrimits pels agressors van ser la disconformitat amb la informació, el<br />
tracte i l'assistència rebuts, així com el temps d'espera excessiu.<br />
Rosado ha explicat que per a previndre i atendre les agressions al personal s'estan distribuint cartells<br />
informatius adreçats als usuaris sobre la posada en funcionament de l'anomenat botó antipànic, un<br />
sistema d'alarma que permet als professionals sanitaris avisar de forma ràpida i senzilla de qualsevol<br />
situació de risc o agressió per a sol·licitar ajuda.<br />
El sistema d'alarma, pilotat en l'hospital Doctor Peset s'ha estés als hospitals de Xàtiva, Ontinyent, Elx<br />
i Arnau de Vilanova i es pretén implantar en els 1.100 centres de treball del sector sanitari públic.<br />
<br />
<a href="https://www.blogger.com/blogger.g?blogID=40288954336290764" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=40288954336290764" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b>PREGUNTES</b><br />
1. Indique quin és l’emissor, el receptor i el canal del text.<br />
2. Explique el significat dels sintagmes següents que apareixen al text: xarxa sanitària,<br />
atenció primària, motius desencadenants, sistema d’alarma.<br />
3. Analitze els accidents gramatical dels verbs següents que apareixen al text: es va situar, ha informat, previndre, permet.<br />
4. Indique la categoria gramatical del mots següents que apareixen al text: la, global, pediatria, en.<br />
5. Expose en un mínim de 15 línies, la seua opinió sobre el contingut del text.<br />
<br />
<b> PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO JUNIO 2012<br /> PARTE SOCIOLINGÜÍSTICA<br /> APARTADO a2 CC. SOCIALES: Geografía e Historia</b><br />
Duración: 1 hora<br />
<b>PREGUNTAS</b><br />
1) Escribe el nombre de tres comunidades autónomas españolas que tengan frontera con otro país.<br />
2) En el Estado Español, ¿Qué atribuciones tiene el poder ejecutivo? ¿Qué organismo lo ejerce?<br />
3) Marca con una cruz, diciendo si es verdadero o falso, las siguientes afirmaciones sobre la Edad Media<br />
Las ciudades sufrieron un gran desarrollo.<br />
El régimen imperante era el feudalismo.<br />
La burguesía dirigía la sociedad.<br />
El poder político estaba claramente separado del religioso.<br />
4) ¿Qué diferencia hay entre una estrella y un planeta?<br />
5) Haz una lista con los distintos pueblos que han ocupado, total o parcialmente la Península<br />
Ibérica a lo largo de la historia, ordenándolos por orden de antigüedad.<br />
<br />
<div style="text-align: center;">
<span style="color: #b45f06;"><b><span style="font-family: Verdana, sans-serif;"><span style="font-size: large;">GM1 2013</span></span></b></span></div>
<div style="text-align: center;">
<b>PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO<br />JUNIO 2013 PARTE SOCIOLINGÜÍSTICA<br />APARTADO a1 (a elegir entre castellano ó valenciano, uno de los dos)<br />LENGUA Y LITERATURA (CASTELLANO) Duración: 1 hora</b></div>
<div style="text-align: left;">
LEVANTE.com<br />
Dieta mediterránea, fuente de vida<br />
La alimentación con aceite, pescados y frutos secos reduce en un 30% el riesgo de infarto e ictus<br />
10.03.2013<br />
P. Á. / OVIEDO – MADRID.<br />
La dieta mediterránea, suplementada con aceite de oliva extra virgen o frutos secos, es capaz de reducir un 30% el riesgo de infarto de miocardio, ictus o muerte cardiovascular. Ésta es la principal conclusión obtenida por un amplio grupo de investigadores españoles tras casi diez años de trabajo. El estudio, denominado Predimed y publicado en la prestigiosa revista The New England Journal of Medicine, arrancó en el año 2003 gracias a la financiación del Instituto de Salud Carlos III, organismo dependiente del Ministerio de Economía y Competitividad. Predimed corrobora que los hábitos de vida son importantísimos y que la alimentación inadecuada debe ser incluida en las guías internacionales entre los factores de riesgo cardiovascular. La singularidad del último estudio radica en que se trata de la mayor investigación de esta naturaleza llevada a cabo en España: recoge datos de casi 7.500 personas. El estudio ha contado con una financiación total cercana a los ocho millones de euros y es complementario a otro estudio<br />
publicado recientemente, el Enrica, que también versa sobre nutrición y riesgo cardiovascular en España y que proporciona datos valiosos sobre factores ligados al estilo de vida como el consumo de tabaco, la actividad física y la alimentación.<br />
De esta forma, los expertos han comprobado que una intervención con una dieta mediterránea tradicional suplementada con aceite de oliva virgen extra y frutos secos reduce en un 30% la incidencia de muerte de causa cardiovascular, infarto de miocardio y accidente vascular cerebral.<br />
La investigación ha reflejado que las personas que consumen una dieta mediterránea complementada con aceite de oliva virgen extra y frutos secos disminuyen su índice de masa corporal y el perímetro de la cintura.<br />
Asimismo, el estudio ha mostrado que las nueces son un elemento esencial en esta dieta ya que consigue reducir en un 49% el riesgo de padecer ictus en comparación con una dieta baja en grasa.<br />
1.- Indique el tema y la idea principal del texto. (1 punto)<br />
2. Diga quién es el emisor y el receptor del texto, y cuál es el ámbito de uso y el género del mismo. (1 punto)<br />
3.- Explique el significado de los siguientes conceptos que aparecen en el texto: suplementada, riesgo<br />
cardiovascular, factores, perímetro. (2 puntos)<br />
4. a. Indique los accidentes gramaticales de las siguientes formas verbales que aparecen en el texto: arrancó,<br />
ha contado, disminuyen, reducir. (1,5 puntos)<br />
4. b. Señale el sujeto y el predicado de la siguiente oración del texto y diga de qué clase de oración se trata: “El estudio ha mostrado que las nueces son un elemento esencial en esta dieta”. (1,5 puntos)<br />
5. Redacte en un mínimo de 15 líneas cuál es su opinión personal sobre la conveniencia de seguir una dieta<br />
saludable en la vida actual. (3 puntos)</div>
<div style="text-align: center;">
<br /></div>
<b> PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO<br /> JUNIO 2013 PARTE SOCIOLINGÜÍSTICA<br /> APARTADO a1 (a elegir entre castellano ó valenciano, uno de los dos)<br /> LENGUA Y LITERATURA (VALENCIÀ) Duración: 1 hora</b><br />
El Punt Avui<br />
Habitatges més eficients al mateix preu<br />
L'empresa Eco-Houses Construcciones ofereix habitatges amb un 85% d'eficiència energètica superior als fets amb construcció tradicional<br />
La rapidesa de muntatge estalvia mà d'obra, que compensa el preu més elevat del material<br />
25/03/13. JOAN PUNTÍ<br />
El vicepresident de la Comissió Europea responsable d'Indústria i Empresa, Antonio Tajani, parlava recentment en una entrevista de la necessitat de reindustrialitzar Europa i esmentava, davant de la sorpresa de la periodista que l'entrevistava, el sector de la construcció. “Em referesc –deia– a l'ecoconstrucció: cal treballar amb una estratègia que permeta estalviar energia.” Aquest sector ja està en marxa en el nostre territori amb empreses que treballen com ho fa Eco-Houses de Torroella.<br />
La seua proposta constructiva es caracteritza per l'eficiència energètica dels habitatges unifamiliars que s'anuncien amb una eficiència energètica de tipus A –la més efectiva– i assegura un estalvi energètic superior al 80 per cent respecte als habitatges convencionals. La fabricació es planteja eficaç pel baix consum de CO², ja que el residu de construcció es redueix pràcticament el 100%.<br />
La rapidesa de construcció –l'estructura és prefabricada– és una de les característiques més notables. “En sis mesos està tot resolt; quatre per a projectar-les i dos per a fer-les”, explica Fausto Martí, director d'Eco-Houses, que ja n'ha muntat una cinquantena a l'Estat espanyol, sis de les quals a Girona. L'estètica és adaptable al gust del client.<br />
L'eficiència no està renyida amb el preu. “El cost és semblant a una de construcció tradicional.” La rapidesa de muntatge estalvia mà d'obra, cosa que compensa el preu més alt del material. L'altre element destacable és el sistema de regeneració, que funciona com el climatitzador d'un cotxe, és un intercanviador d'aire, un giny mecànic de regeneració d'aire.<br />
1. Indique el tipus de text segons l’àmbit d’ús, el gènere i la intencionalitat comunicativa del text. (1<br />
punt)<br />
2. Indique el tema i la idea principal del text. (2 punts)<br />
3. Escriga un sinònim dels conceptes següents que apareixen al text : elevat, notables, efectiva, resolt. (1<br />
punt)<br />
4. A) Classifique els següents substantius del text, segons la seua naturalesa o significat: la periodista, la<br />
rapidesa, Europa, el material. (1,5 punts)<br />
B) Indique els accidents gramaticals de les següents formes verbals que apareixen al text: parlava,<br />
en referesc, ha muntat, estalvia. (1,5 punts)<br />
5. Escriga un article d’opinió sobre la importància de l’ecologia a la societat actual. (3 punts)<br />
<br />
<b> PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO<br /> JUNIO 2013 PARTE SOCIOLINGÜÍSTICA APARTADO a2 </b><br />
<b> CC. SOCIALES: Geografía e Historia Duración: 1 hora</b><br />
Pregunta 1.<br />
a) Coloca en el mapa los nombres de los continentes y océanos. Sitúa el ecuador y el meridiano de Greenwich<br />
<img alt="" height="250" src="data:image/png;base64,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" width="400" /><br />
b) Escribe, de los conceptos siguientes, aquellos que se corresponden con las definiciones:<br />
Longitud, Sequía, Montaña, Ecuador, Isla.<br />
- Elevación natural del terreno..............................................................................................................<br />
- Estado climático de ausencia prolongada de lluvias.............................................................................<br />
- Porción de tierra rodeada de agua por todas partes............................................................................<br />
- Línea imaginaria que divide la Tierra en dos hemisferios Norte y Sur....................................................<br />
- Distancia angular entre un punto dado de la superficie terrestre y el meridiano 0º o de Greenwich........<br />
Pregunta 2. Observa atentamente la pirámide de población y responde:<br />
<img alt="" src="data:image/png;base64,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" /><br />
a. Esperanza de vida: ______________________________________________________________________________<br />
<br />
b. Características de los diferentes grupos de edad:<br />
Población joven: __________________________________________________________________________________<br />
Población adulta: __________________________________________________________________________________<br />
Población vieja: ___________________________________________________________________________________<br />
c. Grado de desarrollo de la sociedad representada en la pirámide: _____________________________________________<br />
Pregunta 3. a) ¿A qué siglos pertenecen los siguientes años?:<br />
1453 _________ 27 a.C._________ 2001 _________ 3500 a.C.__________<br />
b) Define los siguientes conceptos: Burguesía, Patricios, Neolítico, Antiguo Régimen<br />
Pregunta 4. a) Dí si son verdaderas (V) o falsas (F) las siguientes afirmaciones:<br />
- La densidad de población se halla dividiendo el número total de habitantes entre el número de metros cuadrados que tiene el territorio que ocupa.......................<br />
- Población activa es aquella que no forma parte del mundo laboral (estudiantes, jubilados, etc.)................<br />
- Inmigrantes son aquellas personas que se incorporan a una determinada población procedentes de otra......<br />
- Los movimientos migratorios se obtienen restando a la tasa de natalidad la tasa de mortalidad...................<br />
b) Convierte las afirmaciones falsas en verdaderas volviendo a escribirlas:<br />
Pregunta 5. Coloca al lado de cada número el nombre del accidente geográfico al que representa<br />
<img alt="" height="300" src="data:image/png;base64,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" width="400" /><br />
<img alt="" src="data:image/png;base64,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" /><br />
<br />
<span style="color: #b45f06;"><b><span style="font-family: Verdana, sans-serif;"><span style="font-size: large;">GM1 2014</span></span></b></span><br />
<br /><b> PRUEBA DE ACCESO A CICLOS FORMATIVOS DE GRADO MEDIO</b><br />
<b> JUNIO 2014 PARTE SOCIOLINGÜÍSTICA</b><br />
<b> APARTADO a1 (a elegir entre castellano ó valenciano, uno de los dos)</b><br />
<b> LENGUA Y LITERATURA (CASTELLANO) Duración: 1 hora </b><br />
En 50 paraísos fiscales se oculta el 25% del PIB mundial<br />
Fuente: % attac. España. Justicia económica global.<br />
29 abril 2013 Marco Antonio Moreno – Consejo Científico de ATTAC España<br />
Tal como señalé hace casi un año en la publicación:“Los multimillonarios del mundo ocultan más de un<br />
tercio del PIB mundial en los paraísos fiscales”, ahora, según la OCDE (Organización para la<br />
Cooperación y Desarrollo Económicos), en sólo 50 paraísos fiscales se resguarda el 25% del PIB<br />
mundial: más de 22 billones de dólares. Estos Estados se destacan por aplicar un régimen tributario<br />
muy favorable para empresas y ciudadanos de cualquier lugar del mundo, que normalmente suelen<br />
poseer grandes sumas de dinero, con una exención total o casi total de los impuestos que se aplican<br />
en los Estados con sistemas tributarios comunes.<br />
En la lista de paraísos fiscales de la OCDE hay varios Estados dentro de la Unión Europea:<br />
Luxemburgo, Chipre y Malta; y países más pequeños como Liechtenstein, Andorra, Mónaco o San<br />
Marino. Aunque la lucha contra estos paraísos fiscales no ha logrado grandes éxitos, desde los<br />
atentados del 11-S se puso en marcha una persecución más intensa de los defraudadores y se<br />
iniciaron conversaciones con las autoridades de estos paraísos para que colaboren en las<br />
investigaciones que demostraron que se habían usado paraísos fiscales con fines terroristas.<br />
El estallido de la crisis en 2008 acentuó estas exigencias y hasta los bancos suizos han comenzado a<br />
entregar listas con nombres de los multimillonarios que ocultan su dinero para evadir impuestos.<br />
Las acciones de denunciar a los paraísos fiscales van en la dirección correcta de hacer justicia e<br />
impedir el lavado de dinero que se emplea no solo en el terrorismo sino también en el tráfico de drogas<br />
y de armas. Por ello, mientras cada día la Troika intenta resolver los problemas financieros de Europa<br />
con recortes y draconianos planes de austeridad, no queda más que decir que ése es un camino<br />
erróneo. Lo correcto sería perseguir a quienes han evadido impuestos durante décadas aprovechando<br />
las ventajas de los paraísos fiscales. Hacer hoy el cobro retroactivo por todos los años en que<br />
saquearon y engañaron a las finanzas públicas, aprovechándose de la confianza que inspiraban los<br />
mercados, sería un acto de gran justicia que ayudaría a detener este gran abuso masivo.<br />
PREGUNTAS:<br />
1. Indique el ámbito de uso y el género del texto.<br />
2. Explique el significado de los siguientes sintagmas del texto: paraísos fiscales, los<br />
defraudadores, lavado de dinero, cobro retroactivo.<br />
3. Clasifique los siguientes adjetivos del texto: 50 paraísos, PIB mundial, estos paraísos, su<br />
dinero.<br />
4. Indique los accidentes gramaticales de las siguientes formas verbales del texto: señalé, ha<br />
logrado, aprovechándose, ocultan.<br />
5. Redacte una opinión personal sobre el tema del texto<br />
CRITERIOS DE EVALUACIÓN Y CALIFICACIÓN<br />
La calificación de esta Parte o Apartado se adaptará a lo establecido en la RESOLUCIÓN de 2 de abril de 2014, de la Dirección General de<br />
Formación Profesional y Enseñanzas de Régimen Especial, por la que se convocan pruebas de acceso a los ciclos formativos de<br />
Formación Profesional (DOCV 09-04-2014).<br />
PRUEBA DE ACCESO<br />
A CICLOS FORMATIVOS DE GRADO MEDIO<br />
JUNIO 2014<br />
PARTE SOCIOLINGÜÍSTICA<br />
APARTADO a1 (a elegir entre castellano ó valenciano, uno de los dos)<br />
LENGUA Y LITERATURA (VALENCIÀ)<br />
Duración: 1 hora<br />
La Veu del País Valencià<br />
Dimecres, 12 de març.<br />
ACN / València. (text adaptat)<br />
Cinc detinguts al País Valencià per un intent de compra-venda d’òrgans<br />
Els detinguts estan acusats d’oferir fins 40.000 euros a immigrants sense recursos per<br />
a un trasplantament de fetge.<br />
La policia ha desarticulat per primera vegada una xarxa il·legal de compra-venda d’òrgans per a ser<br />
trasplantats.<br />
Els agents han detingut 5 persones al País Valencià acusades d’oferir fins a 40.000 euros a immigrants<br />
sense recursos per a un trasplantament de fetge. La detenció s’ha dut a terme quan la policia va<br />
detectar el viatge d’un ciutadà libanés amb alt poder adquisitiu amb la intenció de sotmetre’s a un<br />
trasplantament il·legal de fetge gràcies a un donant suposadament voluntari.<br />
L’operació no es va dur a terme gràcies a la legislació i els controls del sistema de trasplantaments,<br />
que impedeixen la compra-venda d’òrgans, segons ha informat la policia.<br />
Els agents han detingut el ciutadà libanés que s’havia desplaçat per al trasplantament i quatre<br />
persones més acusades de buscar un candidat per a sotmetre’s a la intervenció a canvi de 40.000<br />
euros.<br />
El director general de la Policia, Ignacio Cosidó, acompanyat pel director de l’organització nacional de<br />
trasplantaments, Rafael Matesanz, i el cap superior de la Policia al País Valencià, José Manuel<br />
Salgado, oferiran aquest dimecres una roda de premsa per ampliar els detalls de l’operació.<br />
QÜESTIONS:<br />
1. Indique el tema i la idea principal del text.<br />
2. Indique l'àmbit d'ús i el gènere del text.<br />
3. Classifique els adjectius (en negreta) dels següents sintagmes del text : 40.000 euros, xarxa il·legal,<br />
aquest dimecres, primera vegada.<br />
4. Indique el sintagma subjecte i el sintagma predicat de la següent oració del tex i diga quina classe<br />
d'oració és: “Els agents han detingut el ciutadà libanés que s’havia desplaçat per al trasplantament”.<br />
5. Redacte la seua opinió personal sobre el tema del text. (mínim 15 línies)<br />
CRITERIOS DE EVALUACIÓN Y CALIFICACIÓN<br />
La calificación de esta Parte o Apartado se adaptará a lo establecido en la RESOLUCIÓN de 2 de abril de 2014, de la Dirección General de<br />
Formación Profesional y Enseñanzas de Régimen Especial, por la que se convocan pruebas de acceso a los ciclos formativos de<br />
Formación Profesional (DOCV 09-04-2014).<br />
PRUEBA DE ACCESO<br />
A CICLOS FORMATIVOS DE GRADO MEDIO<br />
JUNIO 2014<br />
PARTE SOCIOLINGÜÍSTICA<br />
APARTADO a2 CC. SOCIALES: Geografía e Historia. Duración: 1 hora<br />
Pregunta 1. a) Sitúa sobre el mapa siguiente: Meridiano 0º, Paralelo 0º o Ecuador, el Círculo polar<br />
Ártico, los dos trópicos escribiendo sus nombres, el Hemisferio Norte y el Hemisferio Sur, el océano<br />
Atlántico, el Pacífico y el Índico<br />
b) Elige, de los conceptos siguientes, aquellos que se corresponden con las definiciones:<br />
MERIDIANO, PARALELO, DEFORESTACIÓN, TALA, LATITUD, LONGITUD, CAUDAL, MESETA,<br />
EROSIÓN, LLANURA<br />
Distancia angular que existe entre un punto cualquiera de la superficie<br />
terrestre y el paralelo 0º o Ecuador<br />
Círculo imaginario que pasa a través del polo norte y del polo sur y corta al<br />
ecuador en ángulo recto.<br />
Desgaste natural de los relieves por agentes externos (agua, viento, hielo,<br />
variaciones de temperaturas…).<br />
Planicie extensa situada a pocos metros sobre el nivel del mar<br />
Cantidad de agua que un río lleva, medida en metros cúbicos por segundo<br />
Proceso por el cual el suelo fértil y productivo pierde su potencial<br />
de producción y su superficie forestal.<br />
CRITERIOS DE EVALUACIÓN Y CALIFICACIÓN<br />
La calificación de esta Parte o Apartado se adaptará a lo establecido en la RESOLUCIÓN de 2 de abril de 2014, de la Dirección General de<br />
Formación Profesional y Enseñanzas de Régimen Especial, por la que se convocan pruebas de acceso a los ciclos formativos de<br />
Formación Profesional (DOCV 09-04-2014).<br />
Pregunta 2. Define TRES de los siguientes conceptos:<br />
ELECCIONES, DICTADURA, SUFRAGIO UNIVERSAL, MONARQUÍA ABSOLUTA<br />
Pregunta 3. Explica el significado de las siguientes siglas.<br />
PIB<br />
ONU<br />
EEUU<br />
UE<br />
UNICEF<br />
Pregunta 4. Relaciona colocando el número correspondiente en la segunda columna:<br />
1. Aparición escritura<br />
2. Caída Imperio Bizantino<br />
3. Primeras civilizaciones urbanas<br />
4. Anterior a los primeros documentos escritos<br />
5. Jónico, Dórico y Corintio<br />
6. Descubrimiento de América<br />
Edad Moderna<br />
Final Edad Media<br />
Egipto y Mesopotamia<br />
Grecia<br />
Historia<br />
Prehistoria<br />
Pregunta 5.a) Coloca en MAYÚSCULAS al lado de cada número el nombre de la comunidad<br />
autónoma.<br />
b) Enumera los límites del Estado<br />
español:<br />
al Norte:<br />
al Sur:<br />
al Este:<br />
al Oeste:<br />
<br />
<br />
Y ahora tres enlaces para la parte científico- matemática:<br />
GM2 2010:<a href="https://drive.google.com/file/d/0ByQbaCwdJQbKM1RDeFlYY0M3Y1k/view?usp=sharing">https://drive.google.com/file/d/0ByQbaCwdJQbKM1RDeFlYY0M3Y1k/view?usp=sharing</a><br />
<br />
GM2 2011: <a href="https://drive.google.com/file/d/0ByQbaCwdJQbKcmctUktlM21UaGM/view?usp=sharing">https://drive.google.com/file/d/0ByQbaCwdJQbKcmctUktlM21UaGM/view?usp=sharing</a><br />
<br />
GM2 2012: <a href="https://drive.google.com/file/d/0ByQbaCwdJQbKZHp3cXVKVTV6bmM/view?usp=sharing">https://drive.google.com/file/d/0ByQbaCwdJQbKZHp3cXVKVTV6bmM/view?usp=sharing</a>
<br />
Para saber que temas os tenéis que estudiar os dejo este enlace: <a href="https://drive.google.com/file/d/0ByQbaCwdJQbKY2NzdU51aGhDTGM/view?usp=sharing">https://drive.google.com/file/d/0ByQbaCwdJQbKY2NzdU51aGhDTGM/view?usp=sharing</a><br />
<br />
Para estar más orientados de cara al examen os dejo estos dos más:<br />
<a href="https://drive.google.com/file/d/0ByQbaCwdJQbKOEh4R0FxSzRSZ28/view?usp=sharing">https://drive.google.com/file/d/0ByQbaCwdJQbKOEh4R0FxSzRSZ28/view?usp=sharing</a> <br />
<a href="https://drive.google.com/file/d/0ByQbaCwdJQbKTGVETlVXb1VnRVk/view?usp=sharing">https://drive.google.com/file/d/0ByQbaCwdJQbKTGVETlVXb1VnRVk/view?usp=sharing</a>Geleshttp://www.blogger.com/profile/08369232780579675065noreply@blogger.com2tag:blogger.com,1999:blog-40288954336290764.post-17163070475936858602015-01-21T18:45:00.001+01:002015-07-10T08:31:34.112+02:00Autoorientación de estudios.<h2>
</h2>
<h2>
<span style="font-family: Verdana,sans-serif;">Conoce las Nuevas Profesiones<br /><div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-6B_rLHyAfGs/VZ9kK6e3nzI/AAAAAAAADTY/ARUlK3xpn5I/s1600/adolescente-con-el-ordenador-port%25C3%25A1til-y-el-tel%25C3%25A9fono-m%25C3%25B3vil-17355893.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="http://3.bp.blogspot.com/-6B_rLHyAfGs/VZ9kK6e3nzI/AAAAAAAADTY/ARUlK3xpn5I/s320/adolescente-con-el-ordenador-port%25C3%25A1til-y-el-tel%25C3%25A9fono-m%25C3%25B3vil-17355893.jpg" width="320" /></a></div>
</span></h2>
<h2>
<span style="font-family: Verdana,sans-serif;"></span></h2>
<span style="font-family: Verdana,sans-serif;">Ya lo dijo Prensky, <b>ante un futuro incierto en el que la
tecnología tendrá un papel fundamental la escuela debe apoyarse con pies
firmes en la idea de que debe integrar esta tecnología en las aulas,
convirtiéndola en una aliada para lograr superar los retos que están por
llegar.</b></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><b>Por eso debemos preparar para las nuevas profesiones del futuro a nuestros alumnos, auque no sepamos cuales serán. Aquí os dejo un enlace de educaweb para aumentar nuestro conocimiento sobre las profesiones actuales y futuras: <a href="http://www.educaweb.com/contenidos/laborales/guia-nuevas-profesiones/">http://www.educaweb.com/contenidos/laborales/guia-nuevas-profesiones/</a></b></span><br />
<br />
<b>ORIENTA 2015</b><br />
Subo un enlace de descarga para descargar el orienta 2015: <a href="http://adf.ly/19E6wm" target="_blank"><span style="color: blue;">http://adf.ly/19E6wm</span></a> Al clickear nos lleva a una página de adf.ly, en la esquina superior derecha veremos que pone espere 5 segundos esperamos y le damos a saltar publicidad y nos descarga automaticamente el archivo .exe.<br />
JuanFran<br />
<br />
<span style="font-family: Verdana,sans-serif;"><b>Aportación de Artur Sirbu:</b></span><br />
<br />
Puedes consultar las siguientes páginas web:<br />
<br />
<a href="http://www.cece.gva.es/" target="_blank">www.cece.gva.es</a><b> (Página de la conselleria de educación)</b><br />
<b><br /></b>
<b><a href="http://www.mecd.gob.es/portada-mecd/" target="_blank">www.mecd.gob.es/portada-mecd/</a></b><br />
<br />
<a href="http://www.quieroser.net/" target="_blank">www.Quieroser.net</a><br />
<br />
<a href="http://www.kekiero.es/" target="_blank">www.kekiero.es</a><br />
<br />
<br />
<b><i><u>UNIVERSIDADES</u></i></b><br />
<b><i><u><br /></u></i></b>
<u style="font-style: italic; font-weight: bold;">C.V:</u> <a href="http://www.ua.es/umh.es/upv.es/uv.es" target="_blank">www.ua.es/umh.es/upv.es/uv.es</a><br />
<br />
<a href="http://estudios.umh.es/" target="_blank">http://estudios.umh.es</a> : universidad de Miguel Hernandez.<br />
<br />
<u style="font-style: italic; font-weight: bold;">MURCIA:</u> <a href="http://www.um.es/" target="_blank">www.um.es</a><br />
<br />
<a href="http://www.todofp.es/" target="_blank">www.todofp.es</a><br />
<br />
<br />
<b><i><u>OTRAS</u></i></b><br />
<b><i><u><br /></u></i></b>
<a href="http://www.educaweb.com/" target="_blank">www.educaweb.com</a><br />
<br />
<a href="http://www.elorienta.com/remedio" target="_blank">www.elorienta.com/remedio</a><br />
<br />
<b><i><u>TE PUEDE AYUDAR</u></i></b><br />
<b><i><u><br /></u></i></b>
Consulta el vídeo como elegir carrera: <a href="http://youtu.be/ma7GbTKZdBo" target="_blank">http://youtu.be/ma7GbTKZdBo</a><br />
<br />
Realizar el cuestionario en:<br />
<a href="http://www.psicotecnicostest.com/testdepersonalidad/testdeorientacionvocacional.asp" target="_blank">http://www.psicotecnicostest.com/testdepersonalidad/testdeorientacionvocacional.asp</a><br />
<br />
<br />
<br />
<br />
<b><i><u>APORTACIÓN DE OCEANE DE OLIVEIRA (PQPI 2)</u></i></b>
<br />
<span id="goog_551629793"></span><span id="goog_551629794"></span><br />
<table class="fondos anchomax tablalista"><tbody>
<tr><td><br /></td><td><br /></td><td><br /></td>
<td align="center"><br /></td>
<td></td>
<td><br /></td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><a href="https://www.blogger.com/">Información: http://www.todofp.es</a></td>
</tr>
<tr>
<td><a href="http://www.cece.gva.es/eva/images/fp/aca.JPG" imageanchor="1"></a><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><h3>
Alcoy (Alicante)</h3>
<ul>
<li><b>Centro Integrado Público de Formación Profesional Batoi</b> <ul>
<li>Familia: Administración y Gestión</li>
<li>Familia: Hostelería y Turismo</li>
<li>Familia: Imagen personal.</li>
<li>Familia: Informática y Comunicaciones.</li>
<li>Familia: Sanidad.</li>
<li>Familia: Seguridad y Medio Ambiente</li>
<li>Familia: Servicios Socioculturales y a la Comunidad.</li>
</ul>
</li>
</ul>
<h3>
San Vicente del Raspeig (Alicante)</h3>
<ul>
<li><b>Centro Integrado Público de Formación Profesional Canastell </b> <ul>
<li>Familia: Electricidad y Electrónica.</li>
<li>Familia: Instalación y Mantenimiento.</li>
<li>Familia: Sanidad.</li>
<li>Familia: Transporte y Mantenimiento de Vehículos.</li>
</ul>
</li>
</ul>
<h3>
Castellón</h3>
<ul>
<li><b>Centro Integrado Público de Formación Profesional Costa de Azahar</b> <ul>
<li>Familia: Hostelería y Turismo.</li>
<li>Familia: Industrias Alimentarias. </li>
</ul>
</li>
</ul>
<h3>
Benicarló (Castellón)</h3>
<ul>
<li> <b>Centro Integrado Público de Formación Profesional (Consejería de Economía, Hacienda y Empleo)</b> <ul>
<li>Familia: Energía y Agua</li>
<li>Familia: Hostelería y Turismo</li>
<li>Familia: Instalación y Mantenimiento</li>
</ul>
</li>
</ul>
<h3>
Valencia</h3>
<ul>
<li><b>Centro Integrado Público de Formación Profesional Ausiás March</b> <ul>
<li>Familia: Administración y Gestión.</li>
<li>Familia: Comercio y Marketing.</li>
<li>Familia: Informática y Comunicaciones.</li>
<li>Familia: Sanidad.</li>
</ul>
</li>
</ul>
<ul>
<li><b>Centro Integrado Público de Formación Profesional Misericordia</b> <ul>
<li>Familia: Administración y Gestión.</li>
<li>Familia: Comercio y Marketing.</li>
<li>Familia: Electricidad y Electrónica.</li>
<li>Familia: Servicios Socioculturales y a la Comunidad. </li>
</ul>
</li>
<li><b>Centro Integrado Público de Formación Profesional Ciudad del Aprendiz</b> <ul>
<li>Familia: Artes Gráficas.</li>
<li>Familia: Edificación y Obra Civil.</li>
<li>Familia: Electricidad y Electrónica.</li>
<li>Familia: Fabricación Mecánica.</li>
<li>Familia: Hostelería y Turismo.</li>
<li>Familia: Imagen Personal</li>
<li>Familia: Industrias Alimentarias.</li>
<li>Familia: Instalación y Mantenimiento.</li>
<li>Familia: Madera y Mueble.</li>
<li>Familia: Sanidad.</li>
<li>Familia: Textil, Confección y Piel.</li>
<li>Familia: Transporte y Mantenimiento de Vehículos.</li>
</ul>
</li>
<li><b>Centro Integrado Público de Formación Profesional Vicente Blasco Ibáñez </b> <ul>
<li>Familia: Administración y Gestión.</li>
<li>Familia: Edificación y Obra Civil.</li>
<li>Familia: Electricidad y Electrónica.</li>
<li>Familia: Fabricación Mecánica.</li>
<li>Familia: Instalación y Mantenimiento .</li>
<li>Familia: Química.</li>
</ul>
</li>
</ul>
<h3>
Alzira (Valencia)</h3>
<ul>
<li><b>Centro Integrado Público de Formación Profesional Luis Suñer Sanchis</b> <ul>
<li>Familia: Administración y Gestión.</li>
<li>Familia: Comercio y Marketing.</li>
<li>Familia: Electricidad y Electrónica.</li>
<li>Familia: Instalación y Mantenimiento.</li>
</ul>
</li>
</ul>
<h3>
Catarroja (Valencia)</h3>
<ul>
<li> <b>Centro Integrado Público de Formación Profesional (Consejería de Economía y Empleo)</b> <ul>
<li>Familia: Instalación y Mantenimiento.</li>
<li>Familia: Madera, Mueble y Corcho. </li>
</ul>
</li>
</ul>
<h3>
Cheste (Valencia)</h3>
<ul>
<li><b>Centro Integrado Público de Formación Profesional Complejo Educativo de Cheste</b> <ul>
<li>Familia: Actividades Físicas y Deportivas.</li>
<li>Familia: Administración y Gestión.</li>
<li>Familia: Agraria. </li>
<li>Familia: Edificación y Obra Civil.</li>
<li>Familia: Electricidad y Electrónica.</li>
<li>Familia: Hostelería y Turismo.</li>
<li>Familia: Industrias Alimentarias</li>
<li>Familia: Informática y Comunicaciones. </li>
<li>Familia: Sanidad.</li>
<li>Familia: Transporte y Mantenimiento de Vehículos.</li>
</ul>
</li>
</ul>
<h3>
Mislata (Valencia)</h3>
<ul>
<li> <b>Centro Integrado Público de Formación Profesional </b> <ul>
<li>Familia: Administración y Gestión.</li>
<li>Familia: Comercio y Marketing.</li>
<li>Familia: Fabricación Mecánica. </li>
<li>Familia: Hostelería y Turismo.</li>
<li>Familia: Informática y Comunicaciones.</li>
<li>Familia: Sanidad.</li>
</ul>
</li>
</ul>
<h3>
Quart de Poblet (Valencia)</h3>
<ul>
<li><b>Centro Integrado Público de Formación Profesional Faitanar </b> <ul>
<li>Familia: Electricidad y Electrónica.</li>
<li>Familia: Instalación y Mantenimiento.</li>
<li>Familia: Servicios Socioculturales y a la Comunidad.</li>
<li>Familia: Transporte y Mantenimiento de Vehículos.</li>
</ul>
</li>
</ul>
<h3>
Xátiva (Valencia)</h3>
<ul>
<li><b>Centro Integrado Público de Formación Profesional La Costera</b><br /> <ul>
<li>Familia: Comercio y Marketing.</li>
<li>Familia: Edificación y Obra Civil.</li>
<li>Familia: Electricidad y Electrónica.</li>
<li>Familia: Instalación y Mantenimiento.</li>
<li>Familia: Transporte y Mantenimiento de Vehículos.</li>
<li>Familia: Sanidad.</li>
<li>Familia: Servicos Socioculturales y a la Comunidad.</li>
</ul>
</li>
</ul>
</td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr>
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr>
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr>
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr>
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr>
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr>
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr>
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr>
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr>
<td></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr>
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr class="fondo">
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td>
</tr>
<tr>
<td><br /></td>
<td align="center"><br /></td>
<td><br /></td>
<td><br /></td></tr>
</tbody></table>
Unknownnoreply@blogger.com3