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www.itaipu.gov.br/es/node/311

79.53 24 95
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66 <![CDATA[<iframe src="https://www.googletagmanager.com/ns.html?id=GTM-55W836G"height="0" width="0" style="display:none;visibility:hidden"></iframe>]]>
238 <![CDATA[<a style="text-decoration: none;" href="javascript:setTextSize('menos');"> <noscript><img src="/sites/all/themes/itaipu2015/images/a-.gif"></noscript><img width="33" height="20" border="0" align="absmiddle" class="lazy" data-original="/sites/all/themes/itaipu2015/images/a-.gif" /> </a>]]>
241 <![CDATA[<a style="text-decoration: none;" href="javascript:setTextSize('mais');"> <noscript><img src="/sites/all/themes/itaipu2015/images/a%2b.gif"></noscript><img width="33" height="20" border="0" align="absmiddle" class="lazy" data-original="/sites/all/themes/itaipu2015/images/a%2b.gif" /> </a>]]>
246 <![CDATA[<div dir="ltr" style="zoom:1"> <p style="text-align: justify;"><strong>ITAIPU Binacional es líder mundial en la producción de energía limpia y renovable, habiendo producido más de 2,8 billones de MWh desde el inicio de su operación, en 1984. Con 20 unidades generadoras y 14.000 MW de potencia instalada, suministra alrededor del 10,8% de la energía consumida en Brasil y el 88,5% de la utilizada en Paraguay.</strong></p> <p style="text-align: justify;">En 2021, uno de los años con más sequía de la historia, la generación de energía fue de 66.369 Gwh. En 2016, ITAIPU produjo un total de 103.098 GWh, un nuevo récord mundial en generación anual. Su mayor producción anterior fue establecida en 2013, con 98.630 GWh.</p> </div>]]>
247 <![CDATA[<p style="text-align: justify;"><strong>ITAIPU Binacional es líder mundial en la producción de energía limpia y renovable, habiendo producido más de 2,8 billones de MWh desde el inicio de su operación, en 1984. Con 20 unidades generadoras y 14.000 MW de potencia instalada, suministra alrededor del 10,8% de la energía consumida en Brasil y el 88,5% de la utilizada en Paraguay.</strong></p>]]>
248 <![CDATA[<p style="text-align: justify;">En 2021, uno de los años con más sequía de la historia, la generación de energía fue de 66.369 Gwh. En 2016, ITAIPU produjo un total de 103.098 GWh, un nuevo récord mundial en generación anual. Su mayor producción anterior fue establecida en 2013, con 98.630 GWh.</p>]]>
251 <![CDATA[<table border="1" cellpadding="1" cellspacing="1" style="height: 200px; width: 450px;"> <tbody> <tr> <td style="text-align: center;"><strong><span style="font-size:11px;">Año</span></strong></td> <td> <p style="text-align: center;"><strong><span style="font-size:11px;">Producción (Gwh) ; ; </span></strong></p> </td> </tr> <tr> <td style="text-align: center;"><strong><span style="font-size:11px;">2010</span></strong></td> <td style="text-align: center;"><span style="font-size:11px;">85.970</span></td> </tr> <tr> <td style="text-align: center;"><strong><span style="font-size:11px;">2011</span></strong></td> <td style="text-align: center;"><span style="font-size:11px;">92.246</span></td> </tr> <tr> <td style="text-align: center;"><strong><span style="font-size:11px;">2012</span></strong></td> <td style="text-align: center;"><span style="font-size:11px;">98.287</span></td> </tr> <tr> <td style="text-align: center;"><strong><span style="font-size:11px;">2013</span></strong></td> <td style="text-align: center;"><span style="font-size:11px;">98.630</span></td> </tr> <tr> <td style="text-align: center;"><strong><span style="font-size:11px;">2014</span></strong></td> <td style="text-align: center;"><span style="font-size:11px;">87.795</span></td> </tr> <tr> <td style="text-align: center;"><strong><span style="font-size:11px;">2015</span></strong></td> <td style="text-align: center;"><span style="font-size:11px;">89.215</span></td> </tr> <tr> <td style="text-align: center;"><strong><span style="font-size:11px;">2016</span></strong></td> <td style="text-align: center;"><span style="font-size:11px;">103.098</span></td> </tr> <tr> <td style="text-align: center;"><strong><span style="font-size:11px;">2017</span></strong></td> <td style="text-align: center;"><span style="font-size:11px;">96.387</span></td> </tr> <tr> <td style="text-align: center;"><strong><span style="font-size:11px;">2018</span></strong></td> <td style="text-align: center;"><span style="font-size:11px;">96.586</span></td> </tr> <tr> <td style="text-align: center;"><strong><span style="font-size:11px;">2019</span></strong></td> <td style="text-align: center;"><span style="font-size:11px;">79.445</span></td> </tr> </tbody> </table>]]>
254 <![CDATA[<td style="text-align: center;"><strong><span style="font-size:11px;">Año</span></strong></td>]]>
254 <![CDATA[<span style="font-size:11px;">Año</span>]]>
256 <![CDATA[<p style="text-align: center;"><strong><span style="font-size:11px;">Producción (Gwh) ; ; </span></strong></p>]]>
256 <![CDATA[<span style="font-size:11px;">Producción (Gwh) ; ; </span>]]>
260 <![CDATA[<td style="text-align: center;"><strong><span style="font-size:11px;">2010</span></strong></td>]]>
260 <![CDATA[<span style="font-size:11px;">2010</span>]]>
261 <![CDATA[<td style="text-align: center;"><span style="font-size:11px;">85.970</span></td>]]>
261 <![CDATA[<span style="font-size:11px;">85.970</span>]]>
264 <![CDATA[<td style="text-align: center;"><strong><span style="font-size:11px;">2011</span></strong></td>]]>
264 <![CDATA[<span style="font-size:11px;">2011</span>]]>
265 <![CDATA[<td style="text-align: center;"><span style="font-size:11px;">92.246</span></td>]]>
265 <![CDATA[<span style="font-size:11px;">92.246</span>]]>
268 <![CDATA[<td style="text-align: center;"><strong><span style="font-size:11px;">2012</span></strong></td>]]>
268 <![CDATA[<span style="font-size:11px;">2012</span>]]>
269 <![CDATA[<td style="text-align: center;"><span style="font-size:11px;">98.287</span></td>]]>
269 <![CDATA[<span style="font-size:11px;">98.287</span>]]>
272 <![CDATA[<td style="text-align: center;"><strong><span style="font-size:11px;">2013</span></strong></td>]]>
272 <![CDATA[<span style="font-size:11px;">2013</span>]]>
273 <![CDATA[<td style="text-align: center;"><span style="font-size:11px;">98.630</span></td>]]>
273 <![CDATA[<span style="font-size:11px;">98.630</span>]]>
276 <![CDATA[<td style="text-align: center;"><strong><span style="font-size:11px;">2014</span></strong></td>]]>
276 <![CDATA[<span style="font-size:11px;">2014</span>]]>
277 <![CDATA[<td style="text-align: center;"><span style="font-size:11px;">87.795</span></td>]]>
277 <![CDATA[<span style="font-size:11px;">87.795</span>]]>
280 <![CDATA[<td style="text-align: center;"><strong><span style="font-size:11px;">2015</span></strong></td>]]>
280 <![CDATA[<span style="font-size:11px;">2015</span>]]>
281 <![CDATA[<td style="text-align: center;"><span style="font-size:11px;">89.215</span></td>]]>
281 <![CDATA[<span style="font-size:11px;">89.215</span>]]>
284 <![CDATA[<td style="text-align: center;"><strong><span style="font-size:11px;">2016</span></strong></td>]]>
284 <![CDATA[<span style="font-size:11px;">2016</span>]]>
285 <![CDATA[<td style="text-align: center;"><span style="font-size:11px;">103.098</span></td>]]>
285 <![CDATA[<span style="font-size:11px;">103.098</span>]]>
288 <![CDATA[<td style="text-align: center;"><strong><span style="font-size:11px;">2017</span></strong></td>]]>
288 <![CDATA[<span style="font-size:11px;">2017</span>]]>
289 <![CDATA[<td style="text-align: center;"><span style="font-size:11px;">96.387</span></td>]]>
289 <![CDATA[<span style="font-size:11px;">96.387</span>]]>
292 <![CDATA[<td style="text-align: center;"><strong><span style="font-size:11px;">2018</span></strong></td>]]>
292 <![CDATA[<span style="font-size:11px;">2018</span>]]>
293 <![CDATA[<td style="text-align: center;"><span style="font-size:11px;">96.586</span></td>]]>
293 <![CDATA[<span style="font-size:11px;">96.586</span>]]>
296 <![CDATA[<td style="text-align: center;"><strong><span style="font-size:11px;">2019</span></strong></td>]]>
296 <![CDATA[<span style="font-size:11px;">2019</span>]]>
297 <![CDATA[<td style="text-align: center;"><span style="font-size:11px;">79.445</span></td>]]>
297 <![CDATA[<span style="font-size:11px;">79.445</span>]]>
302 <![CDATA[<p style="text-align: center;"><img alt="" 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303 <![CDATA[<p style="text-align: center;">]]>
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