tag:blogger.com,1999:blog-87353575260283486632024-02-06T20:13:01.858-08:00Aplicacion de Circuitos electricosVictor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.comBlogger15125tag:blogger.com,1999:blog-8735357526028348663.post-79444369789499946812011-11-26T04:47:00.001-08:002011-11-26T04:47:28.780-08:00Resolucion de circuitos<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgooqPZ6PA_4deREgosnwIVUTEvya6cdQY8YUZW7s1cFm1PGbNx6eWzcxJkw10QYYwlqiE8lMnMBp4CCBYZbnqs5BAIsk2dxcmKYeTNibVB47WaJsowsjn_EIdjEZECRHA26BDq-I5AYdk/s1600/letrero.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgooqPZ6PA_4deREgosnwIVUTEvya6cdQY8YUZW7s1cFm1PGbNx6eWzcxJkw10QYYwlqiE8lMnMBp4CCBYZbnqs5BAIsk2dxcmKYeTNibVB47WaJsowsjn_EIdjEZECRHA26BDq-I5AYdk/s320/letrero.jpg" width="320" /></a></div><h1 style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: left; text-indent: -18pt;"><br />
<span style="color: windowtext;"> </span></h1>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0tag:blogger.com,1999:blog-8735357526028348663.post-88864968813805982552011-11-26T04:41:00.001-08:002011-11-26T04:41:58.629-08:00Resolucion de circuitos<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">Facultad de Ingeniería Eléctrica y Electrónica</span></b><br />
<b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">Proyecto de Circuitos Eléctricos </span></b><br />
<b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;"><br />
</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">Integrantes:</span></b></div><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">Víctor Rigchag</span></b></div><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">Klever Tenezaca</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">Curso:</span></b></div><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">Segundo Año de Ing. Eléctrica y Electrónica.</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">Paralelo: </span></b></div><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">“A”</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">Profesor:</span></b></div><div style="text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt; line-height: 115%;">Ing. Juan Carlos Cobos.</span></b></div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0tag:blogger.com,1999:blog-8735357526028348663.post-23623435543122891472011-11-26T04:36:00.003-08:002011-11-26T04:36:54.522-08:00Resolucion de circuitos<h1 style="margin-left: 36pt; text-align: center; text-indent: -18pt;"><a href="http://www.blogger.com/post-create.g?blogID=8735357526028348663" name="OLE_LINK1"><span style="color: windowtext;">INDICE</span></a></h1><h1 style="margin-left: 36pt; text-indent: -18pt;"><a href="http://www.blogger.com/post-create.g?blogID=8735357526028348663" name="OLE_LINK1"><span style="color: windowtext;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: windowtext;">Introducción a los circuitos Eléctricos</span></a></h1><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Conceptos básicos.</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Leyes de Kirchhoff.</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">4.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Ley de Ohm.</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">5.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Métodos de análisis en corriente continua.</span></div><h1 style="margin-left: 36.0pt; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="color: windowtext;">6.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: windowtext;">Fasores </span></h1><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">7.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Diferencias y tipos de resistencia.</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">8.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Desfase de la corriente alterna.</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">9.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Definición de las ondas senoidales: R, L, C.</span></div><h1 style="margin-left: 36.0pt; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="color: windowtext;">10.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: windowtext;">Corrección de factor de potencia.</span></h1><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">11.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Diferencia tipos de potencia.</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">12.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Triangulo de potencia.</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">13.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Conclusiones para la corrección de un factor de potencia.</span></div><h1 style="margin-left: 36.0pt; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="color: windowtext;">14.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: windowtext;">Sistemas polifásicos.</span></h1><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">15.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Sistemas monofásicos.</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">16.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Sistemas trifásicos.</span></div><h1 style="margin-left: 36.0pt; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="color: windowtext;">17.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: windowtext;">Transformadores.</span></h1><div class="MsoListParagraph" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">18.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Definición de un transformador.</span></div><h1 style="margin-left: 36.0pt; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="color: windowtext;">19.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: windowtext;">Anexos</span></h1><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">20.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Seguridad industrial en el manejo de la electricidad.</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14pt; line-height: 115%;">21.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 14pt; line-height: 115%;">Tipos de generación eléctrica.</span></div><span style="font-family: "Calibri","sans-serif"; font-size: 14pt; line-height: 115%;">Videos relacionados y ejercicios resueltos con respecto a los temas. </span>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0tag:blogger.com,1999:blog-8735357526028348663.post-48977866317711455632011-11-26T04:17:00.000-08:002011-11-26T04:17:34.922-08:00Resolucion de circuitos<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>ES-EC</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
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UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
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UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style> <![endif]--> <br />
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 16.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-hansi-theme-font: major-latin;">El Átomo</span></b></div><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-EC; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-hansi-theme-font: major-latin;">Es la partícula más básica que está compuesto la materia por un núcleo y una corteza. Y puede definirse como la parte más pequeña que interviene en una transformación o reacción química y el cual está<span style="mso-spacerun: yes;"> </span>formado por un núcleo, una corteza, protón, neutrón y electrón.</span><br />
<br />
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w\:* {behavior:url(#default#VML);}
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</style> <![endif]--> </div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Números cuánticos:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt;">Permiten calcular la energía con la que<span style="mso-spacerun: yes;"> </span>se mueve el electrón y predecir el área<span style="mso-spacerun: yes;"> </span>alrededor<span style="mso-spacerun: yes;"> </span>del núcleo donde<span style="mso-spacerun: yes;"> </span>se puede encontrar el electrón y cada nivel cuántico se satura con determinado numero de electrones que corresponde ala formula 2n^2</span><img alt="" 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/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
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line-height:115%;
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font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style> <![endif]--> </div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Voltaje:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Es la fuerza con la que se mueven los electrones<span style="mso-spacerun: yes;"> </span>en un conductor.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Corriente:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Es el flujo o cantidad de electrones en movimiento que fluyen en un circuito.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Masa de un protón<span style="mso-spacerun: yes;"> </span>mp<span style="mso-spacerun: yes;"> </span>1.67262171 (29)*10^-27</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES-EC; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"><span style="mso-spacerun: yes;"> </span>Kg</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Masa de un electrón<span style="mso-spacerun: yes;"> </span>me<span style="mso-spacerun: yes;"> </span>9.1093826 (16)</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES-EC; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"><span style="mso-spacerun: yes;"></span>*10^-31Kg</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Masa de un neutrón<span style="mso-spacerun: yes;"> </span>mn<span style="mso-spacerun: yes;"> </span>1.67492728 (29)</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES-EC; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"><span style="mso-spacerun: yes;"></span>*10^-27Kg</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Diámetro del núcleo:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> Es entre 10 mil y 100mil veces<span style="mso-spacerun: yes;"> </span>más pequeños. Además contiene más 99% de la más con lo cual la densidad máxima del núcleo es muy elevada</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Fuerza entre las cargas:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> Fuerza es inversamente proporcional a la distancia al cuadrado.</span></div><div class="MsoNormal" style="line-height: normal; text-align: center;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES-EC; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"></span><span style="font-family: "Times New Roman","serif"; font-size: 14pt;">.</span></div><div class="MsoNormal" style="line-height: normal; text-align: center;"><img alt="" height="82" 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UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
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UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
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/* Style Definitions */
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</style> <![endif]--> </div><div class="MsoNormal"><b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">CAIDA DE TENSION.</span></b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Llamamos caída de tensión de un conductor a la diferencia de potencial que existe entre los extremos del mismo. Este valor se mide en voltios y representa el gasto de fuerza que implica el paso de la corriente por ese conductor.</span></div><div class="MsoNormal" style="margin-left: 36pt; text-align: justify; text-indent: -18pt;"><b><span style="font-family: "Cambria","serif"; font-size: 14pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Fuentes de Tensión<span style="mso-spacerun: yes;"> </span>Fuentes de Corriente</span></b><img alt="" 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fx8aQ9C4gQCCAiAtjZpj2NyQfWAIKNPLBazWHwajfvbsnbtw+vXn1GpXAaDy+eje+8g0hEQwE5L40p7FJImEICTExODEUh7IJMKqgcEkYStW0Pc3EqlPQrka2dk9MzF5avb9cXlCtXUknJze6U9kEkF1QOCSMKmTY8cHAqlPQrka7d1a5CZWYa0RyFpHI5AVtYlPr5B2gOZVFA9jEDAoeI6mjF1NW+r7SJy+OJR/ZwvwaX04QaJTJ5UPpxH7mnq7adw0P73z4fqARkPdu4Ms7DIkfYoJI3DEcjLeyQmNkl7IJMKqocRYKujrPesXqGk+BallZeftPXzP73yGGuIMrni6lvQIYWPFgE22WaP3YPMFroUPn2iQvWAjAe7doVbWn51F11wOIKFC72SktBFF6MJ1cMIGlKstGX/sniHwVuMTno/w5JG4eQbOqEuP8o3r40r/KIdGcW3F23QPxv98nNey2nOCUrNLulmfskHvU8Mg8VB1x4ll/eyRucNvwqoHpDxANUDMlpQPYwAk2h5dvda1/JRfdPX+hsjbHfK2WR/4W6Mard1u09fTaj/nNeyUy4rGV66V/zexN+I5KB6QMYDVA/IaEH1MAJMouX5vRt8MKP6pq/1vgy4unm6WSKN90VnD1TeX69+1iLxs+qBHHN6weFT9rn4L/kgZHSgekDGA1QPyGhB9TCC+kSLC5qb/Fvef4ZRm+gWk17SxQQA6KuMjQ8LqRj63SykVYebGhgaGhpfjK3nDA26Ps0vK+1xoJ/PRQNDkwuukWU0PqMlynaD4oz/W7rz1L20To4AAIBS5ml32dDAwPhebBnhwyPqTre7YmJkYGDof+eU/A5rm5Shu5DiS6OdTxgYGJnZe5W/t4OhI/f20bU/zF20QudmVHmPGACA1prtfdLAwOjs1VvPsAAAIB6sfOKckRvvfef2aQMjU8ug7Hrq0OrkrnyfU0YGBoZGZyyCXtAAAIDyItolNrcGxwYAoNYle142MjAwPG3rk9MDAMCmthQ9vpPyLPXu5UsnDE6ecUipw3O+4Os/qaB6QMYDVA/IaEH1MILGtBvGmxaeuJ/2WnpmRg2WwRfDYOTJeboX7hcQAADK/I/qq6v51QEIWX11iZcOzFZcsmTxvOl7zdIbCFwR0BMurdRW37x7v7GK4uKZ05ZonE5o6qvyM/llyjd/mSKvbPqonskDPrn94Q1V5RVLFBVnrtljHlE88O7vWyGvs95h1yy5RQsUFRfr7lj7/eqL9plNANyBorjr+zfLKyouWLJivZl/O3n4hRh1kYYq8//2/b9/WmHgktksBi65Ntfr+I45iooKi5csMrpbM8ASi8UtDw5M33348J4dOusUF/w05deTNzMpQhAx2nNCjLf9skRRcekCxQXbDCNaCFwB9ATp/nzUOuwlFQTk5tA7OhvmLVRUXDJv1QYTh6J+NlB6029u/Xa74bm9yluWK8p9P13j7pN65ld+gQaqB2Q8QPWAjJYJWQ+hoW1sNuDxbxYeD9zcake7Htqe3j0896///nnua/JLFl5JaqMIgfrkxDzd82/Vw241/yYA0svH9w6vvhiIqa4qT7bWWKpzN66ZAbz0qyt+mbna2DUfU1Pqc151+5LDUe3MlpzbJ9f/YuRV2jzAEokFHQkX15y0fBBfjcGEntulrncquG74r1sBrSvi+uJZWjZpuS9rSgKOLf9hroZdTi+Im4KNLx3Tdc7FYPIe3dTbvuZiQvuwcylYg9U+xxfu0T3/qBxLYYO4NfmG9aHtNxIxmNJk39PbFU88rqZxxB1+B376zyIdx/Dyupoc292K6moWeTTg1gbbmCzTdSjEYGqeZd01XKwfWjLIBFyw7oyj1mF1HBjMuLht3ybDu89rasqDnXS1luwJbgB6X+aVX/8+baNl9PPq2ppwk8Wyumcj6r/yCzRQPSDjAaoHZLRMyHqIi+sFADb7zQIADx40LVs2uvXQnGlvsOpnNaMbr9neuhlfO8gSATnm9BL9K55FAwAAFUGGxtp7QjqB3hB+/bDi0cShtQk++xccuJ3UweQ+tfl13vL9XgVCAGgIP3F0pbJvKzA7Exz2yt8amnJejE+6qLDFJrUPAADKnXW09xs8bha9NRYhuS/72orFB/1figAAcCEnF605eD0bJ+6LNdp37LhXKwCAqDHi3BaFi4lY4bDyEGZZrD5l4fmCCQDQk2ZteEjt2tCpoLRiG9V5xo8xRFZnkJ6s7Farp10AAE+vb9y/wyCeCNxih31qP2hEDr0dB/M4saKLyYHeUP25RnZPGgRQ77lxk7aOXx0AwGCxs/Hqn69kMxm9Wde2TlE4FoYHACCF7p+pY+JTQhzV782Eg+oBGQ9QPSCjZYLVA5vNnz79nqFhelBQvadnfVBQc2Bgk6dnfXBwvY5OvLy856h+GibR8vyeDd517z8z8OTdetj7uBsGqvwuKv904Hp4VFRUVGSoufrflp8NqCUxnl5fs+uYeVIrAEBN1LnTmqoBrUCsf3x959xrqXQhAIib/Q7OUtc1vx8cFRUV4356xSr1nXefvn1dKLur2uvwVA2vp/1DRzSqPZX3nLfK7BPX+h86sHHDBY8nUVFPQu5f0VH5Tt0dwx+294ESf3G5/nnH5/0AANVRF/TWKZy4Gx0V9STM39lo29+33MnHkdpC9OXUr4bWEABA+NRxh+Fxk0Q8CNtSb13ZutXENioqKiYuqxA3lBGdj47PNbKLaRJxM8y3n9CzeUoCAGA3xtqdWXHgURu1M91+9y+HPF5QuQAwEGmy0ODaw3JUD6geEKlD9YCMlglWDzyeUEnpwU8/Ocye7T5rlvtPP92bNs111iz32bPdp0y5tXlz8Kh+GibJ8vweZc8PzKlAiDJdYnDVq3gQAKDykZHJvr2Pu4FcF3xq8Z9+nDFHVk5OTm7urOnfKZsntDHoOddW6529/RQHAPAy8tzpvWoBrUCsD72+c65VKl0AAND6QFduzn+mzZSVk5WdIzdzityu08Hlb+9AoLc+s1ebstvjvXpoCDXa8tM/p82aIysrJyc78+dFS42C2kTD9j2Q4y8uN7jg+AwPAFCXaKU5869TZ86VlZWTk5X9RXb2fvcXg7TWkONyhg4pTTQA4Oc67DA8fiq2E0DIwdfEXT8wQ1ZWVnbesl+tM2gsEENP8PG5Rjdjm4EcYaBtetitYujjurJuWahtvFdBaU913DP7QngnXQgA+AhjVA+oHpDxYYR6EIuBwxGIRNKfSXfUoXoYCxOsHkQicVJSs7d3yf37JW5uJfPmuSsp+bq5lbi6lvj4lGRmju4dWDFJ186pr3Mte/+Z/giTxSctfMtIAADVoSdP6wzte3hwfu2P6mdcXe65ut73eBgW/7QWzxJSUsxWGl5wfE4AAKiOOGu651U92Oycez2dIQQAcZPvgVlqe05aOt13dXX1DoyMzavvpbz9fzGro9JNZ8oen+eEoXqo8d6w98LQvofD+9as0Ldxc3V1dfd+GJL4rKqLAcP+AiDHX1xuePFu3tAAnlw6unLuQXN3V1dXNw/foOjM0lYKm9MceETW5G56MwMAeDl3thvonYp5/dXsfObp6upsY6mzdtHuwNxBurA/zHCukV1Mk5idcmmnsd7NPBoAALc50f7CGq2HTZSONKc9s69E9dCEAIALP7nQwBLVA6oHZBwYoR5oNM7ly1nt7ZNwXhhUD2NhgtXDO44cib94cezu+PLxeqAlXlykeur28wEAED6/r7V3s2ZYN1DrQ610Fhslv3oRsyGnroPIAlay2Qr9c3ee4gHeqofBuqArW2XNkocmgOyLPbNgh21qz9CapJqGl1XYYTM5Cog9qVeXKOoHYYQAAAORZxevO3I9Gyfuijyuc1TPr/XVZ/ZVZjcOiIf/64EUfXapjqljIQkAoCPJwkhH1bbi1XOD1ZkYHJfFbQvQnX3CMbWJDq/rwTSxD5i9lfnZ2a1Dh1D4cab//PNR99Z+PjHqxFwjuycNQqhx26CqoxvUCABAKnM7vfGXSxl0SleGo8asSxFdqB7eQPWAjAcj1AOHI5gyxRmD+cjl4hMZqoexMLHr4dCh2LNn08bs7esTrppuX+X8gdsqi194b5PfreMQ34UjVLmdWL5SSSOkHUQDZf72e1dbJRMIpEFCqd/JDTdCKrBiYerlpUdN7XNwAABVYadO7tzyoBkoTRFXtk7bdetZF5EjEvGbwg2VTG5F5/eQSMRU58NXrthl9w37SD6lLejCwvmG98trsbiuuFOrv5fbbp3VC8Ja72Nnjxr6VZNIpLo8n5t6O72KecNnv6akmq9W1jDwy6cwuCIhJuqq2T515yISidReF3tXb/O9nEEKuyvg0HT928mNdADgZdmrHNM1SR6E/nyXs9qbLga3k0jExqr7x3+ecyWkiygYCDs+U88mop4L+EQjZc0tZx5icLjOFF9DbfktPjViclfare0/nQvrpAkBAPvYYM6xK35lg2P2fZoQxrIeBDwWlThIwON+gycQGaMwnfobQj6LThpgcCfhXu2vywfrQSAQ4fGMmhr8tGkuqaktOBydy51UV1ijehgLE7seDhyIMTVNHbO3r429dGLLUofiDzxFa7ivsUF+pvz6jVoX9m1TOnhku18tgIDeVh52Yv8CZeWNG5RXbD18JakczxCz407PP3DCJgsLAFAZbKS/da1HPfAJpd7Hpv7v7DW77jylsoCDf3nXQk1l/a8bN25Ypap1+1Fx1zuXOAq4HVX3D29d9OuqDRsPmh9V/nb5cYukRgBWd/rjq3tVlDZu3Lhqo/IR8wdV2HduncFvDdVbOe87OVXb8FISsPAlKXcP7Fi8cePGNRvWapo6l3ayuIIWH80fdO0SGmgAwMuwUT64Xz+6B1h9hYE3NNb8smbjxo1rNizbYeBV2cHiiXsCDkw5ZBlaTQM+vsLzusZ6hdUbN65fum69vkVaJx1InYk2m/51KriDKgSAvkdHfj540bsE1cNY1YOwJdfnyv4dWzdv/M1mdV3HHNIofkZ/Q+KDq8eCyr/wtizIePHBeujspGzdGrp27YO//tV+2TLfjRsDysr6Prj6BIXqYSygehgBtjo23O121gfvYyluT7xvfkhTXV3P2cnFNSXDK68bAAB4xCKfferq6urq+23iu7giAGC9iLQLDE9tpAIAdJeGhbrffdYHwCfXxlsd0j2k65ZPYwEAEJ7ePK+noa6uru8QV/vh/fyU/PuGOhrq6qdCIx9a+iQnvuwFABB15z603KOurq5lZBFaLXp/NX5bivOVA9onnGIqyQAAxNq423vV1dU1Dpl4FDAAAACf53flUVoNngMAAkzqvcCHIRUEAIDB1tTb2hrq6uoaB4zu51MAAIBYGGAelFjWwwQAGCh/fPOYhrq6+v4ztxJaAACYxJqU+2aRpUS2CAAopcFWgbH5HYwv+A5MImNYD4L8+5rrpv1r0Ub113ZuUl2utt+5uJnzsduoUHpelGan1g987mcMNKeH2JqGV/FQPUxsH6yHnh6qllaUqmrw3/9+S1k5UF398YsXOKkMb4ygehgLqB5GIBYK+Dyu4AO/jgEAhDwOk0GnMzhcLk8o5Alfv0zEY9DpdDqdwRG8fhs+l88XDJ3KLBLy+Tze0HuKBFwWk8Hg8F+dpyDksJh0Op3O5Ao+9le0iMdi0Ol0Jo/P5/KFgtcfKuSz6XQ6nc5k8z+4pljI4zAZTDbv1RuLBZyhMbJ4ot9ewX09RhAJeHw+//XvCSGX8d6L+Vy+QPjbqznMoee5Q1ssFgsFPO7r9Ye/+Ks1lvXw3EXj2L6DAdX018hNlR5G82aeCeqgfiQfWjPtzfdt8f6se7QOEQkFgq/9mzgJfLAeRCIxnc5rbSVOm+by9GkHnc4VfOyvvYkJ1cNYQPWAIJIwtvWw5+Txk0lvn+1Gq3TT/r+djkWEj+zyaUo2N92q6FI5JgNCxq8RzppksfjTpt2rr0dnTSKfBdUDgkjCGO97OKlvkvr2eQ60l157N1+Nq6GxAYBZF/8XGbIAACAASURBVP3w7g0rK6vrNx1CntXSabSXQZd+XTlnxrYzHgnVr26H1l/k4WBnZWVtF1uJ5wIACPrqqisTwh8FOTj5heZWNZYmPS7tHjqXjlQe4G5/3crKysbe6UlpMxntkpgwNDWj7O0LPvgUnc69eTOvu5sq4SFJAKqHsYDqAUEkYUzPe3Dbp6uu4ZBU/VpJ8hPH4wtsnuGYAEDvjzqjvHTejDnz5s3+zzcKh81yKtsTbXZ9/90//jpFabd1Ag7EIg651fey4tIFc+fNmbL9TGhpN1sEvBJ/u7OblVZsXbZex/juo0c3di+2y+aLRcLBLr8jC+bPnTV33rxffvjrSpM7OTjeJweJSFtnJ7m6GqusHGRgEE8ksj74GrF4coYgqoexgOoBQSRhLOuh9IH+lp//9cv8Ja8tmjdnvvx6r2Y2AEDpg61yW/bbeabn5EReUlmktOxsRCO2yFd375qFJn7FDTgOcEmV0RdXn7B8HJWRk2yluWb/NfciIoiqfI4pLViw83pEfnl1YZbX5U2/WGWJ+Uxq+r2VP6uc9AvNysl5aKgwe+XWG5mdY7JhyGgyMkpasuT+P/95+8cf7Xx9Kz69wiSC6mEsoHpAEEkYy3oo9jmya8k8lYMnXzM+fnjvlu2HH+Rj2XxoTHVwSKvmAgBAV+ABtY07POuAUuRgrr3xQSMAAJdUHWiycIt7y9C7PTmxTtv0XgUVmgIPLlu94WqaGAAIVT7mOxbY5gh4HGZl3E2n568mNquyX79hp2Fw1ZhsGDIKrl9/eu5c0rlzqXp6qadOxX3zjcPChR7nz2efO5d49mxiYOBX8a1D9TAWUD0giCSMZT3k3dtreEQ/qv3NQ4y+HDv1qRusMwk0AAAOvqm6tLCwsOiJ3a4dh/f71Ypx2TbnNda5lgMA0Ptz7+yYqnMtIi2vsLCw6MGpOWuOXk7tgcagw3t3qLsWiwGgp9zXYscCm0z20IkPjO6aiuLCwsKiYLNVWwzORlSPyYYhXDJhkIBnvJ65SSyk9uAY4s+59EUkEhcWdiUnNy9f/nD+/Ptz53qmp+OEQjAwSPfwqPX1xcyd67JggYumZnRBQUd1NX5MN+OP4VD7mqpKCvPz8/Pz8wvKq9tenZghpLZVlhXkFzYSqJ9x5ExBwTs7u/3Tr0M+G6oHBJGEMa0Hlz0njhnFY996jNHoZfDDzycfY4kAwC9wPbJtqby8/MJ5v3z/81bDkAYRNuv6OfVf75UCADAH8+y2/N+MGXPnLZCXX6Awd/rf5XRuPesHTMAh/QOHQxoBALrLfYbqAQAABlOsdqxdJC+/YNHcGd/IaVsm1I/JhiGdaYFhgd5lQxfOiPFVZY+vupXy2Z8xD2RdHUFe/v6yZX7h4e2ZmT2Jib2dnSImEyor6c3NPAyGk5jY/fx5t5PTC3n5uzt2PObxxu3kki3Z906sX7BAXl5eXl5+wbqdF+KwQgAQtMWd3/irvPwCPd/MNvbIb8HhCOTlPRMTmyQy4K8FqgcEkYSx3vegezyi9c1DQnJ7iNlUxavxfYPUmnibk8f2nzhhZnbV6vz+5Ws1jwTUi7BZ189rrHOrAABgEHJvqvxLWcP47OUrZmZXbe96P8qqJ3BE5d46J3WPRbQBvKqHhXa5PC4LXxh6Xu/wwdOmZmYW103V564+cjm6dkw2DME8uuF042oGA0DYX5tiraK6YenpND77U/se2tvJR4/GGxikX778fHAQhELgcIBAgJ4eoNGASAQiETgcAICqKsa5c6m6uilXr2ZJYHu+BL/Y//rxleuOmpmZmZmZmZocNzrrVdpLotX6ndA/bmBsbnDspGd6Zd/w+GltJV24kKavH3f8eIK+fsLRo3H/9V82ysqBx48nnDuXWFDQLaWNmVRQPYw9fn9DYQ2mjcgHACa2rSonIzUlJSXzaUHbaE4l/DuwyN3tmJd99E+/Ehk1Y73vQe9kYv+bh/jYgluas489fIGn17vv+M/W85EdIgDgFnqoq2hrP6wXYzMsjbevdS4HAGAOFLofmKXj1zI0s5QQX9ve2UcXi0o89xsdOhLWAvCqHhbdzuOS+p9Zr/lO/U4JEwCAlmSzSvno6ShUD2OjKdzR3fHGMw5wGS0pDjvnLVy24kq2YOS7jZBILDu7PA2N6P5+oFAAhwMsFrBY6OuD3l4gk2FwEHp7Xz2IxwObDcXFJGXlkNjYBklt1+/ByvN64Gsd+vrYSu9T953q7mW9hFK/G4nteIB2JxO3sPja4bd1SUlpkZGxXrjQR0HBb9Eiv0WL/JYvD1iy5MGSJX5//rP1rVv5kt+OyQfVw9gQi4QC0avDk7TsO5oW9r4lVABGiY/Vrtmyc+bMmbN8k6ZfmXQuj2p95mpnoOn/Qiof/rUa4/ke9HQOP6rjvNZfk3JTff5ut4J+irD4xtLvNc7GNLABiFlmWjP+ufxQUL2QkHvj6KZFpuF9XIFIxOpOv7tzsVl0e78IgJF1R/uGa2SDQPzCW8tA59DjZgCArjKvq6ryt/JZBGz8+dnfHnIo7xcCdEXpbvr+2y0X4uom54V+UtcU4eThZFvAgYHB/up0r7BH17Wv5fJYHz/IIBKJw8NrN2wILSsjk8lAIr3qhqEFj4eeHnFfH+Bwr2IChwMKBYhECA9vX7cuqLWVNO6u2WQX+Pq6X/HBDP2JjEl2Vtf2ribTmYP9TKFQPJBkctU/Pr9n+ErR0ZipU10zM/vz8gZycwdycweKish5eYOlpQNLl/pbWuZIfjsmH1QPY4HDbMvxsYgo6KHyAYDTnBOYnFXUxQZqldupg/LLdazt7e2dPQOKu6XzP2pdgpmR8vybeVL58K/VmM734Kq5fvr3S1S0XtupunGp1qmURhKfD31JZ1YvXrp6q6aW1iET3R1Lpu44aJFGZzeHnd/yj38rHbkagQERr78h2cRAWWPXXi2tnVt27b8XVYETQpHL9oO79wQ2AgB0FrueXTfNMovHojaEHlkwT2nLTi0trYMmh7bP+1bjtFsOZUy27Ks3VA95DGCweLTBuvpK/2NWT3nMj9dDRkbrwYNxPj61bParRHh74fHAyakqLKydz4fe3lcP9vYCiQT9/WILi0Jj49SurnH2vRS+CLc7tmKpipbWPp1Dugd09+tdfVw9KBAAADQmmB1UXG0RXkl4Z2Lt6Oj6hQv96HQQCIDNfrUMHaxRVX1y7Rqqh1GA6mEssJkv7u/6wfRRC3V4HvQknjc12OUn7f2DmDSb8ztXOX/o3qHIWBnLe2w2Z3le3Lt1k/K619ar7j36+PXRBFKZp9Hhzcrr1q3Tcnwc4HUr1NPzGQ3YLUkuOiqq+wz9X10vUR10cJfKunXr1h1xzm6nAgDUJ91xd3J+hgUAGGhOfWRjHPZSDEJxb679Pg3l9evWrTvkmRh270pgYGSJlA7CTXZD9fCUNvQnXOFT98PXckeqh9u38+bP9+XxAI9/Nx2YTCgqIsyb575tW9jLl0QCYdizFAo0NnL/9rfbdXX9H313qRBVRdocXCS3fN06xXkzvv/TNDX7ot8OulY/Pq6lcsTKM78LSxv2d21MDGb+fJ/ubtHAwKtjNFgs4HBAp8PmzeFWVh+eqxv5XVA9jEAkFPA5bDaLRqZQ2UOH1Xh0CoVMJlPYb9/HSsRn08hkMplMZbAEACAi9qbZbvtRz+VZM5EvEgOIhCKxiM9h5d3XObZ3t1cllycSg/jNjaNEHDqFTCaTyRQW/01DC3lM6tCjNCZ7+FE9AACxgMcTcFh0OplKZ/HFACDmsyhkMplCZbx9ayQhm0mlDL0Ni8sXA0BDms35XatRPUjUGNYD8Dl0Ih7b2931Wncvtp/120+SgDHQ39vd1dXVR2YyGTQWjcoWAQjZNAK2D4uncIZeJWTg+3q6urq68dRXd0Pjsag0KpUjBAAQ8tkMCpHBAwAQ86h4XE93V1cXjsph0SlMBoMzbk/Yn9iG10PfJ+qBxxPa2j7fuPExg/HujoeBAcDhBFpasf/1X+Z//rPl9etFXO6wF5BI0NDAkZPzzM/vFArH0y2yOEX+no4mt/O6ukri3C+rab6606+Yx+SK+IzBAcLzOxe846Lqht0PbqgeurpEb0cSFgs0GqqHUYPq4ePEvTWFibesb9rqqR82CqsGAGiKNNivoaaqtvtOQuNv+/dINbF3jm5XVVXdvt/0RgYZOISse5sXTfnrzwvXGnkV4Tic+ic3AmPiYiKCTFZNmfGfqYt1Lpxx8op3sUjADOUD5bmrwb7tqqqqarutYl5ih/7P5bc/Dbysvl1VVXXHrkNnryR3vTs85osn4dHOV08Yqx+96lXJAKDWx9rtUFVV23PIOLrxt5fhM2+eP7hTTVV1+27NSz4xTQKA5lRUDxI3lvWATFbD6kHU84l6CA+vOXIkMSmpo7//3dMdWCywti78xz9sZWQsZGTOnznzFODNwYuh13R3C/z8Go4eTaitHU+7H1j53g98rELwAMDrfRZw59bJJBxwqYQcx5CXfAAArPOJOwFeZcPmfED1IAGoHj5OjEl21V88c8lu1d0HDcNe8PubnpmdWL11k8q2TXLKWg4J5QQugGig6oGD5vrFa7Zt27Zm7SrlYw6VzfgMF5XFU/53xoI1hl5FOA4t+fwi3fPWXqGB536dOv0/U5YcPKd/6cSVTbOsc8QgEHRX3zuounTT2q3btm2UW6lmH1zSLwB+T9oN4zVy09du26aycvHMn/+x/wGGPHySGHL8pX1qqxSWqW7WveJZjcNXZTjr7Fbatm3j+tWL9l/KbiEJRQC4F7Y7li5cprhl27Z1st/8rLzbo5Ym7sq4gepB0lA9IL8fJtj2rq155tD0SKKu55lOGhcyeIyP1MPp0ymbNoUDvPl92dsLeDwwGBAd3TF16l0ZmasyMrYyMhbbtz8uKxtgsYad/UAkAh4PU6bcS01tkdwmfhLr2f37Tqb3agAAhP2t6fbrDc2fFDe3J5tdtXG45eLlZXfhQkBWftewLwqqBwlA9TCC1rQb25bMVLZ7SiSRmbS+bDftJRdD6tvI9P5YU+VtJjcSu8WigdSrO/b8qu9XMzg4WJPrce3gNu8yHqE7+86uGQauz5pJPKGYEn9+2bEzd/LIzHLP/cc09vhjKM1P75qpLrAvEPOpfWGXFsw3dC2tIwwOdj6+vOWCXUA1G5gF9gf0tp70b6bTKVXp1ur/mX3kQSN32OELaqrFuukrd9vEtJCoDBYm+toVrZ33Kuh0XE2q3Z5Fmu55A2wxlHurKh2/Fl9CotPbg03WrVA4FNgowuXant+N6kGyUD0gv19rnMdDj7sFQ8f5RX1lBf7Gt/M/es3F5csZGzaEcblvdjxgsYDHiysraYsW+crImMnIXJORsZGRuS4jc+XgwYSeHvbbBzgGB6GjQzhtmmtOzniak5FT+uiR/42hk3dBzOkqeHhprUl4ff9ATdSptUqzZWXXXPIt6uMP/5qgepAAVA8jaEmz3rN2wdFQIgCIKMWeurLaDzqHnsq4slbj1K0C6mDRrWN7NxtHDl2MLMC3FKXWDQCbWeunM+tSWDsDAIASf3Gl/lmnCoCOSIOzukeSacB86Xllp6JTKZeIzb2muMzwYe3QwWd6U25FdeOgAPi4qrzy4rahnXHEbPs9P+29X8Phvj06WqrlagU1w9AaAIDedOsT+zZdLwMAAFa1k+ZsXZ/yQSYQ6jIyG3BDK/RFHturvvN+lQiP6kHyUD0gvx8D29bZ1kwc+meDmE0idlQ1DYqEH7lWy9w8c926UCbzTT0QCNDezt+9O1pG5rKMzCUZGQsZmesyMtYyMuf/53+sLCyek8lvXjwwAM3N/KlT7xUUvHecVIqEpK6ujoau12dK8hkDNUl5rRQuCPtL42NCQkISqrtp754XhupBAlA9jKAhxdpIdeX1TBYA0Ptz7FS+Vzl45fqtO7fvOJ/d8d18HfPM9rpQ44O6ai7vTJ1AJxbe2/vLaf9qPBcAKAmXVuqfcyrhACboyMn9OpF90F/qdnWXknMRrava99BP6l7ZuA/cMJfd9TzI8fbtO7ZmJ/Zsm33It4E77MgeLdl8jeaxK4mtAAC18ebHls/UOu90+/adW9cva6/579XXMvuH7nGASQlyvXP7toP50dW/7jv0sBbte5AGVA/ImMrP7zIxSXN2Ln97jgcCAVpbBUePpujoxBw6lHzsWNK0aa4LF/rq6ydraUVcv1789ov7+6GrS3ju3FNb27z2drK0N+gPQfUgAageRoBJunZOfZ1rGQAAY+C57eZvfvpp9mw5OTm5ufPnz9twPri2vdzr2B7N7c6Vw/8xMFQPZx6+HKkediu55JPbC1x2/7TzfiaWOfyjeSxK2RPrA8vk5OTmzpGdOV1u9mHfJt6ws4ppiVdW65++mYMDAGhIs90363+nzponJzdnztx585csP+5dReMK2dTG0Ctqa+bIyc2ZP2fGv37eoh+MQfUgDagekDFlbJy8f38inS5650LN3l5oa+N3dAg6O4WDg8LNm8NOncqm0YTt7fz2dsHbJ1cOBUR7u2Dx4gdPnkzsW5egepAAVA8jwCRdO6+xfuheADR8zi3V/2he9AuLTUpMTMrILaxoJrBYjQ8NDx1VdSz7UD2cDajp58HH9z0scy6m92CC9GfscsvoG14P4oYke1PdXadvRycmJUf73zHeM+v9fQ+JV1YbnrHPxQMA1MZdMVi/0Ph+cmJiYlJKenZBZUMfQyDCpTvs26d/ztU/MTEpJcBSbftBHb8aVA/SgOoBGVOHD8doaSXC8Csphn5lUqlApwODAQCgphZ5+XIeANDpQCK9+2ICAUgkmDXLMzT0pXQ35w9C9SABqB5G8Pa+B/Zghb/hfDXvV6cT8eri8our+0WUYscjOzYd9msDAABOy/PHrtEviBRCvuPuace8XrIBAGjxFz9UDzuXOpbwqf0lN3+dv+d+6dA94giFgcHRWS1MWobVug3LNCPIAADMchd15Rm6fo0j7HvA5tifPKxy+fVvp56nwcXtDAa/0m7539QupQ29TcrtjUpq2kEYQPUgBSPUA5XKefiwikT6xH0CEWQEhoaJ+/YlstnvThL1zu9OFZXwM2dyOZwPv6a/H3p6xAsW+EZG1kl7g/4QVA8SgOphBHXxZibblJxKAACAQygOPqlkfCclq6K6+rnrCeWLDuH1XGAU3t53cI22TVJFRUVqqPXhbb9aJnTTiFVeB2coHXNKrOhn8ckJ5xYfNrlVxIE6//16Gnse9wK+2PnCljm2z8VCxkDSndXzD5jHppZXVDx3OL5a3eReEWmw0EF9h8JW29Tq6hdZ/ldVvvv5F7W71bxh+x6oceeXHD5xPXPovsydmXdsdbdahFVXV+dl+VjuV3bOxBI5L+9tmKGmeze2rLr6+YPj26b8WfGAdyUHl211auuSOwVj9oVD3jdCPeDxDDk5t85OqoSHhEwmqB7ehupBAlA9jKA+wdx0xyrnUgAAEAvpuJfOZ5YuX7xIQUF+lc6V6MI+ugiA1ZvkZ6Ayb46CgsLcRct/NfFtxLOF/IFc+1+/nzF9rkFIw0B/tsWKo6Z3ijlQH3DQQFMrvBfwJfcub5O/kSsCkYjUHX1BfeHSuQoKCgum/qrrElNH4vMoeS4GG6fPkF+ssHyHhqbRccMNS6xyWcy3p4CjxV9SOmp8I2uoHvi0poKHJ3fNUlBQkFdU1LwagsFxeCJGhcuepQtnzVVQUFA2OnN058rjBuapfYSnN06rKTkWjdkXDnnfCPXQ2UmZMsW5qYko4SEhk4mBQcK+fYkfy4LPr4e+PpCX94mIQPWAfAKqhxEMNOdmRASW9L15pDfb3uLSaVPTMw7xGNLr4wiszvzQG2dNTU3PmN/1L301sctAdaS9zcWzXrk9VHr388DEjKJeAQxUx6dEx9TTgdlXmhPuk9cxVAPcuij7q2dMTU1PX3yQ3zX0BrSWzMibl86aml5w9HlcUFXxxD27hTfszrzcpuyHiWl5HYzXDzC78gPPmZqanjGzDat6Nf0wpzPDzfHS2dOmptZRz3My4/LTUupJrK78jIiHxb1j9oVD3vfBeujqopiYpBw+HPPNN3cOHIg2MUluk9Zt25EJTkfniaZmArx33sPn10NvLxAIQKfDzz+7BwdXS3uD/hBUDxKA6gFBJOGD9VBXR1BQ8J43z+3Pf745d66bgoJXVRVOKsNDJrqbN/N0dZNra0nv3x/rM+sBiwUsVpyTQ1BVDc/KapP2Bv0hqB4kANUDgkjCB+uByeRXVGATEhqnTnV+8gRTUYFlMHgfXB1BRobDMS5cyNDXT6PR4J3rMD+zHggEaGsTbN4cFhpaQ6NxP/2R4xiqBwlA9YAgkjDCeQ9EIvuHHxz7+ugffBZBPpOFRdbq1cFvzzX5u+phaK7JH364W1zcI+1N+aNQPUgAqgcEkYSRr7k4dCimuxtdc4H8IWfPpm7aFC4Wf+GRCyIRsFiYOtU1PX083SXri6B6kABUDwgiCSPUg0AgwmLpfL7og88iyGeysMhWU4sik0VffOQCg+HMn+89vu6S9UVQPUgAqgcEkQQ01yQy1srL+86ezbCzKxoc/MDBi5HrgUCAlhauiUmWk1NRXx9N2pvyR6F6kABUDwgiCVu3hri5lUl7FMgkZ2+fN3++r0AAb996+7ffnXQ6rFnzyMgok8t991pNCgWam3l/+9vtmhq8tDdiFKB6kABUDwjy5eh07uAgc3CQ9cll1Sp/S8vcT74MHb9A/oj790tWrw7q7uYODn6gHqhU2L07+vLlvHempMThgEyG588H58zxrKvrl/ZGjAJUDxKA6gFBvpy9fZ6Kir+KSsgnlz/9yW769HsjvuaRisqjujqCtLcJmcAaGwcvX846cSKDyYT3J37o74e4uO6cHMLAwLs7Hlpbuerq0X5+L8jkyXC/FVQPEoDqAUG+3O3b+aqqD1VVQz+57Nv3ZM+eyBFfE6KqGlJfj+oB+UOKirrV1ML9/OpZLGCzAYt9M/vkUCgQia8eGZpcks+Hvj6huXnBgQPRk2a6kejo+oUL/Wg04POBxXq1sNkAAKqqUdeu5Uh7gJPBJK8HIpHN4QgkNh5kYuMzif19Pd1dXV1d3VgSlfPbQQSxmEtn8ED83hoMBo9MZr+9UKkcFov//sLnC7lcwTsPMpnvri4QoCMXyB8iFIqjozHKysEFBaTqalp/PxCJMDgIOBz09gIeDzgc4PEwOAgkEnR3i+rqyKGhrevXB02mWdKjozEzZrgVFpIrK6mlpdTSUmpVFaOiglZXR12+PNDSEtXDKJjM9SASiU+dSi0o6JbkkJAJSwwNEZeO7VRet3bt2rXrdlu6576+EwilsT7NNbQO+O/nA4KMP1Qqx8WlWFHRd/PmsK4uEYcDVOqrAxlD12IMDACVCiIRZGX1r1rltWFDSGJio7RHPZqSkpplZKwUFf2XLw9QUgpQUgpQVg5dtSpo5cqA//kf65s386Q9wMlgMtcDAMya5ZaY2CSx8SATmQieW6zftGHlVk0tLS2V1epn3BJ6AMTEhmcuh3Q1N5k9/ax6wGLpvr4Vvr4Vvr6Vn1rK4uIm1V/ZyPhBIrH37QvX1o66ePG5peXTy5fzMBiOWPxq7316Ou7y5Vwbm1xT02xt7ZBLlzKkPd5R1tg4aGgYv29fpLZ21L59UZqakTIyNitXPtDWjtLXf5Kb2yHtAU4Gk7MehEJRczOxpgYvK+vm7FxcX98/OU4FQsaQWAD514+5pqS3iwGgOfCmj4drMQg4DdE3tvw0a+k663wQfsbbPH3aISNzTUbmmoyM9W/L//t/tjIyNm8/IiNjLSNjpqjoN9abhXy1OBxBby9t1Sr/OXOc58xx8/Gpr6joLywk1dYOXrr0bM4cpzlznPT0EjgcPo/3OT/aE4lYDHy+kMMRDC0UCmfePI/oaAyHI+DzhSIR2os4CiZnPVAoHFXVUEVFz7/+1X7WLLdly9xjYhokPzxkIhELoOCGoV/B0D3WB548fBIcVAuDA10lkddv37q4zyb/s/Y9ZGa2ychckJG5ICNz+a3FXEbmyvBHLsvImM6a5TbWm4V85XJzO1JTm9LSmtXVo5YudVdSerhypcf585lpaY2pqY3V1V/LPV0VFLxzctAuh9E0OeuBTuedP59x9GjMd985btz4SE/vybNnnRIfHTKxiKDITv2ArrbRZTMzs2Nbjey8swhApTIp2JKKYn8Dm3zgfUY9tLWRzcwyzcwyzcyyflumTHFWVQ19+xEzsywzszQ0fxQiMffuFevpPfn22zuysnczM1u/6D2YxIbCGP/8VvZv05J0Pn3gaGFmZmZ2xcIrtWS8ThXB4QgWLvRKSmqW9kAmlclZD0P4fJGcnHt4eJ0kh4RMWCIouqmyZsEMWXl5efn5v/x6wDquliECAHFHdoa73mfWwwetWOH/8GHVaA4WQb7Ijh1h5uZffMUBHhN2XW22eTyRLQIAAan5uY+p6tqFQ//HrNAyDCjrY47HgwKoHsbCZK4HAFi0yBudNYl8FrEQCm0Pmt9ziSooLCzM8z5z5tpNj3I+AEBnZprbH6qHlSv9Q0JejuJgEeTL7NkTeePGF19xgKsLsdg09WIMiQcAUOmprWxg4hqZlZ+fn//U/+IOpa0HzdPH40TXqB7GwmSuB5FI7OdXicEMSHJIyEQl5kO+zcngaszQH9ud7zqY3SjgA4Co7Y/Wg5ych4cHOkiBSN+uXeGWll880yIeE26zQ84yicYTQHvBqVVL19x+3PFqQh1erfNBRXlF3dCG8TfjFKqHsTCx6+HIkbgLFybbtUaIdIiFkGepce7WzUdZOTk5yc6n7Nx9k7oBAEQtqUl3dcyffXk96Oklon1gyHgwCvUwxyqNTmcOhp2cNvu4W0X3m8s1WlJuXj5l7FfCGZWRjiZUD2NhotaDSCTm84Xa2k9OnkxGV+Ago0EMxfYqq+WnjhjSbgAAEy5JREFUz5o7b968OQs1LwSXU/gAAMK2zDT34zf+wL6H7m4qlcodxbEiyJcZhXqYdz2DOEjOs1ryb83ruV1vXQovZA3gejsJ9PE3XSqqh7EwUevBza308OHwH35wnD7d5fDh8KAgdEoa8ofhyiP9nGyvW1lZWVk7xWQ30oceFlO7O6uzSvo+a74HBBnPRqceCHhi6qXZyy19XhImxL/bUD2MhQlWD5mZbbGxdXFx9draMStWeKxeHbRqVdDKlR5HjybExdXFxtY9e4au6EUQBPmwUaqHflKOhbyGQ1gdcTQHN2ZQPYwFCdSDWMDjCQTC14kqFgkFXK5A/PpJgUj8OfVKp3OxWPqvvwbKyjrLyrp4edXV1hLLyqilpdS6OqKjY6Ws7F1Z2buqqqEUCnvS3CkOmRy4XKFQOP725yJfn1Grh2zzeTtuhdSievh6SaAe6JUh/olppa/vONRf+yzJw6eIDADAp5T6x9ZQyZ/6Xc9k8vbujdi9O9zMLM/WNt/SsqC2liUSAZsNbDaIxVBaSrW0zLt5M+/ixee7dz/W1Y0Vf1aTIIgk2Nnl5eV1SXsUCDJK9TDQT0y9OHvhJbcX+AkRxagexoIE6oGWb77vzHXPdCoAADDy49zOH7yWT+RQ2zPu2OouNYrC4Uc8n4zJ5Lm6ligpBWzcGNrWJuDzgU6H/v5hN60nEIBOB6EQampYv/4auHr1Iz+/SvSvPWScmD/fy8urXNqjQJDRqIe51ulkIqXy1rrvtlxN7WK99TS9raQ0vaCJNgrjHF2oHsaCBOpBREq8YHLN0aecBwC8mrBwJ9M75SzeQE2o/gy5X348Go4nCj6+skiclNS0bt2jggJSXR1j6Lb0AwOAw71Kh6F6wOFgYAAGBwGLBQyGnpmJX7MmCP1rDxknFizw9vZG9YBI32jM93Atlc5is1Kt50/XssyoYb5+UtCZZL5r3waTsM5RGeloQvUwFiRy1iQxwd7inltwOwD0xgf6mdlmcrkscukTu5tWR349G48nfHzfQ1UVTk0tzNsbQ6cDmw043JtdDu8vvb2AxwOXCyQS3L1bvXNneHs7WRIbiCAjmj/f09MT1QMifaNQD7IWSTS+CAiF55fOnat9I7d/6Fok0jN7bbkpy7Q9qqmjNtrRguphLEjmmgtCgu0dT9dUBnDyH/nbXIjCAoPF62p9MdD48LBlKr7vI3fPbm4mmpvnGBpm0GjQ3//RaHh/GRiAgQE4fDjFzi6/u3v8/SwjXxkbm2foPm3IePDH6gFbG2S27vtzT4hcMQCj3OeC2prVBy9Yubq6ut49o7Np1bZTd7N6P/02EofqYSxI6IrN5gArN+/Aiv76uOB759zrxCAWg0hE6qzx3W+ejMd+pB4CA18sWfKgs5M/OPg70qGvD7BYIBIBg+HMneudnIzm+EOkjMMRCAToLBxE+v5YPRCa4511197OILNFACDms4tctLcsmS0rKysrO2uTsU1aD3dcToqC6mEsSKgeOEUuTv6PPJ4Exz20vvH0dSzQW19477v68Xrw8iqbOdODxfp9Ox5+2/1AJMIPP7jExmIks40IgiDj3B+rBy4D1/Yiv4XAf30FvrCvPDfxSWRkZGRkdG5tB2vk1aUG1cNYkNRsUcRUT98HJzTOBd67GU14/SB5pHqorMReuJBla1vU3z/sHMnPXPB46O0VW1jkm5vn1tcTPvABCIIgX5k/Vg8TFaqHsSCxuSY7U32stv+keul25JtvIKmlwl39QgLug+c93LqVv359KIkkfj8dBgeBRBrqg08EBB4vVlR8+OBBhaQ2E0E+oLeXRqOh+1wg0ofqARktEqsHfluY8ably/d7172ZGorUUuGucfEj9WBt/XTlykd8/rs7HrDYVxdn4vEfPuPh7XpgMmH+fF9Pz1JJbSaCfICBQVJSEjr/BpE+VA/IaJHcfS64DbGBYZ4hL5lvHmITsaVh6Y10Gv8Dr3d0LFBQ8KdS39TD0AWZLBbcuVNhYJBQWEjmcqGn582zAwPAZL4JCDweCASYOdMzOBjdQwuRJjk5Dw+PMmmPAkFQPSCjZpzeJQuLpVtY5B45kkIivakHLBawWHFBweDWreELFzrcvFnW0cH4bQ8EHg9NTdy8PGJvr3goIHA46O8HLa04B4cCAoH56U9FkLGxcqV/SMhLaY8CQVA9IKNmnNaDs3OhtnZcTQ357cMTBAJ0dgpVVSNu364oLu7YsSPKyamCxXr1LI0GcXHd27ZFdHQIh67RwGIBj4fKStKuXVEPH76Q9jYhXy8lpQf+/ugnEJG+nTvDLCxypD0KSeNwBAsWeKJ6GF3jtB5OnEhUUYkEGDaPJIkE/f3w17/eiojoAICFC/2MjbMBoKcHentBKISwsLb/+Z+bra38gYFXa+FwAABKSkFWVl9dbiMS4OtbaWAQbWCQOPLypz/ZLV/+4FMvSzAwSGhpIUl7m5DJbOvWoMuX06U9CknjcASzZzvHxzdIeyCTyjithwsX0rdvf/L2SQw4HPT1CePje1RUwtLS+gQCMDHJMDbOwmDI/f3Q3w/t7czbtyv27Int7BT+Nj8EDgdUKqxdG3LrVr60twmZhK5ezVZUvK+o6Dvysnr1wxUrHnzqZT6Kij5VVXhpbxMymR0/nuXoWCntUUgalyvcsiU2O7tH2gOZVMZpPVy8mL59+xMG4009DA5CfT177drgoKAmHI5PIEBrK33v3lgzs2dsNjCZ/7+9+41p6t7jOM6z7YEPtkyiy7LcJWhki9lMpsuCq46lytyyka3qNHNjGhdw7m5Ob1azu8nCdhkC8+9AEIFS/omTiFRA7gai/JGhMmFFKQK3eFpoV2gLPVBKKd/7oAYp42p7U/o7bT+v/OKDkxi+pUfzTnvO+VFenkokkre0mPv7p2Y2h8lEq1fLExNRD+B9fX3mtrb+tjbd9Gpv13V0/Dlr9fQYVarBvx5XKvUz/25bm47n57qEGMBLMjNHLlz4H4/nC1wTE1OJiWalEv+4vMlv6mFoiH7/3fL448m1tXqrlTiOiGjt2oKNG88RkcNBaWkdYWHHeZ70+vvfd6AeAACmlZbSleD7v9Bup+xs6u5mPUdgEWg97NpVvm5dCc247mFoiG7etDzxREpZWd/ICGm1ZDbTgQP1mzaV3bhh0GjGt24tDQv7yXmfxcx6sNtp1arcAwdqWb8mCApGo7W6utu91dXcrGE9LwSXoiKqCb5rwOx2SksjFS6a9CqB1oNU+u833/x5cNA+/dnD4CC1t/PLlqVXVGjM5ukrIaw7d1bt2VOTn9+1eHF8RIRsYGB2Peh09rVrC1JSGli/JggKDQ13Q0OTQkOTQkOTZ67Fi1MXLUpxPfjdunX5rOeF4IJ6AG8RaD1cv6797LPq+PhGg+HelxcDA9TTYz916nZ7+6jzuwmOI6uV6uo07713XiI5d/hwfWFht1brcqGlTkdfflknlf76xx/Y6gJ8oaKiKyRkd0jI7pCQv7uuf4SEfOF6ZOeiRams54XggnoAbxFoPRBRUlL9ihXZ08+a5DjSaml42GV7C44ju53S05VffHFpcpKcn0nMfFK1Xk9hYWm5uXjWJPiIUqmXSE5LJKclkpKZKzQ0efnydNeDBVJp0N15D2yhHsBbhFsPCQl1q1bJeN5lnwu93mUnC+eRnh777dvjBoPL9ZLOejAaKTw8IzMTu2SBj9jtDqPR+tclEuXEx9e5HhwbGcHWWeBTqAfwFuHWw9df17z0Up7d/pDtuTmOBgfJZJpjv03nphjh4RnHj2OXLGBs/Xr50aPY6gIYQz2Atwi3HhQKVUxMeXGxamBg9ucN7qz+ftJopmSy2zEx5XV1/2H9aiDYRUbKkpJw6S4whnoAbxFuPdjtjiNHrq5cmW0yzb0Z94OXXk8DA/TssxmFhe2Tkw7WrwaCHeoBhAD1AN4i3HogooyMlmeeOT4y4nITppvLYCCdjhYu/LGsDM82B/ZQDyAEqAfwFkHXQ0NDX0zM+eTk6zzvcqvFgxfHkV5PJhN9++1vO3cqbt7ExgHAHuoBhAD1AN4i6HogoqqqLpFIVlPzp8lEJtNDLoDguHuPph4aovJyzerVsuZmjvUrACBCPYAwoB7AW4ReDxaL7ciRq1FRp/v6Jo1G6u8nrXaOuzCcB51/Dg9TR8dYZGRBdnarzTbJ+hUAEKEeQBhQD+AtQq8HItLrLXFxF7ZuLY+Lq9ZqyeEgq5X0+vtfZNy9SwYDWa00NUXd3faPP67YsqX888+reN7GenaAe1APIASoB/AWP6gHIurrMz//fPoLL5zIyrqtUPSeOdPb3T3B82Q2k9lMPE+3bo2fOdNbUdH7009/LF9+PCLi1NBQ0O1CC0KGegAhQD2At/hHPRBRS4umtrb35Zdzli07vHTpkbNn1c6dNrVaslgoJ6dz6dJDy5Ydeu01eWNj340b/aznBXCBegAhQD2At/hNPTglJzdIpVX791/88EPFtm0l27dXxsRUfvBByfbtF/bvr5RKK/FYSRAm1AMIAeoBvMXP6mHa3r0XV648umDBvx577IeVK48mJNSxngjgQVAPIASoB/AWf60HjWa4o0MnFudt2lTS0aHT6SysJwJ4ENQDCAHqAbzFX+vBKSbm3L591aynAHg41AMIAeoBvMW/62HLlrO7d1ewngLg4VAPIASoB/AW1AOAL6AeQAiCsx6IKCODentZDxFYUA8AvoB6ACEI2nqQyUinYz1EYEE9APgC6gGEIDc3GOtBoaAdO+jwYRoeZj2KT+j1fFra1bS0qyUlyvn7KagHAF9YsyY7MfEK6ykg2JWW0i+/kMlE4+OsR/EVtZqee44efZQWLKDiYpqYYD3QPLPZJouK2sPCUsLCkiMjZQMDFodjaj5+EOoBwBdWrz75/fd4KgkwptFQRQUdOkQtLaxH8QmLhTZvppCQe2vFCrp8mfVM86ysTLVtW6lc3iqXt6amNu3YcX6e9m1APQD4Qmxsk0x2h/UUAKRU0smTpFDQpUtUXx/Iq7GRSkvvp4Nz7dtHzc3sZ3N/NTdTcbEmMbE2MbHenfXKK5lisdz5Xnd2GhYuTOa4efnCBvUA4As5OY4rV+bl80MAjzgcZLNRayslJ9OxY4G80tMpIWF2PWzeTFlZ7Gdzf2Vl0UcftS5ZcnDJkmPurAULDrz1VrHzvVYq9U8+marRoB7+AvUA/qKoiJqxBwsIhsVCHR3U2RnIS6Wiy5fpkUdc6uG77+jOHfazub/u3KGmpqGyso6ysk531ubNp6c/e2hr0z311I+ohzmgHsBfyGTUgFsuAHxrYoKk0vvpsGEDtbWxnmmeNTVpdu26IJVelEqr9uy5mJBweXh4Xi6RRT0A+ALqAYAJniexmMLDKTycamtZT+MTVVV3wsMPhYf/+MYbhTbb5Dz9FNQDgC+gHgBYUSrp2jW6di1Y7lO1WGy1tT21tT3Xrmnn76egHgB8AfUAAIEE9QDgC6gHAAgkqAcAX0A9AEAgQT0A+ALqAQACCeoBwBdQDwAQSFAPAYXnbTxvGxuzsx4EZsvJQT24y2abdJ7Jk5N4OieAQKEeAkdnpyE6uiA6On/XrgusZ4HZMjOpsZH1EH7i4MGG6Oi86Og8hULFehYAmJt/18O77xZ98kkZ6ykEob/fcvBgg0iUJRJlbthQoFCoRkcDfSdav/Lrr1RdTb/9RgYD61GErbHx7tatpSLRCZHoxN691a2tA6wnAoA5+Hc9vP/++bi46tFRCrw1NkbDw3aDgTcYRt1ZKSkN69fnc9wwx5kvXVK/+GKmWm1i/f7AfVYrVVVRfDzV1RHPsz/BfLN4fmpwcMz909hgGF2zJicz8zrHmTnOHBuriI3FB2kAQuTf9XDsGBcX1y+XU+CtM2foq686xeIssVjuznr66R8iI/Ocv5a+vuGFCw92dQ2xfXdgFo6j+nq6eJGystifYD5YhYWUnW1/551zYnG2m6exWJwXEvLPqqp7W5nHxirefruY7bsGAHPy73q4dYuKiig/PwDXzz/TN9+ooqKyo6Ly3Vl/+1tSZKTM+WtBPQhZZyedOsX+BPPBKiqi3Fz7xo1lUVG5bp7GUVH5qAcAv+Df9TA1RTYbjY0F4LJayWKxG41jbq5Dh5qiovLVapNabaqp6V216qRabWb9/sAcJifZn10+O4fHxshkGnf/NDYax159NffEietqtVGtNsbGKnAJMIAw+Xc9wDSdjk9JaYyIyIyIyHj99fzKyi5cNQn+qLlZs2XL2YiItIiItL17q2/e1LGeCADmgHoIHCrVoERSJJEUfPppJetZAP5/qalNEolcIpFXVHSxngUA5oZ6CChWq91qtY+Pz9eG7gA+YLc7nGeyw4GnRQEIFOoBAAAAPIN6AAAAAM+gHgAAAMAzqAcAAADwDOoBAAAAPIN6AAAAAM+gHgAAAMAzqAcAAADwDOoBAAAAPIN6AAAAAM+gHgAAAMAzqAcAAADwDOoBAAAAPIN6AAAAAM+gHgAAAMAzqAcAAADwDOoBAAAAPIN6AAAAAM+gHgAAAMAzqAcAAADwDOoBAAAAPIN6AAAAAM/8F58XO7nGrSX3AAAAAElFTkSuQmCC" 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LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
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UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
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UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
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UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> </span></b></div><div class="MsoNormal" style="margin-left: 36pt; text-align: justify; text-indent: -18pt;"><b><span style="font-family: "Cambria","serif"; font-size: 14pt; line-height: 115%;">Fuente de tensión.-</span></b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Para que exista la menor caída tensión posible la resistencia debe ser mínima o pequeña.</span></div><b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: ES-EC; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">Fuente de corriente.-</span></b><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: ES-EC; mso-ascii-theme-font: major-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: major-latin;"> Para que exista la menor caída tensión posible la resistencia tiene que ser de lo más alta posible para que se oponga a la intensidad de corriente</span><div class="MsoNormal"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"></span></div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0tag:blogger.com,1999:blog-8735357526028348663.post-38574443254171352452011-11-26T03:52:00.000-08:002011-11-26T03:52:11.631-08:00Resolucion de circuitos<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14pt;">Diferencia de potencial.</span></b></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Cambria","serif";">La diferencia de potencial entre dos puntos es igual a la cantidad de trabajo que se requeriría para trasladar una unidad de carga de prueba positiva entre esos dos puntos.</span><img alt="" src="data:image/png;base64,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" /> </div><div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Cambria","serif";">Perdidas por histéresis. </span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Cambria","serif";">Flujo disperso.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Cambria","serif";">Corrientes Parasitas.</span></div><div class="MsoListParagraphCxSpLast" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Cambria","serif";">Potencias de pérdidas por cobre.</span></div><div class="MsoListParagraphCxSpLast" style="line-height: normal; text-align: justify; text-indent: -18pt;"><img alt="" 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" /><img alt="" 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" /> </div><div class="MsoListParagraph" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Cambria","serif";">Cuando circula corriente por un conductor se genera como campo magnético.</span></div><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">Cuando tengo un conductor inverso en un flujo con un campo magnético variable en un conductor se induce tensión.</span> <br />
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="font-family: "Cambria","serif"; font-size: 18pt;">Circuitos</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Cambria","serif";">Es aquel que estos compuestos por componentes activos y pasivos, y están conectados por nodos.</span></div><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">Elementos activos.-</span></b><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;"> son los que entregan voltaje o corriente (V o I).</span><br />
<span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;"> </span><img alt="" src="data:image/png;base64,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" /> <br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Elementos pasivos.-</span></b><span style="font-family: "Cambria","serif";"> son los que ayudan a variar el voltaje o corriente según un objetivo. </span></div><img alt="" src="data:image/png;base64,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" /> <br />
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Elementos de los circuitos</span></b></div><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">Resistencia.- </span></b><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;"> Una resistencia R es un dipolo en el que en un instante t su tensión y su corriente satisfacen una relación definida o también se puede decir que es la oposición al paso de la corriente su medida es en ohmios (Ω). La magnitud se esta se la denomina conductancia (</span><span style="font-family: "Calibri","sans-serif";">G=1/R</span><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">) y su mediada es siemens o en Ohmios, (</span><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">Ω^-1</span><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;"> </span><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">).</span><br />
<span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;"> </span><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAAAlCAIAAACS8BNeAAAA30lEQVRYhe2X0Q3EIAhAmcuBmONGYBqW8bd7cB+9XNX+VVBoePHHNGl8BYGCxAd2H0ABbYdKBS4K1e5Rt1fDwAG52fxPXakMTmoscqhUChGGcbjn0s+F4ziccWjyqPWysLDMJUa48kokXhxERISx/fBRHHaQDj5IBx9YOVz1qalGlUpfbXUwcWAEABgdrEqriQMz3+LQ9w1d1uQSodXMKrLGAQDZ7u9h7Z0e5yctltalYX7SIvuDD9LBB+ngg3Q4XwGfmeXF4Tjk2UqHtzo8zukZh/mL9Lo4pENwh7394QvNuoFy1IZ+YwAAAABJRU5ErkJggg==" /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;"> </span></b><br />
<b><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">Capacitor.- </span></b><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">Un condensador C es un dipolo en el que en un instante t, la carga almacenada en él y la tensión en bornas satisfacen una relación definida por una curva en plano (el voltaje se atrasa con respecto a la corriente) o también se lo podría definir como la oposición al paso o cambio de voltaje y su medida es en Faradios (F).</span><br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAAA0CAIAAABaesJgAAABG0lEQVRoge2Xyw2DMBBEty4X5DpSAtVsMynGOTDhJ4S00Ri80YyQkvjwxg8DJtbyx56eACEdHN5TMaT6bnj7kxi6g9d15l6tTG98OygRw3bwilnvR93zrMPFRNM4HNfBfZl2HofNPTDf3cu8Ezn8w3PpgchhjMhhjNy1x20eVmZ2tpf/HqbD1UtRvycr1WH/UvTdsDGSxKG1dumwXkpkmxsdMq7DfLrxmdShlGJmpWRbhzXnf4a6RA5jRA5jRA5jpJeD2Ws+LkZoXXQiuHKIddGJ4Moh1kUngiuHWBedCK4cYl10IrhyiHXRieA+5bDUEI9+8HMH5rnRtRTrohPBlUOsi04EVw6xLjoRXDnEuuhEcOUQ66ITwb3R4QM/xABe82KSgAAAAABJRU5ErkJggg==" /><br />
<a href=""> </a><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Inductancia.- </span></b><span style="font-family: "Cambria","serif";"> Una bobina, o inductancia, lineal e invariante con el tiempo es un dipolo en el cual la relación entre la tensión (L a intensidad de la corriente se adelanta con respecto al voltaje) o también se podría decir que se opone al cambio de corriente y su medida es en Henrios (H)</span></div><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAAAlCAIAAACS8BNeAAAA00lEQVRYhe2W0Q2EIBBEpy4Loo4rwWq2GYvhPszdiUFOYdBdsi9+GAgwL5AFRPvg6QAEOjhImOZl17bMUxD+Uit3OEgAANMOImJ/H+IAZym6w1+6OODLJ7g1h9txBx24gw66OPyqUFqPclWXAN8heR3ZdEhfRzYdYtydJWwx6jDCPrjDGfx+0IE76MAddDCcA/Cq+Agh2tat3wdKespU7kBCnUMhUMWQU0nqRx4HynYVCsBjDtm115ZLDu1nsvV+SGrcJuXV/6YMhCmOL4pyO6sqvAFzLelgDt4bHwAAAABJRU5ErkJggg==" /> <br />
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Leyes de Kirchhoff</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Primera ley de Kirchhoff: </span></b><span style="font-family: "Cambria","serif";">la suma algebraica de las intensidades entrantes en un nodo es nula en todo instante. Esta ley puede aplicarse no solo a nodos sino también a cualquier región cerrada.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Segunda ley de Kirchhoff: </span></b><span style="font-family: "Cambria","serif";">La suma algébrica de las tensiones a lo largo de cualquier línea cerrada en un circuito es nula en todo instante. </span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Circuito Serie.- </span></b><span style="font-family: "Cambria","serif";"> Cuando todas sus resistencias están conectadas en principio con final.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Cambria","serif";">El voltaje se divide en este circuito pero la intensidad de la corriente es la misma y </span><span style="font-family: "Cambria","serif"; font-size: 12pt;">está basada en la </span><a href="http://es.wikipedia.org/wiki/Leyes_de_Kirchhoff_de_circuitos_el%C3%A9ctricos#Ley_de_mallas_o_ley_de_tensiones_de_Kirchhoff" title="Leyes de Kirchhoff de circuitos eléctricos"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; text-decoration: none;">ley de tensiones de Kirchhoff</span></a></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Cambria","serif";">RT=R1+R2+R3+R4+R5+…….Rn. VT=VR1+VR2+VR3+VR4+……VRn </span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><img alt="" src="data:image/png;base64,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" /> </div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Circuito Paralelo.- </span></b><span style="font-family: "Cambria","serif";">cuando todas sus resistencias están conectadas principios con principios y finales con finales</span></div><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">La corriente se divide en este circuito pero el voltaje sigue siendo el mismo.</span><br />
<img alt="" src="data:image/png;base64,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" /> <img alt="" src="data:image/png;base64,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" /><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;"> </span><img alt="" 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" /> <br />
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14pt;">Ley de OHM</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Cambria","serif";">Considera la siguiente relación:</span></div><img alt="" src="data:image/png;base64,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" /> <br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Cambria","serif";">La relación de esta ecuación que el efecto se trata de establecer es el flujo de carga o corriente. La diferencia de potencial o voltaje entre dos puntos es causa (“presión”), y la oposición es la resistencia encontrada.</span></div><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">Formulación para la resolucion de circuitos electricos</span></b><br />
<img alt="" src="data:image/png;base64,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" /> <br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Regla divisora de voltaje: </span></b><span style="font-family: "Cambria","serif";"> Se la utiliza solo en un circuito serie.</span></div><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="font-family: "Cambria","serif";">VRreq=VT* Req/Rreq+R2</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Regla divisora de corriente: </span></b><span style="font-family: "Cambria","serif";">se la utiliza solo en un circuito paralelo</span></div><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="font-family: "Cambria","serif";">IRreq=IT*R2/Rreq+R2</span> </div><div class="MsoNormal"><b>MÉTODOS DE ANÁLISIS EN CORRIENTE CONTINUA</b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12pt;">ANALISIS DE MALLA:</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12pt;">El análisis de mallas es una técnica usada para determinar la </span><a href="http://es.wikipedia.org/wiki/Tensi%C3%B3n_%28electricidad%29" title="Tensión (electricidad)"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; text-decoration: none;">tensión</span></a><span style="font-family: "Cambria","serif"; font-size: 12pt;"> o la </span><a href="http://es.wikipedia.org/wiki/Corriente_el%C3%A9ctrica" title="Corriente eléctrica"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; text-decoration: none;">corriente</span></a><span style="font-family: "Cambria","serif"; font-size: 12pt;"> de cualquier elemento de un circuito plano. Un circuito plano es aquel que se puede dibujar en un plano de forma que ninguna rama quede por debajo o por arriba de ninguna otra. Esta técnica está basada en la </span><a href="http://es.wikipedia.org/wiki/Leyes_de_Kirchhoff_de_circuitos_el%C3%A9ctricos#Ley_de_mallas_o_ley_de_tensiones_de_Kirchhoff" title="Leyes de Kirchhoff de circuitos eléctricos"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; text-decoration: none;">ley de tensiones de Kirchhoff</span></a><span style="font-family: "Cambria","serif"; font-size: 12pt;">. La ventaja de usar esta técnica es que crea un sistema de ecuaciones para resolver el circuito, minimizando en algunos casos el proceso para hallar una tensión o una corriente de un circuito.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;">Para usar esta técnica se procede de la siguiente manera: se asigna a cada una de las mallas del circuito una corriente imaginaria que circula en el sentido que nosotros elijamos; se prefiere asignarle a todas las corrientes de malla el mismo sentido. De cada malla del circuito, se plantea una ecuación que estará en función de la corriente que circula por cada elemento. En un circuito de varias mallas resolveríamos un sistema lineal de ecuaciones para obtener las diferentes corrientes de malla.</span></div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0tag:blogger.com,1999:blog-8735357526028348663.post-61584489909578144302011-11-26T03:07:00.000-08:002011-11-26T03:07:01.049-08:00Resolucion de circuitos<div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;"></span> </div><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;"><img alt="" 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" 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" /> </div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;">Una vez halladas las ecuaciones, podríamos resolver usando alguna técnica de resolución de ecuaciones ya sea por determinantes u otros métodos aprendidos en el análisis matemático.</span><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;"><b><span style="font-family: "Cambria","serif"; font-size: 12pt;">Supermalla:</span></b></div><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;">Una supermalla existe cuando una fuente de corriente está entre dos mallas esenciales. Para tratar la supermalla, se trata el circuito como si la fuente de corriente no estuviera allí. Esto produce una ecuación que incorpora las dos corrientes de malla. Una vez que se plantee esta ecuación, se necesita una ecuación que relacione las dos corrientes de malla con la fuente de corriente, esto será una ecuación donde la fuente de corriente sea igual a una de las corrientes de malla menos la otra. A continuación hay un ejemplo de supermalla.</span><img alt="" 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" /><img alt="" src="data:image/png;base64,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" /> <br />
<div class="MsoNormal"><b><span lang="ES">Ley de Nodos</span></b></div><div class="MsoNormal"><span lang="ES">En el análisis de circuitos eléctricos, o método de tensiones nodales es un método para determinar la tensión (diferencia de potencial) de uno o más nodos</span></div><div class="MsoNormal"><span lang="ES">Cuando se analiza un circuito por las leyes de Kirchhoff, se podrían usar análisis de nodos (tensiones nodales) por la ley de corrientes de Kirchhoff (LCK) o análisis de malla (corrientes de malla) usando la ley de tensiones de Kirchhoff (LVK). En el análisis de nodos se escribe una ecuación para cada nodo, con condición que la suma de esas corrientes sea igual a cero en cualquier instante, por lo que una carga nunca puede acumularse en un nodo. Estas corrientes se escriben en términos de las tensiones de cada nodo del circuito. Así, en cada relación se debe dar la corriente en función de la tensión que es nuestra incógnita, por la conductancia. Por ejemplo, para un resistor, I<sub>rama</sub> = V<sub>rama</sub> * G, donde G es la Conductancia del resistor.</span></div><div class="MsoNormal"><span lang="ES"> </span><img alt="" 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" /></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"></div><div class="MsoNormal"><span lang="ES">Pasos para la resolución para el método de Nodos</span></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES">Localice los segmentos de cable conectados al circuito. Estos serán los nodos que se usarán para el método.</span></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES">Seleccione un nodo de referencia (polo a tierra). Se puede elegir cualquier nodo ya que esto no afecta para nada los cálculos; pero elegir el nodo con más conexiones podría simplificar el análisis.</span></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES">Identifique los nodos que están conectados a fuentes de voltaje que tengan una terminal en el nodo de referencia. En estos nodos la fuente define la tensión del nodo. Si la fuente es independiente, la tensión del nodo es conocida. En estos nodos no se aplica la LCK.</span></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES">Asigne una variable para los nodos que tengan tensiones desconocidas. Si la tensión del nodo ya se conoce, no es necesario asignarle una variable. </span></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES">Para cada uno de los nodos, se plantean las ecuaciones de acuerdo con las Leyes de Kirchhoff. Básicamente, sume todas las corrientes que pasan por el nodo e igualan a 0. Si el número de nodos es <i>n</i>, el número de ecuaciones será por lo menos <i>n</i> − 1 porque siempre se escoge un nodo de referencia el cual no se le elabora ecuación.</span></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES">Si hay fuentes de tensión entre dos tensiones desconocidas, una esos dos nodos como un supernodo. Las corrientes de los dos nodos se combinan en una nueva ecuación muy sencilla.</span></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES">Resuelva el sistema de ecuaciones simultáneas para cada tensión desconocida.</span></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14pt;">Conversión estrella triangulo y triangulo estrella</span></b></div><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">Con frecuencia nos encontramos con configuraciones de circuito en las que los resistores no parecen estar en serie o en paralelo. Bajo estas condiciones, podría ser necesario convertir el circuito de una forma a otra para resolver algunas cantidades desconocidas si no se aplica el análisis de nodos o de mallas puesto que son dos configuraciones de circuitos distintos que son:</span><br />
<img alt="" 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" /><br />
<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><br />
</div><div class="MsoNormal"><span lang="ES"> </span> </div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14pt; line-height: 115%;">Superposición</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";">Si un circuito tiene dos o más fuentes independientes, una forma de determinar el valor de una variable específica (tensión o corriente) es aplicar el análisis nodal de malla. Otra forma de derminar la contribución de cada fuente independiente a la variable y después sumarlas.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";">La idea de este método se basa en la propiedad de la linealidad.</span></div><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">Este principio establece que la tensión entre los extremos (o la corriente a través) de un elemento en un circuito lineal es la suma algebraica de las tensiones (o corrientes) a través de ese elemento debido a que cada fuente independiente actúa sola.</span><br />
<span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;"> </span><img alt="" 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" /><br />
<br />
<div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;">Pasos para aplicar el principio de superposición</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";">1.- Apague todas las fuentes independientes, excepto una. Determine la salida (tensión o corriente) debida a esa fuente activa.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";">2.- Repita el paso 1 en cada una de las fuentes independientes.</span></div><span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;">3.- Halle la contribución total sumando algebraicamente todas las contribuciones debidas a las fuentes independientes.</span><br />
<span style="font-family: "Cambria","serif"; font-size: 11pt; line-height: 115%;"> </span><img alt="" 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" /> <br />
<div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 14pt; line-height: 115%;">Teorema de Thévenin</span></b></div><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;">En la </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"><a href="http://es.wikipedia.org/wiki/Circuito_el%C3%A9ctrico" title="Circuito eléctrico"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%; text-decoration: none;">teoría de circuitos eléctricos</span></a></span><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;">, el teorema de Thévenin establece que si una parte de un </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"><a href="http://es.wikipedia.org/wiki/Circuito_el%C3%A9ctrico" title="Circuito eléctrico"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%; text-decoration: none;">circuito eléctrico</span></a></span><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;"> lineal está comprendida entre dos terminales A y B, esta parte en cuestión puede sustituirse por un </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"><a href="http://es.wikipedia.org/wiki/Circuito_equivalente"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%; text-decoration: none;">circuito equivalente</span></a></span><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;"> que esté constituido únicamente por un </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"><a href="http://es.wikipedia.org/wiki/Fuente_el%C3%A9ctrica#Fuentes_reales" title="Fuente eléctrica"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%; text-decoration: none;">generador</span></a></span><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;"> de tensión en serie con una </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"><a href="http://es.wikipedia.org/wiki/Impedancia"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%; text-decoration: none;">impedancia</span></a></span><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;">, de forma que al conectar un elemento entre las dos terminales A y B, la </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"><a href="http://es.wikipedia.org/wiki/Voltaje" title="Voltaje"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%; text-decoration: none;">tensión</span></a></span><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;"> que cae en él y la </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"><a href="http://es.wikipedia.org/wiki/Intensidad_de_corriente_el%C3%A9ctrica" title="Intensidad de corriente eléctrica"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%; text-decoration: none;">intensidad</span></a></span><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;"> que lo atraviesa son las mismas tanto en el circuito real como en el equivalente. Ejemplo:</span><br />
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" /><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;"> </span><br />
<span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;">En primer lugar, calculamos la tensión de Thévenin entre los terminales A y B de la carga; para ello, la desconectamos del circuito. Una vez hecho esto, podemos observar que la resistencia de 10 Ω está en circuito abierto y no circula corriente a través de ella, con lo que no produce ninguna caída de tensión. En estos momentos, el circuito que necesitamos estudiar para calcular la tensión de Thévenin está formado únicamente por la fuente de tensión de 100 V en serie con dos resistencias de 20 Ω y 5 Ω. Como la carga RL está en paralelo con la resistencia de 5 Ω (recordar que no circula intensidad a través de la resistencia de 10 Ω), la diferencia de potencial entre los terminales A y B es igual que la tensión que cae en la resistencia de 5 Ω (ver también </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"><a href="http://es.wikipedia.org/wiki/Divisor_de_tensi%C3%B3n"><span style="color: windowtext; font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%; text-decoration: none;">Divisor de tensión</span></a></span><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;">), con lo que la tensión de Thévenin resulta:</span><br />
<img alt="" src="data:image/png;base64,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" /> <br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12pt;">Para calcular la resistencia de Thévenin, desconectamos la carga del circuito y anulamos la fuente de tensión sustituyéndola por un cortocircuito. Si colocásemos una fuente de tensión (de cualquier valor) entre los terminales A y B, veríamos que las tres resistencias soportarían una intensidad. Por lo tanto, hallamos la equivalente a las tres: las resistencias de 20 Ω y 5 Ω están conectadas en paralelo y éstas están conectadas en serie con la resistencia de 10 Ω, entonces:</span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><img alt="" src="data:image/png;base64,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" /><span style="font-family: "Cambria","serif"; font-size: 12pt;"> </span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;">TEOREMA DE NORTON.</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";">El teorema de Norton establece que un circuito lineal de dos terminales puede remplazarse por un circuito equivalente que consta de una fuente de corriente IN en paralelo con un resistor RN, donde IN es la corriente de corto circuito a través de los terminales y RN es la resistencia de entrada o resistencia equivalente en las terminales cuando las fuentes independientes están desactivadas.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";">Así obtendremos el circuito equivalente de Norton:</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";">La resistencia de Norton y de Thévenin son iguales se calcula de la misma manera, se sugiere siempre empezar desde el lado más lejano del circuito.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";">Para encontrar la corriente de Norton, se determina la corriente de cortocircuito que fluye a través de los terminales, aplicando los diferentes métodos que ya conocemos ya sea mallas, supermalla o superposición.</span></div><div class="MsoNormal" style="text-align: justify;"><img alt="" src="data:image/png;base64,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" /><span style="font-family: "Cambria","serif";"> </span></div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com1tag:blogger.com,1999:blog-8735357526028348663.post-58499059207109505282011-11-26T03:05:00.000-08:002011-11-26T03:05:26.512-08:00Fasores<b>FASORES</b><br />
<div class="MsoNormal">Se trata de analizar la respuesta de los elementos básicos R, L, C. con respecto a un voltaje y una corriente senoidal, en tal forma en que la frecuencia afectara a las características de oposición de cada elemento.</div><div class="MsoNormal"><b>DIFERENTES TIPOS DE RESISTENCIAS</b></div><div class="MsoNormal">De acuerdo con la Ley de Ohm, para que exista un circuito eléctrico cerrado tiene que existir: </div><div class="MsoNormal">1.- una fuente de fuerza electromotriz (FEM) o diferencia de potencial, es decir, una tensión o voltaje (V) aplicado al circuito.</div><div class="MsoNormal">2.- el flujo de una intensidad de corriente (I) fluyendo por dicho circuito;</div><div class="MsoNormal">3.- una carga, consumidor o resistencia conectada al mismo.</div><div class="MsoNormal">Sin embargo, un circuito eléctrico puede contener uno o varios tipos diferentes de resistencias conectadas, entre las que se encuentran:</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>Resistencia activa (<b>R</b>) .</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>Reactancia inductiva o inductancia (<b>X<sub>L</sub></b>) .</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>Reactancia capacitiva o capacitancia (<b>X<sub>C</sub>) .</b></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>La resistencia activa.-</b> representa lo que se denomina una “carga resistiva”.</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>La reactancia inductiva.-</b> Es la oposición o resistencia que ofrecen al flujo de la corriente por un circuito eléctrico cerrado las bobinas o enrollados hechos con alambre de cobre, ampliamente utilizados en motores eléctricos, transformadores de tensión o voltaje y otros dispositivos.</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>La reactancia capacitiva.-</b> Es la oposición o resistencia que ofrecen al flujo de la corriente eléctrica los capacitores o condensadores.</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>DESFASE<i> DE LA </i>CORRIENTE<i> ALTERNA</i></b></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>Intensidad de la corriente en fase con el voltaje</b></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>La corriente (<b>I</b>) que fluye por un circuito eléctrico de corriente alterna, así como la tensión o voltaje (<b>V</b>) aplicado al mismo, se puede representar gráficamente por medio de dos ondas senoidales, que sirven para mostrar cada una de las magnitudes. Para un circuito cerrado con una carga resistiva conectada al mismo, tanto la senoidal de la corriente como la del voltaje aplicado al circuito, coincidirán tanto en fase como en frecuencia.</div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><img alt="" height="125" 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" width="200" /> </div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"></div><div class="MsoNormal">En un circuito con carga resistiva, las ondas senoidales de Intensidad "I" y voltaje "V" de la corriente alterna, coinciden. En fase y frecuencia.</div><div class="MsoNormal"><b>Intensidad de la corriente atrasada con relación al voltaje</b></div><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Cuando la carga conectada en el circuito de corriente alterna es inductiva, como la de los motores y transformadores, por ejemplo, la onda de la corriente (I) se atrasa o desfasa en relación con la tensión o voltaje (V). Es decir, cuando el voltaje ya ha alcanzado un cierto valor en la senoidal, superior a “0” volt, en ese preciso instante y con cierto retraso la intensidad de la corriente comienza a incrementar su valor, a partir de “0” ampere. </span><br />
<img alt="" height="126" 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" width="200" /><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span><br />
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<div class="MsoNormal">En un circuito de corriente alterna con carga inductiva, la onda Senoide "I" de la intensidad de la corriente, se atrasa con. Respecto a la onda senoidal "V" de la tensión o voltaje. Tal como se puede observar en las coordenadas de la figura, cuando la onda del voltaje alcanza su valor máximo de 90º, en ese mismo momento y con 90º de retraso con respecto a éste, comienza a crecer el valor de la senoidal de la intensidad, partiendo de 0º</div><div class="MsoNormal"><b>Intensidad de la corriente adelantada con relación al voltaje</b></div><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Si lo que se conecta al circuito de corriente alterna es una carga capacitiva, como un capacitor o condensador, por ejemplo, entonces ocurrirá todo lo contrario al caso anterior, es decir, la onda que representa la intensidad "I" de la corriente se desfasará ahora también, pero en esta ocasión en sentido contrario, es decir, adelantándose a la tensión o voltaje. Por tanto, en este caso cuando la corriente alcanza un cierto valor en la onda, superior a “0” ampere, entonces en ese momento el voltaje comienza a aumentar su valor partiendo de “0” volt.</span><br />
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" 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<div class="MsoNormal">En un circuito de corriente alterna con carga capacitiva, la onda de la intensidad "I" de la corriente alterna, se adelanta con respecto a la onda "V" del voltaje. Como se puede observar en las coordenadas de la figura y al contrario del ejemplo anterior, cuando la onda senoidal de de la intensidad alcanza su valor máximo de 90º, en ese mismo momento y con 90º de retraso con respecto a ésta, comienza a crecer el valor de la senoidal del voltaje, a partir de 0º.</div><br />
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<div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"></div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com3tag:blogger.com,1999:blog-8735357526028348663.post-72046891067037731352011-11-26T03:04:00.000-08:002011-11-26T03:04:25.348-08:00Fasores<div class="MsoNormal">RESISTENCIA</div><div class="MsoNormal">Es la oposición al paso de la corriente por lo tanto podemos decir que el voltaje y la corriente se encuentran en fase donde esto correspondería que esta a 0°.</div><div class="MsoNormal"><img alt="" height="95" 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" width="200" /> </div><div class="MsoNormal">CAPACITOR (C)</div><div class="MsoNormal">Es un elemento pasivo que almacena energía en forma de campo eléctrico, el capacitor depende del tamaño de las placas , el valor del dieléctrico y el material de las placas. Y es la oposición al cambio de voltaje o también se podría decir que es la oposición al flujo de carga.</div><div class="MsoNormal">Por lo tanto el voltaje se atrasa 90° a la corriente.</div><div class="MsoNormal"><img alt="" height="90" 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" width="200" /> </div><div class="MsoNormal"></div><div class="MsoNormal">INDUCTOR (L)</div><div class="MsoNormal">Es el elemento pasivo, o bobina que se opone al campo magnético y también se podría decir que es la oposición al cambio de corriente y la cual produce un desfase entre el voltaje y la corriente.</div><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">El voltaje se adelanta 90 ° con respecto a la corriente.</span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span><br />
<img alt="" height="96" 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" width="200" /> <br />
<div class="MsoNormal">METODOS DE ANALISIS EN CORRIENTE ALTERNA</div><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Los métodos de análisis utilizados anteriormente son análogos, es decir que tienen la misma aplicación tanto para redes de corriente continua y corriente alterna puesto que para corriente alterna cambiaran su simbología la resistencia (R), cambiara admitancia (Z), el capacitor (C), cambiara a (Xc), y el inductor (L), cambiara (Xl).</span>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0tag:blogger.com,1999:blog-8735357526028348663.post-3963365241171662642011-11-26T03:02:00.001-08:002011-11-26T03:02:43.769-08:00videosparte2<div class="separator" style="clear: both; text-align: center;"><object class="BLOG_video_class" contentid="FAILED" height="266" id="BLOG_video-FAILED-0" width="320"></object></div><div class="separator" style="clear: both; text-align: center;"><object class="BLOG_video_class" contentid="FAILED" height="266" id="BLOG_video-FAILED-1" width="320"></object></div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0tag:blogger.com,1999:blog-8735357526028348663.post-40929186415965276532011-11-26T03:02:00.000-08:002011-11-26T03:02:14.707-08:00Factor de potencia<b>FACTOR DE POTENCIA</b><br />
<div class="MsoNormal">Se define factor de potencia, de un circuito de corriente alterna, como la relación entre la potencia activa P, potencia reactiva Q y la potencia aparente S, si las corrientes y tensiones son ondas perfectamente senoidales.</div><div class="MsoNormal"><b>DIFERENTES TIPOS DE POTENCIAS</b></div><div class="MsoNormal">Del mayor o menor retraso o adelanto que provoque un equipo eléctrico cualquiera en la corriente (I) que fluye por un circuito, en relación con el voltaje o tensión (V), así será el factor de potencia o Coseno <span lang="EL">φ</span> que tenga dicho equipo.</div><div class="MsoNormal">En un circuito eléctrico de corriente alterna se pueden llegar a encontrar tres tipos de potencias eléctricas diferentes:</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>Potencia activa <b>(P)</b> (resistiva) </div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>Potencia reactiva <b>(Q)</b> (inductiva) </div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>Potencia aparente <b>(S)</b> (total)</div><div class="MsoNormal"><b>Potencia activa o resistiva (P)</b></div><div class="MsoNormal">Cuando conectamos una resistencia (R) o carga resistiva en un circuito de corriente alterna, el trabajo útil que genera dicha carga determinará la potencia activa que tendrá que proporcionar la fuente de fuerza electromotriz (FEM). La potencia activa se representa por medio de la letra (P) y su unidad de medida es el watt (W).</div><div class="MsoNormal">Los múltiplos más utilizados del watt son: el kilowatt (kW) y el mega watt (MW) y los submúltiplos, el mili watt (mW) y el micro watt ( W).</div><div class="MsoNormal">La fórmula matemática para hallar la potencia activa que consume un equipo eléctrico cualquiera cuando se encuentra conectado a un circuito monofásico de corriente alterna es la siguiente:</div><div class="MsoNormal">P= V*I*coseno φ</div><div class="MsoNormal"><b>De donde:</b></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>P</b> = Potencia de consumo eléctrico, expresada en watt (<b>W</b>)</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>I</b> = Intensidad de la corriente que fluye por el circuito, en ampere (<b>A</b>)</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>Coseno</b> = Valor del factor de potencia o coseno de “fi”</div><div class="MsoNormal"><b>Potencia reactiva o inductiva (Q)</b></div><div class="MsoNormal">Esta potencia la consumen los circuitos de corriente alterna que tienen conectadas cargas reactivas, como pueden ser motores, transformadores de voltaje y cualquier otro dispositivo similar que posea bobinas o enrollados. Esos dispositivos no sólo consumen la potencia activa que suministra la fuente de FEM, sino también potencia reactiva.</div><div class="MsoNormal">La potencia reactiva o inductiva no proporciona ningún tipo de trabajo útil, pero los dispositivos que poseen enrollados de alambre de cobre, requieren ese tipo de potencia para poder producir el campo magnético con el cual funcionan. La unidad de medida de la potencia reactiva es el volt-ampere reactivo (VAR).</div><div class="MsoNormal">La fórmula matemática para hallar la potencia reactiva de un circuito eléctrico es la siguiente:</div><div class="MsoNormal"></div><div class="MsoNormal"><img alt="" src="data:image/png;base64,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" /></div><div class="MsoNormal"></div><div class="MsoNormal"><b>De donde:</b></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>Q</b> = Valor de la carga reactiva o inductiva, en volt-ampere reactivo (<b>VAR</b>)</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>S</b> = Valor de la potencia aparente o total, expresada en volt-ampere (<b>VA</b>)</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>P</b> = Valor de la potencia activa o resistiva, expresada en watt (<b>W</b>)</div><div class="MsoNormal"><b>Potencia aparente o total (S)</b></div><div class="MsoNormal">La potencia aparente (S), llamada también "potencia total", es el resultado de la suma geométrica de las potencias activa y reactiva. Esta potencia es la que realmente suministra una planta eléctrica cuando se encuentra funcionando al vacío, es decir, sin ningún tipo de carga conectada, mientras que la potencia que consumen las cargas conectadas al circuito eléctrico es potencia activa (P).</div><div class="MsoNormal">La potencia aparente se representa con la letra “S” y su unidad de medida es el volt-ampere (VA). La fórmula matemática para hallar el valor de este tipo de potencia es la siguiente:</div><div class="MsoNormal">S=V*I</div><div class="MsoNormal"><b>De donde:</b></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>S</b> = Potencia aparente o total, expresada en volt-ampere (<b>VA</b>)</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>V</b> = Voltaje de la corriente, expresado en volt</div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span><b>I</b> = Intensidad de la corriente eléctrica, expresada en ampere (<b>A</b>)</div><div align="center" class="MsoNormal" style="margin-left: 18.0pt; text-align: center;"><b>Triángulo de potencias</b></div><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">El triángulo de potencias es la mejor forma de ver y comprender de forma gráfica qué es el factor de potencia o coseno de “fi” (Cos ) y su estrecha relación con los restantes tipos de potencia presentes en un circuito eléctrico de corriente alterna </span><br />
<img alt="" height="176" 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7bM5rHdSt8Fel3cYtRdx6BLeyenmVGR1/Lz2bl5T0PJs7d9nGNjr75/73///r4FC8aOGWO1fp392dO/L19mp6Oj0bz5ry1a/NKxY6v16ye9eHFbIokHEBUWhly5sqV3L73evQ3On9/w+nWg7Ozx0tKg9HTPtLSbhYXBVVUCiUS2XQcVe+r/QSAJeZACYEuBqKjBiiqJtCJuQKbwIDtqW0jcWWF0xBteVQ0Tv5ZmRDUOEP9OzvFaIFavGxAJeacGKW+iYw0NEiqwEYP4XwYxuivyaOqRKS+8qioiO/vOo0eH9u1bNHPmyCFDepqb6xgaqmvrqHfvrr1184ykmMtEyDGHGYN79e48e/YQ9/Obb9w4sN1x4Ygx/a2se508uTwz0zMpyWPP3sXW1mbrVk+L4Z/Hnh6bMWO4ers2LBbrxx9Z48f3DwlxLSpiA8RIpSI+/9zy5aNnzbS+6bX1zRt/Wofl0fqsCCAaQETzIxvRoxu/lNbKJwZA5paSVA7velTEtmfRdp7xfU6l9XdPWxcUh2fzK2uYjozLNxzROECsnuDXoCOmehneY1RLnJYZIYsug4wfZb7IMGRmh6FV9OG7gIpMrwL/Ifj3mgZT9sChHY5cWrZ4FRUhHM6p33+f0LVrJw0NNWPjzmPG9J01a6SdXX919VZmZl09PLZGR108f3b18KG9OnduN3CgybhxA0xM9HQ6qZv2NDh0aOnz53dKS8Oue+7q08dwgu2ACOJ0yYegwIAjs+aMVldv2aQJq1cvvZMn12ZlBQJEA8S8fesbELDn5s2tIpFbYeEjOld8+iYGEikIiSgXYX+rKr5ZS2F0l8QA8AoJ8aGceFFECl9yL0WErwiIt76QqnUg7YfNqaw1aZouKUvux4Zl86pq/na5/jsgQ4V1qZZs2WFoshhcWodn2oOspdUD4DSTNghI1hMkVGBDg3jdIFUHiAGQiPMRAcVEWdGzoqJnEikHQAQgEIvxkJCjo0b1/fXXn/r00du5c86DB64U6e3ru8fSskf7Dmrr1tsnRF+JF7r9vmTcr7/82LTpL33N9cePt9i2Ycr18xtEEddKSngAiQRxbuTIPma99U4eXZmdeT8v79mTpyfmzRuhq6duaNTR0XFudLSXRCIEEInFoXl5j169elBY+LS6OozWGii6mBhACCLbbFqPaOQbEHGAUIBQAPy9mB3xjncjTrgzNNL+dlzfM8maezN/3P78h+1ZrE3JrJWx6ruiF/lHhWXzqySyVIqtyXTJ7wuy6wk2IPMwIMOPJKOY0yJR+wZEgbIbtAnEL8CW/1KDgFQ9QUIFNjSI1w2yFUAuPY6GI+YqD4AnleIf3t4XkWdvXXe8d+9Azst79BRNBJ/vbmdnqab2m739QJI6CxAPkJOUfGPSJGsNzXaLl4xPT/Qqe//Ydf+yNq1/a9Gi2XT7Qdc9HV9l3QMQAsQDJAAkJiZcX7HCtlv39mNs+/n5HZZIhRUVvKDHRzavn7xqme2Vy1tSUrwlEoq+Jlv2aSHCgBhdAzjdDVB+JGix/+4Cqei5IwAoAKKkGntTQghzuR5xERufxg67ktjhQOoPjuk/78jU3JNp5Jo27EqyhVtcK8cojd1Ri+9FYS8EVRKc5n2uMuph/7+BxFcDKVoACOQBRylSSJ/HhyFjKSM9OCJhtdL/Q7CuPNUF4iqwoUGsbpCQbw6Cvh9GABAJEA8QT88IC2tqSIpwW7d6mnnf7pMnW/v5ORcVhQHEAqRkZvquXTvV0FBn3DjLe4FHqqX8T+Vcr5tOFhY99PU77tw1933eI3EF95L79t699Hv20tu9e2FCgg9AMkAagKCg4Mn7949iYy+6ui4cZNO1r7neqdOrJRI2QErBx5Ak0ZUY/tnnGTeLix9LpTjtDxXSR6AydjSOMBGJUAYmz0eNUCAxACKvlOK85F6JFq5+GGXtnqBzIK35jgzWpvQWTqn9zictux93jB11MzZ8R3BU98OJaruT5/vHYtl8ZLqG+gqd998EYspsCMZg4rLk7WuMHs0YGcKVOTi/C0iowIYGybpjYrRIycxVPkAUQDSAoKgo+MWLB1lZDwsKQgDYALESCcfnzsGB1n1YLFbTpj/PmjU0NPRkZSUXILuoCLtyZevo0RZ9+hguXjrJ/crWoydWDR/Rr1XLFhYWht7eu2SHkgU+OGE/Y4jNYBMnp0WJiXc+fOBHiG5fv77z8OHFJ04svXFjy+3bW52cHBYtGuXpuaWqKhggDiAKIFye70iE77A/cx0w+yM4dZha314gw2iDOlQC2KtPVPhrdmAy35WKXOofN+hiUlvnFNbmtOY7MoyPpY26GPd7gMg9QkjlcF8Us3NLSc8oUd/TGS13Z8+4kxCcxauskb2fYX+mCAT9ue8LYo0G/PMbEBlyDUOkRLXo578A/pVFPzLpEQCEi8XU69d+z54dOu+25tSptU+eHM/PfwAQJwXe3buHho8Y8Msvv7JYLC2ttps32ycl3wRIEIuFHM6FVasm6OlpdtBQM+vTxdhEt1Wr33744YfBg3veu+cMIACITUz0cXZeYGlpOG6c5aVL2+7cObhmjb25uaGBgUb//t23b3cIDT3K57sHBbnGxFytqQml764Jpzc+YMpEF6MlvtYDQ/3MSMBuHAIpY+2w8uqwxHecq9ERSwNjrC8m6h1Obb8787cdmT85pmseTLHzSjzGjglO46W8J/NK8VIxJgEsv5LwEIlMT6b9titrind8UAavooYpLzMSfIOlPH8dxBvToh9UQjC6df44dZxCKJYZcxgnK0FHUIH/BZChmM9BKqXKy8NevnwgFF7z9d1/4MCiaVMHmJnq9O6tO3/+qMDAfR8+4tVi/r37rlOnDjc17da5c4eWrZpZDTRyc1v35k0QQML796FuJ1fpdFJnsVgaGm3NzQ1NTbtoarbq3k1j9erxYdiZ/PxgSRUR/PDg4IHGLVs2s7IyGTWqr5FRJy2tNsbGOpMmDTx3bl16und5OVFYGFZSgtH7YZgiYPQzThM6o1oyE8EkTUxKVRvy+9U/w+xkqZhIK6BCMjgXBYI1ATE2F5Nb701jbcxgbcpS35PV52TqtJtxe7BIv2RhZiFP8vmFMsUz7H055S4INzkS22JHwvTbsU+z+JU1ODIeEIgnjimsLDPfC8TrCVJfASTrNhcIugtQLAAenZ5CJm0YWlWF/0hgNCwOPQ9DAXAlEk5e3sPHj123bp07alT/3r31tbXV1dRatGnzm0EXjUWLRpGEW2Eh/uDBqdmzbSdOtLa3H2o7xsLSsseUKYNu+7jU1PAlktiwwEPmZl1ZrB+srHo5Oy89dWrt3LkjunZtr6fXbtas4ffv7SspeJQadWX+zBHNm/+qptZSV7eDlVWPhQvHnDy5+smTI+npt8rLMQAhgIBevkMgmiOOiG6ti0cwRIeqZdYQtImNf4/ttkzmMbEEKxcTL4s4YVkCV27k9NsxJq4JarvTWu7MbL4jXWNfSn+35CX3Es4KRJwcbl4pUVKN10jREoUCYO/K2O58gcmh8NaOkbPvRIdmC6okBFJYVXeuqxVw2oaopW9itITI3YDIlh97FUce2XspFfjvApkuJFv7JQQQ0SschRIJNzv77smTv1tY9FBr29LMzGDmnJGr102bM2+0qamesbHOsYPLXmfdC31yatEiO4eZI44cXHbHc8fG1ZNNe3WZ4TCcw7koFkenxd12mD6ydZsWQ4aa3vRyzn4R+OzZhd/XTe7SVbNNm2ajR/W5fnUrnzhz+vgqB4ch9vZDVq+ecv78prCw81lZ90pLw6RSNj2fzlXQEBkRrwUy5SIRO7ouU0npFrSvWtWELKsvP7HDnvMvR4ZvexIz1TOp14m05k7prK3pLXen9zmTOsU7YeuzaI+oCCKb/7yIkkAYQIhsu2GtzOeVUe4CocmR6JY74hx8YoKz+JUSAikss4yPcc6iajX1PUBFtfrLIP7VQI6yhpPTInFk1MXl3Tro0ZKoi6pBQKqeIKECGxrEaXIhATgSCae8PKTg3b2PL+6UfXgEwAOIlkp5r175Hz26zMBAU61t8yVLxuDsc28+PA4XXV6yZGyHDm3mzxyeFHGJHXJ82TK7CZMGnnJdmSi8ePHkGl0dTTX1Vhs2zEhMvPsi+9GRw2tNTHR79tQ+eWJdZRVfLE4SRl/bsHmGnr5Gx47qSxbZBT08wuOdx7CTHI5baqr3p0+h1dVCqVREz8kwgkvQ0owjUoo6HzHkAZfnR7yOgFJtAwokIQ/KpowIsZRdWsV984kSvORcEkUt9E8wPZvSdm/Gb9uft3LM0tqf3v980kL/uBP8qMfPwxMLuYXVpFiCSRHFU97OwwCwvDLyglDU83hq810Zk2/FP06X+SLD0Dh0N6/LE/qNwS/4wZWCxFcDa3muldyAyEbm+5ixlDHXmaEYtdsbBCTqCeIqsKFBjNYsuADC0tIQPv/8mVOr9jvNfnpvH5SFASQARHz6FHbz5jYzs84dO7bcts3+5etAgIyKStJp93x19Va2I8252HEKc129evyw4b1Wr7Tzvua4faND86a/slisHj103d03J6f4hIaemT59iLZ229WrJrx79wggs1Iczg2/6ug0f/acUccOLEuK8igoCCktJauq2MjhFxHIZmocMWsoeSlFy4LLqyFMYQmF5ExMEonZUAJJIg8YbZYRxVXspI/8e0kRe0NEM7xi+59JVXPKYm3IZm3J1jmYOepS0uagaK8YIfWCm17AKRRT0s+dNgRRA0lFO+8zRZ5Ib74ra+Kt+IdpMooMlS+s0h5NKOunjRBsQOapBaK8hyu9AZGHOCwwZMIbkx94MYUHFdj4QewvxKRkqx0/fAi4cGHDQGtjbe02i+YMjeGeKyvnAMQCxIpE7gsWDDMz01m0aHRQ0Ins7EcYdn7WrBHt2rWaPn0Il+vG451dv35i3766Zqa6E8ZbjRljoa3dTl29Rfv2rSZNsvL0dBQILu7evbB7d217+4FCwdmaGh5AXDWEp2bdpdhuKTFXa4qfAghpWuTQAs1IMLMlBrVLGClFz7PCEe2AoH+VJa/LKmIj8t9Q9R/GBLEUL6wgXhdRMW+4fonh+4jo8TcSOu5PbrI1rZljZrtdmfoHM8Z4pDgGx96OEya9p5C9g2HIA0arNrLcys1T01pkWvNdmZNuxT9KRykS1aPR3Cpm+1uCjaen/PkNiKSCMYLa5yTiv2A3KEjWE6RUYH1AAqn5umIyKyGEANF5eX6HDi3R1dVgsVidO6k5brYXiDwAogAyct88dHNbazfe3MbGZPnyyXv3rLC3H9mxo7qmZltHx3npGf4JiZ5bt07p1q1D8+Y/Gxho2Y0fsGDByAULRgwY0E1fX8PBYfj9+4cvX94xefKgFSvGYtixT5+CAWIA4iQgKC3FqsqCQUrQ98EyszFMERgPI6MIoFKKISM/QwQkPRujNHldMf+5QLLppSSyFY4h1VIsrYAbkBRxFItadjdm5KX4bkdTmu/KYG3NaLE3zcItebFv/BEi5lFyeMI7Tl4pUfO5f4YiJMt0Y6bUHLp7y/KM1U2RTDUyZibTJVG1+tuDeD3Br0RH2F+5ARGXH50wpKUVX9qAIKkCvw7IeMF4dLNyvkiRpMzt+Pbtvf37F/Xooduy5W8///RT126dnJwXpL+4V1OTWFUpihRdWbt6vLa2uo6Ohrm5oaGhjrFx5zlzRj16dPZTCScl5da2bZP19NRat2kxcnQ/V9ffHz1yffr0+MGDSywtjYcPN7961TEk5NTly1tv3nSKifEoLn5Gny4hpL2NKNPhtNKETsgqPjBSjqaqlZxUllwx5t+uf0IZbxIlNXhOERH5ivKL57tgMVO9ko2PpLZ2TG26La3NrrTux1JHeSSsfhTtFhFB5vBffeJIpTjCjCgnyjKJPlDy7tewuikSR0rK0AQlz1zfC8TrCbK/AogKj+JYgjNaJJduYHbdEslUtAps/CBOS4CA3l3K/mJyDIACiH7zJsDZeZGVlUnfvj06ddL8rcs17wgAACAASURBVEVza5ueFy9ve/UqGCCttCTs5MEl7dVb/vDDDz16dHJwGHry5Bou9+L791yJJDImxmPTpgn6+up9zLudubA5I+Nhfj5VWMiOjfU8cGD55s0zAgJcMjNv5+Tce/36UWFhcHU1kwGePEWinaQWGzIkVWshC1ZHf8D+8pCPNVz94wBEXjWHfMM/LQxfeDdq4NmELofS2uzObLY9rcW2tG4HU6Z4xh8hRU8zePHvqJfFZEm1LG2YMrWR6ZKEwsQrOomvlCIJpLBYrRzK0+53AZVm6QvgV+opmMJQyla8AVFI1zVBR/2CYfIdQVwFKgMVRYqxESLo6Q7UFYVKLZOWDRDz5s1DF5dltrYDZswYMXeu7ahRA8xMu02bNvTe/SOVlVEAMT7Xnbp26dis2S+jR5t7eu7Ky3sCEAmQBhAlEFxes2a8llarYcPNuBEXAdJkl1lLJJz4+Fs4fi4p6UZZWQh9YqMAgKBNUYIeoTH6uZaxwzACowijUorRCBsZG9hIPSgmV6TI0L8rpaGIuod/KCeSP7CDswQnBNGL7sf3PZfUbFcqa0P6j9sytQ+mDXZPWOAdezAkKjBJkF1E0qeFo8zIfEKRBwlE6wmTz3wYAPa2jHQXKFIkQRcWfb8ia3wXkGwEICM8qEOGEUicMbSFiq6NP3NvNwhIqRb9NBDIptsVWT4tDpOWPCvKC3j3LrC8AqNPKmFMQgKxEwkAPkBcbu7jI0d+nzDBetEiWze3DZcuOU6cMKRrV+2VKyfGxd2SSiPCgt3GjbMyMNCaO3csjl+kd23HSqWiyMgb27bN7Nat4/jx/UVRFwGSAGJliysrK9mfPlHl5aRUyqW3DDJdneEXDJETxvxBNSkGREcFRkoZZZCJ8IXkuPygUivmXxRIhnowAFIi5WQWcO4lC5zx6Mleyd2Ppbd3ymy6I7OpU3qnwyk2lxPWBcXciI6IeMV7VUgVVeASKaZMbURbk1RYzIQjZcSQf79gaDM9Gp3tUXQdqBb9EIjIMVKBM4a2jCIxZAEtiQxcqIdFBlINBJL1BIn/KshoPQzIDIMEbahG0Ou9KQBKLMVTUm74em0/un/RlSubUlJu0i4/nvzbmA4fDhCflxd06tSGCROsZ8wYfOnSpsePXWfPtm3SpImBgebhw8tych5kZvofOLC0f3+jMWMG+voeqaoSyD4tlYanp/tdv+64du3ko0eXZmZ4A4gAeHQOhQDRtDVNyY/kuPzwztQAjsSsBRJ1SCmGVMsX3okmR2N+QfbYCqAMJ4qqiZSP7GfpwivCqK2PYuw8ErscSf9lR3aTbdmae573PZ0+8078Xlx0I07Af817V84GwJC132gRUAuaQsqlNLeEvAyEAmD5leS1SJHpCUVfJJphdFaqVpf8z4K1hKeWQBIAbBZtiOHyYykJcmOXKjSeQCC9iwTgSiS8mhqORMKjdw3yKyWE330X2zFm7dRbDRpk7OGxpaDgKUAUQCQAJa+7yXqgECDu48enly9vmzjRytraeOlSuz17FtraDmCxWD/91GTQoF63bu3JyvJ5+PDAmDH9unTptHv3wlevAujbDvgfPz5OSroeEXE+NfVmaWkorbQyxh2F9G3Zp5V62TAkS7V0QwakkOSMlNa16OfLyRVj1lXnGKq41Uix0ioy7SM3KD38CCdy8o24roeT1JzSWu/I+s3xecf9mUMvp6wOTDwriCazeS+LieIqrLIGzQmzoARVGClleUBj4srUq8+abHE1eTNG1OdUWrNdmRPlfJFoJdfy4aoCU8lY3QL5+RgLtvyQhcpfrSFO6bj390BFzejLIPlfBZlGkbUUozYKZFphbu69mJgrycm3CgqCa2rYABHVYtzTY0v37h1YLFaTJqxp0waFhJyoruYAJNDKHaqbYABcgNjiYszX19ne3lpPr4OevpZJT4M+fbrq6XVo165V27Ytxo4d4OW1HcOOLV48unPn9kuWjIuMvFpVRcmWMVZVYRUVYWIxKW+5MK0fgixjZoqJCgY6+VDXtkJGj1OUUqU7COtK/oWvKxXdUMRZSXwoJ4WvuZ5REZsex026ltzzeGqTremsVWmszemGx9ImXEva8TT2dlwE9yX/eSGHPvo7hPZaojYBqhuykW6JI8UMVZYlJjmHsfNQLXKiEi2SoIcoxVpSWiH/HbAu4WHTPY5iIU4KdHav1sAla5WGBcl6gt/de/LtQcYKYNPrYwQAAqlUSF/jJwLg8Pmnjh1bdObMGoHQo6gYB4iVikk/r+39++n/8MMPP/30o7Z2+3XrpsbFXRWLhfTCbAKhGFnXjS0tpYKCDs+da6Oh0apVy2b6elqTJg1etWrynDkjevTo3L592wULRgcG7j1xYvnMmcP27VskEl0tK8MBBHRv59GsTdHMS8nrRxSyOhfdG4cjjlRG1VIEcSSgUoq+7QvvxJUFlKHqkr0wsRQvrWZ/LOMn5gl84sM3BcVaX0hV25vZdOvzljuy2jqldTmcaHc9dh8R9ThNmFXAKRcTNVJM2ZZBStlV9WgeCPne92WNj2SI9X05eSlc1EuJL7KuwtZSl6hvDuL1BNlfB6xLeCj0BkQ2bZzX0iUZLZKkUzYsqPRDKpABcbotZRoQDyASQFhREfb6deCLF4GFhcGyK2Lu3dszYYK5ra352XNbs7IfA6SBJML31s4hg426d+/Uo4deixa/GRnpHDq0ODnZh75WgUNTMIf+ekxJCfvJkyPz5tvoG6gPGmC4f+e8+/dPcbkeQU9d16+famJiMHHiwLt3nTics8+eneDzL755c7+6WiZJOGLKcRFmJ2ieYlZoMnoxqh8xQonLq4oMiCv4j5i6QrVsQj5mXckVfVK4svr//PyxhkrI591PER2iYhb5xQ9xT9ZxyWBtyWZtzFZ3zhx2MXVtYKwbT/gkjZv4gV1UxSgmofIaseKHmBVOtXoKEwenVRtCmQosVwMFMi3yZC1Dm1CWXPFDSr/+tUGsnuDXoCOlwsPIHpu5AVGADJu1hjhCfihjHr4LqMj0/0oQQ8iFQ7cZCcApK8NTU70DAvadObPmxInVt27tTE+/VVIScu/+/pGjTHV02s2bO07Iuw7wHCD+5s1dw4aZjBnTd8WKSaNHWxoa6o4Y0dfNbcO7d48AYgHC6U7Lpj8R8+kT9eDBAYeZA3oYd1i/yu5tpg9AIkB0eSVOkmf27Vvm4rIMw07l5wfJrqyRN1ExRLLZ8qoih54s4tNKK4aoVMxIzoAcBZCUV+5QKUXritEOUN+6YvJaMQn5Q1U/TzFX1mBvy0h+Lv9GQsReLHLijdjOR5J+2pHx87bnbXdk6R1KH3Ipac3j2BuxkfHveCVVTELFjYPohzD5PqVYA4S8DDAJlSpif3yxREx6x4r6/okvEv1QY+jR9QIVIzTUO9l1q5Zs2WFozIw2RlMss6eVsT4oZF6P3UAgWU+Q+FeDGFJ2WVNFyNRGAD6AoKwsLDz8iovLkqFDTY2NOxsZ6VhZGbm4LIyIuMzmuK1bP0W7c7t+fY0e3j0AkAIQ7+m1c9gwk2nTrC5d2uzpuXvRoomGhp3Hjx8QFHSkqIgCiAbgIyYGCRBbXEwFBu63t+/Xo0f7rZunV3wKBsgEiAEILy4OSU72iYu7mZv7QCqlAET09V6MEc1kHqPLhQFgIAmFsmdQEUpvLuTQX6xFr8zh+H8K4vJSyvCInOr3F5IzMRkylSmVYQBhxVVk5FvOlejwBf7x/c8kdt0X9dv2KNbG5B+2Z3Y5ljHdK+kgHhWYzI/K5bwpYdd8fgOqOTLszKzcJJB2J5GeiRaWGbFwhNRIJNu11Ks/vlUqJm/H1aJIHCksmlzxQ4oKOJpPpfq7Iqg05heSs5XF/Nug0ncqgrXoiGkFVHgI+YGEZCHrIkPl5RsduNjyX2oQkKonSPyLwFoUyaajcQAoqZQQi8mKCnZ5OVcslk3OhKem3N6/f1n//j3atWtpYKCpq6vZuvVvw4f38fTckZbiFeC719rKWFtL/fThZeXlXIDo23f2jRplNn58vwsXNmLY2b17l2poqLVp02zZMjuh8DK9EIcZMCmAmJISKjT05Nq148eO7XPo0LKPH58CRNNmnQAggtYEOfK8I+MFNn3eLZumHhKAIy15VC04V/XkkDjhqrQkBCCcXpnERuSY5tM/6uoLYC0WJun8YLTY1Hr4cvIwejoFq5Jwc0sFyR+45HPe1QjRhkexAy8lN3fKZK1Lb7k5WmefyOJMnP3tBBci5lGaMKeYoukmDFEACbrjoQ8MMTF8rdhRmdwyPYVEum6tcikWQakWqdijFT9E0JqszB7n0hvkFQmFRBqdkhdvNDmHfiePLghVS7zllXoK8VZTyrKEVgiPBjny+WTLCyTT0RRBUr6SmZh1VfJnihTIUyT7iyKltJH+HlhXnuoC8X8jiNHtxKObkysWEx8/PkxM9IqKup6bGwjAlUjI+/cPjBzZT1+/w4QJFvv2LdixY8HYsQPtxlu7uW3MfXE3I9ZjnsMwdbWWyxbbpqXdEYvDHwednjTJeuBAo+XL7Q4eXLZgwdjWrVuwWCwDAy1X1xWvX98DECHmNhcgsrycio31unZth6vrqkePjn0qwQDC6Zxz6KPIubTWJhPWMHTDP82hPNrVHSF55//JbU3+Itti54VV3IvSag5ADHLQvSLHfQFUHLOVkmmt8fXLyT9fp1VRg8W+41+Pid7yLHbijYTeJ1O1nTOa7sj6eUdm50OpY6/GbnoquhAVEfZCkJHPzq9A6TVM/kAdAvkQgXT7UGXtjhZWKRuidIYrU0LxP6NIRdpFa1X2KzOwcZHLUFFZpehGl30UbT5KPjmXziSzlJDhQSY5w6RoclxZltDmoxTySSDNiu6yZfpUrXMn6qKjuoRH1jSfb0Bky5f5C4YJ8f1A4l8Byp6ZMZkR9wg6RJWXk3Fx186cXbPbaT4RegJq8JLix4ePLO/atZOVlaG39/asrHvJyX537hx2c9v69OnJ4o/BJXkPdm2d1bGjms2QngEBBz99Ini8a7NnjzEw0OrWrVP//oZDh/bq08dAT0+jRYtmNjYmZ8/+npZ2RyzmIy5FnlhMvnv3JCnpTkyMV07OvepqgpbyWqoQowUwJSI/7wcXs0FM0pPvfACRJP/hp6ub39j2z+nX4/2mmZXRnlAhW3DOQTYgopayUvNZqedHqUley4CiFJIzWjwFQBRUkgnvOFgmz1PE2/xQONQ9poNzKmtb1i87MnX2ZfQ7kzLrdrwLEXUnMTzyPT+3iiMBHDGomaYk6CyhlgHjUWHqCh0m0R7LxFG0qWsZxbXsX6Y4f0qRqPH+eZqernwBQAxAJL1AQnYYHQ+pOiaO7PJ02TmeAjq3XHq9bTj9q+wlUTTbcgDCaVw2VRgHEEm3FJeOzAcg6B2ZPPp6S4Kuaoq+nVhE72GNpPf1Y/TpouGIVUQA8OjIAmQsUUoyf34DIkPzFCLxdbm3GxAk6wkq2iD/dyBB2wsCOnABCKgMhtJnUB0CwAWIKSvjUpT77Dmj+ph2OXt0RVXB4zcvfLdum9XdUHvu3OEZGV4SSWx1dUR+flhu7qOCgmBpTVRVOXH+3MY+fbp2697RxWVxTk5ATPTNRYsmduig1qzZL7q6HaZPt3F0nLl27WQLC6N27Vrb2PTy8tr56VMwfQEDCYBLpbhYTFVUsCsqqOpqUipV1GJCkSGXRxs7JAAXaijpx8fV8deqk65LS57QXVEgraaqU26927Mgpbt2uole/qHl4pQ7Mu+qvInKRnZP1gWitIJKKaYwBcFku1byPyJIpERuCedxWviOkFi7a4mmx+O0nCJabIr8YUNaW+fMER6JW55Ge0RGCF9yXxVT+RVEhYT5NOpqJOvYJogryyehoAaiinCtmRm0XITC+7FaLFkHRSpWC4FYqcySaUbjw2gqENAEJ+uMAuQkB6b1FW1qps6ZsY35HKOBcWgXdhjNfXz6sBWmpZgsYcgeU2aODqevD6nl2uYiIzqj9nHoA6UoRP9D6ejLwkMB4CwFLwOODLM4XQvMOKkC/x5I0pUuAogHiKeHQW6lhIiPvXLXc6vnlY1ctlt5EQEQm5rit2DhOE2NNr8vHZeRcC0t2XP7jlkmPXWXLRuXl3cPIBkglh5LowAyAGJx/PzMmcO1NNs6OAyLjLwSE+O5cuWUzp019fW1Zs4c4em5h8/3IIizBw4strDo3rdvlxMnluXl3ZNI+MihEkyHESpMxaBqIwkgBIgFiPo83krI6pSbJR7bPmyclr9vfjn3tKQsFED4WY6lghLyfLbDsBStNi8G9Sy+tkNShtF6BPoJNlJXhDyI0c5NjK5VpmOgmhcuH5OU5yAZxYfmlRIRLzm+MUKXkOipnsm6hzJZm5+zNqT+ujXa8EDU8IsJax/H34oXRuax35fXYmemO5H051CjLPSL+VQqJxz5UlM0RVLIS0ikSxIKoCzmHxTZfFfmZO+4xxncihpcWXJm5OZIJMSnT0HJyV4hISf9/V3u3HHy8dl57/4+kjz35mUArYUJAHjv3j0kCLdr1xzd3dd7eGwOCXF98cJXxj6vXwcEB5/x9t7r57fn0aP9QUGHAwIOeXvvuXfPOS7+ysf8wFev7kZEXHz27Ojdu043bmy9eXPn7dt7b/vs4XHOFL2//+71fS7nIkGey8y8XVERCsADCfYy6w6fdykuzqOwMFAiJQEiamp4GRm+Dx4cunBh/aXLGwMDD2Wk3QEJFyAaAE9K9ggLcw0Pv5KX96i6GpdJ78f8B/HxlzDsVHSkZ2l+MG2kc/6C8DCV/NnLyaITEzQTkwiVKg5cKvBvgExf4gOIamrCK4qxjzm+KfFXcl77fih+4uO7d+zYvj176qxaPoEXeqq6WlhVzb9wcYvVQMPp06zu++9NiL983HWZiYnepMmDoqMv00aN7DwIQlwTXlUtSE/3P3R4RZcunaytTe7fd6ao0+vWTe3bt+vEidb+/geKiniVldElJURMzJUTJ1Zs3z7j7t2db9/61dSwaRsHde2T6Ciq0J9JqKGklaHSymcgCQMQgji0zN8517Z/etsWmT103u2YVRF5TVrNo2e9o8QfQot89+WMNk/Xaps7d3SF6DKI2fTUjUwBCVOgYwwBGb0Ap3UKRkqZMR/VDv5w0snMLomUW1nDeV9KxOWRt2MFGwNjhpxL1t6X0doxq9n2rJZ7MrqfSJ7gFeuMR/qlhsfn8wqriGoJJm/qcpAsseW9hzhi39WVT1xZ+IISWqtcBNK9GVWIUWb/MLSb7sqccFN2MQOB2HBoxjCZ7lZdTWVk3L54cfOsWcNHjOg7Zkw/27H97MYPWLrU7o7XzuI3AVKIlkLE+w8PAwKcly+3GzDAyMxM39LScN68URcvbsjM9KmuJgWCKxs3zh47dsC4cf0nTrSaNMnazm7A4MG97e1tvG/tTE25/vTp/p07Z86aNXTkSNMhQ3qMHNlr1GjzMbYWxw4uyUnyFFHnt2yauWjJmIuX1mVl+QBEgYR8dv/Qpo0zj7kuT06+JpVwa8ThKcm+Z89umTp1eO/eXfr07TJ+gtUp19WZcZ7V1fzqymce17bMnz96377F4eFXysowgHgAnlDgts9lzty5o1x2L0mNukabbhz5qlYqPGx5qZNb9IMjP6PjZC3ebSiQqCdINm4QHX8YE5WiDQ0uAK+yknrz5nFExJUbHtscN05bOG/4Bfd1WWm3/O8697MwYrFY+roaa5aN4/IuSyA8IvrKsuWjR47qtc95XpzI3ef6NtOeXSwtjQMfHCgrJ2TOmsrKkJcv75Kk+9On52ITbgc+Pjp8ZN/evTsfPjTfx2fb5s2TBw0ynjlzBJ9/GSATIBMguqqKSEvzEQqvpKR4Fxc/kUiYBqqlBDGZ59DDKfuzi6rsqST+UunNLSU+juLn3gAxUEOUXtuW01MvnsWKYbHSe+p/PLRSnHWPdgaJACJq3j7MP7gs20Aru6tm/r651ek3ASIBogG4ADjthGLsTVJeL0Mpian/WlsVUQNIFvPztr/8SnZkXrhPvMglNGLx3ejhFxI7Oac12ZTZZNvzzgcyRlxKWvMgzk0Y/SAtPP4jL1/M1Aa69ptCfHNo78ARYSD+Qj5JOoeM+kzJF5ZC3qxU60GThzHTZSVi8nacyPx06k/bnw+/mnw3UVguZroSmlz2IRJAUF5OCIWXVq+eotO5Xbv2rfv06WplZdS9u7a+vpbDtMEP/Vw+FuL5xVjAgwNz5w42MdY2MupkadndzEyva9eO1tbGR4+uSkjwpij39eunjxhh2quXgaammppaSx2ddnr6HUaNMvPzdkyNveJ+ds3gwb309Nt366bev7/2oEEGFgMMLK26HXKekxPvERZwcORws046ahMnDXjy5IjMSX3FbYNFvx5Tpw/mUGdAwn2bHXj08Bobm35GPbr27t2lZy89bZ32fU277thoH8G/kv/az3n3vG7dtO1nDAkOOVlSQgKkgZi8cWWLuXkXDc22I4eZP/Z3KS8PQyiSlK8WpZUsp0UKkVG31kiOIwMR3tAgWU+wMTgTlYLMcE3RegGfnnSTbabmV1aGvn7tR1Hu16/v2LJl6vBhPbW11Tp1Utu6cfrzxBvR3Avz5ti2btuKxWJparRZu2E6N+JyTJLHyVNLx4wxXThvZDhxCn90ZKiNaXdD7YMHl2Rl+gMkAqSWlobhxJktW2YtXjwp8PHxqIQbGzZPtbQ0WL5s5MmTiw8cmDNv3rDff5/M410CiAWIkTkBpVJhTY2wpoYvlVI0m2MK7S77ly9bckQ3Ih+AK315t/LSqtwRRm8m9y8POyEbtMtu7n5t3TOp2S8xP/yQ0IT10sakxGuH5P0TgGh6tVB4Be72zn5YlnrznIHdPvk7gZSHUKQiP+KIs6yWyoaqWowihqFOJSlgZdXY+zIyIY/nlyh0DI4cfjlWyyWpqWN6i50Z7fekmrgmjbueuPVp7K04YdJ7Xlk1r1pCSuRegmqpivod+nVUuasrn4RCTEL+VUqVZUr+i4oBY2a0feJE/U6n/rAte9DF1FuxEWXVBK0C1woyD2B4SQmGYWfs7YeptW1h2ttg80b7PXuWzJgxols3ne7dddaunS6MvBYZ77lm/RQDg3b9Lbpu2DDt7Nl1u3cvHDy4d4sWTfv3N7lyZSePd8nHZ6+r6+8LFozT1tFo3rypuXn3mbOGuexbmBBxOSfxpvOuRYZGuoZGnRwcbPbvX3zs2Mrde+bs3TsnKNAlP+fuE39ny/5dWCxWx47qR44sKSsLAmCfO7tWT19r+Mh+WOiJquKnoYGHhgwy1dBsP3Xa8AMHVjk5LRo8uE9btVZ9zAy8Lm/OSfR02jJTo0Ob8RMGBAefLC3lAKSWf3i013H2L7/8zGKxunXrdPLEqpcv/SUSHm0wsRW8lmglM4tk//BFKh6GhjqeGHcGqmI0CKjoY/q/Awma/XFa2eEi03ayicJIqMASYi+dP79mzpzR1tY9dXXbaXVs07O37gwHG987e4vfP3uR7rdv76Lu3bVZLBaLxdI30Fq6YtwdPydf310zZw4eZ9svKOCAiHd+wQJb7c7t7OwGhDw6CpAAkFv8ibzhtWfIENPevbtevrrjVW6Ax/WNkyaZz5hhvX//Am9vRy+vbX5+zllZvvRJaDKZiACIotu9lsORseBk/CibZGfMYSFIhOLIa4XrJqarN83o2bnUzxkgGqS80pt7ckeZP+/WKa2TekoTVkbrH/McrCvCTtILMCMB4iW5j4tPr83srpWi2er9gfmSj4/pE9IYYUVVMLaCCDEgo9YxipIszyFMo7z8RD5K4x2iohb6JQ53jzdwifxxSzRrY8qPOzN6nU5Zfi/6klDwOJUflct9W0rS7RiGTLIranxK1UDm63Xlk0Qi1IpZy2BS7Hd/6spkdEmsREzejhWZn0r92TFrpEeSX5KwXIwDhCgkZ9N/I4uLiWfPTtuNH6jRoe2SuaOjBBfj4gLu3j00b75tz14GY2ytPa473brjPGx4386d223aOI3Pd8/MDIyO9j99el23bp3U1FutXDklLMwtK+t+YmKQ920XCwuT9u3bLFhge/u2c3SUV3E+/0Wa/9rV0wwNO06cZOXhcTg5mZ2VxUtKupuYeOvtm6CykhBf393m5rosFuunn36cO3dEXNyFqqoQ9wsb9A06Tpg4kCROpiVeP7Bnvl7nDv0setzydk5MfBwZefPo0TW2Yy1Gj+l9+9qGF3EeOzbMUFdrOc7OIjT0VFkZt6YmJjn2+vLFY2W9qWOntmvXTRYILlZVcQEiEVcSRlc7I/+oOSWrajYo3ICI0z8w7VRr2FQ6ln4bUOlI/r1ATP5ZNjILZd63ykpOQQH+PNUvMeJySoxHsujinVtb7R2s26i1aNWyuZGR3gyHUadPrxVFnK8sCwaIeP/h2W2fPcOGm/30U5NWrZpparbp0qX9kiWjXF2XT5o0cMAAwzNn1kSEn3d3W2dt1UNXp92m1RNTYq8/f47hxOU1a2cYGGiYmup7eu4qKgoND7949OjivXvn37ixKzr62qtXfu/eBVZUYEgTM7TOzBX+sb7hD9ERE1D0pCbtVk2Ch/StL9SEALABYqFGVEVezps3NrFFsxQTvU/eTgDhIOGWeO7OG2ORa2H0doTZq0GGmdotMnRavd8wpSbFC8R82U1eUMmt4Lu9mGKV2L7l61lDK7nnpBU4vVaD+XoYkjFGDhnzlkNzBGOEYn/sMKnG8kqp54V8/svwc4II+9uxekdTf9r+/KcNaa02R+vtF9lcjJ/tH+/KixC9YVfVKG4WZBpUUTdkSBwFKUQSmJ4Spiy50pjMSEDRHZKj0O+Y/YtKLZg/fJ0lNaQ3vbtm0h/3aIcqS/6ZIktKKAw7N2nyIN3OGrs2O5QXPK2pSUxOueuyf9GwYaYjRgzYs2fJgQNLBgwwHjq0T1DQEalUAJAIkJWV6b9sE+p2GgAAIABJREFU6Xi9zh3G2vb38TlYXS0EeJWa6G03bqCentaePQvT030BYgFeZWc/WL16spmZ9sKFowMCrr55k56fn56fTxYXk9XVUZVS3m1/5wGWXX/4gfXrrz9aWRlev77p7Vvfq1e3mJp2XbRoNEEcf/DgwNy5o02M9daunZaX9xggWyIRJSb63Lm799Kl9ZH8s2/Tbm5bO61D+9bjJ1oSxNmKcl5BPu7re8DBYaiubof27Vv27Kk9ffrA27f3lJQQAHFMjSHNzRgrdd6AyDQPKZ+SQNqDomu51kj+T0CyniDRaECmclCtR3bMhKCo6HFMzLW7dw9t2zxn5rRhq5ZPOHN85flzq6dOs27ZqrmpaZdjx1ZxuR6vXweBhA1S8lNxSEFJaESsx/yFth07qg0aZDhhQj9TU91+5l2GDTPV19fS1dVYunwcFnI0Ptx99zaHjhpt9HTUF88f7ei4eOHCCUZGelparWbMsA4NPSUWCwsLyeTkG9HRlzMybhcXh0ilXKS7hiF6hGxLCYEcz8MUjQLgwKcnUuGZTwfnFmy0q/TeCG98APgA6SCNrmRffbtofELr35J66BZc2w4gALGgxHNv3kjzXPNu+UvGFh5dmuNgk9Dil8wuGsVHl9Vk3wWIkk3B13wIyNs+LU2rZU6vzp9O/l7zOhAghtZSSXnCqqXVMovaGMcfhbAqllvKxl/w3CIiNj+LmXor0fRkSpvdaawt6U02Z3Z2Tht7KXZviCgwWcR7JcgoICsljMLIrP3GEOWA+RCj8WHyIMp9KHPVymddMdESEUiJmCQMqzKGHYHkAUfo9XMPLZGS3kmivmfSmu/KnOIdF/R5RltpcllJwysqSB7vvIPDsI5a6vNmjRQJLuXkBD0Ocl261HbQIOMpU4bs3Dl78+Ypgwf3nD/fNiHhJkAyQApATnExceb4ukEDegy0Mj59ZqO4mgfw5kXSzfFjBmjrtN+1a25Wlj9AMsDrV68fbds228ys89ChJtu2Lbp168S9e2cfPDjG5VzKywupquHeCzw4yMaoZcuf1dSa6uurbdkyJTLS7cKF9QMGGK1YMS4o6OCFixsmTbYZMqTPsWNryssJgOcAsVVV7Hfvgl68CCj8GFb4wnfjiokd2rWaMNGSzXarrOAnJ/s7Oy+fMNHazq7/9OlWEyb0GTrU6ODBRR8/PgaIp60WXGEpAi4/7iq/AZGSV5pI+WETZa7vAhKNA5QFAdPtZau6SkrDMjLu4PixCxfWb93qMHXq4G7ddDS12g0f0ffYsWWBgS7btzh00e84foIlj3+2tBR/+fJxBPfy/ZtON2/siEu6lfP20cEjKy0tu9vbW7q4zNuxY46dnVX79q1YLFbTpr/2Ne96+fy64twAIeE202FIJ+22Wlpq3bpp6+h06NCh1ahRvT08NmVny6ZHYuhVZlx6iwuzbA1ldooulwDZcE3SYiGA4qCap85vJpqndWr9bnLf6ge7oTgEIAsgtjrOK3/bjLRObVMMdT66bwIxF6rDS24fzB3Z55WhVv6GaZURVwr8D6Vb905q+vOrQT1LbmyX5j8DiAZIBQlVfHlDjqnu8zbN3s0eVRl5TbYHHDFCUT2rli7JSCZjU7MLK7mZ+RwsU3CWF7XkXlxft6TW+1JY2zN+3ZGpfTB14PmE2Tfj9jyN8YkXpRcIkG1tmIJahza04jJMQj57TI+qpdzViqAYk6h7ywfzjKqraPaUxvwspSVAeqeK+p5N+8Uxa6xnYkAKv1xcV/LPPb+qihCJLixaNKZt25bdDTsvXTphx8559vZDunfTtLExdnKae+7cynXrxg4fbrJmzZS0tLsA8QAigISiQtLfZ7/DlIEW5l12711YXBQCkJEYcXnMCHNNrbYbNk6Ljb0BEAWQ9fbtYxeXpb166WpqtuzdW2f8+H7Tp1vNmTPEyWkWj+dWWoo9eHDExsZYT69t797aBgbt7O2tb97c5uw8x9LScNWqCb6+ew4fXjZ+vPWECYPd3bcXFgTT/nQhQDxAOkBmYd7D1cvs2rVrNWGiJZd3vqKKGxzqPmPG6LFjLV1cFt6+vX3XrhkWFgZLlozKyrqJLHpHKRJDhkM2ohf+oUUyp1fVEhSsbhFpEBCvJ1iXoHwzkKlEHr1hIA4gQXZwTvaLu+7u6yZNsjAx1tXV7aCu3kpTU23osD779i8KF7q9eePn6b65t7GB1cAel6+sDQk5evr0+tkzR1n06W43boCv/+H3H0MfPjrm4GBja9vn8OFlbPb5K1e29+tnKPOn/PZb0zW/T3794l5pEfkk6PCq1RMGDOjRrVtnE2N9OztzN7fVz5/fqaiQcR+P3ggooJuVUnYYKJ+eU+IAUFBDgZSDWGECEBM1IrfsebaRzVumtPutYK1tTdRFgDiAWOlL/7ITi7O7a2R01co/sVpaikF1eEng8Td2/bN1Wr1bPq4q1bc65+E7x3kpndST1VvmOgyrfHJSWswByAaIrnh6Km+yTWbzX3MG9iwLPoHc0VhrdQsmr0syjEAyet/rT+ynGREHyZgpXknGrmmaezJ/2pbJ2pTWcneK5YXEtU9jrsdHcHN46e8578qoms8vr8WDpDI+Yn5iI92pvmyoNCZaorpGYgwRwi+P2cywgZUAeTtVZH4utcnW54MvpdyODy+rJhQMIIrOgAAgvKqKiIy8uGKFXatWzX9t+ouWVntdXQ21ti1at246b96IR48OPHrkvHatraWl/vLldikpPgBxAALZcSePHx6eM2ugmanOdsdZBYXPADKjoq+NGTNAu1O7jRunxcR4AkTKKHL//qU9e+qqqTXX0VE3M+tqYdHVxqbHkiXDnzw5UFT0zN/voJVVD3NzvWnTBg4a1GvsWEtHR4fZs4f06WOwbt2Uu3f37Nu3eNQoSzs7mwsXHAsLg+nltAKaIp+/+/Bk+YqJ7dq1mjTRkst3Ky7Hrt90Nu9nMnSo2fXr22JjL505s6ZnT90xY/rw+WfoVfFseXO5lg3NRgwvNnp3DV63uYEj5gD6/C8GMeQBRx5ky/q5hYVPMjN94uK8U1MDP3zAAYRvsn2cd880Muqgqdm6devmLBarWzftPXsXiERXJNUcgEjy6YmRw/rp62uOHdfH3t5y0CAjPf12nXXVJ00a8OCB66dPnPQ0Xyen2VZWPdats3/+3O/t28eurr9bWZn88ssvLBZr4MBewSGnxOLwigqMx7t49uwGR8d5zs6Lvb2d0tN9AGRn5WK0hx4dDDHEYY8DENIaSlrNBjFbWhJcnXOnnH2iPOigOMETqgl6fZIIIFb6KfjdtT0JA82jm/yQZdih+OACyesAgGgow8pvbMrurZuh36HoyEIoCAKxsDzMPddhaHqH5jlj+pU9PCEWeX50nJWsrRbJYiW1b/t+7fSa+BsAKQBJNYk+RVscstq1fG6iX+q3j14UxbAGjnBBKJL5z/VfUsN7UcwRvubcT+IfwiNneicYn0htsj2LtSG7za7nvVzTxl6OWxsouhQpFORxP9YwzkqmEUmEZ5lpdBKRBFyByNAs1demrhUTpx++4M8JRQrOuBGVxvzjpJ8SCXknKcLKLfmnbVlW7mme0aKyaub96Idkgv2ZIkWii8uXj2vduoW6euvevbtaWvYYMrT39BlDb97ck5Pjz+e5rVo1zsREa8GCkRkZPgBJAFEAySUlhLf3Ljs7MzMz3b17FhYWhQA8F8Z7jbGz1u2ssXnT9JiYGwCRABmvXwc4Oc3r29egb1/96dOHbto0f+vWJU5Oi9zdN0RFXSstC7t5a3e/ft2HDOm1ffus9esdHBxGjRs3oGfPzrq67Tdvnvbgwb7Dh5eNGmUxcmR/N7fNJSVhAIkA/PJyLO9dUE7Og6J8MvdN4No107Q01aZOtibZp1/nBRw/s66TtoaensaKFROPH189d+4YdfXW5uZdfX33lJSE0NOPZN3+HLSqOcx5kcyiH4YRcPkBlq3Maf0PwS84wpWCxDcB2QjIpvUODl1fEWIx7+VL32fPDp48uWznztmHDq8OCDjy9oV/fs7dW9c2L19uu3bd5EmTrNu3b9O7t8HpM2ueZ98DSABIiY+5sWL5lM6dNdu2bd6xYytzc90pUy127Jzu57fr1csAkEaWlJCeN3bY2PQcP96SIE5JJIKcnPunTm3o18+4SZOf+vbtfv369oKCEICosjJ+bu7D5899cnL8P34Mqa4W0GeJMwcr4MqcJxgAWyphi/MeV2fckeT41mTeKgs++m7T/9h776imsu8PNKOjY8NGk6IgNsSCiqjYsffe+9i7otjArmPFLoIVBUEFFRVU2r03nZDQewsdqSqEAIGU/f4I93pSYMYZnXm/73trsWZlPt7T99n7s/dp8z7Ns628sllR8JI8GhgBIAAZS5L+rOTi1uQ+pgktmuXb9a32Pg5iAhQ80evT6baWaWa6lWeWQelrkIbXcTxK1s9K0W+f2tO0dMfiiiOrCuytkjq0jKTRBL/8IrTpUXN3BxQHAEQqSgNqb23J6WUotOxW9eQwSAnyIGZjcfSG/62V0zPFHCI/4o4gcv3rmOF3ksz+SNM9lt7xaGrH46m9XFKXPEu6xo4OTeeklRElYrym4TYwKhiP8mhc1dHGkNGnZI9aPFEzkwRSvb+4MqOceE0fVaR+UyfzGnsBEVftojAATCRlvEiIGHsnoa1T+ii3VFJFhmkrCKMc7YgItzVrJunpdRgzZtDVqztfvzoVHObCi35YWhomkXAEfI/duxf06tVlwYJRcXH3ARKUW80KC9+eOLl28BCLUaMG3r7lKK7GATIj4p5MnTGyW1cDREWm5ea+OHBgiZ1d71Wrxjx54pSc/DIrKyw7+/2nT0FVVeFyOfPRowNDhvS0tx907dpOH5+TTk5rrK17tmrVol27Vo6OCzHs4sOHDvPnjxw9uv/Zs5u+fAkGyJTJeElJz174nrh3b28k51ZBuveRfcu7dTVctHjcx48XBJHuR4+t0tPr2KpVC3NzowEDehgZ6f7666/9+plfvLg1I8MPIBIghtzDg05zDLGmlEg0ONrUlbo4GanR1KYUDVGqjB8C0r8TJH4+SJBzif3t/FzDHxMgXCbjJCU9vX17x5IlIwcPNrO0NBw0uPvs2XZXL24Jx68JuHfo9Lu8CK8HD45Mnjxs0CALR8dFUZEeAMkAmfkFAdeuO/Tr34NGo/Xta+LsvNTf/3Rqqnd9PQEQq3TYCebtyVNt+vczvnTp9+LiQICYtDT/Gzd2rV07Zd++hR8/nv/yJQggCiCevDsgBiBW+TwDElWhBpiJtEs5XcMVdcwahpvo/oFqvxN1vFs1H/4oWD42Va91wZxhdYwbilqWQsaTln6oFTys4bjJsl/URd39tGd+km6H5Da/fVo1pY53F+rZYvqtjPFDUo07fDmyQJb/AurDpTzPsq0LkrvoxrRqlWJmlN3TKLtbB2E/kzSbnolmBql6bT9N7S966CDN8oOqD/Uvj+QM7ZnWw+Trrd2Kyg9kD1M8l46ILAGAF1fT+YXsZwn8k0TkmheC4dejWx9Ooe3JbnZYaHkpZY5H3O53Udc4gsB0XnYFSwE48lQOGj5C86d+0JHYvFYpJbQt1xCqAqMmUdQ8Qr9EqSihWgdCG4jqaKqeBFIHlcpXyhjPEvijXBNbH8kY5Zb6JEZQXY+rPrWIVoYOwK2pwZnM2wsXjjEw6Lhu3bTExCf19QyACIBYgGSA6Jyc1+fPb+7Rw6ivVbe7dx2+loUBJIAsKjj42tRpw4yN9RYvnvTh/fX6ei5AWnTkg6lThhkb6+7du4B0tDNycnz37180YkTvDRumBAdflcsjADIBEhsiVHLWI/e9g6y7jx5tdf/+vuRkz6dPj/fv34NGo/3yyy979y7i8Vzp9Cvbts20tOy6atWU5GRvgNSqKtzD4+jcuSMmTer78O7OtASPo4dXm5l1WbbM3tf3mI+389o1k42NO1lYGI4bZz11qs2QIT3NzY0sLc03bpyF47fIKzkYSNyMrjFSKmtiqIqka3tY4/9rf1SokUcG7BquSlQouAUFL2/f3jl2bF8Dg/ampnpWVqY9ehoYGHQYMriH85HlvPB7NTWR9fXJCQnPjx5db2PTw96+/9OnzgBRAJmiKmZw0LUZ00d07Nh26dIxPN7tqiq8vj6yvp5fUxEmLg+srSV40Q/Xbpg61Kbbnt0zuFw3hYIvk0WXlr6OiroTHe1WWvpKJmOQC9As8nIBtuq0oa78U85qtS3ZkYpqTOR+sGSZffnBJTX0K7LER6XOK5MMO2b2NxO5O8pLQ2QiujjsWtmRpWWOS2rwm4qvQTXBV/Pmj05s3zatp0n5yXWyjGcS/r28uaPTjDoW75pTl+qjqOVK+V7l2xemmOpHNvslpnXL9K56hRMHlx9cVn5xc8mmGZk9jRLa/SacPqzK/zRUvquju2RNGpJs0aX8j/XywpegUD6jyEa8WqYCiHo5o6qOk1zK9Ynj7w2MG38v2eJ8UucjUTr7BK0dkvRPZUx9nHSWHvU+LTy9nPWlhqiux+UNijUUIWIMUtwxxHslkG4hNDb9oD+acIDoyMc4kkqTWtKRClB5oh4M0XjF8MY3/XyrvFhBf5HCH3Y7pdmBbLs7aZ7fVCShkVxpCcLF4rCwsOszZ9rp6XXYunVWXp4fuZ9XuY81or6eePfu3OjR/XV02syaNcL/+anCtGcx4ff27VvWzcywZ0+T06c3pKb5KRRRAEnx4W6Txg3S02+/Z+8CarkmN/eVo+PSAQPMx48fcvr0FgxzjY9/yhc8YLPvC9P8qksCHt3eM7C/2ZCh5u53d5WWvePx7k+fPlwZf9+4cQ5f8DA///X16zutrMyHDOnt7u6Ynv4cJ66tXjOlc6fWFha6129tj0/2OnB4tbGJ3uIl41xd9xw+vGLcuP7W1t02b5724sWJoKBLrq4Ov/8+a9Cg3mPHDrx/31FSF0reIUQNGXpCQc2txADZOo6TI0r9oJSrGoj/IJD4TpD+00CM7CMOua06CoDz9evHkuIAeS0OEAOQ8PkLFhBwYd68Ebq6bQcMMN+3b8mlS3sOHVo1btwgPf32Q2373Lt/SCKJAMiprub4+1+aNGmohYXh6dNrxeIwgGSZLDo/y9dh+1xTE92Fi0byeLclElZ5OQPD7l+5uPPcyXW+vmfC6Dev3dyxY8e0E8dXhIVdk0jYAMlKkqhQUIQXXcqgQl10chGGj+wSD0N4hDLkF6MQffx6ak2BbfeiNfbVzJuK8o+Vj48JB/bM6qb/9cgqee7r+kL/8nPrcm3NC2fYil5dABAoyvHKe3uFg3ok0miZtpYVPsck7FvF6yZl9dAr3jSjVuChqOZIY7zLdi9OMdGL0/lNaNezZO8CkefJOt7T+iRvycvTOQvGclu1EVh0Lbu6VVH2si7hQf7KCZn9jCtOrVAIvUEeTt6IodRueJ2CkVLODkzn3+bF7HiTYO+WYnw6k3Ygi+aY3vlY/PCrkeu8Is9igtfJ4UllrKp6ikyFIKcGKTeIEnfqDUJUINGAo5qsUhKidVIwEd1HhfyocrV+GYbswmmCRRKIWIY1OR2+bTurh7CPmeF2rqk0x9wRd9IRFYlWGyedJC5AhLg6LAy7PmXqsHbtWm9YPyU35xl5JJRLavnI9HTfAwdWmnc31tPrMGHMwK3rpi1dMNbCwsTAsPOiRWNDQi5XiRnKTa/xzNtjh1nptG+z22FxQoIPQAxAZn7+S0fHJaam+h07duzXr/fMmWOWL580d96YWbNGnz21UcC6fefaDqu+xr376F+4tL64JDAv7+2BA4vbt29Jo9HmzhvLDb9fV8em0+8sXjzezMzAzs5q3bop8+aN6tqtc6dOrefOHYnRr2fl++1yWNKxk870GXaHj6yYPmOoVd8u8+baeHkd/vIlRCLhZWW98vQ8On78YGNj3b0OC4uKX5LXCFHD9+cvIHJVQx6YNstDaLNm/xCkfyeouVb4Q0AWKZFsmYwlkdBFoo8FBb4CwZ0XviefPHbihF6pLHuvkEcJM9+cPr2pVy9TU1ODAweW5eT4icUROTnvPTyOjh7dX0+v/bLl48PD3aXScICYpKTn69fPNjMz3Lx5emqqp1wuAEhW1BD3ru+yGWwxxKa7k9OKFy/OPHp0fNOmBdbWvWxseu7fv+TDx0tszu0PHy6+e3chNvZxXR0dQED6++jLgtRIUSyDWsXmkr85yMRQSgAHIE4uel96dJmwv2nhynHV7DuKGnYt/W7xYvvc7oYlqybVRtypibj1aYldVtf2RasmVoe5AsQBJEuTH5fvX5xu0DFRp1X+xumVd3Z/WmSX3bdLyYZptax7CjFbmvi81GFxsmHHVDPdypNL5SmPFLUckCWBPEKR7Vfstj9qrn3MPPvS+wcU5W/rs54Wb5ueP9REcmYRCB833CwJ9Bop/rUGz6sgcCHnAjN6oU9i/+spuiczdI4IOzgJjc+mj3RLWv869k4EX1DA/lKD18kwkjai27/R/lFjW5pOAwPZCaTG45gIxdCkimpz5E9fatSMbKp9phXUilN/dOrwpRxCcSFrjGsCbb9w+J1UzxgBeQARzQQjm8wD4EskeFSk+5bNs6ytezgeWJyV7U1ukmWStiSqqooRHHxj+/b5/ftbdDHsbGKsb2TUyczMcPbsUQ8fHioqek0esRWk8O8tWzjOZkifSxe3ZQlfAUQCJJWUvL58ebOdnVW3bobGxvpmZkYWFsYmJvrGxrrLlk8KCLjg4XFw1iybaVMGut7aXZAfWFGB+/mdmDrVunt3g9/XTY0S3APgFxUFPXhwaMYM265d9Y2MOpua6Fv26bJ82fhnz05X14RVit6fOr3OZkjv9etmnjy+Zv684VOnDThzdmV09EOAGIB0qTQ8Pv7xnj0LBg/u6bB3YXaWDyiox0SZ2jxmqpe+vYCo4nhr0CsC+eDHgn8lzvIvgMrII0cuJ4qK3nC5bk+fOh89unLhwjF2dlbDh/VdPN/O86FjecG71DivbVvnGRnr2g6z8vQ8CiAAyAFIKSh45+i41Miog6WlsYvL1txcf4Dkqirs7Nn1ffoYT58+yN//1OcvYQBCgBgi5OrqVeN69jLo1ctk5MgBdnbW/fr1surXfc7cEVeubBbw75aWfigrCy0oCCwvfy+T4aQpo5Z91aiN0p0UNOwXqwmGyg9Qi5NLLtQjCjhJk2OllUG5h9fE9TTPnj+mJuwGVHOkQv/PJ9YJLU2Fw/p8dt/79YFDjo1FVu8uXy5urs94CZAAkAkSTh3btWiFfWqn34R9DQtm2WT0NU6z0C/eMF3CugtitjTpeemeRcm6Oul9TWo99wMQAMkA6QBxUM+qTn9W/OFy8dsL1bGeUMOqz/Up2jLlk42R/PQ8yH6gXAfLFbGCM7m3uALHAME8j9j+V1JbO2XQDqS3P5425EbKkqcJx0OjfOJ4zFxudiVL/i3Ejj6NgK63oBto6AhIJycAAxFLrdFAlGKgYUqmNolCCYjWL9E9BvTvjJjjjXz5rfJ1gAems+yu82l740e4JnvGRpIqMkz1qUVlJdkA4bJ6Rmmu75sXxy5f2vTy7elPZW/k3+pJkJ9xy8qCGIzbLi7bN2+euXzFhDVrJzo7r3j58mxW1iuFgk2GethFuS8ePTjgcmErO+xqZXmg8iRFVVUwjl+9enWrs/MyB4cFe/bM27173vbts7Zvn3nt5k5e9AM23/3ho32e9/dGsm9XfgmVSsPz8l77+Did+2PdsycHirKeAfBksgih8KW399E9exYuXWa/ft3Ui6fWhL2/+OlTAIBAKg39GHTumssWf5/jYQHn3O/suHN3JyP81ueKYIBY5Sq8WBz0MejcpYsb/LydygtegoyqNjo6qP9KGVcutXWcGtHGbjDVtHX/PvhXrO7fAAmlfy2RBOO4y8GDS6ZNs7W07GZkpNutm36XLp102recNX0IFvBHOHZ984aZPXoZT58x7M2bCwB8gDiAeAC+n9+p8eOtDAzaLVk6gcVxB0gBiPDxOWJvb2VtbXr48PKkBB+ATICUzEzf69c3jRrVS0enlYFBx4EDe8+ZY3/kyLrnz09GR98rKXkrlVJXLjNIE0eZNc1YGBMgHGQcWXFAXbhr9avjFd5Ola/P1nJuywtfgYyB0EnlgEZJRWE5x7bF9rEUTrGrfnFG8YWQi5iiV6czR1sl6rbPWTS2YNWkNBO9bJveVU+doSIUIAEgCSAOpCzxq5OF06wzDVslt20WQ6MlGnYq+n16HesuVLOlyc+L9yyK1e2Q2L+7yMcZ5AR5vpvagKnU9eEAMVDoLXaY/nliL9HFVeUpnjmf2cyC6BvcqNUvEvtdS21/NLXZgbS2RzKNTqYOvxn/+8voGzx+sJCbW8GQyVFeRm2RwVTJGo6Ek6gOpMSbQUo/C9GhTcgeRrodjcXriT/7Et1dRNFVte2KTYBNbMagQgp4FTCfJXOHXo2g7Ymxu53kGRuFsEgcWR/HvoUg5EwQh1QUvcrNeVZY9raqDpeplE6ZVa5UyigpeZuQ6MHj3YmKcsvLe15bG0YSsQbbIJEE5eX75WS8qCkLgLqGg48yGePz5/e5uS+EQu/MTK/MTK+MDM+MDM/09Cd5Bb6fq4LKRR+Li/1FJW9AHAIy5YbH8ErRx/y85+UFfoqqYJAzlQWJRMGpqd4c7p0ogXt5nh9ICOWxCIUCKyt/VZj3XFz6trY8oDDved6nlxU1mJTkgEovuVIUmJf3rDzfTy4KBhkL0Y+EqlVgqVJLpvIyNCZCUqixp8JblNXV3J/1D0H6d4LEzwGVHCFaJAq6fXvX4MFm7du36d7dZMGCccePr9q0aaaZuYGZmf7xIyu8PA7v2DZ30KDuk6cM9vM7g0QtYyMjH27fNs2oi47t8H5+by8AJAPEczmumzdPNjfvPGnCkLCASwDxACkVlWFhYRd27ZoxefKgtWunXr8Q7Re9AAAgAElEQVS+5/37q3Fxz4uKgsRivL6eTu5upW5mRrfIfQshkwgfIEKa41t570DRyok5I63ShvXJGD2gcOnoqof7oOAV6X0zSE0RKRdjpS4OmUP7544dVHF7v+xTCMiT6lO98lfYJ/5CSzHqnNrVIL5li4x+FhVXdiny3pA38kcBxMrz/CtubMuyMY+m0SJotETd9sUrp9SF3QExS5rp98l5dUQPs0i7QV98T4IUQ26uZpC36kc2+GXlL+Dauq9bpsW4OnsSgU4h0fN9UgdcSdc9KqTtz6Ltz2h/Mm2UW5JjYNSzGE54HjOrgl5Rh0b6mMhCpNrdKxQFoBwFikOp7Z/XpJaNyR4LSYiTuOYcafpLNbpKIBb6b4NhlISIgOGdHDHkejzNIdXONcUzJhKJRTJVK0YaXYXyvAAbgC0HrgzYim+9hyMtargkXy5nSSR4fT1BHk8IR/NUAK5QMEDOAQUV4aHGhUvKIZtUNWwAphzocmCQoaFwUjWTR8IUbJCzQKGUH+UNVezaWqK+jiAvQ6Cer6GT12txkOKoW9MZ5KIrG+QskDFBju43QIOSGCI2FDVpeN4L3ZhG2U/UcDFVpeeHgIzvBIkfDVI8ggEQKxKFXr26o0cPg+bNm9nb27x5c/7zZyw29uHKlZNMTHRnzR554eK206c3TpgwaPBgi5s390qlbIAYZaxaKHx14cKG7t31e/fu5ul1DCAeIDk3x//qtS0WPQy7meq7Xd1eVYUpFDH1Uk5Ozot37/7w8nJmse58/foRIBwgmrw0jKOqBwmE86PTW/lfLtTx5MXvKp8cypk0OLV9q+QWzRN0WsfTaCk02qfJ1pKXp+RfgsjBVQ5/tKKWIfY4VjzZpsDGotxpZX22P0AOiLHy4+vSOrZLoNHiaLRYGi2ls07BdDvR3cPSvFcgVz4wEgdSXl3846JdC+J12vJptISWv36aOUry5iqIWPLSoM8vjiftXpzitF7EdoV6jKRsqKPHlAH9q4SdlfuB9+iGj9OFI5dfTLgt0Dub3swpq42T0OhEhpVL6jSP+J2B0fciIxJKmDJFmOoKTJi21WQMUVVq/abZgbiqfqFr7IptTPYwVb5JaMyRJr5Ey/0pYBXQn6UIhrum/Howa6RbmmesQFVFosKDWlk2QrVYCB3GVFtEkJY7HDG6jeVGyTBOKi8eQCQAn7SalGOhzJ9D/i+OcjeySgSyzsYh2QMXcQhwMhavljmhKntoMwmN0dcUm292joY8HIEhAR21kSa0pf+HYGN1agz8SXKmHP6Y2lq6v/+52bPt9PU7LFgwNjHxKUCeWBx6+PDynj0Nxoztf/HSDm/vUytXTjE377Jnz5Lc3LcA0QDJAInZ2W8uX95m3t2wZ3djn0eHACIBksViRkDAeXt76+7mBiePrszJ8ZXJuAB8iYRRVhZUVPRRLKYjJjScNPVqrIQaP1QXEAAMgAhFSVDNq3MFi8Yl6rVP7tw2d5hl4Uy7rL7mKTRaVle9iqNrpAlPScnAAdgA8VAXXvvuatnSCXl9DIvXTahL8gDIAeCLnhzPHmGV0KJ5LI2W1LZZWrsW6Xod8ifYVLjulea+IreDxCqqsapnp3In2sb99ltCyxafZoysfe2iqGIr6nh1hX6V8Q9EyU+lnz+AnIrpfNvNXi+np39mfsjkXqTzltxgDzkQbn4ors2BDJpDlu7pjAkPErf6x1xlC0IyOAkljAIRvU6OaXucWk3xacq35rqcVmWqNZrUhEBqKtO/qDcpT/lnmPyGgkRAf5HKH+Oe2MYpc7Q7tVwTolpDNb+QRYbeGEhwEy2IahFGfsYilRRdo0psJEMcKYKSahb5PfVfFpKEGiYG8iXq1KL/REfqT5Aqko20RY2/EySumSfVQE0DqWx1wwuIVDIMqcc3PYp0MfHfgcSPBqluYgEIZDJ2Rsazs2c39OtnNmnS0ICAy4mJwSEh1xYtGmti0tHefoCn59GYmKfHjm3s2tVg5Mj+T58e//w5GCAdID4y8tGOnfP19DsMGtD97bNjABEA8XIFLy3d+7rLFoddc72eHMzL85XJmOSOy0iSNqLX8FCvx1ARepbq6FAhLWXURlCf8Lh894JME92ULp3zlk4SeZ6UBN6qvH2geMPs4g0zqu4flKX7kjKtbGYMyCLqBY/LHZZkmuvlTB5QzboGkAoQU8dxL9syPdmgfZxOq6wRvT5Nt84d1DXDuEP26P6fb+6tT3upEDOVQVJZhq/IbX/ewnHZs+w+n15fF/FAIWGRFwRwEf+6ocI1MmbGFxY3j/0sjncsJHqpd5zV9VTa0VzagcIOJ3IHXk6fci/J8UO0Z3w4K4+VX0m5OahVo2YdXYMdsFQ7ENfoQNQlp4gD6pITiLFEC1UD/7pPTf+3YkTfwEpgvEiLGH8vvt2RtOE3Ux4KBOI6SuVhqve3UyqS0oMM0q4wESeaobqHiUn2djhyTwobiVegSpBQNQ9UF9ERr5/iiahho0pnkQgDKZ2hqmGptrC0vbZEFUQg0wdlS3TVzqFUJCpXTAAWDTEyYaoRBNQUE2RVfiBI/05Qkx38bRCNuCvFiAsQXlsb5ut7cuTI/j17dt20afaRI78vWTLe1FTPyKjjmjWTOBz3r1+JZ8/OjxzZr0uX9suWjX3//nxNTVhZWcD9+/vGjO2rq9t23lw7JnEVIEL57qWkNviT0FsY/7Ao/0VtrfJqMurKBjZZJeqYIBVcx8mBIMgvCVWTyFJez1PLvl44Z2hmu+Z5tn0q3A7Ly3CojJQXfKiPeVwXc1+W/0JRg5ECp8yZB4pweeGbrzd3pfUxSR1o9sXLSVEXDhCjKHglvrY+3bJLvFHn/I3Tazz3VV9Zlzuub2KndsLRAypvO8jSnzXsoq9jyPJ9xaEuVR8u1aU8Vog+gpyiw1xVnU6vlXG4+RGXOVFrXsaOcE3ueia9s1NmyyPCFsezul/LXOqbfDs8ki5kZ32hl9cQ1VJcoWVxg6mxZIEOHNqBYY10IOVbqYEoZaAUAdEIiCEzRXOONLaGg2v8/XAQA8BEwPBLj7C/F9/6QNpgl5S7XEGVhI7MPpSAU5lQDUEd2HDVTWO4qpdKfcDT2IVGR5xxpmopmplwyUxYpDLlkml5yKkN9E12td/oLisW4ofhpF9IGWwWab0w1SFGV2bUxAZH5AqnqXJs1LBQphg1C/8bICX0lCVR8rtIPv/uggXjOnXSMTfv0q9fVzMzA3Nz/dmzRzx6dLC4OBggNjnZ18lpuYWFrr5B2zlzR5w7t+HYsdXjxw/Q1Ws9YEDX8+c3ZAp9yHgNnZS/CGRJl0CElZrkdPK3Gl2iKIMmyAcQ1LBvFM61FXZqUTjSsurmfnnmW3keJs9+o0h/Ls96Ji/3h7pQ8lY0OtnMcKglxAFnhSMtU0w7lRxYWp/6QqGIkkt4VR/PZI23TDHp+GnzLGn4bUh5/NllS/rA7ukmnUtWTqwJviSvDiMj5eGKOlwhIUippWSmQRZLa4joYtaHjIj7gqhNfpHWV6LbOifTHIXND2V3O5052jVpjW/MBSb/fQY3v0rJVoLJ674JZIzo2kZTra80OxBT5Qh0VRnAERDNE28SJEgS2tgcYSHGGB0prWP6w0FMAniQkDPlflyrg2lDr6Xc5wnEdSjboCMJqUyorqAIF0OhUDaKR95LzySXdJjkPzEUCoZUqrwdiiDzpCsUdIWCiYQjlUJLXUuqPB0gADmzShQqEmEKBZcMULLkCrpczpBKGTIZQ6FoyF8qpSsUSv+drVAwQZm5nKmQMeDbLajKohkyGb1eStRLMYUirEFFKtjk0g2675si4DgiS7g2/5WgqCsNCa8y/sKbbf8zfxSboIhABEB8Ts7Lw4dXdetm8OuvzQwMOowfP2jXrnleXs7Z2b4yWRRAvETCYDKvbdgw2dS0s55uezMzo27dDHV1dSz7mOzePY/FulUlDkXi2RS9ogaJslGUD6IJohVDrTRl9zDlvrO6pKflh5bnDDTN6a1fNGfk1xMbK1z2fD2/teLUhq/nN1d4HKwlrihynoMEV11c5tdF3y9aNT7TVCdv0iDR01PyWq4UhF9TvfJ+nyg00SmwH1D1/LTsc2htkk/Zmd8/zR5RtmGG+O0fsi8fyANIPNLgUxQ1TAF4vRyrlNCTStm+iRGHQ6NmPk3ofy1Bzzmy7X5B+yMJFhdTpz5KcfwQ6xkTzi9gfBIR1fW4okGrhqr2QBPnXzFtX6IgpbMYqn1O13gNBtPItgmQOqam9cYNrWyXQJzNnwcyATA5hDKzmTMfxLQ5kmbnmuIRRW0dp8SGQJwqin0TlZUBQqF3fPz9mBj3qKg7fL5rZOSdrKyn1dUflU6PvDrsa8HLtKRHUdFuUVF3oqPv8Pl3OFzXhOiHXwteymrClCSgvp5eXOyfnOyRnPy4uOiNXMYkFwmVK2xcuZQpLn6bIHD/+OHShw9Xo6M9Pn8OUMjZAKyiotfR0Xe5XFc+3z0m5m509F0ez43LvZ2c/EgkChBVvRcKvXLTvURFrwuzfNKSHpblvZCLQ0DOBohQKDhfvn5IT/eKjbubKfSqrv4AQMgqPuSnP01JflRW/hqAoXplahOyhKvOO2X3cmiqkQjlP6O7K9QMLK5hYP8vgqhMU+LOBoipqAjx9j4xZuzA5s2bDRjQ/dq1HVzuvYKCAHLdOQKAV1n5MTT48lHHpdOn2Ay0trCx6bVo7sjLZ9bT6a5fvoQiJocSRMqiUgt2bNWupkDNempualEqFCZAlKwcqwm8WLJqbKZRm9R2v6VbGKf3M0/v0zW9h2mapVnGqH6FS8eJbmyRpT0l1ZmS1cbIC99VXNic3d80zaRz0d4l8uJAOeRVlwWX/bE5v49hdtcORU6rq0pD6mWRdfFPxH4nxC9PSuKfyKtCyfnJorZukE0LFX4lAtI4V1iR217HT7mXbH4+jXYog7Y3pb1T7LDrgpUvos8wovySIgSF7OJqlJShZJDSa1oPC1LUSfNLNDlGfq/JuShQLWfqyz8FWY3MEYrDUvn/2ywyWMiZej+2zeHUYTdSHvKVsUj0GgtctbfZAHwAelzcvevXt2/fPmvNmonLlo1dtGj0smXj9uyZ5+l5KC/vJQC7pODlax/nQwcWrft98vLl45YuHbt48dgFC8bs3jHvzYsThbmvAfgAiVVVwUFBFw8eWrp9+5xnnkdrvwaRt6swAbgKBSMx4dG9mzvWr54wberQqdNGrPt9xq1bu9OTvetFwcGB5zZvmr5w4Zg1a6Zu3Dh9/fppy5ZNXLhwjLPzMj7/VlzcvZs3t9+4siX47ZnH9/f8cWaln/fh3HSf+jo2QKJcER4V7eHqutfJedmTJ4cLC9/I5cyUmAdXL248dHCx/5uTX78Gkr4O0YhcsbSJmQqLxEn+iFpdTNXqarXP/xBkfCdI/ASQrtreiLo6Zmysx7atcw30O0yfbstm36qr45IH+1lkx3HqJXhhuk+g/9nrN3bdueNAD778Nf+VVMolV2DQaxQ0yWDTXa1m6KgFJZR1hjX42gqBouhNlfvO/DG9Uzq1i+/QNq5Dm/gObeLbt4lr3ya+bavk1i1zx/WtenFMIcFBwSebH6UQs2pDbhQsGpvYoU3WpMF1zBsKWZyihlv99krZcvv8ERaFTksrCv3rIRbkbIUkTFEbopDSQfHNlVaOUZ2cENXhZdUEv4B1gxux4Gm8+YW0Nkcy2xzM0jki7HQ0zepSwspn0Tcj+FhBeE41s0aGyxRhSBMojaNVAqmBQ8271g5kaGOIYYjsEQiOgn+DsmkOnFaGohX5GSAGgImB7p/Bs78X39Ix3fpSijtHUCUhNKLb1A+liowGYLx7d3r69KG6ujqdOukYGnYyNtY1MOhooN9+8uQhr16drKh4Fxd3f5/DInNzw3btWuvrdzAy6tylSydDw04jRlhevLAxKdEbIBIg5dOnl6dOrTU20WvZ8teNq6fkpzxVPg4MwJfJ2Lm5vtevb7Mb0UtPt52hYWdDw06ddXWGDOl55/quzNiH927tHmTdQ1+/Y+fOHdu0adW27W+dOrUzMOg4e/aIgICzb/xPz5kzYtbMYRcvbty+fca4cX23bpkR9PFKZSUDIFMh43g/PTlr1uihtn2OHfs9K+udSER4PjkyzLa3sXHnHTvmxMY+rK9nIHdEUlERXGNMqRmnIlE0ZLUI1xa7oQI6WqM8/wTUGjlqAsR/GkiZDo5CEVFZGXTnyo6+fUzH21sHBl6oqeEAJAIISE6HK0/4A/Aqv4RmCv1zct7WVuEAAoBogHDEWKkVwUDq8FdAQjVmipJfgpznEaBgy5IeiW7t+LRhetYcO+G0oVkzbbNmDcuePCTTyiLxl2bJhjrFR5bWpT9T1Ck3tdEBwkEukBW9/3JpS3p3vYzunb+eWy/NCgSIlecH1r4+LXLfLfp4rrYiQN5wU6/SQnBJx7bhqrFPEkb4J7ZnXPgpInLFs7hBV1NaHxbSdmbT9maZn8mcdj9l79sYN244LuQIK1liBYPsQPRmDXQlRC0OiCHdotYDmlwb1wgRYhp3RqBe0d+mbI3NERwBCUSi/h0wrA6wj5ncce5JzfYI+51PdWMJqiS4thcQqYTKXb0ML6+Dgwebt2rVsk+f7nPmjNuwYebs2XbGRp0MDTvu3Ts/PPwmk3Vj85Y57dq1bt++7ZTJtmvWTF6xYsLy5fZ79s7z9nHKynoFEAWQkJj4cMWKicpLeiaMHcgMvVpTwwCIBIgtKf34/PmpadNsO+m27T/AYt26matXT+7Vy7hFi+bTpwx94XnEx9N5545Fc+aM7dmzK41Ga96cNniw+YIFY86c2RQe7ur55NCIEZbjxg+47LJ5796FtrZ9Jk+xve168NOnUIBsqMbPndxg0d3Eyqr7tWsOxcVhQuG7/Y7LWrdpSaPRxo4d4Ot75stXDCCaFDbUd9QcU/xPX0DEVB0W1GRpmqP/uyBB/kYXT5XCJAAID3r9xyR76wEDujsfXRcb+4w8EYghfcIkX32hdn1zkbmEFkR9j6qDxkBCgy6p7VpQoy0MAC5ImYpP/hLOLdHr05UvT4venRe9OSd+cbbiwnbhEMuEDm1z54+q/uiiENEBosn8IwB4EuaNopVjssw65k8cVOF5Ul7FBIiAqjAQBUFtMMipVWNqewcmVeBfJUReJYNTyHkQJ9jzMWbsvcQuf6S0cs7QccrscjzT6mLanAeJTh9in8cLkstY4nqqx9Afmm1XGw5UILWOZmPkGieDAHTV5DiplNWY5vfKktocoSqDaWOm+M90gAikr3CAUE4Oc4J74i97sqzOp7mzKRVJIKaIThqJbyryyeP9w4db9OljsmvXko8fb2Zm+tMZt5atmKCr2368vfWjRwdDQlwcHJaamuqPHTfo5auzyclP4+IexcY+SEx8lJPzXCQiAKIkEtbHjxcmT7ah0WjNmzcfM3qgu/uBnFx/gBiAxNjoJ1u3zO/a1WDgwO6nT2+KinoSEfHg6NHVNja9J0wY7Oa2VyB4EBXl9fHj1c2bZxsYdOzRw9DZeWlwsEtqql9Z2Ucvb+dRo/rNmmXn5eV09+6BxYsnjhxlffDQ2szMNwDpok9vdmycZaDfacZMO4K4WV3NwHG3mTNH/vZbi9atf+vXz+z0qY152W+Vr72TWo+uIUuY6tYIVJbCaWTHoZoV9c/pqrTlB4L07wQZPw5kkaw7jEQotRUBEBsd8WjH9jm2tr1XrZ4eFHSL3IhAVYyaJ+HI5WMMjY0FaOkEwkr+CoghbJ/atYC6ANQyN1e5+CgvfVuf4SMrCpSLmPKvdEU5R5ryvGD1tOS2rXOHW4mfHJOXKV9HoiKSAnlZQNXTQ/nj+2V06Vi4akoN775cFk6+xqPcShmKdBFDDoyUcvbrFN55RtQa31g710TTP9KaH8igOaTrnUqd9CDJISDejRsZmhaeWMQqFjPkDaJG2WeqmajGIZDhQLfvsZCBY6om1/plmGrclq2anCJ6eCN5UtLypyA6R6hQLPbzfR1NkGosEwCPyGVMvx/bfF9G/wupbmyURVJihiPyxgaIBaB7eDiMGNFj6FCLS5e25eUFAuTIgHv8zIYuRnqDB/e+dn3X+/eX9jks7dbNcOGSCRk5ymtNBMpLUuRylkwWKZcLsrJe37y5e/RoK0PD9r17dxs33mavwwoW+yFAPEAiFnBptF1/wy6dNm2awWS619dHSCQRfP7DGzccLl/eFhLqUlT8XiLhff780cVlq4WF0aBBFh4eB0qKA6TSKJks6tnL07bDraZNtfPz+yMk5Nr+/UuHDOm9atWUhIQnAFHJsQ/mzbbT1++wfcec7GyfmpqQBw+ODBjQ08Cg84ABFj17Ga9ZMTlJ8BB5aJPqQ2ouf8cLiFR6yshr6rgfCNL/OxC1B4TqDzZAZG7eu6c+xw44LjlzfD2beUcZf0S6FZU2tS2pROMF4X8GMpC1XUqm0XgcjoCUFuaAlK0oelMVdOmr94naiMdQxQGIA0WSLMe/YM305N9a5A7sIb57WF7yESCW1PXKScKR5rwqP7NB2N9cOLBb6YnVktgnIFOePW9Yp5YDXiXF80XMuGLem8TwE8G8uY9je19Oa+OU3uJQmu7xzL4XUqfcjdsbEPk0nhdTwvkqoZMShm6G16pl/kqH4D8oOUpXNfNkIL3aNMjSNkeonDHEwuE/H/ymJaXAILJZ0x/EtHRMHXgxxY0dWSWhbLZmcmXlo2QK+hOvQ2PG9B040HTnzrn+ry9ERr7mR3ls2TnfzMxw/uyRL5+fxEKv7tm9yNRUf9yEwb7+ZyMiPLncexyOe1Ki19evQQBx9VJ+GOa2d++iaVOt584dvmXLvEWLJ8+fb//M+ywoogCi/Z4cserT1apft/v3HUtLgwDiAeLr6pgFBYEZmX5FRW/r6jgA8TIZ4+7dvb17m9ja9vb1PVktJpRH1175nxtiYzl+3NCXr84lJ3veurVz8OAekycPYbGuSySh79+fHTuuX48eRi4u2yor3+fn+zo7r7S07Dpliu3OnfOH2vYeO7JfwPPj1dW4QsEjg0VqKhJTBSnbjFMskk1KnpoE/Gsj/Z+AalJOzTQCgFFVG5aZ6xcluJfEv1dW+JL8QFNz4apnNqie1SqRatOpsTkWqjpFMeQDNVA5hFyoCpIxLhVtmZ45dlDxrqWSkFuynDfS1Jdij6NZI/ontGqRO6q/+MlxRVkoQCyyFQMHiAApr4b7oMRxSfZQ84JpA6ufHICKj+RGTlwCeFY1m1nIvRMZueVt3FjXKItTER0OxtMchS2dMnu5pC59lnSDHYVncBKLGcViukROkJmjd5RpHQ6GqubCtIFNjKbWL5tIjiN0VesYNSbzOFI9QtW1x5FyWT/BkP9FEAMgqoHxNiN80v243xxTrS+muLFjqiToflU1/0lZ+YgaGeH1/PiEidbduukOHdpz3jy7lSunLV5q32+gWf/+XV3O/J6d8FjAdd25Y34Xo86GXTrOmjt89erJS5aMWbhw1MmTq6Kj7gHESCS8J09OL1o0dtkyOxeXjc+end6xc8noUQNvXtoOtTgA5+HdfZZ9uo0a1T8w8GJdHRsgTvniPIBAJuPJZMqrreIkEszNbVevXsZKFSmuVqrI+MCXZ4YO6TNy5EBfv1Olpa/fvDltZ9fXxqbP8+fHMzKeuLvvGDWq56hRff38zonFdBbrzurVE21sujs7L/fxcZ41y653T5MzJ9akp/tIpWxykR0lHOjwUToBXaZueAGRqSpDmh4ooRrg/E9A/IeClJrT9L5D5UCXKzcKKOjIHFNTkdRspJMzpzHnXdMpw0mDpNVTI1RXcqhWMDQ4LAsgHMTBstA/CmfZJP7yS6pex8LF9qVHVhbvXZQ72jq5k05q9y7Fu+ZJ2O4KMQsgEvF5sYYNQGJ2Ldu1Yv9s8QobuL8RCr0ldfTiGm5yOSsgnXOeHbXBP37Y7dTfnDNoe5JaH4i0OBU74lbyyhfx55hRgRkRRdUsUrOr3TeBtghrskPCGgG1Jsf+bnI0RhmqUSWt9dQEKSWFqfr11MT7geGgPwW/NbYaiHeZ4ZPvx/3mmDroYoo7O6ZKwm5SRRIAEbUyurfviQkTrfX1OxgadjYx6dihQ8tmv9CMjDts3jQ1lueuEIfGCu5t3TrbwLBjq1Yt+vUzHTOml41NN2trk42bJzM5NwBipDUslws7hw/vu3jJKB+fIwRxa9fuJVZ9zZz2L6osfllfH+J6Z49lX/OJE4di2C2ZTBmbUgp/DEA8QCRAFAC/svL9rVvbevY0Gjy4h6enU/mXEIAEgOgQv9PDh/SxsbX0euokFgcLBPdmzbKzsjI7ffp3Hx/ngwcXTJxo+fvvk3g8j7Jy4uHDY/b2A0aO7Hnz5tbg4IsrVkwy7aq/Zu0UgrheW0sHiCUDTWHahk9zs2ODo00dA0JtL7UyQGnT/8lNP+iqFNp2BnmAiYl4aoS2LQIEctktpnqSWq0g6gMMsVSaIKWFMdXKq4FMUmlyQMZRZD6tOLkmy7JrYqsWiZ11Uk31Uow6J+q0STUz/LRqcvWbs/IvH0HGI8MFqJ/OA4iGqhA5/aLs8Q5F4PHPyT78LLpPsuA0I2q+V4zlpST9E+ltDmbRHLJ0T6ZO94h2ChZ4xkQICtgFlYzKhiMcapqRahFaearrGBrLUFjjoGZyuuqClWZ8trHk6BpOmEaeLGRWaAWbmCN/urj0k0Cq0DAZhDGyWTMexLZwTBvQ4GjTNY7WoeaWBRAlVzCeeh8eNdrSxETfxqbf+PE2PXuaNG/+i41NDw+Pg1WVYQppuIB/f+PG6fr6HSwsjLdsnn327O/Hjq1wdlr2wONgWvYLgOiqkoBDe5aYmOjbjbT644/1d+7smzt3TJcundeunhQfe1ckCnB3d+jTp9vo0YPev79aV8dq8FHkGEjCoE45TDyA8MrK9zdvbu/Z02jAAIv79w8Vl5CvXyEAACAASURBVAYDxANEB/meGjakj/WgXo8eHZZImFlZb7ZvnzdgQNelS8dt2TJ73jy7BQuGXbmyKS/vrVAY4OS0rk8fowEDTA4cWHDjxvaZM4cbGXWaNt32xYuTVVVh5FPgFJWhq0odJRiUjWSh72hjTW6SoAyRcoL9EJD+nSDxc0CM/BGG8BE0JEFVSa0hhEYvqdFAzeRqZEQrSGWL/wVQWfkIqCXqw+99Pb8he8bQlF7G6aa66b2MhWMHFDksFr89L/8UQGp8QiM5oTzxWvU5MDbCJyDI99rbkM3PIyc/TO7tktraOa3ZwfQup9JH30xd+iThaEi0bxIvpoT1uZbqT0otUmKj1iJGI/SKaLztKP3XTE6o8nfNFjWdHG9kNLUWpDU5HaknC5GTn+Hr/BVQOeFDeLmMqffimzlk9rqQepPNF0moD9DkYWQkhwMQC8B49MjBxqa7lVXX7dvnu7oe2rNnVa9e3QcN6nHjxq7S0hCA6OhojzVrJunp6UybZhcScjsjIzA11Tcl5XluwYcaaXhtLTeae2f5grG//NKsbbs2traWY0ZbGxp0atas2ZQpNu8//FFREejtfbxPHzMrK/PHj50qK0MBEgESy0r9QwPOBL48lpzsIRYTABGVlUHXr2/v0cPI2rqHh8eR8vJQgDi5nPfyqfOQQb1sbHp7ejrX13PLyrDLl7ePHNl74MDuVlbmlpZma9ZMCvp4XiKhJ8V4LV08oU2bFq1bN+/fr9uI4ZZdunT+9ddmfft2u359R1VVEEACuS0PU+WPmr1KmUMmDbkqDt27QFe1Wv+rfxhJA5lkDxCI3GvtASXIRNZMMW2g2l+YakGUyWoMZP0ZqFYZjqKWKc17XvnqZNnJdWUHln05u6Hq2fG6xCcKMQZy6r47iuU1/MkUuERGfBIzP6RzD38UTL4f0+N8Yudj6e2PCNs6ZRqeSRvpnrwjIN4rRhBVwCoSEVV1eL0cI/UU1WlYI4yvCRHS2qLGmqk1uWZBmjuB1AYOI/km48/y1zruVDPp2uSECuX/Ow4QgdQBAwjhZDMnuif+sifL7HzaNTZfJCFILaDmAFFSFwNAd3PbPWBAVxsb89u3d2Rn+zOZj1atmm1u3mXWLLv3H65X17BjYjxWrZqgq6uzZMmU9PQ3NTWJ1dXh1WJ2rSRSKosSCt/cvukwYnjfZs2atWnbytS0i6lpFx2dNr/91mLIEIvrN7YXF7/FsFtjxlh37dr54MFFMTEeMlm0VBr3PsRl2bIxSxbavXh+sqwsBCCqsjLUxWV79+5dhgzp4e3tXFGBAcTJZGwPj4MD+lvY2vbx8TlaV8euqmK+fHlm3rwRhoadfm3eXEdHZ8fOBanJnnI5i/Hhst2wvs2bN2vbtpVhl84Ghp10dTu0atWiU6d2e/bMLyz0VSgoR5tA5KSJPVsYkNdYMFWNMKolCVWri7KkfwgS3wnSfxzI1KCNLFUWQ7UdBZUNUQthMLSFpdRouNoZZKr0JkBGkyCuWk8MQBlnjJB9DqqL96mL9JQmv1CUB5ObN3nITFb+CJUBll9FDy9gPokOPxQYPedxsvnlbNrBPJpDTrvjmQNcUqY9SNwXGO0ZG8HJ55TUMMhN4yEa3gbls1BSpVlPNRn4i80kmkyOaUtOKUGWtoFr7KiiVneB3si401WlFEN4dBPJfx7Y0BZ2NmPy3fjmDpk9L6TeZPOrJITG7GMhHg8dQACA37q1s3dvI2vrrnfv7hGJcLGY/fCh86BBPYyNdQ8eXBUf78lm3167drKurs748bb+/i58vi+X+5DDuZ+Q8Dw7+21g4NW162ZbWJj06GmyaNkEZ+f1h46sXfP7lJGj+lh011+xYlJMzKPMTJ/du+eamnawte1x6dI2geApg/Fk265FHXXbWVl1e/jQ+csXAiC2qirsypWtZmYG/fube3gc/lweApAgl0c+eurcp2+3Af3NPTwOi0REfT0vKurhzl1zO3fWodFov7VsefLUxi/lHyoqgm67bDPramBior9y5aRDTqscDizf77hkypQhHTq0mTx5MEFcE4s55HPE6PT58xcQKalCV1fVIjJq7OCHgPTvBJk/DkTDUmoEECVZDIQVUuHUMNVe0gqiBTFUC2L8CBCtEkWXWMqX7UDOB5kAFALkSAxGKbI6OVdUx/okorNz2fcjI/a+jx5+J0nHObP1wSydI9mdnISWl1NX+sZdZPFfJnFTy5gSKS5TYIgiwJHKqP2mEK31xBH7/Nfb/qOSE8gYac2TUiJaQbpGS5vogX/tj2osC4Aekcec9TDmV8c0q4sprmzqAKLmoFC2gQ9AuLnt7dfPbODAbi4u2/LzAwFi4uM916+fZmysO2nSEHd3Bz+/E9u3zzEx0eva1XDFiskODot37Ji9bdvMCxc2+PkeP39+y/jxQ/v0Nl+1ekpg8BWRiPlFRERE3T19ZlXvXoYDB/Z88eLkly9vXr8+NmWKtZFRJ3v7IQcOrtq2baG1da8OHdvOmGEXHHyztpYHECMWh9y8ub1Hjy79+3e/d+9QSbHSL0548eps/4EWVlZmd+8eKi8PA4gqKgq4cnlL9+6GNBrN1FT3/oPDVVVhyclPtm2daWZmMHv2KJy4/lUUUlYZXFjsf+fO7r6WXa2szG/fdsjLC1Sei0NGrQkB/vYCIpMMtahxSYpJUe7kjwW1FvTvgJrRKFw12IRGozQrr7WXtIJNF/S3QQIpFJ3ALPKysijyoRgmeeYvBCC0so7J/yTwio88iUUt844ffiPF9Ew6zVFI25ulfypz2oPkA+9i7vN4eBY79TOjvJZAjhuiFIyu0UsU49NaT6pDcFVhQJ0GreAPTI4jlacEg8qTaByk9CkqEmp+CV1bD6h5RT8PbBiLuELufI/YZo6pvS6m3GALRBJC4wAi2oEM5WPxjx8fHTt2sL299e3be3NyAgBSq6uZDx4cHDvWul8/s99/n3rz5i5n59WDBvXo2KF1Dwv9gQOMLS31e/XSmzVrkLPz4k2bptna9p08yfbmLYeCovcAeQA5UgU7OPj8BPt+3bsbnj+/pbw8sLDwlavrrjFj+hkb63btZmhi0rm7uf6ECdZXr+7KzvaXy2MAIsXioHv39g4d2nPMGGsvr1NlZSHKh0+CAi7Yj7ceM9ba0/NkWTkOEFdXx37z/PioEZYdOrW2nzDwwweXyspQHL+yZs24sWOtTp5cX14eBCAESANIYLPvzJ49euDA3s7Oa2NjvRQK6hgIJcBqw0dHxr3hBcRwbfQK3Q6NGkxc4/e/Bmpq+n8CYiTHRANqWkG1rKjFaHRrixqoWRB6SOafgzgyq9Ha4mQwhSoaUwBeVUcUVRFJJQy/BM7+D5Hj78V3PZf62xFhq4NZukczLS6k2j9I2P0h5nkiP/MLo16Grk1TrQhD2q6VG2py7cZGlqo2GgnSCv7Y5EyEQ2ku9WqVQNQUUXsAmKQCRcGf4ev8RVBZQ0bCJ97Cx3E0x7RuF1MuswWV31Sk2qIE1RuRAFwcv+XsvPb48TVBQZdKSz8CJAJEx8U9vnhx6+rVk/fuXeTp6eTtfWzv3oUzZtpOmTp46rTBU6cOmjx50IYNky5eXHvy5Irt2+dcuLCZw3ETiXCABIB4gAih8OnZs6tXr7Z3c9tXWvoBIEIo9L1xY9esGSMGWJkPGWKxavVEN3eHxEQvqZSpvH+6piY4KOiCg8OCI0dWMZluoipMeXFvXLjrCeeVR4+tZTDuVDYcoo1I5Ls5H1y6ZNm4c+c3JiZ6VlQGMVjXz11Yc+bs6g8fXKqrWQCJAFEA0ZmZvleu7Nq9e7Gb2/7ERE+FgkneT05NHIaGp4sKPIeGrGhjZO9T0SVqPBhkdiiP+Icg/TtB4keDVBgLUw1jaYKUkWEiHhylDVkaoNaC6NoK+tsgC5keBDKoDFJTK5kjni9ihWRxr/P4OwOjJt4VdDvF/3V/7C+Oae2PCwddT1/5LP4yk/8hnRNdzCypVhZB0UZM1cCiITxMg3PhqiC1ox5NzmikQ8IaBzWTE383ORpKCtWoEjVeavWkdApBak/0x/8bQGXlGVH57HkeMUoVeembisRIhY42k7IojOJi/9jYB/Hx9z998qutDVF6IWJxaGqqJ4Nxlc2+kZ7umZ39LDLS7X3QhZdv/3j97nxg4MWAgEsEcS062i0y8nZ4+M3kFI+vXwPkMoK8doxdW/sxKek+k3k1KelRTU2Ycpe4MPN1cMBl7wcHPT0PhxC3hDlvJBImaf7pUmloYaFvZOSdmJh7paVvpNKGmleUvo6PvRcX96Ck5E29FFd+X/XlTWy0O5N1MznlqUgUVCsJFea9iIh2T0h8UFLyVi5X3tjCAmBXVwelpXny+W7JyY8/f34LQJAlUs4HoeqdULOpQbZpyL7IUNUpRyAZUSaLQGToH4KM7wSJnwNSxAG1J2qgZnIc6V+WNlCzIFxbQf8cpDjjN4VeI2XkVdLji5nB6dybnMi1fnEDb6V0OpvayimusxO/x9moce7xm/zjr3GjQoScIjGhuvEbnYdalRRaKIF0Fwri2jQsarTpqj1GbwTUTE59iWlLjv1ZclyVSTGRZjZG2TDVVH/a9n8NRJuJc3IY0+/H0vZldLuQ6tKgIqnPwsjdvpqySvkoqEXnUMqONLocALa84Qr9KPJiFw55pz0LUcQYOcockq8ppwO/4cZVOQOALm94N5iHaBtl6RzkJRIlzkCWRnGEhbABIpTRJDlgEjm9vsFMMlWjTwzyHhYGgjA1ulFrJzeoyHBVFclEdMdPHWOtYtcEiP8EEGtcx7E0NAL6469rru8qiAK16mI1JYWCGKnjsAoJg1cY7sqP3PY2dsbDuMFXkwxOpDc/LPztWFqfqwlLfaJO4oKniRG8Qk5OBbNCQpBrwaGI8Gm2HUMa25jiU1OmTcuAWuW1gk1IIKatIEy1SphG5bHvV3xoQWrKlPFfg5TSxwFCWdnMie4JtD1ZXc+nXfm26YeJqBtUgKkWsch3RJgkqOwi5VF9Pukk8ckbWyIBYr49id7wPDp6iY6yDznkP7HJjmWSD9tFkiVSTyZQ7WKSd9rTkb041JM1ylJCySul+eRBRmWHcJALZagm0wG45L0blOOlNvvUTCMqgXQgX0Ck+gtT9dIxsgGUeBH/HUj8aFDTU8YaAZXJ/7pTjBZE6SBcwxg2ATL/MsgAYCiA+FJPpJYxQtKYt9kR2/3jh91Oa3Msk+aQ0exAWpdTacNvpax6kXCeGR2YGZFSwalQMMgcwpB6YhoFaW17Y+7zX3TJie9p5t9LrrY9Qzncjb2ASLVdsyCsSZf8P1eRKsSKn8edci+Jtldoej7VpUFFEqS++K4WYRrdSGh8jyPfULSAqidBTh+UMWDIHGEh44hp2Fd09FG3koVoNDVygGl0CDU72EgcTG3uo74LQ7VdLBJh0ZCMKJmmI1qSjrTzx4L07wQ1PaC/DaKrUhjZ3WzSdmmCVK/hGgs7WkG0IIa2ghhNrvagMqoGMpB6Nii4GgUjVcQOzOKdISJnPYrpfT7J8ERGm0NZtP1ZLY9kDLievNk/5mkMP/YTr6CSU1nHkDYIXxiiNTTXMZpoO07+YRo/8CaTU/xUa4doBX9UcgIZIwIZOJQyM1RBpmqHaG3mfwsykA4h4j/x5j5KoO1PR5ZrqH1OdFLfob2kmSfqFRGNfEP9wFQ/U/sjEFKi5hlQrj2uei+6mvCo+QeaU5JAaoJ2iNrAEUgO6PTBVDNRa9c3EaIB0JGsKV2LGgTKEP3PgBTRoyOuQRMgmhzX1ktawb9RkCaolAaUViszD62VheVU0Ln5nCexfMfg2PleSb1cUmkH02j7MjodTx98NW3mw6Tt/nE3w/lEDutrw5OhOLmSQxX0p/XUbKbal2j1mk5OIMkJ1dLpjYCayRv78k+To2NE18hTK0jlqdZMqqD/HKTqiccUcud7xNIc08y+qUgMIXGavUTliR6goNgfA5EQ9JCF1tGnnHRmIwVRGoZKzkIkBCfTosPHIseOicxiVK6octHSWUg+lBxSnJSumlytnphqJzdkSyMjAgSiYjFV1f4/+YepsokmNoSjSXBVE4c1Av69gpoGGzxHqYKorsfzKglmDsuNz9/2Nn747VT9E5kdDwvbOWfonUkd4pq47lXs9fCo4AxeejnrSy1RK6VqhZEG9u+1ndE4N9Tkm030PPUlynQ0wR+bnIFQy78i3mieVDNRvkn81yDVzDCAsIg85pxHMYiKpCM+nJqsquWp/MEj34BD37NGz62qjT6TrAz1hDr1OjZbo54YAAsgHLmohYGUzgAIJyOJVLtYJMhTfegVJ3UZl/xXHvn2N5cUYOqJPRbyTqdachbSBE1Pl5oOKpt+cFJXat25gpri/+sgZSVY5P9qniBEQTQ5W7WXKP2oBmoWxNBWUGMgTmb17Z40OdBzaxj0PM7j2PATmGDFs9jhN1L0TwppDtnN9mX1Pps2+3GC48eoe5HhWDZHWMGslRFk5pq0UbN0gmQQDG1txxAigGvrVUIVbOIJQ7RDqC+1glqT4383OXolT6hGlVBvQ7MgTPWf/nPRVastBoBF5bPnPVJjkdTQqAVq1VgVhzxuwAMZHSQEABcgBiAOQEDmz1BVH3SyAmzyGS+OSj4NwkYNB0Yu4PCRVXKqacorI6PJBW7ltjMKFCAPweNkzmyyLPQvEkBAPc9NVk+50BROOuCofqRrm+ColDawSGrTD2p7MbIejMZt6T8EGd8J/gxTTFFmykJoPZuIJqekBCPlla0N1CwI11aQVhBD/2QKrFaGldYywku47jERm99EjXCPMz2frHMsQ+ewsIOTsPvZ9Jn3kk4GRwWkcdI/0yslmFSOKb4RRlQsqCqh8wRrEtRqYPE/+8OQeaWWXLMgrHFQMzn97yan9COO8JSm4+B/78KLf+FPU8zoSUURCx/Hq24dR2kmjthyNenlggSXl7yuj39Qi10VB12u5bvJivygOhQULLJD2BqjTwAQivoQecU7edFrRckbEL9XfHkny34uL3gJkmDEicZAFiIveS3N8JEV+Clqg0HOIrUeDoAr6kLk5W+lQh9Zrq+iJkip1hV1ofIvb2U5z+UFLxW1waRSZgKwQYbLKwNk2c+lKV7SJK/6JM/6xCf1iU/q07ykhS/koo8gYwJwoD5UXvRanucrrwwEGR2hlkxVYVD7C1OTKJrGZWgMVRulNfTwQ0DiO0H8p4FoEKRpEG0RGtRoAqRaRGjkqQlSDK5hoVkiY6R9ZhC5rDsC/pqXCcOuxRkcjaLtiaM5pHU8mT78VsoKn4RzWFRAYnhCMbNCgpOcEb3dltJ0qAfBQEqkWqcVpPQ42kxUQhjkZ5rURi05vZHSMW2l/2lyXFtytEqNVV5r4FVTVglteRLa2v5vgmrOyjdxTSnmL1JRkXTVTDT5o9Jp4EFNmJTj+vXS5vzVk7Km2WZPsilYOPrzsSX1gSeg2A+AS+7dwZAOZCq92vqkR+LHB0UPHGuJK4pkd4n/0fKDS75e2yHP8iY1ERuACRVvxc+cS3bMKz+xtpbjqqjAyQvA2Qo5XRLnUXFnd+nuOV+vba3Pfq58iqsu8Unlvb3ljgsqXXdIhU+/OfIKjvxzQHXwxbLDyz+tnVq4YnLh0gmFS+wLlowvXDmpxGGuyOuQVPgcgCf/8qHa73Sly1bx+z+khf4gU27h1Jx9ap38/7+A2NBHOEmyCFUXLEwbSKXCkO1abMSEqIF/r6CGlWsZYKJ64lMVK62M9y6Ff44eueF1jK1rcjsn4W97knQPRpqfihrjmrDZP+aOgI9ncQpEDIUCa/LRZCaiF9SqxFJtplYQR5JgjXNDrZStseH4G6WrJdcsCN2tRVdNjquyA006/KcFafJN5n8Bala+QXMlfOItUFeRdG0OENUiPgBPUfmxDnP5smdBjmW3JJ02Cbo6KXrtk9v+lmbcoWT58Dqfg/KCNyDjk8+9KVUkp+EqgLqQKo/9hdOHFa2dKvY9Kqef/+o4J9O0c+6UoRL2LVAoPetYgBj48vHLqd8zjXWzLAy/nN0ozXgNEAsQASBQSHCR9/GCyYOyTDsUr5lUl/AUIAtkbJHX0byx/dP0WhdMGyQJvQhyNkAkQDQo2LKcF58vbU63MEqg0ZJb/pqm0zqtQ5u09m1SW7XI6NyycNpA0cN98q+BsuJ3FZe3F023Ldk5WxziopBgAAJSs1G7JtHoKrqc8C0eSiOnEEvVIH8j8IiiZf5QkP6dIOPHgcrGhiE9xVLTU6ogTpoUvMmXFShQsyCtL/aFqYI4QJgEiMwqVlBW+FVu5PZ3cRPvJ1leTNU/ntHykFDnsHDgheSVT6OvMgQfUvj8AnZOJUNUj5P5h2hMJ5SfUuqy6SqpgVrbTtFqTBsrbyI5RZn/Yun0v5uchYg+g5RArU84oCyergpSjB5tJo40k/jXQQypPKHaIWGCfPZc9VgkpuEAUUFJNkAUyNkS+tXS9ROFZoZpv/6a2cs0f+HogmXjkq17C1q0SdBr/WmWrfj5cXlpECj+H/aeOzyqYvt9zy6I9CZIExVRsaAiCKIidqUpolIUUFB6r6FXQZQiTYoUQXqHJHvv3Xu3JdlsNnU3u0lIr7vZZFO27z2/PzZ3nFt2E3j+FN/j++6X7+bszJwz55w5ZWbuTCxmJVUA8eDTQOZB69R3zQ+3KvjiTQ+1ycdsKh73Rur9d2f0eaImcjP41ABJAEYAC3jjHLsW5jzaMeMuWdHwvi7lToAkgAQAPWu/Yl/3Vc7jbXO6tiqfP9qXdR4gA6yXyhd+YWp8r14my+zRzrl/GtgvBi/sBlD7rx+zLh+b2rJJokyW0bFl3ss9Ct54tmDgszmPdsx48M7MlncXDentpDb5bedrji4tGvxcXt/u5Ru+8tsvACRiK0JyPpPxwYvkrrx9AyLyw3RYIF6d4LqDA0k+kA6NSMGJQc59JxANQPlYVblbabYrz2fErlUavjiR8tSPaY2WpsvmZzRZnNllVUbfraYJx5I30/rIrDibC508gm+uRGNb0Hc8LApDUiigZN8Fg5kS/SpZnWoYSSTGpT+rOsUXnMDs0qGBpFQ3cXH/xUDc6KPghgKI1uTQ7+8zyOaYO28wbVLpHHWXxIolFZSOFnyx/sIztlVjLR2bpje6K/+F7vblX7qubaklthb+NDv1zQEJje413XdP6YS33TG7WZcaIAGAAYgGUAEkshVy34UVhe/0Su/UunTJODbnhEe/O3/c4NSWTbIGPVdL/ggQA2Bg3TH+yhh/ldpN7ij/anB263tznu9SfWI5QDxAMoDOl/VbyZT3s7o0L3nrWdeJVWyFgg0k+pL2FY96LUUm08lkls4tKpeM8CfthUAsgBFA7c85bl31pbFTa1OHliXffVS1f0HN72tqf1vnWP9t0Yh+GW0bZzz8oO378YGy017jfuu3H1zv1qroswEe035gg5880iHYggeLQVYrb9+AKBj8kkDBi9iYkiJgvYhILpiPBoh2+yiTTXXRErNKoX/7QFr3dRmtlmb+e67lX3PTH1prfO/XlCVRiccT4+LzVNl2utKDJgrxvd/K0EO64d2st+/hDV8DjSnBsVFguUIBJaV5o9VJPvFhDJ+AdWGMKfU3AQVaHcx1SE2O4v19CUETyT/pRxyvKAHiA1V0rWJrzoj+qU3uye3d2fnjRG/KIbZSFXCoXbkX7EeWZb3cwyiT5fbu7ti/wG+9xl38QgKoAZJ8WecqN3yT/9IjeS8/4TgQwTpId/LBgrFvmlo2yXv3RY9mB4AaqqLdCQdqFDtdyUcCiXvdP39T8EzHrK6tK3+aAh4GIBm8GpdqW85HfUxtm1jHDAjE7QCvxl/FVJ9fkzfo2VSZLEUmy+rSrHRU/9ozq1inAsAUNJG25WPMD7fO6v1Y5eHF/oLzARvNWtVe4+8Ve2Zn9nk0tdn9RVM+hLzjbM1lx5bJWd3a5vZ9vObyWraW5DYA4cEEzbd7DH+Z+vYNiMBgcTXJ+QkciKojGyGwhkj5UFaLe34Ka5NEh+h4gSr30JZyRp2rOmyIXXhNP/xXffcNibI5ZtnM7FYRWT03p7+9P3leZPxJo9ZYrnT7KS6blmMPIZVsCrrJYBNY0TcIFPQdOVGx7RAkxZJ3EIo5T4bIf8NUJ262Oj5HGSZ9DoUI7yayNX8xUDL3VwTHsy5f8dH+BNlsc/u1pnWM3uFmsO1QglkvFYAhUBJVdXBxZu/HUh9sVDhhsD/zIIAOwARgAkiD0ou2eaMy2jbNfKipdf5I7/XjAEkAcQB0cEuQW3+w5Ov38p7pbB092EXtZj1aV/KhwrFvmls2KRw+wBu/O1By1nlyeem0oSWzhtdcXA2Fv7OqjQXv9Ta1blo2d6S/9AKAAexk9aEl5mceSWn1gG3eECg+BZDgzTxbvv6b3Jd7ZD7UPKdnh/y+3fNfe9K+8ZuA7TKACSDGn3PCumy0+eFWWf2erL76PYAWIB0gM1CjqD6/NvPVpxPvuydvzFtQcAJA5zy/Lqf3o9mPP1S5+btAzmlgY7hzVCUnxASbHZW3b0Cksf4SfAeCA/HqyOEgR4T+RYYGOW0V9vk9ieI+u0+RVKE+nxm3XqkffSLphe3p7Veam81JvHeOrllESu9t6V+eTtmoSThjiU2xKe0uyvvHud+4cQy/4oG6iU+h4N0UACVL3ugiDMlnXaiFnZvDjnOVESGSBOLV8TWchm/6YUJ3k/ybgPhSFSomTymmhx8wyGamt1hlWkUZKl0aTCcF0lEDJPpzLzt+mJ7dvaOpeZP8JV/UOqNYSAZIAEgASAePpmr/0rxXnshs26hk3Gse436ARO5+VzVAbC31Q8EHvXOf6mCfP8qbcpz1aF2Gg4XjBptbP1gwbEDtte9rTiwv/qhvZrvmeW886zy/ErwUm3ssf+xbKS2b5I0a6NL/wnpjAtkXK1ZMTH+oZWqHVuU/fQc+DUCaDXIHmQAAIABJREFUi9xVOuad/D6PF348oGzRqOJv3snt061syvu+rGMARoB4f+6pshVjjJ1apz/VpXzHdL/lMJRfCtiuOmN221aNtzz6UFKj+wq+GwoVVwAyXaq9Be/0zunWqnzax96YAxDQASRiUQ7BWRuct4hvyts3ICI/jF4YKaC4OsV3RCgMIbEyKu5ck+A8dzQAUepU6IqU+w0xs64ZhhxJe/KH9EZLzLLZ1+9akPXoyqR3dsXMvqTbHa+XZ8dYHEoHS3NiQ7EhTjwhIokW0YB6REp1syFAGgsbFfzOIm0hQkR8gur0DZJESVWnQshIDJSsTvJfcGULjwjv5t8IFBNfxzFTiXr4gUTZzPTWa0xr6IRKV/ATF8nEIgYg0Wc+VbF8fG6XNpmdWhZvnuwEZQCSuf0VSeDT1V7eWvLJq9cfblI0sq87+RcAA5elasBH15xakvtit+we7ezrJnqzz7EerUu/v3D8O5Y2TfP6PWlfNq7o8zct7Vtkdm5dOmWY13AAICVQFVWycLS5c5u8AU9W/76Crab8qb+XTx6W1bpp1nOPOU6sATADGKsPLcvv07NwYK/KXTOr9HtLfp6R9VzXwvd7e2J2ABgA9P68M7a149O7tE1t+WDOW72Lpw0pW/aFdcXY4q/fz3mph7lF48xe3cq3zwAPA5DjNhwu+fyNvMfalY1+y3ltG/hjAQzc8CH5RkCs3hTcvgGRyztQsEBIAQVVSC4QQ46Iltq6rIAAA6zCzxKeAFHpUiSXqH9LiZ11NeGVXUntVpoeWJR5/8KMB5ekP7LB9N6vacvl+svpmut2daVb5fQp/H+0E9RyFBtSHDoFhg6RREt1E4WWeI8aDhT0PVRsKAaGUaGbwC6oLkYk3gkkIF4sqXo15Fbe9MOpGSgBlGnFMSMOJsnmmDusN21QxjvcCiznQMoTLK8DMHhSj1rnjcru2irnyXYVu6YGgAZI4kxkIvjiXNd+LvvizewuzYs+fcWdfIBbDlYBxIArumrPzKzHHsp8rH35j1N8xVeCJrJo0geWts0y27XIf7mnuUOrtLbNir77wB2zm3UqASysm3HsnFPQp0dej4725V/5sk+7lbtKRgzM7dy6ZOQbTmYvgAX8mvLVEzI7tyl898Va5U8uH1V6bm3G84/mPt+t+vhSqFEA6P2F58o3fp35SPvUO/5tfOA+Y4sHUls8YGz+gKlpY/ODjbKf7mqd95krZg+wcQBmT8oR2+Qh+b26FH8ysPrcevArg/eaYYkyYrI41yTg9g2ImHFhOMaJgSQWuAm+zMPnL9C+KgpAARXnwLyv0rI3Mfvk6TRqA50w/mTqaz+bHlpjvmOB5d/zLW1WWvrsMI4+lbiOiT9rjEmxqmp8NObt0fZvAptuQ0JRijYoKLh0UhCGoziCxvaLNBCI950M8UWmIPwnQlcnb5ykMNUJqerICCpF1cWfKhIhuoCzOsynin+iQjYQKFBL1CMagDYUaj45mnjHQvND601r6bjKuhVtuZTyxAEkupOPls38OLtri7znOlTtmw6gAEjiTsw1A6t3Xt5W8snA650eLPq0nzt5H4CB+945BmqvVW6dmt61neWpzpUH5gccBHi0Lt2+oikfmdo1S77j32n33ZMok6U/3LrywDwAFUAKgAn8KueF9aVDX8ls27zgk9dqqZ8qf12U1fux6z0ftq+a4Ms6D+4Er/Fo4eg301o8kPtRX6dupy9AVVxel9O/Z073NuXLx/gyTgHEB0ovlW/82vxIu5S77jA3a2x+8L4UmSxBJkuSya736la+9EuPdh9bQQc3CXlMv5XP+yy/96NFH/SpOrYUfCT2VSUVWs0Ybg739g2I0lGhAIg7GfQrib0TGAoqAGqnT12ZcCTv4OK4nVN37t80dDfx8PfXG0fkPLggs+nSzO4b0wfvT/n2omFHvI4q1OY7lR4/FfgDNcFZRpKPjsTwIitJcmNAAFRghoDAzIH4DI4wQLzvCFH4J0x16sZJ+rOqUxiXJNtEppnk67+Y+X/jg6slhYmDAIhOKKI/P2G4O8Lceq1pBRFf4VKIjhpDhTUASZ60E9Z5n13v2jL7yXaVu6YAKAASWS8TqCZYVzzrUlcdW13w5jNZbe8v/ry/J/UXgATuvNsYqL1WsW2qqVv7jBcfrT61AjxK8Ghdcb8UTh2S0q5ZvExmkMkMMpmlY2vHnrngpQASAJIgoPbo9pZNH25s29z8XHf75smls0cYO7XKGvhk1ZlVgSqaLSdrji7L7tszudE9Gf16lm+dUn1prW31uOwXuma2a1w4rF/tta3gj2HLr1jXjjd2bZvWtnnBkFes498rGPhsWtMHUh9slP/RKzWn1wUcNEAygB7A4LEct0WMzX/xseI3n6/+dR74ogESsN2RkvwJKsPtGxDrGBFmiorkT1UwmMFVcD9R3IxtcHxSLCiya2KjsuP2/XZi2+S5O975YNoH33T86pJsYXHzdTl9t6eN+i15vSL+vEmrLVBed9C1rIKjjcIyI8HKWr0TZPiqkYDzDexm+L6LvW74iTzJ6iRfGfBaksA/sTrJlxTFb5MKAUSCRt0US/8vBgokGxy8coColBLF2NOGu5elt1xrWiZPqKibixQrD1m3ayfzvH3N15mPtkvv1MK2YTz45AB6b+bv1efWO1W/eLNPV/w0JffpDtdb31824R1v+iEA/R+HANVGVm6danmkfdbLj9eeXw1+NevRuuJ+KZjyYXK7Zoa77jQ2uT/53/8yNnugbNrHvoRfwakFSAWI9RedsW2blvbYwymtmhYNe6Vw8LOWzi2Kxg/ypu6HgN6fd65yxfjr3dqnyGRpzRpf7/1o9mvPWJ7uktr0vpS7/5XZrV3lznngpMB+2bZyXHrn1hm9HrFvn+FR7as5srJg6GuWlk2vP9W1fO0kb+FFgMQ6E5nxu23Fl/kvPV78+rPVB2aDL3ixYnAtCz/uBM9fkSu6fQPiH8GCPDQQ8UEQcSBjwQDQngBZ4SazKxgyS7slJmn06ZSXVzOvD9ky46G35nZ4a8Cn+57dkzU5yrg3IZa4ri6qxq0hQkpznMczfckQGJUksJI0JjhBN1VYGHhDQAEbxWE1Yos43gwlWQKLdikMuxj451ZnpFgXRgPxNsXSv6GNE38WkMGIp7DkTw4QZbbSX5423B2R3mqtaTlhqHCpMTMqSOlUAAmB0qiaoxFZfXokP3BfwReD/Mn7wBXtVm6zzfvUtugL+65ZheMGZT3cNO/ZLpUbvvXnXwDQczyMBZe8aseMrG7trz//SPXxCNZF15nIb95LbdvM0rlN0TsvZj3dNa35A7kv96zePpstuQZgAohn3XTV1e8zXnsm5a5/Z3Vum9OtdW6vjpXrvgT7ZYBkT+LB0i/fyWz5YPo9d6U3bZTesklaqybJLZskN2ucePedaffdY1v0OZScgrIzthVjLZ1aZ/ftWXtlA4CedSiqd83Lf/Lh9Dv+ld23p+O3iEDlNYBEgDSP+bhtyZj8Fx4rHty7+tCCoCfgjmsjsIkXPNMlsDF4+wZECEYQkjcr4BNeKCShMLtZx8oqjyK5lDlt1C4nDEMOpj25KaPF8qw7FmZ0G31uVucRhzu98PP8pXv0Sm1ZfH61uspLYd/ViLeghroaAeFF8WaoywkE3VRhM8uC2TocKFkSsU6SJHFwR2HV5aLqNJ/zgpKSQHF16mar41NJYS4nCIUIlxEex/31wKBoGL4vj7JYFV+eNtwdYW611rSc0Fe4GMyYUnxJMQCx4Fb5En7J/2JQ4j13ZXRrX7Xha59up/vSWuv4dwr6PnH9hcfSurQxtWtaPP5tN7mNrWEA9NxAjgM/U7Vvflb3Dlk9Olbsnu23R7EerUu3r/Crt0xtmuYNeq7m5xnliz7P6tU1q1Nz66T3fGmHAZIA9ACJ7tRDBZ+9lvpvWcqdd5gb31PQ74naQ0shEANgqLm0PuuVJ42N7rnes3PBB30KRg3M+/y1vM9fyxvW3/RIh+R77yke9wYkbIXsQ9aVX5o6t81+6RHPuQiAWABDIH5X+ZgBpkZ3Gh+4r+Srdz3aXQAGgAxP2lHbrJH5zz1S/FHf6t+Xg58C0HEjCLlAlAUqsHFdxzEZti8yms9Q3JshR0RhOvQfAukbBFL/P0ACCyJwaygGRuPRh48ly5yUpVyhzGWOGLQLr+k/PJjWeUPm3Quy7593vcOqzGf25X62jdr/4fikPs/mrB5jtRwGVsm/8g2XBCXCiMRGYi8kVp7g90gSSGN+Ttw+DlSEAIqNFKJWMPxwICllYZkQ2Akp7KGqKzDmiKsT9VUnMYLxNnETKYlIspt/C1BAfB3DzVbll6cTOROpq3BRmCzw1pBpiIGKK+Xbp5mf7Gy6586857qXzhxeOm9k3uvPpN9/T6JMppPJUls3K10x1pf1O7BaAB2HNA5AU/V7xPWnO2V1b1u+ebKv8BLr0bri9uV/9prxwfsLRgzwxezwaLeXffNuRocm2X26VR9dHKiIBlYPYPaXXCxf8pm51f16mSzlzn8XffiKO2oH+PWBskjb8nEprR5Mbdmk9LuPqo4trYnaUkttc0Zvqz29Lv+zwaktm+T1fcSz51tWvcW64svUjq0znnzIdWA6VF4DSADbFcfOb5Me7RArk2V2blu5/htf6RVgjZ7kw9av389/ulPJ6EE1l38AvxogjuMJg+XNkiKuM5G3b0BUYoOflAJSHH/qpgjdfqXJpjyZpo2g4kadMPT9ObXzGvODC7LumH+97eqs1/eYpl9K2p2eKk+MMq6ZXvh+n4pv3/VdXg9VBOeK0ejFE+2gB6P5ew5C2Xcl1imx4ZPsZnhjGgZI8gdbKMMnMKb1jnNKVFIADKOBhBQiadshsto3ZPgEbYYypn8ZEF+Lx3VVabZqvzydxDeRgvxJMMmghYDKGb+nZM4nmd3ame6609ihZVrXdqnNHjDIZPEyWbxMZmrRpGTOJ27DXtZDcIeQM8EZyZqra/IGPJ79RDv7qq+8mWdYt8YVvz/v89dTHrw/d0g/f+JetuZq9aH5GU93Tmv9QNmM4d6EX8EfB5DJVstrjizK6f9k4p13pDZvXDZ1uC/5OFur9TB7CocOSLrnLsuLj9acXO4vvRyopANVStYRG7Aq7D/OzHy8ffZDTSq+edt9KsK6enxql3aWXp2qf50L9msAKeBPrFBs1Q3up5DJUv/17+IRA2qpn1iv1p2wv+SzV/OebG+dOtSl+gUCwYsbKVEgIg7Ogtpy+wZEILG9MgRmB1EEjmYMSZdfkedQ6wp1xxITFl5LfP9gSucNxjsWmWVzMxovznxsreXNPcY5V5IOJcbGFqnKIY71yL1R68unDrENH1Dz/bRAwSUAA6e1eJpP8ReCgqg13KWaOu6wPMGsMZ5XEqL0mWxASl4vENmpMNk3nqtSYavfBEk3V12wPUOBeThBSk5iyiZGRNxiNyDiakkIemS2akVRJCUlFMQWDUBsoIpyMjtLZ32S9XQXY9vmKfffm9Lo3tQOLUyPPZTevkVG08Z5A3pWbP/Wl3eMu/+ACZ4u7lRuLRrxct7THewzhnv0R1hvrDv9WPGs4RlPdSkc+5Y/eT9AnDflYP6E98xPdSoaN9h57QfwaADM4GW8uj22+aMyn++e83qvqj1zAqWRrIPxXNxY+nH/zF5dCmcM92ceA0gGSAVIBrAAmFz0duvo/kXPdCj5/HXb0cWFu2ZkvPl83pC+tRdWgyMaIBkgvTr3vGXNt4ZnHrU81Krog5eqTy2D2mtOemvu4GeyerSzr/zSZzoObByXydHYkMdNJM4rBm7fgIhFLiqBQcSAJADjcCu1+ardurjvLqT222FuvyLzwYVZd87NuGu+ufO6tCFHktdQCRdNMWar0uYkXX6y7rLgrOPVO6ZZPx5QMXeUz3KE+8oVMVmJjU8Sk5CauyY4jrtxGN0KQvGrkyHWW/CII9TCTr1AxLp6F2EEQMnqlIgkSgo7DvyzqlMYlyiMdXi6QPOBDJ8hkt38i4GIeBXWo7pfzVYlNhcZNJFyfiMCoQSVSs9W0y7tnoofp5RN+qjwvb55b71QMOGdkoWjiscMznuqc3bXFqVfD/Yk7OYuiqEBNACJ7qSjZTNG5D/XtXRYf+eFLaw3xme96jiwwDp1hGPL1EDuCYCEgP1q5e/LSxZ8als7vpbayroUAMnAqtnSc67zq8uXjq7YMNEbtwu8KqhlAjE7nD+OL1/xhePs2kB10OoFr8nWAejZ3N99R2fVzB9mXf1VQdSmPPn3xWsnODZN8sfvAqccIA7A4HeRTv0e+6ZJ1q8/si8d4yI3Q9npquNLLc92s/TqXLlvLlt2CUDLHayLOCMXMRkfFLdvQKyzlWjYIMcSDUB5WVVhjUpXpD6frvtRFTfhhLbfNn37Vemy2dfvmJ3deVXmqz8bxx03rCNjz6Vr0u1KdyCol5EA0QBagHi2lnYR31vHvWmd+J4rZjvrw9NAPGAPyklZZ1g9pL/ksuf6WbflhDf7pL/0Arip4BGk2GIc6hGJRQeKEN3Ec0ZklPHcFvFBwS9JcjMDAkSoJN4+zk8mtDhQdVIKOw4UVw9Vst7qJPaiELUpCRQwRCEi/q8HkljATnB0Ble0FdiKNr5cE0ooQecRB6AHr9Kfc8bD7HKeXFt9dGVt1FZX3D7n5e8r1nxZMva18hWjvWkHsM/w1ABJ/sJrjj1z81598nqvbvbN06GGZH0ab+pxt3ynL34/VF0B0LB+2pt3zhmzz6ne48k8wXrJuka8JJt3xhu7z2f4FexXgl80QtEpNnmPN3G/N/88Gwim82hKgQZnJOQcD2h21ah227JO2vJO18Qf8OsPQukF8JGc22DAHQ3m3zzETjezz595wm/8tXzVWHO3NtcHPV1Lbwa3krspDLGFxF4IPueDQ/X2DYh/xEckHnH4WXlZLR1ToP01UTfzqmHQgdQu65KaLohrPFffOiLtsXXpb+82zb2cfCxZl1jMWGvIGi/p/+OwCXQeZyyA3ms6UD59WNkXb1afXeWvuMZ9xYVEgqIYJUAsBLT+kgsu5baqY0sr982r2DPbcWB+zekVbvU2f/Zxtjp4nQjDyYhToJAf1eHdxMNVHCi585zAWkCtIUQUxitBqI7zMxTnSX5wFwr451YPw6V6ESGOCeaC/2Igcq7IZDdw008YmQZFGQOBWHAzbDXJVtGsU8t6tGwt5Ss44dRud+l2BSrOY+6NAdCDU+3W7swb+aqxfbOib94PXD8OrI71xLPOGHDTEODUO6BhPTGsS8N6GGAxNfOrwaMBrwZYFQANLAl+EjwMeDUQUGOOgfhjbPq14NYGXCqfV+n3qViPGjwa8KuAxQ2cCvwacMWwrkS2gnJe2VzyxevZj7cpmfS2N+c37jNzBcZPCmMyyWdysMztGxD/mKiq+9rfxypyqxSqfOX2mLhxJ5IH7kjvsMYsm2uRTTXdNTe554bEz39L2EjGn0mK1RWorS46qKDYJh5ktoL5crIv90z5ojElnw6s2D3Lk30KAsEZRmTmguQFjyzVulOO2DdPLRzxav6gZ4qG9yv9dGDpJwOKP+lX/MUA69xhNWdXsqXnsaODCE7A6KE576fgU8JwBRguidBy3xig88SUmBEh+RGfoLrgX3F0hn8bJxAHak1QUgyUlCZ5s9XxWzH+0TcgRvPlTiETOe6U4a6lQROZUOFSYpZU3E0UWgY/UlQBxAHoABIAUgFSuCN/dGxAGXDJ2YAcqx60HbqA7UrJ/E+NrRrlvPm0U745UKMGSAdI5S4gDGLXck1pOHRB4rUAen5WxNSFtHX7ukl+cKfmyIvndrAHz4hBOoxWm3UARoCcgJ2s3Dy98JUnivo/7vhpSqAyCurO6RCMEUnO86LI/+UbEIPqRQSAdPtJh5sscNB0tmZnbNy3Fw3PbTPetyjzvjnZDyzObLvc+NTm1GGHU1ZTCVGZ6qIqhcePwkb8wf1PEEWSL/+yfeOU4jFv2FZ/6Yz5hfVoAZK4CRFkm2JYt9prPlS+bnzuyz0yO7bMebpryZBXyr4YXDzslYLXemY/3iqnRxvb9A99+l3gp7Erg9E1wWqAWO4TMTU3sGkuaFUBxADEAcRyTxyni/hOdRrbFYsCRhWHhcH+VWN2VpB5EKKoHPfPgmiO4OiUBIqrK262OrKPONvDz4PfUNT5lz2IeNQjAkButtLjzxjuWYbPRUZjOom4hMf7eMSNGKXhOq7kjJGKsyP4ioUOQOs4vDj/rV6Fn/StPrPSXxYZdPNcXZobCzQ2S4CHwAossSW4jAR37QLxKTgyUCZE8U0WWmiNA0j1l1xybJxcMrSfdebwWvk21qni9pPQfGUQs5enUTLRYWg036NS/OkMUmri6eaAYWZ5JIHknw0M6ke0C6jcWqUqX3MoMWZptH74oZTnf0hvvcIim5slm5fVeW3GBwfTFl/VHdTFRGbEpFnVDg/FZdOCYAR3RwruJ73fGuk4ElH87fslUz+qOrM2UEsDJGKxCQOgA1bpidtXEfFF3gtdcnq0K/n8tYofp1YfW1lxdp318GL7T5OtXw0qevVJ64S3XdfWByquAGi5C4ITsCVvHfevitMYBiCW87dxnIlE8UIsRic+DyvngAx3l1MMgAr8wa4F/XksR0Msf96A5tQXBemEaEYMlaExcUsC8ThCUJ2Uqk5yCkyKqiNVlJyJFusqJdWmIN7864GSxNMAZKaNnnw+oclKc5t1pmWEjjvGAtdP8YjG20SBGIUZYprLLVCOgoaPDkDnTf+t5ujC6gOz3KqfArZL2Ewdsok4nYIJYgIjCdEpx8hQiOSIyssxgpFMUcsMgIatvOS+ur7qlzkV0T/UFl4K+GO4U9NJfnokYHI0xlUG/idvQKx7PAHS5qTSy5kr17Xb4vVTLia9uiftobXp9y/OaLoo66EVGb22mIYeSV4kN5wxxWZXKPwBuSjQRl4Lj0xp7FcFQEyghnCqd9iWjS4ZPahyx6xAxTWAeExTNcDGsWWnK9ZPyH26S3a3ltbJb3uV28DHAMS4QFPjoXwVl33qHbU/z6n6eZaL+dFvvRw0cwHHNW/WEbf+Z7d6q5v+yRO/x597mnUSmDargFUHHHJv1gmPbrdbudWt3OpWbfXE7/FlnwxURYGfwrSfEHVNDaBmq67583/3Z/0WsJ0DXzRbddmbccit2uZSb/dmHGZrIrk1d5S/4AE70iIiBOt4oZAUUFKa0pEUB5ScUsejA6bBahMm3vwTt1g0HIi+/pJjPWIAqMxy+tsLCU1XmduuMy2V62xOCruYQRmCIXKsTVKK4UhLEQfknJXQAGjAT0N1JBSfheLTUHuFq9IQ1ilDAMV04vpD88vgQEG2QYAvCmznfMVnaqojnawywAuBSa5feFiNF0DE/8/dgBjsP+3200mlyiNJcfOuJXx0KOmZH40PrbLcNS/jzvnmjutM7x1IW3Al8Vd9nCJblVrGWJ0KbMKR4shDfEQBCGIdUiYSQMP6lf78k9U7p5d+OrBi9YRA0VnuEmGqLq9xygOqjYVDX0xv06zos4FuxRaoZQCMAKkBSPQHA8NaMpB9xmc+6i86xToZAD1bQTijNloXDC8a8VLRsJeKhrxQOv7Nyh+neOJ/AY8imAcBaNmKq7XXfrBFjCkZ83rR8JeKhvcpGvZi6VdvVmya5FbvZKuisZs5CGw0knVZvCPSQ26t/mVu9W+LPcYDbMVFj3Jb+dxP8t98Pv/tF60LR7non8BFAOi47B7lPmio0FybKI6Q8/2/MjSQvKnqSkz1aSxKkotkhIc2Cj4QxdQEX8QooqH+ciAy8UH7wvsczmKjJ541NFpubrPOtDBKV1hFYtd74fxEQxI3skrMt4kZQmI0oJ1VijoHH9Q0Lwl+fA8pzjpxTkBJAckQdOIGAZWnpIC4pP7YLOwDlQ9olsdDcUWEHSde+T9yA+IfGVaNl86tVOmL4n5P0i24kjhor6ndKsvd883/nmtpuiSjy7r0N39Jmh8Zf8qkTS9XeQMUP+wnMX1CAqZELwh7cECqAWLAJXedXmb97HX7gs/8lt8AYriwSw0Qwxadce+dmtOrQ3r3thV7ZoKf4Y5y0nCTjNzNxXUTQ/FsFemM+sE67f285zvlPN46t0/X3Bc75T7bsXBwL/vaCZ60w6w3DlgdW0O5ldusM4fl9u2e+0LnvAHdc/s/mvNcx9zenYuH9avePddfdIGz1ySfeDVAbKAiyk3+WLFkjG3qiMo9c90pB7wpBxw/fFvY78mszm0yO7fJebarddoQt/wH1h6F7TgjMI7hbaLhh8cICj4/cSD951Wn+CQJzC4dGigQMcl//+uBaLQi8oKP3GKjJ5wx3Bthbr7KNO9qfIEDFSCkuknxOYaAoUqKSUI7ilTc9CUlxbpQPRK3GYpOUkoceEnBl9M4XgbLM/A4Bo1QuahNZKNJFEWi7zTw5iQ1Q0zEPwUoByBsLkaZp/0pRv/VmZR+O0ydVmY0mn/9X/Oymi4z99xiHHokZTGZcNwUk1zGWJ2UnyX5E44MJjBJRyK2myhW1wFo3NEbrWMG26YNc8ftZj00F3PFAMT7Uo45lo7JebRNdp9u1RdWAOgBkrndCSTnclUAOoB4gFgAjS9pn23OsLyXuhW91ss2fbj9x2/LN00sHvt63gudC999tnLPLG/BZdYT67Ocqvx+Uv6Ax/P6dLVO/8ixd4Z953TrqjElk94rG/tW1Y/T/LknuN3pAisTD/5YJ73bNn9U8Ud9bfNHu1S/ePPO1VxaVzZ9aPGIAWVzRpZMH5b7YrfcHu1s37zvpn4CoLnPeMXmTKBURIjhJwmUFPGNVsdlFN7wCcZYGGMayqD8fwNJLM+jUBwQTLTvj0hvvMQ052JCWbUaiw0JqW5SmCMJY84IEUlonQdlUTSfsQ0xu6SoTUUIW0xgbeJCRIqBj1BcUpLSF4xQuSjoYfjL1P+FNyDi5ok/Huf3AAAgAElEQVR0+cnCGjqxhLlsVP6ojJt4OvnZremNIiz/mp/RfGlmj/XmN/emfXfBsEkddyY9Jtmu4q6LEZ/4jQQguCuR5gtAwLrgSyxAnEu9rWzie6VfvV1zZrW/9DK3RqwDiHer9lknDyvo2aFkyAsuahNAPHdnMYGdCUQAMAA6CMQGii/W7p9T+HrP/Be7V6z6xhNzxFd4xZt3oers2uLxg/P6PVI0+tWaqz/47bRLsbv080F5j7Uu+6y/W7UN2JiAW+ktOF/L7Kw+usJ1ZWOg7DSACluVRhof77dG2tZ9l9vviYIP+1QdXxWooH2lkZVHFpfMHGJbM94Vu9cVv7t81oe5nZpkP9a+fPVXgbIzEIjlIl9B/ovLCA0JxE9x/nv7BkRJIM1XSBqTF5llp6dfSmgckX7fAtPscwn2WjXm13G1JDEFxr+7DcUQEpMmUnUK298WZkIgDOtIPlBg+PAX3Ozi1fECjBQ63M5KApFi4EYfp1b5X3kDIuKgstypislX/5oUM/tq/KDdid3WGltFZNw3P6PJEtNTP6Z+cTJpPR1/waQ1WZmiKqrCTXlY1Hf0sRp6cM9D8F2NgOlBLuNT4GoAnTt+n3Xmx8UjX63c/J035TfODuoBYpzyrSXj3s5/unPZ52+4VTs4OJ4LIOHpWW+Mm95TMePjor49yr58z63ezzoTgU1mA4m+kmuOkyuLPu+f26erfcMkX/7V2ujtxcP75/XsYJ30gSflEEAKQCLrjwvUMAFbZMB+hfVGYV2rc5sAWvCrXQn7C0a+kdGpdfF3H3nMvwOr9+ZeqDy8yLp6TOXhRd7ci2wt6YtcXfze08ZWD+SOHOiK2QEuBbfSLbkIw3Aywmd1BKsoAqB4Gl7B563kIoxkdXwNp+GbfhhMxKTo/W8BEthP6EWeZaenXzI0jjDfv8A0+3y8vRaFUSSfS2gyStkwhghKkvw2BSUbzjpBFwThKhUiCCX4JRmupBgdwTcIBKbkAiPD8HUVHw7K/44bEEnupS6aqPQwyaWaS+b4zcrE8ScTX/tZ325lgmyWUTYzs9Vyyyvb0yafjt+q0UZmqSx22uUnoe5+ajxypPhhoDhcxb2ZZGCLp0UxAAZP6rHyleOLR7ximz3SpdiF7ddROyM3F4163fzIw9nDB1fRO7gtNRTGB4TUwLpUNcfXlH06qPStFx0bpvlLowGyAFIAjACJnqxT1qWf5fR6qGzmMF/eGU/qwdLpQy29HrO89GzR3NEVPy+rPbPFoz3AFl4KXmDCbejFA7FYgPiAQ151ZlV2n8fNrZuWLR3jd0QBJHqNJx2/zLVt+Krq7Gpf0TWAZCg/Z503LLlVE3Pfno6TKwIVkQB6bi8RUkeSrwOSrAvFT1zESDEYrJagOlFfdUmSGoJIwVeMvwWImEOKoi0iy05PC5rIhaY553V2J6qLVFeJ+YybYAjJV0VEJ/NnsE7OrYWGGuB4RxCFuEahX/FEASceTxRwOnFKBCUp+OffgEggOn0BosZDZtmZS5bYCCLx3V/Tum20NF1ieWC2odHcuDYrk3v/bJx4LumwIcZUprA7SacP3/stCBsV2FyPIFxlMLyEVGCr4BdQAOgAkn3Xzzt2zSn5/PXSie/VXPqeO6giFkDjprYWjhmc2LZdyoC+5Vc3c+segt3XVPBbHdZFO35dUvLxq2XDX63ZtchfGg2Qwn1skOAru2rfMjm3T9eyae/5C35na69W/hZhGjJY3/5h48Ot83o9UvpRf9u0EZW75nqSDoCb5H9+GiReC6D3F1+p3Dfveq8u5rbNy5aO8duvASR6U353bJ9hW/6F4/gyb+5FABOA0rp+Ymr75ubnu1UeWugvu8p9RyHcfyt65CJ+hgJKPoKoh+AD8Sl1garQovA//HOrbfpRcjYFxVB17iHLTk+7lBA0kbPO62y1FJYUU1JsQfopGfGJWacIcZVTvaxTSvUIBzLYGCRFlBDYX3yICUoSfOWRSxEvKXfc7gmyUgL+yTcgIi4o/EBlO2h5lnKnVjPzfPwH+9Me2WC+a4FFNjur8ZLMpzckDj8Qsyxad9AQT+eqS2tRvKkQESaOTHGfQ/LzQTkWfOEeFd83ECygBUgIlF2rPb/WOun90i8GVZ9YDqDgtnDrPAm/lswemdyuTcrTT9jPrOFMJzIZFPcSA2Bi3erKA4uLh/YtHda3eud8f1Ekdy+wCiDWXxldsWtG3ivdS78e5Lt+FEDnzj5fcnRtzuThBe/1KuvfvbjfExnP9DC/+mLJ7FHuqM1s5VXuACEU9qoA4gJlVxwHF2Q/94i5XYuyZWN9FZEASV7TKceu2bbFoxx753nNpwHMADrb5inpD7XMebFr7W/zA7bLAPEAKu6zNpwhOKvRBCWNZTqSQFLEf1SdkKqOjKBSVP0mbkDESUK6J04vbgVgMIpMeCDCfP9C07SzukIHHpILIjh8DofkzxpJMgTN8+CDQsk3GoLqBMY6cWSKlxdrCJ4/3aiREXST4ndTrIpEiHs9GW5E/GNuQERuk+TeabefrnSrcyu1dHbMjljd2FOGp7akNF1iun9B5gOLM9qvNPXeZhx9ImUDo4vKVBdXq90+lS9AYdEEmukQB4xykatBzgef5BbHKchdIwsedFAxbC3hid1pnzOiZFi/qgNzgSUA9MHPV735Fyp+npHxWEdLxzYVW6eDjwYwAMRyhNEcUi1AKutUVh1dUTiif+5rvayrJ3nzrwCkAcQEz6rylVy0b/k2r1/30olv+ixHgpccsS4mkHM8QK33HZxdsfQry4eDDU/0tDzezT5juM90gMvrkSdXAsRADeGM+j5v0DOWts1KZ33iKzgPYPBmX3AcXmyL+Nyxc7bXdArABKy6fN3EzI4tiwc94b+6AqqvcvM2cj7HBPPLBMY9ms9PAfDPqk7VRxIyzSQmRKq+0OYWARLBuchplwxBEznljC6vQoH9KlZgis8xyRgKDQfJsaCQKtnAJEA8pnArIWiTFLWJ22gkbgU/ERQDxYiQzotJouu9AZHi+yjcQv9ZQOoGgRRHmxyAqvSolPlxu+MTZl9JHnIw7fkf0psvs8jmZMjmWTquS3/rQNqMq4a9+jgqW5NezlT7kCOlG9YvPOJAQWX4uRvJyReUCqnBr2QzDlcu+Ljg9Z6VWyaBJ5pbltEHnArXtQ25fXuY77u7bOw7/uQjAAYAM0Ait6qTBBAPLANuBqyXnBfWFUx4P/XZJzInjXJmXwS4DpAGYATQeZJ+LV/wWWH/HrbZw/y5x+ruqwMjgAlAA9ZIb8oJ2/kfs78dmd6+df4rT7rITcFIlrNrwT0QWvDHejMPF381KLN9k+KPX/Uo94I71lt4xfF7hG3dOMfBRb7McwDJAdsV2+JR2d1bW0f1Bd1W8FHcfk9SNMtDcKxGKo4H7JJAAT//k+pIRpIkUXwgPgIpkaDpWxJIcol2+v0LTTPOJpRUqURleFGnFEPIEAzBq6MgVFxSMJoE4pBM1ASDkZBqk8DapLDIRsEnD2EXhJaIeLEKCeJNkl+SCX8DIrLWAuP6twCDZpHwsaTDQxVWK4xlzLGkmG/PGV7YkdZsheXO+Vn3z7vecllmj82mDw4lLYzWHzfFGezqSr+gL7iHxDGGooEJfawsPooQ62hEKidLFScJJQtaf8kZ+4ov8vs/bl8+mi07D2wsd0ypJmA+XDb1o6wOzXOf6loeMdGtP8La1eDSgFsF1apAOeMzn/LQP3lVWwIpe30JO0s3TU569smUgX0rLv0AFWpwx4Ir3pt1zrFzTsnwV4rf6e3YMT1gPR+wX/An/OJLPeYviAzYFAGHOmBXeLNO2X+adv2JTjl9etZGbhJFkRSACsAQcF6r2DY5/+VHCvs85vh+mu/6BW/BRcep5eWbJzpOLHcXXva71U7VjrKJg/Ne6V4R8Rmbd5Lb2c5wIQBiCM5YJAg8TJMESqrETVdnRDIKr3t06Im/WxBI4SZy5rmEsmoNpp+oPMn/qEbFnwekpBhCYNIkuVo4k6n6ZCQZmZKiWUhJ7II20ZgSY0d04m1KAvE20dCWDC0ZyRsQCb6Pwk0s86cCFQ0AIlcgd/opc7nqUob2e41u4tn4V7bp2i+Nv2NO6h3zM9qsynx5R8bYk2k/qHRXM1QpZXSJk/bUSVGOOS4kBpKfaCO8Cj4QT+uQR5W8KxE5TzTxoeRPD1N+0DhrIsu2Tyt8p3fF/E98qQdZN819lhADNVHua2tt417NeLi55fEuJbNGuS9sgMQ9gZR9bnqn88zmylXflI5+3TZvqFu+gbWfq6Y2Z737krFLu+LvhngurIekX1j9fsfeBYXD+uW92K104lu11FbWQXgNB6u+/9Y+7/PK9VOrj61xyn92XtlSs3eebcK7ec93Lxrzljt+H4Ae+yoGKWscgNKt21U+f0T+C11KPh1YG/mDO/1o1ckI+4YJlYcXV+efqyo4V75jRsnwvqXjBtWcXA21NLd1XInNmaCVSlzQSix+uQVvQMRnnEgOKf5+CwIJPNGedkZfUMmIylB8BVY2jCG4fUQDgcQGlxIricsIX/UNExvi2Bkp7ChoxduUxI7TiXdTDERtMlibOEl/7PqUYfsi0aZovF2BnjF/HlARFlgXQtd4Vbl2VXye6lRKzBoy4dNjyY9vSb93semO2QmtFsU9scHwwcGUuVeTdsUnENkxhdU0NyblfG+JT6kQGOuRNaRDA0kpBcWdIe79kB7gE8MKAIUfYmt9tPXYspJRb5TPGOoktwQqo7h9+0oANTguey6uzBs5wNS9Q06/Jyonv1W79rOylaNzp39cNP6D0nd6F/XrZp3yjlu9DUDjLz1j3/hlwcDH8wc+WTJhsDXiU9viT8s+G1g04NGST16q3DfXW3iVdWk9cb86lowre/elkjd7l40dbJ05wvrth6UjXy0Z0rds0vtVvy3zlVwG0HGeAHUkGEiq2Opop3xz6deDiz/tV7F9StXpFfYtk21zPylfO9EetckWtals9Ze2WR9XHVjiTQ9+eC64FQRnCBI0jak18ueKEEBJ5cHHnqA6UV91EtOEMApJiRhCYT261YBkcC5yKrfpZ+oZXX4lxeUEAtUlRfaxIQwhRQwRC04gI4EOhOlRQ7CjIYmLmJLCjnqEW0NJoKBNMZ11JlJwA6KAfX+L+IN/iSoPpcrV/KSM//r3xEG7UnpsNLaIyJDNybxjXvrjG5NGH4/fQMddTI9JLVUVVNEOD4ogBCYS+VKB5RJoDyEFDGM3Ef1iC0tiTzAHV7Og94HGcWF96YT3yr57v+rsan/JVYB4LoRXAsSy1qtVVzYVL/y8cFjfsnefK/nghdTXnovr84z5jRdso/rXLPzIdW6pv/QCgAH8tC/5l5qfvikZ9aqp/9P6fr2MfZ8ufee56imDXUfneLNOst4ECMQFCs+5z66unD2ydGj/4qH9iob3K/54QMmXg8vXflUr/95XdJ71qrhTIxWY0Wc4HdD4yy7VXFhTsXlixcaJ5cvHln73YckXg0onfWBbO8G+e2blvjnOq5t8ORdZZ/CMNQbLXwTjRzwqJBUUBxKh9QQNKrF+N3BIhxm9SHDhcx36VgLyNv3MPKcrq0YaK44D8AHeEHMWxho2REb1BkY3bUzDiFhgTMN0kwhtNxUgugERsZ7ih51U6Jj5TwFSnHWTe4GyuhRGK01eV+2MjZ142tB7S1rTRWbZbMsd8zParMh4fotx1BHDRlofeV2XVan2BILeMgrbZKPAbCKeFJBY/kuIBKDAeC3IqQX5Go21SfHzdEG6h2SjCp7P6Izaap0+onTSe47DS7y5wQsRVdyJLDEAetbNuJMPOfYvrlj2VdmcT82ThqZMGpG7+KuaA4sgdgfYL3BH52qAVbEZv1cfisiaMzppwrCMiUMdayYErq6D4jPBy9cB1OAnofCsR769aveiik1Tytd+Y9801XFomVP3S8AZiR2IS4q6GdQnDYA6UH7Vk3Co9vzGivWTSr9+v3jkwLLJH1Zu/M55dr1Hvz9gD57tpufsIylSVkYkfTmWWykxfv7tNyBSfMH9U0wkDUBm2+nZlxKaRZgbLzTNOKcrkTCRCqwRClPgepPierNaVBKv3pD0WYBdbHNIPjCMhpAheiQJFLSJm0i8fQZC3ICIyPpLP0BkgbB6FYZy9RlzbASp/+Bw0mObTK2XWxovNDdZZGq7yvTCz8YJZ5N/0cXG5SsLHeoqr8YPNBYw4rxgOMapME4RnK7gizCC9A2nNvysPzK76FdkFCSrxwHEu+m9FQvHWL9537FrrjfzXJ0h+2P0qgC0rEflL43yXT/jsRyuNe2vNh12ZZ0NlEaDU4ldycAA6MAX5y8jnBknq4yHao2HfTlnoZIEFp3eSAHQ4FeyDtpfHOnLO+/NOefLu+wrJQJOBptLJaW6SXMdUQJoWafOb1U45dvtq8ZbJ79fse5rl2JXoIxka5Qit0GJnLxSJH2xOEIBJZXnJqpTUgs7kgpJhZC7JJduHaA8x04vvGRoG2F+oG7TDyXaziKoKLnSFZ4hSFsIvpWk+dUZvjjCEC/ATjZsYQf9iqZu0BqOeJgLgGHaRCThw7zuBkRGlH2QfM+DT8TS/wGQ5HszRd0OHq/aaNNGZWp3xMVNv2L44Ne0bhvMsrkW2ayMVissL29PG3vcsDhKvzs+jszRlNQq+Hu/Ja9JobEuoIhYgXGKkqKWElFLh64uAIqxo+rB3D8WQO/W/FqxfIJt4geOH2d6089wUSSJOUya+zQwgTshPLjpJxnAwH0vGAlAAKgBDABpAEnBizQBUgCSuI8XIzm2aAD0AAbubxJXnuHHaChSwHsUZIgGwAiQ7s0869g3z7bs86oDC305FwHSAZI4b0FgcYQ4lRMwGeHF1UwSKKlRN1edxF4UUlqKAkw8BaG4n8RA6pYBUgBEtp2ed8nQMiK98ULTtLP6QodSKrgjMaCggzTXFM4Qml8dKQYhVRKvTkhhx4GEFHZSqk0cSPIFx5tq4COqF4joJEUkoWHOAHcDIr6agXtd8k99CIGpDrCk20/mORSXLeo1Cv3IY6nP/mhsu9LUZHFGowUZzZaanvkpZeI5wx59XEyeuqCKrnSRLh/JN/zoncECRkKEFw8cGtIvxArJTT94mygIFW9gRo4oaMRjAeLdCYcdGyfbvn7fsf47b8oJLopUcM4TX18KYtQAxHInwyNbgLqPbpVRYSVR0oHEz2AhoRJz1HjEhyYiBFwK9lQHkOSxnKn8daFt3ZeOo0u92RcAkgFisZgC340hzkvEvMXVrOG6d9PVaSy0JEK0jFtJlFhQIYDMLQNkAKjrdnrGpYQmEemNgpt+ajSYNKmwEV8ohgjYQmNspOqrgotDEjvZMOyhhqS4Ci4+AlMMMTAUnQKSgmRL3ICIOhPmFjrqxoEEFjZGAkRXeRW6IvWhxNj5VzQf/aJ5Yl3SfYsyZbOv373A0mW9+d19qXMu6vbpNHSOKr+aZusGLbpokBARpsSGOtrThMd9KEyWrC52mzQ2pYX/hM8wKvndVPCxo0w2yEkNQIwv47hr/yz7t+/Zl4xzxx/iQkWk7mhCDXewyO7jQAbLU/DogBD1SFAdd5uCqARJH+dSsLoGQO9OOlaxbXpZxGeVhxZhswSEFP/xaEL8DZ9YzSSBkjKS1NKGVEdfJYYiCddSAXNufSARnItsHpHeeKFp+ll9kUPZMCUPJSMaQ4Q8BD5w8Ll4AUlI/28Uuzilw8vjIhZgx02hYJhLAgWmQ9Jw/RFFovMiFXw3S2DaLzCxioYBKQxIASj9rKrWR9lqybQS+rwxdn5k8su7jc0iEu+dpWs8K6nZUsvjmy3vH0pZEG04a4q5ble4fHJfALkLAntw2y9whshwoL7Q/Gnahri4MA5W4M1I0YOwC0hSA2ih6FTg7MLK6e9a54x0avdy92TiPBdP55EYkOYUSODJ0Ys8bI/wQECBIUVAWgQMVtcAxHtTjjt2z7VvmFB1eqU39wJ3jxjeMsGvjt4VGD/FiIjQQEk1u7nqeKokl2oTT0FwoYuZfKsBCQB5rp1edMnQLsLcZKFpypn4vArFjSSCYoYg98/wWYfTQGCsI/kz+/UejSGJXRkCOxlimCtEeR4uYiIsUNwmiZX5Q6MEUaTYwJPYWEIxBdUwIMlVpwGYWq/KVK65nKFdT8d/8VvyoB2mTmszZHMzZNNNDy5K6ftT0tdnErdpdZfNWkOJstyt4M4ow/d+U9gcE8VHgbs4iuskxSeMrK96+DZRZIRXx4GopLg6CaABiIOSs3BxkWPGO2WzP3ZqdnN7CRHT8IkwsRfFIz5J7EzDeoRCe4ovaPH0HJK+EiA2UHTZo97pkm/2JO0LVFzBtBPJneZowAMBFGPeEPYwuieppTiQ5hNP8MXRwKlkQRducSCZa6cXX0xotzS9yULT9LMJxVX4oA5fXZIhCimgeBKfxAbaf8LPerGTmE7Wi10wPR0KKNAQlIKgLjAgdQMibtEREPkNUvQeCli3kOTw0PlVmqTi2NOpcaupuJG/6buuT5PNvX7vnOyWERmPrk8buCvl67NJu3TxukJVlYfkrxQTfP9ASRFGcegIfqqIfkX0UPxsK0wXxG2KsctDhGx4IoATrwHQQdlF/+VlFdPfs04f4VTt5u53FXQTp4TmAwUUimNDsesO1U25FD/DAFXgpaD6GlRegZpI8EXzFzrFkmI4RWf49vFGsYciXqyl+L4uBb86yY8OJLkk51OrkOrCLQuk8iroiKsJHVakP7jINOOcoaxaxXUND+7w6Cx8xCdmnThkEzM5lIzE2HEgHhvWa1UksVPYoFNgc1yECChGhC9m0CJdEt6AKG/wLXRhgMERGwUQXVRDX86MXU0bvjiR2v9n42NrkpouiJfNTr5nceZTWzLGnkj+SRl7xaSOK1DnOhh3gMTuIcAHPwqFCI6nyGogSYf6NAj1Sy5VncZKivsluM8Xr67AjCDyeAh7cKIQv3WIDC6tsI4oN7W5fOpH1okfuKjtAHqAOMw94nEWLQIiCvF4E8fOYHqgkBIKAkoKOjyQ4ggLXuRA8b/zU/A7S4pekEG/IeySalZvdSU2mGmOV+FvQCS4GbFQXbjFgUSBg15DGrqtNzddYvrujL6gksY2uyANQZqMgAK3IalmuKqTmLIpRSUpbjqIEE1nC7AjA4cbLzKEkgvaRCarIcNcAMQR4W2SWJsIqBTcgEjzjbcgQsE5SGN+DAGDHGc8AVVpLWMsU0RZlFsY7cij+i4bUmULMmRzrjeaa+wYEdd/W+zXZw2btQlUjsbqpEQxI4V1G0VkBDbSJJ0hiekB7mBRSVJUHe+CpIkUDG8xdhwpJWI0yW+EAdAEnFSt+ueyKUOtY95yybcET/rh+3ACYzJOtjhcxeMsNFrChAwUv5sChkiiE3QT+XA1RrMCUywBQ0KxTqxmAiBOkjgyvaHqNKaciEu4PiuxZgUGBe/CrQwkAeQ8E3k6Pr8ShReCigI7S/K5hOuemHW4iCVLClRX7CbFioFXJ6XaxIEEHzsjGg5IgWmRYhBSbRKiNnG1VwpuQCRD80UsJJLviILFCKefSbVqj6XGzr0W/+4vhh5r4lssjPvXzOQ75lk6rM18c2/K7IuxxwxMYjGT46CrvSR/9VmMncLcO4MNS/HwE7BJ0nJJVpfUIQGX8UElYKjAjxGYzASSZgA0rItyan62ThlqHTPYLf8+uBNIkDFhQx0Xv6SeoSQCxx5qOJH1MUQMFJSUY1SpwlanRDIVtCkQtCQwDPENr474gHMJ1RIPDFymTFhgqBTkbwFS+RX0smsJHVekP7jINP1cQukfNyCSfF29UXNGiKorQzO54WaXlMIu2SbBbxPHToWgExexGChpOtDwYfjfHfxxdw0p9b2dAhucAhbI8Q/+7G46tYyhrquPGGIiohOGHknu9r2p8eL0ZguTnloX++6uuMmn9Btp/RljrNGmZIEAiOIedAwM6g+KHEkMEcHpBIEl42jrE778L8d+JbgW8OoEVgu/I1seuk0CQCGqHmxTgYkBpXsk/yekHGrwE6DbXjVjaMWXg1nFBu6gXBwFye+CAjNPeK9JjhWCvhP8wkh7orGEggjBTxwoD1EyjDhwIMmlGjjr8DYVfEELgFGYaCSJD189WopXJCZN1BTSQEStQHBhgIpbCUhYaxSroxIeXombSEmPJU6KSYzbyOiEyanxBBYvicdM9SbvJGa5Gp6SK0NjR3TWmz6HbxOnVonOi1RipoTkHkGyI3BHBJrmLKvVXsmIW0oYhh1NfmlbSte1xqZLLPcvzui0Pv3dg8kr5bqLRlVKsaLAobC7FJ4Abp4EGAnsBU/f5Pyf5PzFEEZUF80+0PzAAWeKArODaPYwTJukVHWCX4yUoha9MAAa8JKsbodjxhDb2Dfd8o3cvJ6gJN4FSSCDCVWAC4/45Jhyi+NNQsTPertJSHVQHoLaelkXBlFQN+iwxIepLufrAIONfIIfy+BmVCzxfwqQAJAXVdFrKcMj681Nl5i+PR2fV0HzuyxuRKC0JBZ1CmZpQq2NBPnf8E0/obrQkIUdNE4pTAkVoVeQ8JEiCRS3iShB2lKXaKMjdUnOR4mtKfLPQbIU7gCVX0XHFKjOGOO+Z5I+/z3tqS2WRkszZLPNsmnpsmkZrZab3zmUEqFIPG6M1xapjTaFxa4w2ujkUiahmNEVKbGH4R78Xa0ritEVaTmgEiuDaql0RVpdkVZXpOI3gqpodEUxuiK1rkipK6J1RbQIKEYUqk2GX13DtcmIuiDdo7hiTVxRbGw+k3htl3n8h5ZhA5N+2xRbGhdTGhdXKK4lyRzULy3WBbyMgHi8JM5VAfECdMFuNqRkGKAk6/A2Ga5ZARCvqAlNfPjqAl5psUbEQEl5/ZOA8UV0QjF9JUPz3aWkDuvMDy41TToVl1WORivJDWGUEUoCGSwkQuEqiWX0ZIgYlhGVFKRfqLSS8soAACAASURBVKQiBJAUVRdjp7BYPjx2km+swgCRiSNEbCFR+7IQp47jrrXu8bOkx084vVSBQ6nM1eyN1025ZHhtX0qn9emNFmX+a1a2bGbWv2Zb/j3LdOdsU7f1aSOOJc6JNCySGxbKE+ZF6edF6edG6mdf08+8qp9xNQF79FJPwoyrhhAFEFCyEcGvBlELgpbF/zaQsFC/Sv80/Vri9GuJ067olm4/fOTDEWdffWPTqm1TibSpRNpM6UbEZIv7Jdn3MBwIxRBJdA0vGYZdDWlTkp8NJz4UneE1BC9TL+W39DPrmn5eZPyEc4aXd6feuzj9/oXGyad0OXYFlhRTnPmjsOk8MVAhHvWcsZAM2Sh+YCh4bmLTT6imJNsUY8fpZDCIGChok8B6RGGuggBs6zhuaEnRLBvj8dM5lbQiW3XYEBsRqR95OKn3T6bWqyyyeWbZdxbZ15myr7Nk32XIpptlM0yymaYWS1Of3Jzy/Na0HpvSO62ztF1tabPK0naV+aYeyYqWG/k3CJEE/odtNrQXbdZktFltab3a2H3qhbH9Js/qNerVMYdbf5/90Oash9eZ2q1uYGthytRLfL3d+RO6eSNthkHUEOJvTpoNZMI/6Wm32vLQakurFeb7F6fLpphlM02TThqKHCpuFDckisTnAVEtfMJXLpoJVfJDRbHpaPhnhTf0qSKOHQWVaC4e3ziJzziR/DBZsk38J4abUaw7xgI3rgSWoteFliyrdrhV2nz19ljdpPPJA3endV+f1ma5pdWyjPYrTR1Xp3Zclfbw6rROa9I6r0nrsiaty9q0R9andl+f2mlNepvlGa2WZbZcntlieWbLG3sybrB8wxvJ+M8Q3QxhLVZktVie2WK5+aE51IejNo0buvKF7660XJP90LqMjqtMrZZntFyW9f9Dw0139k/h/02I40aJ//+g85/2LMtsvTyjwypj8whj5zVpyyITKpwa/lIGKXoXAwl+DEWHDhWRnRKUpG4wKiT4MSkp1SbJt3ck30qS3NIQPkmNLK8YKGhTnDEjP/HHDYgKDCuDuZq6FxZor58urWU0+ZoDCbqVVMLMq4Yplwzfnkuadi5p/uWEpdH6CFK/VKFfSumXkvolpH4JqV9E6udFJcy4mDjlXPKUC8lTr9x+UqZeSZ56JWnGBc26E+d/PHZ6yVlm2pWUWZeTZl02TLuc9HeTd/v5xz6Xk6deTp5+JWl+VMLsyIQlpP6yJcblY6Qm8lB0RkkBUYyJtpfgi+b4kjQehIon8ig+InFsKABSfCskaJPgt4nvt8HJw7uJzJwYKEaEt4mXZNANiIJ1egXfq5AsUG4/YXNSGXZGX6jWFqjjS9WpFWqjXW0sU5vKVCa7yuRQmapVpirsqVYZq1TGcrXRpjba1caq2w//qdYYq9TGCpXRpjKWq42Ov5ue288/+nGojVVqU5UqzaE2ValK3IoAS0hNO4ojPgEQ7UygsLk8ml/yf+4GRCXfAyADTCOz7Q9QLh9R7SErXZTDQ7kClB8oFkgWyABQYR+Svf3wnwAoPKByg9oHNAtkAMgAx8zbz+3nP3nQuGP/GOSC4E4y4sOBgv1VJN8+1lsSBW5K/n7sMLEhcevfgCjeF4m3q+B3lcToQ3Y61L/y+v79X3jEHMCf/3Hm3H7+80esNoLwCt8QXi8Qn+lT8C0X0eCSaJoStR8eOyGqzojapLAd2STWTig6UQgZBihoU0xnnYmM4ZtIFJeSUn1Am9T/ds24/dx+bj+hHjqE5RKbHklgw60h8Z8ZPkV9Rip8m2HoFBjTMFY7jN1UBG9AROdFyrHIFk1kBk2n4CZyEvtJjk3xyrlGBPEqHpwTGBx/qRdI/DOB4Rki/umvpPMmpHAbeKsBxUNMHiL/FSSwksCG59SSJXF9/u+5AVHyA8RgE+K75QiuOfx2MUFJRA3JGQj8Mzjif+zBGULxGSLYJPE/yJzbz3/+II1SYSNUkC3iL2GAhGhlpuFrOAJ9JjCjEQY7wR8dZMMWdtCvgk0/uMNgQgDDtEli3Ptjt6YM2yRJcVxAK/EM5jdw/6DATDJeEt97id9BqsA2miIU+Mr9Pw4oyALEJQks1hZwIMhAwT5V9C+eWQgQCbBLkhSGTrxHBFZADETYBX0PAxRgx0tSIoYQUlySxC4uKcnkeoHhiRfw9p8IxIMgsYgbCAy+SG7exkvSIUpSGLBe7ARfHA3cHkTyt/LggTDFR1QvMPxOIAoZRhnnEFQcQYJPiyTjHSJEZBTmDjzcRig480rdCJC5NYA0dnwc8hO0qGRQGGr+l0u428DNlpK7IJvC2mQwROiwdBy7mCSEneSXRNUVnCcLvqjqA6IeKUMASa59RJK4pJJTDLGaKUT8VHH2SykCCrqplOp7KERIgcMAxbth/hFANCTRaA8V3DUESHDqih5C1Ob/3A2INDbYcNchmGfEvTTKrwUlac5i4geCoUAXuW5xm/8IIGJiDEAMdylrLDdE8ZkRhru+VccvwHADXsWd8aPiSsZyIlBzjWsBYgG0HCINZ4OC2PGj55XcVbF4oMpwzWq56sh5KrE2Ue+CNIt7hDOEFHGJAKABtAAx3Dm7eMngC7rJNpZDynBkqDAiNdy94RquIzivVBxPlJxoGO4oObTeqMRYp+VGBR4KScZH/wVAgr/HJVSy0pA20ViWTAGJ+koiof+RqDaMeBKLCpElEZTHU1UBdtwU4gwJBcRpUErRiaKNP+7RlrTlhNQ70eCSpFSVUG3+I4BBOWm4IY2GvRpzHhQ2ntV1Fx/WlQnaXDVXHT3Bf1EUqcHGOXpQzKXhDAGK0GmuvAoTsIprFqHDZ6O1XHkUDig5c6PlX61eL0MEJAnEzRlQVh0IqDC7jyJEQTdjuF8pLgynue7EYIaP4KJXnHUqzn/g/W1IhPJf8Mg5IYYKBhv44LxVcNoi2aZkSbQy8992AyKDTS6gWENs0SWTf8mSDAYMX/IfASQAqAAwHpZ2+QiXO9LpvOZ0RjpdkeAnAbQAcdyxjyQ3UOnKyislJedstgteLwmgA9ABKPz+aI9H7nbL3e4olyvK7Y5yu6Oczmsud5TLS7j9lMsjd7mi3K5IlyuS+zWytjbS44kKkuT1ku7/Y+86o6JIuvZ8m3d1zQoigglFwICYc84557jmuOaEYlYwoyKimAOIIkFyd0/OMDPMwJBzzhkm9f1+zHa/PQwgbnj33XBOH894qbpVfeupp26FrlsXoVajOp2eMTGNLlxVF4rXRoCaDjo6ySZaLVZSEpif71dZGUKQERsA0Woj6uqQysqw6uowrZYcLdmAszW1SHVNuA5nGIYTadAgvzieOh1DrUZVKkSjwXQ6MiVKgIwHIAQNIy/rQ1r626qqEAAegFgf1EylCqup+c+b1taG1taF16kidKoIUIWBJkKjRqqqgysrP9bVhVMYEwHAcJyhVqM1NWHVNWEqFfLLX3VMVTVSU2MAcSNA/i8g6vcVUj0pOmUq86t1ooYN3YTOxlJS/9rMLkbNTjcSohQXtTn1pKpqTEjqRCiuZQMREKmXoRnPyf84If0zhcw/SahvD7YWOCWVobLYJ0HBF9+/c/T2PuHldSLY/5yUcycv471Go3emWBoNMzvbl8G49ezZ0Xv39j58uD8o6GJy8mu1mgHAyst7x2Bc9/E55ePj+OGDk7//WV9fJ2+vEx/8zkpjnmQXBigTXtLp1/39zvj4OHp7n/T2PvnmzQkvrxM83q2iove5uW+53NuhoZeiojzKykL0MbgTE5+gEVek/DtVBf6gZQEIVSpmSqpXaKizp+fB+/f3vX59Qih0LykJAeDrdFhS8nMG4zqLdT0p6WVNDQoQCcCvLgtJjn4SEnAJQa/nF7wnvuFnENiijrrk/JoPwC8o8Ofz7wQFXRQI7hYVBVDm0VwAoVrNzEl/S/945d7tvVevbX/z5kR09OOqKkSnY+Xnv0VR5zdvjvv4OPr5nfH3P/vu3am3Po5BwRdjpY9KMnySY5+yWbc4vDs83l06/bpE4l5S4qfT6uHBr6yMkCseo+hVLu9OVrafVsOuLgtVij0++l1ksV3LywMID5pu6Cz8DQDZmMuGEfMYcoT4FTrJ9qV6f+RC2T80AiK5vlOPU7GGiPZPFGL/dSFC+EpcAL4OZ6VmvHFz3zdv3sjRo22GDu09ZIjV2FG2yxeNeeC2Pz3dByASx/lpae88PY8sXz7RwcHKzs5ywIDuM2YMvnr1p4SE5zjOFIke7Nkzf/TovsOHW48dazdhQv8xY2yHDeszbdoQD89DkuhHXt5nt22bN3my/YgR1voihgyxGjasz8mTK8XiexERznv2zFmwYNiFC5uUca8A5ABMr2fH1qyaeNpxlVL+BNfx1Bp+TOyrGzd2zp49fODAHv36dRs2zHr79vkhIddVKmZNLeLldWrbtmnHji0MC7tSVhYBEAcgkEZ5Xj63ccbUIT9tnslm3yLW9UhmNB51Uf3kmse7s3//vKlTBx46tDAy0o1YW/xlrTM+/vWNaztmTnGws+3Wp0/X4cOtjxxZxWTeLS4OYLNvbd48c8gQq5Ej+44b12/8+P6jRtmMGGm9eMlod7f9POY9j/sHt22bfebsBheX7Zs3zzp0aGlExLWSkhCASABFWvr7O3f2bd0688zZ9ULh48pKZqTo8fFDy6dOdjhwYIlC4UksPjCJV/gbALIxlDKIHTnUcAvhc3VS2QelTBapx3ubTokRAyTyd4qASFIkmRSj/DA26O8lbLCgJoTonyFEidU0IY4zYmM8du+e06LF919/81Vns3bdunVs2+6H1q2/nTNn+Lt3FyoqsMLCsFevTs+ePdzEpJ2JSVsrqy7du5uamLQZNar3nTs7k5O9UPT2unXTbW0tO3ZsS6P9H41G++67bzqZtB0y2PrRg5+FnNvnz/1kZ9erZcsW7dq1srTs1LOnabduJj17mu77eSGb6/rk2eFBDt2++YY2YYJ94EdnHI8CYDqf2dTVvNOM2cO4vLsA/Pzsj3fv7B83tr9JxzbdLDv16NH5xx9/MDFtv2bNNB7HrSDH75rz1n79zKZOs3ny9HBBYRhAKug4Xq9PDRvel0ajdetm4u5+oLw8FMf1TIc2EtiErp/LP39+tG/fzjQazc7O/M2bkxoNSx/WUQe8lFTvO3f2jB5t26ZNC0tLEysrsw4dWtradtu7d0lExPWAgMsrVkyxtDRp27YljUaj0WgtW/7Qs6fZlCkO167t9g+4unXr/N69zdesmbJ//xI91587t1kR4w0gB0hUSJ9sWDfdxrbr2nVTubxHxSXo06ene/cxp9FoQ4b09vU9X1uLEkvACCWMz18dkE2glFx0+9U6SfZhEDqZjehsLCVV2HTpiGHl67FhY0LEsHSm0bujRDIGxdOkCo1pt55OkvdRYy+y3ilz6tsy/wBhgwU1IcT+JCGiH0xwnKFQPNi4cfIPP3xr3ddi9+4Fp06tXbJkbM9enWxsuh44sEIkeiQQPNi8eU6XLh369euxdescZ+dtZ85snDp1iLl5+2nTBr94cYrFcnv69JSLy85Vq6Z16NCGRqP169dz3fppLs5blVHuSrH70QPLevex7GPdfdGi8SdOrLp8eZOT01onpzW+/hcS07yevDzer585jUazsDC5dm1HeXkoAOZyeYt5l05TZwwV8O6CjiFi3F00f2yXzh0mjR3oeHz1mTMbZs0a0ap1SzOzjlcvbk1VPHO9utXGxnTM2N733Q/k5YcBpOCV4TevbOnYqTWNRmvf/scjR1bK5S/Vav2OPAoQZohIOnmVXkGB/+XLm1u3/oFGo7Vr19LZeUdeXhCAEEBWWYs9f31y5sxB3Sw7jh034Pjx1c7OP61YPrpnz04DB/Z2dt7FYrm/eHH2yJFVs2YNbdXquy+//GLs2IGOjhvc3A6FR9yOQG4vXz7ZzKz9li2zXVy2jBtn06VL2xUrpgWH3AOQAcSL6LdnTx9i1dvs4KGlycne+fnBZ89u/ubbr2g0Ws+eZi4uO5KT3+O4/kSBniLpFL/jLw3IxvgI/T3q2Rw2bA4Xf7Ig1LDy9XizCTKllo41Uk9j4qMK6xVUj0yZlFVspvFEm0HxRTGK08v4A4T0zxRi/3Uh6XIzALg6HSs62nPN2ilmndtt3jA1Vv4iJ4cXGOi+YcNMG5vOEyfa37mz18Pj0IgRthYWnY4cWc7leuTkBKWk+Lu5HRk0yNrS0nTXrsXh4a6ZmYE5OeE+784NHda3XbtWa9dO9/1wIT3VB9Tc9NgXB/cuGjzEasWKia9encrMfF9ZiRQWfszN9a+oYlSrmG98zgwe0oNGo3333bdr1kyTSj202vD77vutrbstWDiGx75VmOvjeXefrbWlXd/u927tS1C+S0l55+N1ZvXySWNGD7h9dVdKzBPXq1vt7LqMG2fz4MHh/PwwHI/JTfY6+vPCDh1atGr1fc+eZitWTHr//kpNDRtAQkEzOQfBALgAkbW1TIHAfdeueW3a/PDFFzQTk7b79i0TiTxVKjaANCXDZ+fe+V27th050trN7YBS+To729c/8Ny69ZOnzxh2/ebPaRn+hYVIZKSns/NmW1sLc/OOjqfWJiS8zckJKyoKFYvcly0bZ2FhcvDgCh8fp507Z1pbm44e3d/zsROAWKeL8n3pONTBatiQ3i+fHq6rDk1MfLVz57xvv/3im2++6tHD9Kef5qCom04nBBATcGJRltL+ooBszqyW2fj8tznC5sypWY2kJDkLIeb+TZgObajyn5ySsxovvR5Kf+cIiKR30HTcsj9XiP5Jwgg9RWo0HInk6fIVU8y7tHc8uEhVycbxqpgY/mmnbcOGdXNw6LZ794IjR1ba21tNnWqPIFdravgA0TpdrEz2euvW+X37WsycOerFi/N1dVyAxMhI94kTB3bq1GbfvsVRUY91WgFAYmry25/3LR4xovfWrdNCQpyrqpgAcp1OpNUKcZDjIHz77sywYb1oNNoXX3wxeLDN06fHCwt9PR4esLXrsWz5RCTChcu5fWj/Yus+5iuWT45RvNRqFDqdsDQvQIDdfvv6bLTsaW7224vn11tZmYwebf3o0dGCgvCaGh6G3Ny4frKtrdmYMTZTpjhMmjTI2XlnSUkogMSw1yHEwwGQ5eYGP358dOHC4VZWnSwtO9jb91y1auLLl6eLiiIARBzu3Zmzhnbu3HbPnvlJSa81GgGAOLsg4GPIlecvjrP596tVbABpTk6gp+ehwYOtrKzM3e7v02i4OK7Q6Xgy2cNly8ZYWJgcOLAaw27fu7dj/HhrW1tLF5fdNTWMkpKw82c3WVqazJoyWMJ2hbpwJOLq6jUTunfvYGNjMWBAjylTBj9+fFKlYgKIDfkR+esDsjGUokRvr/ean6WzOTszWOMpm8kk9Wz7WYd+MCJL0/Wknu9pUGisk6wJ6ZyyyDjaTIpHihkyOma4aP07Chss6H9QqG8zrlbLlsmerFk7zaxzu5/WThbzn0ZFsZ+/8Fi5co6Dg8WUKTa7d8/evn32iBF9t2yZlZbmBaAEkAMkFxejt27tHTvWdtSofjdvHtSoeQDp8dEPp06yNzVtc/jwMqXyNYAcID01/cP+Ayvt7XtOnz7w5Mm1L19e8va+8+7dzdDQu4kJ/nW1mN+Hs6NHW7dq9X2bNi0tLEwOHlwmFLrdurXL3t5q48ZZoaEuvr5O6zdMHjy41/HjaysqEYBE/YY1aFlVFYhWxy8rDzxzdk3v3qZjxlg/fnysoCA8Ly/U4+HRRYvHzps34uzZdceOrRwxwmbLljkpKV4AYgK45DxFbxwegEypfHXkyNIpU/otXDhi/fqpa9ZMmj590PHjq5OTP+A498OH80OG9O5q3vH2te2AMwDkADIchOWVYQUFH8oqgwAEAPLCwrBnz44PHWZt3cfyicdBABGAEkAgkT5csmRM164m+/evFos9Q0IuLVky0tKy49GjK7Oz38vlTzZumm3auc36VVMy4r1K8wPu3ds7f8HIuXOHHziwaOXKCYMGWZ08ua64+COAiOJHoERr/qUBaSw0PmGDNvswTWNC0tdrzgmbeimbYJLGuli97I0dD6I3u55kEzchJB3GejWh+rBMmtHRcZLRyQHh30M/DAAujrNiYjy3bp3ZoX2rAf17/Lxv6ZEjG+bNm9irl8Xo0X2PHl1448bGXbtmjh9vt2fP4pSUtwAyACGAoqQEffLkxOzZg4cPt750eUdtNQaQKBfcnzx+oIlpm4OHlioULwGkACkZGX5Hjqzr3bubhUXHIUP6zJo1Zu7cSQsXTt61a2Fg4MXiYr8PH86MH29jZWXq4NDLxqbLsmVj3Nx+3rt30aBBvffuXRYRccvL68TadePGjLE5c/anktJQABlxjl0EIAaIrqwKunBhbf/+XSZOtH3+/ERhYURMjPfJk+unTh26dev8wMCLDx8eHDrUeubMYTzeXeLYOYsYYDFCmxBAxOXeXrp05OjRfY8cWeHpedjJac3w4X0WLx4vEnnW1iIvXp7oP6BHdwuTh7f3ADABJMQxewFxnIgPIM3LC3785OjQYX2srSw8XfcBsAFkOHDFkR6LF481N++0d+8KheKFTPZw5865Xbt22LRpOpd7y9v79Lx5o2xsupw4viYjLUAo8Ny+ff6kSYMPHFgeEHDu7Nl1trbd166dqlQ+I87hMwmKZ/z1AWksNA7491sO/ZA+FNXjQ4iCmk5JfX7FoZ/GVDWos+l61jMIvRHHFjU6ZI5RBlQEAKUR6zLkSgT120GSvNE/QIh9ppD+XxeSSOIA8HGcpVQ+3b17fuvWP3z73Vc2tuYODj2srDrb2FgcPLgkPNw5MNBp165po0ZZ7d69MClJT5F8AFlREfrypdP8+SOGDe1z/txPVRXhAAlCvvv4cfampm0OHlwSHf0CIBIgPjPz3cmT6/r27dGlS8dBg3rOmjVk7twR8+aO2rVrTkjohbwi3+evTowcZT1yZO81a8bPmuUwY8ag1asnjh5t079/92PH1iGI68uXR1etGjl6dG+nMxsLi4IBpAAsAA5AFIAcIK6mNvjCxXUODl1nzOjn4+NUWoqx2Y9Wr54yaFCvbdvmBwdfefDggL291fDhfd++daqoCAcQAXAowGDqD/RotcwPH06PHNnHzs7y9Om1/v5nrlzZYGvbddQou48fL+flvXv46GD/gT379DR/fnc/AAtATNBrFEA0QdmSnJyPno+PDBnax7pX14c3doOOASDDcV6UxGPJkrGdO7ffvn1hYuKroiI/F5ctvXt3mTdv2KNHe44dWzpunN2MGQ7PXp7KyAt++uLsiBH9Bw3q6+S0iU6/fvHixt69u06fPiQ8/Gp1NQYgAmABhBGbNn9dQDaBUrL/Uz8O/hU6qRNP0lb1vjBGGk9J2gr5O0VAJMcccjL1SS7/hzwIYS8egADHWUrl8927F7Zt27J1m++GD+89derQBQvG7d+/FEFul5SECIX3duyY2q9f5/XrpynjXgHE6Pdei4tRd/ejU6YMGj7M+srl7VVVKEAyT+Qxbnw9ioxLT39z7Nhye/ueo0bZ7tmzxN396KNHJx+4H/H1PZ+c6l1SFXrP45DD4F6TJ9mePrXM0XHFsmXj7O27tW37XbduJsePb6DT775/f3rNmjH29hZHDi8vKQoCiAcQ4ji9ujqouMSvsgIrL/W7eGHdoEEW8+YNCgy8WFaGBARcHTPG1sSk1aTJg44dW/nTT7MsLU2trS2uXNmamOgDICY2hRFi6sEF4FVUBLm77+3du0uHDj8uWTL61Knla9eONzVtbWfX7eHDfUqlx7NnR4aPsO3d09zj5h7QMgAkAHwArLg8MCPPr7g8RKsVAEhJiuzds8vDG7tBxwJQAAii5Q9XrhzfuXP7TZtmJia+wHG6j8+ZMWPsxo2z2b596tSp/YcM6bVnzwK+yCMt58OZC1s7dmxvatpp1epp585tWLp0vKlp+2HD+np4HM7KDgSIAuD9fbGtfylmM26XaI4qOoVHGI27io2lxD7TKyQrT3Xt6+lEDfkONWRJlOIyI5RWZv6OERBJvqw3IGAURjdeEfjtwgYLakKI/UlC/eySj+PM2NjH27bNMTNrP26c3bVrW16/dvLzu8bnPyktZQGIZbLHu3bOtrRsP2fOCLHYAyAGIAEgs6go7OzZjQMHdhs7xu7evcN1tSyAJDH//oRxA01N2xw8tFQufwEQBZCYnPx69+45gwaZr1491svrRlqaOCcnKjsrpLg4TKMVq3HW3fv7Bw7sMXGCze3bm9+9O3X06EpLy440Gq116xYHD67hch+wWbd37pzVu4/Zri1zqgoDAdIBpLl5fn5+Ti4uG4P8LmUlPr98bn3//pYLFo4MDr6Sm+vr6Xmke3cTGo3WqnVLK6uu5uadvvrq644d22zYMJPBuK+fUxONSAfAAARaLS8tzev8+fVmZu1pNFqnjq2srTubmrai0WgWFh2cnJYLhTcCA8/OnDnUomunc6fWVZSFACgAZOUVAT7vHS9f3RIQdLG8PBxAkp8X/PjJ0UEOvXp2M31wfRfomADRAFyF4uHatZO6dOm4du00heIpAJ/DcV+1aoqDQw97e0sTk1YDB/a8enVHarp3TPyzXXsWffnlVzQazcysY58+5h06tPriiy+trCyOH18XLX8FEEk4kg2umv3lAGksRChLab9FJ0r8xig6EaOUzEZSUoXUgtCGSqcKyexIQzoRQ51Mym9q9VBDg6CNCI0LohsCg07hU269o+MIMQhQt3sYFPb9fYWMzxRi/3UhOcgwAHg6HVMuf7R+/TQLC5MdO2YnJz8H4OhniwAKHBcnJr49f2GTlVWXAQN63Hfbl539oayMU1IiotPvzp8/0tKy3fLl4z8G3dRqhADx0aw7k8b069Cx1d59iySSpwBRAKmJid5btsyyte20evUoX997BQVJ5eUpJSX0kpKI6mq+SoXcu7enFAUaegAAIABJREFUf3/LoUN7uLpuk8kevnhxqn//njQa7Ysvvty+faFI9Cglzevi5Z96W3edPWWIALlVXMzLzw999/7ikqWj+/Uzv3B6daLkkcv5TX37WsxfMNrL6xSTeePYseWmpm07dWjVz6b7gAF9+vTt1tXCtEOHNiNG2Hl6HqurQwEEhGX0AIqsrmFFILe3bJnZrZtJx05trfpY9uvXu3fvriad2pqbt1++fJS//2mx+N7OnfPMurRfsmQMit4sKgovKUFQ9Nry5aOGDOnufGldcXEggDS/INTz8ZH+A7pZmHdwu7oDdHp/kyWTeaxePcnMrOOKFZOFQk+tVpCY+P7cuZ+GDuv9/fdf02i04cNtvbzOZGb5BAZeWrBgVIsW35iZtOnXr6eNTc9evczNzU0sLc2WLJmMhN8CEAJEUb5H/OsCsmmUkmTxW3Q25/bcf1wEROqONnWG3+B48icKPzlw/UFC/QIWV6tlSySPV66cambWYc+eefn57wEUAEoAKYAYQFxezvzw8cqkKfYmJi1mTB9469augIDrb99e2717aZcuHXr06HThwqbklPc4LgWIlTNdJ43u16bdj1u3zxUIHgNEAqSlpPju2rWkVy/TkSN7nTix/sMH1+Dg++/eXfD1PScWP8zMfHPr5k5b2679+3e9eXN7ZuYHHu/RvHljaTTaF//3xbp108Vij4qasNc+Z0aOsunds/PeHYtfvbr8+vW5DRtmtW//Y4cOLS+d35isfOlyaVvfvl3nzx9+69b2a9e2zJk7zKqXyYYVE157Hn39+qLr/YM/H1w2YEDPLl06HDq0LCvLG4BLWeqiA0gKCkNu3d43aeLAoUOtN/4064774Zcvr3p4HNu8eY6trYWdXddr17YlJr5ycztgY2tpY9tl388LvbzOeXld2Lt3oXnXtt0t2t123lRbGwGgyMsPeeR52K6/pblZezeX7XqK1OGsyEiPpUsndOrUdunSiVzuQ7VaUFGB+bw7N236YP2nOHPnjuDx7icne1+4sKVf/269e3Xat3XWm9enX7y4ePfegR07F/S16T5oYJ+Xj44CziIokpwA/qUB2RhKEcPltl+ns/kxGJqIAEHyYxOmQwwrjxruIDEpOkmnlarzk/X8PSMg8o32tkh6rsfT2D9SqLep/lzkkxUrJpuYtN66dXpKyitiz0HfAFwASVL6O6dzGwYOtDQzazXIoee8+WNmzRppbW1pYtJ24cIx4eG3VGougARAJmbfmTCmX9t2LbZtmycQPAGIAkjOzPxw/PgGKyuLTp1a2Nt3WbBg0JIlw2fMsJ83z8HFZT2LdcPFZVu/fpb2A7vdurUrLzckKyvk4sWd5uYdfvj+6+XLxguEDzTAi5I/27tvgbW1Wc9eXSdPHjJ9+ghzc9OWLX+YOnXwx49Xc3MDLl3ebmdnOX/e0GPHlq5dO9VhSK9JE21fPjoIOjaAslLFFAjur14+vm3bHxYsGMHj3VWrmcR1lvpOKElL8tqxdU5f6y7Llo3z9b9UpWYBpOE4/2Pg1TlzRnTs+ONPm2crlS+Fwoe7ts2x7Wvet2/XGTOGTZ821Nq6S+cubRbMHRERcBlABBCbkxv0yPPIoEE9e3QzuXdjt07HApDqcE5kpMfixWM6dPhxxYrJfP5jlUoIEBkj9Vy/ZvL/0WjffvvFzz/PT072FoufrFw13bxrh7lzhkYEXAKIAoirrUM/frw0YeIA887tnI6sLMr5oNHwicvokP8BRP1BKKWyzK9+TZK8jPe+kWanpBPEVK96zaw8lSJJIUasByIEuyEEFzdYT8SQDRsU1tNpXM9fKLLeRLvB6mJ/gNDYrP+zQgYAV6djK5VPd+6c069f10OHFqWleRG3E2KEpymqrqOz2O6HD690cOjVus33rVr90K59iz59Oi9YMMLD40h29keAKAABgEggfjB/wUhbmy4nHdfK5W8AogBi8/J8b97cM26cvYVFu86df7CwaG1h0baz6Y+Wlq03b54SEHDB1XXf5MmD5swZ+vTp8YKCcJVKiGH3ly0b36dP540bp4tET3QgLi1D/f0vrl07oXuPjq1af9e6Tes2bduOH+9w//7+/PygisqIGzf2TpgwcO3aKUeOrFy2bPLkKfa7d89k0W/pz2YCxNSUBV87v97WxmzO3GFBQS7l5RhxQBLTf1eTHP144+oJgwZ1c3RcFRv3CkAGkA0Qk5j4/uTJdXZ2XVesHB8V+aCiIowdenXj6mlmXUzatGnVutX35uZt5swd8tDjYGaqL0A0QHReXuDrN06zZw0bM6af5+NjGpwDIMGBGxPzZMuW6ba25rt3L5JFv9ZoxACKily/00eWWVq0HWjf9b777sLCQCbz/uIlE4cOsz55cq1S8RogASAJQBSrfLJ58/S+1p23b5kVKfSorqYTdxL/PQDZBB81zVzN1Nl8NmyCi5tDfPRPkdRnjQTUejZokAYLaoI36foIiCxChBqe7WA0xHG/o5D+mULGf12IEcZhArBxnJmX9+7Vq6OnT6/09j5RVPQBgGV42IoJwCkvRzmcB1eubF2xdOyMSYPmzxl6+PBib+/TycnvtFoesa7HTkh/c/vOrtOnVvj7X8jNDdBfUV5REYCi15xdtu3eu2Dt+skrVk5YsmzCoiXjVq0ef+3aVj7/fkTEzevXt9++s5vFdSstQwEiCwuDvbwcHR1XPHp0MCXFR6fjAQhzcwN9fc8dOLBg3qwhc2eM2LR+1qNHR1NTvQFEGg0WEuLi7LLVzf3g4+ennK/tc7m2w9f3TEqKN4AQQAogAZzNRa+fOb3S5epmgeBBRQWivwETANMf3MlNfnX7xvZjJ1cEBV8sLf0IIACQAgjLy7Hw8Ftnzqy5eWtLQvwTAJ62ItT/3cUt2xbMmDN6xqxh23fMfPnySGqql1bL0Z9pLy8PEgjv37y1+8KVLRj3rgZY+rsncnN9nz07fOrUijdvHLNz/HU6HkAU1IQH+TodO7r4ypUNIpFbdXW4XPr4pvO2Kxc2hYVdyy8I0t+gAcAvKgp48+bk8RNL797dLZV51tREUAJO/HUB2QRKm56BNl9n8+fUn5zR/30iIKLEEizDcBKOUn6g/0ghQrEsA4CuVqMFBX7p6a8LC99pNKEU05EsyQDgVFcjWVlvY6LcJSxXmeheSsqrkpIwjYZLvRW8pi4kO8c7Pf1VSckHtVrvhNK12vCyMv+0DK9o5XOp/HG0/JFY+kgQ9Ugqf5ie7lVeHlpaGpyV9TY10zu3OKhWxQLg6XT04mLf9PRXeXk+tbWhgGMAXJ2OX1oalpz0Qia4K+Pci5d7FhT4abVMAB4AVlLil5HplZLpk5DxLjbJOyntXVFxUJ2K7DZsAG5VRUhG+uvMzNfl5YEaDULpABgAVlsdnJj6JibxZVGJn06HEI42A8fZ5eVhGRlvMrNeV1d/1B+bKC35GBP3nCv24Ivd4+OfFhX5a7Qk3jCtNryi8mNqxtu4VK/CskCc6EtqNb2g4EN6+qvCwvcqFXGeEUdKi9+npb3Kzn5XVR2u02FVJf5Zcc+zEl+WlwVoNAgAS38mSatlFRX5p6W9yMp6U1ERqNVGELT4Pwiz3wuln9xF+aROpJHdnn96BEQ6kZNOoWR9OpJo6X+AsMGCmhCif4YQJfq/3nxsABExWaaOOfUuuOYDiImzJpEAUgApMSWPIIqgAwgAxMRtXdQQaXwil4TyiImoBiIAvhaYOmKUI649J7fd6EQFhMSRHTGASM+PxFuIAUS6X2IhiIndjHCAUGIHXwAQSfi8EYaNGE5UPoqSoF5GERHKhgMgBIgkDBJFXDmOEq+sfwv9e7EBwglPgU1Yj7yQLQwAIQ6fRxGvgxnG9iH9BQ5xc6U+zg/6dwFkEyhlUn7/Op36HwwKRBkNpWQ0khKjCD9ZOmLUxTACD/TGhSjFd67nCNd7908KyXqiDbmrGOH//id2DXWe/1uO8jRfyPifP2NB+obkCIMRMbD4lEGbypIIAAKg99dEBEMJiMT6xiCD/HGJCSzV8vp/+UR2kua4RPX4lFA5dCL0FYv4QQU6yZ5CAB6lemQYL5LFqF8Zkt94CQy3OMhRN5wgJiFx7S5CzFYQYoQgvzKkE2zFJn4Y6yTT1PM+OIb6SeokA5PpLcCjUCRC8XfohFPJ/rsAsmmUkr39t+gk0Y5SYF9P5z8uAiKJQjI12WkbHE/+UULE6ItMspn1pqR+m1UvPYsySUcocxOyDeiETsxweYVaBJPi41P/ROqsN7xjxIIyYlgHOqVNSc31/CPqWyOGYziLGH4RilNJ1YwZvhfT8L/U98Iaz17PDaGmN/6GLJxydRVpVdTQQ/yH4BkxbHEmxcifq/PfCIjULvmLF0k99EO+VXN4/R/yGH85jxkmQBr6jRj+Ju+AqDdsUu90ov4JMXyoEozwGcm2JB+yLIQY7UkmJYUcw3GSmov6mqihr0flaMzwHanDO8MwgfFTj+zoDVmpQf8dpbwR1Uqo4StQs/+j8Nz0/Q7NfxAKIOmUljLW2WBKquWb7yF+1mVoKAV4TdSz3uUUxkJjnSglzX/AVs+LpLKpMaP/A4XUMYocBpnNyI4Qbg75oIZLHkzC4yOdULTJ7PWWnJkUD5GcZZOESHWsIohZ6i8XXxKTDpJqyeLIirGMuJJByPXzZT3CwolJN7VKbAoo6YZmoVM8XDpFOZPyJ7Qhvxg1fCOynlTL18uOEnNt5M8Dz5+FUoQi/HU6UUL4SZ2NpfxcJqmXnW4kJLtPM+tJVdWYsF6XZBCoJl+BCcCkEYjHKO4GajgUG0/Ufxch/TOFzD9D+Otiy5H+EUI0JPmQPZZKQGgj7hVCSUD1N9nEkpyI8ujvm2AZzh0QQ+X6zRM2wY9CYheIOsyiFOVcysBACsmC9GqZRBBtJpGGDJlbr/WpMCMNQjdcN0ANTU3OvqmMT44BaEPOBdXOVEf47wHI3xGlzYfuJ++vRY0epHm+Ib3J5qv3uzl9JKIhg1CFxgWRiGo0AiJGKbLeIG9MtH+iEPuvCxGCbkinKYIYgprOTl09pPZzJmX0o/Zeqh9nnJ1F8TdJhUxim4VHhPrT78DwDGeXZOkowWV8AAZo9H/iERs1GMUv0/+JQ2x0MAxdSC7xkBN2vR4OAB20GBE7m0N5TbJN670X6VNQvQMmYWrSvKQeKgVglB5CdjPyNRmEWlLYYEv95QDZBEr/jYBIp0y26JQhuZ6QWhBVJ0rRSQpZ+mssUMqYg1B6LxXf2B8gbLCgJoTonyGkkhTS7OxUNmyQIhGKZairxVSSZRiWrlfLAFWoJuFZbcS1av9Llb4XKt+dq/Q5W/XhQi3jpibhua48BMfrndNkEe3L1ZUFa+KfqSUPNPHPNDneqvinNdiNOpE7XhlEEB8LANVVB6kUj2sjrmmi3KDCH3A2AB9Xo+qkFzVhLtX+l+o4rto8fz0d6yqD1KkvVCI3FdNVzb6rjvRQxz3RFn7AcZRAG/lexl4M1aqoIe7r2bYxXFH515giSV8j4u8CyN8RpQ2+ZoPQNdbZWEqqsOnSEcPKGzdfg0LEsHSm0buTYGM0tNhtrBMx0klddv/Fi2RTmJvUUq+fM/8AYYMFNSHE/iQhtbs2M3vTMDUmvk+iHCGnurpi/4qHP+fMG5o2zCZliHWKQ+8Uh95pQ/rkzBlR6rS+FrulLQnG/+P5kkwhAuDUcVzLzq4vOb+x0vdsFXq1yGVL5tyRhYdXaFLeEIeT+AAsdZZP8bWdWbOGlx6YB1GuoGYARGoKA0sfHMic6pA63Cb/p6m16HX9+c26mGelt3YW7phbvGtB+akNZec3l1zYWBlwSVcVDiD4hdb/Q9nG3QMzhDLJ6VjjxNcYypugP/LjkL8BIH8vlP5qNmwOF3+yINSw8sbDXmNkSi0da6SexsTXIE4aJFOmcQREPqU7MSi+KEahTsYfIKR/phD7rwvrzReoI0zT2ZuY7CANTYvqCcn0KCWjfj4bpct6l7dvvvIbmoJGi/v6y/jWLeLb/KD8ghb3xf+l2lgWHlhay3TFq8MpF0+g+mPYeFVo2Y3tmcOsczdMq/Q7W/n2dPb80XHffJ05ZbBa9hggCiASQAYg0+QHZv+8JObbrzL6m6tfH4eyCNBF1sW9yt4xT06jSWi0lB4dKh8fAuADRFcGXs2aPjS9l1n+7JHlx1cX71qQOWFgwYHl2rS3xC2NJKKMVyqoVqUe42iMDRsT1uuixt2VTiwU/KUB+fuitAnook3OqVmNpDQGeROmQxuq/Cen5KzGSyfr+cnpc9M6qbX9ZaJd79APk1Ikavj7zxWif5KQXLg1DqHXWPaml8ybWEsmxz2W0ahL118mpM30yfxpZvT/0eJ++DZ73ID81VPy1k3LGNc/tkMrxbdfp9r1KLv8kzbDi/ichv5LRjVLHfM0b9OMJEuTgiPL1YnPagOvZE9wUH75Reas4Wr5E+K7FylADF5Hz7v8k7x1i8Qu7Sudd+oyg/A6XjXzTvqKCVIaTUSjJXZsVXFrBwATQFL6+GRSL/OUzh1K9i1Vh7iU39yZMqBH5lQHFfMG4EzDyEikWRrbw0E+HxiIkU6qqUkuaLD5/qKAbBqln9xFaQ506f9GQCSq9G8ExE8ISSeFYfi7mdnJAZPM3piRqcJ6gzbpPXEBJNr0t5nrpsf++F32aOsa1511YTdrUY/yZ6czVk6JNWkT9/VXuUvGqsT3iQ8Q9dwh0hWFVnqfyZpsn2ptUXr3AF4VrqLfyZ4yJLbFd+lLJ6iTXwFIQcfWFoRos8OgKKDMfU+SnWWSeaeSA2s0Sl9dOb3izZnUSQNlNJqYRkto36riwlqoCgDgFt05ENu5fWKPzuV39kN+QHWgc+rQ3mn9ulY9OqAr+gggJL4gxCgvyKCYheo4YIY/SPA0IUQpRqPqRInmqyesl+t/BGZ/LkqbCd3GdDYf5I2VjhplZzSkk0RLc+pJNnETQtJhrFcTEiEY/BsB8VNC6u4wQjgszTn0Qw5EDT4NHvQ1dgSoQy5D/3myNu1t1qqpCSatijeMw4WuUMMEdYKuglX+/HT6aDsljZY+0rYm4jqAkLxVCECqintbdGp95tBeudOGVL1zxisZdQy3zFnDFT9+n7p6ijrjDWiZ2uhHld6nq/zOa6Tu1S+O5s4altHLrHDDLJX4hSY7qMRlR2r/brFffCH7v/9L7PBj+cF5kPgQKj4WXNsVY94xwb5H+evTUMeq5XlmzR2Rbtu55NhKleQ54CJiRZK0VT2zkFb9LYgiW6eeWuMfTRT0lwBkYyitZ4fmoLT50EUacdmaD/IGCyKFDQKj+R2nwXrWMwi9EccWNTpkTp3DIfBvBMQmhWRb6i0bTkyKP5md6r3TjSyAGH4dxWrI8ghROlUnC0CoTfPOXDlV2blN/vZpusRnAPEAdQCZdZwHOfNGxtJoKf16VH+8QnyazQRgA0TW8h/krp6YMaBr0dY5dbzHeDmrNtQ1a9rQ2B+/z9w4U5P0XBXlXnxwQdaUgXkH55VzblZjN4u3z8vua563cGQd46465mXhnvlpfUyTu3WKN22d3LVt8fpJ6uALWuXjgtPr4iw6poyzqwpyxkGoUrzN2zEvo3/XgpWTawJvAs4nQt9QOwNKMQvVqr8CUSxiDvSL9Wq19IJqrKgWK9PS1b90gAgC+miTBf3vA7IJlP4bARGjLFBSu209YRM6qX9iEkul/0ZAbOoheYp6Y0VzHrrhYiJ1dGpwcCNZkurv1Bu09X2Ar033zlgzTd6hVfrCUdUhV3VF4XhVDF6ClT9xTB9tF/t/tLTR/WuQm4QXyQLgAAiqEefMaf3TbM1KHNeqE97hZazagOvZU4bG/fh99tLxtQEXyq9sSO/TIblTy+yds0qiH1fGe5Wc3phhY54xwbbqw7la+o3sxSNTbc2yZg7OGNUnzaZz3uwRVbf31gZdyduzIL5Lh4w5w+t4bgCR6mT/orM/ZQ7rnTt5UOXjE6BmEBRp7NqwPtOqDTYQHYCt0rFKaujZZSxFLjdQKXgSKXguFXjFCkPS+YpCVkEVo1pNfhH0W4r733zqofS39F+kEega62wsJfaZXiFZeaprX08nash3qCFLohRcIRQGY/4bAfG/I0SMlkuak13/G2tojYP8KwkjBsWXpFoApXj7GLHhINJlvM3aODPmxx9SHXoXO66v8DxR9fRCxY19GfPHxHZqrWzTInfDDJX0KXHnGFN/XLzqw5nUwT2SrUyKr2zRZAXiFay6oJtZc0fHtmmRMqh38e75+bPs0yxaZk0ZUPrKsaYotDbnY8nNPUm2XRPsLErd9la8Op48xiahv2Xurrn5aydlDbPKGd2/9MCKCs/DmeunxnZun7V2qjbFC0ChyQ4pv3cwe3y/zKE9yq5uxctDidgVCPGy1NUotJHlpGYiCgFAKoEtzBfe4wt3veUvfCAcc1tufyPO4VbcUNf48R6xK71kFxji0CRRUS0XACFuVPvrAvKTKP0tOtGGoIsYpWQ2ktIY5MZueINCMjvSkE7EUCd1akWtHmpoELQRoXFBdEME0il8+m8ExE8IyUGGbIZmZif9QcxwOEUM+Q6jbMyxiDajLnpQMzL0a5G6TJ/cLXPivvsmuX2rnDF22VPtMycMSOlvFdO+TUyH1umT7MsfHNTmBVDCogpxLbvi6bFk665Jvc1KXPdoC0PxKnZdhGvWykny9j/GtGqR2sc8ybJD0sg+hW4/a0siAGTa4vDyV47Jo/vG9TItOLKs0GldnLVFwvC+xde2ll3clDdrWPaQPgUrxhefW5++cHRM1w7Z+xbi5cEACdrCiMqXTlnT7JP7mhY6rsQL/Yk7H43nKCQQ67mWzQWPWsdIr2T6JfEPh0dPfKDodkZsfkLU57zC1jnR1jne5nJ8r0tx3a8oB7vFbPKNfholistnVdaRTP17AZLZbOEfgVImxb2KoPz1V+s0hi5ipPPPjYCo7ylN15PUSQrJ1Zh6OlFKjyN/I5QFyn8jIH5a+Ctiy5HrQeT6NNVtYRFyxOh4F0pACjW6L55OUOS7vG3z4r7+IuErWlrXVildWira/BD5QxtFF/PsOaMrb+7QyB7hdXTigkg2AF9XHl5ya09iD7OUAd0rnh/Hq+l4Nbs2/Hb22inyDq1kNFrMl1+Ivv0uauqIgvDbADEA8aDiqDh3cteMS+5rmrN4VNaiMUqTdunTh1Z/OFvnf6Fw65zMIb2yxljnrZ+SMbF/Yh+TgnOrQYMAJOpKscoPl9OmO8R2aZuzb5Eu74M+UoLhHZdURJKYbj4kIgBQDc6IL+HdEYjnPpX1dYkbcE05zT1yny//Pkf8MjLqZaTwuYh/nSnc7CsZ6a6wvhozylVxyE9CT2RrdAhRjd8OSGrHblr4R6AUIdDy61DafOg2qLP5IG+s8tQuhlLonk6wEErBP5mATmSJIApqsJ7Nj4BIrqhS7fmfjkkzPBdJfSvMiKexf6QQMWw/pBnZSQSQ7VdvA5FhmKvB0kkNLAJYXIAoXca7vM1zlN99nWjaKmuKXfbCoYmzRsXOn5qxd03NCyeIfQbVYUQRmH49RZsfWHh5a2K3zmnD+1S/PwtaDl7Nrg27lb1miqJDKxmNpqDReLQvhSPsCz9cAp0QIAZAosvwyj+6NN7KLNnOIqWPeXyr73LXTdVIPHTxT8rOrU0f1jOhW7vkwb1S7SzSh/Usc9sNOAsgSVdBrwxySZk+RN6uVfb2+bo8P4IiyStvGYYUyfh1LZVWRr/N4U90l/W6FDPiVsyBD1Fvo3nplSyKeUMBwqX57CvMyBmPoi3Pxdo6Kw8FSsQ57Go18htxogOkVodWabEaDarW/adf4YCodKgGR3WAfa7O5gtxHFFpkWoNVq3FVDiK//In0l1qJko/F7pIs1Mag/yzuhiVIpn16AwHTIWjYPDKGJGLoQNUDQj+C4OTYEP05KjGEW19KmdqganCURWOqHWoWoeodKgax3Q4RlQSM55oN1hd7A8QGpv1f1BIHTOaxoRx9iZgSjUyZjRsMgid9S4W4wJEadN9ctdPj2vTIm18v9J7u6vRGxUs93Kue438uS4vEOrolJ03lEKRWxK7mdajyKxVk+TtWylafpfUpaPi++9jupuVXl4PGd6AiwHidJXBmee3RJmZy1p8G/f9N4mtvy44tESX9R4q/Wvcd6QO6xn13VfSVt/HmbXNmjW06t15ADFAip4i06YPjm3XKnf7AjzPjwiiQF3Cb7CnNR887Dod+4OCPfUer+uZyAVPZe4CkSKHWVyD6gCrAWZOHSuzilGliQAI1+KM5BKej0K40Ufa/2bscDflWUwiz2P9RpzU4WhWLUNewo4uYGVXsHFgAWBaHEkvo8vzWUklrNJaNo6z/iDk16rRlBKGpICtLGcVqeg6HDVyl5qP0uZAt/m8+bnERwo/SaYIAFqFM1NrWNFFrLQylg6nTnkRAKRchSUWM+TFrLQaVhWOUbpthFqHZlUy5QWshGJmjYZ0YxEcsDINM6WKFVPCUuSz5PlMaT4rppCdX8XG8V+u1KIRI4/euBEUp5dBeQfsDxDSP1PI+K8LMcOVh/DGZxb1sn9ystOgkY11kssu4QAM/QeI2vS3OaunJHRsnbVyYrXAHUAIoCTCyNS76ecXitSVfCy5uj2xm2nKwB7UiXbW0vHydj8m9O9ZsHl27gT7ZNO2mdMHlb1y1FRgAKk6HT3b9aCkl1Ukjaag0ZJNWxSf36QrDQPgqgNOp421FdJoAhotpkv73O1za1n3ASQAybpStPLDpczpDonmbQsOLsFLAgDEFEeATjELaQpjimwCPJhWx47OFRzwE1s6iQdfFz2J4peq6ADheRVYaALPhRO1N0i2y0/mFBz5MoqfUMgBYKqBiaRydwVK+lxVjLojfSLi1mjoRs3XBErrQ6Jay5AVs59EC2+wxfQkgUrLKqtjMNI4V5mig4HSa4xIQYYAx1nEWxt+a3srAAAgAElEQVS4LQ3pJEv/JCCZAMy8CtYbifAaR+ybyE+tZGhx0oAoBaW/oiC6EXSN24gKcmprkiDHjJjEeMAznpJjlBVJzFAnAoCpdPTMCoZ/HOsUwtvlG3UiSPZUFBmVzS1V0wGQojo6I4V9myk8HCDZ4xd9jiUJS+WW1GEAqFqHZVYwPsbzLmBRe31lR4IknmJBdB6zVoPop+qJFZy3icKLrKhDH6X7/KQ734r3+/GDY3kanb4r/RsBsSkhQjTh58aWa2LJnEkxMvapKpEJIgAYhBf5Nmf1lPj2P2YuHVfNvofrhADxABLiEwA6pXRMvxaJV4dV3N2b3Mssydqc3K6pDb+dOW+kvHWLlMXja4Ku1LjuSR9oJevUKWHDwqoYL4AUHLhlXueSJw6WfvtVNI2WamVWfn0vXsEAiFeL3bNmDYui0YQ0mtLGovDiJpXyBUAkQIK2ILzyxensqQNTbToXXViH1wRTDv3QGzn081mNElFczXBjiyfcjRl0I+Z4iDi5hAkQVl6HPBHw5z+K6X05ocvZxC5OiZaOiYNuKJ3Co2IKWTpAK9X00CTe9Aci81OC3e95cUUsDU46IJ8LCWaVmi3I4Z5FxRveyF6JhcU1DEE2a1egxO66suvZxFkPYrwlQrUW+7170y/oSi7kOwVLN3jJ3MWChBI9RSIUqPzqghBD7vusPRxjkIc3254synyZaaQTAWBmVvCfSoWLnvDNTwvNjissnRL7ucQeDIoUFnAqgMHK5f3kI+t5NqGrY6LZyeQelxN2fJBwM9hanFlUw3klFy55Fd3zcoLZiWTzswkOrrGOEeLkEj3dsViZ/P2hEgfXWPMzSeZOSV2OyLs7Ca5FcFUajr4mNILdyRklRvF7Sa+H/gcIGyyoCSH6ZwhRyuiHNDs7BsCgjMwMAj0MQyM3s0pUF0CkTfXKWDZR8d3XaZMHVflf0ZUzAeTE5oxx5dkAItBwq147pg7snmxlWnxpsyYrAK9g1QZezxhvL/vqy5QN0zUZXnjcw6I1E6Xf/BDdt0+59xmoFQIuqEVcc1ZMlLf4RkqjZThYV3uchGouQJYm2Ttn2XipniLte5a4/6zN8QEQASRoMoMr7uzPmWCbOaxnqetOXBMBEEkxC5NiVRblvw1avp5Qb7oIRS5rzYvonhcTV/vEsjOFODBL61A/JWeup6zz6Xg75/hFTxSLPBUDnRO+O55ieTH+8MdIZQEdACmtZR0PFFpdiJz+UOKtEBXVsMmOqgK0TIOV1mE1Wmq5v/CCBseKa7FyFUY4R1iNmhWdz3koEp4PjwxS8hKKmB6RgiFusd87JlleSNjiHR2ewKtQYdVaVKXFdDiiAaRKh5WpsUoNqtEhOI6odGiNDqsFrA6wGsAqNPQ6LWp4W+sv2wUqHb1UhdXCf0rPKuN68MRnIyJ9lPzUCr1zEwEQrtahxTVYaS2dxI8OkCotWq7BarXk4hq9poGCEABMo8OKahildaS3RJIX3bA5wgGQShWjrI6N/ycl1StkV6roFSpyQRYDQDU6pEaL1eD0OqDXAVaNY5UaTIdHEMM/W61j1mrJzoJSNlUiAOhB8eKpD2O/OhTT5qhk8m3J6Jsx3x9NHHwn9mG0WFbKeyAT97uh/P5Q4ugbMWOuK9ufTHS4rrzDEZVUsxKLeNv95J0vJppdSBh2Pa7f1bjWp5LG3o8JjufigOlw5tto3jQPSbuT8V1OJ42+HTfdVTLdjefJY6m1+g71bwTEpoTkagtJ2c3MTh0z6z1UIzezSmT0RAxAoM14m7FhpqLdj+lTB1e/v4SX0gGkBI7JcY58mPrLKarDr2dOHZhmZ1biuEad8A4vZ9UGXs+cNFjR8vvUTTM1uW9BFVhzd2uKtXlSD5OqK2sh3xc0fFXUi4Kflyi7dohp0zJn/ri6D1dBJQDI1Ob4F+6br/z+S8mXXyRNHFjhcxpKPwJEAsSrEt4XOm7IGNI7Z5J95ZMToGECyIgYhBGGdqCypLHlMSKBQXPUarFAJX/0HaWVc8JVflSFlg3A5mXydvhHWV6KGXhNcRmLjMlnKfKY7nzRRA9lK8fkCW6K8AS23mV4IxPPfSYfcS/2eJhMWSAAoGt1aGY1g5fPCUvlhSVxmWnchCJetZqDAx0HVKVl5ldy+Rk8PyUvKIErz2NV1qEaHVKjoccVsT/GC97KBaw0LpbKPRQi6XlV2elC/Pzn8seRInE2NzKHK8jixheyq1RYtQ6Lq2AjGTxmOie7nF6rwVJLWMJcrrCQKyrmcvK54ak8Tjo7pwLT6Og4sAAYOhytVTPyKjiCDG5wMo+Rw0uqYNVqUB2OlNTQ0STuK7kAyeJn1XABWFqcXlSDCbPZfnHcj/G86DxeVR0bx+kaHE2tZgoKOMJcblopt6CKK8vl0VPZMfn08jo6jv9SUI2akV/JFWTx/ON4wQk8RT6rSoUR83dqczC1OkZ5HaYsZKEpvJBEfmQOq6QGq9MgOKAAiBbHatSchCI+ksINTuCJs7mF1TwcmABocTVdls/h53JFhRxhMZeezQtL4UpzmBV1WLWamV/J42XwGamchCJGlQrBDbz7CADkmVho5xLf7nTShrfSsASOB5/f1zm2++W4k4j0Vaz4aJi0r0vsuLvRryO5b6J4sz0Uvc4l/PQmWprFZqVwJt5XdDyTsMZH9lwqvMoUD7we1+NSwlWmuFJDV2kxdzan/2WpqaNytkfMZSzqtZT/TsFR5DF0uH5E/zcC4ieEyK+KLRdBWQ8inSbSIWI2+4sr0iElMwp1hR8Kzm9KnTIob8/CWsZdvJIOIKJoqOdzoQB8AFmtwCNn7eT0wT0K9y6uEz/Hqzgqnkfh1jlpw2zyT6zWFL7XALeadzN38/S8qf3qLi6FxMeg4qszPpbeP5A5f2T6tCHFZzepxY9xLR8gCS8LrX6yL2/WgNSR1rk/L6qLcgcVAyASQF4peZa0bl5crx55CybU+rqAjg8gJRBFXSZDDc1i7DA26FoimRXMO/zIQa5xYx7Efkzi6W3lKRIOcZV3vhCz7m2UMEsfjDssoxx7FCnc8F5+IFgqymLpi5bm8Y6HSwfdjl38XM5N5wNgySWMe0L+hneS1W+iN3lFr30tPx4i+5ggKqpllNRgATGCwwHRq19Gz30snfdYutlb8oArSCxgVKlRfhbnMlPyc2D0LW7kkyjBqjfSNqeUrU8pZz6RXWGLPMTi8xGS4x9lT4WizFJGiYrun8zfESjb+UGKJnEKq+h+CsGJUOkRRHIAlW79KFvxRrbRK8oZEXFTuJV1LC2wFPlsDy7n0HveNu/I1W/kS17HHAiR+sdzi2rRzDLsLke4K0DmFiVOqWCrdYyoHPZ1tnCTr3TBq+hFr6K3vpN4sIXphSwApqiAd00gPhoR5RghOR0h3fZOtuSZZKuP6GUUN7+SCYBlVTNfSYUHA6Tr30YvfyNb8Uqy3y/ypUiQWMAwbA5EpaULMjl3+MK9HyWr3sqWvJGufhN1KkT4MZ5doKLXAhaVzXbjivb4SVe/lc1+qljzRnFXIE0s5QCgCQXMWyzxfv/Ig0GivSFRa9/LFzxX7PogdeUJb3DFR0Kkq17LFj+T7PMT+itYZbUIQBjhYNIBEG4q61y42ClCwkjjq4ERksQc6CK2OCfb+1F6ji5b8kxh56zc/jYquZieUU4/EiSxPJc4/Gbc80jhi0j2gMuRPc5LXfmCwjqGKIs962FMW8ekze+jU8qY1WrkGsLvfCq23cn4mY9iToZIvBUCaT6nVMUkFkz/jYD46afpL+cbfBCCVX91cDiE4r2SM24WAB+vDakJcS67va/y/QV16ltcRadEpkbJxTJKERyAKJXyVbHjmuwJdvmrJlYH3cDruNos/6oXjmXnttR4n9VVfFSBuDzfv/TtucprW7VehyH5Bag5mgqshutW7n6o7O7+6oibmlw/HOcASKAOxeXuqmf7K65tq/K7qCsNABAAiAHEZcw7imljo3v0KNi5VMP1BFwvp74Rw/DLsHp2QIx+kL8RHJCoXI4jKhlxP3all0yUxQIIBUDOhYnMz8X2vRHjzBFmlOtnnREaHZJXhUmL2NEl7FIVXd+OOZWM+0LBoJvycXejkUQODgg7g73jg3jE7egpbvKpbrEW5xJ7XYnfHSgVZrMkOcyfvKXfH0luczze6rLCzkU+6nbMfl9pZAanrA77EMeb+khhdjZu9WvZQ5Fgk7ek9fHY7w4rx7hF7wuK3BsgmXY/xuFq/J53Unkuq6CGfk8k6ns9rteleE+BML2Y4YJEDr2ltL8TO+GxYoqnfMANRZczsXZXYi+GRWaVMQpqWXcEopG3hBaOwrG3ZBPvxXW/mNj/ltIRFaWVY7Js5sLH8s7nEje9lzHSOdF5zEsM0TC3mH6uMSPcFcPvy3s7y8a7Rr0UCjLK+H4JotU+sv53YgfdUU55rBh1V9HZKablsdjFTyW8NKZGh0YWc38Oihp6Sz7mvnz8A7nVlRgzp7iZ7jG+0XxiYEMBUB2OpJXSz6HiIfdi+95UjnBXjHRX9HKOGXBd4UQXS0o50UXsS4hw+C15H+fYMe6Kfjfiu12Mn+gh9xBzM8rpaAJvxVN53wtyh2uSyR7SUfdjLS4mmJ1PtHeNHftQPspdPuCGvOOp2PaOsVvfipX5dB0eTpnpoyotUqXCajWoFseyVaxLTF7Ps4Lh14VXGJFO4fLxrkqbi8qDvlHJRYy8avpllrjb5QTLC4lnIiTXGdx+F/n2LkKvaA4AllLMXPJU3vJE0vwXCm4WO7eSfio46vtjSS1OJTq4xo67q1j3WuouEMYVcXCi89L+jYDYpJDqNtIpBNSc7CghrJe9OUZGGjrmSgdggA7R5fprEt5pswN0NRGgwyhFUJf2SGLlAUh1eYF1L48WLXLInWRT8eAA1DJwFV+b6q+J9tKlvsfVEVrg12nZquyP2lgvPOktlASDlqnTMrXFIZpkX03Se21hEK5CcX0pOB2qwiDLTxf3Vpv7EXA28Uk4u/LjhYRxA+OH2JTcOaDL8CNORNYzC9VBZvzn1T5hVUyHo6wMzv5gyZj7sdvfSRU5TIAQgIgjAZFtTiYMvK18KBEU1NAplo8w3GpglKmYr2R8+xsxDjdigpUcLY5wM9k32MJLiOipkH8ZEQ25HdvmdOLkBzFPIwXvFbyx92JoO1ItLsSt85acCo1040aGxYlyy5kltfQX0QL7m7Iv9knXvRQiifwL4dKe55Rmp5QbvCQvpTwXumjkTWXHU4krXkVHZrEKquk3eGLT8wltTybd5YhSihhOQVFdz8ZbXonb8E56ky3c6x/Z40rsV4eS1r+KjstnCnLYy7xknc7KB1+XOgVLXJnSjd7Ri17KnDmC7CpMlMEaeyf226PJi1/J74mEl5niyY8V1jdjN7yPchPyXHm8OU8ie12JXvFK7i6S3ORHTX+iaHsmccz9OBem5BpTNNld9uXB+P5XY19KeNnVDEEx77ZQ5Bgmeijk32ALJ3soaAdTTE8n32aKASIAQvVjfFkdKziRP/NxTPszSZMexTizI+8JonZ+iJ73XO7MjwrN5N3m8ia6SiycYmc/jL7JFt1gRS59LrW+LF74mPtaxn0kjJpyL7b9CaXDTdmxYNE1lmjJS3n7M0ktHRNnPI6+SBecQ4Vj7iq+OpQ45q4iLJFTo2EQIz2d0oLhABFesfzJnrKuZ2TbvcQRiSI3rmzE9ViLUzG7vUXx+Yz8WvpVrrjblYTOZ5OOhkgvY4J+VyRDbkh8Y7gASEYJY9kzecsTSTOfKoKSeFG57C0+8v87nGJyMWG0u7zvpWjz0zGT78ufRQpr1HoH9t8IiJ8Q/u4RENHGjdxgdgbFgKQ/xSXiKFAbjkFRQnptdAA+gBRqmTqJW/6OKYn9zXP2L9SkeoMmCiAaQEq5z1GvVn/9OBnCkKt3D4mzjQgRGJYHEAUQRdwIKQQtV5fjW3lre+YIq+zFI6uwW7paFiV8WL2TdFRvFyNGAsxQSDcUMnQ4xkxn/xwsGeum3OEjk2ez9BR5OCCy9clEe1flI4kgv5pMT66TkOcHWGUq9kupYOD12EHXY4OVHC2g0nzOB6UgOJEflcN+p+AufSOzuBg/6pbyFkP8IYa3+k202fmEsQ9ijoZHeYrF7FRhVhm3Vo0V1dBfRAuG3ZG0Oiw65sdNKeI+EUkGX4/rdyXOBRVnljJCY7nT7seYnU1Y6y2T5LAKa+h3haKeLvHm5xIe8IRpxYyLoZG9LsT3v6G8LxAUVGOMdPasZ//f3pNGN3WdyexnzjSklDZJkwYISUhIIVuHlCyTdJImAZpm0iZpSJM0TJKGNmmnWSgQjI3xhjEGLwSMMTa22deAjQ229PZN7+m9J+lJT0+bF7xv8ipbXiTd+SH08rTYODOd+VPOeUdH59P97rd/+u7y7rX+42bP6+VWSwdxSqKXFcgLcpyb6yyOHtY3SZi7iMtuim0nxqZgvpX46QH7rWmet05Ln18xrym3L85xrjos1ThIAOoDIegAyz62z3bfbucbJ+SN9ebVh6X5Kcr601LXMOObInJx4+Is5/05rkLa6BoirIPU5SZDlYPmW4k6J/O789JNSe65Wxw79OGtCNfe22kZMuTR4pKd9ju223fAwuAECQDp6WdqPSzTTdc3078+yt+yxfbjPXIJY/RNoACgNXZ65W52YarxD1VCqk5aVWy/K9P56lGJaCK9fqTCzC7Pd8xLdm+pFbxjcK8fSdGJd6S7/rVAOSGxA+Pa412uHQbum8TgRvK98+YH85WXS20XLJzXR58xCU/k2W9Lsn10knN1o71+bDfN353jvDPDubVO3Inyy3IdKwocX9kZAPStA+gblda5yQ0vH7FdchuEDiq13vTkPvs7Zyzb9Nyvjxi/lyT/8yb378+ZmwfQYAgNz0UimrDU37gBUQNU8w4R8ZXprluIQcc12So2zjUVYkIx1Syp1lxqQlEnKMnIK33qts3pqrNwbywIGf2DNZ4dv2WX36u88tTIlV2hQRwAe2QtBYqs7TCa5AtpaKlvEKr73dT7YMPLfULQR4zr9vZ/8LOOFXf3ffLLyYbTIWCOLLXDkSyfsNrVfon//vWXEICZNmpjvfmpYuWDs5Kl41qK3FLDfzfF8VChfEBgu0bVah0KAr0vBA+F0KmIfvrG8HLR8EiebWWBtd5BTgGEajVkE+KGK+ZtkOnzy6Z/L7MuyHI8WaAcoo1yN35I4NZUWlcckFfstz97wL7uuHyAEpzdeJcPOWEzPL5fmpdkS6nhWgeIw4Lx4Xxl+S7nXszY50MRF7WmWF6U7lp/xiJ1EH1+dL/RuCTXuSDDVWLgmrzYjnrh/kznj/OV44JhIghZe4m1p63/vMXzWoXV1E4UG9jvZzjv3e0qYMW+MTKcJvwBbDyAAwDzreRzRfbbMzxvn5F+d8HyxF7H4kzXO8ctpjYcgDoAkCrZ+OJBeXGm6/mD9v+6ZFlTJnx3i/DH06x/kgIAL+W5pbuc9+W48ym+cZiw9lEHReMnNaaN1eLmKstr5bZ5X1hv3ihk1qkb/nUAwA4vk6QTb0kx35XKHzMa1H/u8SAyFoT4duL5A9I/bXS9dNimc4dPDIGcPczz+y3fTpJfO275U7W06oD9gWznuyckqYMIAOisYni40PGdZHeWng+/mJSNCgszXT/Kdxw1c/1+dQQWTpH6ySBS66J/e8G8skh5/ZjtqMh6fQgAyHHe+ESesihV2XCeb+rF+vxoHsPfn2u/O0tOqeezUeGHue4VBc4LCgOArm0QXVtpm5vc8OpxWd/EdIxgeCNdauSgBsreg56RqJ8esP7TJs9LpTamhRwPwACgcyKjkhs3ICYEwpo6Dpo1upoN4bj6CIvrP152bUsoOvOq6PFASIMeswETCwF2FBBNNXvMv/+V54+vjVzIDHZdBkCI5Ee1Q73m7dRZ2hQCAANACA4h/ou7Bj57w7v+5yOVW4NDOgAskWpUSwLTlMnfyNngEIAcXnIHLqz4UnqpXMCbiXBJm48bl+y03Zlt/+yyqPSGV2Zg3yRKt5IlovGojWscwMP/cM1DaAHDrthr/XmpmWoiWgbxnbjpxXL7ixXWj6osH1WZVxbbbk13/FuhvcLAtQ1hRBu9HeM/uCiuKbc8tEe5Jdm9Mk8pNbByL3bManiy2P6dbZ6kWrHRix3k2GV7lKU7nbsRvm0Aq5Xpn+6z35Hq/uisuaEPG55E8hj+Bzvcd2a4D7FcoxdLqxeWZDmfyFeOsGy/HzF2km+est601fNGpdXcTpSw7O3prruyXbtJvm8MAUDXOYyKbQapnfWOEnwr+XyR+ftp8ttnzJ/UmF88KN+X6fjVYQvZGN45QJwQxZ/sle/PcrxaYdtw2fyzMuGWJOPvTjC9PgIAophll2Zbl+2yfklzfDt9VOTeOiU9VSy/fVz69LzllVLbvM3S/M3GHB0dCBFjU1j/ODw0Dgud1OZ68XvJpoXbjJVcOHsibYOo4Sph7UTxBnJNie1fkjxrKmyX3FTY8Uzt7DP7nPNTPe+ckT6vNf20WP5htvO9Y5KxmRyYQCot7PJ8x3e3uTN1wlQQHp5CUnXinRmuxwqVkxI7MI5pHAwe9qPMVXL9efG+PcrjxUoGJho7iKEJ3aAfrjRyzx9QFqW7PzxlEdsIWy++sU68J8f+WKH1gIEtNnAP5ir37XTsM/DtPpxsJl4oMs/fal//lcXQzjT0E1ecTKXICe3k8BQidpPvnJTmJnlWl9jIq9R4AAYAnnPjBsRZpDP4G7I0czKdDTqsaakdaMPRWoLjWqqFpPYfGAYAmwKYr+OrAbJouD530lQS6r8SKfFUHsIVYsIDAlSjaIGYptJkQmO6gFQ2UZczgeQHGk6DAAGAAQBEHSUlqovjZYc1QDQe2D+BHzEZ/nUP91CuoVIKuy5Z7eDWlFtu3uZ8ar981sqFEYUO9pMay/I858vlVshDhl/ZZtuITfXC0yXyJ9UmuRuHXPRzxcqd2a51583n7PRxC/3yUcv87c6V+cpeTBA76MuNbJmJq3ZStU4yAzYuy1VuS3VvuGRCr5KHzexTxcq8bZ4ttaZGL1bGsY/uVn6Y7QwPtK/Y6ef22+clu3590mzrxjp8WJLOPHdbw+1pnjKW83ixpHphYaZzZZ5yhGX7xxCug1x7yvqtJM/r5VZzO3HGxjxUYL8j3bWp2tTsxXpG0VLe+P5p29YaydTKCS3Umv2GW5L5t0+L6ZjpP89alu60P1koHRFYXwDvHqWyIHFZjvyjfPm/qs3bUXFVmTQ/WV5/iu/xYQCgBxjm/kzu4Rx2L8WcMhs/OCUt262sKrdWCOwVh+Gjr6S5Sa55W+y7EXZ4AnN5qboGBm0mdU10FmZastN+R6qcBfE9Y3jXKF5E869XSin1/HETs+6EZUGGa8U++5csOzAO+QPQCQu3fLfznmx3il7cgfM/OWhbnOlcd0wyNpP940i5hV2W55if4s7QCZMBeGgSSdGJP0h3rSgIp0hC4+S40MJurDLfu0O+Lc2+utyagQvlFra+gTS2k+dkw/vnrAsyPU/vs5ca2TITs6pCWrjT8eYJCW+i6xzkM/ukW7c71p2xHTIJGQj3wA7u7jQuB2GlXkONy7j+nLSqRN6uN11uMBy2cM+WyDcled4+bnF7sUAICb+AeOMGxOmAMYPiGYbPMUD99ENyKFKzzyCmPnreM2ydWQIRTVpENVWtJreO1oPBWjAOaWZC8cggWh8tLDI7mxIAYCCgAyM1YOQKmEIjkwBqqahOHUCaly608wkJsmFCYBDAVBO5ej+7MJXfcIVvGmIAIBoHiFySW7pLmZ/sebVCPsRw5Qzz+zPiwmznP37RtLpUxhsJAOqmgvAhI/dime3FcnuZyPeMojV25tEC5R+2eJ49ZNtFsntIw4ul1rkp7qW7HJmQgDXTJTy/ocacixpLGfbPNeLDBcoDexyZiMC0kSUi91Ch42/+3PDpRVNDH3aI5h7Ici5MdadeFlr6MaGNWHfSMn+7495c26ZqYQ8pvnrMPufPrps22Yop0t2Hbag1zUt2P5DtPERxfaMI3Ua+dESe83njc0WyqZ0wd+F/qDYv2+N4dr+ccllMqRefPmhfkuv88LQktbPGq9Qz+ca//cz0i6OmUgtXZGRfrrDcm6P8osKWredTapkXDvIP51s+rhKPWw17OX5lkTLnz03vHLN1jRAhgBaQhtuThcVpfC5uOGoyvnXMcmem8kiBbbuOK+PZdWetf7+l+R82Ne1CxM5h4qyVf++c9aMq02ETe042/udZ65JdjtVl1pR6PrnO9NR+x51Zrj9UmWqd9CED94ty2/Ldys8PSxl64y7I+Msj0vI8x7rT1lqnoUxgH99v/3aS+7UyK9NIev3IQZFbkO36u40NSbXiRAAenEQ21ppuSvLcn+OsNHH9fjVG4OEpspjh706T5rzvmPOpa2mu8lyJ/ZmDym/OSF+yRn0zXcQZn9ir3Jrqfq5Y/slB6207lEf3Kfm02O3DXb3YH74SFmU5Fmc7H9vrWp4v37pNWF1M1Sp4u4/QNbBrj9tuTXMv2eVaVSo/fdB6d47ySL5jD24cmQg7+Y0bEK8PVJdW/rI3IM4gprqt8rp3JU4HhCJANK6cNwDAgCAOQkgiHtT6UbsQNBtLQQBAIIQBQAPARs71UQ/d0y5AaYFYnD6vS07f0o9urjI+lCO/UCpXmPjhcWwqqJO6sE8viPftcH8/1XNfhnT/du72JOH2NPuqUuWgUegYwQDQu/qID85Kd+1wvXXSamynpoKwqQP/uMp0107nbWmuhwvlVWXSs0XyD3c5frxPLmRYqRM/yHAvHLA/uMvx0A7nvVnO5fnKBxfMWDPZPoKetBkeL1JuTvZ8USs2ebFKjn1st7JshzOjTmgbRPv8yAHW8HSRdPNWZWGq88n9zhfKlO+nSgtS2MM00uTF0utNSzKdj+cplQeHCMkAAAtfSURBVCzrHUO4DvKNk9Z/SfKsKbFJnYRvEr7sNrx/3rIsT1mc5VyU6VyU4/iPo9IxMzs8jppaiRcPSHOTHG+dtuibKUs3VkAb/63YsTDLc3eKbVEytyyHe++cUN9ANw9h5xTDv5fI39rasP6M3OOjQwArMnD3Z8vLdsl7aY5qob5k2BdKLLdvl+/Ltv6sTPqPI/IPdnhuS2vYT5lbBph9hGlFgbKySP7SwLm9xFeK4bUT0vI9tkUZ9kXpzntyXL88Jp2z072jaGM/sZ/hXymzLc12LM5w3rPNtXiH840T8kUH1+PDLiv0y4dsi9JcvzkqcdFVZLpOmIiuIk9I7MD41+VFq59Mh5nvfcHNed/2t581zE1qmJ/k+XZSw48KlWRI4LsIvp3YXG26N9M5P9lzc7JrQY7yu2oz00oHQsiAHz1lZV89Yr0jXfnWBs/Nye5HC61pMOPxohNBfd8YWm4yvFRpvSPTNe8L97e3On68V/6i3mxopYKhcLzcuAHxOsD4DTrwNFt5EqKrRdB1NxLNgP6/B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" /></div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0tag:blogger.com,1999:blog-8735357526028348663.post-61035069799343854512011-11-26T03:00:00.000-08:002011-11-26T03:00:54.203-08:00Factor de potencia<b>Conclusiones para la corrección de un factor de potencia.</b><br />
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>El factor de potencia se puede definir como la relación que existe entre la potencia activa (KW) y la potencia aparente (KVA) y es indicativo de la eficiencia con que se está utilizando la energía eléctrica para producir un trabajo útil.</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>El origen del bajo factor de potencia son las cargas de naturaleza inductiva, los cuales pueden agravarlo si no se operan en las condiciones para las que fueron diseñados.</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>El bajo factor de potencia es causa de recargos en la cuenta de energía eléctrica, los cuales llegan a ser significativos cuando el factor de potencia es reducido.</div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>Un bajo factor de potencia limita la capacidad de los equipos con el riesgo de incurrir en sobrecargas peligrosas y pérdidas excesivas con un dispendio de energía.</div><div class="MsoNormal" style="margin-left: 18.0pt;"><br />
</div><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>El primer paso en la corrección del factor es el prevenirlo mediante la selección y operación correcta de los equipos. Por ejemplo, adecuando la carga de los motores a su valor nominal.</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>Los capacitores de potencia son la forma más práctica y económica para mejorar el factor de potencia, sobre todo en instalaciones existentes.</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>Entre más cerca se conecten los capacitores de la carga que van a compensar, mayores son los beneficios que se obtienen.</div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";"> </span></span>Cuando las variaciones de la carga son significativas, es recomendable el empleo de bancos de capacitores automáticos.</div><div class="MsoNormal" style="margin-left: 18.0pt;"><b><span lang="ES">Sistemas Polifásicos</span></b></div><div class="MsoNormal" style="margin-left: 18.0pt;"><span lang="ES">En ingeniería eléctrica un <b>sistema polifásico</b> es un sistema de producción, distribución y consumo de energía eléctrica formado por dos o más tensiones iguales con diferencia de fase constante, que suministran energía a las cargas conectadas a las líneas. En un sistema bifásico la diferencia de fase entre las tensiones es de 90°, mientras que en los trifásicos dicha diferencia o desfase es de 120°. Los sistemas trifásicos son los utilizados en la generación, transmisión y distribución de la energía eléctrica. Históricamente han existido sistemas de mayor número de fases, v.g., hexafásicos, destinado a alimentar rectificadores de modo de obtener una tensión continua poco ondulada.</span></div><div class="MsoNormal" style="margin-left: 18.0pt;"><b><span lang="ES">Sistema Monofásico</span></b></div><div class="MsoNormal" style="margin-left: 18.0pt;"><span lang="ES">Es un sistema de producción, distribución y consumo de energía eléctrica formado por una única corriente alterna o fase y por lo tanto todo el voltaje varía de la misma forma. La distribución monofásica de la electricidad se suele usar cuando las cargas son principalmente de iluminación y de calefacción, y para pequeños motores eléctricos.</span></div><div class="MsoNormal" style="margin-left: 18pt;"><img alt="" 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" /><span lang="ES"> </span><br />
<span lang="ES"><b>Sistema trifasico </b></span></div><div class="MsoNormal" style="margin-left: 18pt;"></div><div class="MsoListParagraph"><span lang="ES">es un sistema de producción, distribución y consumo de energía eléctrica formado por tres corrientes alternas monofásicas de igual frecuencia y amplitud (y por consiguiente, valor eficaz) que presentan una cierta diferencia de fase entre ellas, en torno a 120°, y están dadas en un orden determinado. Cada una de las corrientes monofásicas que forman el sistema se designa con el nombre de fase.</span></div><div class="MsoListParagraph"><img alt="" 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" /><span lang="ES"> </span></div><div class="MsoListParagraph"></div><div class="MsoListParagraphCxSpFirst"><b><span lang="ES">Transformador</span></b><span lang="ES"> </span></div><div class="MsoListParagraphCxSpLast"><span lang="ES">Es un dispositivo que convierte la energía eléctrica alterna de un cierto nivel de tensión, en energía alterna de otro nivel de tensión, por medio de interacción electromagnética. Está constituido por dos o más bobinas de material conductor, aisladas entre sí eléctricamente y por lo general enrolladas alrededor de un mismo núcleo de material ferromagnético. La única conexión entre las bobinas la constituye el flujo magnético común que se establece en el núcleo.</span></div><div class="MsoListParagraphCxSpLast"><img alt="" height="160" 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" width="320" /><span lang="ES"> </span></div><div class="MsoListParagraphCxSpLast"><span lang="ES" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Si se aplica una fuerza electromotriz alterna en el devanado primario, circulará por éste una corriente alterna que creará a su vez un campo magnético variable. Este campo magnético variable originará, por inducción electromagnética, la aparición de una fuerza electromotriz en los extremos del devanado secundario</span><span lang="ES"> </span></div><div class="MsoListParagraph"><span lang="ES"> </span></div><div class="MsoNormal" style="margin-left: 18pt;"><span lang="ES"> </span></div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0tag:blogger.com,1999:blog-8735357526028348663.post-47681251654674532252011-11-25T23:31:00.000-08:002011-11-25T23:31:58.256-08:00seguridad industrial en el manejo de la electricidad<div class="separator" style="clear: both; text-align: center;"><object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/fwXQEy_d-Fk/0.jpg"><param name="movie" value="http://www.youtube.com/v/fwXQEy_d-Fk&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><embed width="320" height="266" src="http://www.youtube.com/v/fwXQEy_d-Fk&fs=1&source=uds" type="application/x-shockwave-flash"></embed></object></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/6IUt5PrzZB4?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/xwHgatfCuSs?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><br />
</div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0tag:blogger.com,1999:blog-8735357526028348663.post-87569559707397742892011-11-25T23:12:00.001-08:002011-11-25T23:49:18.291-08:00<div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 20pt; line-height: 115%;">Seguridad industrial en el manejo de la electricidad</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";">La seguridad industrial anticipa, reconoce, evalúa y controla factores de riesgo que pueden ocasionar accidentes de trabajo en industrias, por lo cual se puede decir que es un conjunto de técnicas multidisciplinarias que se encarga de identificar el riesgo, por lo que se trata de tomar medidas correctivas y disponibles que pueden estar a nuestro alcance.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";">Con respecto que </span><span style="font-family: "Cambria","serif";">vamos a tratar en la seguridad ya que tiene que ver con algo que todos utilizamos, con lo que convivimos y hasta dependemos: Se trata de la energía eléctrica, con la que realizamos nuestras tareas diarias y usamos para divertirnos, descansar e incluso para comer. Y esto hace que lo tomemos como algo simple y sencillo y en ocasiones inofensivo cuando en realidad no es así ya puede ser trágico y desastroso.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";">Puesto que al utilizar los materiales eléctricos como son Los cables, conectores y otros accesorios se utilizan sin las precauciones apropiadas pueden ocasionar calor excesivo, corto circuito. Además, el uso inadecuado o la falta de señales y el descuido de muchas actividades cuando las personas se encuentran cerca de fuentes de energía eléctrica ha ocasionado un sinnúmero de daños a los bienes que van desde pequeños problemas en equipos, hasta grandes desastres industriales y accidentes a las personas que van desde un leve descarga eléctrica, hasta la misma muerte en estos casos.</span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;">Recomendaciones a seguir en la seguridad en el manejo de energía:</span></b><span style="font-family: "Cambria","serif"; font-size: 12pt; line-height: 115%;"></span></div><ul><li><span style="font-family: Wingdings;"><span style="font: 7pt "Times New Roman";"></span></span><span style="font-family: "Cambria","serif";">No realice trabajos con líneas "vivas". Es decir, siempre interrumpir el flujo de energía antes de realizar cualquier trabajo.</span></li>
<li><span style="font-family: Wingdings;"><span style="font: 7pt "Times New Roman";"></span></span><span style="font-family: "Cambria","serif";">No suponga que todo está bien. Verifique que los interruptores se encuentren en posición de apagado y asegúrese de esto.</span></li>
<li><span style="font-family: Wingdings;"><span style="font: 7pt "Times New Roman";"></span></span><span style="font-family: "Cambria","serif";">Aislé el área en la que va a trabajar para prevenir el acceso de personas ajenas a los trabajos.</span><span style="font-family: "Cambria","serif";"> </span><span style="font-family: "Cambria","serif";"></span></li>
<li><span style="font-family: Wingdings;"></span><span style="font-family: "Cambria","serif";">Use señales, avisos y candados para indicar que la energía ha sido interrumpida para realizar un trabajo y así evitar que alguien accidentalmente encienda el interruptor o reinicie el flujo de energía.</span></li>
<li><span style="font-family: Wingdings;"></span><span style="font-family: "Cambria","serif";">Si el trabajo que va a realizar implica el uso de herramientas eléctricas, verifique que todas las conexiones, cables y accesorios se encuentren en buen estado y correctamente instaladas. Usted no quiere que una herramienta eléctrica se encienda repentinamente sin su voluntad.</span></li>
<li><span style="font-family: Wingdings;"></span><span style="font-family: "Cambria","serif";">Tenga presente que las extensiones de cable solamente deben usarse en casos excepcionales y siempre son temporales, por lo tanto deben retirarse una vez concluya el trabajo.</span></li>
<li><span style="font-family: Wingdings;"><span style="font: 7pt "Times New Roman";"></span></span><span style="font-family: "Cambria","serif";">Use siempre el equipo de protección requerido para el trabajo que va a realizar.</span> <b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif"; font-size: 12pt;"> </span></b></li>
</ul><b><span style="color: black; font-family: "Cambria","serif"; font-size: 12pt;">Factores que intervienen en los accidentes eléctricos.</span></b> <span style="color: black; font-family: "Cambria","serif";"> </span><br />
<span style="color: black; font-family: "Cambria","serif";">Dentro de los factores técnicos mencionaremos los siguientes:</span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif";"> </span></b><br />
<b><span style="color: black; font-family: "Cambria","serif";">Intensidad de la corriente que pasa por el cuerpo humano</span></b><span style="color: black; font-family: "Cambria","serif";">: Se ha demostrado experimentalmente que es la intensidad que atraviesa el cuerpo humano y no la tensión la que puede ocasionar lesiones debido al accidente eléctrico.</span><br />
<ul><li><div style="text-align: left;"> </div><div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-align: left;"><span style="color: black; font-family: "Cambria","serif";">En este sentido comentar que a partir de 1 mA de corriente alterna ya se comienzan a percibir hormigueos, y que hasta intensidades de 10 mA del mismo tipo de corriente, la persona aún es capaz de soltar un conductor.</span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif";"> </span></b><br />
<b><span style="color: black; font-family: "Cambria","serif";">Tiempo de exposición al riesgo: </span></b><span style="color: black; font-family: "Cambria","serif";">No podemos hablar de valores de intensidad sin relacionarlos con el tiempo de paso por el cuerpo humano. De esta forma, para cada intensidad de corriente se establecen, según el tiempo de contacto, tres niveles:</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72pt; text-align: left; text-indent: -18pt;"><span style="color: black; font-family: Wingdings; font-size: 10pt;">§<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif";">Nivel de seguridad:</span></b><span style="color: black; font-family: "Cambria","serif";"> Abarca desde la mínima percepción de corriente hasta el momento en que no es posible soltarse voluntariamente del conductor. En dicho periodo no se produce afectación cardiaca ni nerviosa.</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72pt; text-align: left; text-indent: -18pt;"><span style="color: black; font-family: Wingdings; font-size: 10pt;">§<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif";">Nivel de intensidad soportable:</span></b><span style="color: black; font-family: "Cambria","serif";"> Se produce aumento de la presión sanguínea y alteraciones del ritmo cardiaco, pudiéndose llegar a parada cardiaca reversible. Además, el nivel de consciencia va disminuyendo llegándose al coma por encima de 50 mA</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72.0pt; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><div style="text-align: left;"><span style="color: black; font-family: Wingdings; font-size: 10pt;">§<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif";">Nivel de intensidad insoportable:</span></b><span style="color: black; font-family: "Cambria","serif";"> Estado de coma persistente y parada cardiaca.</span></div><div style="text-align: left;"><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>ES-EC</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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" /><span style="color: black; font-family: "Cambria","serif";"> </span><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></div><div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-align: left; text-indent: -18pt;"><span style="color: black; font-family: Wingdings; font-size: 10pt;"><span><span style="font: 7pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Recorrido de la corriente eléctrica por el cuerpo humano:</span></b><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Las consecuencias del contacto dependerán de los órganos del cuerpo humano que atraviese la corriente. Las mayores lesiones se producen cuando la corriente circula en las siguientes direcciones: </span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72.0pt; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Mano izquierda - pie derecho</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72.0pt; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Mano derecha - pie izquierdo</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72.0pt; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Manos - cabeza</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72.0pt; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Mano derecha - tórax (corazón) - mano izquierda</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72.0pt; mso-list: l0 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Pie derecho - pie izquierdo </span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72pt; text-align: justify; text-indent: -18pt;"><img alt="" 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</style> <![endif]--> </div><div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Naturaleza de la corriente</span></b><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">: Diferenciamos entre corriente alterna y corriente continua. </span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72.0pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Corriente alterna:</span></b><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Su característica fundamental es la frecuencia, de tal modo que esa alternancia en el sistema cardiaco y nervioso produce espasmos, convulsiones y alteraciones del ritmo cardiaco.</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Las altas frecuencias son menos peligrosas que las bajas (sólo percepción de calor con frecuencias superiores a 10.000 Hz). Por debajo de 10.000 Hz los efectos son similares a los de la corriente continua.</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 72.0pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Corriente continua</span></b><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">: Suele actuar por calentamiento y generalmente no es tan peligrosa como la alterna, si bien puede inducir riesgo de embolia y muerte.</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Resistencia eléctrica del cuerpo humano:</span></b><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Entre los factores determinantes tenemos la edad, el sexo, las tasas de alcohol en sangre, el estado de la superficie de contacto (humedad, suciedad, etc.), la presión de contacto, etc.</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">El valor máximo de resistencia se establece en 3000 Ohmios y el mínimo en 500 Ohmios. La piel seca tiene una gran resistencia, del orden de 4.000 Ohmios para la corriente alterna. En el caso de piel húmeda se reducen los niveles de resistencia hasta 1500 Ohmios, con lo que sólo con 100 V la intensidad que atraviesa el organismo puede producir la muerte. La sudoración también es un factor que puede disminuir la resistencia de la piel.</span></div><div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">La resistencia en el interior del organismo es, en general, 1000 veces menor que la de la piel, siendo menor para la corriente alterna. En el interior del organismo la resistencia disminuye en proporción directa a la cantidad de agua que presentan los distintos tejidos; así, de mayor a menor resistencia tenemos los huesos, el tendón, la grasa, la piel, los músculos, la sangre y los nervios.</span></div><div class="MsoListParagraph" style="mso-list: l0 level1 lfo4; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Tensión aplicada:</span></b><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Definimos la "tensión de contacto" como la diferencia de potencial que pueda resultar aplicada entre la mano y el pie de una persona que toque con aquella una masa o elemento sin tensión. En ausencia de contacto con elementos aislantes, aumenta la tensión de contacto y se favorece el paso de la corriente. Las tensiones más peligrosas son, para la corriente continua, las cercanas a 500 V, y para la corriente alterna las próximas a 300 V.</span><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"></span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Resistencia del cuerpo humano en momento del contacto</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">La resistencia que ofrece el cuerpo humano al paso de la corriente depende<span style="mso-spacerun: yes;"> </span>del nivel<span style="mso-spacerun: yes;"> </span>de contacto que en ese momento se haga<span style="mso-spacerun: yes;"> </span>y que podrá ser mayor o menor, según la circunstancias<span style="mso-spacerun: yes;"> </span>y el estado de la persona. Así que<span style="mso-spacerun: yes;"> </span>se podría considerar por ejemplo, los siguientes valores de resistencias:</span></div><div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Manos secas y callosas………………………………….….50.000 Ω</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Manos húmedas………………………………………………..5.000 Ω</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Situación más favorable……………………………….….1.000 Ω a 2.000 Ω</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">La resistencia por parte del cuerpo humano se ve influenciada por otros factores, no medibles, pero que son reales, tales como:</span></div><div class="MsoListParagraphCxSpFirst" style="mso-list: l3 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Estado de salud (fatiga, falta de sueño, situación nerviosa, etc.)</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Sexo y edad de la persona (joven, anciano, hombre, mujer)</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Situación del momento (sorpresa, excitación, relajo, etc.)</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l3 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Situación ambiental (seco o húmedo)</span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Tención eléctrica</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">La tensión eléctrica<span style="mso-spacerun: yes;"> </span>es junto con la resistencia un factor que impide en la intensidad de la corriente<span style="mso-spacerun: yes;"> </span>que circulara por el organismo, ya que esta será directamente proporcional a mayor tención,<span style="mso-spacerun: yes;"> </span>e inversamente, a la menor resistencia.</span></div><div class="MsoNormal" style="text-align: justify;"><!--[if !mso]> <style>
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</style> <![endif]--><!--[if gte mso 9]><xml> <o:shapedefaults v:ext="edit" spidmax="1027"/> </xml><![endif]--><!--[if gte mso 9]><xml> <o:shapelayout v:ext="edit"> <o:idmap v:ext="edit" data="1"/> </o:shapelayout></xml><![endif]--> </div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Riesgo de para cardiaca</span></b></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Frecuencia de la red:</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Los valores de tención<span style="mso-spacerun: yes;"> </span>e intensidad<span style="mso-spacerun: yes;"> </span>que señalan<span style="mso-spacerun: yes;"> </span>los aparatos<span style="mso-spacerun: yes;"> </span>y con<span style="mso-spacerun: yes;"> </span>los que se realizan los cálculos. Son valores<span style="mso-spacerun: yes;"> </span>eficaces<span style="mso-spacerun: yes;"> </span>y no valores máximos cuando se trata de corrientes alternas.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Con tenciones alternas de frecuencia entre 15 y 100hz, la incidencia de la variación de<span style="mso-spacerun: yes;"> </span>frecuencias<span style="mso-spacerun: yes;"> </span>en los efectos de, no tienen mucha influencia.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">A más frecuencia, los riesgos de<span style="mso-spacerun: yes;"> </span>fibrilación disminuyen, pero aumenta los riesgos de quemadura.</span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">En corrientes continuas:</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Es más difícil encontrarse con corrientes continuas que con corrientes alternas, sin embargo, es otro riesgo<span style="mso-spacerun: yes;"> </span>que hay que evitar. </span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">En corrientes continuas el umbral de fibrilación es más elevado que en corrientes alternas. En corrientes de formas<span style="mso-spacerun: yes;"> </span>de ondas especiales, los efectos de estas corrientes sobre el cuerpo humano<span style="mso-spacerun: yes;"> </span>son intermedios entre los de corriente alterna<span style="mso-spacerun: yes;"> </span>y los de corriente continua.</span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Tiempo de paso<span style="mso-spacerun: yes;"> </span>de la corriente eléctrica por el cuerpo humano:</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Es la intensidad de corriente, las que causa las lesiones en el cuerpo humano, siendo el tiempo de<span style="mso-spacerun: yes;"> </span>paso, el factor determinado en la lesión final<b style="mso-bidi-font-weight: normal;">.</b></span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Recorrido de la corriente:</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">El recorrido más peligroso es el que cruza el tórax por la afectación cardiaca concomitante. Si sólo se atraviesa una extremidad, el pronóstico será mejor.</span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Tipos de accidentes eléctricos:</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Los accidentes pueden afectar a las personas o a las instalaciones, incluyendo a los aparatos y receptores, pudiendo en consecuencia establecer dos grupos de accidentes eléctricos, tal como a la afectación a las personas y a las </span><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">cosas.</span></div><div class="MsoNormal" style="text-align: justify;"><img alt="" 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UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style> <![endif]--> </div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Accidentes en las personas:</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Los accidentes en las personas tienen su origen en causas diferentes, como son:</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">Contactos directos e indirectos</span></div><div class="MsoListParagraph" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">El directo tiene lugar con las partes activas del equipo o aparato que están diseñadas para llevar tensión (clavijas, claves metálicos, barras de distribución, etc.)</span></div><div class="MsoListParagraph" style="line-height: normal; text-align: justify; text-indent: -18pt;"><img alt="" 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/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style> <![endif]--> </div><div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">El indirecto se produce al tocar ciertas partes que habitualmente no están diseñadas para el paso de la corriente eléctrica, pero que pueden quedar en tensión por algún defecto o deterioro (partes metálicas o accesorios de conducción).</span></div><div class="MsoListParagraph" style="text-align: justify; text-indent: -18pt;"><img alt="" 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" 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</style> <![endif]--> </div><div class="MsoListParagraph" style="text-align: justify;"><b><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Arial; mso-hansi-theme-font: major-latin;">Efectos que produce la corriente sobre el organismo</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"></span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Los accidentes más frecuentes sobre el cuerpo y el organismo<span style="mso-spacerun: yes;"> </span>son los siguientes: </span></div><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">A nivel local:</span></b><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Quemadura blanco-amarillenta, endurecida, normalmente de bordes elevados, centro deprimido e indolora. Junto a las quemaduras en la zona de entrada y salida, se establece un área de destrucción celular alrededor, poco aparente al principio.<br />
En el trayecto de la corriente por el interior del organismo, se produce destrucción muscular con liberación de sustancias capaces de ocasionar, como en el caso de la mioglobina, trombosis vascular, gangrena y fallo renal por obstrucción de las arteriolas del riñón.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 54.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Es característico que se produzcan fracturas debidas a la propia corriente y a las fuertes sacudidas musculares que éstas producen.</span></div><div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 54.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">En ocasiones se producen las llamadas "quemaduras por arco", cuando la corriente sigue la superficie cutánea, por ser la que menos resistencia ofrece, y buscar tierra directamente a partir de la piel. En este caso, las quemaduras cutáneas serán gravísimas, pero la corriente no atraviesa el cuerpo humano y no hay lesiones internas.</span></div><div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 54pt; text-align: justify;"><img alt="" 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</style> <![endif]--> </div><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">A nivel general</span></b><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">: Según el tiempo transcurrido distinguimos un cuadro precoz y otro tardío:</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 54.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-bidi-font-style: italic; mso-hansi-theme-font: major-latin;">Cuadro precoz</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">:</span></b><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Puede llevar al accidentado a la muerte inmediata. Las posibles manifestaciones son:</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 90.0pt; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Parada cardiaca</span></b><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">: Se produce al atravesar la corriente el corazón con ausencia de contracción y paro circulatorio. El mecanismo fundamental es la fibrilación ventricular, en la cual se producen contracciones cardiacas anárquicas y desorganizadas de numerosas células ventriculares al mismo tiempo. Ello hace que la contracción global del corazón sea inefectiva y no se bombee la sangre. Se presenta con intensidades de 100 mA y cuando el choque eléctrico tiene una duración superior a 0,15 segundos, el 20 % de la duración total del ciclo cardiaco medio, que es de 0,75 segundos.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 90.0pt; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Asfixia:</span></b><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Se produce cuando la corriente atraviesa el tórax. Ello impide la contracción de los músculos de los pulmones y cese de la respiración.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 90.0pt; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Quemaduras:</span></b><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Pueden ser internas o externas, según el paso de la intensidad de la corriente. La presencia de dificultad respiratoria, quemaduras de los pelos de la nariz o de la boca, indican posible riesgo de quemadura interna a nivel del árbol traqueo bronquial, de muy mal pronóstico.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 90.0pt; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Tetanización</span></b><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">: O sacudidas por contracciones musculares intensas. Consiste en la anulación de la capacidad de reacción muscular que impide la separación voluntaria del punto de contacto.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-bidi-font-style: italic; mso-hansi-theme-font: major-latin;">Cuadro tardío</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">:</span></b><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Se caracteriza por la afectación neurológica y renal.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 126.0pt; mso-add-space: auto; mso-list: l2 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Lesiones nerviosas:</span></b><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Parálisis y contracturas permanentes por lesión del sistema nervioso. Disminución del nivel de consciencia, coma e incluso muerte por convulsiones.</span></div><div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 126.0pt; mso-add-space: auto; mso-list: l2 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Lesión renal:</span></b><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Bloqueo de la función urinaria y muerte.</span></div><div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 54pt; text-align: justify;"><span style="font-family: "Cambria","serif";"> </span></div><div class="MsoListParagraph" style="text-align: justify; text-indent: -18pt;"><span style="color: black; font-family: "Cambria","serif";"> </span><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"></span></div><div class="MsoListParagraph" style="line-height: normal; text-align: justify; text-indent: -18pt;"><span style="color: black; font-family: "Cambria","serif";"> </span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif";"> </span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div></div><span style="font-family: "Cambria","serif";"> </span></li>
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</div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com1tag:blogger.com,1999:blog-8735357526028348663.post-29958053442397562122011-11-25T23:00:00.000-08:002011-11-25T23:00:29.243-08:00La generacion electrica concepto<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>ES-EC</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 16.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">TIPOS DE GENERACIÓN ELÉCTRICA</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">la <span style="mso-bidi-font-weight: bold;">generación de </span></span><a href="http://enciclopedia.us.es/index.php/Electricidad" title="Electricidad"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">electricidad</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> consiste en la transformación de alguna clase de energía no eléctrica (sea esta </span><a href="http://enciclopedia.us.es/index.php?title=Energ%C3%ADa_qu%C3%ADmica&action=edit&redlink=1" title="Energía química (página no existe)"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">química</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">, </span><a href="http://enciclopedia.us.es/index.php/Energ%C3%ADa_mec%C3%A1nica" title="Energía mecánica"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">mecánica</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">, </span><a href="http://enciclopedia.us.es/index.php/Energ%C3%ADa_t%C3%A9rmica" title="Energía térmica"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">térmica</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">, </span><a href="http://enciclopedia.us.es/index.php?title=Energ%C3%ADa_luminosa&action=edit&redlink=1" title="Energía luminosa (página no existe)"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">luminosa</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">, etc.) en </span><a href="http://enciclopedia.us.es/index.php/Energ%C3%ADa_el%C3%A9ctrica" title="Energía eléctrica"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">energía eléctrica</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">. Puesto que hay dos tipos de energía las renovables y no renovables, entre las cuales tenemos las siguientes:</span></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">ENERGÍA NUCLEAR</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;"> </span>Es la energía liberada durante la fisión o fusión de núcleos atómicos. Las cantidades de energía que pueden obtenerse mediante procesos nucleares superan ampliamente alas q pueden lograses mediante procesos químicos, que solo implican las regiones externa al átomo.</span></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">BIOMASA</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">La biomasa es el conjunto de materia orgánica renovable de origen vegetal, animal o procedente de la transformación natural o artificial de la misma. Esta variedad de posibles materiales tiene como nexo común el derivar directamente o indirectamente el proceso de fotosíntesis.</span></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">ENERGÍA HIDRÁULICA E HIDROELÉCTRICA</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">El aprovechamiento de la energía potencial del agua para producir energía eléctrica constituye en esencia la energía hidroeléctrica. Se trata de un recurso renovable y autóctono.</span></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">ENERGÍA EÓLICA</span></b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Es el aprovechamiento de las fuerzas del viento. Entre otros factores, la concienciación medioambiental ya la necesidad de disminuir la dependencia de suministros exteriores influyen fuertemente en las políticas energéticas relativas a las energías renovables en sus diferentes ámbitos: investigación, desarrollo y aplicaciones.</span></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">ENERGÍA SOLAR</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Es la energía radiante producida por el sol como resultado de relaciones nucleares de fusión. Llega a la tierra a través del espacio en forma de fotones, que interactúan con la atmosfera y la superficie terrestre.</span></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">ENERGÍA SOLAR TÉRMICA</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Se trata del sistema más extendido de aprovechamiento de la energía solar. El medio para conseguir este aporte de temperatura se hace mediante de colectores.</span></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">ENERGÍA SOLAR FOTOVOLTAICA</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">El sistema de aprovechamiento del sol para producir energía eléctrica se denomina conversión fotovoltaica.</span></div><div align="center" class="MsoNormal" style="text-align: center;"><a href="" name="_Toc97033119"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-TRAD; mso-ascii-theme-font: major-latin; mso-fareast-language: ES-EC; mso-hansi-theme-font: major-latin;">ENERGÍA GEOTÉRMICA</span></b></a><span style="mso-bookmark: _Toc97033119;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-language: ES-EC; mso-hansi-theme-font: major-latin;"></span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-language: ES-EC; mso-hansi-theme-font: major-latin;">La tierra posee una enorme cantidad de energía en su interior. Una muestra de ellos lo constituyen, por ejemplo, los volcanes o los géiseres.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-language: ES-EC; mso-hansi-theme-font: major-latin;">En general, es difícil aprovechar la energía térmica. Sin embargo, existen puntos en el planeta en los que se producen anomalías geotérmicas, dando lugar a gradientes de temperatura de entre 100 y 200ºc por kilómetro. Es en estos puntos donde se puede aprovechar esta energía. </span></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-language: ES-EC; mso-hansi-theme-font: major-latin;">ENERGÍA MAREOMOTRIZ</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-fareast-language: ES-EC; mso-hansi-theme-font: major-latin;">Las olas del mar son un derivado terciario de la energía solar. El calentamiento de la superficie terrestre genera viento y el viento genera las olas. La tecnología de conversión de movimiento oscilatorio de las olas en energía eléctrica se fundamenta en que la ola incidente crea un movimiento relativo entre un adsorbedor y un punto de reacción que impulsa un fluido a través del generador.</span></div><div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">GENERACIÓN DE ENERGÍA</span></b></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">La generación y </span><a href="http://www.monografias.com/trabajos/transporte/transporte.shtml"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">transporte</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> de </span><a href="http://www.monografias.com/trabajos10/nofu/nofu.shtml"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">electricidad</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> es el conjunto de instalaciones que se utilizan para transformar otros tipos de energía en electricidad y transportarla hasta los lugares </span><a href="http://ads.us.e-planning.net/ei/3/29e9/cfa010f10016a577?rnd=0.3122345041129174&pb=8c103ab72c96de56&fi=bd42f312b4c49caa"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">donde</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> se consume. La generación y transporte de energía en forma de electricidad tiene importantes ventajas económicas debido al </span><a href="http://www.monografias.com/trabajos7/coad/coad.shtml#costo"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">costo</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> por unidad generada. Estas instalaciones suelen utilizar corriente alterna, ya que es fácil reducir o elevar el voltaje con </span><a href="http://www.monografias.com/trabajos11/tradi/tradi.shtml"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">transformadores</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">. De esta manera, cada parte del </span><a href="http://www.monografias.com/trabajos11/teosis/teosis.shtml"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">sistema</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> puede funcionar con el voltaje apropiado. Las instalaciones eléctricas tienen seis elementos principales las cuales son:</span></div><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">la central eléctrica.</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">los transformadores, que elevan el voltaje de la energía eléctrica generada a las altas tensiones utilizadas en las líneas de transporte.</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">las líneas de transporte.</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">las subestaciones donde la señal baja su voltaje para adecuarse a las líneas de distribución.</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">las líneas de distribución.</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">los transformadores que bajan el voltaje al </span><a href="http://www.monografias.com/trabajos14/nuevmicro/nuevmicro.shtml"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: major-latin;">valor</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> utilizado por los consumidores.</span></div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0tag:blogger.com,1999:blog-8735357526028348663.post-71864769567872087152011-11-25T21:01:00.000-08:002011-11-25T21:01:09.284-08:00La generacion electrica<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/9qhx6Y9u14g?feature=player_embedded' frameborder='0'></iframe><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/ApCu6mVBSs0?feature=player_embedded' frameborder='0'></iframe><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/Jt7f-fdxWwo?feature=player_embedded' frameborder='0'></iframe></div>Victor Rigchaghttp://www.blogger.com/profile/08905181922013203195noreply@blogger.com0