{"id":216,"date":"2016-12-22T19:23:23","date_gmt":"2016-12-22T19:23:23","guid":{"rendered":"http:\/\/rentabilitet.dk\/opgaver\/?page_id=216"},"modified":"2016-12-22T19:23:23","modified_gmt":"2016-12-22T19:23:23","slug":"2-gradsfunktioner","status":"publish","type":"page","link":"https:\/\/rentabilitet.dk\/opgaver\/matematik\/2-gradsfunktioner\/","title":{"rendered":"2. Gradsfunktioner"},"content":{"rendered":"<html xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:default=\"http:\/\/www.w3.org\/1998\/Math\/MathML\">\n<style>\n.docxpressoPlugin {\n\tfont-size: 83.35%;\n}\n\n.h5p_layout {\n    box-sizing: content-box !important;\n}\n\n.h5p_layout *{\n    float: none;\n    text-align: initial;\n\tbox-sizing: border-box;\n}\n\/*to make sure that floating elements are always inside the document bounds*\/\n.h5p_layout:after {\n    content: \" \";\n    display: block;\n    height: 0;\n    clear: both;\n    visibility: hidden;\n}\n\/* a default layout for documents without maste styles *\/\n.h5p_default_layout {\n    margin-top: 3.6rem;\n    margin-left: 8.50464rem;\n    margin-bottom: 3.6rem;\n    margin-right: 8.50464rem;\n    writing-mode: lr-tb;\n}\n\/*hack for IE *\/\nwbr:after { content: \"\\00200B\"; }\n\n\/*hack to get some extra top margin for anchors if needed*\/\n.h5p_layout span[id^=\"_Toc\"]{\n    padding-top: 10px;\n    margin-top: -10px;\n}\n\n\/* Remove unwanted numbering styles *\/\n.h5p_layout .removeNumbering:before{\n    content: initial !important;\n    display: none;\n    all: initial !important;\n}\n\n\/* give zero default top and bottom paddings for paragraphs*\/\n.h5p_layout p {\n    color: #000000;\n    line-height: 1;\n    margin-top: 0;\n    margin-bottom: 0;\n}\n.h5p_layout span {\n    color: #000000;\n    font-weight: normal;\n}\n.h5p_layout span.dropcap {\n    color: inherit;\n    font-family: inherit !important;\n}\n.h5p_layout h1, .h5p_layout h2, .h5p_layout h3, .h5p_layout h4, .h5p_layout h5, .h5p_layout h6 {\n    margin-top: 0;\n    margin-bottom: 0;    \n\tfont-family: inherit;\n    font-weight: 500;\n    line-height: 1;\n    color: inherit;\n}\n\/* give zero default top and bottom paddings for paragraphs in tables*\/\n.h5p_layout table p {\n    margin-top: 0;\n    margin-bottom: 0;\n}\n\n.h5p_layout ul, .h5p_layout ol {\n\tlist-style-type: none;\n    margin-top: 0;\n    margin-bottom: 0.5em;\n    padding-left: 0;\n}\n\n.h5p_layout ul li, .h5p_layout ol li {\n    list-style-type: none;\n    margin-top: 0;\n    margin-bottom: 0.5em;\n    \n}\n.h5p_layout li p {\n    margin-top: 0;\n    margin-bottom: 0;\n}\n.h5p_layout table {\n    border: none;\n}\n.h5p_layout td {\n    vertical-align: top;\n    border: none;\n}\n.h5p_layout th {\n    vertical-align: top;\n    border: none;\n}\n.h5p_layout div {\n    margin-bottom: 10pt;\n}\n\n.h5p_layout img {\n    margin: 0;\n    padding: 0;\n}\n\n.h5p_layout ul ul {\n    margin-top: 0;\n    margin-bottom: 0;\n}\n\n.h5p_layout li {\n    margin-top: 0;\n    margin-bottom: 0;\n    list-style-type: none !important;\n}\n\n.h5p_layout ul, .h5p_layout ol {\n    list-style-type: none !important;\n}\n\n.h5p_layout td[data-sorting] p:before, .h5p_layout th[data-sorting] p:before {\n    content: ' ';\n    padding-right: 16px;\n    background: url(data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAsAAAALAQMAAACTYuVlAAAAA3NCSVQICAjb4U\/gAAAABlBMVEUjLTD\/\/\/\/tm\/tRAAAACXBIWXMAAAsSAAALEgHS3X78AAAAFnRFWHRDcmVhdGlvbiBUaW1lADAyLzEwLzE2RFpLjQAAACB0RVh0U29mdHdhcmUATWFjcm9tZWRpYSBGaXJld29ya3MgTVi7kSokAAAAI0lEQVR4nGP4\/4Dh9wOGjw8YHjxgOJDA8B9MPgCLAMX\/PwAANZUStiyS6NsAAAAASUVORK5CYII=);\n    background-position: left center;\n    background-repeat: no-repeat;\n}\n\n.sortDecorator {\n    border-bottom: 3px solid #b70000 !important;\n}\n\n\/* This is a spacial class designed to remove unwanted bullets when a li has\nul as its first child*\/\n.h5p_layout .removeBullet:before {\n    content: none !important;\n}\n\n\/*responsive tables*\/\n.h5p_layout div.dxoResponsiveTable{\n    margin: 0 !important;\n    padding: 0 !important;\n    overflow-x: auto !important;\n\toverflow-y: hidden;\n}\n\n\/* chart tooltips *\/\n.c3-tooltip-container td.name {\n    white-space: nowrap;\n}\n\n\/* External services*\/\n.h5p_layout iframe {\n    resize: vertical;\n    border: 1px solid #fff;\n}\n\n.h5p_layout div.youtube {\n    position:relative;\n    padding-bottom:56.25%;\n    height:0;\n    overflow:hidden;\n    background-color: transparent;\n}\n\n.h5p_layout div.youtube iframe {\n    resize: none;\n    position:absolute;\n    top:0;\n    left:0;\n    width:100%;\n    height:100%;\n}\n\n\n div#h5p_6a630ac0ed5dd ul.LFO1 {counter-reset: ulLFO1_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 ul {counter-reset: ulLFO1_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li:before {counter-increment: ulLFO1_1;content: counter(ulLFO1_1, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO1 ul ul {counter-reset: ulLFO1_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li:before {counter-increment: ulLFO1_2;content: counter(ulLFO1_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO1 ul ul ul {counter-reset: ulLFO1_4;margin-left: -1.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li {text-indent: -0.25in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li:before {counter-increment: ulLFO1_3;content: counter(ulLFO1_3, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO1 ul ul ul ul {counter-reset: ulLFO1_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li:before {counter-increment: ulLFO1_4;content: counter(ulLFO1_4, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO1 ul ul ul ul ul {counter-reset: ulLFO1_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li ul li:before {counter-increment: ulLFO1_5;content: counter(ulLFO1_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO1 ul ul ul ul ul ul {counter-reset: ulLFO1_7;margin-left: -2.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO1_6;content: counter(ulLFO1_6, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO1 ul ul ul ul ul ul ul {counter-reset: ulLFO1_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO1_7;content: counter(ulLFO1_7, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO1 ul ul ul ul ul ul ul ul {counter-reset: ulLFO1_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO1_8;content: counter(ulLFO1_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO1 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO1_10;margin-left: -4.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO1 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO1_9;content: counter(ulLFO1_9, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO2 {counter-reset: ulLFO2_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 ul {counter-reset: ulLFO2_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li:before {counter-increment: ulLFO2_1;content: counter(ulLFO2_1, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO2 ul ul {counter-reset: ulLFO2_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li:before {counter-increment: ulLFO2_2;content: counter(ulLFO2_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO2 ul ul ul {counter-reset: ulLFO2_4;margin-left: -1.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li {text-indent: -0.25in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li:before {counter-increment: ulLFO2_3;content: counter(ulLFO2_3, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO2 ul ul ul ul {counter-reset: ulLFO2_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li:before {counter-increment: ulLFO2_4;content: counter(ulLFO2_4, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO2 ul ul ul ul ul {counter-reset: ulLFO2_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li ul li:before {counter-increment: ulLFO2_5;content: counter(ulLFO2_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO2 ul ul ul ul ul ul {counter-reset: ulLFO2_7;margin-left: -2.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO2_6;content: counter(ulLFO2_6, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO2 ul ul ul ul ul ul ul {counter-reset: ulLFO2_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO2_7;content: counter(ulLFO2_7, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO2 ul ul ul ul ul ul ul ul {counter-reset: ulLFO2_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO2_8;content: counter(ulLFO2_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO2 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO2_10;margin-left: -4.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO2 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO2_9;content: counter(ulLFO2_9, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO3 {counter-reset: ulLFO3_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 ul {counter-reset: ulLFO3_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li:before {counter-increment: ulLFO3_1;content: counter(ulLFO3_1, lower-latin)  \") \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO3 ul ul {counter-reset: ulLFO3_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li:before {counter-increment: ulLFO3_2;content: counter(ulLFO3_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO3 ul ul ul {counter-reset: ulLFO3_4;margin-left: -1.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li {text-indent: -0.125in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li:before {counter-increment: ulLFO3_3;content: counter(ulLFO3_3, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO3 ul ul ul ul {counter-reset: ulLFO3_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li:before {counter-increment: ulLFO3_4;content: counter(ulLFO3_4, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO3 ul ul ul ul ul {counter-reset: ulLFO3_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li ul li:before {counter-increment: ulLFO3_5;content: counter(ulLFO3_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO3 ul ul ul ul ul ul {counter-reset: ulLFO3_7;margin-left: -2.875in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO3_6;content: counter(ulLFO3_6, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO3 ul ul ul ul ul ul ul {counter-reset: ulLFO3_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO3_7;content: counter(ulLFO3_7, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO3 ul ul ul ul ul ul ul ul {counter-reset: ulLFO3_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO3_8;content: counter(ulLFO3_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO3 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO3_10;margin-left: -4.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO3 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO3_9;content: counter(ulLFO3_9, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO4 {counter-reset: ulLFO4_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 ul {counter-reset: ulLFO4_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li:before {counter-increment: ulLFO4_1;content: counter(ulLFO4_1, lower-latin)  \") \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO4 ul ul {counter-reset: ulLFO4_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li:before {counter-increment: ulLFO4_2;content: counter(ulLFO4_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO4 ul ul ul {counter-reset: ulLFO4_4;margin-left: -1.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li {text-indent: -0.125in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li:before {counter-increment: ulLFO4_3;content: counter(ulLFO4_3, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO4 ul ul ul ul {counter-reset: ulLFO4_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li:before {counter-increment: ulLFO4_4;content: counter(ulLFO4_4, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO4 ul ul ul ul ul {counter-reset: ulLFO4_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li ul li:before {counter-increment: ulLFO4_5;content: counter(ulLFO4_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO4 ul ul ul ul ul ul {counter-reset: ulLFO4_7;margin-left: -2.875in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO4_6;content: counter(ulLFO4_6, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO4 ul ul ul ul ul ul ul {counter-reset: ulLFO4_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO4_7;content: counter(ulLFO4_7, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO4 ul ul ul ul ul ul ul ul {counter-reset: ulLFO4_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO4_8;content: counter(ulLFO4_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO4 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO4_10;margin-left: -4.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO4 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO4_9;content: counter(ulLFO4_9, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO5 {counter-reset: ulLFO5_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 ul {counter-reset: ulLFO5_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li:before {counter-increment: ulLFO5_1;content: counter(ulLFO5_1, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO5 ul ul {counter-reset: ulLFO5_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li:before {counter-increment: ulLFO5_2;content: counter(ulLFO5_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO5 ul ul ul {counter-reset: ulLFO5_4;margin-left: -1.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li {text-indent: -0.25in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li:before {counter-increment: ulLFO5_3;content: counter(ulLFO5_3, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO5 ul ul ul ul {counter-reset: ulLFO5_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li:before {counter-increment: ulLFO5_4;content: counter(ulLFO5_4, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO5 ul ul ul ul ul {counter-reset: ulLFO5_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li ul li:before {counter-increment: ulLFO5_5;content: counter(ulLFO5_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO5 ul ul ul ul ul ul {counter-reset: ulLFO5_7;margin-left: -2.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO5_6;content: counter(ulLFO5_6, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO5 ul ul ul ul ul ul ul {counter-reset: ulLFO5_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO5_7;content: counter(ulLFO5_7, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO5 ul ul ul ul ul ul ul ul {counter-reset: ulLFO5_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO5_8;content: counter(ulLFO5_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO5 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO5_10;margin-left: -4.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO5 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO5_9;content: counter(ulLFO5_9, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO6 {counter-reset: ulLFO6_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 ul {counter-reset: ulLFO6_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li:before {counter-increment: ulLFO6_1;content: counter(ulLFO6_1, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO6 ul ul {counter-reset: ulLFO6_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li:before {counter-increment: ulLFO6_2;content: counter(ulLFO6_2, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO6 ul ul ul {counter-reset: ulLFO6_4;margin-left: -1.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li {text-indent: -0.25in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li:before {counter-increment: ulLFO6_3;content: counter(ulLFO6_3, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO6 ul ul ul ul {counter-reset: ulLFO6_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li:before {counter-increment: ulLFO6_4;content: counter(ulLFO6_4, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO6 ul ul ul ul ul {counter-reset: ulLFO6_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li ul li:before {counter-increment: ulLFO6_5;content: counter(ulLFO6_5, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO6 ul ul ul ul ul ul {counter-reset: ulLFO6_7;margin-left: -2.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO6_6;content: counter(ulLFO6_6, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO6 ul ul ul ul ul ul ul {counter-reset: ulLFO6_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO6_7;content: counter(ulLFO6_7, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO6 ul ul ul ul ul ul ul ul {counter-reset: ulLFO6_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO6_8;content: counter(ulLFO6_8, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO6 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO6_10;margin-left: -4.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO6 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO6_9;content: counter(ulLFO6_9, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO7 {counter-reset: ulLFO7_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 ul {counter-reset: ulLFO7_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li:before {counter-increment: ulLFO7_1;content: counter(ulLFO7_1, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO7 ul ul {counter-reset: ulLFO7_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li:before {counter-increment: ulLFO7_2;content: counter(ulLFO7_2, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO7 ul ul ul {counter-reset: ulLFO7_4;margin-left: -1.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li {text-indent: -0.25in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li:before {counter-increment: ulLFO7_3;content: counter(ulLFO7_3, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO7 ul ul ul ul {counter-reset: ulLFO7_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li:before {counter-increment: ulLFO7_4;content: counter(ulLFO7_4, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO7 ul ul ul ul ul {counter-reset: ulLFO7_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li ul li:before {counter-increment: ulLFO7_5;content: counter(ulLFO7_5, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO7 ul ul ul ul ul ul {counter-reset: ulLFO7_7;margin-left: -2.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO7_6;content: counter(ulLFO7_6, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO7 ul ul ul ul ul ul ul {counter-reset: ulLFO7_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO7_7;content: counter(ulLFO7_7, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO7 ul ul ul ul ul ul ul ul {counter-reset: ulLFO7_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO7_8;content: counter(ulLFO7_8, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO7 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO7_10;margin-left: -4.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO7 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO7_9;content: counter(ulLFO7_9, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO8 {counter-reset: ulLFO8_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 ul {counter-reset: ulLFO8_2;margin-left: -0in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li {text-indent: -0.25in;margin-left: 18pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li:before {counter-increment: ulLFO8_1;content: counter(ulLFO8_1, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO8 ul ul {counter-reset: ulLFO8_3;margin-left: -0.5in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li {text-indent: -0.25in;margin-left: 54pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li:before {counter-increment: ulLFO8_2;content: counter(ulLFO8_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO8 ul ul ul {counter-reset: ulLFO8_4;margin-left: -1.125in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li {text-indent: -0.125in;margin-left: 90pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li:before {counter-increment: ulLFO8_3;content: counter(ulLFO8_3, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO8 ul ul ul ul {counter-reset: ulLFO8_5;margin-left: -1.5in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li {text-indent: -0.25in;margin-left: 126pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li:before {counter-increment: ulLFO8_4;content: counter(ulLFO8_4, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO8 ul ul ul ul ul {counter-reset: ulLFO8_6;margin-left: -2in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 162pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li ul li:before {counter-increment: ulLFO8_5;content: counter(ulLFO8_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO8 ul ul ul ul ul ul {counter-reset: ulLFO8_7;margin-left: -2.625in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 198pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO8_6;content: counter(ulLFO8_6, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO8 ul ul ul ul ul ul ul {counter-reset: ulLFO8_8;margin-left: -3in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 234pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO8_7;content: counter(ulLFO8_7, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO8 ul ul ul ul ul ul ul ul {counter-reset: ulLFO8_9;margin-left: -3.5in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 270pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO8_8;content: counter(ulLFO8_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO8 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO8_10;margin-left: -4.125in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 306pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO8 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO8_9;content: counter(ulLFO8_9, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO9 {counter-reset: ulLFO9_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 ul {counter-reset: ulLFO9_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li:before {counter-increment: ulLFO9_1;content: counter(ulLFO9_1, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO9 ul ul {counter-reset: ulLFO9_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li:before {counter-increment: ulLFO9_2;content: counter(ulLFO9_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO9 ul ul ul {counter-reset: ulLFO9_4;margin-left: -1.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li {text-indent: -0.25in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li:before {counter-increment: ulLFO9_3;content: counter(ulLFO9_3, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO9 ul ul ul ul {counter-reset: ulLFO9_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li:before {counter-increment: ulLFO9_4;content: counter(ulLFO9_4, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO9 ul ul ul ul ul {counter-reset: ulLFO9_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li ul li:before {counter-increment: ulLFO9_5;content: counter(ulLFO9_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO9 ul ul ul ul ul ul {counter-reset: ulLFO9_7;margin-left: -2.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO9_6;content: counter(ulLFO9_6, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO9 ul ul ul ul ul ul ul {counter-reset: ulLFO9_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO9_7;content: counter(ulLFO9_7, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO9 ul ul ul ul ul ul ul ul {counter-reset: ulLFO9_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO9_8;content: counter(ulLFO9_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO9 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO9_10;margin-left: -4.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO9 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO9_9;content: counter(ulLFO9_9, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO10 {counter-reset: ulLFO10_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 ul {counter-reset: ulLFO10_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li:before {counter-increment: ulLFO10_1;content: counter(ulLFO10_1, lower-latin)  \") \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO10 ul ul {counter-reset: ulLFO10_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li:before {counter-increment: ulLFO10_2;content: counter(ulLFO10_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO10 ul ul ul {counter-reset: ulLFO10_4;margin-left: -1.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li {text-indent: -0.125in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li:before {counter-increment: ulLFO10_3;content: counter(ulLFO10_3, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO10 ul ul ul ul {counter-reset: ulLFO10_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li:before {counter-increment: ulLFO10_4;content: counter(ulLFO10_4, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO10 ul ul ul ul ul {counter-reset: ulLFO10_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li ul li:before {counter-increment: ulLFO10_5;content: counter(ulLFO10_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO10 ul ul ul ul ul ul {counter-reset: ulLFO10_7;margin-left: -2.875in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO10_6;content: counter(ulLFO10_6, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO10 ul ul ul ul ul ul ul {counter-reset: ulLFO10_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO10_7;content: counter(ulLFO10_7, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO10 ul ul ul ul ul ul ul ul {counter-reset: ulLFO10_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO10_8;content: counter(ulLFO10_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO10 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO10_10;margin-left: -4.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO10 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO10_9;content: counter(ulLFO10_9, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO11 {counter-reset: ulLFO11_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 ul {counter-reset: ulLFO11_2;margin-left: -0.5in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li {text-indent: -0.25in;margin-left: 54pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li:before {counter-increment: ulLFO11_1;content: counter(ulLFO11_1, lower-latin)  \") \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO11 ul ul {counter-reset: ulLFO11_3;margin-left: -1in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li {text-indent: -0.25in;margin-left: 90pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li:before {counter-increment: ulLFO11_2;content: counter(ulLFO11_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO11 ul ul ul {counter-reset: ulLFO11_4;margin-left: -1.625in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li {text-indent: -0.125in;margin-left: 126pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li:before {counter-increment: ulLFO11_3;content: counter(ulLFO11_3, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO11 ul ul ul ul {counter-reset: ulLFO11_5;margin-left: -2in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li {text-indent: -0.25in;margin-left: 162pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li:before {counter-increment: ulLFO11_4;content: counter(ulLFO11_4, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO11 ul ul ul ul ul {counter-reset: ulLFO11_6;margin-left: -2.5in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 198pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li ul li:before {counter-increment: ulLFO11_5;content: counter(ulLFO11_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO11 ul ul ul ul ul ul {counter-reset: ulLFO11_7;margin-left: -3.125in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 234pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO11_6;content: counter(ulLFO11_6, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO11 ul ul ul ul ul ul ul {counter-reset: ulLFO11_8;margin-left: -3.5in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 270pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO11_7;content: counter(ulLFO11_7, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO11 ul ul ul ul ul ul ul ul {counter-reset: ulLFO11_9;margin-left: -4in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 306pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO11_8;content: counter(ulLFO11_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO11 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO11_10;margin-left: -4.625in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 342pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO11 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO11_9;content: counter(ulLFO11_9, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO12 {counter-reset: ulLFO12_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 ul {counter-reset: ulLFO12_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li:before {counter-increment: ulLFO12_1;content: counter(ulLFO12_1, lower-latin)  \") \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO12 ul ul {counter-reset: ulLFO12_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li:before {counter-increment: ulLFO12_2;content: counter(ulLFO12_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO12 ul ul ul {counter-reset: ulLFO12_4;margin-left: -1.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li {text-indent: -0.125in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li:before {counter-increment: ulLFO12_3;content: counter(ulLFO12_3, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO12 ul ul ul ul {counter-reset: ulLFO12_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li:before {counter-increment: ulLFO12_4;content: counter(ulLFO12_4, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO12 ul ul ul ul ul {counter-reset: ulLFO12_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li ul li:before {counter-increment: ulLFO12_5;content: counter(ulLFO12_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO12 ul ul ul ul ul ul {counter-reset: ulLFO12_7;margin-left: -2.875in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO12_6;content: counter(ulLFO12_6, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO12 ul ul ul ul ul ul ul {counter-reset: ulLFO12_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO12_7;content: counter(ulLFO12_7, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO12 ul ul ul ul ul ul ul ul {counter-reset: ulLFO12_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO12_8;content: counter(ulLFO12_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO12 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO12_10;margin-left: -4.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO12 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO12_9;content: counter(ulLFO12_9, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO13 {counter-reset: ulLFO13_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 ul {counter-reset: ulLFO13_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li:before {counter-increment: ulLFO13_1;content: counter(ulLFO13_1, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO13 ul ul {counter-reset: ulLFO13_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li:before {counter-increment: ulLFO13_2;content: counter(ulLFO13_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO13 ul ul ul {counter-reset: ulLFO13_4;margin-left: -1.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li {text-indent: -0.125in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li:before {counter-increment: ulLFO13_3;content: counter(ulLFO13_3, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO13 ul ul ul ul {counter-reset: ulLFO13_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li:before {counter-increment: ulLFO13_4;content: counter(ulLFO13_4, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO13 ul ul ul ul ul {counter-reset: ulLFO13_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li ul li:before {counter-increment: ulLFO13_5;content: counter(ulLFO13_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO13 ul ul ul ul ul ul {counter-reset: ulLFO13_7;margin-left: -2.875in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO13_6;content: counter(ulLFO13_6, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO13 ul ul ul ul ul ul ul {counter-reset: ulLFO13_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO13_7;content: counter(ulLFO13_7, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO13 ul ul ul ul ul ul ul ul {counter-reset: ulLFO13_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO13_8;content: counter(ulLFO13_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO13 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO13_10;margin-left: -4.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO13 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO13_9;content: counter(ulLFO13_9, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO14 {counter-reset: ulLFO14_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 ul {counter-reset: ulLFO14_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li:before {counter-increment: ulLFO14_1;content: counter(ulLFO14_1, lower-latin)  \") \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO14 ul ul {counter-reset: ulLFO14_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li:before {counter-increment: ulLFO14_2;content: counter(ulLFO14_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO14 ul ul ul {counter-reset: ulLFO14_4;margin-left: -1.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li {text-indent: -0.125in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li:before {counter-increment: ulLFO14_3;content: counter(ulLFO14_3, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO14 ul ul ul ul {counter-reset: ulLFO14_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li:before {counter-increment: ulLFO14_4;content: counter(ulLFO14_4, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO14 ul ul ul ul ul {counter-reset: ulLFO14_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li ul li:before {counter-increment: ulLFO14_5;content: counter(ulLFO14_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO14 ul ul ul ul ul ul {counter-reset: ulLFO14_7;margin-left: -2.875in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO14_6;content: counter(ulLFO14_6, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO14 ul ul ul ul ul ul ul {counter-reset: ulLFO14_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO14_7;content: counter(ulLFO14_7, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO14 ul ul ul ul ul ul ul ul {counter-reset: ulLFO14_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO14_8;content: counter(ulLFO14_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO14 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO14_10;margin-left: -4.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO14 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO14_9;content: counter(ulLFO14_9, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO15 {counter-reset: ulLFO15_1;margin-left: 0;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 ul {counter-reset: ulLFO15_2;margin-left: -0.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li {text-indent: -0.25in;margin-left: 36pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li:before {counter-increment: ulLFO15_1;content: counter(ulLFO15_1, lower-latin)  \") \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO15 ul ul {counter-reset: ulLFO15_3;margin-left: -0.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li {text-indent: -0.25in;margin-left: 72pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li:before {counter-increment: ulLFO15_2;content: counter(ulLFO15_2, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO15 ul ul ul {counter-reset: ulLFO15_4;margin-left: -1.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li {text-indent: -0.125in;margin-left: 108pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li:before {counter-increment: ulLFO15_3;content: counter(ulLFO15_3, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO15 ul ul ul ul {counter-reset: ulLFO15_5;margin-left: -1.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li {text-indent: -0.25in;margin-left: 144pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li:before {counter-increment: ulLFO15_4;content: counter(ulLFO15_4, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO15 ul ul ul ul ul {counter-reset: ulLFO15_6;margin-left: -2.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 180pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li ul li:before {counter-increment: ulLFO15_5;content: counter(ulLFO15_5, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO15 ul ul ul ul ul ul {counter-reset: ulLFO15_7;margin-left: -2.875in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 216pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO15_6;content: counter(ulLFO15_6, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO15 ul ul ul ul ul ul ul {counter-reset: ulLFO15_8;margin-left: -3.25in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 252pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO15_7;content: counter(ulLFO15_7, decimal)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO15 ul ul ul ul ul ul ul ul {counter-reset: ulLFO15_9;margin-left: -3.75in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.25in;margin-left: 288pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO15_8;content: counter(ulLFO15_8, lower-latin)  \". \";margin-left: -0.25in;display: table-cell;}\n div#h5p_6a630ac0ed5dd ul.LFO15 ul ul ul ul ul ul ul ul ul {counter-reset: ulLFO15_10;margin-left: -4.375in;padding: 0; list-style-type: none;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li ul li ul li ul li ul li ul li {text-indent: -0.125in;margin-left: 324pt;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd ul.LFO15 li ul li ul li ul li ul li ul li ul li ul li ul li:before {counter-increment: ulLFO15_9;content: counter(ulLFO15_9, lower-roman)  \". \";margin-left: -0.125in;display: table-cell;}\n div#h5p_6a630ac0ed5dd p.P1 {break-before: page !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T3 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T4 {color: #FFFFFF !important;font-size: 40pt !important;}\n div#h5p_6a630ac0ed5dd p.P5 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P5 span {hyphenate: false;color: #FFFFFF;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P6 {text-align: center !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T7 {color: #FFFFFF !important;font-size: 26pt !important;}\n div#h5p_6a630ac0ed5dd p.P8 {margin-bottom: 0in !important;line-height: 1 !important;text-align: right !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T9 {color: #FFFFFF !important;font-size: 20pt !important;language: en !important;country: US !important;}\n div#h5p_6a630ac0ed5dd p.P10 {margin-bottom: 0in !important;line-height: 1 !important;text-align: right !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T11 {color: #FFFFFF !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P12 {break-before: page !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P13 {margin-bottom: 0.0694in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P14 {margin-bottom: 0.0694in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P15 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P16 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P17 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P18 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P19 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P20 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P21 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P22 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P23 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P24 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P25 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P26 {margin-bottom: 0.0694in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P27 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P28 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P29 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P30 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P31 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P32 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P33 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T34 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T35 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T36 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P37 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P38 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T39 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P40 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T41 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P42 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P43 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P44 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T45 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T46 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T47 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T48 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T49 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T50 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T51 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T52 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T53 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T54 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T55 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T56 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T57 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T58 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T59 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T60 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T61 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T62 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T63 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T64 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T65 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T66 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T67 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T68 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T69 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T70 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T71 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T72 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T73 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd span.T74 {font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd p.P75 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P76 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P77 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P78 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P79 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P80 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P80 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;font-family: Calibri;font-weight: normal;color: initial !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P81 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P82 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T83 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T84 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P85 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P86 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P87 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P88 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T89 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P90 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P91 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P92 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-top: 0in !important;margin-bottom: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P92 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P93 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-top: 0in !important;margin-bottom: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T94 {font-family: Calibri !important;font-size: 11pt !important;}\n div#h5p_6a630ac0ed5dd span.T95 {font-family: Calibri !important;vertical-align: super; font-size: 63.6% !important;font-size: 11pt !important;}\n div#h5p_6a630ac0ed5dd span.T96 {font-family: Calibri !important;font-size: 11pt !important;}\n div#h5p_6a630ac0ed5dd p.P97 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P98 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P99 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T100 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T101 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T102 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T103 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P104 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T105 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T106 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T107 {font-family: Calibri !important;vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T108 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T109 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T110 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T111 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P112 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T113 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T114 {font-family: Calibri !important;vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T115 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T116 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P117 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P117 span {hyphenate: false;font-family: Calibri;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P118 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P118 span {hyphenate: false;font-family: Calibri;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P119 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P119 span {hyphenate: false;font-family: Calibri;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P120 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T121 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T122 {font-family: Calibri !important;vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T123 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T124 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T125 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T126 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T127 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T128 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P129 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T130 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T131 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P132 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T133 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T134 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T135 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T136 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T137 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T138 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T139 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T140 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T141 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T142 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T143 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P144 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T145 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P146 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T147 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P148 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P149 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P150 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P151 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P152 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P153 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P154 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P155 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T156 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P157 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P158 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P159 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P160 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T161 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T162 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P163 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P164 {margin-left: 0.5in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P165 {margin-left: 0.5in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T166 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T167 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T168 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T169 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P170 {margin-left: 0.5in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P171 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P172 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P173 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-bottom: 0in !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T174 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T175 {font-family: Calibri !important;vertical-align: super; font-size: 66.6% !important;}\n div#h5p_6a630ac0ed5dd span.T176 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P177 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-bottom: 0in !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P177 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;}\n div#h5p_6a630ac0ed5dd p.P178 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-bottom: 0in !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P178 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;}\n div#h5p_6a630ac0ed5dd p.P179 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-bottom: 0in !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P179 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;}\n div#h5p_6a630ac0ed5dd p.P180 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-bottom: 0in !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T181 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T182 {font-family: Calibri !important;vertical-align: super; font-size: 66.6% !important;}\n div#h5p_6a630ac0ed5dd span.T183 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T184 {font-family: Calibri !important;vertical-align: super; font-size: 66.6% !important;}\n div#h5p_6a630ac0ed5dd span.T185 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P186 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-top: 0in !important;margin-bottom: 0in !important;margin-left: 0.375in !important;text-indent: 0.125in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T187 {font-family: Calibri !important;font-size: 11pt !important;}\n div#h5p_6a630ac0ed5dd span.T188 {font-family: Calibri !important;font-size: 11pt !important;}\n div#h5p_6a630ac0ed5dd span.T189 {font-family: Calibri !important;font-size: 11pt !important;}\n div#h5p_6a630ac0ed5dd p.P190 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-bottom: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P190 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;}\n div#h5p_6a630ac0ed5dd p.P191 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-bottom: 0in !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T192 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T193 {font-family: Calibri !important;vertical-align: super; font-size: 66.6% !important;}\n div#h5p_6a630ac0ed5dd span.T194 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P195 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-bottom: 0in !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P195 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;}\n div#h5p_6a630ac0ed5dd p.P196 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-bottom: 0in !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P196 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;}\n div#h5p_6a630ac0ed5dd p.P197 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-bottom: 0in !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P197 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;}\n div#h5p_6a630ac0ed5dd p.P198 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-bottom: 0in !important;margin-left: 0.375in !important;text-indent: 0.125in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T199 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T200 {font-family: Calibri !important;vertical-align: super; font-size: 66.6% !important;}\n div#h5p_6a630ac0ed5dd span.T201 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T202 {font-family: Calibri !important;vertical-align: super; font-size: 66.6% !important;}\n div#h5p_6a630ac0ed5dd span.T203 {font-family: Calibri !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P204 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-top: 0in !important;margin-bottom: 0in !important;margin-left: 0.375in !important;text-indent: 0.125in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P204 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;}\n div#h5p_6a630ac0ed5dd p.P205 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-top: 0in !important;margin-bottom: 0in !important;margin-left: 0.375in !important;text-indent: 0.125in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P205 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;}\n div#h5p_6a630ac0ed5dd p.P206 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-top: 0in !important;margin-bottom: 0in !important;margin-left: 0.375in !important;text-indent: 0.125in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T207 {font-family: Calibri !important;font-size: 11pt !important;}\n div#h5p_6a630ac0ed5dd span.T208 {font-family: Calibri !important;font-size: 11pt !important;}\n div#h5p_6a630ac0ed5dd span.T209 {font-family: Calibri !important;font-size: 11pt !important;}\n div#h5p_6a630ac0ed5dd p.P210 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-top: 0in !important;margin-bottom: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P211 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P212 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P213 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P214 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T215 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P216 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T217 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P218 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P219 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P220 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T221 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T222 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P223 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T224 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T225 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P226 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P227 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T228 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P229 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P230 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P231 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P232 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T233 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P234 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P235 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T236 {font-family: Cambria Math !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P237 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P238 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P239 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P240 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P241 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P242 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P243 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P244 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P245 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T246 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P247 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P248 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P249 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P250 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P251 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P252 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T253 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T254 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P255 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P256 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T257 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T258 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P259 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P260 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T261 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P262 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P263 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T264 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P265 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T266 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P267 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P268 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P269 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P270 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T271 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P272 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P273 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P274 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P275 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T276 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P277 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P278 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P279 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P280 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T281 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P282 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-top: 0in !important;margin-bottom: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P282 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P283 {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;text-align: justify !important;margin-top: 0in !important;margin-bottom: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P283 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;font-family: Calibri;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P284 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P285 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P286 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P287 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P288 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P289 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P290 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P291 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P292 {text-align: justify !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T293 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P294 {text-align: justify !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P295 {text-align: justify !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P296 {text-align: justify !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T297 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P298 {text-align: justify !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T299 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P300 {text-align: justify !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T301 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P302 {text-align: justify !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P303 {text-align: justify !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T304 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P305 {text-align: justify !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P306 {text-align: justify !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P307 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P308 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P309 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T310 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P311 {text-align: justify !important;text-indent: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P312 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P312 span {hyphenate: false;language: en;country: US;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P313 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P313 span {hyphenate: false;language: en;country: US;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P314 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P314 span {hyphenate: false;language: en;country: US;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P315 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P315 span {hyphenate: false;language: en;country: US;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P316 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P317 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P318 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T319 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P320 {text-align: justify !important;margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P321 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P322 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd col.TableColumn324 {width: 0.9694in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd col.TableColumn325 {width: 0.9701in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd col.TableColumn326 {width: 0.9701in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd col.TableColumn327 {width: 0.9701in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd col.TableColumn328 {width: 0.9701in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd col.TableColumn329 {width: 0.9701in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd table.Table323 {width: 5.8201in !important;margin-left: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd tr.TableRow330 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell331 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P332 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell333 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P334 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell335 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P336 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell337 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P338 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell339 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P340 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell341 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P342 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd tr.TableRow343 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell344 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P345 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell346 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P347 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell348 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P349 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell350 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P351 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell352 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P353 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd td.TableCell354 {border: 1px solid #000000 !important;padding-top: 0in !important;padding-left: 0.075in !important;padding-bottom: 0in !important;padding-right: 0.075in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P355 {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P356 {margin-left: 0.5in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P356 span {hyphenate: false;hyphenate: false;color: #FFFFFF;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P357 {text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P358 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P358 span {hyphenate: false;hyphenate: false;font-weight: bold;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P359 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P359 span {hyphenate: false;hyphenate: false;font-weight: bold;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T360 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P361 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P361 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T362 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T363 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P364 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P364 span {hyphenate: false;hyphenate: false;font-weight: bold;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T365 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T366 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P367 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P367 span {hyphenate: false;hyphenate: false;font-weight: bold;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P368 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T369 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T370 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T371 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T372 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P373 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P373 span {hyphenate: false;hyphenate: false;font-weight: bold;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P374 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P374 span {hyphenate: false;font-weight: bold;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P375 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T376 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T377 {font-weight: bold !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P378 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P378 span {hyphenate: false;hyphenate: false;font-weight: bold;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P379 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P379 span {hyphenate: false;hyphenate: false;language: de;country: DE;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T380 {language: de !important;country: DE !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T381 {vertical-align: super; font-size: 63.6% !important;language: de !important;country: DE !important;}\n div#h5p_6a630ac0ed5dd span.T382 {language: de !important;country: DE !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T383 {language: de !important;country: DE !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T384 {vertical-align: super; font-size: 63.6% !important;language: de !important;country: DE !important;}\n div#h5p_6a630ac0ed5dd span.T385 {language: de !important;country: DE !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T386 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P387 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P387 span {hyphenate: false;hyphenate: false;language: de;country: DE;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P388 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P388 span {hyphenate: false;hyphenate: false;language: de;country: DE;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P389 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P389 span {hyphenate: false;hyphenate: false;language: de;country: DE;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P390 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P390 span {hyphenate: false;hyphenate: false;language: de;country: DE;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P391 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P391 span {hyphenate: false;hyphenate: false;language: de;country: DE;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P392 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P392 span {hyphenate: false;hyphenate: false;language: de;country: DE;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P393 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P393 span {hyphenate: false;hyphenate: false;font-weight: bold;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T394 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T395 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T396 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T397 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T398 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T399 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T400 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T401 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P402 {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P402 span {hyphenate: false;hyphenate: false;font-weight: bold;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.T403 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd span.T404 {vertical-align: super; font-size: 63.6% !important;}\n div#h5p_6a630ac0ed5dd p.P405 {margin-left: 0.5in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a37 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a38 {border: none !important;background-color: transparent !important;float: left;float: left;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a39 {border: none !important;background-color: transparent !important;float: right;float: right;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a20 {border: none !important;background-color: transparent !important;float: left;float: left;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a21 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a22 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a23 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a24 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a25 {border: none !important;background-color: transparent !important;float: left;float: left;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a27 {float: left;fill: none !important;stroke-width: 0.02778in !important;stroke: #000000 !important;stroke-opacity: 1 !important;float: left;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a28 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a29 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a10 {fill: #bfbfbf !important;fill-opacity: 0.5 !important;stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a11 {fill: #c0504d !important;fill-opacity: 1 !important;stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a12 {fill: #bfbfbf !important;fill-opacity: 0.5 !important;stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a13 {wrap-option: wrap !important;padding-bottom: 0in !important;padding-left: 0.1in !important;padding-right: 0.1in !important;vertical-align: bottom !important;fill: none !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a13 p {position: relative; z-index: 100;top: 50%; transform: translateY(-50%);font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a50 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a14 {float: none; display: block;margin-left: auto; margin-right: auto;float: none; display: block;margin-left: auto; margin-right: auto;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a51 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a15 {border: 0.01042in none !important;background-color: transparent !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a52 {border: none !important;background-color: transparent !important;float: left;float: left;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a16 {border: none !important;background-color: transparent !important;float: right;float: right;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a53 {border: none !important;background-color: transparent !important;float: left;float: left;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a17 {border: none !important;background-color: transparent !important;float: right;float: right;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a54 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a18 {border: none !important;background-color: transparent !important;float: right;float: right;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a55 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a19 {border: none !important;background-color: transparent !important;float: left;float: left;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a56 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a57 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a58 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a1 {stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a2 {wrap-option: wrap !important;padding-top: 1.5in !important;padding-bottom: 0.05in !important;padding-left: 0.25in !important;padding-right: 0.5in !important;vertical-align: top !important;fill: #7f7f7f !important;fill-opacity: 1 !important;stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a2 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a40 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a3 {fill: #95b3d7 !important;fill-opacity: 0.8 !important;stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a41 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a4 {fill: #b9cde5 !important;fill-opacity: 0.5 !important;stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a42 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a5 {fill: #95b3d7 !important;fill-opacity: 0.8 !important;stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a43 {border: none !important;background-color: transparent !important;float: left;float: left;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a6 {fill: #b9cde5 !important;fill-opacity: 0.5 !important;stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a44 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a7 {fill: #b9cde5 !important;fill-opacity: 0.5 !important;stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a45 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a8 {fill: #b9cde5 !important;fill-opacity: 0.5 !important;stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a46 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a9 {wrap-option: wrap !important;padding-bottom: 0.05in !important;padding-left: 0.1in !important;padding-right: 0.1in !important;vertical-align: bottom !important;fill: #c0504d !important;fill-opacity: 1 !important;stroke-width: 0.01389in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a9 p {position: relative; z-index: 100;top: 50%; transform: translateY(-50%);font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a47 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a48 {border: none !important;background-color: transparent !important;float: left;float: left;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a49 {border: none !important;background-color: transparent !important;float: left;float: left;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a30 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a31 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a32 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a33 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a34 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a35 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a36 {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Overskrift1 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Overskrift1 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.Overskrift2 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Overskrift2 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.Normal {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Normal span {hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.Standardskrifttypeiafsnit {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Sidehoved {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Sidehoved span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.SidehovedTegn {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Sidefod {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Sidefod span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.SidefodTegn {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Titel {border-top: none !important;border-left: none !important;border-bottom: 0.0138in solid #4F81BD !important;border-right: none !important;padding-top: 0in !important;padding-left: 0in !important;padding-bottom: 0.0555in !important;padding-right: 0in !important;margin-bottom: 0.2083in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Titel span {hyphenate: false;font-family: Cambria;color: #17365D;letter-spacing: 0.0034in;font-size: 26pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd span.TitelTegn {font-family: Cambria !important;color: #17365D !important;letter-spacing: 0.0034in !important;font-size: 26pt !important;}\n div#h5p_6a630ac0ed5dd p.Undertitel {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Undertitel span {hyphenate: false;font-family: Cambria;font-style: italic;color: #4F81BD;letter-spacing: 0.0104in;font-size: 12pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd span.UndertitelTegn {font-family: Cambria !important;font-style: italic !important;color: #4F81BD !important;letter-spacing: 0.0104in !important;font-size: 12pt !important;}\n div#h5p_6a630ac0ed5dd p.Markeringsbobletekst {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Markeringsbobletekst span {hyphenate: false;font-family: Tahoma;font-size: 8pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd span.MarkeringsbobletekstTegn {font-family: Tahoma !important;font-size: 8pt !important;}\n div#h5p_6a630ac0ed5dd p.Ingenafstand {margin-bottom: 0in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Ingenafstand span {hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.IngenafstandTegn {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.Overskrift1Tegn {font-family: Cambria !important;font-weight: bold !important;color: #365F91 !important;font-size: 14pt !important;}\n div#h5p_6a630ac0ed5dd p.Overskrift {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Overskrift span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.Indholdsfortegnelse2 {margin-bottom: 0.0694in !important;margin-left: 0.1527in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Indholdsfortegnelse2 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Indholdsfortegnelse1 {margin-bottom: 0.0694in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Indholdsfortegnelse1 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Indholdsfortegnelse3 {margin-bottom: 0.0694in !important;margin-left: 0.3055in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Indholdsfortegnelse3 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.Overskrift2Tegn {font-family: Cambria !important;font-weight: bold !important;color: #4F81BD !important;font-size: 13pt !important;}\n div#h5p_6a630ac0ed5dd p.NormalWeb {margin-top: 0.0694in !important;margin-bottom: 0.0694in !important;line-height: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.NormalWeb span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.Listeafsnit {margin-left: 0.5in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.Listeafsnit span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd span.Hyperlink {color: #0000FF !important;text-decoration: single !important;text-decoration: underline !important;text-decoration-style: solid !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.Graphics {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P2 {margin-bottom: 0in !important;line-height: 1 !important;border-top: 1px solid #000000 !important;border-left: none !important;border-bottom: none !important;border-right: none !important;padding-top: 0.0138in !important;padding-left: 0in !important;padding-bottom: 0in !important;padding-right: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P1 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P6 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P8 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P10 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P12 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P31 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P33 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P37 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P38 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P40 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P44 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P75 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P76 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P77 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P78 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P81 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P82 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P87 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P90 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P91 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P99 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P104 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P112 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P120 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P129 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P132 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P144 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P146 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P148 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P149 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P150 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P151 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P152 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P153 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P154 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P155 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P157 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P158 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P160 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P163 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P171 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P172 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P212 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P213 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P214 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P216 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P218 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P219 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P220 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P223 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P226 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P227 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P229 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P230 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P231 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P232 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P234 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P235 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P237 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P238 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P239 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P240 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P241 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P242 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P243 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P244 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P251 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P252 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P255 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P256 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P259 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P260 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P262 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P263 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P265 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P267 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P268 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P269 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P270 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P272 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P273 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P274 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P275 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P280 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P284 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P285 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P286 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P290 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P291 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P292 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P294 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P295 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P296 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P298 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P300 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P302 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P303 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P305 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P306 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P307 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P308 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P309 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P311 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P316 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P317 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P318 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P320 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P321 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P322 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P332 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P334 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P336 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P338 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P340 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P342 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P345 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P347 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P349 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P351 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P353 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P355 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P357 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P2 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P13 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P14 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P15 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P16 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P17 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P18 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P19 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P20 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P21 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P22 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P23 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P24 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P25 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P26 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P27 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P28 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P29 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P30 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P32 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P42 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P43 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P79 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P85 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P86 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P88 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P93 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P97 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P98 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P159 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P164 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P165 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P170 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P173 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P180 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P186 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P191 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P198 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P206 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P210 span {hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;hyphenate: false;font-family: Times New Roman;font-size: 12pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P211 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P245 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P247 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P248 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P249 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P250 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P277 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P278 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P279 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P287 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P288 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P289 span {hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd p.P368 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P375 span {hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p.P405 span {hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a1 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a1 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a1 {stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a2 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a2 {wrap-option: wrap !important;padding-top: 1.5in !important;padding-bottom: 0.05in !important;padding-left: 0.25in !important;padding-right: 0.5in !important;vertical-align: top !important;fill: #7f7f7f !important;fill-opacity: 1 !important;stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a3 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a3 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a3 {fill: #95b3d7 !important;fill-opacity: 0.8 !important;stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a4 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a4 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a4 {fill: #b9cde5 !important;fill-opacity: 0.5 !important;stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a5 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a5 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a5 {fill: #95b3d7 !important;fill-opacity: 0.8 !important;stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a6 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a6 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a6 {fill: #b9cde5 !important;fill-opacity: 0.5 !important;stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a7 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a7 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a7 {fill: #b9cde5 !important;fill-opacity: 0.5 !important;stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a8 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a8 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a8 {fill: #b9cde5 !important;fill-opacity: 0.5 !important;stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a9 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a9 {wrap-option: wrap !important;padding-bottom: 0.05in !important;padding-left: 0.1in !important;padding-right: 0.1in !important;vertical-align: bottom !important;fill: #c0504d !important;fill-opacity: 1 !important;stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a10 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a10 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a10 {fill: #bfbfbf !important;fill-opacity: 0.5 !important;stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a11 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a11 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a11 {fill: #c0504d !important;fill-opacity: 1 !important;stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a12 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a12 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a12 {fill: #bfbfbf !important;fill-opacity: 0.5 !important;stroke-width: 0.020835in !important;stroke: #ffffff !important;stroke-opacity: 1 !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a13 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a13 {wrap-option: wrap !important;padding-bottom: 0in !important;padding-left: 0.1in !important;padding-right: 0.1in !important;vertical-align: bottom !important;fill: none !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h1.P27 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h1.P27 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h1.Overskrift1 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h1.Overskrift1 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h1.Normal {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h1.Normal span {hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h1.P28 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h1.P28 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h1.P29 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h1.P29 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h1.P30 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h1.P30 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h1.P32 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.3333in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h1.P32 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #365F91;font-size: 14pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P42 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P42 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.Overskrift2 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.Overskrift2 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.Normal {font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.Normal span {hyphenate: false;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P43 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P43 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P79 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P79 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P80 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P80 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;font-family: Calibri;font-weight: normal;color: initial !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P85 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P85 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P86 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P86 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P88 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P88 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P97 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P97 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P98 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P98 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd div.a27 p {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd div.a27 ul {position: relative; z-index: 100;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd svg.a27 {float: left;fill: none !important;stroke-width: 0.04167in !important;stroke: #000000 !important;stroke-opacity: 1 !important;float: left;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P159 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P159 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P211 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P211 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P245 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P245 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P247 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P247 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P248 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P248 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P249 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P249 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P250 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P250 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P277 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P277 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P278 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P278 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P279 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P279 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P287 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P287 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P288 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P288 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd h2.P289 {keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;keep-with-next: always !important;keep-together: always !important;margin-top: 0.1388in !important;margin-bottom: 0in !important;text-align: justify !important;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd h2.P289 span {hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;hyphenate: false;font-family: Cambria;font-weight: bold;color: #4F81BD;font-size: 13pt;hyphenate: false;}\n div#h5p_6a630ac0ed5dd table {margin-left: 0in;border-collapse: collapse;writing-mode: lr-tb;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd table tr {height: 0in;keep-together: auto;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd table td, table th {background-color: transparent;vertical-align: top;wrap-option: wrap;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p {keep-with-next: auto;keep-together: auto;widows: 2;orphans: 2;break-before: auto;border: none;text-align: left;writing-mode: lr-tb;margin-bottom: 0.1388in;line-height: 1.15;background-color: transparent;font-size: 11pt;}\n div#h5p_6a630ac0ed5dd p span {font-family: Calibri;font-weight: normal;font-style: normal;text-transform: none;font-variant: normal;letter-spacing: normal;font-size: 11pt;background-color: transparent;text-decoration: none;text-decoration-color: font-color;language: da;country: DK;hyphenate: true;}\n\n<\/style>\n<style type=\"text\/css\">\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-chtml {display: inline-block; line-height: 0; text-indent: 0; text-align: left; text-transform: none; font-style: normal; font-weight: normal; font-size: 100%; font-size-adjust: none; letter-spacing: normal; word-wrap: normal; word-spacing: normal; white-space: nowrap; float: none; direction: ltr; max-width: none; max-height: none; min-width: 0; min-height: 0; border: 0; margin: 0; padding: 1px 0}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-display {display: block; text-align: center; margin: 0em 0; padding: 0}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-chtml[tabindex]:focus, body :focus .mjx-chtml[tabindex] {display: inline-table}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-math {display: inline-block; border-collapse: separate; border-spacing: 0}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-math * {display: inline-block; text-align: left}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-numerator {display: block; text-align: center}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-denominator {display: block; text-align: center}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-stacked {height: 0; position: relative}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-stacked > * {position: absolute}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-bevelled > * {display: inline-block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-stack {display: inline-block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-op {display: block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-under {display: table-cell}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-over {display: block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-over > * {padding-left: 0px!important; padding-right: 0px!important}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-under > * {padding-left: 0px!important; padding-right: 0px!important}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-stack > .mjx-sup {display: block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-stack > .mjx-sub {display: block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-prestack > .mjx-presup {display: block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-prestack > .mjx-presub {display: block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-delim-h > .mjx-char {display: inline-block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-surd {vertical-align: top}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-mphantom * {visibility: hidden}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-merror {background-color: #FFFF88; color: #CC0000; border: 1px solid #CC0000; padding: 2px 3px; font-style: normal; font-size: 90%}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-annotation-xml {line-height: normal}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-menclose > svg {fill: none; stroke: currentColor}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-mtr {display: table-row}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-mlabeledtr {display: table-row}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-mtd {display: table-cell; text-align: center}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-label {display: block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-box {display: inline-block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-block {display: block}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-span {display: span}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-char {display: block; white-space: pre}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-itable {display: inline-table}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-row {display: table-row}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-cell {display: table-cell}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-table {display: table; width: 100%}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-line {display: block; height: 0}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-strut {width: 0; padding-top: 1em}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-vsize {width: 0}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-space1 {margin-left: .167em}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-space2 {margin-left: .222em}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-space3 {margin-left: .278em}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-chartest {display: block; visibility: hidden; position: absolute; top: 0; line-height: normal; font-size: 500%}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-chartest .mjx-char {display: inline}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-chartest .mjx-box {padding-top: 1000px}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-processing {visibility: hidden; position: fixed; width: 0; height: 0; overflow: hidden}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-processed {display: none}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-test {display: block; font-style: normal; font-weight: normal; font-size: 100%; font-size-adjust: none; text-indent: 0; text-transform: none; letter-spacing: normal; word-spacing: normal; overflow: hidden; height: 1px}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-ex-box-test {position: absolute; width: 1px; height: 60ex}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula #MathJax_CHTML_Tooltip {background-color: InfoBackground; color: InfoText; border: 1px solid black; box-shadow: 2px 2px 5px #AAAAAA; -webkit-box-shadow: 2px 2px 5px #AAAAAA; -moz-box-shadow: 2px 2px 5px #AAAAAA; -khtml-box-shadow: 2px 2px 5px #AAAAAA; padding: 3px 4px; z-index: 401; position: absolute; left: 0; top: 0; width: auto; height: auto; display: none}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-chtml .mjx-noError {line-height: 1.2; vertical-align: ; font-size: 90%; text-align: left; color: black; padding: 1px 3px; border: 1px solid}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-unknown-R {font-family: STIXGeneral,'Cambria Math','Arial Unicode MS',serif; font-style: normal; font-weight: normal}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-unknown-I {font-family: STIXGeneral,'Cambria Math','Arial Unicode MS',serif; font-style: italic; font-weight: normal}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-unknown-B {font-family: STIXGeneral,'Cambria Math','Arial Unicode MS',serif; font-style: normal; font-weight: bold}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-unknown-BI {font-family: STIXGeneral,'Cambria Math','Arial Unicode MS',serif; font-style: italic; font-weight: bold}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-ams-R {font-family: MJXc-TeX-ams-R,MJXc-TeX-ams-Rw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-cal-B {font-family: MJXc-TeX-cal-B,MJXc-TeX-cal-Bx,MJXc-TeX-cal-Bw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-frak-R {font-family: MJXc-TeX-frak-R,MJXc-TeX-frak-Rw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-frak-B {font-family: MJXc-TeX-frak-B,MJXc-TeX-frak-Bx,MJXc-TeX-frak-Bw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-math-BI {font-family: MJXc-TeX-math-BI,MJXc-TeX-math-BIx,MJXc-TeX-math-BIw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-sans-R {font-family: MJXc-TeX-sans-R,MJXc-TeX-sans-Rw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-sans-B {font-family: MJXc-TeX-sans-B,MJXc-TeX-sans-Bx,MJXc-TeX-sans-Bw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-sans-I {font-family: MJXc-TeX-sans-I,MJXc-TeX-sans-Ix,MJXc-TeX-sans-Iw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-script-R {font-family: MJXc-TeX-script-R,MJXc-TeX-script-Rw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-type-R {font-family: MJXc-TeX-type-R,MJXc-TeX-type-Rw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-cal-R {font-family: MJXc-TeX-cal-R,MJXc-TeX-cal-Rw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-main-B {font-family: MJXc-TeX-main-B,MJXc-TeX-main-Bx,MJXc-TeX-main-Bw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-main-I {font-family: MJXc-TeX-main-I,MJXc-TeX-main-Ix,MJXc-TeX-main-Iw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-main-R {font-family: MJXc-TeX-main-R,MJXc-TeX-main-Rw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-math-I {font-family: MJXc-TeX-math-I,MJXc-TeX-math-Ix,MJXc-TeX-math-Iw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-size1-R {font-family: MJXc-TeX-size1-R,MJXc-TeX-size1-Rw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-size2-R {font-family: MJXc-TeX-size2-R,MJXc-TeX-size2-Rw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-size3-R {font-family: MJXc-TeX-size3-R,MJXc-TeX-size3-Rw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .MJXc-TeX-size4-R {font-family: MJXc-TeX-size4-R,MJXc-TeX-size4-Rw}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-sub span.mjx-char {font-size: 70.7%}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-sup span.mjx-char {font-size: 70.7%}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-under span.mjx-char {font-size: 70.7%}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-over span.mjx-char {font-size: 70.7%}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-root span.mjx-char {font-size: 70.7%;}\n div#h5p_6a630ac0ed5dd  section.h5p_page p span.doxMathFormula .mjx-root {font-size: auto !important ; width: 0.5em !important; vertical-align: 1.2em !important}\n<\/style><script src=\"https:\/\/cdn.mathjax.org\/mathjax\/2.6-latest\/MathJax.js?config=MML_CHTML\" type=\"text\/javascript\"> <\/script>\n<div id=\"h5p_6a630ac0ed5dd\"><section xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" id=\"section_0\" class=\"h5p_layout h5p_page h5p_page_PL0\"><div class=\"PL0\"><p class=\"P1\">&nbsp;<\/p><div style=\"left: 0;height: 750.80016pt;width: 578.90016pt;\" class=\"a14\"><div style=\"left: 0;height: 750.80016pt;position: absolute;width: 578.90016pt;\" class=\"\"><div style=\"position: absolute; float: none !important;height: 10.42778in;width: 8.04028in;margin-left: 0.0125in;margin-top: 0in;\" class=\"a1\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a1\" height=\"10.42778in\" width=\"8.04028in\" viewBox=\"0 0 772 1001\"><g><path d=\"M 0 0 L 772 0 772 1001 0 1001 Z\"\/><\/g><\/svg><\/div><div style=\"position: absolute; float: none !important;height: 10.42778in;width: 5.88339in;margin-left: 2.16939in;margin-top: 0in;\" class=\"a2\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a2\" height=\"10.42778in\" width=\"5.88339in\" viewBox=\"0 0 565 1001\"><g><path d=\"M 0 0 L 565 0 565 1001 0 1001 Z\"\/><\/g><\/svg><p class=\"Ingenafstand\"><span class=\"T4\">2. Gradsfunktioner<\/span><\/p><p class=\"P5\">&nbsp;<\/p><p class=\"Ingenafstand\"><span><img src=\"data:image\/png;base64,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\" style=\"z-index: 100;width: 4.96806in;height: 8.45622in;width: 4.96806in;display: inline;\" title=\"\" alt=\"\"\/><\/span><\/p><\/div><div style=\"left: 0;height: 453.978pt;position: absolute;width: 78.12288pt;\" class=\"\"><div style=\"position: absolute; float: none !important;height: 1.05284in;width: 1.08504in;margin-left: 1.08504in;margin-top: 4.19957in;\" class=\"a3\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a3\" height=\"1.05284in\" width=\"1.08504in\" viewBox=\"0 0 104 101\"><g><path d=\"M 0 0 L 104 0 104 101 0 101 Z\"\/><\/g><\/svg><\/div><div style=\"position: absolute; float: none !important;height: 1.05284in;width: 1.08504in;margin-left: 1.08504in;margin-top: 3.14672in;\" class=\"a4\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a4\" height=\"1.05284in\" width=\"1.08504in\" viewBox=\"0 0 104 101\"><g><path d=\"M 0 0 L 104 0 104 101 0 101 Z\"\/><\/g><\/svg><\/div><div style=\"position: absolute; float: none !important;height: 1.05284in;width: 1.08504in;margin-left: 0in;margin-top: 3.14672in;\" class=\"a5\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a5\" height=\"1.05284in\" width=\"1.08504in\" viewBox=\"0 0 104 101\"><g><path d=\"M 0 0 L 104 0 104 101 0 101 Z\"\/><\/g><\/svg><\/div><div style=\"position: absolute; float: none !important;height: 1.05284in;width: 1.08504in;margin-left: 0in;margin-top: 2.09388in;\" class=\"a6\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a6\" height=\"1.05284in\" width=\"1.08504in\" viewBox=\"0 0 104 101\"><g><path d=\"M 0 0 L 104 0 104 101 0 101 Z\"\/><\/g><\/svg><\/div><div style=\"position: absolute; float: none !important;height: 1.05284in;width: 1.08504in;margin-left: 0in;margin-top: 4.19957in;\" class=\"a7\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a7\" height=\"1.05284in\" width=\"1.08504in\" viewBox=\"0 0 104 101\"><g><path d=\"M 0 0 L 104 0 104 101 0 101 Z\"\/><\/g><\/svg><\/div><div style=\"position: absolute; float: none !important;height: 1.05284in;width: 1.08504in;margin-left: 1.08504in;margin-top: 5.25241in;\" class=\"a8\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a8\" height=\"1.05284in\" width=\"1.08504in\" viewBox=\"0 0 104 101\"><g><path d=\"M 0 0 L 104 0 104 101 0 101 Z\"\/><\/g><\/svg><\/div><\/div><div style=\"position: absolute; float: none !important;height: 1.05354in;width: 1.08504in;margin-left: 1.64457in;margin-top: 0in;\" class=\"a9\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a9\" height=\"1.05354in\" width=\"1.08504in\" viewBox=\"0 0 104 101\"><g><path d=\"M 0 0 L 104 0 104 101 0 101 Z\"\/><\/g><\/svg><p class=\"P6\"><span class=\"T7\">&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<\/span><\/p><\/div><\/div><div style=\"left: 0;height: 736.11216pt;position: absolute;width: 354.88296pt;\" class=\"\"><div style=\"left: 0;height: 736.11144pt;position: absolute;width: 19.53pt;\" class=\"\"><div style=\"position: absolute; float: none !important;height: 0.26561in;width: 0.27125in;margin-left: 7.29592in;margin-top: 9.95816in;\" class=\"a10\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a10\" height=\"0.26561in\" width=\"0.27125in\" viewBox=\"0 0 26 25\"><g><path d=\"M 0 0 L 26 0 26 25 0 25 Z\"\/><\/g><\/svg><\/div><div style=\"position: absolute; float: none !important;height: 0.26561in;width: 0.27125in;margin-left: 7.29592in;margin-top: 9.69642in;\" class=\"a11\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a11\" height=\"0.26561in\" width=\"0.27125in\" viewBox=\"0 0 26 25\"><g><path d=\"M 0 0 L 26 0 26 25 0 25 Z\"\/><\/g><\/svg><\/div><div style=\"position: absolute; float: none !important;height: 0.26561in;width: 0.27125in;margin-left: 7.56717in;margin-top: 9.69642in;\" class=\"a12\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a12\" height=\"0.26561in\" width=\"0.27125in\" viewBox=\"0 0 26 25\"><g><path d=\"M 0 0 L 26 0 26 25 0 25 Z\"\/><\/g><\/svg><\/div><\/div><div style=\"position: absolute; float: none !important;height: 0.95896in;width: 4.92893in;margin-left: 2.17136in;margin-top: 9.26482in;\" class=\"a13\"><svg style=\"position: absolute; top: 0; left: 0;padding: 0 !important; border: none !important\" preserveAspectRatio=\"none\" fill-rule=\"evenodd\" class=\"a13\" height=\"0.95896in\" width=\"4.92893in\" viewBox=\"0 0 473 92\"><g><path d=\"M 0 0 L 473 0 473 92 0 92 Z\"\/><\/g><\/svg><p class=\"P8\"><span class=\"T9\">Frederik Hovmark Pedersen<\/span><\/p><p class=\"P10\"><span class=\"T11\">&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<\/span><\/p><\/div><\/div><\/div><p class=\"Normal\"\/><p class=\"P12\">&nbsp;<\/p><p class=\"Overskrift\"><span>Indholdsfortegnelse<\/span><\/p><div><p class=\"P13\"><a href=\"#_Toc380690130\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Indledning<\/span>&emsp;<span>2<\/span><\/a><\/p><p class=\"P14\"><a href=\"#_Toc380690131\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Teori om 2. Gradsfunktioner<\/span>&emsp;<span>2<\/span><\/a><\/p><p class=\"P15\"><a href=\"#_Toc380690132\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Hvad betyder A for grafen<\/span>&emsp;<span>2<\/span><\/a><\/p><p class=\"P16\"><a href=\"#_Toc380690133\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Hvad betyder B for grafen<\/span>&emsp;<span>3<\/span><\/a><\/p><p class=\"P17\"><a href=\"#_Toc380690135\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Hvad betyder C for grafen<\/span>&emsp;<span>3<\/span><\/a><\/p><p class=\"P18\"><a href=\"#_Toc380690137\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Diskriminanten<\/span>&emsp;<span>4<\/span><\/a><\/p><p class=\"P19\"><a href=\"#_Toc380690138\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Toppunkt<\/span>&emsp;<span>4<\/span><\/a><\/p><p class=\"P20\"><a href=\"#_Toc380690139\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Nulpunkter<\/span>&emsp;<span>5<\/span><\/a><\/p><p class=\"P21\"><a href=\"#_Toc380690140\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Sk\u00e6ringspunkter<\/span><span class=\"Hyperlink\">&#x200b;&#x200b;&nbsp;mellem to funktioner<\/span>&emsp;<span>6<\/span><\/a><\/p><p class=\"P22\"><a href=\"#_Toc380690142\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">L\u00f8sning af 2. gradsuligheder<\/span>&emsp;<span>7<\/span><\/a><\/p><p class=\"P23\"><a href=\"#_Toc380690143\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Definitionsm\u00e6ngde og v\u00e6rdim\u00e6ngde<\/span>&emsp;<span>8<\/span><\/a><\/p><p class=\"P24\"><a href=\"#_Toc380690144\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Monotoniforhold<\/span>&emsp;<span>8<\/span><\/a><\/p><p class=\"P25\"><a href=\"#_Toc380690145\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Specielle 2. gradsligninger<\/span>&emsp;<span>9<\/span><\/a><\/p><p class=\"P26\"><a href=\"#_Toc380690146\" target=\"_top\" title=\"\"><span class=\"Hyperlink\">Opgaver<\/span>&emsp;<span>10<\/span><\/a><\/p><\/div><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><h1 class=\"P27\">&nbsp;<\/h1><h1 class=\"P28\">&nbsp;<\/h1><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><h1 class=\"P29\">&nbsp;<\/h1><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><h1 class=\"P30\"><span id=\"_Toc380690130\"\/><span>Indledning<\/span><\/h1><p class=\"P31\"><span>I min emneopgave vil jeg f\u00f8rst gennemg\u00e5 teorien om 2. gradsfunktioner. Jeg vil komme ind p\u00e5 grundl\u00e6ggende ting om 2. gradsfunktioner og 2. gradsligninger. Jeg vil komme ind p\u00e5 grafen for en 2. gradsfunktion, og se p\u00e5 hvad A, B og C betyder for grafen. Jeg vil komme ind p\u00e5 hvordan diskriminanten, nulpunkter og toppunkt beregnes og hvordan man finder sk\u00e6ringspunkterne mellem to grafer. Jeg vil se p\u00e5 l\u00f8sning af 2. gradsuligheder, p\u00e5 definitions- og<\/span>&#x200b;&#x200b;&nbsp;<span>v\u00e6rdim\u00e6ngde, p\u00e5 monotoniforhold, og p\u00e5 specielle andengradsligninger.<\/span>&#x200b;&#x200b;&nbsp;<span>Teorien vil jeg s\u00e5 efterf\u00f8lgende benytte til at l\u00f8se en r\u00e6kke opgaver.<\/span>&#x200b;&#x200b;&nbsp;<\/p><h1 class=\"P32\"><span id=\"_Toc380690131\"\/><span>Teori om 2. Gradsfunktioner<\/span><\/h1><div data-anchor-type=\"paragraph\" class=\"a16\" style=\"z-index: 100;height: 2.42708in;width: 3.48194in;\"><img src=\"data:image\/png;base64,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\" style=\"z-index: 100;width: 3.48194in;height: 2.42708in;width: 3.48194in;\" title=\"\" alt=\"\"\/><\/div><p class=\"P33\"><span>Den generelle formel<\/span>&#x200b;&#x200b;&nbsp;<span>for en<\/span>&#x200b;&#x200b;&nbsp;<span>2. gradsfunktion: y = Ax<\/span><span class=\"T35\">2&#x200b;&#x200b;&nbsp;<\/span><span>+ Bx + C.<\/span>&#x200b;&#x200b;&nbsp;<span>Som det ses, s\u00e5 har en 2. gradsfunktion tre s\u00e5kaldte konstanter(hvilket er betegnelsen for A, B og C), fx s\u00e5 har en 1. gradsfunktion to konstanter(a og b).<\/span>&#x200b;&#x200b;&nbsp;<span>Grafen for en 2. gradsfunktion ses som en parabel, og jeg kommer senere ind p\u00e5, hvordan denne graf p\u00e5virkes af de tre konstanter.<\/span>&#x200b;&#x200b;&nbsp;<span>Herunder ses parablen x<\/span><span class=\"T36\">2<\/span><span>, som ogs\u00e5 er kaldet grundparablen.<\/span>&#x200b;&#x200b;&nbsp;<\/p><p class=\"P37\"><span>Undervejs i min opgave vil jeg b\u00e5de besk\u00e6ftige mig med 2. gradsfunktioner og 2. gradsligninger, men hvad er forskellen p\u00e5 disse. Det er meget simpelt det, at en 2. gradsfunktion, naturligvis er en funktion der er lig f(x), mens en 2. gradsligning som en ligning er lig 0.<\/span>&#x200b;&#x200b;&nbsp;<\/p><p class=\"P38\"><span>En<\/span>&#x200b;&#x200b;&nbsp;<span>2.<\/span>&#x200b;&#x200b;&nbsp;<span>gradsfunktion:<\/span>&#x200b;&#x200b;&nbsp;<span>y = f(x) = 2x<\/span><span class=\"T39\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 4x + 3.<\/span>&#x200b;&#x200b;&nbsp;<\/p><p class=\"P40\"><span>En<\/span>&#x200b;&#x200b;&nbsp;<span>2.<\/span>&#x200b;&#x200b;&nbsp;<span>gradsligning:<\/span>&#x200b;&#x200b;&nbsp;<span>2x<\/span><span class=\"T41\">2<\/span><span>-4x + 3 = 0<\/span><\/p><h2 class=\"P42\">&nbsp;<\/h2><h2 class=\"P43\"><span id=\"_Toc380690132\"\/><span>Hvad betyder A for grafen<\/span><\/h2><div data-anchor-type=\"paragraph\" class=\"a17\" style=\"z-index: 100;height: 2.14653in;width: 3.22014in;\"><img src=\"data:image\/png;base64,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\" style=\"z-index: 100;width: 3.22014in;height: 2.14653in;width: 3.22014in;\" title=\"\" alt=\"\"\/><\/div><p class=\"P44\"><span class=\"T46\">A fort\u00e6ller hvordan paralen vender<\/span><span class=\"T47\">.<\/span><span class=\"T48\">&#x200b;&#x200b;&nbsp;<\/span><span class=\"T49\">Er A positiv er parablen \u201dglad\u201d, og toppunktet i parablen er dermed det nederste punkt.<\/span><span class=\"T50\">&#x200b;&#x200b;&nbsp;<\/span><span class=\"T51\">E<\/span><span class=\"T52\">r A<\/span><span class=\"T53\">&#x200b;&#x200b;&nbsp;negativ<\/span><span class=\"T54\">, er parablen<\/span><span class=\"T55\">&#x200b;&#x200b;&nbsp;<\/span><span class=\"T56\">\u201dsur<\/span><span class=\"T57\">\u201d<\/span><span class=\"T58\">, og toppunktet er dermed det \u00f8verste punkt i parablen<\/span><span class=\"T59\">.<\/span><span class=\"T60\">&#x200b;&#x200b;&nbsp;<\/span><span class=\"T61\">A fort\u00e6ller ogs\u00e5 hvor \u00e5ben eller lukket parablen er, jo st\u00f8rre&#x200b;&#x200b;&nbsp;<\/span><span class=\"T62\">A<\/span><span class=\"T63\">&#x200b;&#x200b;&nbsp;er<\/span><span class=\"T64\">&#x200b;&#x200b;&nbsp;desto stejlere og mere lu<\/span><span class=\"T65\">kket er parablen<\/span><span class=\"T66\">.<\/span><span class=\"T67\">&#x200b;&#x200b;&nbsp;<\/span><span class=\"T68\">O<\/span><span class=\"T69\">g jo mindre A<\/span><span class=\"T70\">&#x200b;&#x200b;&nbsp;er, desto bredere og mere \u00e5ben<\/span><span class=\"T71\">&#x200b;&#x200b;&nbsp;er parablen.<\/span><span class=\"T72\">&#x200b;&#x200b;&nbsp;<\/span><span class=\"T73\">Alt d<\/span><span class=\"T74\">ette ses s\u00e5ledes:<\/span><\/p><p class=\"P75\"><span>A &gt; 0: Grenene opad(glad)<\/span><\/p><p class=\"P76\"><span>A &lt; 0: Grenene nedad(sur)<\/span><\/p><p class=\"P77\"><span>A &gt; 1: Parablen smallere end grundparablen(y = x2)<\/span><\/p><p class=\"P78\"><span>A &lt; 1 Parablen bredere end grundparablen<\/span><\/p><h2 class=\"P79\"><span id=\"_Toc380690133\"\/><span>Hvad betyder B for grafen<\/span><\/h2><h2 class=\"P80\"><span id=\"_Toc380690085\"\/><span id=\"_Toc380690134\"\/><span>B fort\u00e6ller noget om hvordan parablen flytter sig fra side til side p\u00e5 x-aksen. Der er her to muligheder. Hvis A og B har samme fortegn, rykker grafen til venstre. Og hvis A og B har modsat fortegn, rykker grafen til h\u00f8jre. Dette<\/span>&#x200b;&#x200b;&nbsp;<span>ses s\u00e5ledes:<\/span><\/h2><p class=\"P81\"><span>A er st\u00f8rre end nul(A &gt; 0). Her rykker grafen sig s\u00e5<\/span>&#x200b;&#x200b;&nbsp;<span>til venstre,<\/span>&#x200b;&#x200b;&nbsp;<span>hvis B er st\u00f8rre end nul\/positiv(B &gt; 0). Og til h\u00f8jre<\/span>&#x200b;&#x200b;&nbsp;<span>hvis B er mindre end nul\/negativ(B &lt; 0).<\/span><\/p><div data-anchor-type=\"paragraph\" class=\"a18\" style=\"z-index: 100;height: 2.33264in;width: 3.34861in;\"><img src=\"data:image\/png;base64,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\" style=\"z-index: 100;width: 3.34861in;height: 2.33264in;width: 3.34861in;\" title=\"\" alt=\"\"\/><\/div><div data-anchor-type=\"paragraph\" class=\"a19\" style=\"z-index: 100;height: 2.34792in;width: 3.37153in;\"><img src=\"data:image\/png;base64,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\" style=\"z-index: 100;width: 3.37153in;height: 2.34792in;width: 3.37153in;\" title=\"\" alt=\"\"\/><\/div><p class=\"P82\"><span id=\"_Toc380315787\"\/><span id=\"_Toc380317299\"\/><span id=\"_Toc380591175\"\/><span id=\"_Toc380592789\"\/><span>A er mindre end nul(A &lt; 0). Her rykker grafen sig til h\u00f8jre, hvis B er st\u00f8rre end nul(B &gt; 0). Og til venstre hvis B er mindre end nul(B &lt; 0).<\/span><\/p><h2 class=\"P85\">&nbsp;<\/h2><h2 class=\"P86\"><span id=\"_Toc380690135\"\/><span>Hvad betyder C for grafen<\/span><\/h2><p class=\"P87\"><span>C er sk\u00e6ring med y-aksen.<\/span>&#x200b;&#x200b;&nbsp;<span>Dette ses ved, at<\/span>&#x200b;&#x200b;&nbsp;<span>y = f(0) = A*02 + B * 0 + C = C, dvs. sk\u00e6ring med y-aksen er i (0,C), hvilket vil sige at x-v\u00e6rdien<\/span>&#x200b;&#x200b;&nbsp;<span>altid<\/span>&#x200b;&#x200b;&nbsp;<span>er<\/span>&#x200b;&#x200b;&nbsp;<span>0, og C er<\/span>&#x200b;&#x200b;&nbsp;<span>alts\u00e5<\/span>&#x200b;&#x200b;&nbsp;<span>dermed<\/span>&#x200b;&#x200b;&nbsp;<span>sk\u00e6ring med y-aksen.<\/span>&#x200b;&#x200b;&nbsp;<span>Er C st\u00f8rre end nul, rykker parablen opad i forhold til grundparablen.<\/span>&#x200b;&#x200b;&nbsp;<span>Og er C mindre end nul, rykker parablen nedad i forhold til grundparablen.<\/span><\/p><h2 class=\"P88\"><span id=\"_Toc380315789\"\/><span id=\"_Toc380317301\"\/><span id=\"_Toc380591177\"\/><span id=\"_Toc380609353\"\/><span id=\"_Toc380690087\"\/><span id=\"_Toc380690136\"\/><span class=\"T89\"><div data-anchor-type=\"paragraph\" class=\"a20\" style=\"z-index: 100;height: 2.44792in;width: 4.15625in;\"><img src=\"data:image\/gif;base64,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\" style=\"z-index: 100;width: 4.15625in;height: 2.44792in;width: 4.15625in;\" title=\"\" alt=\"WordMat|1.02|||||-4|4|-8|15|x^2|x|||-1|x^2+5|x|||-1|x^2-5|x|||-1|-x^2+2|x|||-1||x|||-1||x|||-1|||||||||||||||||||False|False|1,2|1,2|||True|False|False|True|\"\/><\/div><\/span><\/h2><p class=\"P90\">&nbsp;<\/p><p class=\"P91\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><h2 class=\"Overskrift2\"><span id=\"_Toc380690137\"\/><span>Diskriminanten<\/span><\/h2><p class=\"P92\"><span>Til beregning af toppunkt, nulpunkt osv. er det vigtigt at kende diskriminanten. Den beregnes via formlen:<\/span><\/p><p class=\"P93\"><span class=\"T94\">D = B<\/span><span class=\"T95\">2<\/span><span class=\"T96\">&#x200b;&#x200b;&nbsp;- 4 * A * C<\/span><\/p><h2 class=\"P97\"><span id=\"_Toc380690138\"\/><\/h2><h2 class=\"P98\"><span>Toppunkt<\/span><\/h2><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"P99\"><span>Toppunktet er lige n\u00f8jagtig toppen a parablen, dvs. at satte man en streg ned igennem den, ville parablen v\u00e6re ens\/symmetrisk p\u00e5 begge sider af stregen.<\/span>&#x200b;&#x200b;&nbsp;<span>(x,y) til toppunktet<\/span>&#x200b;&#x200b;&nbsp;<span>beregnes ved hj\u00e6lp af formlen<\/span>&#x200b;&#x200b;&nbsp;<span class=\"T100\">(<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mi>B<\/mml:mi><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi>A<\/mml:mi><\/mml:mrow><\/mml:mfrac><mml:mo>,<\/mml:mo><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mi>D<\/mml:mi><\/mml:mrow><mml:mrow><mml:mn>4<\/mml:mn><mml:mi>A<\/mml:mi><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T101\">)<\/span><span class=\"T102\">.<\/span><span class=\"T103\">&#x200b;&#x200b;&nbsp;<\/span><\/p><p class=\"P104\"><span class=\"T105\">Hvis vi fx har en funktion der hedder&#x200b;&#x200b;&nbsp;<\/span><span class=\"T106\">2x<\/span><span class=\"T107\">2<\/span><span class=\"T108\">+ 3x -<\/span><span class=\"T109\">&#x200b;&#x200b;&nbsp;3,<\/span><span class=\"T110\">&#x200b;&#x200b;&nbsp;beregnes toppunktet&#x200b;&#x200b;&nbsp;<\/span><span class=\"T111\">s\u00e5ledes:<\/span><\/p><p class=\"P112\"><span class=\"T113\">y = f(x) = 2x<\/span><span class=\"T114\">2<\/span><span class=\"T115\">+ 3x -<\/span><span class=\"T116\">&#x200b;&#x200b;&nbsp;3<\/span><\/p><p class=\"P117\"><span>Vi finder A, B og C:<\/span><\/p><p class=\"P118\"><span>A = 2, B = 3, C =<\/span>&#x200b;&#x200b;&nbsp;<span>-3<\/span><\/p><p class=\"P119\"><span>Diskriminanten beregnes:<\/span><\/p><p class=\"P120\"><span class=\"T121\">D = 3<\/span><span class=\"T122\">2<\/span><span class=\"T123\">&#x200b;&#x200b;&nbsp;- 4&#x200b;&#x200b;&nbsp;<\/span><span class=\"T124\">* 2<\/span><span class=\"T125\">&#x200b;&#x200b;&nbsp;*&#x200b;&#x200b;&nbsp;<\/span><span class=\"T126\">(-3)<\/span><span class=\"T127\">&#x200b;&#x200b;&nbsp;=&#x200b;&#x200b;&nbsp;<\/span><span class=\"T128\">33<\/span><\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"P129\"><span class=\"T130\">Tallene inds\u00e6ttes i formlen (<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mi>B<\/mml:mi><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi>A<\/mml:mi><\/mml:mrow><\/mml:mfrac><mml:mo>,<\/mml:mo><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mi>D<\/mml:mi><\/mml:mrow><mml:mrow><mml:mn>4<\/mml:mn><mml:mi>A<\/mml:mi><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T131\">):<\/span><\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"P132\"><span class=\"T133\">Toppunkt =&#x200b;&#x200b;&nbsp;<\/span><span class=\"T134\">(<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mn>3<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi>*<\/mml:mi><mml:mn>2<\/mml:mn><\/mml:mrow><\/mml:mfrac><mml:mo>,<\/mml:mo><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mn>33<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>4<\/mml:mn><mml:mi>*<\/mml:mi><mml:mn>2<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T135\">) = (<\/span><span class=\"T136\">&#x200b;&#x200b;&nbsp;<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mn>3<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>4<\/mml:mn><\/mml:mrow><\/mml:mfrac><mml:mo>,<\/mml:mo><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mn>33<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>8<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T137\">)&#x200b;&#x200b;&nbsp;<\/span><span class=\"T138\">= (-0,75<\/span><span class=\"T139\">&#x200b;&#x200b;&nbsp;<\/span><span class=\"T140\">;<\/span><span class=\"T141\">&#x200b;&#x200b;&nbsp;<\/span><span class=\"T142\">-4,125)<\/span><span class=\"T143\">&#x200b;&#x200b;&nbsp;<\/span><\/p><p class=\"P144\"><span class=\"T145\">Herefter tjekkes det s\u00e5 om resultatet stemmer overens med parablen<\/span><\/p><div data-anchor-type=\"paragraph\" class=\"a25\" style=\"z-index: 100;height: 3.11458in;width: 3.80208in;\"><img src=\"data:image\/gif;base64,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\" style=\"z-index: 100;width: 3.80208in;height: 3.11458in;width: 3.80208in;\" title=\"\" alt=\"WordMat|1.02|||||-3,122143|1,997324|||2x^2+ 3x - 3|x|||-1||x|||-1||x|||-1||x|||-1||x|||-1||x|||-1|||||||||||||||||||False|False|1,2|1,2|||True|False|False|True|\"\/><\/div><p class=\"P146\"\/><p class=\"P148\">&nbsp;<\/p><p class=\"P149\">&nbsp;<\/p><p class=\"P150\">&nbsp;<\/p><p class=\"P151\">&nbsp;<\/p><p class=\"P152\">&nbsp;<\/p><p class=\"P153\">&nbsp;<\/p><p class=\"P154\">&nbsp;<\/p><p class=\"P155\"><span class=\"T156\"><svg height=\"83.73344\" width=\"303.99968\" style=\"overflow: visible;\" class=\"a27\"><line x1=\"298.99968\" x2=\"216\" y1=\"78.73344\" y2=\"32.73312\" style=\"\" class=\"a27\"\/><svg style=\"position: absolute; top: 0; left: 0;overflow: visible;padding: 0 !important; border: none !important;\" viewBox=\"0 0 20 30\" width=\"8\" height=\"12\" x=\"212\" y=\"32.73312\" class=\"a27\"><path transform=\"rotate(298.99622216519 , 10, 0)\" class=\"a27\" d=\"m10 0-10 30h20z\" fill=\"#000000\" stroke=\"#000000\" stroke-width=\"0.06945in\"\/><\/svg><\/svg><\/span><\/p><p class=\"P157\">&nbsp;<\/p><p class=\"P158\"><span>Toppunkt<\/span><\/p><h2 class=\"P159\"><span id=\"_Toc380690139\"\/><span>Nulpunkter<\/span>&#x200b;&#x200b;&nbsp;<\/h2><p class=\"P160\"><span>Et nulpunkt er der hvor y er lig nul,<\/span>&#x200b;&#x200b;&nbsp;<span>hvilket vil sige, at<\/span>&#x200b;&#x200b;&nbsp;<span>det<\/span>&#x200b;&#x200b;&nbsp;<span>er<\/span>&#x200b;&#x200b;&nbsp;<span>sk\u00e6ring med x-aksen.<\/span>&#x200b;&#x200b;&nbsp;<span>Et eksempel er af vi har en funktion der hedder<\/span>&#x200b;&#x200b;&nbsp;<span>f(x) = 2x<\/span><span class=\"T161\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 4x - 3. Nulpunkterne er s\u00e5 der hvor y<\/span>&#x200b;&#x200b;&nbsp;<span>= f(x) = 0. Det vil sige,<\/span>&#x200b;&#x200b;&nbsp;<span>2x<\/span><span class=\"T162\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 4x - 3 = 0, hvilket jo er en 2. gradsligning. Konklusionen p\u00e5 det er s\u00e5, at finde nulpunkter<\/span>&#x200b;&#x200b;&nbsp;<span>er lig<\/span>&#x200b;&#x200b;&nbsp;<span>at l\u00f8se en 2. gradsligning.<\/span><\/p><p class=\"P163\"><span>Nulpunkterne<\/span>&#x200b;&#x200b;&nbsp;<span>findes ved f\u00f8rst at beregne diskriminanten.<\/span>&#x200b;&#x200b;&nbsp;<span>Herefter er der tre muligheder:<\/span><\/p><ul xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"LFO13\" style=\"counter-reset: ulLFO13_1 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;mleft: 0.5in !important;text-align: justify !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P164\"><span>Diskriminanten er st\u00f8rre end nul(D &gt; 0),<\/span>&#x200b;&#x200b;&nbsp;<span>og<\/span>&#x200b;&#x200b;&nbsp;<span>der vil her v\u00e6re<\/span>&#x200b;&#x200b;&nbsp;<span>to<\/span>&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;<span>nulpunkter. Til at beregne disse to nulpunkter bruges s\u00e5<\/span>&#x200b;&#x200b;&nbsp;<span>nulpunktsformlen:<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mi mathvariant=\"normal\">\u00a0<\/mml:mi><mml:mfrac><mml:mrow><mml:mo>-<\/mml:mo><mml:mi>B<\/mml:mi><mml:mo>\u00b1<\/mml:mo><mml:mo>\u221a<\/mml:mo><mml:mi>D<\/mml:mi><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi mathvariant=\"normal\">\u00a0<\/mml:mi><mml:mi>A<\/mml:mi><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;mleft: 0.5in !important;text-align: justify !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P165\"><span class=\"T166\">Diskriminanten er lig med nul<\/span><span class=\"T167\">(D = 0)<\/span><span class=\"T168\">, i s\u00e5 fald er der et nulpunkt<\/span><span class=\"T169\">. Til at finde dette nulpunkt benyttes formlen:<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mi mathvariant=\"normal\">\u00a0<\/mml:mi><mml:mfrac><mml:mrow><mml:mo>-<\/mml:mo><mml:mi>B<\/mml:mi><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi mathvariant=\"normal\">\u00a0<\/mml:mi><mml:mi>A<\/mml:mi><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><\/p><\/li><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;hyphenate: false;hyphenate: false;mleft: 0.5in !important;text-align: justify !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P170\"><span>Diskriminanten er mindre end nul(D &lt; 0), og der er her<\/span>&#x200b;&#x200b;&nbsp;<span>ingen nulpunkter\/l\u00f8sning: L = \u00d8<\/span><\/p><\/li><\/ul><p class=\"P171\"><span>Efter at have udregnet diskriminanten ins\u00e6ttes denne samt A og B i nulpunktsformlen, og vi f\u00e5r<\/span>&#x200b;&#x200b;&nbsp;<span>jo som sagt<\/span>&#x200b;&#x200b;&nbsp;<span>enten et eller to nulpunkter, alt efter om D er positiv eller lig nul.<\/span>&#x200b;&#x200b;&nbsp;<span>Jeg har s\u00e5 to eksempler:<\/span><\/p><p class=\"P172\"><span>Eksempel 1<\/span>&#x200b;&#x200b;&nbsp;<\/p><p class=\"P173\"><span class=\"T174\">y = f(x) = x<\/span><span class=\"T175\">2<\/span><span class=\"T176\">&#x200b;&#x200b;&nbsp;+ x - 2 = 0<\/span><\/p><p class=\"P177\"><span>Vi finder A, B og C:<\/span><\/p><p class=\"P178\"><span>A = 1 <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>B = -1 <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>C = -2<\/span><\/p><p class=\"P179\"><span>Vi finder D:<\/span><\/p><p class=\"P180\"><span class=\"T181\">D = B<\/span><span class=\"T182\">2<\/span><span class=\"T183\">&#x200b;&#x200b;&nbsp;- 4 * A * C = (-1)<\/span><span class=\"T184\">2<\/span><span class=\"T185\">&#x200b;&#x200b;&nbsp;- 4 * 1 * (-2) = 9<\/span><\/p><p class=\"Listeafsnit\"><span>Vi finder de to nulpunkter:<\/span>&emsp;<\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"P186\"><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mi>x<\/mml:mi><mml:mo>=<\/mml:mo><mml:mfrac><mml:mrow><mml:mo>-<\/mml:mo><mml:mfenced separators=\"|\"><mml:mrow><mml:mo>-<\/mml:mo><mml:mn>1<\/mml:mn><\/mml:mrow><\/mml:mfenced><mml:mo>\u00b1<\/mml:mo><mml:msqrt><mml:mn>9<\/mml:mn><\/mml:msqrt><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi mathvariant=\"normal\">*<\/mml:mi><mml:mn>1<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T187\">&#x200b;&#x200b;&nbsp;=&#x200b;&#x200b;&nbsp;<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfrac><mml:mrow><mml:mn>1<\/mml:mn><mml:mi mathvariant=\"normal\">\u00a0<\/mml:mi><mml:mo>\u00b1<\/mml:mo><mml:mn>3<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T188\">&#x200b;&#x200b;&nbsp;=&#x200b;&#x200b;&nbsp;<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfenced open=\"{\" close=\"\" separators=\"|\"><mml:mrow><mml:mtable><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mn>2<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mo>-<\/mml:mo><mml:mn>1<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><\/mml:mtable><\/mml:mrow><\/mml:mfenced><\/mml:math><\/span><\/span><span class=\"T189\">&#x200b;&#x200b;&nbsp;<\/span><\/p><p class=\"P190\"><span>Eksempel<\/span>&#x200b;&#x200b;&nbsp;<span>2<\/span>&#x200b;&#x200b;&nbsp;<\/p><p class=\"P191\"><span class=\"T192\">-2x<\/span><span class=\"T193\">2<\/span><span class=\"T194\">&#x200b;&#x200b;&nbsp;- 9x - 4 = 0<\/span><\/p><p class=\"P195\"><span>Vi finder A, B og C:<\/span><\/p><p class=\"P196\"><span>A = -2 <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>B = -9 <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>C = -4<\/span><\/p><p class=\"P197\"><span>Vi finder D:<\/span><\/p><p class=\"P198\"><span class=\"T199\">D = B<\/span><span class=\"T200\">2<\/span><span class=\"T201\">&#x200b;&#x200b;&nbsp;- 4 * A * C = (-9)<\/span><span class=\"T202\">2<\/span><span class=\"T203\">&#x200b;&#x200b;&nbsp;- 4 * (-2) * (-4) = 49<\/span><\/p><p class=\"P204\"><span>Vi finder de to nulpunkter:<\/span>&emsp;<\/p><p class=\"P205\">&nbsp;<\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"P206\"><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mi>x<\/mml:mi><mml:mo>=<\/mml:mo><mml:mfrac><mml:mrow><mml:mo>-<\/mml:mo><mml:mfenced separators=\"|\"><mml:mrow><mml:mo>-<\/mml:mo><mml:mn>9<\/mml:mn><\/mml:mrow><\/mml:mfenced><mml:mo>\u00b1<\/mml:mo><mml:msqrt><mml:mn>49<\/mml:mn><\/mml:msqrt><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi mathvariant=\"normal\">*<\/mml:mi><mml:mo>(<\/mml:mo><mml:mo>-<\/mml:mo><mml:mn>2<\/mml:mn><mml:mo>)<\/mml:mo><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T207\">&#x200b;&#x200b;&nbsp;=&#x200b;&#x200b;&nbsp;<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfrac><mml:mrow><mml:mn>9<\/mml:mn><mml:mi mathvariant=\"normal\">\u00a0<\/mml:mi><mml:mo>\u00b1<\/mml:mo><mml:mn>7<\/mml:mn><\/mml:mrow><mml:mrow><mml:mo>-<\/mml:mo><mml:mn>4<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T208\">&#x200b;&#x200b;&nbsp;=&#x200b;&#x200b;&nbsp;<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfenced open=\"{\" close=\"\" separators=\"|\"><mml:mrow><mml:mtable><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mo>-<\/mml:mo><mml:mn>4<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mo>-<\/mml:mo><mml:mn>0,5<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><\/mml:mtable><\/mml:mrow><\/mml:mfenced><\/mml:math><\/span><\/span><span class=\"T209\">&#x200b;&#x200b;&nbsp;<\/span><\/p><p class=\"P210\">&nbsp;<\/p><h2 class=\"P211\"><span id=\"_Toc380690140\"\/><span>Sk\u00e6ringspunkter<\/span>&#x200b;&#x200b;&nbsp;<span>mellem to funktioner<\/span><\/h2><p class=\"P212\"><span>At finde<\/span>&#x200b;&#x200b;&nbsp;<span>sk\u00e6ringspunktet mellem to funktioner, g\u00f8res ved at s\u00e6tte de to<\/span>&#x200b;&#x200b;&nbsp;<span>funktioner, som kunne hedde f(x) og g(x),<\/span>&#x200b;&#x200b;&nbsp;<span>lig hinanden, hvorefter de l\u00f8ses som en ligning, hvor 0 skal st\u00e5 p\u00e5 h\u00f8jre side. Derefter<\/span>&#x200b;&#x200b;&nbsp;<span>reduceres der s\u00e5 man f\u00e5r en 2.<\/span>&#x200b;&#x200b;&nbsp;<span>gradsligning, og man finder A, B og C.<\/span>&#x200b;&#x200b;&nbsp;<span>Ved hj\u00e6lp af dem kan man s\u00e5 finde diskriminanten, som sammen med A og B skal bruges i nulpunktsformlen. Efter beregning af denne, f\u00e5r man s\u00e5 to punkter(hvis D er positiv), som er x-v\u00e6rdier til f\u00f8rste og andet sk\u00e6ringspunkt. Er D lig nul f\u00e5r man naturligvis kun en x-v\u00e6rdi, og der vil dermed ogs\u00e5 kun v\u00e6re et sk\u00e6ringspunkt mellem de to funktioner.<\/span>&#x200b;&#x200b;&nbsp;<span>Herefter tager<\/span>&#x200b;&#x200b;&nbsp;<span>man<\/span>&#x200b;&#x200b;&nbsp;<span>s\u00e5<\/span>&#x200b;&#x200b;&nbsp;<span>f\u00f8rst den ene<\/span>&#x200b;&#x200b;&nbsp;<span>x-v\u00e6rdi<\/span>&#x200b;&#x200b;&nbsp;<span>og inds\u00e6tter p\u00e5 x plads i enten f(x) eller g(x).<\/span>&#x200b;&#x200b;&nbsp;<span>efter udregning f\u00e5r man s\u00e5 en y-v\u00e6rdi til det sk\u00e6ringspunkt. Ved at inds\u00e6tte den anden x-v\u00e6rdi i den samme funktion, finder man s\u00e5 ogs\u00e5 y-v\u00e6rdien til denne. Og man har nu de to sk\u00e6ringspunkter.<\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<\/p><p class=\"P213\"><span>Vi har de to de to funktioner:<\/span><\/p><p class=\"P214\"><span>f(x) = 3x<\/span><span class=\"T215\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 2x - 1<\/span><\/p><p class=\"P216\"><span>g(x) = - x<\/span><span class=\"T217\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 2x + 2<\/span><\/p><p class=\"P218\"><span>De s\u00e6tte s\u00e5 lig med hinanden, og l\u00f8ses som en ligning, hvor vi skal have 0 p\u00e5 h\u00f8jre side:<\/span><\/p><p class=\"P219\"><span>f(x) = g(x)<\/span><\/p><p class=\"P220\"><span>3x<\/span><span class=\"T221\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 2x - 1 = -x<\/span><span class=\"T222\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 2x + 2<\/span><\/p><p class=\"P223\"><span>3x<\/span><span class=\"T224\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 2x - 2 + x<\/span><span class=\"T225\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 2x - 2 = 0<\/span><\/p><p class=\"P226\"><span>Der reduceres:<\/span><\/p><p class=\"P227\"><span>4x<\/span><span class=\"T228\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 4x - 3 = 0<\/span><\/p><p class=\"P229\"><span>Vi finder A, B og C:<\/span><\/p><p class=\"P230\"><span>A = 4, B = -4, C = -3<\/span><\/p><p class=\"P231\"><span>Vi finder D:<\/span><\/p><p class=\"P232\"><span>D = (-4)<\/span><span class=\"T233\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 4 * 4 * (-3) = 64<\/span><\/p><p class=\"P234\"><span>Tallene s\u00e6ttes ind i nulpunktsformlen:<\/span><\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"P235\"><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mi>x<\/mml:mi><mml:mo>=<\/mml:mo><mml:mfrac><mml:mrow><mml:mo>-<\/mml:mo><mml:mo>(<\/mml:mo><mml:mo>-<\/mml:mo><mml:mn>4<\/mml:mn><mml:mo>)<\/mml:mo><mml:mo>\u00b1<\/mml:mo><mml:msqrt><mml:mn>64<\/mml:mn><\/mml:msqrt><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi mathvariant=\"normal\">*<\/mml:mi><mml:mn>4<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T236\">&#x200b;&#x200b;&nbsp;=&#x200b;&#x200b;&nbsp;<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfrac><mml:mrow><mml:mn>4<\/mml:mn><mml:mo>\u00b1<\/mml:mo><mml:mn>8<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>8<\/mml:mn><\/mml:mrow><\/mml:mfrac><mml:mo>=<\/mml:mo><mml:mi mathvariant=\"normal\">\u00a0<\/mml:mi><mml:mfenced open=\"{\" close=\"\" separators=\"|\"><mml:mrow><mml:mtable><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mn>1,5<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mo>-<\/mml:mo><mml:mn>0,5<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><\/mml:mtable><\/mml:mrow><\/mml:mfenced><\/mml:math><\/span><\/span><\/p><p class=\"P237\">&nbsp;<\/p><p class=\"P238\"><span>Vi inds\u00e6tter s\u00e5 f\u00f8rst 1,5, og derefter -0,5 p\u00e5 x plads:<\/span><\/p><p class=\"P239\"><span>x = 1,5:<\/span>&#x200b;&#x200b;&nbsp;&emsp;<span>y = f(1,5) = 3 * 1,52 - 2 * 1,5 - 1 = 2,75<\/span><\/p><p class=\"P240\"><span>x = -0,5:<\/span>&#x200b;&#x200b;&nbsp;&emsp;<span>y = f(-0,5) = 3 * (-0,5)2 - 2 * (-0,5) - 1 = 0,75<\/span><\/p><p class=\"P241\"><span>Sk\u00e6ringspunkter:<\/span><\/p><p class=\"P242\"><span>(1,5;2,75) og (-0,5;0,75)<\/span><\/p><p class=\"P243\">&nbsp;<\/p><p class=\"P244\"><span>Og som det ses af grafen<\/span>&#x200b;&#x200b;&nbsp;<span>herunder,<\/span>&#x200b;&#x200b;&nbsp;<span>s\u00e5 passer sk\u00e6ringspunkterne.<\/span><\/p><h2 class=\"P245\"><span id=\"_Toc380690092\"\/><span id=\"_Toc380690141\"\/><span class=\"T246\"><div data-anchor-type=\"paragraph\" class=\"a38\" style=\"z-index: 100;height: 2.875in;width: 4.12569in;\"><img src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoMAAAHACAIAAABWKPWGAAAAAXNSR0IArs4c6QAAkuRJREFUeF7tnQncTdX3\/3cqzTJPSSVDooiUITIXKhRShuYoyVBJs0qaSSFN5pKUWQPSQCQhQkjmKCnNcz3\/d7\/9\/Z\/nzvfce\/a599xz1n15eT3PffZZe+\/P2vusvdZewwF5eXlKPoKAICAICAKCgCCQJQQKZKlf6VYQEAQEAUFAEBAE\/kNAJLGsA0FAEBAEBAFBIJsIiCTOJvrStyAgCAgCgoAgIJJY1oAgIAgIAoKAIJBNBEQSZxN96VsQEAQEAUFAEBBJLGtAEBAEBAFBQBDIJgIiibOJvvQtCAgCgoAgIAiIJJY1IAgIAoKAICAIZBMBkcTZRF\/6FgQEAUFAEBAERBLLGhAEBAFBQBAQBLKJgEjibKIvfQsCgoAgIAgIAiKJZQ0IAoKAICAICALZREAkcTbRl74FAUFAEBAEBAGRxLIGBAFBQBAQBASBbCIgkjib6EvfgoAgIAgIAoKASGJZA4KAICAICAKCQDYRMCCJt2zZ8sMPP2RzEub6\/vfff80RCy4lgdE57\/Py8nbv3s3\/zkkFnAKrUWB0vgYERucYJqBgQBIPHjy4TZs2ro4yM8T\/+eeftWvXZqYvf\/cCjIDp7zm6Pbu\/\/vrr7rvv\/uOPP9zuyPf0N2\/e7BtVIYvM2rZt2969e7M4AH93bUAS33LLLR988MHixYtzHakDDjigWLFiuT4LL4wfGAHTCyPJ6TGIJmeEfUcffXTBggWNkAoykUKFCh122GFBRsDVuRuQxFWrVu3QoUPfvn1dHWgGiPPiExXECM7AKFLEOZIFChjYns6HkesUsC7IdQlM\/Pbbb++7776rrrpq+PDhf\/75Z6psBUYxdKUKmv32Zrb6448\/vmbNmueff95+x95sKUvNCF8ERiMwChEjCLAa5Vz4zTff1KtX79NPPz3ppJMmTpzYqVOnv\/\/+OyV4aS\/7OiXEUmpsRhKXL19+0KBBt956K+emlLr3VGMMqkceeaSnhpSjgwFGsU7nKO\/8N+zDDz\/8oIMO8t+8UprRa6+9hm156tSpXCbOmzdv\/vz5qfrEFClSRF6PKWGeUmMzkpgu+\/Tp8+uvv44dOzal7j3VmIOzeHYY4QgwihZiBEkh4hyBn376Kac1hHgI\/Pbbb3PmzHn11Ve\/\/PLLpCihBC9YsEA3Qz9mex5yyCHxniIcBpk9Y8aMr7\/+2mqDGD700EOTdhTaYPny5Zs2bUrpkcA2NiaJjzjiiLvuuuu2227L3UWPGsfxObBLweDEgVF0YoN4CiknCKALHnjggU4oePDZjz\/+GDtz165db7zxRn4YPXp04kEWLVq0RIkStPn999\/bt29PtAv+PTEfueOOO\/hTr169evbsWbly5fHjx6c3\/XXr1p111lkzZ85M7\/GgPWVMEgMca+KXX34ZM2ZM0ECU+QoCgoAgkDEEsDk1adKkdOnSaJxbt27FHnndddd98sknSQeANox0xJk8nnydPHnykCFDhg0btn379i+++OLy\/\/usXr06KeWIBm+++WbdunXxC6OvVJ8NZnuTkhjzxT333HP77ben6gvgEeix2GBg98hgcnoYwCjW6ZzmoJ8GjxXXZ65GeEHXr1\/\/ueeeK1myJEZmtFj49dFHH7HpCJ7+\/vvvLfbxMwJVb0b+dNpppyG\/33vvvXjGPyzSKMTXX389hgTMnA899BAPIlahs2PHjtBVsXPnzn379sVcJ717927VqlXLli0JHstdE2mGt4BJSazVYtb9Cy+8kOFpGOkOg6qc4IwgCYxinTaCpBBxjsBRRx118MEHO6fjHQoVKlR46623Tj31VD2kSZMm8T9Slv\/79+9frVq17777jp9JxFGpUqX7778fSczPqNHYpblaThBd\/cQTT0DZmqmWtZi1IVilShUuH\/WfHnvsMcaAaI\/GhIAxVOHp06ejXkv8WAprBiaZ\/TzwwAPFixdHLTZLNgPUGDPWngx05PsugDEXF4Cn+EJM9tVXX8251lOjysXBkBzqxx9\/zMWRJx0zarEWwEOHDtWN0VwRtJdccgk\/N23aFCGKNOXnm2++mWbt2rVr27Ytl8StW7dGjialf\/HFF+N2jqWalvfeey8U1q9f\/9lnn\/EDXkExH9dJMflgCafZk08+mbQXaQAChnVirRZzW5yjscX+8+xI4VBmrqnAaA5LoeQUAVajXy00KJ1oxnhsEaS0ceNGkDr22GMJF0Yf7dy587vvvjt37lydN\/Cyyy4jE+K11157zTXXcKmM\/Rl9KTGyAwcOnDJlylNPPUWQKi3JvYpJHLIXXXRR8+bNSRIS83ELam0Sl49NBA5wA69HH30Ukwj3E9pbL1c+nOb27NlzzDHH5MqAPTtOwirKlCkjKaKcMAgTH\/6rvAdTDR1x0qkvn8Uwi4Hax5kaceDCdHzyyScvXLhQcxBxiy708MMPDxgwIDFPkam8qHUbcm9dcMEF\/IBBi1RcEyZM4J6YLBEWBYKauGZGS0bfLVy4MN9zEUndAd2gdu3ahFRZjWnDNTY6MdfGiceAZo+jdVbWHtPhwJGVriM6Na8T0wHB48wQ84UXZmh\/DBxKsGLZby8t4yGgjYGCjyDgBQSIJ04juaMXRh5vDHhE7tq1y\/orbhndunXDY0s7pvG\/1o+XLFmSdBbnnntux\/\/\/0bovcJ1zzjmIYQRkqBjmT6To0nLaqjJAmJP1OPfQSbuL2YB3BVpQtj7pjdn8Uy7Z6GfNmsVYUTFdou8GWVYw69sNykGjCYw6xaB80kZA7onThi7iwa+++or7MlPUvEDn9ddfx1JC2JI1GHRZXKj0HS1BTThUv\/LKK7yBtbuW\/c\/PP\/\/cqFEjHseyHfEUOi7e1Ci4lBig96Tvdl24Se6JbYLvik4MA84\/\/3y84QlqMn92cI0ikEkFCCPoSgUIIzAKESMI+M+D98wzz0QoYkAmmHj\/\/v1cYaD54NjMHS2ezxiZ+QZVFR8rDJPLli2zD+Odd975\/vvvE1KM0zV+l+jWuGjpsCiyiCCh8ZrmQ8AqTmF26mrYaWN\/eH5uaVNip9Fs9uzZuaUWY3Vh5aUxU3kkAgFgFN9ph6tCdGKHAFqPI6785zu9YsUKLoapVMhdLHIR1xzmi9p6wgknYHDWc+cIwt1tjRo1MDjbARPLAY+j75YrVw5\/Lly9+JBuety4cfplji6u6bzxxhv8+swzzyQgy2AgNWrUKDtdSxtXPLaskwtqMe52uRJezPENlwRcjfx88srI3LBclSpVSjy2nIAtHltO0At9FpGArPKfxxYXQMhj7MnVq1dHHjNlYt7Yelz3WhUvyG2J+ySSNUGWaQsrCPI4ijUiHNGov9dV2xHS\/DXUmxWytIFyPDZpB1jusKVuhJ2V7K4kxm+e5Go4DlCQy85ostuGpfb5558TEpDdYfig9w0bNmDdklgmJ6wUSewEvdBn0YmRJaiPpggKHUHAOAJu3RPrgTZo0ICsLjfddJPxcbtBUCpAmEJVKkCYQlLoOEcAG2nQDoUUQerevTvOOuRZ8pnfuPP14E0K7kpi5vzII48sXboU5dib85dRCQKCgCDgJwSwQTZr1owI4y5dupDx44orrvDT7Pw6F9clccWKFS+88EIijL2PINceXId4f5zeH6EOGvH+OGWEQUDAfxUgEnNt2rRpHTp0oCwE+bBefPFFijrogCL5eBkB1yUxkyfVC2rxhx9+6GUgGJtUgDDFIKkAYQpJoeMcATyGfFYBIjEm5KHEq1m3WbVqFVdFdsqu46w6duzYBx98EDdp58X0cCUjFfbjjz\/OD845GAQKmZDEqMUEn2Ek8XiFLNGJTa140YlNISl0nCOATuxctDgfRsYoIHf1yYMUklQXpkxtUu9lCjThYknLl19+GU2agBddvyG9D6k\/6tSpw2kA0c4PSTNupteLz57KhCQGstGjRxNj6v2yEEHz7HBpNQuMLgErZNNAgGg6v1aASIAGRYhJAEKlh379+kU04z0cmiCaascUdSDIZcuWLav\/70O1peinYvaFsROTJ2cd669Tp04ltQhd8MJfu3YtKTOJdaYQRRqMC9QjGZLEhBCQ9oxlsXv3bs\/iy3aVbPtGuAOMAXz3GYFOiBhHgFBaXx4NV65cqRNB6w\/mZRxjdZZABC2lHbgqpt5wNJ6kPiQJl\/U9FSCokEFeTB1yjQkTTRotGRshCbZCzcskSMEdLDQ5P7k+qKAQ6l5DSi\/im6+88kpNn0Rg1IqAmnG2+oxghiQxqN1www1nnHEGxbk8iyArj6omnh1eDg0MGMVjK4f45e+h+q8ChOYXUpCSiCSI5mdk4emnn67twJRnINUlWin5L2NylhJ5oSURycNFYktd51h\/EMCkCuEwjbCHLNUg9PctWrS49NJLdZ0J\/SFQmywiuvCi\/nBLbdWH4FfOB+BftmzZmCORLy0E3M3sEQE0\/Ma3nkMTItmDPJCqiKaYIlURnSMpmT2cY6gpIAzQ+ex4LZnqMWN0SNhA3hI+FB7GLExiItJgEUZM9mmkpk5yycS5\/SVpJU7UWIwRnCSORk+lciLX59QzxokndMAEPuF6PWLECIpy8j2iF8r79u1DjSaLNbIZmc0NNGpuwYIF58+fT1+ULiYPNpJba8Ch1C6++GIU9M2bN5NHM2Ow5GRHGU742bZtWy4kMtypze4463FTYrOxNEuAADBKLSaHK0TyTjsE0Hp8586dNhMvm+rRJToczsheqT86rzsyGBFL9STuwrmL1f1u27YNyUelJhyn+axZs0ZnryTDEuovOi5WaKIb+IFfkZ2ho9X5pdu0aWPljce+hRDlyhkjP+4+ujF9aVIIfgRwzZo1+RnnrB07doRSu\/HGG6GWOD21S1jlHNmM6sRwhTyIJKMmognWeu3kgvDgyoSKm14bWM6NB+PHiSee6MvLuYzxQnRiU1AjmYoWLeqDbJcUACZ5loaFGCH0YH7AP5lLWSJTxowZYxMxakKwPQk7jmhPtQb0YApITJ8+PdRjZuHChaQKOfvss7UlPPRDnBL3xOS+jshrjQ8XtZvoYtiwYbhSJx7YEDVkhcpOsFM5VW64Gm4TN1ebZVoSMxnU4u+++27RokWuTiwN4lIBIg3QYj4iFSCcIymS2DmGmoJvKkAg2KwcHVgWcYxidrg9o8hScOWjjz6yWb2G1PoUM+aaORRh3Li44kWoP\/vssxFnaFTbkSNHYn\/mApib6dCnBg8ejMka72vOOtb3VFFs1aoV6hZ5RTBuJ+XjdDV9i9qStJkbDYqpYpery92gnDLNzGvxuMgzSu2b56kPBhlUdk8NKUcHA4xSFdEh78Q67RBA63HuSrQLof8+RBDxLkVnxeEZndXmBLld5m44tDGVjKHz0EMPRVN45ZVX9OsaZ2xijrWh2\/qgmuPbhWZlfYN+XLduXWzmqO82xyPNQEBlBQUMGrjboYNmpfd4nWKdxpDlqSHl6GCAUe6JHfJOJLFDAK3H8R9EPJii5h06OmshKilD0u7KQ4YMsTM8ziWhF+e6KAAXvRB855133n777QULFhCtBClu69CPsTPzMwcamuHnFdoFVuj9+\/eHvsn79+9PM97w6OiQ4jNv3jxcyewMLMhtsiOJiUjj0AS3PAU9wiPC48BTw8uhwQCjSGKH\/BJJ7BBA63HuSnTSNz99WB4oqdiorY2GQxaVidPwOaVeE2Zt3LKINSr9fx9s3aTZgvLVV1+NWw\/WZg0d0clEQBH8kkCZYUi4cUFNk+KD0jxo0CA\/ge\/GXLJwT6wN6Nx5cMPBFU5oZFvKtnWjD0h9YlNwSn1i50jKPbFzDDUFhBMvGR94bIUCghqKaos+E\/olqj9BSqmmJ8ITW4sWaFoJeXDGhg4yGC9rfrZ6+fXXX2nJnXFM7vAntGSIaC3Zokb2TUKeTDHUl3Qyl9kjAj4KNHG3gY+Ad2Bl3fhsu2YLW2CUHFvZAl\/6jUDAlxUgkI4RYphZM9NUxTBP8QhxTYQd8zgiVn\/4hi1MF6FimMY0iyeG+asu8c6ztAmlJmI46a7MmiRmZLgbEC3OnWLSUWamAYc4qYpoBGqpAGEERiFiBIGgVYAwApoQyTAC2ZTEqMVNmzYlx2mG55ygu4gDoHcGllsjERhzi1\/+Hm0wK0AY5ykGZz7GyQpBjUA2JTHdE6ZGzRACyb3AD0wrOge6fBwioE1bDonI44KAEQT8WgHCCDj2iWC8dFIq0X5HwWyZZUlMjDke1CR28cJpC+u0VIAwsg2kAoQRGIWIEQTwY8L9zQipIBPB+UMUFfcWQJYlMROjYAgpWiZOnOjeJG1SRo0jU7zNxtIsAQLAKDqxrBCPIID3EL67HhlM7g6DnB6hVZhydyLeHHn2JTFHrVtuueX222\/3glpMZihv8im3RiUw5ha\/\/D1aVqMX3i25DjJiWGB0j4nZl8TM7dZbb+UGIutqMdZpXWdbPg4RAEbAdEhEHhcEjCCAaVpEiHMkMU1LMJJzGONR8IQkxphJjWs+2RWEEk9sap1JPLEpJIWOcwR8GU\/sHJZUKRCamN33c6oDzq32npDEQMZtMQlOb7755izChxpHGs4sDsA3XQOj6MS+4WauTwSPLe44c30WWR8\/Lugk8Mr6MPw6AK9IYrwqJk+ePGLECApcZwtrdOI0MtRka7Re7hcYxWPLywwK1NgkiskIu9nRsqmNIBmTiFckMYOjqtf5559PgcwsXupISgojS01gNAKjEDGCgGT2MAIj6aklGMwIkl6XxIzvhRdeWLVqFcqxexNOQBmDKoasrHTts051ETqfTUqmk6MIULRAnPmd8w6zpZgMncMYj4KHdGKGSMktEn3gSp0VtRjbS+HChd3DOjiUgVEMWcFht8dnikOoxBM755HoxM4xTEDBW5KYgSKGqew9adIkV6cdk7hUgDCFecArQKxfv37lypUUY4\/Gc82aNevWrTOFs9Cxg4BUgLCDUtI2YuRPCpGTBp6TxKhTjzzyCLfFWUk8KZqck8VkPRtYGBcvXnzKKaecccYZjRs3PvHEE0mrbmGyadOm0047rV69enXq1KEM+65du4xALUQEgcwggF1BfKfdg9pzkpipknKrTJky\/O\/etGNSlgoQpgAPZgUIbDnnnntusWLFli1btnbt2uuuu+6GG26YPXs2qKKWnXfeecTp4QaxZMmS3bt3d+jQwRTaQicxAtxuighxvkgkntg5hrlkndZjfemll5577rnVq1e7OvkI4lIBwhTawawAMWvWLN5WpIqrVq1a+fLl77333ipVqowaNQpU33rrrc8\/\/xxXxMqVK9esWZPljbT+6KOPTAEudBIgIPHERpbH4YcfTjyYEVJCJBoBL+rEjLJhw4YtWrQg61YmeSYVIEyhHcwKEG3atJk\/f365cuVCYdQ+5AsXLixZsmSlSpX0n0499VQUtQULFpgCXOgkQAARIjqx8xVC3mmpAOEcxngUPCqJGS63xfPmzcPDxb3JR1OWaAcjaAcTRvTg5s2bW3fk06ZN27hxY5cuXYB0+\/btpUuXtrAl\/yL+EHJVbGSxJSWC\/JCYuqQoJW3AphZJnBSltBt4VxJjxLv44osvvPBC7tjSnl5KD+IcKFnxUkIsXmM2bcCTeyxdupTV27JlSy2J8aOOsOyhExPnmgBtsu1zryw5950vSFajSGLnMGLowrrgnI5QiInAAc7XKG8ZiHBc4q1BEhZeH7yF+YFftW6E0x2pw\/k\/ZjPeUHqrWM14hG\/4nvTFp59+Ol4ww4YNg2bMZtGd6iNwBDWaIWUhYo0tuhlj3r9\/f\/HixVFrmIWegtWMX7WNCzqMjf\/Ta0aotB5zAmq0sfCMbsY34AmR0GYMmPGEji1eM42ANQU7zSwmRndqUbO4A\/F9+\/ZhjLVmai2JeLyOYKLNZqHc0QtMrxxNjYElYKJuFs1Em9yhGd1FM5EeeWHNmDGjffv2eErzAzhwlOzWrdtXX33FbTECWK9DLoxbtWqFc7VWNfSYoUkzvVFpNmjQoLvvvluLcCjzHoQ4M43mtTXTiCVhk9fWygndYnZ4HQ176PaPtxMj3hIOmyXdid9\/\/72uOx66YQEqHhONN4u5xWxuf\/v7OpSJTDbpvo54ncZ7h1vc2bx5M5VdeD1aWyzVfZ1gw8Z7OVtbzNqwMd\/h0c3SeDlbS8Ja1TFf9Vo2GU\/oeyC73eEhhYXO0DnggxHOEXCOsfIDv\/IlGMFjHVvJz7i06Gb6BcQPQEYzXUdPN+NnmvE9bRDDvXr1IiykbNmyuhkNdIGBCGrgyOO6U4LQtSJCM9C0OuVnmvE4xGnDhx80Nf5Ee96DQKwLmvJraDOLmp6ankJEs9BOrWZQ1lPT1Hgv8wO\/8ix\/Cm0WSi20mcZTA2XhGU3NTjOLOxHUNOyaiYzNTrNQXkcwES9iMvIwBWtJQFAjEMrrCCbqiyirWSgTo3mtmUgXEUzUKycmdzTsEUsigonaAJOY11anEc3omtffQw89dP3117du3Xrq1Km8qqBPMy5Z8Kbu1KkT39CMb4YOHdqoUSOCmqBm8ZqucezC340Ph8JFixaddNJJzIVfdYg2TulMnHUSk9eaiRa1CCZGbLHQDZtgJ0Y0i2aitWEjeK13orVhYzaLyUTN6wgmWvva2rAxt7+1YUOZyLmQIw7rRPM6otNoXodu2Ji8phdGGK+ZxR3GTLPQF2DE9g9logYq5lvCJq8tJmon59DXafTLOfqtG4qntRNDp7B3715EqZ57xKveoqZfzhG8trZYYibql3N67\/DQfa1HaPMdHpOJeotFvJytd7je5ghj6x7KoQD93+N04PFPs2bN2rZtm5lB7ty5MzMd+buXwMI4fPhw9hVnxwj+EghgyQb+9MUXX\/Drm2++mXgZEAfl73WSmdnt2bMHUZSZvnzcC0dDncVWPm4g4N17YuuggevWzJkzM+C6lZUUm2bOU96jEkAw33333T59+nTu3Bl9F12K1xaHa61kU9oEdbZv374c1VGMevfufcwxxxAgkIBv6CicyrVhQD4OEeDV6ZCCPM5iTuzZIBA5QSAHJHGtWrVIg8ALzsk87Txr2XPsNJY2CRDQxqKgQYQAZsrvvfdexYoVK1SoQMwSH\/RavixVqhQxxORwJfEWH1Jxvfzyy+L\/kpkVIhUgjOAsFSCMwBiPiAGPLVfHp4ljGClatOjzzz9\/1VVXudcdahz3xFxIu9dFQCiTQ4qgnaC5T1NaW9+MhgZ7UNSkRo0amu\/EMhFwzJ0lPtVkkUu8GNCJsXI\/9dRTUgDH4a7hghOPLWwSDukE\/HGcP1iKpJALOA4uTT83JDGT5waO\/JfffPPN0Ucf7RIWvEC3bt2KQuMS\/eCQxc3yhBNOwDspOFM2PlORxKYg3bFjR5EiRbT7tHzSRoDjNZIYjShtCvJgAgRywDqtR88NHA70jz76qLBTEBAEBAFBIMMI4C0sxSXdwzxnJDEQEB+C91bMYnNGAMIrXa7ujCAJjIZd\/I0MS4gEEgGpAGGE7UTviP+gESRjEsklSdy9e3eS+nJ55hIcOBllpRSjS9PJItlgVoDIIuDSdQIEpAKEkeXBRbtUgDCCZM5LYiYwZcoUat1Qht0NRFDj5DLJCLDBrABhBDohYhwBqQBhBFLcaAIYmmgEOjtEckknZj5UWSdRUceOHV3KRe4SWTuc8FMbgdFP3Mz1uSA\/AhhTZ5xrRLfr7MXycQOBHJPEQEC6Iq4r3AhnYrvKRYiRRQaM8u4zgqQQcY5ARFyZc4LBpEA8sVin3WN97klispBTkn38+PEkCzSLC9ZpiJulGUxqwCgeW8FkvQdnTQ1Kcfp1zhedzto5HaEQE4Hck8RMo3bt2j179rzxxhvNMhU1Tqcvl49DBHRRDYdE5HFBwAgC4rFlBEbKP+j6UfJxA4GclMQAQQkpqtbMnj3bICiocWJ+MYKn+UIlRoYlRAKJgK70HMipm5w0KfPE0GUS0HBauSqJSeRL7TnSfZCKyCA6cugzAqbAaARGIWIEAVajiBDnSOqSrM7pCIWYCOSqJGYygwcPJh\/1Y489Zoq1UgHCFJLBrABhCj2hYxYBXUvYLM0AUuO6XVKgu8f3HJbE5JJ9\/PHHMVNv2bLFCEAcnN1Lam1khLlCBBhFC8kVZvl+nIgQDNS+n6bbEyQgQg407oGcw5IYUK688sqaNWtSGcIIQOjEupqsfBwiAIziseUQQ3ncFAISxWQESTlbG4ExHpHclsTMatiwYdOmTVuxYoURmER+CIxGEBAi3kGATS372jk7pAKEcwwTUMh5SdygQQPyUZN4y7k3gVSAMLXUpAKEKSSFjnMEpAKEcwyhIBUgjMDoW52YiY0cOXLfvn3cGTtESipAOATQelwqQJhCUug4R0DiiZ1jCAUqQMh1uxEkYxLJeZ2YWeGRgY367rvv3rZtmxOk0Ikh5YSCPKsRAEa5VZLF4BEEpAKEEUZIBQgjMPpZJ2Zu2nXr1ltvdQiWFBtxCKB+XGA0AqMQMYKAVIAwAiOO01LZxQiSvtWJ9cSGDh36yiuvfPTRR2mDJRUg0oYu4kGpAGEKSaHjHAHxnXaOIRSkAoQRGH2uEzO9hg0bXn755Z07d067npJUgDC11KQChCkkhY5zBKQChHMMoSAVIIzA6H9JzAxx3dq7d+8TTzyRHmSSYys93KKfkhxbppAUOs4RkBxbzjGEAvWsJIutESRjEvGDx5Y1MVwzRowYcdttt6XnuoVOLNXTjCw1YBSPLSNIChHnCCA\/qF7gnE7AKVBFQ2B0bw34bYFioD7nnHPatGmTXmI2kcRGlprAaARGIWIEAZHERmAkcZ7UJzaCpP91Yj3DWbNm7dy5Mw0\/arFOm1pnYp02haTQcY4ARYTSO5c779pPFLA4SgUI9xjqN50YpAg\/nzp1KhHG27dvTwk4qQCRElwJGksFCFNICh3nCEgFCOcYQoEkhnKgMYJkUHRi5omBmvBicn2kBJxUgEgJrgSNpQKEKSSFjnMEJIrJOYZQkNzdRmCMR8SHOrGeKskvJ0yY8MUXX6QEn6y2lOCK11hgNAKjEDGCgGT2MAIjpmnx\/zCCZIB0YqbatGnTCy64oFmzZvYtKliniV53D+vgUAZG8Z0ODrs9PlPJdmmEQVIBwoLxgw8+wPnACKoWEd\/qxMyQ2+L9+\/cPGDDAJmRSAcImUEmbSQWIpBBJg4whgP+g\/eN4xkaVcx1JBQjNsokTJ5511lmcS8xy0M+SGNct8l+S6GPPnj12UBOd2A5KdtqITmwHJWmTGQQQIZKSwjnUYuQHw40bN1522WVcfZYoUcI5pKEU\/CyJmSeuWzVq1Lj22mttoiYXnDaBStxMYDQCoxAxggCrURakcyTxnf7777+d08lpCp06dTr33HP79+9vfBY+l8Tg9dJLL82ZM2f8+PFJsWO7Grf+J+3Ulw2AUd59vuRsLk5KfKeNcI3r9kMOOcQIqRwlMmPGjDVr1owbN86N8ftfEp988snPPPMMubeS+lFLPLGpFSbxxKaQFDrOEZAKEM4xhALH6yDn2KKwUK9evfr161eyZEkjeEYQ8b8kZsJYp1u0aNGtW7ekNlWcO9xAOWg0JcdW0Dju5fniXCNmVecMIoSJ1NPO6eQohT59+nBTPmTIEJfGHwhJDHajR49eunTpkiVLEuAoFSBMLTKpAGEKSaHjHAHctSSmzjmMiOHASuL169c\/++yzU6ZMcS\/fZ1AkcYUKFTp27Ni3b9\/EK1JC153vWCgIjEZgFCJGEGA1ShEh50gGuQLEpZdeSnaKRo0aOYcxHoWgSGLmj2Fh+fLlHG3iYSEVIEytM7FOm0JS6DhHQOoTO8cQCoH12KKk0OrVq1944QUjMIokVhUrVhw7dmyPHj02b94cEw7x2DK11MRjyxSSQsc5AlIBwjmGUAhmFBNOatdccw2OWsWLFzcCo0ji\/xDAg5poMEKzY8KBToyDnKtwB4Q4MEoUU0B47f1pShSTER4FMyz7iiuu4Hb80UcfNYJhAiIBsk5rFJ588kn8tt57772YoPzzzz9uIx4E+gJjELicK3OU5FBGOIWzElkLjZDKFSIktpw8efK7776bAVe1wEniSpUqYaDGewtjS8SCwDqNIStXVomXxwmM4q3qZQYFamxSAcIIu4NWAYL5Ev76yCOPVK5c2QiAiYkEThIDx\/DhwwsXLkzesghopAKEqQUnFSBMISl0nCMgFSCcYwiFoFWAwCKNGeCmm24ygl5SIkGUxORsmz179syZM7E8hAKEGsfxOSlk0iApAsAoOnFSlKRBZhBAhGTAupiZuWSxl0AZ+detW3fvvfc+99xzGYt\/C6IkZjVXqVLloYce4jb+888\/D13c4mdkZKsLjEZgFCJGEJDVaATG4PhO43DauHHjLl26dOjQwQh0dogEVBIDza233tqkSZPOnTtz1tNIsWOJXreDmrRJjAAwyutPFolHEODFKi6EznkRnHji3r17owpPmDDBOWj2KQRXEoMRrnErV66kWJPGS+KJ7a+bxC0lnvjbb7+lNnaoAPj000+ffvrpx\/7\/B2eFH3\/80RTgQicBAkcddZQkfXO+QgKSYwtx8Pzzz0+fPj1jdmnNmkBLYoK1b7\/99ptvvlmHEUuOLefbVVOQHFvdu3cnIYBlbgGTBx988Prrryd1Ld4J7PapU6finGkKcKGTAAGpAGFkeZC+2\/fX7bt3777yyivxl65fv74R0OwTCbQkBqbbbruNsw91Nv47lRQoIGdn+0snQcsgw\/jll182b9789ddfL1++fKjbGtaXG264gXyrK1as4OfFixeXKVPGCNpCJDECUgHCyAoJgiRGHBDmessttxhBLCUiQZfERL6+9tprJKN++eWXeW8GLXQ9pbVivzEwBtN3etGiRSeeeOLPP\/9MFc7QCpvff\/\/91q1bXc0gb587QWspFSCMcBzTgr\/rE1NwibvhJ554wghcqRIJuiQGr3r16mE5xJy4b98+MRimuoBitucGNJgeW9ylcawmidspp5xCZXULHMQwd8b8lZU2cOBABLYRnIWIHQSkAoQdlJK2QWlxryZg0t7dbvDXX39ddNFF7du3b9asmdt9xaQvkvg\/WHg5lihR4uGHHy5ZsmRW2OCzTgsVKhRMnbhly5b33HMP1xyoxaEIrFq1CkmMkH7jjTfmzJmDckwznzHds9M54ogjgnxdYoovKMSIK1PUvEanV69e5CPCVytbAxNJ\/D\/kn3rqKdxa0WayxQk\/9YvUybDnodfQQwxjFeBqTQ+sdOnSlDgl2\/n777+\/du3aoUOH3nfffYk1Yyz8PO5jLSRjLJMQJiNQ+\/iemF1JEo8ZM2YULVrUCFZpEPnvfZHGY6GPfPPNN\/iIclwi4AyLHMdPXOwwxPGrvlfgbYKBiP\/pi\/Bw3Qy+8tHN+JI\/hTbjQU6y\/FWzP14zTY2\/0iaUGuMhsY7VqUVNN6N3iDNgtqjVjBdf27Ztuc+bN2+efofyeEQzknMxnVBqTDaiGcT1LSn+2DzO\/\/r6me\/p6++\/\/9adJm5GG1pGNNN4hlKjmQV7gk5Dm1ncCR0bU4B4zGYRTGRI8ZpZTGRqO3bsOOGEE2gZvSR0M5CkWeiSiMnrmM1CmRi9ckKXRDR3mKkdJupmFhP1AoNaBBMjmlm8pv3999+P7ovoLVasGM3w0mey7BTWlR4z+HTt2hUvTZ0wQfOa\/zds2KA3F5xFYFOOTfsu0DspWrHZoG2nyuvEK0dfozL4iJ2YlNdAxNRoFrqvQ7d\/Au7ofa13Yrxm+i1hMTG0mX0mAt3evXvhAu8EzcSY+zqU16ChNyyAhL4lQpdEvH0db0lYKwde601hk4lWs5SYyKytd07iDWufiWxqbF3YqK13uB1eJ33Vx9ywfJngHe5wX1vvcM1EtlXTpk0JdSNyife\/lggJeM3YAIH2Zs1+Bw4aNMihJGZtscT18tVyQjsr8gNf6r2kV0ZoM77kQzM954hmtNTU9PdWM\/19AmpWp6HNLGpWp7pZKDV+vfDCC7EZ7tq1i9sCerSmEPq4noIeM9RCZxraTH8f0YxfrU5DHw9FQD8Vr5nGU08tvWaaC1YvmpqeaUwm6l4SMDF0phazGB6bNhp2a6YxmZgGr+kiwZKIxx3rqQRMDAUqgll2mLhw4cKNGzcStqTzp3JPTISxFdiKVCa2GGF8wQUXQNwCik559fMu0Dl+sdDg+cW251foILT4aKlswW5xR\/M0gonRvNYrJ2InRjPRzoaNuXISbLHQTi1ea5ztMDG0mZ5C9I4L3dfWu4i5gJsWwzGXRDxeR1ALhT3i1ZR4SdjcsNaLzub2j7dh9disTpM2i97+EUzUzMKNhnXLGrZe9RHvcJsv55R4bTExtNN4TOR7m82slzPTGTNmDHXrX331VbIg6Mf14o\/5ZtNvMP7XzHIoOsMe11Un5aMRGDFiBOjwDhVAnCCwadMmJ4\/74FnqfeF5YE0EiUt0hPXrzp07WWbjxo1LPFOI+ACKrE+BY5B2IZSPEwQ4Suo8AX76YIJC6OIvnfVJyT1x\/rkEewgGQ1Jgku3M5GEneLQ4M4YmtQgeAP\/ZlkPz9JIugAznrCukwscff9yqVauKFSsmzmrL49gVdc4Z+ThBQNt1nFCQZ\/V1CeZPP0HBdNiDbEadTyK7H1mgYfjz+sNsyFXxpEmTsssY6T2nEcD145hjjrGmgAvCCy+8QP7LWrVqcdTjr6wxbWqWjyCQEwj4rwIEWxKdGNOUF\/AXSZzPBQwU+NRQpgk\/6m7dulm+M17gU26NATcNwMytMZsdLR5by5Yt46rJIotavGXLlnfeeYcEW3hycUlstkehFg8BHOjEfdr58vBZBQjcsghexU0Kjy3n4DinIJI4H0Nu4IsUKcLvZCVs3bp1x44dneMbTApSAQLfFjytIriPElyzZk0ujIO5KrI1a6kAYQR5n1WAIICY19RNN91kBBznREQSh+nEhIjo38ePH4\/XPjEkziEOIAVgDLhOHECme3bKWGh8dsGZFai1s3pWujbeKc7SvOHxl\/ZOvL5I4jAuW0uNANDZs2fjU4ch0fg68D1B3+xY33MqCBPUoVxBmKmrc9TRw652kRnie\/bs4aqId\/vpp5+emR7t9CKSOB8lHShm\/U5KQuJBO3fuLP6rdlZSaBsddZfqU9JeEHADAR0u7AblQNH0TQUIfIBq167tBX\/p0PUjkjgfDQyqEcXbKeeOr4fYqFN94wS2AkSqQEn7DCBAFCx+vxnoyN9d4OUQqqjk6GSxS7\/99ttEMXht\/CKJw3RiMkOFcgjfV2omjh49mkRoXuOcl8cT2AoQXmZKYMeG65xUgHDOfZ340zmdLFIg5Tt2aUJjKlSokMVhxOxaJHGYThxdgLNhw4aDBw\/GRv3VV195jXmeHQ8wiseWZ7kTtIEhQgKeZ8YIx8Ew12Gk7mG7du0IjTECiFkiIonD8IzpY3nHHXecdNJJ\/fv3Nwu9j6mJq6qPmZtzU2M1yrnQOddwM9Y5mXP0wyXj9u3byTLtzfGLJA6zThN6GJNPGDQmT54suT5sLmLjhUps9ivNBIFoBLjgDE2xIhClhwAeW7nru8rdMM7S\/K8zRnjwI5I4zDpNseiYTMKPGgP12WefTRIuD3LRa0MCRtFCvMaUwI6H6HYfl7jPGFtzVycmoJzq4DfeeGODBg0yBleqHYkkDtOJdQ27mB904lKlSnXp0iXXL0tSXSJptAdGiWJKAzd5xA0EECESxeQGsLlCk4th7OqPPvqolwcskjiMO4nlx6xZs959992RI0d6maNeGJuIYS9wQcZgISAL0vliwDSdi8FgvLSJXCJsyeOX3CKJw6zT3IUkWLLHH3\/8gw8+SN7wXPfmd74tE1MARrFOuw2y0LeJAAmTxYXQJlYJmnHd7p3ckDans3fvXsqg8dKuV6+ezUey1UwkcZh1OiKeOJorZN0iEeaFF16YLYblRL8ST5wTbArIICWe2AijOdDknE5MOq06deqgOxlBwFUiIolT0Ilpethhh33wwQekpB4yZIirjMlp4qIT5zT7fDZ40YmNMJS79gIFckleUHiYKuAvv\/yykem7TSSXkHUbC+jb8ewoV64cibcIMl66dGkGhpSLXdiBMRfnJWPORQSQH3JP7JxxuVUBYufOnVdcccXQoUM9mE4rJi9EEodZp21ehLRv3550LV7LIe58s5miAIzy7jMFptBxiADZkuVo6BBDHs+tChCtWrU699xzc6hkgEjiMOt0vHji6HX80EMPLV++nIwfzpe4\/yhIPLH\/eJq7M5IKEEZ4l0MVIMhPvG3bNuJOjUw8M0REEofpxEk9tqzWFStWpCwE0eKLFi3KDKtyqBfx2MohZvl+qOKxZYTFuVIBYt26dXfdddf48eMLFy5sZOKZISKSOAznlJwDSSaOgfq888779ttvM8OtXOklJRhzZVIyzhxFQCpAGGEcoZs5kdSoQ4cOF1xwAbeHRmadMSIiicOs06lmxSOX6XHHHdepU6eMMSwnOgJGiSfOCU4FYZAEE+eECPE4Lwgb8XhyDADs2bMnehFe0x4HM3p4IonDrNPxKkAk4OuCBQsWLlzo8VRqGV6XUgEiw4BLdwkQ4IJT6hM7XyHerwCBRfqZZ56ZMWOGZ8s8JOCCSOIwnfjHH39MdcmWLFly4sSJAwYM2LhxY6rP+rU9MIpO7Ffm5ty8pAKEEZZ5vALE+vXrL7\/8cooe1q9f38h8M0xEJHGYTmwziimCSV27dm3dujU3E+QQyDD\/vNmdRDF5ky\/BHJVEMfme7+TEbtq06SWXXEIMcY5OViRxGOPSTiIzadIkam+xFHJ0HZgddtowmh2GUBMEQEAyexhZBl6uAPH0008Tq4Zt0shMs0JEJHGYdTpxBYgEHOJmYu7cuTNnzpQIY1CSbJdZ2czSaUwEOCJLBQjna8OzFSC4FrzlllsefvjhnM7fIpI4zDptP544emVXrVqVWwoijO2nB3G+PbxJQeKJvcmXYI5K4omN8N2bFSA4Y3Ex3LlzZ4oQG5lmtoiIJDajE2sq3FKULVsW761ssdMj\/YpO7BFGyDBAQCpAGFkG3qwAQQQpkRq5GLYUwRSRxGGAOL\/gpCT1s88+O3z4cCOrP0eJOIcxRycuw\/YgAnJPbIQpHqwA8dJLL5HocP78+QcddJCROWaRiEjiMOs00esOmdGgQQPC2vr27UtWaoekcvdxYJQKELnLPp+NXHynjTDUaxUgyGpJ+eFHHnmkUqVKRiaYXSIiicOs00aueLt3705k24UXXhjYpI9SASK7u1p6D0WAeOLA7kSDK8FTFSC4Hm7cuHGXLl3w1TI4xyySEkkcphOnkWMrJvNGjhyJ039gyyZKjq0sbmnpOgIBybFlZEl4qgJEx44dKfDw\/PPPG5maF4iIJA7jgqloh8MPP3z27NmkXgvmhbEpGL2wQ2QMuY4Aq1EyvjlnoncqQCxbtoyUlnPmzPF+Hmz7sIskDrNOG7Ri1a1bl6CmYF4YA6O8++xvQmnpKgKeUuZcnamrxD1SAeKPP\/648sorSWhYpUoVV+ebYeIiiV2xTmui3BYT19S+ffs00llneB2Y7U6s02bxFGpOEBDrtBP0rGc94rGFXRphTHyKkUl5h4hI4jCd2LjI5MKYxAIc4rzD8gyMRCpAZABk6cImAlIBwiZQiZvhgp71YCGq0HLr98YbbxQtWtTIpLxDRCRxmE6cXgWIBOzEpPPqq6++9n8f73Dd7ZFIBQi3ERb69hGQKCb7WCVoSVxidkMTyWrZr18\/Mvz7I2wpAmqRxGGAuJGSonr16vfccw\/FIb777jsjW8L7RNyA0fuzlhF6EwHJ7GGEL9mtAEHycK75zjvvPCKXjEzHa0REEodZpzFkucEhJDEZP84+++yAOBUDo3hsubGQhGYaCEgFiDRAi34kuxUgyCyNH2hOV1tKzAWRxGHWaWLUjKzaCCJYdd56661t27b17t3bDfpeowmM2TVkeQ0QGU8WEcB\/kEyNWRyAP7rOok48aNAgrof5uPR+9gKDRBKH6cRpV0VMyktC3957773Ro0eTKDVp41xvIBUgcp2Dfhq\/VIAwws1sGfnJ5H\/vvfe+\/fbbFLszMhFvEhFJHMYXVzW5WrVq3X333ZhZvvnmG2+uBlOjchVGU4MUOoKAIGAfAewKmfed3rx586WXXvrggw82bdrU\/lBzsaVI4jDrtPMKEIkXAWaWhg0bcmfs72tUqQCRi+8Cv44ZT\/7MixD\/gZmVeOIOHTo0adJk4MCB\/sMzYkYiicOs00YqQCRYNCiLJGnbvXt3jx49fLy2pAKEj5mbc1OTeGIjLCODL\/FgRkjZJHLHHXesWbPGx15aoTiIJA7TiU1VgEiw1DihL1q06Lnnnps1a5bNFZlzzSTHVs6xzMcDRoSITuycv+Sd5uOcjk0KpGEYMmTI+++\/X7p0aZuP5HQzkcRh7MtMlNFpp53Gce\/iiy\/+6quvcnr1xBt8ZmD0JXQyKeMIID\/8fRlkHLGYBNnUGZPEW7ZswZ+G6+GzzjorM7PLei8iicOs02Q0zQxL8AbUF8aZ6S7DvQBjwN99XKrh7fnvv\/+GIk9qF076M2fONJ5UNcP8za3upAKEEX7h\/JEx6zTJpSk\/HITrYYs1IonDrNOFChUysmqTEjnwwAMp7PXtt99SIiJp45xrAIwBd5+++uqreZuE6hDEsFWuXPm6666jLgjxGCtXrsw5tubogKUChBHGkSAlM4rKgAED1q5dG5DrYZHEMRYnalwmlRWurz788MNx48aNGjXKyFbxDpEgV4DAW417h5dffrls2bLWcWT\/\/v3k6iPJGtldCMw44YQTkNPoat5hmY9HIh5bRphLRoQMXLeTn\/\/RRx\/l2FqmTBkjw84VIqITh+nEGTO\/6F5POumksWPH9urVy2f1IYAxmDrx8uXLK1as+Mknn3DvgA5hrS0c5hHGI0aMQD8rVqzYM888w00Yjnu58prI6XEiQjBB5fQUvDD4DFSAYPt06tTpkUceobi7F6acyTGIJA5DOwOHvgjuYqscOnQoYXO7du3KJONd7SvzMLo6HfvEv\/76a14lq1at4lUSmsMcoYuKbB3zK1SogEWEg799ytIybQQQw8E8F6aNWMwH3c52yVG1Xbt23bp1u+WWW8yOPCeoiSTOZxPW6Z9++inzbKPUF6bLM888c8+ePZnv3Y0egTGYHlvUiqEiNVIWBELf\/kSQlyxZ0oIa5xcy6CK23QBfaEYgIBUgjCwJVytA8Lrg7ub4448nH7CR0eYcEZHE+Szj7JytAtTTpk077rjjKPjlDwGGATbg9kDEMKy0bAMIA2ykoW8Hfk3s\/6Kv5YwXzM65N5TzARcpUkRgdA4j7ocRsQDOaVoUevbsuWPHDqxEgeXUf+8Lh4DiAAwR3E846ZNsnfSk5ArHlMGv1LGCOLeGvImAGEZazXjL8LLWzfgSCqHNeBDFgr\/SJmYzGludRjejI7qjU33vyysvlBqD5Fc6jWjG9wT4litXjh4ZHr8yNh1FF5Ma02SyEc34Vb9zdaf8z0tZN4OIjo7nBw0Uf9LN6GXnzp0kph48eHD\/\/v0xbEY303hGUOPBCNhjdmqnWSh3HDIRSzsHCwjqsUXzGoj4PjET4W+CZhYTrZWjeQ1EdKqXhMXEaF6HLomUeB3KxIgFZvGa3nX1mCVLliAGiGjCZfrLL7\/EW\/7II4+kGSvn5JNPbtOmzfDhwxmwxWuIf\/HFF3o\/MuaHH34YS52eF4PEI7148eJQs7gTzevETNR4prQTE2zYaO7E5LXe1zF5HZOJoS8TZh3KxFBe83PoWyIBr3GR42oA0PSSYDB6x6W0r+PxOmJf6yOXta+jt3+8nQiLLe4wsOhm0ds\/DV6H7mv91k26JPQ7nN43bdqEIQddhUnF29fRvE66JHjkgQceePLJJ9kd9erVw5ikJUKCd7gbTIx41SdgImNj\/bCRzV55GNCJQwdkc3CJHwl1DbB+jqAc7T4Q3XXMZ0O\/1I+kOmbrqQQPRkxBv1tjTkF\/yd6rUqXKhAkT7rzzzo8\/\/jg0\/XX0LEIHkHgMutPErhaJp5\/qHK1TnfVg6ABCv7TGFvpIBEesZ+NxP6KXeGfKeBgmaB\/KspjctBiaGF7djHMJtmhrtEhTXKw58yVYfhGMs7lKYxJMsGLjTS0CGZtMTLDYIlCKRzDBeBIvnpgLLyZ\/o9dSPF6HPp50o1lEotdD6LMRs0i8X2IOICa1iE0Uc03aGUb0G8N6CpEZWlwyMaeimRW9ovThg\/B6TpyIYfIrWBmBolGKx7WIV2s8eFNtFm8l29+G8d4tcb\/nWCQfCwF04uyi0bVr1xIlSqAfZ3cYDnvPOowOx+\/8cfKKw0eLzuTJk9mB+AHob3Cu5lfcuBJ3hMnO+UiEAglVdKoZ+ThBAF8HkHRCIfpZjqQo2QQQmyWbi9QM6MQpC3+vPoBiylLL7uiIZ2\/UqFGdOnVy2nsLGDOWGC+7\/IrXu76GsM74rVu3xnEav1Ds9lu3buWHGjVqJA7VwCrI4xi6vTnBHBoVTrkCo3N+6Tsm53RCKbARuL4hv7RZsrlITSRxPtewPGSgAkTSVUJCRK61unfvnrSlZxtIBQjuYrlJshjEFS9WuM8\/\/7x69erIYETs1KlTAxvrleF1KxUgjABu3GPr2muvJc6efWFcwBuZb4aJiCQOA9wjmhzCeMGCBU8\/\/XSGV4Op7jwCo6nppEHn\/vvvJ4Fa6CsGO8eGDRtw43rrrbeo9VapUqU0yMojaSCA7w\/myjQelEdCEcBTyWBll3vuuWfMmDGk8qhWrZrgDAIiifOXAdvVI1YssiG++OKL119\/\/cKFC3NxmQJjwN99eJlijo7w70BRxi0FB1HRhjO5qrkklqOhc8CJJzaVgpCT6H333UdiwVNPPdX5wPxBQSRxmHU6YxUgkq6eSy+9tG\/fvueff74V1pL0Ee80kAoQ3uGFjIRrglCnXwEkPQTwrjJSAWLv3r2tWrWi6GHbtm3TG4kvnxJJHKYTZ7ICRNL1NGzYMFQo0jYlbem1BkGuAOE1Xsh4pAKEkTVgqgIE6WAxFxGxaWRUviEikjhMJzZlfjG1PrBRE+pOOlZTBDNDJ7AVIDIDr\/SSEgJSASIluOI1Jh2N82habtxWr16NH4xYKSJwFkkcBojXLvBIG4njz6xZs8i9ZWQ7ZYaI12DMzKylF28iwGp0LkK8ObVMjor0YTrfVtof4gXwQn3zzTfJL502Eb8+KJI4n7M4GWWlAkTitUUmpunTp9911105lBs9sBUg\/PqayOl5ccEppaCdc5DrdidJoXE+xS6NJKbUjfPB+I+CSOJ8nnJwPvrooz3IY1wbpkyZQu7i559\/3oPDix4SMIoWkhOcCsIgESER5TeCMGvjcyQgIu0DDQltLrrooj59+pA2zvjA\/EFQJHGYTky+cm\/yleMk4XfXXHNNTrhSA2PAo5i8uYqCOSqJYjLCdydn65YtW55++umPP\/64kZH4kohI4jC2ell+XHHFFeeee+6FF17o5UFqNL0\/Ql9uZplUTAR0FmIBxyECERUg7FOj2Os333zzyiuvSC6tBKCJJA6zTpMYz\/4Ky3xLXP8JECIaz+OZCoDRyQk688BKjz5GgNtNcSF0zl+u29NIfEReBFJaLl26lPzSzsfgYwoiicOs09Sq8zKzKe+DKzUZai655BIvjxMYRQvxMoMCNTb8Bx06\/QYKrniTpVRrqkGel112GWJ4xYoVFStWFAwTIyCSOEwnDs3a782lU6pUqfnz5xMPQK44b46QURkvo+3ZmcrAvI8AaRoletU5m1KtADF27FhseMuWLRMxbAd8kcRhKJEs3g5q2W1DznQKDJAu7tNPP83uSOL1nhMwehM6GZVxBKQChBFIU6oAQe3tK6+8EifTqlWrGund90REEodZp9O4CMnKErnzzjtZ6GeccYY3hbFUgMjKqpBOYyIgvtNGFob9ChDbt29v06YNAUs4mRrpOghERBKHWae9UwEi6eJ75pln8IagsI8Hs5FIBYik7JMGGUNAKkAYgdpmBQjEcO3atZs1azZq1Cgj\/QaEiEjiMJ3Yg1ItwUJ84YUXyMDVunVrg3VDjax7ybFlBEYhYgQBybFlBEbu2pO6oHOX3KBBg\/r165MWUKInUoJdJHGYTpxznh2LFy\/euXMnJ1AjBctSWjoJGgOj7ENTYAodhwggP6he4JCIPE40cFIYb775ZrL6EDoscKWKgCzQMMRyThIXL158+fLlGzduvPrqq1PlvXvtcw5G96AQyllHQCSxERYgYhMf98eNG\/fEE08ghp2kpzYy1FwkIpI4h63TeugEGb\/++uuTJk2aO3euR5agWKc9wggZBghQRCjthMkCoIUA6XoSiFjEMP5ZhC1hnxPQ0kBAJHGYddqbFSCS8rVWrVoUa7rgggtWrlyZtHEGGkgFiAyALF3YREAqQNgEKnEzsqPEO9B8\/PHHiOHx48d369bNSF8BJCKSOEwn9mwFiKRL87777qNYExXHVq1albSx2w2kAoTbCAt9+whIFJN9rBK0jJc1j5o0LVq0uOqqq7p3726ko2ASEUkcxvecztE4YsQIYvi8IIxzGsZgvgh8PGvJ7GGEuZimo\/0\/EMMUWaIyTa4UbDUChRtERBKHWaeJXncD5YzRfOqpp3r06EEUwfr16zPWaXRHwCi+01nEX7oORYALzqThN4JYUgSiK0AghgkdRgxPnjw56ePSIDECIonDrNMerwBhZzUjjM8555x27dplMeu9VICwwylpkxkE8B8Ujy3nUFMBomDBghadzZs316lTR8Swc2A1BZHEvtKJ9WTwY0QJaNKkSbaEsejEpvan0HGOACJEdGLnMEYY+anNiu3t5Zdfdk5ZKIgkjlwD\/rjgLFy48JIlS\/bt25etjB\/+gFFeEP5AgNUoC9I5K0N9p8877zy8Ml988UXnZIWC6MQxxDChh\/5YGQhj6pFt2LChd+\/emZ8RMMq7L\/OwS48xERDfaSMLg+t24sHY1+effz7vFgql52jMpxE0jBMR63SYddpPawthPHPmzOeee27w4MHG101ighJPnGHApbsECEgFCCPLg+M1dv4bbriBioeESpLx3ghZISI6cQydOLcqQCRdxFzkLFiwgKQfGRbGkmMrKWukQcYQwOnXayVSMjZ3gx2VLFny0UcfpcISGf1EDBsEViRxJJgE3vgvYTJXxfPmzUMYZzItu1SAML5RhWDaCOCuJTF1aaNnPfj4448PGDCA1wjne+fUhEIEAmKdDgPEf5KY6ZEB58EHH7z44ou52snMBvAljJmBTnoxjgCrMWkRIeOd+owgAviOO+6YOnVqx44dfTY1j0xHJHE+I3BG8Jl12prbwIED+\/fvX69ePVwtMrDyxDqdAZClC5sI\/PzzzxJPbBOrmM0o9XbppZfeeuutHTp0cEJHnk2AgEjifHAwYRUqVMivywXjUr9+\/erWrZsBYQyMYg\/060LKuXmJx5YTliGGyWd5+eWX8\/b4\/vvvnZCSZ0US21oD6MSJC3DaouLhRkOHDkUz5prno48+cnWYwChRTK4iLMTtI0AgLFkp7LeXlhYCW7Zs4ex+0UUXkVYaDP\/55x8BxyUERCcOA9b3Sw3NuFevXg0bNnQ1ctr3MLq0G4WsGwhIBYj0UOUwjQw+7bTTyNkHBVJdhma7TI+mPBUPAZHEYdZpDFm+XyvDhw+vXr06d8ZkjnVpssAo1mmXsBWyqSIgFSBSRYz2HF\/IZ7l\/\/34rn2V0BYg0yMojIomTrwHOgD6oAJF0nsjId955p0yZMqeccopLd8ZSASIpF6RBxhCQChCpQq3F8Nq1a3k\/EEasH4+oAJEqTWmfGAHRicN0Yo7PQVgxeFS9+eabV1xxRfPmzd0wUwOj6MRBWEg5MUdEyIEHHpgTQ\/XCIBHDVFhat27dihUrSpUqZQ1JjPyuckckcRi8gfIzon5i5cqVGzVqRDJ3s4ssUDCahU6oGUdAVqN9SLU2HC2GoYDjm6Qqs49kqi1FEucjxo41LpNS5Ucm26MovPvuu\/g5I4yJuTTYNTDK688gnkLKCQK\/\/\/67uBDaARAxTGlzjNIR2rB+FkPXIYccYoeOtEkDAZHEYdZpP1WAsLMajjrqqKVLl\/744484Sdppb7ONVICwCZQ0ywACLHJJ+pYUZ47OiOH169cjhkuXLh3dnuO1v4M8k0LkagORxGE6sV9zbCVYQ\/g5v\/HGG2+\/\/fZtt91mKuxScmy5ummFeEoISAWIpHAhhlu2bKmN0jHFMBRI3y3X7UmRTLuBSOIw6IJ5dq5QoQLe1ATvn3XWWUbM1MGEMe1NKA+6ioBUgEgMr9aGP\/vss5UrV8YTwyKJXV2iEBdJHGadDmzoOrk+2Ipff\/31JZdc4nzNAaP4TjuHUSgYQUAqQCSAUXtKY5T++OOPE4hhKGBaEOu0kQUZk4hI4jDrNDem7mHtccrFixefO3cuxUdJ9e4wYz4wiseWx9kdnOEhQhyuZx9jhYMILlpJxTAIcI116KGH+hiK7E5NJHGYTuzjChB21tlJJ52ENzXJ7RyGNkkFCDtoS5vMIHDEEUfIdUlMqIcNGzZjxgy2fGJtWD+LQiwHGvdWrEjiMJ1YzC+YqTds2MBtMXfGacd0SQWI6B3LTXzv3r3JpsLnyiuv7Nmz57fffuvexhbKFgLID1OuiL5BFZMVJQ5vueWWmTNnVqpUyc68JLOHHZTSbiOSOAw6iTsEjiJFinzwwQcE8qctjAXG6A35xBNPPPfccxxuMJbiW87\/Ih7Sfm2l9CCrUe5KQhHTd8Mffvjhp59+esEFF9gEU7Jd2gQqvWYiicOs00GoAGFnoWBeXrJkCcIYFTkNzVgqQESAjCTgrde3b1\/y6b\/yyitTp06dOHFiiRIl7PBC2jhEQCpARIthHTdctWpV+9hKBQj7WKXRUiRxmHU6CBUgbK4S8iEgjLEzp6EZSwWICJAxRO\/YsYPbd5vgSzODCEgFCAtMnUWLKImYWbQSY467VmBDSwyuxnikRBKH6cQBqQBhc2FpYcw1W6qasVSAiED4iy++IKxrzZo13bt3xx44duxYmyyQZs4RkAoQGkP8P2rUqMFSxFPaqrBkH17sOmLktw9Xqi1FEqeKWLDaa2GMmbpBgwZEGwdr8uZmS84EsucjgMlSxAePrcsuu0zea+YAFkpJENi1a1f9+vUxR3\/00UehFZbsA4d5TCpA2Icr1ZYiifMRK1CggPhORy8gLn2XL1\/O\/9WqVcPLw84KQ3IDpp2WAWmDLjJo0CBMggjj6dOnv\/baaxMmTJg9e3aC6WMJJDmURHA6XyEiP0AAT+nq1avjo0DagPQgLVy4MPFg6T0rTyVF4ADnB\/M9e\/bgncjLl5c10S\/6DcIPqFNUQWEEWIe4qsFiyS0Foo5mXP7ThiA\/3UwHvYQ240G+pxltLGo0gwJ0oEZjHolHjfGwaHQzBoDPkaYW2ikDpplFjWY0oFgvzko0YxY8zlO6Flg0NVqi3OhmzAgTrm7GjPTbU3dKM2QSNUyim\/ElFsuYzSAFQU2NZlBgbAyMxjxiUYtuRnd0qn2smDsZNhgbzUK5w7AtajRjtIyNvqKZSDMehxdwgQaXXnrpW2+9hY2LnyGieR1BTTORe2LckZiC5nUEEzWvGRvghzIxPV6HLgmmw2ijF1g0r0OXRNq8jlhgCXh9zDHHwDWuikGbEbLAqlSp0q5du6FDh+owTc1r\/v\/kk0\/0puXLkSNHXn\/99fpyjv+LFi1arlw5sNVLIpTXmokxeU0zzUT7S0JzJ3RJhDJRr0OLGs1C93U8JkZsf+e8ZuVYb4mIfR2xYYG9TJkyDNJqFrphbTLRaqZfEfF4TTN4YXEn8fa3w0SL13aYGL39y5Ytu2jRIlwF9+\/fP2vWLNYPnbLS7DPRWjk4eRUrVoxFaL11bfI64lVv6h2egIn6VR\/9crbPa5gY7+UMIFS44WNW2TAgiXUJPL3Q2QOMjznwA3zS0Sy8rHmt8Nf0mkGQx6OpQRn6VqehzehIf69TlsdspsPjaGA1433Npj3hhBMgZVGjmTW1UGrQZJp2msVDIIKa1YyZRndqEM\/0uMMbgVHhvcU7mmwA5ABhuUMqJrWtW7eSy5oZJV0SCZioAUnMRGuBpcrreEvCFK8jmIhJkKVy5plnApfuGtncvn37ESNG8KvVKd\/zxtSSmNV4++23Dx48WB\/seJw3C\/KMvWB8i6W3JFLd1xG8ju7UFK8jmLhlyxauRTle2NzXqe7ECF57hzusHA52p512GmdoguiITmRRpc3rnTt3cupCM7bzqre5ryMkQhrv8JgbVouhlF7OMd+6eqtGSDF6pDEfwwl99T28fDQCbFqBIgECiOGzzz6bDcnlcYJmSGJ90JGPRqBNmzZoIRYaq1at4lWFmToBPuz\/a6+9FrkrGDpE4Msvv0QLdEgkFx9nk3J0I5OMkcHj\/69rrMnHDQTkMk9rIP99EB7ipp8PR6yfMH2TG++6665DOX744YfjNebAyGJNTCpQf73zzjs5xJBOYcGCBS+99FKzZs2IaDrvvPMSgMC5ngUpd5zO1wlqjVlDovMhZYDCs88+i4sWjoFjxowx0h1iOI3UAka6DgIRkcT5XEZ4BLkChP3l\/uijj5KhYuDAgffee2\/Mp6QCRAQsdevWXbhwIVoFpa769+9\/4YUX4q6FhLCPubRMGwFECFbZtB\/PxQcXL17co0cPNumoUaNMjR9LGFdUpqgJnQgERBLnA4LdP+AVIOxvj44dO6Le4Q+MPI5+zUkFiGgkmzRpggv6xo0bCegk7aWsNPuLzWFLXHsCVQGCDOctW7YkyfnFF1\/sELrQx7kokSy2BvEUSRwXTHRiiWKyv9QwsaLnYfvihwhhLBUg4sGI66mEgthfY0ZaBqoCBD6ATZs2RSF+8sknjaBnEdFupGZpCjULAdGJwxaDXMultDfQ8whq2rdvH7eeoYcYgTElGKWxqwiwGgPitYClirsPsppT7tA4pJLt0jikoQRFEodZp\/FIchVu\/xFHyVu6dKn2qbaEMTAadvH3H3Ayo0whgBEiCFfy+OcTOkxGVZJ4uAGtVIBwA1XRiWOgysFZKkCksdoIMUQYAx3CWOcBkAoQacAoj7iEACFM\/i5xT6RvixYtCI0jqSqB\/i7BKDqxS8BqsqITh+nEUgEivdVGxhkSYSKAMVNjrD722GMDGDeSHnTylNsIIEJ0Fh1ffjZt2nTqqacSX0RdBzJq+XKOQZiUSOIwLotNNe1FjzBetmwZr7xKlSrdd999gmTaSMqDxhHw62pEDJNCq1WrVoQtuS2GMXcFLRjM+DpMQFAkcT44WKe5C8kk+j7ri8gczNSPPfYYAccPPvigz2Yn08lRBNAXfelCSBERxDCx6eSKyQBruG6XeiTu4SySOMw6LVGezpfaVVddNWXKFHImE9Ho7\/s551gJhQwg4Mt4YkLSyZ81ZMiQiRMnZgBDuuBAIzqxe1CLJBad2Pzqwn+EvB8zZ87Eh+urr74y34FQFARsI+A\/nfipp54iJ\/mkSZP69OljGwanDbl4EucPpyDGf14kcRg2PvbscG8NRVMmrSPpPqgDg1UQZ06r0l8mxyB9CQIaAV0cyR9o4A5JCa9bb7118uTJXbp0yeSkyFMmr0f3ABdJHGadlosQI0uNCnSk4yHUmGqAZFo+44wzRBgbAVaIpIEA2ZL9IUIwRFNslHpxn376aefOndOAwskj+NBICkInACZ+ViRxmHVa4omNLLXQeOKnn376mmuuOf3008ePH2+EuBARBFJCwB8VIMaNG9e9e3ccIVevXn3iiSemhICRxlIBwgiM8YiIJA7TicVjy8hqi6gAMXLkSEooXn755dRukiTyRhAWIvYR8IHH1oABAygzjDDu1auX\/YmbbSkVIMziGUFNJHEYIOIcaGS1RcN40003zZ07F0+T5s2b79ixw0gvQkQQsINArleAIJv06NGjX3\/9dZyl7czXpTacoaUChEvYQlYkcZh1WqJujCw1YIzOud+6dev169ezn6tXr85Fl5GOhIggkBQB3AZzVIRs27atbdu2VDzDIk36jqQzdbUBzh8FCxZ0tYsgExdJHGadlgoQRjZDvAoQJUuWfP\/99ymbWrduXZy5jPQlRASBxAhwwZmL9Ynxjj755JP37NmzYsWKE044IetclgoQrrJAJHGYTkxNIVfhDghxYExQh04nJahXr97VV1+do8pKQPjoj2n++eOfBf7MsRcd7o2XXnrp448\/zoH1+OOP9wIjpAKEq1w4ICCVO+2AiFSgqslxxx1np7G0SYDA9u3bkxaBQDnu2rUrvl2vvfZalSpVBM8IBLhrxz2Hm3WJrItAZq\/a+6v61f6C+eH7H\/6zrB5i17J6kDqonCpnn77ZlijBnTp1QgCPGjWKdHVmiTuhtnfvXuLBSC\/vhIg8Gw8BkcT5yCCJv\/zyS0SILBeHCHCgOeaYY5Jm5CFNAcJmzpw52N\/cq+bmcC7Zetz3knib2vaX+suC9zv13RK15G\/1t\/XNVrV1rVp7gApLypGn8viypCppny9EwVKf2H5I8bfq22PVsUepyFLldHqGOiOi34PVwY1V4yPUEXzPUIur4oVVYftji2i5e\/du4v2qVauGGKaSStp03HgQR0sONCVKlHCDuNAUSZy\/BnAm+vzzz0UkON8VGzZs4D1i891HlOSrr75KhAaqgPOufUMhpyXx5+pzS8quV+s3qA1I0BVqxT61TzPod\/X7FrWllCpl8esP9Qe\/IgKtbxBsDVVDZFsET1FYT1Wn2mc0mxr5QRVtm4\/sVDsZ8z\/qn9D2TGeemscgI4hsUpt+Vj8jj\/meR75X31dWlXUbvmyimuiTRAFVoKaqeYI64UB1IP8XVDEU9PffeP+S7pfUOqPW7LmzbQ41k81InIfHlnjSuIS5SOJ8YNGJSZLsdnExlxjpKbIc7UuXLp1UJ7bGfPfdd1O+qWXLllyP2X9jemrKxgfjfUmMKP1B\/YD4WagW\/qh+REq9o95B0iBld6ldZVQZjclP6qfaqvZh6rBD1aHnqHO0EEIyVVQVj1fHh8pd2hiHEYL79+5Hfhx02EFuEIfmb+o3zhlaEi9TyxDMuqNFatFX6n9J15HQ69S6I9WRAIX1u4QqgfZfS9UqrUqjfDdVTRe+sfDWfrd2b9F9\/FMeTYCza9cudOJixYq5BGPAyYokzl8A6MRkkvOaUSgXFyhaCGn5bOrEeoJffPHFBRdcwLl71qxZZMfMxVmbHbNHJDHy4xf1X6lQZAzKIj8sVov\/VH\/yw2a1GfUUIYTyd5o6jW8QrvygpWx5VV4Dgmzmn1lwUqKG1wKJV7OuzCF6\/1X\/IpI\/UZ\/wM2B+rD4+XB0+Y+uMHbt3FD+++OElDz\/i4CMKqUIcZU5SJwEguNVX9TEVILyrq+oxNemUoHDSmAtsXBaKFCnihIg8Gw8BkcRhkpgAvqxkkvPZAkWs4vCZkiQGAZwHyYs5ZswYnKs95auSFe5kWBKj0SIhsMHuV\/tRbREV36hv+AatTluM+VMj1QhbazFVDKMr3yAhqqlq\/IDozQpENjvFawH5QaYtm+0z2WzuuLmX9bjsij5X3H\/f\/QccegDHHU45IM9xBw37S\/Uldn4EME5qXEWfqE5EQjO8sqrsWeosfsDwwJeZGTBeHVinJQuhS2iLJM4HVqzTphZZqtbp0H6p9dbt\/z5jx45NVZabGr8X6LgqiXGPWqPWfKg+3K62o9R+pD7CpooMRugig\/mf9zvy9Ux1Jv8qqApeACTtMeD0i0KMZTVtCm48SDbsfv36UdRh6GNDe\/VOksMS2bxKrXpTvak92rB7cyRCw8brjfMQUhmzxNHq6BaqRSVV6TjlSvQHpoXDDz9cPLbcWAzQFEkcphNv2rSpatWqLmEdHLKfffZZ5cqV05ajK1euxFKNEvPGG294IadBVhhnUBJzN4ms\/VR9iqkZucsPu9VuLJ9FVdGz1dlYPouoIrzEubVNySc5K7Ck0SlXTtxueir8htJkHTp0YC7Tpk079dQUvM8ipg9D31fvc2Gvj1McsOAsIvl0dTpWbjjbSrXiZ3Ro53YL0YnTWHv2HxFJHKYTo8yVK5e1UEL7bPN4S5w7cHyz77EVPR1yg1Ax4p133nn22WfJu+vx+boxvLQlMR5SGDnfVm9zE8kLGrWJH7At4xyEeRn\/IDynWqqW3DtySenGyL1G8+uvv0YnRp\/zyMDIwU6YOGWGJ0yYQISu2VER4vWZ+ozDFhoz\/\/Mz6wH7NrYN9GZcxs5T59VRdThypSqb5Z7YLKciqIkkDpPExMx5JKONq1x3mzjX7eXLl3ciifUI7\/+\/T6NGjSitGDRPOpuSmPcs4pbQWyKF3lJvIYO58UUJrqKqcJvLyxfFiIDXU9QpvIXd5rs36ZMkAId8cl56YXjXXXfd888\/P2\/evCZN\/rtrd\/uDPOammfixL9QX9MV9BLIZEzfG7bqqLtf8xFxhHSEqjB8iQrcjxia+064ySyRxPrz4TuNqhFnVVcSDQBwjP45vaVunQyFas2bNLbfcsmjRoj59+lCcNQjo6TnGk8Rc6O5QO0iCwa0hr1d8cQ9Rh3CPyM0u\/jvNVDP+4dKMiTI4WCWeKedCfKez7mr05ptvcjHMpfX8+fNr1aqVLe5gHWH9fKA+QCRz34wYZgntUXswltRQNVCduXVGQkfnJ5F4YldZJpI4TCfGkFWmzP\/iIF3F3d\/EMWSVKlXKuU5soTRjxgxSVdeoUWPKlClBYdAf6obLbxgxZgRBtrjOch2oX52r1WrenvjpEC\/EFSDvTX0jmMUEjR5fzN988w0+B1n02GI79OjRg7KG119\/PaHzxYtH5irJOoA47uEwTz4TTngYVzjbEUOF414b1aaBasAJD8\/tH7b8cMgRhxxa6tCsj9aXAxBJHKYTb968WXIgO1\/oGzdurFixohGd2BoMmg0xTqtWrSLMCX8u54P0MgVszjv+3nHd5OuKXFLkq4O+4q4XOzMWZlJkcNeL7hKancrLE\/HC2LZu3YrHVrZ0YrwOL7nkEhJYPvnkk7Vr1\/YCIInHQB40Ljtw1X5XvbtSreSyg9QlmK\/x6SOGCqXZl259WeeLSOIwnVgqQBhZkXYqQKTREQHHqBSDBw8eNmxY375906Dg5UfQS0j18J56D0cbtBO0kP179p9f\/PymBzdF9J6sTkZT8fL4PTs23DBxnM78PTH9XnvttRil77zzzkGDBnkWn6SCGUUZjZlELtw3I5hZiqjLXILgf4BXtkuZ0XIUrrSHLZI4TBJLBYi0V1LogzYrQKTXFxmqb7zxxurVq5Mgs0GDBukR8cJT3Pji6YrBeblajvTFzQqXGQzOvOBQPmr9Weuu6+565qlnguHg7CJDSGGLQpxh32lUYepws0pHjx7tJE7JRVxSJP39lu\/3H77\/q9JfkWr7DfUGp0ZcBUkHhh2bWDhMNTgJZizNSIpjz4HmIonzmYTHlsQTG1mzDuOJk44BSY9yjEimgGv\/\/v2TtvdOg41qI+oFV3G4zJBBiUgS8jCQG5K4T3xZ0TCsjIZ5f+b1uK7HkyOflKqIDtlHPDFXsxmzTnOa51b4rbfeGjhwIJ7\/Dgfvnce\/+\/a7wwsefihBcP\/\/Q9GqpWoph0gWM+4LZEVFV9b2GxKM4\/aV3fSc3oHOzkhEEofpxOKxZWfRJG1j3GMrZo+Ui7jhhhtOPvnkxx57rGHDhklHlcUGpI18Sj1FDAlOqmSLxAuGcF7u3rh1i+fkbDOKKYuTypWuM+mxhS2a8HdUYUKVuBvOFYjsjJMTBofCeBUgSNLJ7TIrnNtlVvvX6msuU6qqqn1UHwpdUPHCThdBbuPphLEZZgzXkL\/88l+ye\/k4RAAYAdMhkaSP401N+cVTTjmF0ExKK\/7www9JH8lYAyQut2v3qnsps4OnFeY7rn5vV7eTCIn4znFq3M3qZtJrSKxRBjjy22+\/\/f13ftljl3pEUJ133nlt27bldLh06VKfiWFAIxTigAPCakWHIon6i3X6MnXZWDUWby+E8dPqaYTxdeo65DGehix4lj02IZfwz3WyIonDOJhgqeU6pzM5\/ozBeMwxx6B8cCdH2DGOqQQ7ZXKa0X2Ra3COmoOIxUB3pbpyrprLO+hx9Tg+qNjxuqguGKKzO0Lp3Q0EUIWpa07ELWks\/Rr1fvDBBx90kN3KkvhXn6vOna6mI3pnq9ntVXsi8R5UD2IEwhpEnq9X1CtWBWs3OJJzNMU6nc8yqQBhavk6qQCR3hiw5eJNjb0aYzWe1Wed9V+lmgx8SFek8xbh84wSTPQRai7vmv6qP\/XsCPNNewxinU4buogHXa0AQZgASvCCBQt69+79yCOPmBqzB+kYqQCBhwTpaF5Vr\/KvuCqOukxAPB4S3C5za+PBWWdsSKIT50ONQdVTFs6MLQLjHQFjBqzTYcaxggVHjRq1fv16rugaN2588803f\/\/998bnZRHEZZT7sDvVndQpaqfaYYgjlgNbNNmeUQJmqBm4kjoRw+6NPICUf\/7557\/++sv4xFnhOGSRfuC7775DFfa3GAY9nM+dZ8kmKIBsIViwkcej1CjOrNPUtKvUVdpn4iX1EtHMxjmVEwRFJw7TiaUChJFV67wChJNhzJ07l2RGf\/zxx9SpU816clGsd4wagwzmaP+r+hVT8zXqmraqLad7JwOO+azoxKYgdSOKCdfoW2+9FR\/+ESNGkLjD1FC9TAcYkcRUejY+SM61hPONVqNJ4EoGGwIKzlfnc8GcNBW28ZFkkaDoxGHgZ8CzI4vMzljX2YWxTZs25ErDhwvlmJjOtWvXOpk4sRkc269V12JAwwuUgzyHd+Qxui92aY7zbohhJwOWZyMQIDrRoIXm888\/J4qdSkrkjsYGExAxDKRsapB0Y3VRHIww+ufV8yjK89S829RtXPQ0VA2JTr5YXTxBTSDpjRv9eoqmSOJ8drBdUaQ8xZ4cHQwwGnz3pQEC3iVYCymqiBNNzZo1qSGBipkSHa5+x6vxqLyUXu+r+hL7i9Cl2BGJJ+9X9zdXzQN+rZUSmNltjGnaiAj59ddfSSZz+umnlyxZUmddJbl6dqeWyd5J3O3cOp14wPhas92uVlcTYkC6G25\/UJEfVY\/i\/9hatX5IPbRYLeZknMlZZ6wvsU7nQ43HlsQTG1l5mYkntjnU2bNn9+zZk1sunFp1efYEH+17hQzmhxPUCZRV4FTeUXXMfKZJsU7b5G\/SZkbiiaklfNttt9HXgAEDKAuWtFP\/NcAUjzDOSvkKrNZcCaEosyuxXbMlO6lO2KioH+UbnEUnDtOJKVDvG9ZmcSLAmF2dOHTu559\/\/rp16\/j\/iiuuwJ9r1qxZEcjsV\/vJE4TZWbtxcl+F\/winb8IiCcDoqrpmXgxnkXf+69qhxxYRSmeccQZps8ixStXUYIphVkXBggXtRzGZXUUERKEQU46MK6En1ZPk87pIXYSzJGlDSBZL6KDZ7rJCTSRxPuxEwbptfskKjzPfKTBmLKTYzuwoFD906FBycLZs0bJz+87d23Vft3gdAphtjL8VjiH8\/4x6Bk9O8vaRlED\/bIeytPE+AoiQ9MqCvffee3Xr1m3Xrh0XHHgb4KIV5Myj7Oisb+qiqigKMVYrcl8\/oZ5Yo9Z0Vp3ZqkQMTlQTd6ld3l+N8UYokjgMmWwd+nJ3AcUcuTdhLFeu3NBhQ6d9OG3BYQuqb69e7udy5\/14Hnn4yD\/AKZt\/aMMigH22FJkOYjhVEULuNu3xRwY3DCrPPvvsiSee6D9kUprR77\/\/nqqzRUr0U2pM1D55ckjhjpY8X80nfewd6g5MWXh+cbuMM0dK1LzQWCRxmHX6p59+8gJXcn0MwOgd67QGk2z1C9QCdN8edXqUmVzm4i4XnzTwpL9O+KvKXVXqf1\/fTxdOub54jI8fTyv7zvyYsvv164dfNO738+fPf+6550QGa45QVtKDJoEj1ZGkscOra4vawgbvrrpzsK6pap6mThukBuWQSBZJnL\/xOThTx9T4iyCABIExVS3EPZQmq8nc\/pLNB5\/Mf9W\/BEtggn5ZvbzigRVPP\/z0cy8\/V\/T4onfddRf5Gdwbg6b86aef3nvvvTiOUfLL7b6EvoXAkUceiS99UkAIT6Ku1wknnDBt2rSZM2cuWbKkefPmSZ8KTgNP6cTRsJNIhyDDG9WN69Q6dGVyzU5VU5HHZH2\/T91HdQqvcwrdRT4aAQ7O7EZBwzkCwAiYzuk4ofB23tv98\/qflHfSEXlH8MPivMW\/5f0WTZBxvvDCC5UqVTrqqKOQx\/v27XPSaYJnJ06cyOkEl7HKlStjL50zZ07ijogEu\/rqq6le4NJ4gkOWNI3ahTDeh78+\/PDDODfUr19\/5MiRgnlMoChxQUxgbi2bT\/I+eSrvqep51QvnFa6aV\/WBvAe+yPvCm1NQ3hxWVkZF0CGbNitd+6xTYNTpFDL\/eSfvnT55farlVWPvNc9rPjhv8N68vUmHgTweO3ZsxYoVqWJ7++2349uV9JGUGvAWQ\/qicumnSAdBriIMoQmIiCROCeEEjUmcFw9qZDBx58QH61Iipnr0JZ39+\/cnXrFenvXqvNVP5D1xct7Jh+Yd2j6v\/Ut5L23J2+KpAYskzmcH\/ggLFy70FHtydDDACJiZHDzidkjekFPyTkEAt8hr8WDeg3vy9qQ6AC2PTzvtNOImL7roIt7gqVKI1x5NC+MY7zLdgNr1\/IoJVCSxKYQT0Pnwww\/J1BjRYOPGjUQlIYPLli371FNPiR6clBEkM2HdJm3m8Qbz8uZ1yeuCfnxI3iFt89q+mPeiR0Sy3BOHeWxhnPT6dUIujE\/beDMwUgqSU2qNcEMyyxN6RAoObolImDdQDSytSqc6ANTWyy+\/fOXKlfPmzUOLpazT3XffbWRJLF++\/LjjjiOYSg+Jtz\/GcKrYpjpCaZ8GAhyAQnPnwQtik0iVtWLFiiFDhhAiTDElD\/oipTFTVx+hpIoPyre3UC0mqUkUC5+pZuLtNUQN4dWBBwlhUa6il5S4SOIwiNKLO0yKctAauA3jN+obBDDuGDoRdB1Vh3Knm9Xmu9RdZVVZ52hTVBEx+cQTT7z44otc62KvxtnKCVl0smLF8ou+cSWJU5sRGe9kVAF5ltWI0xaTRQ8mNqlevXq4ZS1atGjx4sVXXXWVyGCbywAYCxTwj7w4R52DSKbyBCKZ4ztxUKS5Jq8trxGbgJht5h9kneNCBgDZls5hhAIwAqYRUhFEKIJEMQbiFsapcWS\/Iu3OTrWTRNDNVDPjVQgvu+wyFCZiSXGjbdSoUdeuXTHQpTcpEqlGAJL0sEJ7PH5lQaYHeOhTHHrWrFlDeS5kMJkvP\/jgg8mTJ9eoUcM55UBR4MqGlLH+mzIWtaVqKcJ4sBpMWr3GqjHfEFvxufo8k5M1kHd6ypQpnC4zOWiX+sLJaNu2bRI+6BxeBNjxxx+fVNgk7aigKkidlgPUAdtKbvuh1Q+\/nv4rSSj\/XPRn1VeqUgAY+\/Nv6rc\/1Z9\/q7+TkkqvAVPAjIxt8+2338Zqzc+kB0FLJvsuFmYuF23WuiD3NUEgnTp10kZ7nKhx2EYza9KkSbyBsRrJ8cQJwJtpUtLDMzNPgRicoi88jMiWzGokOJgY92rVqrVq1Yojjgfj3TODjJNecJvgXFi0aFEnRLz5LLmsedUcrg7\/Sf1E5YkPan+gTleFqheq\/GvlY2cfW\/qD0kXziupXTZ76b\/9WrVqVg53ZuRiQxHv37qUyvNlhZYUaNVuo3tOyZcus9O6nTrlnRcbYCeKMOWsKsBymDmN7EK2\/TC0broZvOWJLjTI12h\/QvolqUn139b9++YvywO4J4IhRYZQjrQFvcG4cR40a9dprr+EcTr1FchFzl4xY1aGWCa7GH3vsMQ6sH330kQ6zxmX3zDPPJHsi19Lx+M5qHDRoEBfVkoHV\/tYAK\/Q27gJeffXVBQsWcHjitEQRQy4aKlSoAKTIZuwT9glKSwuBjz\/+GEcH4gt8jAnvHN48hx5waN5ReTtL7STH9bQ\/pv2w4wes1u1VezJdk4KeN8\/Bhx9c9hgDt2BhSHrc1S3Dw6M8QIZ79GV3zmF8N+\/ddnntyuaVLZ9X\/tq8az\/I+8A7QPEqHzduHAoWnrfEI73++utJ4yxpw64joYeexfvvv8+vn3zySeJJIemzFQzmHbRTGgleRThCY4\/B3tC5c2cKKKETcwDCKJ0SHWkcjQCeEwFMt\/BD3g8P5T10Yt6Jx+QdUzev7ri8cb\/k\/eLG8pB74vxzCWoNp2Yfn\/gyNjVgTC9F7e\/qd86heF1xAiUD5YvqRbwccYomw3vGBp+0I\/RarpApCYByjKTE64cbDURyAq+upk2bcjF53nnncY+DofvCCy8899xzTz311AR9ASDE04Mx6RT81wD785VXXokMptRHr1694A6Xwd26deM2AfGMZuy\/KWd4Rmlv6gyP02x3hVShW9WtVGOcq+bid41P6DHqmJ6q58\/qZ7MdiSQOw9N+flqzbPAZtTRgpKwKsQS4LxJX0E\/1w11igpqA98QR6gjPgoOLNTbnrVu3Tp8+nVs0YmPOPvtsxPOuXZE1YbCaYicoU6YMwphIZVpOmjTJOwlBPYtw0oEB\/p133lm7dm2iwJG+oMqt8M033xzqW6TtCklJSQNBIB4C3JdRDpmsmdyXjVQjEcPGr8YM3BP7hn8c+lBZEjjR+Gambk+E63aklJ174h1qB\/FIVCfEBZrAPgqOnq\/Oz9F6DMSnkqeJcrYoYei7vXv3pq5t+fLlQ9FGSOMFhkhOygK0YXQ7bK3iPh2NFUUd3n333WHDhmF5JlNphw4dOAPhGh0T1WXLlqErlypVKinm0iABAtj5cZ\/GV1FQcgMBkcT5qHL\/x4VfiRIl3AA6UDS5liN8NnH04UK1cIwaQ+EUBDAOERRpqKQq+QAl1C8chUaPHs1xhIhhjNKI5Dp16pDZI6XZiSSOhgvDA35DnE64sCTLRIsWLTis4JCVGFhqe6Aiy4EmpeUX3Rg\/OEw7ZGl1SEcej4mAWKfzYeEdilOrLBTnCOiE+zHpEAnwnHqOMsDovhh5uAleoVZ0U938IYaZMjZnjKVU0+PmkithXHZJDIKK3LBhw6lTp+J07RzeoFFAAGPbpzISnurk7kYYjBkzBmH80ksvJRXDYIXMTuO6JGggJ50viooY+ZOilHYDkcRh0MlSS3slhT4YE8ZdahdFvCurynhAdFKdyG4zQ81op9oZ6dGbRBDJJLLGZZqIGrx5CUlCJBMizO0ykesSTpOYa+SLJmqT6lXYFbj6JUEHYdnkyXrllVfwgLNShyZlvfZ0TdpMGiRGAIXYzn2TwJgeAmKdzseNNyMWGDI2pAelPGUhgBJTtnRZ9X\/HvF\/UL0vUEoQutmjEMG5ZVPM+WgW0DjT3msOHD8d8jQGfGGWyHyOYUZcpTR+xfgJoncZRgwRYFMJCBnPpvmPHDsDBbwMrNPI47VSLJDwg0Qd3nLJDnSAAO8BQLu+cYJjgWZHE+eDgY4n6Qv4Ul7AODtkda3aUr1Z+xYEr8H+eoqYw8SqqCh7R\/taAU+Ivuh2+vmTRQvasX7+ei2RCm1h7uB1RmVGTuu6667gT9X2OLdyvEL3U7xo\/fjzhRtjza9asCRRt27bl55RQjdkYb2r8jFCpnZMKMgXOjqjF1uIMMhRuzF0kcZhOTAWeY4891g2gg0OThHBj1Vj+kTeO2gy9Ve9WqlWOukNnhmuks544cSLqMnefyF2cgfH1RRekbCK5KXT1Aj99OPKipxKnQC42rPTr1q3DAHDSSScRpU2Il\/F8ihi6kB++zJmcyVUBjHi92b8UyOTYfNCXSOIwSYynfqo+rj5YBKamsFvtRgMm3o70rThhdVFdKJdkingQ6ODpRq0CbNeE6GDhX716NS7oKIjcLjdu3JiQ2Vy0DXLpo6tkovpjCSDKi5MHBw68qE455RQsz\/zPHI0LYGvBgCQKMXcBQVhC7s1RopjcwxbKIonz4eWoTqIAfydWdWkxfaG+eFo9jVN0GVWmg+rQ5tM29arWUwe51FtQyJKVmpSN+GCTLJPoHWyDiCtikZFq9evX5w4VE27p0imXYXYbvj179iB9UXapPIjNmfHjT47oJZqI614815o1a0b4LyPPjOGdTc2BRsyqDvnOxYHctTvEMMHjIonDwOEuBEWE22KS5HFal5WXdOV9qD6kKCGpOUgCd7e6+xJ1CY98t+e7IqWL8P5Ft0N4JE7rmLSLwDbo0qVL69at0YOpSoI3E7ZrLNiokvjOUKgR7RlksGMjYzhE4k6MHRsbLNozMpul63YuCzRdCirQNVxGm9cVq0hdQtQQvZPeBIMz2cSQvhwaMGwyqqzYNtnUYAh6hJARChXY5eRw4jCX4yAhZJwC4alDavJ4BAIiifMB4QXHK4\/teswxx1B1h7fGjBkzMJ3JoolGgMvgiWriCDXiE\/VJa9UaGVxL5Xv\/8tbjshP3VxyRHnjggdtuu00wTBWBF1988dprr0WZw6EJ+Tp\/\/vwqVaqEEkH4oXfi9oUCylXrhg0b+CuOx\/xKGq+vv\/4ajZkfkJQE3ULHehahyCW0nUwXSH2kLDUE9bO4PmFhtnyY6ZQaGCjo2s5MA\/RdakzBdPYOXXvESQodnUMhDuqEReAilyojpD0IPPzww2QVhd0sG96QN910E98IMgYREEn8PzB5oWA0ozwObpwUoMWjBKmMIwnfuFT03iAXM0kKGTxJTSIF6z61r4fqcam69FQVWckA9HjlodKhyVFGEB\/gTI7QB33xssNtGH0X0y7KJZoc0o6laCdVtRaciEku9ljViE9d9MmCBWmN\/mqnerR+yjJp0DsKtyXUsZNzv0sDXQzYsx+MB5Sw5KSCqZ+yEJ4dp2cHxl6G7wMHDiQgHmsHpbWvvvpq8qvj7e\/ZMefewNwo8JSLNNEwMLxw0LMGT4lT2MkGzsXpuDHmf\/L+GZ83vlJepaPzjr497\/a9eXvj9XL++ecDHdecGCQpDevGYPxNc8iQIYi9jh076mlqTQ4bg6lZo2fb\/JjqMVt0yMYFdG3atMFIc8EFF2RrGDndL3Wy8WPVh0I9ES7vONzk9KS8NnjJsfW\/wxN3bNwQ40hiHaZYefwsLpeA8I36ZpwaR4LoG9WNHVVHCiU9oB4ooWIn6MY6SpVArKm8BNGJJZNUGsdzasFyyYrSifLK4\/yMYObLNEjFfATNxubHVI\/ZosPyI1HXnDlzCCn+\/fffszWMnO63X79+WApRVPTFBK5bP\/zwQy668XuZCyKJ\/8cd3nREEnPRpX\/HsnffffdRw47Tn5f55\/bYvlZfD1ADTlAnUJiTFJWb1eYEMlgPBiQ5RGNQ5QQtYjg9BhG7iWuxZUDGJwvBic0\/PWpBforq0ZRs4rIcMWzHth9krOLNneXHagRAnb6bPOrcgFANWrAyiIBI4nww2a76jo1bOjxR0Ya54zSIdW6RIi8HrlhVVdU5as4z6pmtautgNbi4Sl4TjfcdJa2YrCT7TZvjqMLk+LV8o4j24SMqXXp4coJBhIgYTg896ynOhRgOOdZw33TPPfcQ3e6QoDweikBwJTEBIRhY9IcYYhQ4lhoWGG7jKCuL+YWqdsHMt4VTdAvVoqFqeJA66DX12nq1nhwd\/Bxz53Bq4bxsIalN+qIKO3zLcAoMNewjmPnIRUl6qEoRofRwi3gKB\/4ePXpQC+uWW27B6GWEphCxEAiuJCZUCV98\/bnhhht0UAe3m4RhIFeQ09WqVQvaQnlDvXGyOvkGdQOlGt5X789Ss5qoJolBIFKFzWkhqTMlicxwuHLKly\/P\/QjCWGtyHBORxME8FzpEkscx7NtxFHfekY8psBSx81NY7LHHHnvkkUd8PNOsTc1rLmRZHA\/5gJDH55xzDrasLA4jK12\/nvd6q7xWB+Ud1DevbwKnaJtjI06GltpGPXToUJtPSTMLgREjRgCd5es7ffp0fhU3\/vRWCHFcOBlR7YqtnR6FgD+FGG7Xrh0rkHqUAYfCvekHVyeOOPuQyqNDhw5czt1xxx3EYpJNZvny5fzv78u539RvlEvCKbqr6nqkOpLyhcPUsHhO0fZPi1on1vfE3L7bf1BaagQ6depE2O6yZcvI1Mg6vOaaa3AejMjsIVjZRACzKjfu5AZAoth8RJqFIsDFMDmOCFviFo\/LO96KrEyyyghKBhGQzB7\/A5PE9NSB0dn42LRakGAbJK0gkYgGEfcOqUfUI8jdf9Q\/l6vLb1Y3l1QlTY2NbGXYVzncEM40ePBgwkhMUQ4OHaolohNjnuEog+MC0e3u1UjwN6rk2OJYg0LM\/zpJgHxSQgD3VYp2sPyIQdfu01y9d+vWDQmdEh1pnAABkcT\/Awf7FUl0yR0YcT3M+stMnvpMLlOSZN2r7iVJ1hPqiYvURWjDZnvHjsrxBUUEYYxGYiexotkB+IMamYyuuOIKVqDUzHbCUOwK+hDDgvR4OjAn03TvWUp3QJy4EgAkV4\/uiNt3AdMg5iKJw8Bkzflb80AGU7Bhr9rbU\/Xsp\/oZ1INDcUQLofyAFYRjcL0GhxSGGRwJn3322eBM2aWZUgGC8Bup5uIQXjKZg6GUtHIIY7zH5Z44HxnMgJSXcQnorJN9Ub2IR3Qv1etCdeEGteFB9aBLYlgfnyWY2DnHwdDfbgrOIbJDgdpQ2qYqHycIsBrF58MJgImfFUmcjw+3wnhsuYd1VihzDfySegmfrOvV9RiiN6lNyOBSqpSrgwFGSaTgKsJC3D4C3C7JarQPV7yWRIJJMJhzGEUntoWhnyQxRZPuUHdUVBUxRLdX7UkWnQEZrFH2E4y21o008jACodnKPDxMrw8NTxqdBV0+biAgOnE+qphfrFKsbmCdSZrcB5Oocowac6e6k2TRrtqio+cl1ulM8lr6SowAnpgSv+R8kRCaKK6XzmEUnTg5hpiwfOCPsEwtq66qX6eua6fafaY+u0pd5d59cDxMgVHsgckXnLTICAK4a4mRxjnSKMRyoHEOo0ji5BiiE+e0+QUZ3Eq1aqwa11a1KdjwkHqosCqcfNoutABG8dhyAVchmQ4CeKFLIvR0gAt\/RqeXck5HKMREQKzTYbDkqHPg6+r1U9WplG04WB1MvujxarydoknubYkchdE9QIRyFhGQChBGwMc0XbBgQSOkhEg0AiKJ8zHBoIohK7dWia5d2Fa1ba6ar1KrqNlQR9XJ+hSAUazTWeeCDEAjQG4Z\/yXnyTxzCQaTmDr3YBdJnI8ttheKIbqHtVnKe9Sea9Q1DVSDgqrgUrV0qBp6ojrRbBdpUwNGMWSljZ48aBYB\/AflgtM5pKT1EJ3YOYzxKIgkDtOJOT67h7Upyj+pn25VtxIiTMGGt9XbM9SM09XppogboQOMohMbQVKIOEdAqiI6xxAKYuQ3AqNIYlswelyTI0R4rBpLeNIr6pWn1dPr1LqGqqGtiWW2kcdhzCwY0luWEZDVaIQBOL5JqjIjSMYkIjpxmHWa6HX3sHZC+V\/17zg1DvszRZOuUFesV+svVZc6Iejqs8Aorz9XERbi9hHgdlNcCO3DFa8lhi6r\/INzakIhAgGRxPmAYFA9+uijPbhEkMGkyuqv+lNFeKPaSAmHw9RhHhynNSRgFOu0lxkUqLFRMkjiiZ1zXHJsOccwAQWRxGE6sddybK1Va+upehRNQgaTMvo+dV92w5NsrkXJsWUTKGmWAQSkAoQRkPE\/l7zTRpAU63RyGL1zdsY1uo\/qQ46O0qo0qbJyRQZriL0DY3KWSwu\/IyAVIIxwWCSxERjjERGdOMw67QU3\/b\/V34+qR6lg+K56l\/TR09V0hLGri8A4cWAU67RxVIVgeghIBYj0cIt4CtNCTqcgNAKCe0REEodZp3\/88Uf3sLZDmZoNVVQVCjY8qZ5crVZ3VB3tPOW1NsAoHlteY0pgx4MIkXhi59wnXY9UgHAOo+jEyTHMbgWIRWoRV8JYpLupbl+oL3CQTj5ir7aQChBe5UwQx0URIbkucc54qQDhHMMEFEQnDtOJs2J+QQY3UU1aqpblVXnCkwapQUVUEVe57jZxqQDhNsJC3z4CKMRSAcI+XPFaSmYP5xiKJLaLYYbjDj9Xn1O2ARlcQpX4UH04RU05Vh1rd6webpdhGD2MhAwt+wiwGuWuxDkbJNulcwxFEtvCMJMVIHDLGqAG1FA1DlQHUs2QnFn8bGuUudBIKkDkApeCMkapAGGE01IBwgiM8YiIdTrMOp2ZChAULjxZnTxBTXhJvfSmepOChq7yOPPEpQJE5jGXHuMhIBUgjKwNqYpoBEaRxMlhRCd2uwLER+qjxqoxFmnyRZOpo51ql3xYOdhCKkDkINN8O2SpAGGEtVj4xchvBMmYREQndg\/bMMqYo4er4WeqM8uqsivUihfUC4VUoQz1Ld0IAoKAIOAMAdwwpQKEMwgTPS2SOMw6zV2IG1hTN+l4dfwQNeQ59RwW6eqquhu9eIcmMMrxOYIdANKnT5\/GjRuf9f8\/AwYM8A7LfDwSEiaLC6Fz\/hIMJhUgnMMo1unkGGKdLly4cPJ2qbTAG+tsdTYFlHqpXpvV5qvV1ak8nattgVFybEUwb9++fU8++WSxYsVatmzZrFmzJk2a1KjhHx89L69UqQBhhDscaCiMaISUEIlGQHTiMJ34559\/NrVK9qv916hrGqgGRAlTSPg2ddtR6ihTxD1OBxhFJ47g0fr16\/lm6NChd99997333nv\/\/fd36dLF43z0x\/B+\/fVXMas6ZyXlHwoUEHnhHMjYFATZMFxMFRuZqWbiHf2B+oAfJqqJmKbdYqAn6ZqC0ZOTS3NQa9aswVRw3HHHpfm8PJYuAqxGsdCkC17+c+Qpk33tHMZ4FEQS5yPDdnV+EUJU0lnqrM6qM+kqSRzdRrVxj3mepQyM8u6L1olJAnr99ddXq1atfv36L7\/8smfZ57OBUY9ERIhznkoFCOcYJqAgkjgfHAyqTipA\/KJ+wQR9vjr\/RHXip+pT\/LMOVge7yjzPEpcKENGsWbFixY4dO37\/\/ferr74azfiSSy7BUu1ZDvppYMQTywWnc4aKx5ZzDBNQOEDu80LR2b17d9myZdNAfI6ac726Pk\/lvahebKQapUHBT4+kDaNvQCC3yerVq\/V0KOxat27duXPnEtjavHlz\/WXv3r1HjRq1Z8+ekiVLxpw1G7Nnz560EX3O4arAV07qCDnEkMe\/\/vprbF3GfVqdD8wfFAxI4l27dhEkQLQZxjeOn9iCePXgs8OvuNvxQiHPA0oSRypyiKMT6GbcOvDRzfiSP8VsBjWa0d5qBh1ec\/wPZehb1GhpNWM8NNCdWs3oi4HRjO95igHTjC0KNZ3Qgwb79+8vUaIEPVrNOE3j7kEznuJNSjMcQI4++mgaH3ngkYUOKTTvu3mvnfza5AKTW69v\/XSRp9VPKu+wPHWAwphDM\/7HzYH0NDwOEZLR88GZU1PDhBvajIXOFPgrbeg3ohljputQagzMakYX\/AlquhmUoa87jWjGm93iDtOhGQjQF2ho7vAU1KKbaWpWswS83rt3b7ly5ZhF9JKI4HUoE6N5bS2JaF5bTGTlRCwJ5sIEQ5lo8dpiol45EUsCMBkzc2RqEbwGDYs7EUsiJhO\/+uorApb0OwJ\/6QULFtSsWZPVxUjgETNdtWpVu3btJk2a1KhRIwajeU3Xy5cv10\/BtWeeeebaa6\/VdYTonZVZvnx5iKTB64glEcFEZqdXDiPRSyIpr62Vw5hD93Xo9te8jrlhdTO9YcEkKRPZSqHU9IaNyUTNazq1mLhp0yZ9PR+6\/RPsa9DQGxamxGwWsRMjmlncSbz97TPR2tcR3And1yyPeEykWbyXsx0m6nc4U\/7000+LFy\/OYtZLJWL7J+C13onR73CYCGX9zgndiZrXEUyMt2EjXs56KzFCvWH1WyIer0NfzqFM1BIhYl9b73DGxnGkSJEiZv3XDEhinWCdDyNjRzEBPvzAr1rhDv01pWbRj8ek5ryZvtRkIlu2bKlUqVJEL9avuhndHVjgwAJ5BahdePcBd7\/070tnHXzWo+rRun\/VVQXUX\/\/+lRiBUGoJgLLZLCU8zXInAbXNmzefeOKJzM7+knDORL3eNCAJqFlMNNUsJhNZSxgGtEzlpYBgmDBhQosWLbgk1lvjvffea9q06dKlS+vUqcNoLSJWNTDOBH379sWCrX0XaAAdPhljYiieZju1yesEnabExG3btiFCODEk3deuLgn38DTLnXjUvvnmG6QREksvYOedpsREj+xrzUT+NyuG\/1uZYp3Wr0stYlFlypQpY32T4AeSZFFLuJaqdY+6p5lqZueR4LTB6Fq6dGlx2rI4ztmck37btm1nzJihv+zatetbb73FzbFWvqM\/SGLcu0aMGOHcizA4Cy\/mTLFOcxKKh3PAwbE\/\/Z07d4IhZxr7j0hL+wiIx1Y+Vpzy7FSA2Ka2dVVdydGBTxa1HEQMR682YJSKsKGwYCIbOXLkzJkziSF+\/vnnL7roohdffHH06NEJxIM+IstB2f67LF5LqQDhHEMocCLUFyXycQMBkcT5qNqpADFGjTlFnbJdbaec8I3qRjdY4gOaUgEimokouFOnTt2+ffsjjzyCbODmGHnsA157fwra6cH745QRBhkBkcRh3E9gUN2qtl6iLrlKXfWAemCRWkQthyCvm8RzF7t0THw6dOiwePFiHIjmzZtHwktZPxlDQBakc6jxVJJgMOcwxqMgkjgfGSyB8SpAULmhhqqxS+1aopaIKpx0OUoFiKQQSYOMIYA\/rWS7dI42d+1YF5zTEQoxERBJHGad5j4vAqZpatqp6tR+qt9gNRhVuJ6qJyspKQLAKFpIUpSkQWYQwGtaLjidQy0VIJxjmICCSOK4OvH36nuSVmKRxidrg9ogqrD9hSg6sX2spKXbCIhObARhqQBhBEaxTtuC0fLswBxdQVX4RH1C7uhhalg5Vc7W89Lo\/xAQBxlZCN5BgNBPsdA4Z4dUgHCOoejEtjA88IADSx5acpVaVVPV7K\/636XuoprhSeokWw9LoxAEuE+Sd5+sCI8goPNPeWQwuTsMqQDhKu\/EOh0Cb54a+O3A2qo20nez2szd8IFKNnA6y494YgmETQc4ecYFBKQChBFQpQKEERjFOp0Exv9U4QI1n6n4zCg16mX1cilVylXc\/U1cPLb8zd\/cmp14bBnhF0nfyOFqhJQQiUZAdOL\/MHlWPYsqXElVWvvr2p6qpywUhwhI3KFDAOVxgwggQiTjm3M8EcMCo3MYRSeOjQA+Waep0waoASPUiKn\/Tj14r6RzM7DYePeJddoAjkLCBAIEE4sIcQ4kmVkpqeScjlCIiUCgdWIcpBHDJ6oTuRX+r7rwAXmHFY6djl9WT0oIULBFPLZSQkwau4cAF5wST+wcXjy2SLPlnI5QEEmcj8BStRQZPFANfEo99ap6tbj6r8DIv3n\/UjNHFopzBIBRdGLnMAoFIwhQ+xYjjRFSQSYiFSBc5X7gdOKf1E+UUWqoGlZWlTepTTeoGyx8UeMknZuR1SZRTEZgFCJGEJAoJiMw6rLrRkgJkWgEgiWJKWJYV9Xl\/4Vq4RQ1pZgqFoGI8frPwVxzAmMw+e7NWUtmDyN8kQoQRmCMRyQokvhX9SuqcBPVhKwda9SaRqpRNCIJKkC4ygP\/EZdsl\/7jae7O6Ndff5UKEM7ZJxUgnGOYgEIgJDEaMKow9RveUe+8qF48VMWuKILtJboChKvo+5W4xBP7lbO5OC+JJzbCNakAYQTGgOrEf6g\/eqgeLVVL6imRuyOmKmxBIzqxqaUmOrEpJIWOcwSkAoRzDKEgFSCMwBhESbxALThDnYEezL9JatLh6vCkUMoFZ1KI7DQQGO2gJG0yg4DcExvBWSpAGIExcJL4QfXgOeqcGqrGx+pjPKXtgIh1muh1Oy2lTWIEgFHcLGWReAQB8Z02wgipAGEExgBJ4l\/UL3eoO25Xt89VcyeoCYVUIZsIYp2mdIHNxtIsAQJSAUKWh3cQIJ5Y0q86Z4dUgHCOYQIKfvPYQvoSKDxGjZmv5p+rzk0JO9Q4kkOl9Ig0jomA5NiSheEdBCTHlhFeSAUIIzD6XyferrYjejupTt1Ut61qa3PVPA3gJNohDdCiHxEYjcAoRIwgwGqUjG\/OkZQKEM4x9L9OPEvNqq6qEzRMrPBD6qF4cUqJoWS7ihXLyGoDRnn3GUFSiDhHQJQ55xhCQSpAGIHRtzrxNrWtlWp1qbq0t+pN8izKOaSNl1in04Yu4kGxTptCUug4R0Cs084xhIJ4bBmB0Z+SeLlajne0VoWHqCEOkUKNkwoQDjHUj0sFCCMwChEjCEgFCCMw4oJ+0EEHGSElRKIRyGGPLSoK11P1LlYXv6feq6AqOOeuVIBwjqGmIBUgTCEpdJwjIFFMzjGEglSAMAKjr3Ti\/Wp\/W9V2gBpA6spn1bMGAZKUFEbAFBiNwChEjCAgmT2MwCgVIIzA6B9JPFqN5jJ4i9ryqfoUhdggOlinMWQZJBhYUsAoHluB5b7XJi4VIIxwRCpAGIHRD5KYOCUqKd2sbh6kBn2iPnHinBUTDswvhQsXdhXugBAHRsmxFRBee3+a+A+SqdH74\/T4CEUndpVBOXNPvFltrq1qH6+O\/1x9fqO68UB1oHFcpAKEKUilAoQpJIWOcwSkAoRzDKEg98RGYMxhnfhf9S\/ZK09Rp7RQLWaoGWVUGfcQEU3OCLYCoxEYhYgg4B0EChYsKL7T7rHD6zrxF+oLCho+r54ngeVkNdk9IPShTypAGEFYKkAYgVGIGEEAT34RIc6RlHhi5xgmoOBpSXynurOaqlZJVdqoNl6iLnEVCIhLBQhTCEsFCFNICh3nCEg8sXMMoXD44YcTD2aElBCJRsC7krir6jpMDaOY0nQ1vbAqnAHmSY4tUyBLji1TSAod5wggQkQndg4jeaf5OKcjFGIi4EVJvEwtO0udRVWlVWoVFR0yyTkpXWAEbYHRCIxCxAgCyA+JqXOOJJtaJLFzGONR8Jwkpq5wXVW3nCqHGKa+oXszj6bMdv3jjz8y2aNf+wJGeff5lbk5Ny+pAGGEZTh\/iHXaCJJe14n3qX2dVecn1BMUVnpZvUzAknvTjkkZ63ShQoUy3KkvuwNGcZ\/2JWdzcVJSAcII10iQIoqKESQ9LYnfUe8QLrxWrf1YfXy+Ot+9CSegLBUgTMEuFSBMISl0nCMgHlvOMYSCRDEZgdG71unv1HfUNCRWmH+r1eqT1cmuTjgBcdQ4Mb8YAR8YRSc2gqQQcY4AIuTAA80nAnI+sNyiIJk9XOVXlu+JSZjFrTCq8FK1lKBhNzJnpQSf+FimBFe8xgKjERiFiBEEEMNyLnSOpGS7dI5hAgrZlMSvqFfInIVbFs5ZdVQdV+dphzjW6Z9++slOS2mTGAFgFI8tWSQeQUAqQBhhhFSAMAKj56zTfVVfjNKD1eA5ak7WVWGNDgfno48+2lW4A0IcGEULCQivvT\/NI488UipAOGeT6MTOMfSWTrxX7W2gGpC9Eos0hZVcnV5KxFHjOD6n9Ig0jokAMIpOLGvDIwggQiTA3Tkv5J7YOYYeksTz1fyqqioD+kx95gWLdAQ0oskZWW0CoxEYhYgg4B0EcMMU04J77MjcPfHP6mfM0a1V696q9\/vq\/WPUMe7NKj3KUgEiPdyin5IKEKaQFDrOEZAKEM4xhAIVILAuGCElRKIRyJAk\/kB9UFPVXK\/WoxMPUoM8cjEcAYdUgDC1Q6QChCkkhY5zBCSe2DmGUJAcW0ZgjEckE5KYQg7kkW6sGnMxzP+uzscJcakA4QS90GelAoQpJIWOcwSkAoRzDKEgFSCMwJgdSfyr+hVb9E3qprFqLOHCh6nDXJ2Mc+KS4tw5hnrTGqGT00RWrlx5++23\/\/vvv9YsUM4efvjhdu3aDRgwYOfOnTk9uxwaPCwQ\/0Hn\/JL03c4xTEDBRZ14nVqHj\/RsNXuxWny5utzVaRghznaVixAjSAJjwN99X375ZYcOHV544QXLee23335r0aLFQw89hJVv2rRptWrV2rJlixG0hUhiBMiWLEdD54uEeGJJQegcxkzrxAvUglqq1nHqOPJn1Vf13ZuAQcpSAcIUmEGuAIEGNnfu3NNOO23r1q3lypWzIB0+fPiHH364evXqyZMnr127FgP+zTd7KITPFOs9SEfiiY0wBY8tqQBhBMmYRFzRie9R95yjzrlF3TJDzThSHene6M1SlgoQpvAMcgWI11577bzzzuvSpUvHjh33799vQTpx4sT27duXL1+eb\/Dm7d2795w5c0IbmAJf6EQgIB5bRpaEVIAwAmOGdOJf1C84Zz2lnnpLvUX+LFeHbpy4VIAwBWmQK0BUqFBh\/vz5w4YNK1KkyJ9\/\/qkhRRhs27atRo0aFsLVqlXj4o0vTWEudOIhIBUgjKyNAgUKSJ4AI0i6rhN\/pD4ia8dP6qcNakNz1dy9QbtHWUoXGME2yDDWrl27efP\/Fj9i2HpzkXSMT7FixSx4CxcuzM\/ff\/+9EcCFSAIEWI0iQpyvEBawdbJ0Tk0oRCBgzDr9mHqsoWp4kboIeVxSlcxFoDn0SbZLI4wDRsA0QsrjRHCBXvf\/P3v27Akdra7Ep2WARgPlzGqgv0kgIbQxEDu2xxHw\/vC43Qz1YPf+gL05Qs6OOG15c2w+GNUBzn1ct3679f6C9088auLIn0e2+bJNgcMK5B30X1Ej3HbwFwUj4vm4OISLeDCyK\/iev5I4jY9upl1trWZsGx7ke2x68ZrRWLs6x6QGBbqjU90MatQkiOhUe1RazRgn3SFCIMgbEPsqj\/NzaDO8Xmmmx4b\/Aq9a3QzvG06Lmhq98PbkDatJRTcjBS7teSqiGa9mvtHUsFvysZrxJ8bGFKAJZasZpOgXhxQ6ZSSMh+7oVDdjtGTYgAjNNOwQ182iqUHE4o5uBgg043GLiVCLaKalhaZGM4uJtCxZsiRj4\/F4TKQNcNlnYkxeRzBRU9OdMjCGpxeYHSbqZmDFHPXKgdcxmWhxhynccccdr776qn4R4IHVq1cvvSRQfzt37qxl9LfffgsHq1Spwl\/vvvtunmJVL1myhLtkLpXRoRmzZiL\/L1++XFNjJDh53XjjjTrFIGRLlChx7LHHokZH8zp0SUTwmiWhmWhnSVhMDOW1xlPzmkGG8lo3Y7vF24kR+zpVJoZu\/2he633N2FjSobyOYOL27dvLli3LIK1meovpZkzBJq915jjwpFP+j96weuXQjD+F7sQE+zpms+gNa5OJmpresBHbnynrt0Q8Joa+nC1eh76cWcnFixcvWrSoxcSYzfSrXi+JmNs\/4uVsZ0nonah5zfi14Ah960ZsWN0s4uVsk9cWE0Pf4aG8Bl4OJdw9mVU2DEjinn\/3nHXArFcOfOWsf876488\/VIH\/TvrwlXWvj6KMWP\/KtuQbMOJXnU88QTP9eNJmNqlFN2MwfPTYNKZsTgJLKleuHNppdDO9pSPGFtEswdRoyeNsNn3vEg8B+82sKSSFPWmnmjvOm23atKlSpUqMx20mxlxgSbkDr+0wMXEzzUT0YMvrqnTp0ryqNBeA8bLLLnv\/\/ffxoNZ4sq4aN248btw4JAq\/jh8\/vkePHqw3LSSsPcJLxJLETz755A033KA1acjyAuLl4pw7oTvRDjWPMDGU13rDxnyZRG\/YzZs3lypVijds9L62dmIoryNeWaE7MXEzOzvR5r42tRMtXvODftElfUvEezmzzll+CHhT7\/AETEyb1wn2tU1eJ2Winr7xCzgDkniL2lJcFS+kCvnARCBTEARMIXDllVfiumVl8LjiiivefPNNy4J97rnn7t69e82aNaa6EzqCgKsIWNLR1V4CS9zAZV4FVUHEcGAXkEw8HgKYCkOjuci3hSGU5B5Ys6+99tq33nrr8ccfF\/QEgVxBAGXRrD02VyaemXEakMSZGaj0IgjkFgKnn35669atrTFjrn\/vvfe4AenTp8+yZcumTJmCVM6tGcloBQFBwCUEDFinXRqZkBUEfIkAHh\/a9U8+goAgIAhoBEQSy0oQBAQBQUAQEASyiYBYp7OJvvQtCAgCgoAgIAiIJJY1IAgIAoKAICAIZBMBkcTZRF\/6FgQEAUFAEBAERBLLGhAEBAFBQBAQBLKJgEjibKIvfQsCgoAgIAgIAiKJZQ0IAoKAICAICALZREAkcTbRl74FAUFAEBAEBAGRxLIGBAFBQBAQBASBbCIgkjib6EvfgoAgIAgIAoKASGJZA4KAICAICAKCQDYREEmcTfSlb0FAEBAEBAFBQCSxrAFBQBAQBAQBQSCbCIgkzib60rcgIAgIAoKAIPD\/AASj54Ry36yYAAAAAElFTkSuQmCC\" style=\"z-index: 100;width: 4.12569in;height: 2.875in;width: 4.12569in;\" title=\"\" alt=\"\"\/><\/div><\/span><\/h2><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><p class=\"Normal\">&nbsp;<\/p><h2 class=\"P247\">&nbsp;<\/h2><h2 class=\"P248\">&nbsp;<\/h2><h2 class=\"P249\">&nbsp;<\/h2><h2 class=\"P250\"><span id=\"_Toc380690142\"\/><span>L\u00f8sning af 2. gradsuligheder<\/span><\/h2><p class=\"P251\"><span>Ved l\u00f8sning af 2. gradsuligheder, som jeg har et eksempel p\u00e5 herunder, l\u00f8ser vi det f\u00f8rst som en ulighed, hvor vi skal have 0 p\u00e5 h\u00f8jre side af ulighedstegnet. Herefter finder vi nulpunktet\/nulpunkterne, ved f\u00f8rst at finde diskriminanten,<\/span>&#x200b;&#x200b;&nbsp;<span>og derefter inds\u00e6tte<\/span>&#x200b;&#x200b;&nbsp;<span>D, A og B i nulpunktsformlen. Er 2. gradsfunktionen s\u00e5 st\u00f8rre end nul, som i mit eksempel herunder, s\u00e5 vil l\u00f8sningen v\u00e6re alle de x-v\u00e6rdier der ligger over nul. Mens det hvis 2. gradsfunktionen var mindre end nul, ville v\u00e6re alle x-v\u00e6rdierne under nul der ville v\u00e6re l\u00f8sningen. <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&emsp;<\/p><ul class=\"LFO9\" style=\"counter-reset: ulLFO9_1 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;text-align: justify !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P252\"><span>2x<\/span><span class=\"T253\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 7x + 5 &gt; x<\/span><span class=\"T254\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 3x + 2<\/span><\/p><\/li><\/ul><p class=\"P255\"><span>Det l\u00f8ses som en ulighed, hvor 0 skal <\/span>&#x200b;&#x200b;&nbsp;<span>st\u00e5 p\u00e5 h\u00f8jre side:<\/span><\/p><p class=\"P256\"><span>2x<\/span><span class=\"T257\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 7x + 5 - x<\/span><span class=\"T258\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 3x - 2 &gt; 0<\/span><\/p><p class=\"P259\"><span>Der reduceres:<\/span><\/p><p class=\"P260\"><span>X<\/span><span class=\"T261\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 4x + 3 &gt; 0<\/span>&#x200b;&#x200b;&nbsp;<\/p><p class=\"P262\">&nbsp;<\/p><div data-anchor-type=\"paragraph\" class=\"a39\" style=\"z-index: 100;height: 2.82986in;width: 4.0625in;\"><img src=\"data:image\/png;base64,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\" style=\"z-index: 100;width: 4.0625in;height: 2.82986in;width: 4.0625in;\" title=\"\" alt=\"\"\/><\/div><p class=\"P263\"><span>Nulpunkter:<\/span>&#x200b;&#x200b;&nbsp;<\/p><p class=\"P265\"><span>x<\/span><span class=\"T266\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 4x + 3 = 0<\/span><\/p><p class=\"P267\"><span>Vi finder A, B og C:<\/span><\/p><p class=\"P268\"><span>A = 1 B = -4, C = 3<\/span><\/p><p class=\"P269\"><span>Diskriminanten beregnes:<\/span><\/p><p class=\"P270\"><span>D = (-4)<\/span><span class=\"T271\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 4 * 1 * 3 = 4<\/span><\/p><p class=\"P272\"><span>De to nulpunkter findes:<\/span><\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"P273\"><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mi mathvariant=\"normal\">x<\/mml:mi><mml:mo>=<\/mml:mo><mml:mfrac><mml:mrow><mml:mo>-<\/mml:mo><mml:mo>(<\/mml:mo><mml:mo>-<\/mml:mo><mml:mn>4<\/mml:mn><mml:mo>)<\/mml:mo><mml:mo>\u00b1<\/mml:mo><mml:msqrt><mml:mn>4<\/mml:mn><\/mml:msqrt><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi mathvariant=\"normal\">*<\/mml:mi><mml:mn>1<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span>&#x200b;&#x200b;&nbsp;<span>=<\/span>&#x200b;&#x200b;&nbsp;<span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfrac><mml:mrow><mml:mn>4<\/mml:mn><mml:mi mathvariant=\"normal\">\u00a0<\/mml:mi><mml:mo>\u00b1<\/mml:mo><mml:mn>2<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span>&#x200b;&#x200b;&nbsp;<span>=<\/span>&#x200b;&#x200b;&nbsp;<span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfenced open=\"{\" close=\"\" separators=\"|\"><mml:mrow><mml:mtable><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mn>3<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mn>1<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><\/mml:mtable><\/mml:mrow><\/mml:mfenced><\/mml:math><\/span><\/span><\/p><p class=\"P274\"><span>Af grafen set:<\/span><\/p><p class=\"P275\"><span>X<\/span><span class=\"T276\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 4x + 3 &gt; 0 for x &lt; 1 eller x &gt; 3<\/span><\/p><h2 class=\"P277\">&nbsp;<\/h2><h2 class=\"P278\"><span id=\"_Toc380690143\"\/><span>Definitionsm\u00e6ngde<\/span>&#x200b;&#x200b;&nbsp;<span>og v\u00e6rdim\u00e6ngde<\/span><\/h2><p class=\"Normal\"><span>Definitionsm\u00e6ngden er det som x kan v\u00e6re. Det vil sige det angiver de v\u00e6rdier der kan s\u00e6ttes ind p\u00e5 x plads i en funktion.<\/span>&#x200b;&#x200b;&nbsp;<span>Dette<\/span>&#x200b;&#x200b;&nbsp;<span>angives som Dm(f).<\/span>&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;<\/p><p class=\"Normal\"><span>V\u00e6rdim\u00e6ngden er s\u00e5 det som<\/span>&#x200b;&#x200b;&nbsp;<span>y kan v\u00e6re.<\/span>&#x200b;&#x200b;&nbsp;<span>Dvs. har vi en 2. gradsfunktion<\/span>&#x200b;&#x200b;&nbsp;<span>som har<\/span>&#x200b;&#x200b;&nbsp;<span>et toppunkt der hedder (-2, 5),<\/span>&#x200b;&#x200b;&nbsp;<span>og<\/span>&#x200b;&#x200b;&nbsp;<span>som har en A v\u00e6rdi der er positiv(s\u00e5 vi f\u00e5r en glad parabel),<\/span>&#x200b;&#x200b;&nbsp;<span>s\u00e5 kan y v\u00e6re alt fra 5 til uendeligt, hvilket angives s\u00e5ledes: Vm(f) = [5;\u221e[.<\/span><\/p><h2 class=\"P279\"><span id=\"_Toc380690144\"\/><span>Monotoniforhold<\/span><\/h2><div data-anchor-type=\"paragraph\" class=\"a43\" style=\"z-index: 100;height: 2.38889in;width: 3.13542in;\"><img src=\"data:image\/png;base64,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\" style=\"z-index: 100;width: 3.13542in;height: 2.38889in;width: 3.13542in;\" title=\"\" alt=\"\"\/><\/div><p class=\"P280\"><span>Monotoniforhold handler om hvorn\u00e5r grafen er voksende\/aftagende. Som det ses af grafen herunder, der g\u00e5r igennem punkterne 1 og 4. s\u00e5 er grafen<\/span>&#x200b;&#x200b;&nbsp;<span>aftagende i intervallet ]-\u221e;2,5], og voksende i intervallet [2,5;\u221e[.<\/span><\/p><p class=\"P282\">&nbsp;<\/p><p class=\"P283\"><span>\u00a0<\/span><\/p><p class=\"P284\">&nbsp;<\/p><p class=\"P285\">&nbsp;<\/p><p class=\"P286\">&nbsp;<\/p><h2 class=\"P287\">&nbsp;<\/h2><h2 class=\"P288\">&nbsp;<\/h2><p class=\"Normal\">&nbsp;<\/p><h2 class=\"P289\"><span id=\"_Toc380690145\"\/><span>Specielle 2. gradsligninger<\/span><\/h2><p class=\"P290\"><span>Der kan forekomme to specielle former for 2. gradsligninger. B kan v\u00e6re lig nul, og C kan v\u00e6re lig nul.<\/span>&#x200b;&#x200b;&nbsp;<span>Er A lig nul, er der jo naturligvis ikke tale om en 2. gradsfunktion, men en 1. gradsfunktion.<\/span><\/p><ul class=\"LFO6\" style=\"counter-reset: ulLFO6_1 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;text-align: justify !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P291\"><span>I mit f\u00f8rste eksempel er B lig 0<\/span><\/p><\/li><\/ul><p class=\"P292\"><span>4x<\/span><span class=\"T293\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 16 = 0<\/span><\/p><p class=\"P294\"><span>Vi finder A, B og C<\/span><\/p><p class=\"P295\"><span>A = 4 <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>B = 0 <\/span>&nbsp;&#x200b;&#x200b;&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>C = -16\u00a0<\/span><\/p><p class=\"P296\"><span>Vi f\u00e5r<\/span>&#x200b;&#x200b;&nbsp;<span>4x<\/span><span class=\"T297\">2<\/span>&#x200b;&#x200b;&nbsp;<span>til at st\u00e5 alene p\u00e5 venstre side:<\/span><\/p><p class=\"P298\"><span>4x<\/span><span class=\"T299\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 16 = 0<\/span><\/p><p class=\"P300\"><span>4x<\/span><span class=\"T301\">2<\/span>&#x200b;&#x200b;&nbsp;<span>= 16<\/span><\/p><p class=\"P302\"><span>Der reduceres:<\/span><\/p><p class=\"P303\"><span>x<\/span><span class=\"T304\">2<\/span>&#x200b;&#x200b;&nbsp;<span>= 4<\/span><\/p><p class=\"P305\"><span>Vi finder nulpunkterne\/l\u00f8sningen:<\/span><\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"P306\"><span>x = \u00b1<\/span>&#x200b;&#x200b;&nbsp;<span>\u221a4 =<\/span>&#x200b;&#x200b;&nbsp;<span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfenced open=\"{\" close=\"\" separators=\"|\"><mml:mrow><mml:mtable><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mn>2<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mo>-<\/mml:mo><mml:mn>2<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><\/mml:mtable><\/mml:mrow><\/mml:mfenced><\/mml:math><\/span><\/span><\/p><p class=\"P307\"><span>\u00a0<\/span><\/p><ul class=\"LFO7\" style=\"counter-reset: ulLFO7_1 1;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;text-align: justify !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P308\"><span>I<\/span>&#x200b;&#x200b;&nbsp;<span>mit andet eksempel er C lig 0<\/span><\/p><\/li><\/ul><p class=\"P309\"><span>\u00a0-3x<\/span><span class=\"T310\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 27x = 0<\/span><\/p><p class=\"P311\"><span>Vi finder A, B og C<\/span><\/p><p class=\"P312\"><span>A = -3, B =<\/span>&#x200b;&#x200b;&nbsp;<span>27, C =<\/span>&#x200b;&#x200b;&nbsp;<span>0<\/span><\/p><p class=\"P313\"><span>x*(-3x+27) = 0<\/span><\/p><p class=\"P314\"><span>x = 0 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>v <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>-3x + 27 = 0<\/span><\/p><p class=\"P315\"><span>x = 0 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>v <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>-3x = -27<\/span><\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"P316\"><span>x = 0 <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>v <\/span>&nbsp;&#x200b;&#x200b;&#x200b;&#x200b;&nbsp;<span>x =<\/span>&#x200b;&#x200b;&nbsp;<span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfrac><mml:mrow><mml:mo>-<\/mml:mo><mml:mn>27<\/mml:mn><\/mml:mrow><mml:mrow><mml:mo>-<\/mml:mo><mml:mn>3<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span>&#x200b;&#x200b;&nbsp;<span>= 9<\/span><\/p><p class=\"P317\"><span>\u00a0For at tjekke om det passer, kan vi fx inds\u00e6tte 9 p\u00e5 x plads:<\/span><\/p><p class=\"P318\"><span>-3 * 9<\/span><span class=\"T319\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 27 * 9 = 0<\/span><\/p><p class=\"P320\"><span>-243 + 243 = 0<\/span>&#x200b;&#x200b;&nbsp;<\/p><p class=\"P321\">&nbsp;<\/p><h1 class=\"Overskrift1\"><span id=\"_Toc380690146\"\/><span>Opgaver<\/span><\/h1><p class=\"Normal\"><span>Opgavebeskrivelse:<\/span><\/p><p class=\"P322\"><span>En virksomhed producerer specialbatterier til modelskibe, og en unders\u00f8gelse af markedet har vist f\u00f8lgende sammenh\u00e6ng mellem afs\u00e6tningen i stk (x) og prisen i kroner for et batteri (f(x)).<\/span><\/p><div class=\"dxoResponsiveTable\"><table class=\"Table323\"><colgroup><col class=\" TableColumn324\" data-colwidth=\"0.9694\" data-colwidthunits=\"in\"\/><col class=\" TableColumn325\" data-colwidth=\"0.9701\" data-colwidthunits=\"in\"\/><col class=\" TableColumn326\" data-colwidth=\"0.9701\" data-colwidthunits=\"in\"\/><col class=\" TableColumn327\" data-colwidth=\"0.9701\" data-colwidthunits=\"in\"\/><col class=\" TableColumn328\" data-colwidth=\"0.9701\" data-colwidthunits=\"in\"\/><col class=\" TableColumn329\" data-colwidth=\"0.9701\" data-colwidthunits=\"in\"\/><\/colgroup><tr class=\"TableRow330\"><td class=\"TableCell331\"><p class=\"P332\"><span>Afs\u00e6tning i stk.<\/span><\/p><\/td><td class=\"TableCell333\"><p class=\"P334\"><span>10<\/span><\/p><\/td><td class=\"TableCell335\"><p class=\"P336\"><span>20<\/span><\/p><\/td><td class=\"TableCell337\"><p class=\"P338\"><span>50<\/span><\/p><\/td><td class=\"TableCell339\"><p class=\"P340\"><span>100<\/span><\/p><\/td><td class=\"TableCell341\"><p class=\"P342\"><span>600<\/span><\/p><\/td><\/tr><tr class=\"TableRow343\"><td class=\"TableCell344\"><p class=\"P345\"><span>Pris i kr. pr. stk.<\/span><\/p><\/td><td class=\"TableCell346\"><p class=\"P347\"><span>790<\/span><\/p><\/td><td class=\"TableCell348\"><p class=\"P349\"><span>780<\/span><\/p><\/td><td class=\"TableCell350\"><p class=\"P351\"><span>750<\/span><\/p><\/td><td class=\"TableCell352\"><p class=\"P353\"><span>700<\/span><\/p><\/td><td class=\"TableCell354\"><p class=\"P355\"><span>200<\/span><\/p><\/td><\/tr><\/table><\/div><p class=\"Normal\">&nbsp;<\/p><ul class=\"LFO12\" style=\"counter-reset: ulLFO12_1 0;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;color: #FFFFFF;mleft: 0.5in !important;text-align: justify !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P356\">&nbsp;<\/p><\/li><\/ul><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"P357\"><span>Ved produktion af batterierne har virksomheden variable omkostninger p\u00e5 kr. 100 pr. batteri samt en fast omkostning p\u00e5<\/span>&#x200b;&#x200b;&nbsp;<span>50.000,-<\/span>&#x200b;&#x200b;&nbsp;<span>kr.<\/span><\/p><p class=\"P358\">&nbsp;<\/p><ul class=\"LFO12\" style=\"counter-reset: ulLFO12_1 1;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;font-weight: bold;mleft: 0.5in !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P359\"><span>Bestem forskriften for prisen f(x), som en funktion af afs\u00e6tningen<\/span><\/p><\/li><\/ul><p class=\"Listeafsnit\"><span>Vi finder a:<\/span><\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"Listeafsnit\"><span>a =<\/span>&#x200b;&#x200b;&nbsp;<span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfrac><mml:mrow><mml:mn>780<\/mml:mn><mml:mo>-<\/mml:mo><mml:mn>790<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>20<\/mml:mn><mml:mo>-<\/mml:mo><mml:mn>10<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span>&#x200b;&#x200b;&nbsp;<span>=<\/span>&#x200b;&#x200b;&nbsp;<span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfrac><mml:mrow><mml:mo>-<\/mml:mo><mml:mn>10<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>10<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T360\">&#x200b;&#x200b;&nbsp;= -1<\/span><\/p><p class=\"P361\"><span>Vi finder b:<\/span><\/p><p class=\"Listeafsnit\"><span class=\"T362\">b = 790 - (-1)*10 = 800<\/span>&#x200b;&#x200b;&nbsp;<\/p><p class=\"Listeafsnit\"><span>Og nu kan vi lave funktionen:<\/span><\/p><div data-anchor-type=\"paragraph\" class=\"a48\" style=\"z-index: 100;height: 2.0625in;width: 3.97917in;\"><img src=\"data:image\/gif;base64,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\" style=\"z-index: 100;width: 3.97917in;height: 2.0625in;width: 3.97917in;\" title=\"\" alt=\"WordMat|1.02|||||-1105,9|1105,9|||-x+800|x|||-1||x|||-1||x|||-1||x|||-1||x|||-1||x|||-1|||||||||||||||||||False|False|1,2|1,2|||True|False|False|True|\"\/><\/div><p class=\"Listeafsnit\"><span>f(x) = -x + 800<\/span><\/p><p class=\"Normal\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><ul class=\"LFO12\" style=\"counter-reset: ulLFO12_1 2;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;font-weight: bold;mleft: 0.5in !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P364\"><span>Bestem oms\u00e6tningen g(x) som pris gange m\u00e6ngde<\/span><\/p><\/li><\/ul><p class=\"Listeafsnit\"><span>g(x) = x * (-x + 800) = -<\/span>&#x200b;&#x200b;&nbsp;<span>x<\/span><span class=\"T365\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 800x<\/span><\/p><div data-anchor-type=\"paragraph\" class=\"a49\" style=\"z-index: 100;height: 2.02083in;width: 3.77083in;\"><img src=\"data:image\/gif;base64,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\" style=\"z-index: 100;width: 3.77083in;height: 2.02083in;width: 3.77083in;\" title=\"\" alt=\"WordMat|1.02|||||-235,1688|988,2833|||-x^2+800x|x|||-1||x|||-1||x|||-1||x|||-1||x|||-1||x|||-1|||||||||||||||||||False|False|1,2|1,2|||True|False|False|True|\"\/><\/div><p class=\"Listeafsnit\"\/><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><ul class=\"LFO12\" style=\"counter-reset: ulLFO12_1 3;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;font-weight: bold;mleft: 0.5in !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P367\"><span>Beregning <\/span>&#x200b;&#x200b;&nbsp;<span>af toppunkt<\/span>&#x200b;&#x200b;&nbsp;<span>i g(x), hvilket er<\/span>&#x200b;&#x200b;&nbsp;<span>den st\u00f8rst mulige oms\u00e6tning<\/span><\/p><\/li><\/ul><p class=\"P368\"><span>g(x) = -x<\/span><span class=\"T369\">2&#x200b;&#x200b;&nbsp;<\/span><span>+ 800x<\/span>&emsp;<\/p><p class=\"Listeafsnit\"><span>Vi finder A, B og C:<\/span><\/p><p class=\"Listeafsnit\"><span>A = 1, B = 800, C = 0<\/span><\/p><p class=\"Listeafsnit\"><span>Beregning af diskriminanten:<\/span><\/p><p class=\"Listeafsnit\"><span>D = 800<\/span><span class=\"T370\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 4 * 1 * 0 = 640.000<\/span><\/p><p class=\"Listeafsnit\"><span>Beregning af toppunktet:<\/span><\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"Listeafsnit\"><span>T =<\/span>&#x200b;&#x200b;&nbsp;<span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mo>(<\/mml:mo><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mn>800<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi>*<\/mml:mi><mml:mn>1<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T371\">,&#x200b;&#x200b;&nbsp;<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mn>640.000<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>4<\/mml:mn><mml:mi>*<\/mml:mi><mml:mn>1<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T372\">) = (400, 160.000)<\/span><\/p><p class=\"Listeafsnit\"><span>Det vil sige at den st\u00f8rst mulige oms\u00e6tning er p\u00e5 160.000, hvilket f\u00e5s ved en afs\u00e6tning p\u00e5 400. Alts\u00e5 er x afs\u00e6tningen og y er oms\u00e6tningen.<\/span><\/p><p class=\"Listeafsnit\"><span>Skal man finde den dertil svarende enhedspris for varen, inds\u00e6tter man 400 p\u00e5 x plads i prisfunktionen f(x) = -x + 800:<\/span><\/p><p class=\"Listeafsnit\"><span>f(400) = -400+800 = 400<\/span><\/p><p class=\"Normal\">&nbsp;<\/p><ul class=\"LFO12\" style=\"counter-reset: ulLFO12_1 4;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;font-weight: bold;mleft: 0.5in !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P373\"><span>Bestem forskriften for<\/span>&#x200b;&#x200b;&nbsp;<span>de samlede omkostninger,<\/span>&#x200b;&#x200b;&nbsp;<span>som vi kalder h(x)<\/span><\/p><\/li><\/ul><p class=\"Listeafsnit\"><span>h(x) = 100x + 50.000<\/span><\/p><p class=\"P374\">&nbsp;<\/p><ul class=\"LFO12\" style=\"counter-reset: ulLFO12_1 5;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;mleft: 0.5in !important;\"><div data-anchor-type=\"paragraph\" class=\"a52\" style=\"z-index: 100;height: 1.96875in;width: 3.45833in;\"><img src=\"data:image\/gif;base64,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\" style=\"z-index: 100;width: 3.45833in;height: 1.96875in;width: 3.45833in;\" title=\"\" alt=\"WordMat|1.02|||||-147,8636|876,1429|||-x^2+800x|x|||-1|100x+50.000|x|||-1||x|||-1||x|||-1||x|||-1||x|||-1|||||||||||||||||||False|False|1,2|1,2|||True|False|False|True|\"\/><\/div><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P375\"><span class=\"T377\">En graf der viser forskriften for oms\u00e6tning(g(x)), og forskriften for de samlede omkostninger(h(x))<\/span><\/p><\/li><\/ul><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><ul class=\"LFO12\" style=\"counter-reset: ulLFO12_1 6;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;font-weight: bold;mleft: 0.5in !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P378\"><span>Forskriften for overskuddet, denne kalder vi<\/span>&#x200b;&#x200b;&nbsp;<span>n(x)<\/span><\/p><\/li><\/ul><p class=\"P379\"><span>n(x) = g(x) - h(x)<\/span><\/p><p class=\"Listeafsnit\"><span class=\"T380\">n(x) = -x<\/span><span class=\"T381\">2<\/span><span class=\"T382\">&#x200b;&#x200b;&nbsp;+ 800x - (100x + 50.000)<\/span><\/p><p class=\"Listeafsnit\"><span class=\"T383\">n(x) = -x<\/span><span class=\"T384\">2<\/span><span class=\"T385\">&#x200b;&#x200b;&nbsp;+ 700x - 50.000<\/span><\/p><div data-anchor-type=\"paragraph\" class=\"a53\" style=\"z-index: 100;height: 1.91667in;width: 3.46875in;\"><img src=\"data:image\/gif;base64,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\" style=\"z-index: 100;width: 3.46875in;height: 1.91667in;width: 3.46875in;\" title=\"\" alt=\"WordMat|1.02|||||-144,6613|860,7891|||-x^2+800x|x|||-1|100x+50000|x|||-1|-x^2+700x-50000|x|||-1||x|||-1||x|||-1||x|||-1|||||||||||||||||||False|False|1,2|1,2|||True|False|False|True|\"\/><\/div><p class=\"Listeafsnit\"\/><p class=\"P387\">&nbsp;<\/p><p class=\"P388\">&nbsp;<\/p><p class=\"P389\">&nbsp;<\/p><p class=\"P390\">&nbsp;<\/p><p class=\"P391\">&nbsp;<\/p><p class=\"P392\">&nbsp;<\/p><ul class=\"LFO12\" style=\"counter-reset: ulLFO12_1 7;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;font-weight: bold;mleft: 0.5in !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P393\"><span>Beregning af den<\/span>&#x200b;&#x200b;&nbsp;<span>st\u00f8rst mulige nettofortjeneste, hvilket er<\/span>&#x200b;&#x200b;&nbsp;<span>toppunktet i n(x)<\/span><\/p><\/li><\/ul><p class=\"Listeafsnit\"><span>-x<\/span><span class=\"T394\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 700x - 50.000<\/span><\/p><p class=\"Listeafsnit\"><span>Vi finder A, B og C:<\/span><\/p><p class=\"Listeafsnit\"><span>A = -1, B = 700, C = 50.000<\/span><\/p><p class=\"Listeafsnit\"><span>Beregning af diskriminanten:<\/span><\/p><p class=\"Listeafsnit\"><span>D = 700<\/span><span class=\"T395\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 4 * (-1) * (-50.000) = 290.000<\/span><\/p><p class=\"Listeafsnit\"><span>Vi finder toppunktet:<\/span><\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"Listeafsnit\"><span>T =<\/span>&#x200b;&#x200b;&nbsp;<span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mn>700<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi>*<\/mml:mi><mml:mo>(<\/mml:mo><mml:mo>-<\/mml:mo><mml:mn>1<\/mml:mn><mml:mo>)<\/mml:mo><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T396\">,&#x200b;&#x200b;&nbsp;<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mo>-<\/mml:mo><mml:mfrac><mml:mrow><mml:mn>290.000<\/mml:mn><\/mml:mrow><mml:mrow><mml:mn>4<\/mml:mn><mml:mi>*<\/mml:mi><mml:mfenced separators=\"|\"><mml:mrow><mml:mo>-<\/mml:mo><mml:mn>1<\/mml:mn><\/mml:mrow><\/mml:mfenced><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T397\">&#x200b;&#x200b;&nbsp;= (350,72.500)<\/span><\/p><p class=\"Listeafsnit\"><span>Det vil sige at den st\u00f8rst mulige nettofortjeneste er p\u00e5 72.500, og den f\u00e5s ved et salg p\u00e5 350.<\/span><\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\"><span>Beregning af nulpunktsoms\u00e6tningen:<\/span><\/p><p class=\"Listeafsnit\"><span>-x<\/span><span class=\"T398\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 700x - 50.000<\/span><\/p><p class=\"Listeafsnit\"><span>Vi finder A, B og C:<\/span><\/p><p class=\"Listeafsnit\"><span>A = -1, B = 700, C = 50.000<\/span><\/p><p class=\"Listeafsnit\"><span>Beregning af diskriminanten:<\/span><\/p><p class=\"Listeafsnit\"><span>D = 700<\/span><span class=\"T399\">2<\/span>&#x200b;&#x200b;&nbsp;<span>- 4 * (-1) * (-50.000) = 290.000<\/span><\/p><p class=\"Listeafsnit\"><span>Nulpunkter:<\/span><\/p><p xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"Listeafsnit\"><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mi>x<\/mml:mi><mml:mo>=<\/mml:mo><mml:mfrac><mml:mrow><mml:mo>-<\/mml:mo><mml:mn>700<\/mml:mn><mml:mo>\u00b1<\/mml:mo><mml:msqrt><mml:mn>290.000<\/mml:mn><\/mml:msqrt><\/mml:mrow><mml:mrow><mml:mn>2<\/mml:mn><mml:mi>*<\/mml:mi><mml:mo>(<\/mml:mo><mml:mo>-<\/mml:mo><mml:mn>1<\/mml:mn><mml:mo>)<\/mml:mo><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T400\">&#x200b;&#x200b;&nbsp;=&#x200b;&#x200b;&nbsp;<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfrac><mml:mrow><mml:mo>-<\/mml:mo><mml:mn>700<\/mml:mn><mml:mo>\u00b1<\/mml:mo><mml:mn>538,52<\/mml:mn><\/mml:mrow><mml:mrow><mml:mo>-<\/mml:mo><mml:mn>2<\/mml:mn><\/mml:mrow><\/mml:mfrac><\/mml:math><\/span><\/span><span class=\"T401\">&#x200b;&#x200b;&nbsp;=&#x200b;&#x200b;&nbsp;<\/span><span><span xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" class=\"doxMathFormula\"><mml:math xmlns:mml=\"http:\/\/www.w3.org\/1998\/Math\/MathML\" xmlns:m=\"http:\/\/schemas.openxmlformats.org\/officeDocument\/2006\/math\"><mml:mfenced open=\"{\" close=\"\" separators=\"|\"><mml:mrow><mml:mtable><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mn>80,74<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><mml:mtr><mml:mtd><mml:mrow><mml:maligngroup\/><mml:mn>619,29<\/mml:mn><\/mml:mrow><\/mml:mtd><\/mml:mtr><\/mml:mtable><\/mml:mrow><\/mml:mfenced><\/mml:math><\/span><\/span><\/p><p class=\"Listeafsnit\"><span>Dvs. L = ]80,74;619,29[<\/span>&emsp;<span>eller<\/span>&#x200b;&#x200b;&nbsp;&emsp;&#x200b;&#x200b;&nbsp;<span>80,74 &lt; x &lt; 619,29<\/span><\/p><p class=\"Listeafsnit\"><span>Hvilket vil sige, at i intervallet 80,74 til 619,29 p\u00e5 x-aksen er der overskud.<\/span>&#x200b;&#x200b;&nbsp;<span>Er x s\u00e5 under 80,74, eller over 619,29 er der underskud.<\/span><\/p><p class=\"Listeafsnit\">&nbsp;<\/p><ul class=\"LFO12\" style=\"counter-reset: ulLFO12_1 8;\"><li style=\"color: initial; font-family: initial;hyphenate: false;hyphenate: false;font-weight: bold;mleft: 0.5in !important;\"><p style=\"display: table-cell;margin-left:0 !important;text-indent: 0 !important;\" class=\"P402\"><span>Beregning af den pris der giver den st\u00f8rste nettofortjeneste, hvilket er<\/span>&#x200b;&#x200b;&nbsp;<span>enhedsprisen<\/span><\/p><\/li><\/ul><p class=\"Listeafsnit\"><span>Denne beregnes ved at tage funktionen for pris som hedder -x + 800, og inds\u00e6tte 350(x-v\u00e6rdien fra toppunktet til den st\u00f8rst mulige nettofortjeneste) p\u00e5 x plads:<\/span><\/p><p class=\"Listeafsnit\"><span>f(350) = -350+800 = 450<\/span><\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\"><span>Enhedsprisen kan dog ogs\u00e5 beregnes ved at bruge g(x), som var forskriften for oms\u00e6tningen,<\/span>&#x200b;&#x200b;&nbsp;<span>og s\u00e5 inds\u00e6tte 350 p\u00e5 x plads:<\/span><\/p><p class=\"Listeafsnit\"><span>g(x) =<\/span>&#x200b;&#x200b;&nbsp;<span>-x<\/span><span class=\"T403\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 800x<\/span><\/p><p class=\"Listeafsnit\"><span>g(350) = -350<\/span><span class=\"T404\">2<\/span>&#x200b;&#x200b;&nbsp;<span>+ 800 * 350 = 157.500<\/span><\/p><p class=\"Listeafsnit\"><span>Dette resultat divideres s\u00e5 med 350(som var afs\u00e6tningen):<\/span><\/p><p class=\"Listeafsnit\"><span>157.500\/350 = 450<\/span><\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"Listeafsnit\">&nbsp;<\/p><p class=\"P405\">&nbsp;<\/p><\/div><\/section><script>(function( $ ) {\n    \/\/footnotes\n    $('.defaultNote').children(\":first\").css('cursor', 'pointer');\n    $('.defaultNote').children(\":first\").click(function(){\n        var gotoID = '#' + $(this).parent().attr('id');\n        $('html, body').animate(\n            {\n              scrollTop: $('a[href=\"' + gotoID + '\"]').offset().top - 60,\n            },\n            250,\n            'linear'\n          )\n    });\n}(jQuery));\n\n\n<\/script><script>\nvar numFormat = \",.\";\n(function( $ ) {\n    \"use strict\";\n    \/\/do some cleaning on load\n    var sortCells = $('td[data-sorting], th[data-sorting]');\n    sortCells.each(function(){\n        var first = $(this).text().trim().charAt(0);\n        if (first == '@'){\n            var oldHTML = $(this).html();\n            var newHTML = oldHTML.replace('@', '');\n            $(this).html(newHTML);\n        } \n    });\n    function sortingTable(node, pos, ordBy){\n        var rows = node.children('tbody').children('tr').get();\n\n        rows.sort(function(a, b) {\n\n        var X = $(a).children('td').eq(pos).text().toUpperCase();\n        var Y = $(b).children('td').eq(pos).text().toUpperCase();\n        \n        if (numFormat != '.,'){\n            \/\/we are dealing with a different locale and we need to do some \n            \/\/transformation in numbers\n            X = convert2number(X);\n            Y = convert2number(Y);\n        } else {\n            X = X.replace(\/,\/g, '').replace(\/ \/g, '');\n            Y = Y.replace(\/,\/g, '').replace(\/ \/g, '');\n        }\n        var currencies = ['$', '\u00a5', '\u00a3', '\u20ac'];\n        var arrayLength = currencies.length;\n        var XX = X;\n        var YY = Y;\n        for (var i = 0; i < arrayLength; i++) {\n            XX = XX.replace(currencies[i], '');\n            YY = YY.replace(currencies[i], '');\n        }\n        if (!isNaN(XX) && !isNaN(YY)){\n            var floatXX = parseFloat(XX);\n            var floatYY = parseFloat(YY);\n            return -(floatYY-floatXX) * ordBy;\n        } else if (!isNaN(XX) && isNaN(YY)){\n            return -1 * ordBy;\n        } else if (isNaN(XX) && !isNaN(YY)){\n            return ordBy;\n        } else {\n            if(X < Y) {\n                return -1 * ordBy;\n            }\n            if(X > Y) {\n                return 1 * ordBy;\n            }\n            return 0;\n        }\n      });\n\n      $.each(rows, function(index, row) {\n        node.children('tbody').append(row);\n      });\n    }\n    \n    function removeTableCellDecoration() {\n        $(\"td[data-sorting], th[data-sorting]\").removeClass('sortDecorator');    \n    }\n    \n    \/\/unbind the click event just in case we are loading more than one document\n    $(\"td[data-sorting], th[data-sorting]\").off('click');\n    $(\"td[data-sorting], th[data-sorting]\").click(function(){\n        removeTableCellDecoration();\n        $(this).addClass('sortDecorator');\n        \/\/get desired ordering\n        var ordering = $(this).attr('data-sortOrdering');\n        if (ordering == 'ASC'){\n            var ordBy = -1;\n            $(this).attr('data-sortOrdering', 'DESC');\n        } else {\n            var ordBy = 1;\n            $(this).attr('data-sortOrdering', 'ASC');\n        }\n        var cellPosition = $(this).prevAll().length;\n        var table = $(this).parents('table:first');\n        sortingTable(table, cellPosition, ordBy);\n    });  \n    \n    function convert2number(str) {\n        str = str.trim();\n        if (str.match(\/^\\d+\/)) {\n            \/\/we have to take special care when the thousand separators are '.'\n            var result_0 = str.replace(\/\\.\/g, '_@_');\n            var result_1 = result_0.replace(window.numFormat[0], '.');\n            var result = result_1.replace(\/_@_\/g, '');\n            result .replace(\/ \/g, '');\n            return result;\n        } else {\n            return str;\n        }\n        \n    }\n    \n}(jQuery));\n\n\n<\/script><\/div><\/html>\n\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":1,"featured_media":0,"parent":24,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v16.5 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>2. Gradsfunktioner - HHX opgaver og notater<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/rentabilitet.dk\/opgaver\/matematik\/2-gradsfunktioner\/\" \/>\n<meta property=\"og:locale\" content=\"da_DK\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"2. Gradsfunktioner - HHX opgaver og notater\" \/>\n<meta property=\"og:url\" content=\"https:\/\/rentabilitet.dk\/opgaver\/matematik\/2-gradsfunktioner\/\" \/>\n<meta property=\"og:site_name\" content=\"HHX opgaver og notater\" \/>\n<meta name=\"twitter:card\" content=\"summary\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"WebSite\",\"@id\":\"https:\/\/rentabilitet.dk\/opgaver\/#website\",\"url\":\"https:\/\/rentabilitet.dk\/opgaver\/\",\"name\":\"HHX opgaver og notater\",\"description\":\"F\\u00e5 adgang til 12-tals opgaver samt notater fra forhenv\\u00e6rende hhx elever. Helt gratis.\",\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":\"https:\/\/rentabilitet.dk\/opgaver\/?s={search_term_string}\",\"query-input\":\"required name=search_term_string\"}],\"inLanguage\":\"da-DK\"},{\"@type\":\"WebPage\",\"@id\":\"https:\/\/rentabilitet.dk\/opgaver\/matematik\/2-gradsfunktioner\/#webpage\",\"url\":\"https:\/\/rentabilitet.dk\/opgaver\/matematik\/2-gradsfunktioner\/\",\"name\":\"2. Gradsfunktioner - HHX opgaver og notater\",\"isPartOf\":{\"@id\":\"https:\/\/rentabilitet.dk\/opgaver\/#website\"},\"datePublished\":\"2016-12-22T19:23:23+00:00\",\"dateModified\":\"2016-12-22T19:23:23+00:00\",\"breadcrumb\":{\"@id\":\"https:\/\/rentabilitet.dk\/opgaver\/matematik\/2-gradsfunktioner\/#breadcrumb\"},\"inLanguage\":\"da-DK\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\/\/rentabilitet.dk\/opgaver\/matematik\/2-gradsfunktioner\/\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\/\/rentabilitet.dk\/opgaver\/matematik\/2-gradsfunktioner\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Hjem\",\"item\":\"https:\/\/rentabilitet.dk\/opgaver\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Matematik\",\"item\":\"https:\/\/rentabilitet.dk\/opgaver\/matematik\/\"},{\"@type\":\"ListItem\",\"position\":3,\"name\":\"2. Gradsfunktioner\"}]}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","_links":{"self":[{"href":"https:\/\/rentabilitet.dk\/opgaver\/wp-json\/wp\/v2\/pages\/216"}],"collection":[{"href":"https:\/\/rentabilitet.dk\/opgaver\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/rentabilitet.dk\/opgaver\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/rentabilitet.dk\/opgaver\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/rentabilitet.dk\/opgaver\/wp-json\/wp\/v2\/comments?post=216"}],"version-history":[{"count":1,"href":"https:\/\/rentabilitet.dk\/opgaver\/wp-json\/wp\/v2\/pages\/216\/revisions"}],"predecessor-version":[{"id":218,"href":"https:\/\/rentabilitet.dk\/opgaver\/wp-json\/wp\/v2\/pages\/216\/revisions\/218"}],"up":[{"embeddable":true,"href":"https:\/\/rentabilitet.dk\/opgaver\/wp-json\/wp\/v2\/pages\/24"}],"wp:attachment":[{"href":"https:\/\/rentabilitet.dk\/opgaver\/wp-json\/wp\/v2\/media?parent=216"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}