4710 lines
662 KiB
HTML
4710 lines
662 KiB
HTML
<!DOCTYPE html>
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<html lang="en">
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<head>
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<meta charset="UTF-8">
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<meta name="viewport" content="width=device-width, initial-scale=1.0">
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<title>Interactive BOM for KiCAD</title>
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<style type="text/css">
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:root {
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--pcb-edge-color: black;
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--pad-color: #878787;
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--pad-hole-color: #CCCCCC;
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--pad-color-highlight: #D04040;
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--pad-color-highlight-both: #D0D040;
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--pad-color-highlight-marked: #44a344;
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--pin1-outline-color: #ffb629;
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--pin1-outline-color-highlight: #ffb629;
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--pin1-outline-color-highlight-both: #fcbb39;
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--pin1-outline-color-highlight-marked: #fdbe41;
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--silkscreen-edge-color: #aa4;
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--silkscreen-polygon-color: #4aa;
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--silkscreen-text-color: #4aa;
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--fabrication-edge-color: #907651;
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--fabrication-polygon-color: #907651;
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--fabrication-text-color: #a27c24;
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--track-color: #def5f1;
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--track-color-highlight: #D04040;
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--zone-color: #def5f1;
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--zone-color-highlight: #d0404080;
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}
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html,
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body {
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margin: 0px;
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height: 100%;
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font-family: Verdana, sans-serif;
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}
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.dark.topmostdiv {
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--pcb-edge-color: #eee;
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--pad-color: #808080;
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--pin1-outline-color: #ffa800;
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--pin1-outline-color-highlight: #ccff00;
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--track-color: #42524f;
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--zone-color: #42524f;
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background-color: #252c30;
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color: #eee;
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}
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button {
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background-color: #eee;
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border: 1px solid #888;
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color: black;
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height: 44px;
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width: 44px;
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text-align: center;
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text-decoration: none;
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display: inline-block;
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font-size: 14px;
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font-weight: bolder;
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}
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.dark button {
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/* This will be inverted */
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background-color: #c3b7b5;
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}
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button.depressed {
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background-color: #0a0;
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color: white;
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}
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.dark button.depressed {
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/* This will be inverted */
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background-color: #b3b;
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}
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button:focus {
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outline: 0;
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}
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button#tb-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#lr-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
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}
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button#bom-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-grouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-ungrouped-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#bom-netlist-btn {
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background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
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}
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button#copy {
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background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
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background-position: 6px 6px;
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background-repeat: no-repeat;
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background-size: 26px 26px;
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border-radius: 6px;
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height: 40px;
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width: 40px;
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margin: 10px 5px;
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}
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button#copy:active {
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box-shadow: inset 0px 0px 5px #6c6c6c;
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}
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textarea.clipboard-temp {
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position: fixed;
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top: 0;
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left: 0;
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width: 2em;
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height: 2em;
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padding: 0;
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border: None;
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outline: None;
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box-shadow: None;
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background: transparent;
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}
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.left-most-button {
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border-right: 0;
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border-top-left-radius: 6px;
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border-bottom-left-radius: 6px;
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}
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.middle-button {
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border-right: 0;
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}
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.right-most-button {
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border-top-right-radius: 6px;
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border-bottom-right-radius: 6px;
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}
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.button-container {
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font-size: 0;
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margin: 0.4rem 0.4rem 0.4rem 0;
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}
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.dark .button-container {
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filter: invert(1);
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}
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.button-container button {
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background-size: 32px 32px;
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background-position: 5px 5px;
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background-repeat: no-repeat;
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}
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@media print {
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.hideonprint {
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display: none;
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}
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}
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canvas {
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cursor: crosshair;
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}
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canvas:active {
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cursor: grabbing;
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}
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.fileinfo {
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width: 100%;
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max-width: 1000px;
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border: none;
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padding: 3px;
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}
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.fileinfo .title {
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font-size: 20pt;
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font-weight: bold;
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}
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.fileinfo td {
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overflow: hidden;
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white-space: nowrap;
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max-width: 1px;
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width: 50%;
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text-overflow: ellipsis;
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}
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.bom {
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border-collapse: collapse;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
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font-size: 10pt;
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table-layout: fixed;
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width: 100%;
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margin-top: 1px;
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position: relative;
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}
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.bom th,
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.bom td {
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border: 1px solid black;
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padding: 5px;
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word-wrap: break-word;
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text-align: center;
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position: relative;
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}
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.dark .bom th,
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.dark .bom td {
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border: 1px solid #777;
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}
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.bom th {
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background-color: #CCCCCC;
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background-clip: padding-box;
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}
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.dark .bom th {
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background-color: #3b4749;
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}
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.bom tr.highlighted:nth-child(n) {
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background-color: #cfc;
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}
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.dark .bom tr.highlighted:nth-child(n) {
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background-color: #226022;
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}
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.bom tr:nth-child(even) {
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background-color: #f2f2f2;
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}
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.dark .bom tr:nth-child(even) {
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background-color: #313b40;
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}
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.bom tr.checked {
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color: #1cb53d;
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}
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.dark .bom tr.checked {
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color: #2cce54;
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}
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.bom tr {
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transition: background-color 0.2s;
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}
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.bom .numCol {
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width: 30px;
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}
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.bom .value {
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width: 15%;
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}
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.bom .quantity {
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width: 65px;
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}
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.bom th .sortmark {
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position: absolute;
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right: 1px;
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top: 1px;
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margin-top: -5px;
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border-width: 5px;
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border-style: solid;
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border-color: transparent transparent #221 transparent;
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transform-origin: 50% 85%;
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transition: opacity 0.2s, transform 0.4s;
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}
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.dark .bom th .sortmark {
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filter: invert(1);
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}
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.bom th .sortmark.none {
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opacity: 0;
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}
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.bom th .sortmark.desc {
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transform: rotate(180deg);
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}
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.bom th:hover .sortmark.none {
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opacity: 0.5;
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}
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.bom .bom-checkbox {
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width: 30px;
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position: relative;
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user-select: none;
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-moz-user-select: none;
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}
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.bom .bom-checkbox:before {
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content: "";
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position: absolute;
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border-width: 15px;
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border-style: solid;
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border-color: #51829f transparent transparent transparent;
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visibility: hidden;
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top: -15px;
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}
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.bom .bom-checkbox:after {
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content: "Double click to set/unset all";
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position: absolute;
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color: white;
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top: -35px;
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left: -26px;
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background: #51829f;
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padding: 5px 15px;
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border-radius: 8px;
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white-space: nowrap;
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visibility: hidden;
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}
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.bom .bom-checkbox:hover:before,
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.bom .bom-checkbox:hover:after {
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visibility: visible;
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transition: visibility 0.2s linear 1s;
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}
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.split {
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-webkit-box-sizing: border-box;
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-moz-box-sizing: border-box;
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box-sizing: border-box;
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overflow-y: auto;
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overflow-x: hidden;
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background-color: inherit;
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}
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.split.split-horizontal,
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.gutter.gutter-horizontal {
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height: 100%;
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float: left;
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}
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.gutter {
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background-color: #ddd;
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background-repeat: no-repeat;
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background-position: 50%;
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transition: background-color 0.3s;
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}
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.dark .gutter {
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background-color: #777;
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}
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.gutter.gutter-horizontal {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
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cursor: ew-resize;
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width: 5px;
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}
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.gutter.gutter-vertical {
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
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cursor: ns-resize;
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height: 5px;
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}
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.searchbox {
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float: left;
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height: 40px;
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margin: 10px 5px;
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padding: 12px 32px;
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font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
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font-size: 18px;
|
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box-sizing: border-box;
|
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border: 1px solid #888;
|
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border-radius: 6px;
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outline: none;
|
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background-color: #eee;
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transition: background-color 0.2s, border 0.2s;
|
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background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAABNklEQVQ4T8XSMUvDQBQH8P/LElFa/AIZHcTBQSz0I/gFstTBRR2KUC4ldDxw7h0Bl3RRUATxi4iiODgoiLNrbQYp5J6cpJJqomkX33Z37/14d/dIa33MzDuYI4johOI4XhyNRteO46zNYjDzAxE1yBZprVeZ+QbAUhXEGJMA2Ox2u4+fQIa0mPmsCgCgJYQ4t7lfgF0opQYAdv9ABkKI/UnOFCClXKjX61cA1osQY8x9kiRNKeV7IWA3oyhaSdP0FkAtjxhj3hzH2RBCPOf3pzqYHCilfAAX+URm9oMguPzeWSGQvUcMYC8rOBJCHBRdqxTo9/vbRHRqi8bj8XKv1xvODbiuW2u32/bvf0SlDv4XYOY7z/Mavu+nM1+BmQ+NMc0wDF/LprP0DbTWW0T00ul0nn4b7Q87+X4Qmfiq2wAAAABJRU5ErkJggg==');
|
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background-position: 10px 10px;
|
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background-repeat: no-repeat;
|
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}
|
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.dark .searchbox {
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background-color: #111;
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color: #eee;
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}
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.searchbox::placeholder {
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color: #ccc;
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}
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.dark .searchbox::placeholder {
|
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color: #666;
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}
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|
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.filter {
|
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width: calc(60% - 64px);
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}
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|
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.reflookup {
|
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width: calc(40% - 10px);
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}
|
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input[type=text]:focus {
|
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background-color: white;
|
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border: 1px solid #333;
|
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}
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.dark input[type=text]:focus {
|
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background-color: #333;
|
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border: 1px solid #ccc;
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}
|
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mark.highlight {
|
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background-color: #5050ff;
|
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color: #fff;
|
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padding: 2px;
|
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border-radius: 6px;
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}
|
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|
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.dark mark.highlight {
|
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background-color: #76a6da;
|
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color: #111;
|
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}
|
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.menubtn {
|
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background-color: white;
|
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border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.statsbtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.iobtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.visbtn {
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
padding: 15px;
|
|
}
|
|
|
|
#vismenu-content {
|
|
left: 0px;
|
|
font-family: Verdana, sans-serif;
|
|
}
|
|
|
|
.dark .statsbtn,
|
|
.dark .savebtn,
|
|
.dark .menubtn,
|
|
.dark .iobtn,
|
|
.dark .visbtn {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.flexbox {
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: space-between;
|
|
width: 100%;
|
|
}
|
|
|
|
.savebtn {
|
|
background-color: #d6d6d6;
|
|
width: auto;
|
|
height: 30px;
|
|
flex-grow: 1;
|
|
margin: 5px;
|
|
border-radius: 4px;
|
|
}
|
|
|
|
.savebtn:active {
|
|
background-color: #0a0;
|
|
color: white;
|
|
}
|
|
|
|
.dark .savebtn:active {
|
|
/* This will be inverted */
|
|
background-color: #b3b;
|
|
}
|
|
|
|
.stats {
|
|
border-collapse: collapse;
|
|
font-size: 12pt;
|
|
table-layout: fixed;
|
|
width: 100%;
|
|
min-width: 450px;
|
|
}
|
|
|
|
.dark .stats td {
|
|
border: 1px solid #bbb;
|
|
}
|
|
|
|
.stats td {
|
|
border: 1px solid black;
|
|
padding: 5px;
|
|
word-wrap: break-word;
|
|
text-align: center;
|
|
position: relative;
|
|
}
|
|
|
|
#checkbox-stats div {
|
|
position: absolute;
|
|
left: 0;
|
|
top: 0;
|
|
height: 100%;
|
|
width: 100%;
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: center;
|
|
}
|
|
|
|
#checkbox-stats .bar {
|
|
background-color: rgba(28, 251, 0, 0.6);
|
|
}
|
|
|
|
.menu {
|
|
position: relative;
|
|
display: inline-block;
|
|
margin: 0.4rem 0.4rem 0.4rem 0;
|
|
}
|
|
|
|
.menu-content {
|
|
font-size: 12pt !important;
|
|
text-align: left !important;
|
|
font-weight: normal !important;
|
|
display: none;
|
|
position: absolute;
|
|
background-color: white;
|
|
right: 0;
|
|
min-width: 300px;
|
|
box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
|
|
z-index: 100;
|
|
padding: 8px;
|
|
}
|
|
|
|
.dark .menu-content {
|
|
background-color: #111;
|
|
}
|
|
|
|
.menu:hover .menu-content {
|
|
display: block;
|
|
}
|
|
|
|
.menu:hover .menubtn,
|
|
.menu:hover .iobtn,
|
|
.menu:hover .statsbtn {
|
|
background-color: #eee;
|
|
}
|
|
|
|
.menu-label {
|
|
display: inline-block;
|
|
padding: 8px;
|
|
border: 1px solid #ccc;
|
|
border-top: 0;
|
|
width: calc(100% - 18px);
|
|
}
|
|
|
|
.menu-label-top {
|
|
border-top: 1px solid #ccc;
|
|
}
|
|
|
|
.menu-textbox {
|
|
float: left;
|
|
height: 24px;
|
|
margin: 10px 5px;
|
|
padding: 5px 5px;
|
|
font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
|
font-size: 14px;
|
|
box-sizing: border-box;
|
|
border: 1px solid #888;
|
|
border-radius: 4px;
|
|
outline: none;
|
|
background-color: #eee;
|
|
transition: background-color 0.2s, border 0.2s;
|
|
width: calc(100% - 10px);
|
|
}
|
|
|
|
.menu-textbox.invalid,
|
|
.dark .menu-textbox.invalid {
|
|
color: red;
|
|
}
|
|
|
|
.dark .menu-textbox {
|
|
background-color: #222;
|
|
color: #eee;
|
|
}
|
|
|
|
.radio-container {
|
|
margin: 4px;
|
|
}
|
|
|
|
.topmostdiv {
|
|
display: flex;
|
|
flex-direction: column;
|
|
width: 100%;
|
|
background-color: white;
|
|
transition: background-color 0.3s;
|
|
min-height: 100%;
|
|
}
|
|
|
|
#top {
|
|
display: flex;
|
|
flex-wrap: wrap;
|
|
justify-content: flex-end;
|
|
align-items: center;
|
|
}
|
|
|
|
#topdivider {
|
|
border-bottom: 2px solid black;
|
|
display: flex;
|
|
justify-content: center;
|
|
align-items: center;
|
|
}
|
|
|
|
.dark #topdivider {
|
|
border-bottom: 2px solid #ccc;
|
|
}
|
|
|
|
#topdivider>div {
|
|
position: relative;
|
|
}
|
|
|
|
#toptoggle {
|
|
cursor: pointer;
|
|
user-select: none;
|
|
position: absolute;
|
|
padding: 0.1rem 0.3rem;
|
|
top: -0.4rem;
|
|
left: -1rem;
|
|
font-size: 1.4rem;
|
|
line-height: 60%;
|
|
border: 1px solid black;
|
|
border-radius: 1rem;
|
|
background-color: #fff;
|
|
z-index: 100;
|
|
}
|
|
|
|
.flipped {
|
|
transform: rotate(0.5turn);
|
|
}
|
|
|
|
.dark #toptoggle {
|
|
border: 1px solid #fff;
|
|
background-color: #222;
|
|
}
|
|
|
|
#fileinfodiv {
|
|
flex: 20rem 1 0;
|
|
overflow: auto;
|
|
}
|
|
|
|
#bomcontrols {
|
|
display: flex;
|
|
flex-direction: row-reverse;
|
|
}
|
|
|
|
#bomcontrols>* {
|
|
flex-shrink: 0;
|
|
}
|
|
|
|
#dbg {
|
|
display: block;
|
|
}
|
|
|
|
::-webkit-scrollbar {
|
|
width: 8px;
|
|
}
|
|
|
|
::-webkit-scrollbar-track {
|
|
background: #aaa;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb {
|
|
background: #666;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
::-webkit-scrollbar-thumb:hover {
|
|
background: #555;
|
|
}
|
|
|
|
.slider {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
margin: 3px 0;
|
|
padding: 0;
|
|
outline: none;
|
|
opacity: 0.7;
|
|
-webkit-transition: .2s;
|
|
transition: opacity .2s;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider:hover {
|
|
opacity: 1;
|
|
}
|
|
|
|
.slider:focus {
|
|
outline: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-runnable-track {
|
|
-webkit-appearance: none;
|
|
width: 100%;
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
border: none;
|
|
}
|
|
|
|
.slider::-webkit-slider-thumb {
|
|
-webkit-appearance: none;
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin-top: -4px;
|
|
}
|
|
|
|
.dark .slider::-webkit-slider-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-moz-range-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.slider::-moz-range-track {
|
|
height: 8px;
|
|
background: #d3d3d3;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.dark .slider::-moz-range-thumb {
|
|
background: #3d3;
|
|
}
|
|
|
|
.slider::-ms-track {
|
|
width: 100%;
|
|
height: 8px;
|
|
border-width: 3px 0;
|
|
background: transparent;
|
|
border-color: transparent;
|
|
color: transparent;
|
|
transition: opacity .2s;
|
|
}
|
|
|
|
.slider::-ms-fill-lower {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-fill-upper {
|
|
background: #d3d3d3;
|
|
border: none;
|
|
border-radius: 3px;
|
|
}
|
|
|
|
.slider::-ms-thumb {
|
|
width: 15px;
|
|
height: 15px;
|
|
border-radius: 50%;
|
|
background: #0a0;
|
|
cursor: pointer;
|
|
margin: 0;
|
|
}
|
|
|
|
.shameless-plug {
|
|
font-size: 0.8em;
|
|
text-align: center;
|
|
display: block;
|
|
}
|
|
|
|
a {
|
|
color: #0278a4;
|
|
}
|
|
|
|
.dark a {
|
|
color: #00b9fd;
|
|
}
|
|
|
|
#frontcanvas,
|
|
#backcanvas {
|
|
touch-action: none;
|
|
}
|
|
|
|
.placeholder {
|
|
border: 1px dashed #9f9fda !important;
|
|
background-color: #edf2f7 !important;
|
|
}
|
|
|
|
.dragging {
|
|
z-index: 999;
|
|
}
|
|
|
|
.dark .dragging>table>tbody>tr {
|
|
background-color: #252c30;
|
|
}
|
|
|
|
.dark .placeholder {
|
|
filter: invert(1);
|
|
}
|
|
|
|
.column-spacer {
|
|
top: 0;
|
|
left: 0;
|
|
width: calc(100% - 4px);
|
|
position: absolute;
|
|
cursor: pointer;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle {
|
|
top: 0;
|
|
right: 0;
|
|
width: 4px;
|
|
position: absolute;
|
|
cursor: col-resize;
|
|
user-select: none;
|
|
height: 100%;
|
|
}
|
|
|
|
.column-width-handle:hover {
|
|
background-color: #4f99bd;
|
|
}
|
|
|
|
.help-link {
|
|
border: 1px solid #0278a4;
|
|
padding-inline: 0.3rem;
|
|
border-radius: 3px;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.dark .help-link {
|
|
border: 1px solid #00b9fd;
|
|
}
|
|
|
|
.bom-color {
|
|
width: 20%;
|
|
}
|
|
|
|
.color-column input {
|
|
width: 1.6rem;
|
|
height: 1rem;
|
|
border: 1px solid black;
|
|
cursor: pointer;
|
|
padding: 0;
|
|
}
|
|
|
|
/* removes default styling from input color element */
|
|
::-webkit-color-swatch {
|
|
border: none;
|
|
}
|
|
|
|
::-webkit-color-swatch-wrapper {
|
|
padding: 0;
|
|
}
|
|
|
|
::-moz-color-swatch,
|
|
::-moz-focus-inner {
|
|
border: none;
|
|
}
|
|
|
|
::-moz-focus-inner {
|
|
padding: 0;
|
|
}
|
|
|
|
</style>
|
|
<script type="text/javascript" >
|
|
///////////////////////////////////////////////
|
|
/*
|
|
Split.js - v1.3.5
|
|
MIT License
|
|
https://github.com/nathancahill/Split.js
|
|
*/
|
|
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
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// This work is free. You can redistribute it and/or modify it
|
|
// under the terms of the WTFPL, Version 2
|
|
// For more information see LICENSE.txt or http://www.wtfpl.net/
|
|
//
|
|
// For more information, the home page:
|
|
// http://pieroxy.net/blog/pages/lz-string/testing.html
|
|
//
|
|
// LZ-based compression algorithm, version 1.4.4
|
|
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
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///////////////////////////////////////////////
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///////////////////////////////////////////////
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/*!
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|
* PEP v0.4.3 | https://github.com/jquery/PEP
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|
* Copyright jQuery Foundation and other contributors | http://jquery.org/license
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|
*/
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|
!function(a,b){"object"==typeof exports&&"undefined"!=typeof module?module.exports=b():"function"==typeof define&&define.amd?define(b):a.PointerEventsPolyfill=b()}(this,function(){"use strict";function a(a,b){b=b||Object.create(null);var c=document.createEvent("Event");c.initEvent(a,b.bubbles||!1,b.cancelable||!1);
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for(var d,e=2;e<m.length;e++)d=m[e],c[d]=b[d]||n[e];c.buttons=b.buttons||0;
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var f=0;return f=b.pressure&&c.buttons?b.pressure:c.buttons?.5:0,c.x=c.clientX,c.y=c.clientY,c.pointerId=b.pointerId||0,c.width=b.width||0,c.height=b.height||0,c.pressure=f,c.tiltX=b.tiltX||0,c.tiltY=b.tiltY||0,c.twist=b.twist||0,c.tangentialPressure=b.tangentialPressure||0,c.pointerType=b.pointerType||"",c.hwTimestamp=b.hwTimestamp||0,c.isPrimary=b.isPrimary||!1,c}function b(){this.array=[],this.size=0}function c(a,b,c,d){this.addCallback=a.bind(d),this.removeCallback=b.bind(d),this.changedCallback=c.bind(d),A&&(this.observer=new A(this.mutationWatcher.bind(this)))}function d(a){return"body /shadow-deep/ "+e(a)}function e(a){return'[touch-action="'+a+'"]'}function f(a){return"{ -ms-touch-action: "+a+"; touch-action: "+a+"; }"}function g(){if(F){D.forEach(function(a){String(a)===a?(E+=e(a)+f(a)+"\n",G&&(E+=d(a)+f(a)+"\n")):(E+=a.selectors.map(e)+f(a.rule)+"\n",G&&(E+=a.selectors.map(d)+f(a.rule)+"\n"))});var a=document.createElement("style");a.textContent=E,document.head.appendChild(a)}}function h(){if(!window.PointerEvent){if(window.PointerEvent=a,window.navigator.msPointerEnabled){var b=window.navigator.msMaxTouchPoints;Object.defineProperty(window.navigator,"maxTouchPoints",{value:b,enumerable:!0}),u.registerSource("ms",_)}else Object.defineProperty(window.navigator,"maxTouchPoints",{value:0,enumerable:!0}),u.registerSource("mouse",N),void 0!==window.ontouchstart&&u.registerSource("touch",V);u.register(document)}}function i(a){if(!u.pointermap.has(a)){var b=new Error("InvalidPointerId");throw b.name="InvalidPointerId",b}}function j(a){for(var b=a.parentNode;b&&b!==a.ownerDocument;)b=b.parentNode;if(!b){var c=new Error("InvalidStateError");throw c.name="InvalidStateError",c}}function k(a){var b=u.pointermap.get(a);return 0!==b.buttons}function l(){window.Element&&!Element.prototype.setPointerCapture&&Object.defineProperties(Element.prototype,{setPointerCapture:{value:W},releasePointerCapture:{value:X},hasPointerCapture:{value:Y}})}
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var m=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","pageX","pageY"],n=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0],o=window.Map&&window.Map.prototype.forEach,p=o?Map:b;b.prototype={set:function(a,b){return void 0===b?this["delete"](a):(this.has(a)||this.size++,void(this.array[a]=b))},has:function(a){return void 0!==this.array[a]},"delete":function(a){this.has(a)&&(delete this.array[a],this.size--)},get:function(a){return this.array[a]},clear:function(){this.array.length=0,this.size=0},forEach:function(a,b){return this.array.forEach(function(c,d){a.call(b,c,d,this)},this)}};var q=["bubbles","cancelable","view","detail","screenX","screenY","clientX","clientY","ctrlKey","altKey","shiftKey","metaKey","button","relatedTarget","buttons","pointerId","width","height","pressure","tiltX","tiltY","pointerType","hwTimestamp","isPrimary","type","target","currentTarget","which","pageX","pageY","timeStamp"],r=[!1,!1,null,null,0,0,0,0,!1,!1,!1,!1,0,null,0,0,0,0,0,0,0,"",0,!1,"",null,null,0,0,0,0],s={pointerover:1,pointerout:1,pointerenter:1,pointerleave:1},t="undefined"!=typeof SVGElementInstance,u={pointermap:new p,eventMap:Object.create(null),captureInfo:Object.create(null),eventSources:Object.create(null),eventSourceList:[],registerSource:function(a,b){var c=b,d=c.events;d&&(d.forEach(function(a){c[a]&&(this.eventMap[a]=c[a].bind(c))},this),this.eventSources[a]=c,this.eventSourceList.push(c))},register:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.register.call(b,a)},unregister:function(a){for(var b,c=this.eventSourceList.length,d=0;d<c&&(b=this.eventSourceList[d]);d++)
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b.unregister.call(b,a)},contains:function(a,b){try{return a.contains(b)}catch(c){return!1}},down:function(a){a.bubbles=!0,this.fireEvent("pointerdown",a)},move:function(a){a.bubbles=!0,this.fireEvent("pointermove",a)},up:function(a){a.bubbles=!0,this.fireEvent("pointerup",a)},enter:function(a){a.bubbles=!1,this.fireEvent("pointerenter",a)},leave:function(a){a.bubbles=!1,this.fireEvent("pointerleave",a)},over:function(a){a.bubbles=!0,this.fireEvent("pointerover",a)},out:function(a){a.bubbles=!0,this.fireEvent("pointerout",a)},cancel:function(a){a.bubbles=!0,this.fireEvent("pointercancel",a)},leaveOut:function(a){this.out(a),this.propagate(a,this.leave,!1)},enterOver:function(a){this.over(a),this.propagate(a,this.enter,!0)},eventHandler:function(a){if(!a._handledByPE){var b=a.type,c=this.eventMap&&this.eventMap[b];c&&c(a),a._handledByPE=!0}},listen:function(a,b){b.forEach(function(b){this.addEvent(a,b)},this)},unlisten:function(a,b){b.forEach(function(b){this.removeEvent(a,b)},this)},addEvent:function(a,b){a.addEventListener(b,this.boundHandler)},removeEvent:function(a,b){a.removeEventListener(b,this.boundHandler)},makeEvent:function(b,c){this.captureInfo[c.pointerId]&&(c.relatedTarget=null);var d=new a(b,c);return c.preventDefault&&(d.preventDefault=c.preventDefault),d._target=d._target||c.target,d},fireEvent:function(a,b){var c=this.makeEvent(a,b);return this.dispatchEvent(c)},cloneEvent:function(a){for(var b,c=Object.create(null),d=0;d<q.length;d++)b=q[d],c[b]=a[b]||r[d],!t||"target"!==b&&"relatedTarget"!==b||c[b]instanceof SVGElementInstance&&(c[b]=c[b].correspondingUseElement);return a.preventDefault&&(c.preventDefault=function(){a.preventDefault()}),c},getTarget:function(a){var b=this.captureInfo[a.pointerId];return b?a._target!==b&&a.type in s?void 0:b:a._target},propagate:function(a,b,c){for(var d=a.target,e=[];d!==document&&!d.contains(a.relatedTarget);) if(e.push(d),d=d.parentNode,!d)return;c&&e.reverse(),e.forEach(function(c){a.target=c,b.call(this,a)},this)},setCapture:function(b,c,d){this.captureInfo[b]&&this.releaseCapture(b,d),this.captureInfo[b]=c,this.implicitRelease=this.releaseCapture.bind(this,b,d),document.addEventListener("pointerup",this.implicitRelease),document.addEventListener("pointercancel",this.implicitRelease);var e=new a("gotpointercapture");e.pointerId=b,e._target=c,d||this.asyncDispatchEvent(e)},releaseCapture:function(b,c){var d=this.captureInfo[b];if(d){this.captureInfo[b]=void 0,document.removeEventListener("pointerup",this.implicitRelease),document.removeEventListener("pointercancel",this.implicitRelease);var e=new a("lostpointercapture");e.pointerId=b,e._target=d,c||this.asyncDispatchEvent(e)}},dispatchEvent:/*scope.external.dispatchEvent || */function(a){var b=this.getTarget(a);if(b)return b.dispatchEvent(a)},asyncDispatchEvent:function(a){requestAnimationFrame(this.dispatchEvent.bind(this,a))}};u.boundHandler=u.eventHandler.bind(u);var v={shadow:function(a){if(a)return a.shadowRoot||a.webkitShadowRoot},canTarget:function(a){return a&&Boolean(a.elementFromPoint)},targetingShadow:function(a){var b=this.shadow(a);if(this.canTarget(b))return b},olderShadow:function(a){var b=a.olderShadowRoot;if(!b){var c=a.querySelector("shadow");c&&(b=c.olderShadowRoot)}return b},allShadows:function(a){for(var b=[],c=this.shadow(a);c;)b.push(c),c=this.olderShadow(c);return b},searchRoot:function(a,b,c){if(a){var d,e,f=a.elementFromPoint(b,c);for(e=this.targetingShadow(f);e;){if(d=e.elementFromPoint(b,c)){var g=this.targetingShadow(d);return this.searchRoot(g,b,c)||d} e=this.olderShadow(e)} return f}},owner:function(a){
|
|
for(var b=a;b.parentNode;)b=b.parentNode;
|
|
return b.nodeType!==Node.DOCUMENT_NODE&&b.nodeType!==Node.DOCUMENT_FRAGMENT_NODE&&(b=document),b},findTarget:function(a){var b=a.clientX,c=a.clientY,d=this.owner(a.target);
|
|
return d.elementFromPoint(b,c)||(d=document),this.searchRoot(d,b,c)}},w=Array.prototype.forEach.call.bind(Array.prototype.forEach),x=Array.prototype.map.call.bind(Array.prototype.map),y=Array.prototype.slice.call.bind(Array.prototype.slice),z=Array.prototype.filter.call.bind(Array.prototype.filter),A=window.MutationObserver||window.WebKitMutationObserver,B="[touch-action]",C={subtree:!0,childList:!0,attributes:!0,attributeOldValue:!0,attributeFilter:["touch-action"]};c.prototype={watchSubtree:function(a){
|
|
//
|
|
this.observer&&v.canTarget(a)&&this.observer.observe(a,C)},enableOnSubtree:function(a){this.watchSubtree(a),a===document&&"complete"!==document.readyState?this.installOnLoad():this.installNewSubtree(a)},installNewSubtree:function(a){w(this.findElements(a),this.addElement,this)},findElements:function(a){return a.querySelectorAll?a.querySelectorAll(B):[]},removeElement:function(a){this.removeCallback(a)},addElement:function(a){this.addCallback(a)},elementChanged:function(a,b){this.changedCallback(a,b)},concatLists:function(a,b){return a.concat(y(b))},
|
|
installOnLoad:function(){document.addEventListener("readystatechange",function(){"complete"===document.readyState&&this.installNewSubtree(document)}.bind(this))},isElement:function(a){return a.nodeType===Node.ELEMENT_NODE},flattenMutationTree:function(a){
|
|
var b=x(a,this.findElements,this);
|
|
return b.push(z(a,this.isElement)),b.reduce(this.concatLists,[])},mutationWatcher:function(a){a.forEach(this.mutationHandler,this)},mutationHandler:function(a){if("childList"===a.type){var b=this.flattenMutationTree(a.addedNodes);b.forEach(this.addElement,this);var c=this.flattenMutationTree(a.removedNodes);c.forEach(this.removeElement,this)}else"attributes"===a.type&&this.elementChanged(a.target,a.oldValue)}};var D=["none","auto","pan-x","pan-y",{rule:"pan-x pan-y",selectors:["pan-x pan-y","pan-y pan-x"]}],E="",F=window.PointerEvent||window.MSPointerEvent,G=!window.ShadowDOMPolyfill&&document.head.createShadowRoot,H=u.pointermap,I=25,J=[1,4,2,8,16],K=!1;try{K=1===new MouseEvent("test",{buttons:1}).buttons}catch(L){}
|
|
var M,N={POINTER_ID:1,POINTER_TYPE:"mouse",events:["mousedown","mousemove","mouseup","mouseover","mouseout"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},lastTouches:[],
|
|
isEventSimulatedFromTouch:function(a){for(var b,c=this.lastTouches,d=a.clientX,e=a.clientY,f=0,g=c.length;f<g&&(b=c[f]);f++){
|
|
var h=Math.abs(d-b.x),i=Math.abs(e-b.y);if(h<=I&&i<=I)return!0}},prepareEvent:function(a){var b=u.cloneEvent(a),c=b.preventDefault;return b.preventDefault=function(){a.preventDefault(),c()},b.pointerId=this.POINTER_ID,b.isPrimary=!0,b.pointerType=this.POINTER_TYPE,b},prepareButtonsForMove:function(a,b){var c=H.get(this.POINTER_ID);
|
|
0!==b.which&&c?a.buttons=c.buttons:a.buttons=0,b.buttons=a.buttons},mousedown:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);K||(c.buttons=J[c.button],b&&(c.buttons|=b.buttons),a.buttons=c.buttons),H.set(this.POINTER_ID,a),b&&0!==b.buttons?u.move(c):u.down(c)}},mousemove:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.move(b)}},mouseup:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=H.get(this.POINTER_ID),c=this.prepareEvent(a);if(!K){var d=J[c.button];
|
|
c.buttons=b?b.buttons&~d:0,a.buttons=c.buttons}H.set(this.POINTER_ID,a),
|
|
c.buttons&=~J[c.button],0===c.buttons?u.up(c):u.move(c)}},mouseover:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,H.set(this.POINTER_ID,a),u.enterOver(b)}},mouseout:function(a){if(!this.isEventSimulatedFromTouch(a)){var b=this.prepareEvent(a);K||this.prepareButtonsForMove(b,a),b.button=-1,u.leaveOut(b)}},cancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.deactivateMouse()},deactivateMouse:function(){H["delete"](this.POINTER_ID)}},O=u.captureInfo,P=v.findTarget.bind(v),Q=v.allShadows.bind(v),R=u.pointermap,S=2500,T=200,U="touch-action",V={events:["touchstart","touchmove","touchend","touchcancel"],register:function(a){M.enableOnSubtree(a)},unregister:function(){},elementAdded:function(a){var b=a.getAttribute(U),c=this.touchActionToScrollType(b);c&&(a._scrollType=c,u.listen(a,this.events),
|
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Q(a).forEach(function(a){a._scrollType=c,u.listen(a,this.events)},this))},elementRemoved:function(a){a._scrollType=void 0,u.unlisten(a,this.events),
|
|
Q(a).forEach(function(a){a._scrollType=void 0,u.unlisten(a,this.events)},this)},elementChanged:function(a,b){var c=a.getAttribute(U),d=this.touchActionToScrollType(c),e=this.touchActionToScrollType(b);
|
|
d&&e?(a._scrollType=d,Q(a).forEach(function(a){a._scrollType=d},this)):e?this.elementRemoved(a):d&&this.elementAdded(a)},scrollTypes:{EMITTER:"none",XSCROLLER:"pan-x",YSCROLLER:"pan-y",SCROLLER:/^(?:pan-x pan-y)|(?:pan-y pan-x)|auto$/},touchActionToScrollType:function(a){var b=a,c=this.scrollTypes;return"none"===b?"none":b===c.XSCROLLER?"X":b===c.YSCROLLER?"Y":c.SCROLLER.exec(b)?"XY":void 0},POINTER_TYPE:"touch",firstTouch:null,isPrimaryTouch:function(a){return this.firstTouch===a.identifier},setPrimaryTouch:function(a){
|
|
(0===R.size||1===R.size&&R.has(1))&&(this.firstTouch=a.identifier,this.firstXY={X:a.clientX,Y:a.clientY},this.scrolling=!1,this.cancelResetClickCount())},removePrimaryPointer:function(a){a.isPrimary&&(this.firstTouch=null,this.firstXY=null,this.resetClickCount())},clickCount:0,resetId:null,resetClickCount:function(){var a=function(){this.clickCount=0,this.resetId=null}.bind(this);this.resetId=setTimeout(a,T)},cancelResetClickCount:function(){this.resetId&&clearTimeout(this.resetId)},typeToButtons:function(a){var b=0;return"touchstart"!==a&&"touchmove"!==a||(b=1),b},touchToPointer:function(a){var b=this.currentTouchEvent,c=u.cloneEvent(a),d=c.pointerId=a.identifier+2;c.target=O[d]||P(c),c.bubbles=!0,c.cancelable=!0,c.detail=this.clickCount,c.button=0,c.buttons=this.typeToButtons(b.type),c.width=2*(a.radiusX||a.webkitRadiusX||0),c.height=2*(a.radiusY||a.webkitRadiusY||0),c.pressure=a.force||a.webkitForce||.5,c.isPrimary=this.isPrimaryTouch(a),c.pointerType=this.POINTER_TYPE,
|
|
c.altKey=b.altKey,c.ctrlKey=b.ctrlKey,c.metaKey=b.metaKey,c.shiftKey=b.shiftKey;
|
|
var e=this;return c.preventDefault=function(){e.scrolling=!1,e.firstXY=null,b.preventDefault()},c},processTouches:function(a,b){var c=a.changedTouches;this.currentTouchEvent=a;for(var d,e=0;e<c.length;e++)d=c[e],b.call(this,this.touchToPointer(d))},
|
|
shouldScroll:function(a){if(this.firstXY){var b,c=a.currentTarget._scrollType;if("none"===c)
|
|
b=!1;else if("XY"===c)
|
|
b=!0;else{var d=a.changedTouches[0],e=c,f="Y"===c?"X":"Y",g=Math.abs(d["client"+e]-this.firstXY[e]),h=Math.abs(d["client"+f]-this.firstXY[f]);
|
|
b=g>=h}return this.firstXY=null,b}},findTouch:function(a,b){for(var c,d=0,e=a.length;d<e&&(c=a[d]);d++)if(c.identifier===b)return!0},
|
|
vacuumTouches:function(a){var b=a.touches;
|
|
if(R.size>=b.length){var c=[];R.forEach(function(a,d){
|
|
if(1!==d&&!this.findTouch(b,d-2)){var e=a.out;c.push(e)}},this),c.forEach(this.cancelOut,this)}},touchstart:function(a){this.vacuumTouches(a),this.setPrimaryTouch(a.changedTouches[0]),this.dedupSynthMouse(a),this.scrolling||(this.clickCount++,this.processTouches(a,this.overDown))},overDown:function(a){R.set(a.pointerId,{target:a.target,out:a,outTarget:a.target}),u.enterOver(a),u.down(a)},touchmove:function(a){this.scrolling||(this.shouldScroll(a)?(this.scrolling=!0,this.touchcancel(a)):(a.preventDefault(),this.processTouches(a,this.moveOverOut)))},moveOverOut:function(a){var b=a,c=R.get(b.pointerId);
|
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if(c){var d=c.out,e=c.outTarget;u.move(b),d&&e!==b.target&&(d.relatedTarget=b.target,b.relatedTarget=e,
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d.target=e,b.target?(u.leaveOut(d),u.enterOver(b)):(
|
|
b.target=e,b.relatedTarget=null,this.cancelOut(b))),c.out=b,c.outTarget=b.target}},touchend:function(a){this.dedupSynthMouse(a),this.processTouches(a,this.upOut)},upOut:function(a){this.scrolling||(u.up(a),u.leaveOut(a)),this.cleanUpPointer(a)},touchcancel:function(a){this.processTouches(a,this.cancelOut)},cancelOut:function(a){u.cancel(a),u.leaveOut(a),this.cleanUpPointer(a)},cleanUpPointer:function(a){R["delete"](a.pointerId),this.removePrimaryPointer(a)},
|
|
dedupSynthMouse:function(a){var b=N.lastTouches,c=a.changedTouches[0];
|
|
if(this.isPrimaryTouch(c)){
|
|
var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b);c>-1&&a.splice(c,1)}.bind(null,b,d);setTimeout(e,S)}}};M=new c(V.elementAdded,V.elementRemoved,V.elementChanged,V);var W,X,Y,Z=u.pointermap,$=window.MSPointerEvent&&"number"==typeof window.MSPointerEvent.MSPOINTER_TYPE_MOUSE,_={events:["MSPointerDown","MSPointerMove","MSPointerUp","MSPointerOut","MSPointerOver","MSPointerCancel","MSGotPointerCapture","MSLostPointerCapture"],register:function(a){u.listen(a,this.events)},unregister:function(a){u.unlisten(a,this.events)},POINTER_TYPES:["","unavailable","touch","pen","mouse"],prepareEvent:function(a){var b=a;return $&&(b=u.cloneEvent(a),b.pointerType=this.POINTER_TYPES[a.pointerType]),b},cleanup:function(a){Z["delete"](a)},MSPointerDown:function(a){Z.set(a.pointerId,a);var b=this.prepareEvent(a);u.down(b)},MSPointerMove:function(a){var b=this.prepareEvent(a);u.move(b)},MSPointerUp:function(a){var b=this.prepareEvent(a);u.up(b),this.cleanup(a.pointerId)},MSPointerOut:function(a){var b=this.prepareEvent(a);u.leaveOut(b)},MSPointerOver:function(a){var b=this.prepareEvent(a);u.enterOver(b)},MSPointerCancel:function(a){var b=this.prepareEvent(a);u.cancel(b),this.cleanup(a.pointerId)},MSLostPointerCapture:function(a){var b=u.makeEvent("lostpointercapture",a);u.dispatchEvent(b)},MSGotPointerCapture:function(a){var b=u.makeEvent("gotpointercapture",a);u.dispatchEvent(b)}},aa=window.navigator;aa.msPointerEnabled?(W=function(a){i(a),j(this),k(a)&&(u.setCapture(a,this,!0),this.msSetPointerCapture(a))},X=function(a){i(a),u.releaseCapture(a,!0),this.msReleasePointerCapture(a)}):(W=function(a){i(a),j(this),k(a)&&u.setCapture(a,this)},X=function(a){i(a),u.releaseCapture(a)}),Y=function(a){return!!u.captureInfo[a]},g(),h(),l();var ba={dispatcher:u,Installer:c,PointerEvent:a,PointerMap:p,targetFinding:v};return ba});
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var config = {"dark_mode": true, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "F", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
var pcbdata = JSON.parse(LZString.decompressFromBase64("N4IgpgJg5mDOD6AjRB7AHiAXAAlAWwEsA7DHAZgDYA6ARgCYBWABiZoBpsRCiBPLbOmSoBOAOzNWHLgEM0pbDQrUa4qXll8cKgCxUmjAL5TIMWPwDaoAC48ADmH4hYYKHjBErIKbCvSATp445orK2sLhwhyMVBQsLDQAusZEEBYhtAwcKnRU2kmcAO4EEFYAFvxMegxGuCA29o7+AMZenD7+gdjBFLoMmQIMMfkgftIQBACuZlpUDBHh3r4B0kRQADYOOAC0wpVMyRAr65vYe1JFJeU4e9Uc1nYnIM2tTkud5mSiVKoKojl5UlG4ym/Bos3mkTabyOG34uz0BxhJxoAA4zoVimUKlUavcGjgnC43B4Xu0AmkerN+jo9MN3Kkgp9vtTRLomMMLljrji7nUHo5nK53J5Fh0LEzxHF2AI2XF9HSUhTemEIlFZVKOZirqcebV6o9nqLyYyvj9ohRhkDJtMFOD5kbfKtYVo0QjOPSkfw6KJ0SBOdqbri+fjOIaoWKgopeiz/paxtbQTEHZ7uft3SkU9h4Wm/VrsUxbnr+QTBcSReHjV1KBkpVk/rkFQyq8oJPoooNYhrznnU9VhhBRkVVjbQLACGsANawJp+MDufigABiFmspQITQnRDgNsqdG8ADcoLZpFzOABZbRCAtMCiMNg0Mgo77abQox8AGW0OUfZGEDBR94SsIdDaAwogXmCuyiKIFAAQ+T6sq+H7aJBTDQbBgHUIhb4op+ORKMIFCiGQmHPkhuFflQKKxDQYSkSi2gsDBeEiH0j6iKRwhkAwZC0Z+V7MLemQPl89BgcI/FVDed4ibkNA0Mw2gsX+PEohxsk0cIFE5NRrB0RpYh0DQEmUQRREkbJojAaBoifqh6FwUBIFgReuhmcRgFPj0hGfro2hWcZ6mPmROG+XoWkgdonkhchQhQTBjleWEFCSSiYkWcFoHCPQZCpelgFfBQhnGZJ8UYbJgmsnQYVMBFL4FXJClMEpL65AFYgNShTUtW5RXmQ1lVfmFMFhPJDVFX8JWtSN2XsLJKJqUVDB5YwGVPmhaWiDQF6DAwdCwYo0XeSloHfNkwHRdhyHULVKKRZdL6hdo1B0Atk1Hcln7UD+f6RPBuRzDlX1UD9czRZQj4ostz1UK9alGdFKhkIxJk3XVUX/RtKg0J+gxpat0VY1tuMxHQdAFhjTIRVxuWnXtB0UA1VnObZdP7WljMGZNJkdmTFMDTeVUk/jPGdfJinA7d92yV1Esw3D70VYLX4XutTBkExH0+f5VHpXNwVXRRXyXgpoiJTFRuw11bb/cdn6iaB1GU0+WVAzrtH/j043FSZXwgfJNtMoN1U6ybYGOcb4vNfbuurfrkfdZ+asa2hAtEUNr7hXdoHe9zSdZ85DVvUtMce07hNm9jqsxH1rJi4nYS5Lx4f14p1cqZDpGG/nHcLdFruCJ+whSbenPBXbjf+zQgcIY9yHD2HZsPeRIBBmU66btu2IkW0h7HqeIBnr+sPyRQos5bkjuvZ+u6n+fgiX/+r0XpUPT6DJ0SsH8YHvsfRmKPfQYX9GC2T/nfCyZM9DZB/oxGIjEybCUgcAlyKERCMC4n9T+0DWaQXQb+e8SDsGSTfggghQCiGXjge/RBORkHgRhmbDWd0CG6GIgpDO1ASEf10GpF8wN/5nwgeQ7+rNBjATmPgsSUCREkzCMRcqIEqKIRJgI++vQFqwWhkA2CVlOaKI1nQMQONWriIwQQoQbCGAZ10KYyRD8DFGJJjeNShECE5EsRnQYqiIH/CvhRQYcjKBwUgYoVgfFTq2MwbQihL1wFuOkSA4GXCaG0BouErCb4mDMPoN+fQRjV68nXhuLcsAdypIPEeE82pD6wK/CbAhnCXxkFpruLawFMHUAYAdFqexLzcWCZ07pv9h5pX8tRBpcC+nDJriBAsEzdFbRxsfT2RlEHUGEGEWq1VlnT30Bjb0sNVJWOmQwXZIECHG2zvtE51FVkXO+GpVEuFj5KFmYgr4GCukSWPqMs2ej1rZT/DfPQfT/wEKfIoUZwLjJgTsRCoZtSQK8XBeFGFwKJDMDmq9KBYE5jopYJi+5r4QLXNgTC4imDLkkooBBWgtyFIosheEsEqJbwMvoIMqFlFdmEvoPCrlOQeWSA5bMbpF4dK3kYog/l4SJVvImV0rlQgkXcXUvtUVSq2rGUMRMnoUzKGSuRSKhZ8lJI+jmSKjZuxgJmpgkVLFfsjktQsXa7KRKrknQsQS+5ZstoLWIUih1IhfxfMkv5bVmCAVosoSqsCjKEVyqlfG0ZR9h6nJYOch8r8iLUWmcRKGris1kQLNCmFr5AKVEQiW2B3oI0Vprn84FyN8b1sBgRYFdSjUaybsBf1iL6lFtekVNCTbXz0HrQ+UCpLWl1qLQWN8lBS1/nLfQYeEUPbTN+eM1dIgCwqWma8pNO67piB6DctliDh7iFVUpHZGb9nDzSVxE5ZyH2XwWvQc9dyd2GJ6LxA9kqLWGNhuTECm7aJ/IIcPWiUroV/gpVB2gL5q2VE7Vi4efMQLir0IG/WlQ21FTsiIMde4i1KEbagtpVi/rdqrdDMEXStrlVo8h+jINHxzDHtmijLL6XCW7acqxVkiMB30PxyoENbpEfVj+SmNwF0nTBDJt8b6T0jRE2cy9sxGAZpE3xxDnx9pGSI80gteiMOgZagxoikLEMwerWCKj+lgP2bYxsltP7LMsT2bxdDsNCImwvEIcNXF610ZYltDN4ni3Q3cZpuzrHU2zFfYBZVl5oJ5o44W5pINjLa0qPJZdjkhC8XCCdGd7TUtW0+KzCTJGquKHEMJ/tXarwKWMhRVDgbAJys2qOjzZA4vNUXTWtpOqHz4WRiBcrtAy2ORyH0NEfRwNjLHv8NK1FlovMA/x/4BZ05fvZYNkGhjXy3rTSlibtBoLT1ynevZPWcP+TJod/jYJ4bIyWY+nbgFHOEQUityDD5HN5Zm+SyRvEzplY7d14H3x/sMFpaJmSOXSvaxZfFuHbT0e5GtdBX7UOcdOZo39igAPUGPNC3D9zPFjGQXq1d3Z2UQ60Nw49qVB3KI+bGldigU3npEfc+Oq7GCWAUXe20jKV5sqPhMiD5dNG0s1aI5ssQQUSug401FqraOaWmVM8jR7ty+uUJDQhq7xuVDYbHaBKXuXoeUL0r6gn2PPWzAZ6j0HSWVlHa8dRZGM2lv7Qyn7vnz0X60HgxDvGf41JwdhTRtyCUybYcG1BUjyN/P/hwaKpjQVdCGOzyrvHY8gFgWgmxxjjXAI2LSv+KzUOrGORsQWX8LVBXesnbuniGyWKMDhvrWvCkGIsTT2hDPZfoLiBYlKozgEvHTwUidPb9MJ/ggDtpE76f5/PmbSZHI/eP077SoRTfPLj+x5z05xyMei+oKr0RY/xlYLF9qjBHfrI9/YduUezPhe4+m5R40a34AFxSGLj415Z5qQFJ6hrjFJbzcg7xOB7xVKOBnhk7JYAIZSCpEIYGnJYF2bYLoE5AbLvyUw4EyK3jEZkGEGUFxTwKZqQ77RhJKSUikFkxvrySUE2IMHkGzYiLoHfQ6J/i0GJJKAgzCFvbu5Py4TiH4FnwZ7vbNxDTiFnygT6yQTKLiHsGMEUFiFfDyF7SPZcH6Hw7yJBSaF8JETUEcEE5vjsLVSwR6CZJpQE5WIyHvhOFZJMJ+YmFgQwGrgbwlJlKHS7yVIHxnh9AiBog5z0AfKArLRdKwy1TvworOJ8RJH/jhB1x8p6BDJJFVTcTvIiAJHvhJEbZWJ6IfKmx4rlEbLyI+p86fC4R1H+SUD3Jk61RiBlHUAVHPREqeyKA9HPiCB9D3KPjUrDFZFiD7JfAay3jcTDGvR7TC4HKCAsCgTDETb2H3IKQcZKRJH7Y9BBpoR2oHFiIxFrJoJ7RvhlEXHNRXHQTgHVSHFdLHG6rkwrFbGDY7EipWJTJJHLFGSkbqrPRQpJFKBk5nwTJgkZG9H1HtF/FNJkCREuwIlqrVG4oST/hyRQz9FxElFoo4mojZHSp5HgnrSfBzD7LrT5FfBoi7Bkz3LhBEmFRvEoT3Jvh/iEZgSzCXFBo6JPJlEGHNT7TjEerCmzCilVEZD7GSn/gPFYq9Gq4vFslKAckiq1ymq8kMmpFIkAmUniAbIwn5EQooikkmkUm4mVEKrIllFoltFqqcKfFGSRFrpfjcT/LkkZHQb8lpH5G+mKmWm0SRFiKilgxFqMa5pJHbFdqvysZTEiRvj1p6oloQlKBRito5opQFEeljFFqjTtrlGojuH1rNK9otG9ElmxHdqspQTDGFH5ndrqxTo5mcIZlew7qx7NJtnJbNEQIjJ3QbqAkpEIzHp7rLavHqmIZ/CnrnHREPGIaCJgTzm7BfgRnAaYrGS5RRFrnoIGavj4x3ELmxEuYBb/pTmdkuZeYjmMl+bNSwaZHmkzGIYPlplVl4lab0B7KREilfhcaTJpl/lik7pvmJH0lQzAmvkJnElJmcE3lPj7RQlabehGY4w4lTZFGIbrm6Y4koR4nmbfCGLqZ4XVmEXdmLoYV5nRbB5SY4lIUAL1ooRCbYkQpwVZmNo6mQXC7dqpngVSn/kpmJZzA4ZohFQTrUT1kiVmzZFyZ0rDrgQ4lqSKqOTxmPkLyjkgnDxgVlHumjHRZ8Whl2hhDzYxDTyXi9l9FrZmXDY0q3l6k5ZGTQ72VMlXZxDM6okgzUUE5k7OUGGXE+Wa68mKT7lXaPisr8UKk1m5KMYHGmg/FdoH6nYj6wX9mPZkzuYHGIUdl8EayxX2leX6WPbhWbYFX4WllXY8R1I5kuzVm7YiDtZaQFWYVNlXhETiQFUMWdk5a0TK6pWMJVZOU+S8nESvStYnx+V8mLkPhCC9UZbBXhmK55FNbCCeXKWwSORgi+XDUaWMkZ7KpBV6VYVw7bV2XUDpbUmQGoU3hLHcUZS6Awpx6XlfiQGPW2RRF3Roj56wx/A3VRHtWwSJ65CRQoTHlzBWpA1gSwQvZRF7TNJZKQEfr15g2CBMI74BxL5g3hAqg74oSjQtEdjiCA076MaGLYl4yvSpwPiDBtIv7PVr5WRF4uUh7w5M3nVUnGnU1Q502dJJn8YdiXivjYm83NH82zasBdJLGjks0Y1dK/mR4Q0f6X6Sl5Y41d5vUFXySi1K1M1sXa3q2X5rVE3mk61PVPjrUm0G1M0YbsmD6R7W25B3VXW/U5mPoc2Ux+Qg3oVXrsVd5Q13QvFXrPmqBd5I0pVB0Wlc2y2u1nTNGUwBK0TZQtFu1Gnx255k26WO0rEs203J2HLqn6w03K1KXG3AGs3QFrxwGbylLYihHIHhHVLoFrrDZzQFGwQqFXqnKVZL4xDASDxFTabNJgo91FRky5QD2nZA5t0MSOHQZ1IWpJHARZKsCeHaWvLsq8loS8R3SeFPjhD3r3i8k1YbKsF727APamwxA3inIpQD03gXqH3VFxGyFz3yrD55GUB4oT31Hbr0WhKsFpqo3D30V93j2PpNaSIgNj2r27oDp/2xAAMLm8rEm/gMQSQD1aTXit2FTX1DED3tXm68mxBnyKBng+g1wP3v2GLQPkOQnfoQmgPvhbRTXIOIWMPMMKnIOcKgNkPfjz3CRQODz1j84L3cM0PuJAPqQMPiOsSzrT1DTES0At2H3rLkxog4yKOogL1fBb2ojVSKOMAETYMgzQQn1MPKpvFuqX3EM33mN0raMNXP12PmVGo4k3if0ST1h/hyOIX/1MMSND1SNsMyMiMCPBOCBN1IPCqxBnRYkwNrlGoxPtTLT4MQN/QxPURQoD1w39L3gZNDLf2rZ5OVqlED20Rv0xN87cnoNr2UMxOvh+qyFn0H2hJ0qTFOH70X0iV/hyl33r0COPoqkwPlNHoiXJSLIwOT2/3DzIxTLZNANwQiXsx8SpMJ6H0YYFPN1wMzN2kYNLbCpjMunbTMNfgeb5NQq0P9PFNURDKXOUNLNirMP/a27XOZN8RPNk4vMKQbMpr1jKXm7nPvOCrn2ZrdNOq8NKJrPfOwy3OQSfPnwxN6P/lkNeKfB6p5Ngj+RnFMODCKAewWQYGMQQa5TiB6ApF/AYvXbPFMM2I/HZIYH6AFjGashUSWNzRJOlEstmxYPXMoRdG2Rcv7PssFbSSLEstQxGPrNEU3Eku0twykZjOEQTOkssDb7QuzPNI4upL4tSvixGlauCAjQYwiXqzVNkOcKQV85SsaskudJ0sKs/PvPfQt2t2OtKQwR6BpPWt2mkvARD2LMLxKumqksMRMYBtwLWr6M00+hq5Ss9N4lavQRv7qSIsSkhvhrlT1OPL+q+sLPXNVOhoetoRQsctooesawmzCs3MXPnWWOkaAvusWv0wEslNltYTwsYxJM1GePtseydsFZpu1sET1sDvUpkPGwZtwQNtMMTthtSvLPuvrR1vzu3OIXksWQiU2tMOIWWsbsLxHPbsSF9tStgTUtmxHugTGsjJO4ks7vNtxtOqHvkxQQtt6ApybHntHEXStPTwLHLTQSXxzs/uiuI5WQgpAfTtgfNRAcPMpquha1vgDMwtQqujlUdTQsLvviuhgRv7htbuuh/BD1/SKs2Y4wEfhDUZSvqNtFYclMK7XPNKvgjoEdAPpOvwhqEbYcxtLytPJO0fWnofTvwfwTcSvO3NrodvXN8dge6keStMFuEZgejULQjvsZMcCtXr2tUc3tMPXsvtSvjPBsSfHvqt2nCc/hIcLtnhpTw7a4YdDI2cbKzKcywd8R3ThRjJSM7NTLucqDJsGcHvucgQwdpqzn6BYffh5vQtqTYvueDb+vXOMDURDFBeTvXNdLNJmwRfXb+e8fdvZe1SedSelGOfz2cxCd/Z2cVcxBov1S8clfWY6t5dxM2evj3utMZfNFYeYvkuqdJdQnde5C9dUfoRnqte7snthfVQ2ddJNeHNMtkdbW1dXteU+eVdiYrtwcuq4ebdudXjru7dKTudcTyvXPqwbHLRvhkv6fQvxvHJXd4uXsjexdCBWLOfPfqlYdCBFRFe3ePtXdJtiBTt7DvuXdCChu2Y/sSlXcQ+Zv4ZNFZcA/cfA+xP6tXc/fO71dopXdveMTleVBvNHezWSetOE9ffXdb3FfY8kFafNdGnWe6CPjXj1uYujdHd+TLt4tDfEtYduQHdc/nThcMQxCWudtKaBesIk+ltArC9vgjTCT1PTzZG89US1cK8it/sq8wQmfSWH65TC+aL7QreGdkd883ebtmcc/Du6v5fC9M/MAOtvtmt7M8uKDKrZTtoYPKNu8SGNqrMAvBYJnzMJc+8viwaFNA586++5plP8N5MHUsUwP33fpR/uNSYdMgudvuL/g9m70lEtNUF7RzlJ9XOKBJUSCz1IYVO0J/BsqTM/3le4J7IwM5PD0YEMTh/gMlvvZB9bOJNN9gYu+8oYFlaBbkNzAF8lbZlMME8lmFpR9h8lrMN5ZN7x+XywbMPcSzpR+UCNonOvTC5R+GIhCeMMbe9R8PgVlMNn8DpUFaQKXX/A1nM6TIz0yP9b/d1UHiAKaP8r8rpUHQ0N05Dc0kUzL5X05gy2chlVCPSF9iKZ6O5in3+A8QVyM/cEAX1ySFYSW+GTPnk0FSHlP0CA9lCP3PIaNK0cfLnkvTAzACG+lLDvkvzBDehu+VEBMhw3P4D9tAZDcHuvXK5shkBrIOxlZCq5xRoIP4OxnziNZr9WQH6fRq9yl6vcSBdjNrsHjX679c0ijFGJTzAH396y6g/ngAKHIftgsE3MARrEwF2NZuT3MAePjr6KNxB6LCgV5kUaCCNuXPe1O2kUbUQ2UjfMyixRRa5YLOlLSge61xZS8e+G/OVgtAJZhCl+rCF1oEMcHRhtyuAz1mhRpZtQVyyQhBLphZa/h6OYAovuphyEUd9IX/HPouhZb+QMhPvNPk1RZZ9AkhPvVZP5E8axDK2Kg6fiyxO6RC1+i/f9kAlF49CWBgwXiAEJ96qCUopLX8BmnK7u8T+WrKYfoHK7Z8f+KrAYWAO/49lzWnrKoQvxYE3QmsYvZgRvybZG9aBew1XvL3iHN8PWMuRDoEIUE3CQWSwpDNIKYbrInhyQmrKIJuEicFeC2OAY2wuE9A/h4A/dB60N6dl9BRkD9vsJ2H4QDBoHQqAcMGEb8kROw6IaB1nizIU2GI3TuB0UDpNcRYHFfgr3YF4iP+iTGvqkLA6nN6A7Lb8CINuI0iD+Y5O/tPC2gacQYXdRJgn2aF4iSR7QvftpQzbpNA+G/LEYxBTZiil+T4CfosMFFqCXYavNfk0OEzntKAJnNkWhBUCHsNRlgqgl8KZFKjLhVg2vsy1lEfCHB1wiUVTXb6JZUOc/HEUcJLRccduXPOgZd0rSscrhYGcjnkOIF/oyOBPZEWANoivDXQ3jKnFQVtwoCIx3I5ISpjf6uh/mnbWar+Dhj8crI/o2Ye2hY5EcFRKUV0UDxREujUMjoksZ6JhZeCCx/HYyEIP8xzDzOdwn3pfwzGuh1YEgsAYmOuTtjluyQmMfwKbGidQx+A6bgVhBakiSigY/jkhSMjeCgh/HNDk6I9HWdIu+YkwYyP15rjuIoo9fgWGs705sRlLGCI2hm5S8SC7InUe53qFcR6RDVbUeBCu6qs0InbXgTenJ5ZJ6YqYkQJuPJ6GtgRkg0ceTxGFvgZh4IacVdwWEgUd+0/K7s9DZQpsSCklZjsFnXqISRe0IsHiDEtEGiwkz6SCSJ2eHWDjMV3f8bERH5eYnxawjAm4M477coIhwsnL4L6Z1MbomuFiSnz8jsS00xQqdrtFvB9ZyG2xellxOhxCTae4hVgGVjIYE8aB6QKST5GoGgDKQKEaSRwyWx5MxE6WAVu9mG7yTNc9YOsRfUkkGS+GFTLScrnrBodyueMAhp43+BySz4sTDrP41xzKT+JB/AVv8Dn42S5ItlVyaE00lqdpsrkoyZmiclJcCw/7d7Ja3ra4sNsZ8R/sp1cIAIlG+VZhmfElapS8kZ2R/pwzyY8Ibs6sPKRpKjBEVns+jLamywKmzBCOoNZhslPZZ+QEcj/BaKvhqmqTFJB+UvipNMluTI+zUpiZwKzrKCypnUiYRYgnEdSDJ9Bd7mNJakstCumPSkD0Chj/oWWfnWNmVJ6aGJZWOXLaU5NfCvIBWbIH+imyLrwRPGs0vHkFI2SWTJpVXNiWJKMHtcTJz09jKd1Sl3SMsmjIVkFICiy5nG5/AJJ4O9BAzb+NiHiLtOcZ/Sypq02nHY2aSfSVJC0l6aNN6lqS7WyM50plTeEAwspchKGc+nLbn9vowXF7B6zJhnNlAdUjRi2G34WSfpsIgFh5MEnMzJEEUzhv+3pmf9CpkWW1iBjOZuQ2u6051hDNxxMS8ZoEAmQXjsl4yoZKnGqcZEunjsomTUiWQDgA6fVD+okxSQYWKHpNdZEwuYtxxTaDTNZfsHyTVPhnrSHYc0ykGiFqgECdGPU3Fvtn4EAdk+RA4YfzmNlV8bpqUqpmLhnYnwzM/024Z4xNm5cnJ30gVvrP9FPS9ZzIBoW9KTmYNh+jMgVku2t6pTqIK1Q9l+zinBSBcAHcQCnJ9nVUyGNo8ronImHVzppYkmZvGLGkGS00cQ+aZLLA6cNomvQWmXiMymj0apfwCqf3M55sEiZJLNNLDKcnTx0pbctoalNRARVyRzczmUtn/b1zUpkUvoNZzqz2za5/HERjwLkjSTWuego2YNy2ijCMZPkGzqDMOgdyAc7nVgAWjNlwI1pZHWhGdJqk7T8JX837odNBm2Rn55Y1KQDPNKDd75vk2OZfN+F5MD5Z8m7qnMLEMCx5mcwbi4x5xOTwFEkGzvoDOYgzjpg3fBTrNYhp59eLKduStJFmLd86g8x+Zdx65IKjZ1nK8MYJvmFjlUfYludDkglTSGF5PeCZxNqmCBQaOPMrkPPJnTdvuVs7KclSJ5mUw5qUvlhZXJ648bw/0xqrhDgmuybm+cvhVV3QWkTuFyCj8ewoQU09kZRinSNVNzlyz3O3LDOc5KaoOLgZfk1Ra4tv5AJ5F2XRxT3PKl/BpuNimWSIs+zZcuhIkjWVhM/HoyWFwvRqgSwvlQx/ZGinhbfLN6aCnJOUkfLLxMXeLcZwvTpjJBnnuyju2iasYvISmXdcWEi1KYxxCnJKRmqS7BVoqw7lK5xQUvOR1UKX8KY52klXnL3sGmK7e08hBQXhZG3T+l8S1ebZJWrWdCaOwnGblOSVlyoxnSCeW0tga+Z4FJ2EeckvTk2xxC2QMJdRCqA5y+lyuU5cJIJasyrxygOljcsOTrysON0MeXzNuybKDl9bYWR/M+VULzZ1S5OVGNln6KFlORSkMrNlyRMvZCvC0UXg4lED3h8KniUVjyYQp2IYM8SdjJKJF4sVisyFOCGzxkMWUvEnZRRzjysDb+SKilVVIJk6MXarUvSdYQ4IvgNGMU9qY1m0xL0SW7KufASukg8QdJVEJlU+F34Z0Mptipwl3RfyUrEmcKmlQrVX4EqIBCq6DtXmVXP5cISkyPqKqIjirZ+BaWFXkVWgCsDVEAvJgYWobFTtV26ZlV7Uf5qrH8nK8fDdWX6kr0g5K8CFZJ/pGrpVWqgJqqjRWEqKVs1YbLVCDUqqBWFjAiBGs1WIy6W7LF2ILQgW6CoIiahsdPC1XBZyW6a+CH8CjUfSj8nK+/gHjsaGNxKxaxfJLU0Zhr0m9JcsolPrBZihMFq5kFPn/b4QM25XQqHXhHz1gcOp6VtbEB7zusHJYyBXsbB4isASWY6s2BOpBgsA+c+jBbNx27UvDGAGjTtUxjXUuqJh7iYoSm2pUFqtGCvI9YoJzWtrd1ZDU6cpPlUnSPOkfI9VsIVn0sMMreXvB62ln2o8m0GK1QLIrZyrd07jfRi9AmUEqpBG6vGY1XGxSq41RbL1gSrzWYr2Zda1Xr+EbU8yYNk60wQLKpmH8/Y9qkmbf3pXkwJhQ7b9ekAYh755ZEk9trOVWoAcDl7LEja6vpJgbtCytADuDUo4erONUcg6Sxr9lGQlFdqsPhoztkBzrCaLAOiHJhVDre17rF2XU2qIS0/ZTS8rr43xohzhNnGINWKvCAhzPg0c2UXBvjk8apVfGoFQSzvUhymNsa0/AXLHlJrqNn7MeSpsxqlzV57muWue2gHNKbNvm2pRxtxVNyU5Z6ruVQsE14ju5zG9daclHnnK5ii6wbAlvoXWEi+5MSeSw2iY9rh87reedss5VNYK8K8lOfWvQ0byRikm8rYRERyugj5Ea5WvVqC1PrEFmSs9TZyvnNjgtceO+dwMvUMqQFr81tSyrEX/zlplq7lQV2/n8qhInwArqAqcL6bcF72frRqoc2da4FyqprUwsyU2abO5a79rBo22UKF5S2vVQZrwXsbaSJq4hexsm2ZaMFkWkDGJsG6Hb62UWtrXJx62Pi2Fr0jrVws7E/bgJvSz7ahOU1xayOr3ILUluA3k8ycImnBiOvh2yLrCJagXOIvtlsMN8ginqc5qFog6quJmjbYDqGX7a/t6M/bZYvxXHaX87nCVhRqcJNICdDi6edjszW+Lz+Hyf3BjvcRc7wBbeXxdPNh1LrsuDOqxtYTDGQbjuEksHc4X+04q1IDPQWfhsh0q8ANWCz7VbzS0daeEJi3XfnxcHWFd1myr2Wuql3xbGlMOhdXDqt32zsN0603WtusIHRka0ylOftpqVY7g1j4sFZ2zfXI6Vlq839VNv2VUK96yW6bvcQd5BqINlu15ecuJ1077lcMazbQAxXAKU93QzlQulq0vKzlaWh3Q+E+X7MPtL21lX8rO2faaaq85UtRuSUENO2dGsmgETqBV1gi2IPcGEX3iN0MKiEYcd6rzg4klAekP6P2usg/wcS4gVSOpHrA6IS4SlQSDJD+aVxiYi+gVfeE0Z842pBVafexE30lYrEGogqiPsToH7L4w1F2LXAsiKN/ioUEaqcXKi3654LRU0I/rggcMX9zVfvcJE/3kQCqXSUaHNAymMQ0INVGuKPs32OZuIvELKsyBn1QHriwmKfWxDUib6cCo8cA6fv0jCNlYLxWUd5B5xWSpJLRUVT/vQO44h9b+hyBQbkROV0CewN6KRj/2hR6m1+xA3fo/CVMaIOBraqAeYgZMl9v+pQlFMcKVANknsG/QfijisFxDjsK1tkCUSbQcYghjfUjEOTM5x62aSA+oZfA+Q2DSrG/dDv/0xMsk8Mc/Zwbzrmls4GMdQZ9Gkrv7z96CIGCJTJwExFDakZQ5nTcPnx6w/8CWA4ZoPYxVeohzOtYelggGmIt9Rg+YeCOWHiCdKENB/oYxf7C+hB4AykZMPZ8EDwRt+GAc8IkF5DN+kQ30EcJXhrYwB6Q4nFT4VGKDnh7GAUeIySGnDgMfutkf326HPoaRoAxYdSOCouSw9Z/SYcghcRiU5+vQ7fV0kpxOYBjVo+PUcyOGPDq+lQwsaCN+GZDnhKY4usQOZJSjmxkos2mYN8GojjR1EEkY4Mv70CMi9wywa4OsJUDs+zIzhHQIPUBjH+4w6wdePnG4jL+1vUUmrplIkCsAFAhEQHpgldEh9XaFoRGRiAgkkJs6DIloZxIFINNIhNQPkSLMoTfCZhs1GoTwmw4CjXjEwgVY1KPCy/Fwgqx4RpJ3WSmBggI17nYnZJGJw+n5GUL6NX4yJqxLDA0RQxUBuJ0hOwiQweEB64gdQiybJbEUVDj6Tk1wJYIwNwThaHiLVKsILxhCLnZVDyZSbSmCCexCU44hFPuFW6EqOU+Q35MyQ9oCJxJFAMNOH04siJok1kgVbGn5IHAqyWqfhMcirT/wd0wpDtNWmZFOpi056Z/geDYT5UC07pBdNpCzTAjfbpKbSFnHHTh9DU5k3/ZfGkzup4M/epjPimM0jiUM8ycFNlxr4tgzkwXk1OuSFTLncs6mb8FVmPTaJgJD6aDPYI/j7ehAjqCijd7UCBISItEjYgcRsoMLT2DmW0TNxBzDAs+J4MiKvdfwyMQc+4nNJEQcys50YxxHNIjECwilNeuObYDAQHkSrXslPhfB7h9zMlZc/LUoELAzzS55iLySvORAFoB55c/KTnP+Q2AG5jUeZRVo58RCG5qqFuYbLQQTzH5tdINh4gokYmnsQiIzA3N+cBJnhStMBZepPnMGvp/Y8PhDQfmEIt52+jgUf3YXnzAhhydkAAioX1Ge0Ro9DXJhRQ4LPoBC1QXhgHRQLVIYfI0aYuuENzJ3CC1RYDrNQ9z+GU1mTkQvYTvIe5xc4efYu19XCN5w8y8ZxSqRCL55gQ8MMPJbRxLRF2+haz5iZAnzyligG2aCIdnUMFSHvWgQ+rsj381hJjuhaiJfgIoJEZlbhbKI8JfzmQJy5Ja5NDoYLbAayxRZeJxQbwekXy/STJzfmlTW0Ac75cQpfhALSpvaIJHYB30hL6FV7jpjJy+XQuPeMohYhROfA2A5DTLoXhyu7oeDBVytEi3erlm+ojMHE+EBeKuWBjBVhgc5aiKCA1zzV7k55bxiWXarSmeq8MXiD95yru6D7INdYDDXsm16cmrDDfMcQprPeeWpFcFWdXXonl00Hlfmt+xnLphia0YWYZrWXzu1sSHuA8sXmR+QVh8KtZ2uoQaIjl7a5JcYu/mooZ1gQ8FkMR3R7rjtCWmUd1inF3LoVgOKwVlAnXorVsT4rZAhXZQ/gAEZK+hpUMPVobr0TK7VOyuUghr+1iTIZiBRR80o/1ka36mC6eF3rDlzq10UcI2KuSUUA6zddKvTrrrh5wy/ARrrcguz9dMy72a5OIQlebAYKCSRfOHFkLe4blK1cjgEW+buFzytzYRqwIlAI5/YwFBhtsBZbU5pQAwZhYBQAIItx67uCIhJ1ebr9Lc4ITIiZrlb/Rx61hFZUI1lk6xWqMbelsARj4uweG54XWSv8oYBt2Om108JzFNrntuGqqx9tURJKSgf27bfQbZVNbntq+d7aZ3PXlbewE+lwZdjx3tb51lO1TYTsedLwTTd+WgePgx3eTd9D64IDDspwamV9MSOwBtvl34mfFqKAXcnS8mhJ0lrO4VxzuoDsgGENOzBAharS0DPdvdRrf1uoIIgy6z1tzeVu6SxrzDDRLVqnvA0p8bK4O31EyA1o0GQLCe6ys9vO3/srk/aFHcbvNoO1edjiDXcDsGNQMCwc+7VDEF7Xq7PtY+wIKRtn3m6LtxRhFEy1Z3Xoo0d1nFD4skRUEX4Je8/eyAcQKcWSQjnfarsL2x7Zaq+5EEHuuT+74D82xedJZiQbwD9wehfcaRvQy7qrPwX1CFq82zSkl0lsQ5NqoIEdRNkNiHcZij2BrlMvW6iDNt0pyHeDge2g97vns2IS6th/zeYjnsu7WtkYzakY0AOF7aIGe6aBfsL3gHN2EOYre9Df2N7im6InzBIhO2Urh7ER9HabuVa+Hg2Ah7feJHpXsHAd0x23Luv6On7YHSh5EG0fv3Byq91R7/bxFz3oSQD70Io/scBYqH09qBxFpseMPxHv6xKwI+cu8OeI/DweweMrsbrInklmzjRESc33VqKT++24+yhHc/spFnezo8c713bH3tuLnziXwmPcF7iK2448Abl2mbAJ2uv0HZs9nzwtEXcEzxEIEjkiY6CSO0+FV/hS73TmiyfjPD9O4aDJTfbuGagn53w4zwQJM+GczPjIYz1BOUyhiz7pnvTuZ2s9OZxoln2z2iAxgWfhqDnszo52ZTXIpsbaSKXCBc8hKQkf1NuwCxc62h7OnnIaYq68/WcK8004VSi/c4eflc3a5ZHZ1tTrHvnunB0QOxc4menORTQ6a+Bc5+fXOiKxuVZyuvWdPORnJUcpiDAZJGEznuLyiMsTefYu9oHdvFyc66cD0U4Lz7lHs9RcnmcnOzr+RM6edNFfwrL8KOy785QJBa1UPFyi6mdKNY83LiF+/j5emxBXJLjZ7RBFc4u+nlEfyL5QVfLOlXmL05iK+lfcvfK0HbV7VH/C6ugXIrvSFNmNcPOnn6EIm3i71eQv8GeN2+3i7AhYuoXzSLl3i5VfGQnn/4cvDjCpdyv/dfJP1+K6ufAuauoLoV4y45eOuNXPLhZ1a5gjBcXgs4AAGagg14xYTgE0AIB+AmgsIB0GkFajShunogOMMCDKQiEMQlwWunQErpGWWbOoBlN2YiIonZgnT4SKiHxnnOYyhroZ12+lmjO23n1xZ8ZG7e4uPq1L+8AO8VQrOe6J5jZ9O4Xizu+nSRBd/s5ncHRV3vRKd/JBTtbu5ni9CV9O9lEPkPwPdGC4873dUgIbh7nRj85PdwJZyy0S+npGWKPvBB6Fi9ya+vdtSPXR7q54+5pgwvyiu7rt5gwQvzvo317iD8/EvqAp9X17wdxO4nakvH3yH1d3MUGePggP8NJ17yXXfqQu3f7zD+24JePu5eijy+uhG9e/uasxMS+o8i1e/u1ppHhD5C/A94e2PP7sd/gptf3mePGzMPIK/vPHvCsR7I14x7efI3xPKMET6aG15/Qx3GHu92R8NdLvx3pHwjxp7k+qfPnOH8TxqP/ApuwA6brQJm5DAgAc3ebgtxWHeA90AICgcmDEAYDluEw3IKt7mBrfch6A9b5myEWafAmG6aBdrDV3I/HZ5iPbg/H260e5It3Yz05Ggk6e82Ss6RVd7gmS8Re0vCXhbNG9RxpfD3uXtD1l4Pe+mkvkzkrz27ayAeIv/xc90qfvqPPjs8CF50qZdPvvmvhkIFLqfa8e3jsb8L9w15NfHZiI2V3U1JP1cjfMk+HkglO+OyZJIPFpt7ou/m/zE4PSpoxFq/69EsAXG36T47dS/xfMz7r5pLzYPxzARPwWbD47ZILERvbRZh98dlhNtcTPZnhQBZ8eDWf83DgQt5GAtOQhM8rnwEPGBBAefmn/oWt358ac+fAvIJxuj3X/Dke+XahHt6JAgFDPaGTeOd+UXzSnOJVhznH8l+R9Y/Vql9MIGh9yMk/VP5Pxd8T4J/0lcfY+1+FT/g/DpIXUAnzHc7cYhBQ7fLyUK19pLvO+XDEIvi+7cY9B33fLrSHXhE/rQefMxpTLntU+ERAPwR4HCB4Z9E/l+fyJFwR97T7Ptf6L9+r+EU8iuUfE77SvL7N8s/h9C6U78EfVghv36d0VVw79VQMecSwEV1ziaV/v0VfiH5frxBA+W/LXwRsmJKlsjQtWAofk5n+iGh++2fjxqkGK79/QiZPGU8fIe/Nr7RaP+Pnt7KMYgqvED5v1d0mt5cZ+/gWf7Cab7iMqrXvGbwpFm6s+5vvvpIN4GkDst1glMbn0HzqE88Q+fPdbwpO2cbcFZYfwX3s225zvqeckLn0r4cRi/xJMpQ7qIoR0WcPxl/E7mmru8gSb/SfSRKbLT438rvD330aD7v5P8901/pzi//P6rKq/IEPoJpFz96I/vH/e0Vr+sgfez/Q2Xzo90L8gR96Qb1f9Q/B+E/F/3e/0Q8H4GahA8sIHf1moxKXXzP8KfaAMQCUQBLz9hrveJHEBb3S+kP99nR/zPcufY2A7cl/S/yIYa/W/1R9vgfb2wCiA1TxPwoA7PlwCdSN/x0hnsbr1YDQAwo1WhcoRjzE8wA1j1U9guV32P95/UK1ADvuFd3r9zPRv0s8vvWz1eAIwLoCv8sgRRChge/St3B8ewJtyH9YCBtwC9TLVp0PgPYOlHC8kBUr1OgjSOGjO9NPVZwCRGfFL008dnBwMy8LAodxhgtkFb2CxL/TwP18z7dwOJdzqRwOa9fAwZBq8FsegNohOEK32OxSjel3bJ3nbb2fcdnRII6991H61SCzKS13m8hA6INFQIg4NFrt8gtogq8kJaSDuc/A4r3KCBJVZ0KhYgnwMsCdGKdBw8csDDzqD2MPtycCVPCDE6DBnWwJ6CdYUYjJc4gsrGYheg9pyL9+vK1D4hegh4gTcRvdcmaQZA97zkDPvFv0UCyQezxhgc4bAEzwz4TQOxB+/HQIKw9AwIn88mnIwIiJyiF1xeomoZkDFdyiRf3uCvqF4nbJQ/ZgFZZtnTIloCXgqnzXdSXVugJ5M/A/xO8N2Cq2fx0KF6EDdD6Dkz1UdyF6FID7g/8iJtASJEM+CxqLl0BIYQ+4K2QWXUEJO97wRuGyIBbc6kBCiQ5ulucpiX4Mbg8SWZ3TJQ/WkP+DeiZ4OJDOfYYkDdSMYkIxRFKP2CRDuQglHeptrW4IpDd0KkKPoCXLkJGR/g+oNV8mQ74I2shfNkPFDTQO11FC/wQUMlJJQ8EJBRRfLUOeDPg9px4sRqNUPuDMQ7ElEgw3WEK+D6Q+kgNCCeEnyltTQz4LpCSoYkitC/g3p08ovXYjgdDvgl2Br95Q+kNFVJQ9UNPQ7zO9jJdcQ9pAyIIUD0MNCpUZYMBBTPBvyLBLPUsGFA2/ZQPMBV/N6HLQFAIMw0CDgCwAP95IYawLDFzIH2rdTwU4I+8BQIkEzDfvLoFzDeERz1C9m4RsBLDvoMsKMICwsEA7Duwbz10C6wksAbCSQJsPMAnJZhALC8YFEE7CggZlSyAPqOcMHCaw2gDODgwR4AzDxwuzwsApwrvUvp9oecK6B9wpcNnDNQIcNrC1g+sKFAdwpQMrBJwimiXDZRMgGPDHwqiAPCnCFcOrCAwdcJHC2gMcPLB7w94FPCCwl8LfCpVNsJxIeIC8LXDfPa8NHDbwoCK2C9wp8IUAvwiCNlE2wjCNXDfw+CLTCtwwCKzCHwyCOfD23TCL5IsgHCJ/DIfYfwMDLglt3h9G4H0Gk82AbFFvAU/RuDPhsPNiK8gniHZwuxLXbFGHlznRuC/AsXYSJAhRIjDDnV1LdiP4jE6RI3ddeIvkkhCBI9PRFDsUI6SgdFIsw3U9sUX9BtdG4PSJEJsUPYg9dG4amjJcDkQiGP4lIRSLONlIg5DzkXzRSO9A5XNiIU8qQxSPEitXA5BEjiXQSMed/IqSMCiXPHiP8jh5c92YjtRF6mcjyYI23uDuImwMkiCfGI30iEIUKP38JMRwNSie3HKOS8QotKJ+oPI5yOXNxgw0Lt8SIGyI4jZgz4JMjMgbFFYBW8FElC93Il108jypHt37Dco00CyjD3TFkT9Oop4kpdEvG+mCi2NTUNC9ADd9xsjfTTgPBcIXFSNnkqPRLzCs1yFSORhHwJQAGjRUd52xQqqc12mirfdiP/xdo56EA95Iyv3bDcozKIJ8GBWSPYA8oidyJMnIviOujEvKyPldTolP0S8GolSMOj4/P6ML938bFC2jPBXaNxMi/MyK3MPfRX3I85ovUNC8voqKHiipoz6KqjhoqKK58Ho0qL6jenFYJoB/wwkCQjiI+z3qi8wxz2AxVkN8KSiewrvWpiFIWCLwiNw/UBvCywMmI78YjKQQ4BeKIsPTAmwYIE+CwrcsL5iqwrzzgjWYkf0MDGIkL2odbg+tle4VVMFyvoeIn3liBrooBx/co+EvxVjPgV1x1iWfVBCpkOo9WMz9kXMELX58CPewudPxKMIX5GsQeFtikQo/iMx/IFWPVgkfVPl99UEO2PlcuxGMPsi1nS2PWFwwlKAucTY9S3WF2Qi531jmPAASNjBo0PwTjDnah2eCv+GOPljWI9YR5CMXZLCF87+JGhlcFsb/0NivQqlxr8ABc2K5wXYkrGhFeTW1wViVBeuMRxeqXIG1j8II2OVRK4zuNTiEAroOjjvIyhBmplInOKmjHcF2J0hA47l33oi/aoR9iSCD0IX44/GVyvBa45P0k9HcHEJ1jq4/uP6D1YruJMYDYqQL7j245OO+5d4/OMl8o+PoE4jZBJaND4V4nZ3viNoxoTdjI/ShFOQC4tMSZxn4s+KvdvYyN1Nxfg1Pnd9/XYeNDDqhMBL/i/Y78W8ILIteK9if4mF0ohZ4yV1diI/QmOJjtw5CPb9IwU6DShQbdCO/ADg4sPwS/cVsKoiSE8WIH9hwhCIAjSYicNMDCE8sJ95EOWmNOgFYfMLYTuIZmNoj9Ai4Jh8rg+Hy5Nb44BmaDSXQ9z54KWV9zDcpElz16dH6WaxO95EkvyUSfiF11USICMn3295E62IytL6N4khJ5ElCHhClEz5mWJ5E8P2C5zEu13kT4E4jkKg7E3U3NI7I8xJ+dD3SaRPEXOAwiBdPE74E58lE8NFOZ/EtRLwDAQ0JJJ8lE1Gndd/En0FuclElIhVc4knkMSTGXBL3/sZfFRjpRbg1RKiSe6EsjecMkq+hkSAQzp3kTBsMMQEZ2yCFwqSW47JNFINnYpLCSoiQpLqiT4k/HhMMyNcnkT1fU51X8YvexNz0uk5xK5NHfG7HhMjEnaMFNxkqOKiINEj3zZBhkttxiTNWIsyD9+k+KVyTBTaxMhdWkjtxMSV4+E3ghDXPRJVVjkwNy0TSk1FhUTBTFpOGEIku5PyTYaPxLuTtE/6lGTowWPA9MYvLBPoSSYjmKYSlTZiiXDjOfvFpjgU5t2hYc7KQT4TB/bBKIigUnhA9sCwsFL2gIU5FOpAxmdiFfA4UuhIETofJt3H8Obc8EoRrAqdh4JJEyhFeCf5OROpT8kmeTBDUoBlK8QIk6lO0SnJOOOvgyUwrAMTDpPxINRHYx5S/jLEyhBRD7XfiVqSY0ZZKclZuHpMdxA4oKRFTeTVBLDigpeCWMTUEwJLqVdEyiFdD0mVlLlcWIfVKCkR4zVi1SEk7aTpSSCVJO2l0k1BNtTKQOVOjgLUnOxqllU2LBtDaPDGWg5jUhlNeM+3ZSG1T0bS5IdTBQmqU9jTkx3CnQaXOKDpTZqRMIJY406DjdxzQiNIOT6UxRLhlBkzNM6SfeNBL1wbU8NLNjsPINMtSb4uxL1SGU8HU1SbFLNNdijU11IM8L+JlLDStzNflgTJIeYNjS32Al0kgjQ+31AS+06VPLIO00NPB5q0lz2k9mU+tMQTDXP5IIj2YxsN3CggSiEisqIgdlbC3wtdKhSu2E6zxSrwxdMQjAUldK6Bi3FFKh4t0shLPTXjakD3TwU3CP4S8QQiMYTT04IBrRoSLMCAQOE3W36AuIKoAPS/w/5JwTOY/BN/SOAP8FpBr099PAyswdZBoSTgoDKPSGEk9OAii3YYRRTIM9kGgzTAjjAgyBIQDPwjn0pdLvCUI8hPxc/079JwzToPDLgzWIQjNZim/WwBQA1gHgCgAUAIgBeBmMm0HMB0QPYGGBMwHMGYzWM9jKIAeM8wBgyJCCDNNB8gSTPVhpM4jFkz+neTKzBjYC0ASAEgKHw70hE2WN7MdYQ1T4lwbDZxjg1WCKTpSPkFlKbgVEnWCKxvU3aDZSPkDlMJp1nGOEIT/sf6QFSNrMxNzkPEnWFXwJUm5ilS5iGVNskgsyPDcSfMvZxjg38Zcw8yHnaLODTnMkJJhhbMg1O0xG0+DPrSAkVtJ0ZEs/zBTTosx1K8R7UnRkdSqTMLPvRm0nhF8zMsvNMpA2kX1JSz/U760GcEs8tMZ5Q00rOLTKQUzCjSHYUXxqlwCZJKGDE0wbPMz8XUdLKlesoFBszms61DhoTM5rKGze7JrNnTWIadNWy6skrAzS5iMBLX4bMZLN2y/XK2IcyJsjmWCwcspuCZwVBTrO0wI/FQR2zvgI5LGFHsgzJuzckmzI5SLs6zIsy1sm4k0TZstbNGRRUxzJkSo+ebMHh9M85PzSFYhdOIzj05dLQzV0rCF3TN02FOgyGEVHLOh90x9PhTgMxFLfTM4Esg3SzA9HIFiLAInIvT709FNxz8U84MJSx/YRJC9M8TkIIQJMZWNDpng5z0lFBXfYLf9UMFn0B9fg7nMFzPaDyO/Ihua6MzwwQiBAkxeU/1z/wcQ5zznEdIv/CRDnPRYRtc1cpHzHdIhD10VyRQ8T1HoWXLvBlyNPOYG8S5nTPEZc5oMdwd5KXIXNddlPUXIoYr3Z3MOcWc54LtyY4lnKbjxPPoEFCxnbiEjwU0nT0Fy8YL3OXcPchwNd9dc6BK5o7XIjxGR484PP29O3QckjdU800LHdbxGF2DztQtnJwwI/K3Ijy1Y5XKfiuaRT34sJcncUk9U87/25zzY4PMTzC8y9nOdg8s3Ily283F2DzqXRBFQwm83Fg9DnPWvPQCHwd4Ldyg6GXytyJ83nxFzy46sBtydPJvOUBh804KqSZ8gZxsCJcukRe9kwt7yJj8c19KRyVA4+DCRWEsdxpicMzKEpisgS/KZjacw9PhyUMxHLIzT8y3yISJczRFpib8yhKc9X4fmIliWYrTOMsMgJnMn8NvSmhEJG4evCq80Ecj0zhYC7HzAIECtel/jBTFUBsDjIzojtsMCijlLsYChiB7dmpHiMQKiC7HwCRGktez3ol5Xb0oL3nQgvLjWk7pOVsXwj6JsQoCtextoN8ttyExymZW24K98zgDTdUw5/Ob8bPH7zfS7kyEH+pXw4Hwrd+AXaEfykM+nO0yiU8Arac8CTGOxRWw3FwwI7wMGPv44PBlkKw5kHQqkE9CpTFMLGohn0OcMCdMUXdnIiwr6dCWBaH0iPkDgnPc8CVVG+iPkc1B/gueMoVO8mohQm68tCwkIMiskL928LNI0VRkwXCzFjcLTI0VXTQnXewv8DNoowrucTCusUajRVLIrGdC+HwtRjzaZwrmcR+CX3GRzC8uKoIDC0orsLzvTqN0KXCwVCExbwFSK/hXIqggnJzkMyNXRZgiotOZGYMyOHUkw4QpTDZA5DIBTX8vBJUC8COIheoBAGZkYFaYkfnhgwUJYpOxxABjIRTj8t/O6AGMBYq71u0QzHFj6QCkEgh1ixzxOLv4HYrojBE9Qt0y2nC0xz9dgdPIEoovGFlyLH3RSE+LO3U9wJ9O1Cny7dSjUaPcQkQrtx6BLcsr0eiMYLtyqgTciMxDjOPSNyRLCQ8TzAN+PSsKjDL88jCdigzCEpmZfKYSzK9Kijd2XcPohbHNz1XQry+K3i6kqYKDqIYsfdOwVr2VQ9Xf4pvdRow/TecLIEEppLdTdHwM9+Sgn2+4PQkEopd6vCxAhKvIOIACKIrHEMhLBnTgIsRFShCDeK1kiKxlKig/92J5ISJPI+KJ3VUsNzvcgmP3zRCzcJIzcE7MMzNGYBQDHcy3ajMQpqQB0ruKpikDKBSLEO0ovhsM8nPwTnStQKvA3SsQo9KpCiK29KwAiFK9K78q9GDK29eiJ0yWnVtxjRYojPD5C74jIDVimQV6E1i2sUPyZBGOUSNm9XXAsubRiXdxEeiGoHMuLiRedEqZBlZG2P1xDcpkFqh4Q7l0R8Z/asF2Bi851ySL+MdtiATJsZss6RZyWYNMhMY8fLahoStdMrLJyiYkpdUEtP0chvoMsqVc8yq92rBCy4l1mohS0iHnLoo5VFTLSIS8EDyYMWbAfjNy1cr/i+cYcrU5RI17j7L6IUTDXKauW8pgggE6UoHjqwSKyo9KEf30hdvy02AY9WoG8CF9vypoiVcHqUwspgqydAuLddyycu7KjIh6gQr6y5nRlcoKi8vTLN4tkDJKqy+GD/j/yoKF2zT44iC/KSK+8tfKow7MoIq24jsq6dsypI1WdlQUPMnKTy+l3UQkfTcuzhootyAnLLy1OI4KSylctTjyEfMu+geKyoO0QwK9mnHjcWaCtIgErL51Oh5IC8udIWolwLyIZKp7KATmpCn1LLRK88tfiDKk/DhzLShHNIzZi99K9QnOLICZBvw8AEVB8E5NI2L5oOMrZiLK60ofC24mNkWL/oO6A4SXKtsOCgAq5QqIz4yh4sZyniw+GBS/csE3+DZqXdw6YdfdAIjNt4qPPpCdIbeJTtvg9kuTicq+kKn4H4qVXZDgU9ONlEeQkqxsh+CglWBFirWKuzinCM2GnyyqtWK/ClfJUw1FX4jpg2TsSPKoAS96FKrKIsqw3OSr0XJUxwgZ/KVUqqJq7KqlJxQ/+wHi47b4ILwxPZavpDGeUuNPdxQxnlNDpqzUK5MUYbfKcI6qoFEOryq58A0quTLqurz2q0Fwisl4jKrdC/IdOKerVqNq21icLFqq8RtYt6qMp8FU2KZ0QQ1hEer1wjfLstXqsGqEKRgCYtWD3SgnJPycwgnlvAqoKiMQoK8N8MS8irVyqcIfHBDMvCVC8ypfzLK7MJdCUavytpcEETGv7DTi7COWLGAdyqb9QyxGq1o4EDgES9e0MnMcrBY1mq9hsALy1OQH0miLxz4avYqsquCPInZrcEK9L9KVAlQElr+agvEFqac4Wrpyia6YpJrvK+gGYEsgHWCwcha7mrSBtahiF1rWEHFIcraEp/PVrma/YtPgYWXWpdkcc2WuCBFAe2oUBpoc2vcrpYhiKTLG6ECriqm5bZzJSkq0ovRcxU9Kq5Eg6l6XtiUiqOpuZ8qyOtmc/yvapdh2QkCourQITUP9rGqgvz1Ds6mqpOqi4mqAurGELl2Triq82l6rUoT6qUMELcOtGrQ62oNahp/GlxTss6vyDmr4EDu1agFSfeKW0qfVqEYD7XWOqTqbELaqG4qQkxBTqAYLOqAQLq9wmKtToVVmOqkoDSqnqK6h5FBdWoKYTnjaXAernq2qwOtGcCEmuu4gg6wmld9+68+qmo+61OsnrdoEOLjtZ6puC9iLROyJJgd69BJwst64YVBqowc11OgW635w0MjXQBojqNYSvzphIEveuvqbseOKPqpoWyWTiZmTPwiRS4m2jFcIkPaugwn4rBo3rgIYvLQaC4yut/iT6hOtLqeYGgINiEIaBKgalqmhpDcwGhus3qy67LNfrVeUht/rWKjpnfizKjyuJqvK94BszaatGqnKzipyrPS1M70ApqAw7YrCrGM9MIRr9i4Ru/g6a7TAZqMcqRtRr0IwBg0bVaq2v+M1CqKt9rzLK9FMTefB8GSItIN0LMaefadzAIVFbw1IIOPXCr6hvacECSLp3B6lvBA6AGHR8vGqxvpCiS2KICbn2UZ0qZnoZj0saj9dCwibKi0JtugVnepngS+S4nhexEWeJOFLweEaCLtK0VxI9tWaxaGhqRCyYpDKlGqyqn1dgiWsZpMa2eGpBAA3hPkbdi1DP2LKml0tkdxGwWMJY5ke0o6bGaxRrFrSauprUCaeTpr3CeueptGb+ml9JaarK0wx+BxYe2ggiJmu/KHz8ayWOaaZi7MO6aXStZuWahuF0s6Q9GoAqfTra8pu2aVm3ptZp9mpNCc8pmppqPzZm0msFQDw9VFYBMa17jUC2JaZqtLQM5sJea1ArD0xqAWpz2+aHm0WqeaHwi03HQnPLyAtBoM6FoPDNy4QB+bPKv5pzCQW3IiUBMa5FLUC4W1FoEb0WxFrsrvoFFoRbcWhQGRaCWjWsEaSwilqxb4W52q5M+4SltJavahMseKTGyfxhhR86dy91jMkoO0SFIEPOSSSg/JOFaZcrIO7ylPAJEeSdgoVqhMXM/IN8x3MxZqBdw4+WCFS+Ws6Ciz8gzXI48aaZxIITlk4Vqryg4jsEVTFmtPM0qLc2LLVbXkumG1ThWhWKkqAYLNOFabczSulbtWyVtMD7c4UqHyCsv1ttThWlF3sC3WvNNogt8p2MAbxWxGyDaCEvbJdNB6Bkk0rEOCZOTaO3GV1nDJsqNsBDzW4NGuzk2vvKyD9Woj3jbRW+WGeyo2iVw1bvoaHLzaDkwVpkS82y5LFb3WjrMDT22yNt6h4s5ttIwo2s1qyDeW5Nu1Dw271sKaFYr1vFauFPtOYSk26Jt0T5247NZrPW5hJNbts25IiReq+xu5NtkzwPfjd2ktvyCjeKbCPam2nlobaNTfdvOohWzdtiTu22j0sa12nYJnadWyxP7bd27UOHar21lmk8+GpmvObvKmjKhSu3c/JVrDa8jObg78y5BlqTmkWrKbBm4DoyQXSuXydrIOlQIYQL0+WrUtcU8FsQ7IW+z2c8+auYJ8M6AWmOI6uzM8vzQuay2sJr+GmlvRb6AXCodq8idDvOLIwRRA0V3as2rg66O8KsMbQC5ty5bNCh0Mar1lOwvwwkq/YSN8YmfNp2U+gSTr3b7Y3aBZ9uDZONU6lOs1qClYgbyIyZ04jsEqrSeOKppoY0l90ENGq2cOnzSeAzuiJI3JJj2qboKuvk5tYmTsg85O7eLc7jC3STaqJO8530KXYvzrnc8CaTqpA7C45yJ9ZUtTsxZyQwOTDjyimmvRLsFaeK54+8zpUTTCi/CG1jNO/zv+BK4nLr0LvwaBo7AY4g0UfrDOqaNqKXYounfrQxJeIuJ7O4Fm4ahCAV3KKD8QLoBgU/Wos86pSa6INFoGoLpaLapA2MG62u13N585Cc2K/5S42ti673ERzokJWu9YQW6OUG12m6C4pzvQKABbLrs6PXQvhASxEePP66lqw7qd9uu0aoa69u9rq9jNumFyoJa2nZVW7/IADoGbCOjv1qppGz8IcC5G52ud8riqiO+71m4Aseatm7ytIpPuqiKObjmjjpUClKf7vQioeoHtObBO0fzALoqoPIKxLY6mJZ9gMACGEiUqsZ03IOStiJtpDnInu+KDInHr0pHC50o9yQeBGLiLvI5shhCwYoztrIsesvy+d2eiIqwjrO5ntiLay/XPp6Mo74Gc7gMJzhp6aA43Dmdye+kvx6jfbtALSAYouqLQle7HoXzK0CZyei12KXPwx1nYYr3oW4q3JZQOetBCqSXumZtB77PVHCTY+apqIfzfup7wyp2iAQDl8kehDrOakO63pKxbers2Aw2uH/Nm9dpO0v97AC/jqliOW4xqC8SUmKoeth6aaH8DJSIqyJCeEEGJzJgsrNJMQqopPvIK/oJeseik+wzCJDWUlzN5J/YVVpA74s3kmiDCOYvsW7LExei6QbE0wK6gek4skmzAG6CuGIfGnJzr7KAKLMyJvQO1sr7jEtd0Gw3U0wLJhS+iSsz6gEAvoP9c+lPt27NWMfstTB6tPuGImOdtOo7/A+WkfBM+8Hg36JQzPq4kIXPfsX6zyjlDdCZ+vNOLdXiqYiH7JXVqCn6QkiEgyp/Y7evl9u+n0Agsl+1vuahIiG/to9UE7PoX6D+67HKTV+ifpjRE/Tfsdl9nU3C/63+iLLFSu+9vskQxUoUpVo7pO4MwHS0svvNJ4+4LDQHdsmRNNwySnPvAH9oK50oHb+q8Hn7SBrkKQkVEgge+S8XLiFyTq+nAaYHg7PtMb77svFwWg+B1/yLbUE4oo5CZqPPuYHYktuhXbHcefvbY5B9kpoH0BvPqn4B+kQdVYiQ4gdqT+B5vrwG4aC3t+aJw0RKhTqUymJxbksakGbr6Y6lptqKmi4msHweCwYRbHB02sagDa8PpALUe4Tuj7jA9AmGEG200E8ES0Q6SFb61L8EH4AkcVr8KfQNKE8Joh91vWhCOEqDCGW23xlOQVLXLEhDH3IPzxoEhk+G8yu3fpBkwChstvQ99sSiwdkTW1Oq6QqhtyEtbihhUk1YnUtVOvc8hlZl6AnWjIZUBb6DniSGUhUrE8J+hyNtiGoi4YfmqJ++WpUwOCCYYDzt++Wr+Rh1eSwnbXaj9Co0Jh1YbmJmh8elpYi2nDsqHHCZFNzbthtEBaG9dFdvlqjMRmgmH02qOPlq9kSG2OHJEV2vaRnoI4cLatBu2vWHLwMocPbvhqbCiGYWAV2ndeiQEdYJAhtgbWGNsX4bSGB21Rg2RbwAoa2GnsSG0SHRhmFm9AcbSgpbbTh0oc5Sghg5oUJ5LZqt9NtWtXHGHDpcVrEQk2NKBWGhW2JEyHb6XFnqS7a23FrQCh3fIKbhWmYZAgjBtFonDaiyEAlq6GCDph7Jwg/GFH5auajw79G+jsA6vevcOjKrm0UfI7oMqPnfwrmmUYtrEMgToVG3uoIHCAkMVjtWQua8UaNH5XHjvxd1yNUblG9R17qt60gZqCkz3ay2RXIHK8UfMoXRs8v37PB3UYj7IqtHpE7D4cQmIhCQxuFHzXbEXhFCxIzPzkJo3MSKp9xCF8FN9Ex7Z3EIK2JNwELJcxwheg+3KKAjH5cqMbxZ6SyeCFTix/XuzGy2iseZLM4PXPQZlAYnszhjclZjzHBnAsYtFLcjMZTThbbao7tkxn0NYKI21Ic6QExgqpHHoxsl0QL2Q0MctjEC3OJd0YQtMdmdJdSseXGkm42GzHpWoOw7Hhx9BiS0VXXsfBAuxv2HzGhxlsdYJRINcdngWo/kcJaTBn2RPEOIbAGYiwgTGsfGiIZ8fnHEgfDs96DR5sOGF0IfHH5q9gegHfGTGJ8Y4BM4OGDsGgO94Dsteh4CYxCwJ1wbkhIJl8fWgFoWCcVGggOyyhokJiTA9GJGnMOiH0JmzNtH4OtWoY77B0moCRww58c+C9oR0qZa6JsiYU85Cu0YUbLezWvgmH69CeFi5gcCcFVPxqCcKgUIbCf/GSJ2qX4m8moSaAmvxy1QknHR3CY7BEJhidkkKJ8Uf+o1J0SaG4dRgmvtHuJ2lpUmp0kSZAmpxcCbPg2JhdQBBOJzZp4mSwi1v4n+rWyYw6pJiaDMmhgm8CUmHJkyeIhnJulGYm3J1fzRZgJ92AfAfJ4yYAmaAgKekbwJqfE8mdGI8N/HqJuCccndYAKf6RwJzaE8n1kL8EimiWvGHwmGJzFkfBsp4qagnX/Cia8GQe3yeinzSAKcExsp+icqmHkd3qon9R5SeimuIRqfNJwJnqdynscgqYfGfxAKexbUJtXEGmegYabfTDiHSf5rHMV6Exq2JMiZHLqp/0fsmopnMNeUApqyFcmtJnacGnBIGacRrDiFqYWnWWIicFizp1acvh1pgya4njB2afuUAp4CGWn09W6bKmUpzqbqntp67FemrprsP+nBpwbBOnWm2JH4naEL6aZaIZwaaMwwZippegKp/mrZd3pkBDhmCwBGdJqXoc6ehaxm3CZxnbph3somDGn6a2nQQyGeSIOJ4KZXLbpt/CxmoW76Hkn2a873xnmwpmbpnQIBmfgnzqeaYtN5id6ZQgyJsRA2RuZoGZsgzJ/mb6BBZ5GYiQuZ76YdHfptd1xm9sfaeInlZ4WaohCIMWYJn23SmfUJ3p4SbCm8YN8YVmjJolpHL9ZsQENnmZl8YjzqZmqYhaupv6bJxKZqxB/GYZsyk1mjSHWfZnTJpCYWxACg6f9mvx1E3anSZxWfJnuGayeyh3pjyeNmYgP4F9mXZlWdJhAZ3Wfjn1J7CWTmCiUKYUmGqd6f8nPJjsAdmNp2qajnReymaIhC5vOfZqJMMlrsny5i2ZinEpguYRasIW2agaG5kmflHI55uYSmA5oafbmW5giezmzZp6dOmqyGOY9maZjKeLn3cbucdmCO52eLJKZsuXemcp0ed/Ac53ollnqiDedlndoGeaXm/xled3m157ueDmNnSWfrmd5rWenmN586cAak58eYFHnp++clmdIJaeHmGpm+bHnG5p2aVm3bB+eHmBphOcFo75sBYYmJURltnmoFuuf/me5wyYnnwZ0adbnY50Bc7nf6/SY2am5kwfWRbZ/73lBMFmScQWT51KZwnmw+9xAWmW6hfnnKAe6dwXAF8mboXB5riHTmqF6RD/nt51+fvHZp0rJoXgpgRfoXvQHOeEW2F4iExrxFrOZ4WAF5eaVmdGJ+f3mEWxRc1nqGMRfCh+J/bg4Wcw1Re4XF5sueYWiW0SFrmXx5RdoWPp+efQQNFkSElnyjGea0mTF0hdkWkFx6bfnTp0SE7nzFoReBmE58PxsXCF+gbVnrpzxecWDFh6c2njFk+EEXHF6JfnntyDRaMgtFpRiCnYlpJf0XElvebbmLF9GYTmy+TJeSX4IKRcOQwlxJaUXslnxbgE8l0uYiW8F/hf8xCl1JfVnMA0pd4XGOkwdIH0FhxeaX2MTWePnDF+RZYXeluxdhhilzLgyW2lmiahaTZGJZ6WaseebQgNF+ZaQmuFMZcIXb5yZbSncJyOFmWQltCYWXxJzZcoXdF/ZZWWNDYpaFmJluRdPmFFgGF2WSwydU1mJrDRYlmzlmCZUW7lq5dcXIljpcoMuli5afna8VyfIWyZqJbkQRl3iFgXYl8Fa3nwlphcGWolo2fzmMFixaRWoJyGSCmQVvud+W0V/mpKxLwYpdxXPglxaxXzZnFa8WKl2JfLxPJ2lg0XqVs5c+BCV9ZbIWBlm5aGXXZ/5Y+WOVsKZbwal+FbZWol7lYYmSsa2a5W+ZjZeuWKFySaIYsllFZ8WrJmlaUMNFhVbOXIh4pZVWZFuFeB6jF35czndJuVdiW9Vl8dctGF7VYRXdV3GcD4dFohlxmJV75bqWPFyuc5WLFouZ5WPwzFdZWpVlefipkltomKXXVzVY0WB55Fe6W9l4NfRXhVPlbNWBV35fDW8Vyg39XmVklc9XQV35c3mQ14pfTWI10xg0Ws1+NZWJM18VZZXalnVfqXr5sKe8XYl8ta/H7jWBdJWUFipvpJkZ+KxfBM15tbtX619xdab6ScpYNWel3+bdWwx3NctXc8TNdtXi1/la9Xbl+BbMXKVnpZnXpoeSA0WZ1+Kz6mPlldY7WU17FfqXJpitbnW9l3dZrWReLVeR7U1ndcCWzKUNYeW0F2FZzm5fe5dwn71xVfIw71rhbOWmiWprfXA1o5elWl2B9ebC/159eehX1rcxGW1CT9dA3b1n9ZXmAUf9ZzDYN59eSnJVs9dOmEN99dZAIN8deTWS181dmn0VODZQYyJvnjrWt1slbw3LF99dFmEW/Da+XO1vhdQ3fFjNeo3GNiNc9hX1lQGSW3nT9Y43aN0jYbWhmuJb3W+166d8YiN0deg2lZ0TZGWh15jfSWoN5De3WGN3JaY2mW50rE2m8V9eU32aixDFH1ZtTd42cNmNfI2qllTeCm2GdTajXT1xTdabzN6TaaWRNhpYM3J1lDZs3hloTavXH1tzaPXBa19fGWzl5qs/W/N79YU2yNhjeWXTNrSbIMxNsIGBW+NrtYqaotkZbEpAtpNZPWPeqdfJnaqAjay3FVrFlfXLls5c+tP1greC37V0tYY3XliLb03Plt1eA2JNzLZq3hV5gWK321idejWMtolrRJstv5dq3W1+rc62etprYlZitrDbS2Op6zYS29Z51bM2pt2re/mQt/jaha2CpLZfnVN2bdK26N9pfI36VqrYc2dtiNZQhTVqzdC3XN/bfjWhBz9bO3iVsbYjmTtybaFX9VjzYA2vZxVZN9X1h7fjXnbT9Y+3rt97dlWnt+DZDmI1iYj+3klpOm+3Wt7Dec2JtgTaNWbMgHeH1AViQhwX2tlzfu2R1k7m+3Rt19YDXHtz9dx3jVrkUs30ttHYE2Cdjb38h8d0xd+3+tkwYQgKV4TZLD6dsTeRgcdi9e1nmNuNZp2Ft+LYE281+Hc/X+dxniQ2yt3DYY281vb2CWmduefk3RdozfF3/twXdlnNq4nfG27tvnebX/7ezel3q1hBah3UdmHaW2P59zcF2kd0wVfWB1prYiBTd1pZ536N1zYXXK16rYXXyzG7d7n1do3ZXW2QJdeY2N1treO3Ft+CcGrutw9YjWfHV9dD3FanDGpnItm9Y224t+3YqbLfAjeT3FV/aHDn3dwPZLDU9pCbZBGmplpz349wzY62TB7SkV2EWsvbE3GAWLeL3SdqFsr3JZtkDq2C9qoFt25dkvdmntKXtYR2u9qvYJXadzvc0XG91vcxre9pzYN2Pd+CegxTFgXYr2KNo9dRoc56ff4ncK7Xdwnl98fYD3ed+vZY2o9jaFH3d95/rJgl9wTYYmlktfebCMMeaef6IpgfdOmbaFfc0WD9rTcJ3MtE/ZM32ah6m8m59j/cJ3jIGveh3J97Pa83P92bDZmcwmZhn3b0k/fC3QDnKAP3YDv/eggT9krbgPeIA/dQO/9oqBQPm1h6hcWtJiksVW8WFA9xmHqSnbn2YVo9b2IT9olZQqpd9ffW2I16IJoPCF7xp73pJog/12t9xPdJrpTR/cawD9j7eLdmkE/Y1W4DyRbn2xDv/dEW791psfRSD67Evn1Z+Q7E26RE/fJ3oDufYJ3i3Ymc22plqfZHmz9yPAP241nQ5P2JdxG3AORKIXbSlzD3A4VoD93Xb/33m2Q6T3jdow5otHDpHdbKT9r3eSIL9iA+DQxN2qFV3btrPYYPI9ryx92W9yPZAq11u3a23Ea0wz5nVq+g5PDQJ4I+ohk50w3sOkliCJuBMj0I8z3t9kCMTtH94/fVGyjxVayRsjzHvKOKj52sRYoDz1hR3uDxI/2KMm+o7SPJwgrE7m2QGCFqPT90A/8XKjoY8J2XxQY5f2vLGQ8aPdwZXc9Yij5BZKO9w3cAUOMqfI8c23V7UUGOgt4Y8MQNj3Y/GOtoHY9YPZrA476PPWQY8wOvLGPeInFeYI49Xa9w3ZAjf60ah3glvaHruPXj+LilrtMDPaWOeDkiJjw3jlmZwxwDh2VhNS7FGbBPqWhQMkKkjssTInoMcWKtBe/FkZSnvaxMr8HW3JkGSjHbXVT7aJQCAkygPEyyCiTgoPoGnSyTxRPHgJnK3OoM9wA2Gw9I/XE/lzSHLWeg4X3IOC1bgodhcK56Tk7HuzeTuVz4D6y4ZOFOXXUU/eE3E3k86d7I6sAHXGYEKqucuTlkISSmTuGhZOsIck68g6TyctFNOkik6nbJytEHVPaqXVoVPUk4KEoAHnIPNEhxTjpsNYBTqyPUt7KlU4FOzDMkapg5TzfPqte+qmBFPfTszt5tudSU83yoYcNO9OGSeU7VO3Ut085PN8g0+9cgITU8TPyTnBi9dwzwJKDhBkk06tO1M2pMQrgzpkDxoP2rssVSSz0k5bKi4kM/bjCz+sr2ycz0tNkhHIxxwzPteZ04dPWaJ09khBAa7PjPKhAU/ciBJWs75Pe8WSE+BtopU9DOr5AU8AMz2gM7DONIc5KjP+TyyGJOe1hM+pPDTx0/m1tz5M/bOSSok4pYmzhbOXPvkks+cSg4I5MrOLTk2SnPaz0s4bjsylKsfOrzvkP7ORSZs7FPR03E5TSaAO8faPxa6sEExeY/oTg7PRkC+bdm82wdcObSxc7AvnCCC+InZILSH6AYL9DvIXMTzluxO/alCuzi8/KaHB5d3Q3ybqHyw3MIuTIci6jDMfOOsvdefWi9Hq2O1+I59J6r/bVjrTduoyACLgnjM6woU2BqryGaX3Qti3Z4J98t63CofjA/Uhrigf3Ui+5TqL/2Pkv0AnuqRDOLwCx7qcQ1i+7q+KgeMYupoMetV99LyhrfcCm7S+QhtEKS817n6pXm3zgBPi5UqxLuQzXrLLli8V8JL3HFYrKLkmFsuMfKqS9DPA7/2MuSYVSBn9grwBo9DpLwOzpg1L9y9YaI3UeJxNaGvGF+CkrxhrEQ5LuK9Rh+XSXyivb7TwNNCDrd+MlhCrwaNa7AroXw4ZlYrBpj8tqVBpSvvffy6TqS59Eu8uYrpHwr8Q4Oia8uGMOv3NLSm+XeUaPkERt+BX4DGs0b24iHtGvE5n7vb269oRuGvVGrvyIpPjwWNDhyag8IakqajE8j6gx3C5C82rawqaKBSw64p6WQgn2iG2I8657ddoDIvVRIKUaI7BHy9VHqJXIkKc0iJExEppptCvkNRLvriIpNkey96+sjfEtsrbcNqdwprg1I3gruvTQU9kPdLr5yJOuF8CnrtCmCrCGKLjrgn0bHmSpG/RuAYLG57da2K6+FVsbyOqzGXrlVwqikZ9sc6jRSREpxuh0Om41KyAQC/0OO/XxCiBEKCFM5u9ghjGTmyveqFd7RlnDPvN+gAyIFuLTIW8hxwD+D3Qv+bna8DHfBuH2ZzMegG8zK68xgw+v/DwV3F7o3NYip7mBU3wNuyeq9B7HOo8mGujgMWIFpuDkVSptjZeswvvcwbzckrH7r4q53RlU4YotZI3R28ajzqFLutuzx9VBN9XI4DCf8Kb51m8jcewcfVRq985z1u0POO8Fytb6yKjuHctW6cj6208u7QNUx/GTuPck3oiKkZunoCTDxi25J82brZdPydB8sLebiZyC6yq/8+u/+O3FwE+96PB3sIOQA+6/KbueYgQEuRW7n5akKCwEFFY79a3TZ5rR7/iytGaO2Ubmvnjp0av1x7sjtpiskduPcG571o/S3sLqPpVu9MuG7YGicxl1cztEonPGyTUsMXYwfsr1Lz6XYU7JpSr7l1pjhFkCvrhb4snWChJa+q++tbQ4f4czgh2oYOWSAHytMUWUBhCBqySibxKJD37zVPWRtUxAt1Td5zPvvuMs2+5gfr72JJSyEHuMIKyms4tOPvSXC8HgyCH1UKlT4HtfsVDRU5B9v7ZQxrJofgB4LMDTsHyh+U70kViFIfZrYdOaCBsiYPGyB0iyHdhxstNN6CS2qHMz67Q0tPEfaHkVpWyGHvPuhCPs+R6JDe2eVN2zRBlkKkftrDvtUeXUvkLkHZ8k6H0eM2nYNOyRHnlsuzmkDR7YeWoY2H/vEQ7h5rgQRk9sezyUlR5sfT7sgZXKb7y+9MfG0ptcz7DHzx65DdH2x4eD4+zR8MH+ruGrF3lGmIOsHT+g2vFGYYJiV1rnBvjoT2gL7MMzhPxdwa6gkn4iZyeL08wYyfi93e72v97tp3liaT7Kj7a1nV84pOIQVZyavkzyuujOdnZnxqfVedp/6c1EzKGNPYEeJLjPdVQs8GerT0VVJPYEEX0Lx2TpCmMT+nYS6MJgoOZ+mTfY8U4mfdW4OP7ORnnpORcGnlOypP6n43HZPJqjZFWdOnnc6PZdn2W3TPuntc62etB+ysDPbYrs9Oeg4pTEbPTQPZw1aPn47JzPMzl59/PjYXM4efw1AsqNaGBQ9oLLJnsq4XPfbTZ96uLzuYgheSkxk+Bfmz6p8ufFIDs/udbnqqAlYVYjWLRe7n8c/vwVziCklOq745f6cQUvYJZHg+n9Lkh0LqE3osADiffCPMO9lUQuckLiChWULinBRTg88vFAr2WpW+JT/BhqsEu/QwqvXCtfHKPGqRqmi+le3QxV/9iB6fVJKsVn8Nw1fOq7BrFCO7VquOq10Gap8CeL3UPqrTXqV7MDbLbNQ4vdwDqqKqWLrG1/ilTLV5FdmiBCzSqKL+V9qCJql2ONeDq5wdGrKQg18Wq+66UJWqJqRD3Vf/gzaoLiQ3j8Guq9XjULisXqu1/NezqtN7suCsRNJcsrn6vPIZzQkq0EE544AVjehudN/1TIiVhGg8Y374OGE9XnV+8Vxcwt+gTWk1K46cQ3D6pj97X+6uGEgr518Dt5kwq66xi84d6sunH813mSB38J4JoqxK92AEQQ3Fg7fb7vN7aklX1d65tIr4EMr8ubaD2tNY8Kl+lXkaqa9LdxrplppqlrnRpimh7h1daaT37RuF9tri996WkuOsAJ5n39vfKflbif2eKHH9T3y8ybtLqy98b4D8XN0Cp4J4ipvJnAS9In0u0A+ib6Nti8bJlfz5DzAobnRjhQkYO/BJS4gPxcugkD+oCW8wj5Q932vrxw/vIk0KWjmvOUsj8dSRf068kY+j6g+FsFm9U9tOkb3ddSPB7oQ/SPgvN4/hAQC7hP0W5+Y4Bkuw4JwAlCyVe/fxX64Ng6Z/AjxlDHaJH3oon44KkxvjfZWOCoJyvChBCkRcXLwolP5CT2Txxi0JEA8K9+h5yCqPCWryMKLT6XY1Y1T9a63GBCsU+vQvCjT6gk/4LL3HPydX9CiKV3x1I2382iGjGPYL/M+hfLinuqP81+PvMq6k1lc/1oYq4S/HP7Kmc+Yv2z5SLHgvegs/dP3d5C/VfQz/8+gijdlM+yqR8ss+QQpNVYq7Pw9+ifD88rdaa6J0FPChwJuiFRSJCHOea/0ItyAR3uvqbLZe2j9m8827wDr9qg2v4UZNY3dgE6yejd0b6j8lDrpqsKWv8b7gu5vu9N6+JvqiM2+1voPcORtvsyn2bJAHr8O/dv8ZqgQVvxb/O/jv9VhI2njoA4XDlvk77Jwjvktx6zBvkncs9hMtjI4yuMlAB4y+MqDNDAnQE4CEyWMn77EyLACTIwIK8A79Z2OACUZxQDv6uYR+Yi5H7LcNM7wZljgxvONWGeERPoucgeEc8Wbw/Od2VdqR9uIRe9x7VsiaP2oBwp+UmvgPvwnW2vDnayX4tKjbnG8YOodgz0doJ/KMGs75/JEi53rGAmrn5+fPh0505++ylWKJ+ZPYVsZ/Zf188WbafqGFx+328X+5c8fzAjXJ1fjtpAxfKFWO1/SfpVwYw2hqNsqSQk+50aGuJOp8cxRs5NutiABi51WG14/dsxY32p3/efJfpTyViMXmKVzbXuLvpF+F24gbt/VeS4dmoC+kX43bnCLdsggd21mvGSxy1nAEHta6X1OSqXatqQk2fnD6hG3ft5y1+72uP4fbyf91qj+jUz1zfbzG1Z72wW2oP9Ge8/4emiahSo9+dmXf0DrGHpp6jMxZO/9Rt5eBbvVOw6u/7o8EHh//v8oBk5rSHdwIMokvdG3w6f6sQIMu1htGBb9WCezZ/iQnn+cM9f81HCIdt1X/FbhnIqff3mKqvBd3IByGqGvC/8ghHQi00T9OYWBFSySrfQCJ9L/6Xs6q/cp/7v/UjyX1HsEquBAU+f/7ufFAqmxYAEyvfwJzQb/65VNDSjxX2LxdLUpI+NZzTxJUxkldSDGxRNJt/JWZQVXWp8MbdJroYUaUQeH4JHYb7NhHAHu1Q1qWDMaDu1PAFH/IxqHINmz7Xblo2pE2DBIGRSKeQirZwK6wXwDlbEuL/Y9kRBBKxQ57eNX0bmICWTzPI/asAsQFUkQv5nlTwqsOC+AzUVNqX9bfR3BMAJ8oAIqiXAQHxIa7ycA/2A+ILWaN/ViBSAn/zsePOLLobegEILagjucBIsAywGz+HMq9UP+K3xBGiz+ecyG/NuImUWIAGAxwG/DTwHhUFRyz+EIDblF+pxEKwE3McpKeA+/jyZOkQjEAVqfxCfjBIawELOcBLfcR2TGOWIFsoa57/2fQHhArIHRwS/oyYaEiZAmwE7OEQEz0cIH4vTQHjKEwFGQCIHKAyQH2AkJDdJMoGpIUQEOApjxM/fgGf0eJDuA4yBYAraa4vNQLiGWW6mQepojAwjLD3FmryxNQK3/DhJVSYYH0ZMKpTA22ozApzwc8eYEueNQKQySYF3vcWprA5jpLA37rcoepo7A5YF7Am0o91cYEZADhLRgRYG6HRDJt3Wb7bBe4z3A0YGvA//I3A5QpPA0gHvpQzqLAv8AcJXFjXAwEHnAxr77A/4FOeD35AgrYGfA0EF2jFYEQg2EGz+eWbHAyEEXwVEFILREGXA9EGKITEGejU6CfpQ4HwgrEEXA4Dq4gs4FogtHrEg/47ExMMDTAtyDXA4maonEIjJgEH78ALYBaMN0Dc1QTLcgujpPA+kGrAxkFvAiT5NuNkHHAfMCIgdkEugX0D8grH4+1JgHngLGoPEOCBduCDDGZLGp7QAdpxhNoplEfsLhASNqiqH8Ar9fUHWNJTxKiHwp6grkSuUEEojQa+CJeQxiqtSErbqHMgsoV2b9uCB76+MojiGLaDN9eEoEQaOAuhMajmgp7Js+b0E1cAKBwlT0EN9fDD/kSVzOgnnzhglMZTDWUR2gloj1zM0HoeQJjoUDMGGg9jB2+JMH+QFMH20ZJKfBMIDMADdwQocdSKUXMFPtP2AnlM6q1gpTwbWL0EuhGCBfDRYYBgg4gfvLkjTuFsExgh5CnEW3KFQWZDuxT4LcsDNry1LLCUWIMG9giWrgEQv5tgzsDNg6rCnJT4JGIP0GWhXUEOgkI53BaUbLoO8z9hFUF9g1cFnVfsJagk8ELgjIimgjEbTgl4g3gusGkwEGJWg7iA2g/sG8mZUGOwE8GuoAAbXbTMHfDNlBDQP8GRtF6ANgxIh5NIcGgjWqSVFcMETg+4bs0S0Gzgl4YrlAsFLgjsE4zWKLhgjcEceUCEawM8FWNM9p21JFBrgo8FfgoiFpqA4jngm0EoQmQYPgpTwIQzRJY1A0FPtFHKtgqiHwjXWAtBF8HHggCFp+AYFEtd7BSjVUJCQTSbqzQSEwdarC0dTJ6/A3V4SQu1AFPa6ZT8CSFIoKSH3fDl7BAWqDPgX46c1ee6ejTSF1wKPYbqP0ZqQ5Y6RgSxqhEDmo5lXSEoXcyF2lAWqYXT1YyfDQomBEKp+5YDCRjfypc5DShS5WB5z5N6pW5VMGuuf3qC5VB6mxf3pN5I0HoldyFFjf6DydH9DljWKHq5bSge3ZZ7q5c2i++ZZ5K5LyApda04hxA6Lxdf6BL5XIj+tO5wUnYXJlfW2Bv+CqEhVLnJ9jc9yuQ7OIHRXOKX8WR5ekbcYtQgvK5EdqHHwQca5EO4YK5aUwP+SupO+RuwABdKGZ5K9CmhbFC55J1w/ILyFF5LXJ6cbfLUxCvIF2KaFNyFPyjQyXzhQqXKDQqAL+QlqGd5YKEe5DDBJQnMZW5aDDD5DaH/gc55P8MKEVQ2BBwuSNB7jDp6XOKAJ1QyoLZoUAIVVceIVWMaFwIJGKDPKaHDQ38qVodaELHCGL9ONPKIYU9rx+FWygBa6GfQt6GQuHaEyuKTpE+Y6GiRLrDi5TGHEuLGxRQ7yFowmx4GYDnI1oM6GwwomEPdUCj5oVZ7jiVio6FePJkwpHzsRPi79OOKFNQ36GYPe3wHRTOLYw+6F7jfiFMJVBL0xL5onwUYFFdP/IioK/IkA6u7vpC8Sf5A5Df5ajISw/u4EkJWEyw6l7a1O5BZgaDCwXX7paw5tz7/ZqqqQwA7qQtVqicHWHnlBSFG1EuZ/pDJClPSdZOQ9Hq6mXtAz+X2L9RF2GcFIkJ7ALKLFJV2FdOR6HNRfDwkFbfKBwmD54FNWLuwgnwhwoZywIPZAr+egp//H2EXXE+Bv/ZOE3XWbDi5OOHYxBG6esAeJkoBKLylGxBNYD/q62Wrpcmf2HCQWpAQWVdwcFJAEE8LaJAxYuGG5J/5nRNtyv/OAE+gj6LyVLOHi8FOF4QxDxRwjOGF+JOGjTETzRDB+Ktw36J0TSOENwpbp2WfAqCPbARA3CeGvxMOEgeROEFNauF/XBdRyhAfJO+VpJtJb2EHNVaLeKdErbw/9zNwqMLrw4OHwFN2HLw5Nz1fYmLCfJFK90ce5BTFkGKFWYB0AoTqyfJiLm0NyHbDTiLm0LnLAvTWK+QmUjtQxB5BQvz6iRUKFRxbu7VxSKGjxA5AqtEkrQTJXKWyMG7QTdXJJTHso4I5mG9EH2KRhf2LqoC8Y7OZBHcwzpAFQzOBFQ9VAlQihHDdZjygkI2IQImEisIpD4KoTOIAIxqHrKU8qTwdXJ8I+lwYYJXKdITOIzMSBIsI1OJ7QlGG1saRFkfK4gMIxSLadP4hGdWkJc5RpCAwpaFDOdVCsgDSrKIqaFEIoBKXQ+mGwIsKKdQ7u6OhM0KYIl6HIhSgJmI1dz4YYXJgIkTwcmB/xAIyTzjghvJYInSLjgqaF4I/jxgwh+JkI1mFeIgAJCI+UpfQq9z0ImOKMTYXJyI/KL4ffeJSIxJHswsRGUfDpyEIqkDoxOmFzxEJFMfXJGSue66++DEKCIn8TS9axGG5A5DVje4JZte5Bb0SGFxImBEQw6ZLCxN/wBI92L3BaGGWoIapdIwxHB2csiCwqQpWBW/KgtMWEcJbsIKwxkaD/b66SwxWFBzfl6TI1hLzI294EpegE/vGPqrOM24EXRzBGxGZiOBMPwE9ByIafBqR7IjSIbvJM5KuIKIMXTXryI9aIFvYEJDxR9AIVMt7jxbZFWvCQzKVd5F3BH3zWdLiIvI16JXIy9ZuXWaxwVa5EK+EqKQeSyInI3GK1BJKIAo5kDFRf6LBGS5EJeAqKLOU5HFRSc4Yo25GpI2cromN64DsVq7iGFLoUxDq60mFqJookogU+a0z3RcKLZvRFHdRWax6XXZFmlcYoH5bEFg9ArBHFKiLQYc95uTe4LZ4N97XvDjarI2J7i1Q0I8o6a5kwVa5cxPkhXvPlwyosVGDXcWrr3Y0iujNjrWwyMBqoqjoe1B2HsvUyFy1EhIr3djo2Q41Gz3T2o/wnwZ/wtAgajR+q/ZFcbBYVtSrYZ+AX8YnrFqJMbE8b4oeqT1Hu4CnzaEX1Hb6Kaq5ZKkI6xbeJdZQCx2opLr9ZYqxRo0eJOWafJho0arBZUFw6xF2IkBX+I3xWt7GwIapuo71HWWAnro2B5yHqYwErjM2pJdWrKpDRnjm3D1FsomGocoskEgRBjDw9SjQrFdUYY4U97iEO6CzXPQ6ywrQoKo6wjrFfZplhR96Do24pWo7H6Kgs/53LQS7neGAE5QDFGOYAnpevGi5zozKrB2Ci6oKGAFuvMPwAAm6q2GI8ELVCt52Xc8GBvGdE/IzFh8XSV4XovkgtVW14nowXp9VfN4Ho0XouvfqoMXJdEf/VV4vo6CDjVcHixXLkRno9d5KXQ9GhvBcj7xA6zlvJygB+LdEbVXLCVXUDGJvXapSXU9GpvY9F+XR+D1VLN4YYqxBXVZDEgo2CD3VB6SlvNdHPVdDFSGBgGjOLd49XQDFoY057CGBdQ7VHUr2+SDH1va7CNXSjFuhH6q1XRjEGvft4IY2jGT6Bt4oYzDFnVYTEgo3DHGhfjG5XawH3VGt40o0jEzWfdEUGeO79Ap+GNoksIPvPyoHWflFaTS97Cow5E9o6SGywsmqnvYRifvPTGvvVyrmY45pYXXa4bI/wbg5R+oJI1IbfcW6SFox14WoZMa+om6oK8dEauYuIH7OKkbpjf9FexXaAzjIN4qdbJGRouKDldAGGxo2LFJdWZGxNSLFqvHNpcuXGzVdH37E2QLHnScpEMWTzF+Y/LGuorobl3XORK+FSRnjXOTQJHrLuo7BRF1HrKVjOLrv1RrHMlQOR8XWrH5o1TqahSrG03VKQMIp1I1o4LFlo3ui8uYbFVo2zi71cLGhovXRhY6LE/waoYXdeLE42TFJRY8hEOyLLGkjeoaTY9BJ4wGrENDMbHpY9BilYrMblY1NHYYztiHdTNH4YrzE0jaXqtYpm7ySGmF9DeDGPY8QgUwiYa+YnZSRjXrEUuHZRWfQbFlY7zHpjA7EJudIDbjerJLxW9qV+DbE3dLkRiuRbH2xF6BPxRHFqvfYRTnW4ZZYuX6yEEGrcNK7GB2FaRYBM7G/gIZFJHDtGjoh5KzXcUb9ogzGcpNtEawySYYEEdEU1Jmayox77yo2nGs45VEo9SdGVPFyGylcAYljAoE9Q3qi4DL1G7PZZCGuOCDDxKs5poU9jaDPIiEnR9DquIkK3eJVovIFXF4ublitZFqGUnHgaaIWQGS4o+6TYOdoi45x6UQCfiitceCa4i3FhuIPLaULj5EhTQjq4vegbOKOJc4V5KynLJJCuKs7m0eywf9QVBXndUq8PblBB4gJIEPHAgWnXU5r9WhCe4gXG39Z3FW/a3GZ9RzCShAKEueNfrWA7ZIGwWj5O4sLyZ/DU4zPWFxyJfyr+4jGD34EvFe4skb3OJtoSnEx5Z4w3EO4jvqp4rtpn5R3GE/Jdpn5WNyq4xXHzPY+B8oYn7coWXEgYB85CuK84LwUXE8DIXHynNuTG42bAWnOXFkDWPFK4q+gp4n8Tq45XFr47XEAuZZDy4+5xttI3Hx9Jbim4ifHm4s35BtP+ALOXnwV4i/G/qY5414k/HOEUQYN42YJt45vGDgwZyk422pO2QgFtYH/IEA3WpKYO76mww1HBAH/FpPKBD/4kojuDDnYM49v4qVEtyO4AHamBagG2xYAkGo9u7oZWbAQElw5Ug1AlT1alrffUTJ/fAH5ugfjJSAQTJSAIgkcZcTJyZYp6omJTIF2MYgUAo4FgEzujWDBwIaZTTIaYw0bukX47pwLVFdAI0bqo0RJbmee69o6l6j3CyFbUKqCT3J0YhCUA4Vgk2HtbJ2E4/XF6NVNkipxfsJJVTxZG+NZ7JohRKiRRXyjVThCJxf+ITdUwlaE0VDFVLCCZxOq6+dZkDjxKqTidZgSAw5wkF1dZAq9NOJtVHRg+xRrjdVExZwVJOIAJXQlQo4wn2xUIlweGuJw4/nyaA2hA9dIZ7RRfoxLVSwlFlE+TRvVInllK+IFNUMaZxBbALdWIkfxfCDpxZUiAw4okOE0gg8WZ1x7VXwlAJEYzcNTQlpEm27HVRolk/ZVCxdVQiHxeLiLOTomnxVSQZEgJJDxGtIWExwn0uIP4bdVwnKVF+K3VHRiMw6YmdsP2DPY5wGlxNTJLdMVLaxAwikw4gaq+F3SXxbonwuVokvlSOKxaXWJtxM1IEsHBi5leXQREjeKVBOdI0uVYlHRVVINEn6gY49gZLxWYlO+CeJw46Z7deLeImE0YmaAtMQVowYkLldoni5XommVdTHggnEExTUCqQ9YcwwgwbDB9BEnp7GZFwkkjrWEUbxIk53relLEn57L972Ym1HctCxg0nWQR1PCsrHPHLDPkCICrOUkmGnPA49PElzknRkn3PRTFOBEuFww3JDqnb7hGtHD6RnGRSbPXxADZHLBTJDVqBzLJKikh1rwiX86Ckun7glfs68kowG/okc45YTkk1lFUnI2TPAnJM554ubiACknJKznPUnZnNMRMk9kk5YKgrikzjGOOHSD/nblwGIOM586DF78k9tL9ePkmiYzID9eSZ65eFqK2BCxINxccq/nLLqjPeknJnLhTuuVeLWkv0k/OL/H7A1nA/ASHCQOJLgcJeMnoXDkyfdQf70DUb6Jkq4qBVFIRpksygZkidEKgvnEY9ZRLKRSHDsIBO5roXmxjXI3zW3YnqVkw27dJOZC1kFO4goYrxj+Uu46kz0nTOJnoDsEULdoHTAvOIcmWxE4qsw0cmEhXO4q9WsgwhATAZQzHrhedjjoFZsh5eOsmQeBsnfFXihHIxMlWhNsml3Rxxdk9vLAhcu5Dkn3Ka9Xkq1kw5BTRXiiNk+ua1dXiiVjecmZ5DkzMlRXqrQ7NBbkpTAc5WjBnjSslN5E8lZjJskHkrALAU9vL9WUPL/kqXIm9cLzfkzaG8YQcniGVaEIUkYJeiHsqVk0gK8UZzq7kyCn4YBck4qBYL4YFPKAU9ooCYYikBJWm7PkoXpQ3ekpYUlcmvkpm60YXhrQk8VHwXH3qsvKIBroBu4oXJ3ookzYrZQbnHzXNIA29Dil83CjKB9NBB8UyHAcYUV7H/BzGtuSArkeM8yrSI0p3wkQhDmHJrIFNSmZAfcz+wEDwxwkiC6Uvli4FQ6qLwjSyaU2uG44HiIaUlSn7+VeH8WGynRwn8QihRynEFbSkaWPSm3wsQAuU4Fg7wtCBdBfcwewU+G7w/VyBUmyAe+TeE6U3yn/ueylRQIykQfGeE2Bfcw9kfjyJU0uz7mFchHRPCZLRfcwEQTxGRU8ynZAXOEDw98zKUlOH+U/oJlUtyneUslxnmIqmCmSuEaWPKkogIT4bBeE621LkziULMDm0GeafwyT7fw6T5Ek5yH24xlGtPed7TJP+D7PO0C0klqGXIk54+nf6BzUkKoLUg2A6nc9G85EBFmnZ9Hp4iM6ukjZ5lnPejFnWp5947Sg1nZZ6e430i/nfanPnU6HbPbaktQ4c5akg57lMC6GQop6kkvDgSLU2540wJGTp4panwvMs7T7P55iTbXilQoGkTJf544vfvFdnI6pOxP+A7tcF71nZYpCnAGk3UvaJwvV7Fo0vE61nfdGvUliLEvWGminTug0nP8hQ04mmXPEt7T4WakbnDdFGkl5DkvZjF0AWMnwXEzTMvdcIMva/Ks0xC7Cvbv5wE36YtQtC7cvXElQEwWl0vaSYivYslYnUsn0/bOJIlTBpMKbfJpVSBqTmD4I08IOosoX4L/eK8ruwgz5ZVSBriGEOJBmQFDCWKZ44he/5KsSHINwlT6RBQhpW0hT4kJLeoE8M2mCoUco9IZjEbsGviW5HWmmxDmqSVETCa0hP7q08akucQOlJ1BWlDOX2mT1D36y0qGaB5CnDohWOkaXdlRRhSOnd1S4oDxDmra06QyFfUOlTQb8Df+VOnIQEhIPxC0zncDS57YRz4vNPOoV0xWlJUNerF02L4O0suqVcOeJa0oOo10iOlq04+rvokOnBoOOpgGWjyZ09ungYwlyF0zfA/U+3yl0lOAwIF/jW0qlgsuNdLxhJun74HbEucapzlXWen201XiYNb9G2mYOyQNcoL7xNulJ1KP6uuY+lEXYOl70pgySQWAyS+OWmgNTzHGsdekANR+l70pfTuxRAaRfbyQyXS+lleCGBl1U+nMefmZAVYxCH00en50xhq70v+kQVY1IJ0xqDRXDIKt0m2mPw9lEWlDvaI1IgFkdJcJ7AUhLO1eOmSw+qK4Mhe4PfM9LF01hJjRAknJPJQgEMhjAEkuzFivYanchNgYRSE+71RJzL5ZUsE3ALLJWZGQZcMurL2ZI1JsMsHJJZblJcUnIZgKAVIjILVqRZUVKPof4ZThStILwELKBZeVIYYS1pThXzKXQ6B4SMj+7QYPLIHZURlVAbhn/ZYmDGRSzJ9ILB56M8tJeIOlLInbrLFZIh71RJbJyJJxn1pcrK6/Vxl1ZXuSG/MxluM6CFTQLRl2tFaS6pNRkRZerKSMryi+ksqTJcDxl8M71Lg8DxKeM+JmkwSAZ7AL7LpZAHLGvZhlGCZh5SM7zI78UNJyMgQY78DNIYYXn4lM4dJ2M7foFMj7JWMifoL8VtJl7P7JspJplbZKHCNZOpnNpBJlRZSyKOpLgRSpMpm8PcHI5pJRmTZYZlSPULj343GyKM0mDFM7pmyMxOaj4jUYSuIeCLMzwQnZRtJFM5voNM6zKTM4n41Mwv5iRGVLbZAlzM0h8IAPLHJPIM0aFPCB53pCELGQkAmYE3CYDkknJXM6yHXTF5noRe5kQdehlyU4kmkpNuTZxJ2xnRRMZZlNdD8RQsaMhdOEBMkDCuuOOH9RYyKzlJ2wQs13F1lQchqRTOAcDaipB0Nsp1jCr7LIWyIf09KFcVZdxb1PegafP+C1RFqCos0eL948qInQbShIsxlmT1CzAllZKFB1GZhW+FqHxwmFlZQbfJn5HOEwFI8otQ78hG2MsEIVeFkcs3gb3wp7BUY3o5pw2VluheVmLOM/L9ReqJMs1JBe0tdD8VDZjv1WkL4szlmUo8cEZFbllqsj35gsxVnYkD575w6FmCfFikqo7J6DkSWGPQ7ikfMzu4HhF1mCUxe6rpJ1mqw0ewLIt1n5PXsKE/MPqOQoanOwvmxRJCMxh488gvUaNlI0qoDfJCMzD49kR7gIMwXUjICKJe/6d45E5Zs9bCt4vRkUsfmYH4nz5gofma14nL4gjF4qV4iFBRsyUYppIPLOlcNKJeGJnC4tdgJJFtm+4zNmdJRLwNZTpGRsrNmJFVvHtst1JY1A/FNs9tJY1CtleUAbIOgmtmXwX0lzsi/FYRUdJTsx/FVk71wc1XM794qNkMCMNxnM63o8SUE7YHa/JHs8yYYbM76RgAlnHsq75Xss9mdUj75q7M2GLrG9m3As6AILC9l80wYEvs6E4ns44GsIaUAPswgng/YglUE/74WAQH6+lJ4DSg04BgckTI0EqH5sE6Mbs1X+qMEpuT9AWQpocrkQYc4EFcE+UFS00/50k/Fxp+FiyroTeLbZFoKkchSLDxD3ih2DcwcESiqtlLVz0cj2EOpHwpUczWKU2ZSIbmKIqNlHSCXiWiyu47BHzdPCG6WdUr4IkTnqeJ8yCICyL8ckJpPmd4Ym5KtJ2+Qiy78VyJscjqJPmVChgk8KDxNLTmsc2ai0c2CyIUAzlqcGwJacnOFtxCYj8FJ8yDYfhEF4BwpicqkB/Ihzn6+FiwMcsn4g2b1xPmDjaRk98pSc82g5OAMkdZEjlPmc0hVJZipkKTTkmcwyozOSZz6cwyr2Yd8wWcoeJD5Oxq2cwuEfxVFhuchTnzRF9ycJYz6EWYdS/lUPAbRMLk52VZ7Zc99w8cxuHZtSPDpckPSbxGpQgxDjl1cuLnhqFjmCVKLnqWTrmiRRqzccvlGaxarLycxrmVBSXiicliwtkJ4kActoqEWKjSQwxdazc6TmwxcBLjcgLlMvZSrDcslwZc8eL9c07wpchcqQydjkJcqEmoMga7oM1YHODECzYADcx/sgVHFuM+AbFW7nTfH4GywtuILQa7nwgY47UZbxqLYCDIVWWSnrI/5kmBLVKsRGGAn4TeI2KUgqv+TjlnQS1wpZMMRZEwCHI2BHmpxPLoeRcHl6qe0mYxBhC00WwHsYGMacIE8QxtA/CPlHYI/4IoncmBApn+QcoE8qcYtgWrpEAnHmHTbn7o8jqJYNIeL4QJcrK2MRCI8uNwughhy88tHmssUgoZXTnm7oMHlsSfhETpaHkNUU+JwwdTyo8jwKvcRwJK8kIGwoSZxENSirVg9gCeBfCYatErDM8jICM8lMyK8vMaUo6jpW+eWBjoAFyLreHlf+cuLN1Sson1IblWwUPIwwf8A8FQeq7lD3mjIKGAHsoty2vRYo6waGb3csUrzoXSah8iQmSTTwGFcLvS0IvMnDoDYoJ8yWk4XUsmL6WWk3QKXEFUTqGvEfL7jdFzjKAGkrQRTWlF8/z5FQvPn4GLmEbsDK5qReihm0pBpQOeijohC+qohRCgt89tz3VEhHGsVSzv1DCiG04rKW5PCixdVpK4fAAya0t2T+fdVrHJYvkgIxz7Ag8UI8ImqptWWj5ukLh4KfLxC0fTOhxQ0fnihCREZ0yflBNZGFSMQ/k2NBRHHJMfnSUZ0Kb8g6raImvlZ4eqp38+ExTCY0KTQkukP1aL6tQ7JLmUI/m58svnhNKJG8+Oyz/OMQwF87/nqudWwV8yfCgCqmGr+N5y5NThFtuOBr+8+1kXchwbdPVWHMtIhnBzDUTkMqkxeskhlSTHCCYClcpWHIQif5UELc41QlTooPKuWRqEF4AUqA+eAJouOFEG5KMKKIRVxW5csxVIw8oe5XtrRI3gXt5SXjBIixhM9HhBc5VLw3kugU1VexDKlLk7SCtQGzmPnriCsvLfcLj5cCp7IiCkXgrk/gVz5CxCIuUqHcC9gX6ChXql5ZaEMC6PLr8rpwcCiAVc0J6EsIHpzt5ezIYwwQU95WVo4w/FbQlDvJ5QwPgPk1FjMwq7wW86sDT8i+CqQL9zBCt/wWCodyL5WLrQBeG6TlKmEPwJjzPnOD4QIbJrm9VAVCUq9nB7eElOeWaius4SmyiXEmBlMA4C3Xk6+9bYHBuH/JFCvimHA31yA83+HDUkoJY9DxGVBCSra3Kz4ntfW4OIrIIQYVVyWI1OJZ88u6IIzWJhkW26+2aG4n1VG6FDHSIEJN24dIrLmcQpm7FIoBKhZOXpiMJTljCv7H0ImhFDCyO6TDaKKhAY24uYpVygQpO4nC4dos9dJELlBCFZ3ebHgQfIJ2ocjAk3KBHBZTSIXCuYJa9Em79QnZxbghNz3XRmGYBUPIrCiyK7ZBGJu2OCpvCkG4LQzpEh8lnp+wCvIh80gKoI0mFAi6GIuI34X20f4U9C/IIQ5VGI4i8HnzC86GPC4tGdRUfIB8/BKYVOu7KAAoXOVW9H93dVDiwQf5Uiru7+UUYEPlZu5sigW51AoW6WQ5C481HkVdmeyEPMjAnPAtIDqBOyHS1a5kCiqkzDHZWpHbHe7hsnH582KEjX4iTBFQWZwqiuxovPRxp82SYLoAyF5uNX+By+TxqxxGVG/wBnz+NWOIaikqASgL6gf9fsI2i1agGwe0Xl4kphckY0XRjOeJjPIcGei8QS0+QZ7qwdCyNPV/7S41+BoQFlwhisHGPQ3TpAoceCi0dAGoYM+CAWceB4kJ/qInDuwuikJr9OSgBmgz0VGIYAbqivMVn5dUgyeWpA6AD8D94/UXHw56BKE6ZB4sK9wxivJBbYHBrai2WwRiviBVilrlQwoMWUWEsXxNKGHMARRzlCwrDHwqyAeirMXXw90VcuVMWzc/pwMQZcF+ihMXHw80gMLZ5AWiUMXHw6XwQxKMUGeep6jGbZBeQZcURxVkBGuWcXei7QkvYScUOiiQjFiwaqji60XFi2pjMeVBDIk7ZC6w7sXGxU8XPIVsWNijWkHi+sWqix/7iGIQY7RLsWDw2SRri6ZD30F8W8XRcUjiwsXw4LkgUiqsBXjawaQQWkVVgNEjoShqgEC9SH1lMwbu8cA4ESnCUCU5OYkS9wZ1DN8IUSisJZ4ciVoSyiXYC4iY/IBZo91IhnR852Y0SsryF4aiUjIBZrVsvCWgEliUJPUVDESviVYpSUZUCpUU0Cq+4jtUNon3K+485bVq1tRhGrDH2RbtUz40/OVqp1FtqKtK36ZwNBG25DsAOtXxhFDVEybPJL5p/Q1qjPCCi5tayXXPQqCNDcyV0/fWTaM4VrqtTEUlQ7VrP3XoJqSu6HAVBxE+tJlK9BLyWLNFSUhSkNr8tFyC+SuNpIfTEXa/cKX6ZBdq9AalyYi/qEBNLNppSk1pGCscrDXfYYOctn6WSv0EVtbn5pfQiE1tEvEGShtoFSzP60IoVo5SoOKaSzNpp4xSWxSjyWKS+qWaC655ZfZv4qCuGgdBV37V8+KWe/VKUhSp1oyKGgYRSjn68kup6OSiLKWNIdq9BUX6FNEF5lSvcHg8VaXw45v5elUZ46Sgdq5WCyXU/XmorM1qXl/fyXgJPaW7tX1pVS/P4ePK+4Uw89qFSmEVEeWdq1SvKUdg69qyA/TKx/a6X1qSP7nStKWh/Y/lZSwP4KIzEUzQ335dSgoE5Pf4aWNbUIoS99K+2dprKfaUVFuJGV35NDoiiob5vcgB7j/XDo6LH+7YdTGU/M4zGSE0zraQqyEEy0e4GQ4UUkykyFPMlQKaQ6QnwFVGXaonBpyihyFlPaSXS03gQaEsLon0oiiRdelRh1aOpqvTYlx1NrhI4/mUX0zwQAJUbrl1bqqcINOqygBwnJijS68yjwnPgPOoayu4Jdoourp1ColK+BWUzEt9g/02WUTdYWV11UWULElo5N1Vkxw4tWUwIDuoAk3To6XG+qEuQmRB1arI7E+WVj1CYmuy5CA2IBbqOy0RDXcY6qW2POoH1cOXMCNepBymwm7dEyCM8D4nSyky7pxcWXH1Xvm0+T2VJ1LPkOExTrNXd2Vl6fOVqYs7kxPB1nnMxa6c4sRrbpLRos46uWXsyRpBHWnGWqNnGNy94ajoluVSShhno9LJTAiJIHu4WSKcjHJDhAiATJJGeRzAPNJ1A/NCxJceX/guoELoTRIzyYeWxAucjXwLJQEiAxJIIF0ETDL3zf3EJDaoIuxm1ZjpqoQPFhgp1KRCKJCpIM+VJyyMHxIQrCWJHrKLCIpE18RMGUgS24T9OoGrynHGZlSeVKES0EQqCeW0eKeXGg3Yb+HD+Vm/XUFvygPIEBFIyyReSzfMSeXxkUTkTDBBVAKjHBeglaSUAL4Z1Ak/jRwc+VzgnBUHylJgsVDNp1AvZC+pJ1KSiBBF5NdHxzDC+WF5BSidDGrjLghhVgQiYZsIZvrOeUeUCGIOUHiwvLcK5kZaVYeiUdZBVLy1yjEdCiGcjQBWYIGhWtZWeW/yp7AUK+SriK9BUPy6SrCKt0Fs+eBXSKjTzTy84Y/yp9proBXnHYsBUGeDXKjgp4aHIJQmF5bUTGJHrJiAXvo75LsF0KghW3wLiFsEIqCEQ5XIewfujqK4JAFYZxViKkEjcojBXAgueXJwpRUGKpTzJ5f+XKKgdqacAsG9ysiFjuRhXA2cz58Ko3JsK+rK8QP0GDMURVuQLBVS/eQ6YQ/BUvDBJUzykhX3DGJWLyypVYoCJXuxUpUyK2bAYKgpUsKpxXXy19GcKtxVRPUuUNfVikkRSUaLAv9Csyk8KDKqEFXyrGWffQgUajCMpIKkZWThZUaxAkICTKqibUC9Pk1KbUWWNMJpcYpDCbKhxrhWIBBc/AJr30PewVwjP5Kebxow0VyxWivNqJNbEiS8bMW3Ks0FGULUGx5Q8p5imMg1/I9p3K48jSOUeLRNeKDoUMRDWxXdoT8RRyHEVX67tbfRYhNGDdiyxqwQRcWfKvZUPIY+VbEL5XJtKSRTvWFWIeGtplwQayQq5Npl8F4jAqh8VPK+kLGSucVkqnZU4cMHE1tHxoo0V4oBNF0zGeTIXessgFCmOSEkgrSZkHSZrBoQSUMynMI8qzlVkC4VTIympoNywVUcqu5p8qjeY9NWfwcDLr7pCVZpLNH+Zyq0NokgjiVALUVXKqmFCyqw5p/HO+YaSK5riqz2ZGq+VV0MsNndynH7/IiR7B01ZkqAe/F+ZJp42qmR5vPfOBhJJKXtPZsb5JUOBTtAB4IPZF5SpBCC2pEPm+ZP3Eh4hEUf3V3He4oYIRMhxJEhVGnQwafaiDQNWqM67COqx5YvUyyLK/T1WFcC8DPIwJ47YpNWGE4AbUI+YCrMol7uPbF4m0uXFH3WtgbZCfHeZHlozM3ZLoA7sI9M8NVF4nlphqwEltq7an+qtfq3tKR66nQtXVq4xAjq2/rcMVM4Dq6AZYQd04APENVgjL1WdqgOFEIsM7GRYB5rq2c7Zqx1VLq/k6Twex5Fq1ZnegUfEpPZk7Hq57FVqu0kHqgQbytCZnpqwfHkCtNXxq5Voxk1lWEC5saMCSiW5kjHJeQL9VWjZnEKip9mgEriLfwb9WqNfAGJzeb46HIsmDUq1UySmJj/YekqpdNTpIU/NFzHcLqwwRLjRdQqhZyiTCldUqZexeubQlVwqjVVDApdbwpJdAAr2dWhlUaj8I9lUjX2xKwpg3QlguxDHDQ3ewq1vBgRTdBgSUsVTEuFNDXIa/QpWI9viki1pj8asbqSytV4Ya3LrG88Kj5sI7qSSsHGVMRTXYSbhrUaq7ov1KaqVoZzrRibeIfvBjXrYUapAEpbrRiNjUa3bIrfgJeLcavrpKa5tKwYwrphy8KQOahIpy8t7E2awVyia/UqUsb5gsq3pWco8mI1KKiK7IiFJBa9CJl4SW5harnhU4lC6VMO9IhaiVVtuS0bZSWW5xagHoAZVPl73QjlJRYVl4gm3ytIFwXFYsfL1RDT55apFGlanwLFRGv56ISrWJIr35iApRGMTBCoPweYaRIkpIyC77ihI8MWNQ1UrWdJrWqCgZH/uPXpaCiGWHuMsSSBIrVjat9g8CorUJeRF7mC2xHrgir5lalfwPRDGEjDF6KvE9fy1azbUOqsKHyCaEp/RCcob+UlEgSgIWXVCCw5edNX7axbUH4A5EPwdqH8zUL4ta2JHeSCbWtauj7emAAKdapj4lxLQU/Csrz1aw4ENI1pFfa7aGyyeeFva6JGM8DnJPah/wvVSkpbam/wba1dwu0nGEo62kqM/BwWdCqelVImHW/RS4rMwiHVZU+nD0w/o5vEjmqefC+AA632nna06pi+KGYzaj7WY647WvcV7XXahBE7au1n+angmYdF2Ato+xD04+7ly+U96C6ozH0ysUX+lR2gKo/RDjo44Ei6x96y62zGWqv5lNCmVbMM+Q7C/B/Rg5MxpBtEagMpDPIPtfXX1pcFmV/bXXMGdfJW/IhhsnRVFf9QxLSMwt4UDcJICDQqzB/avrLJV3WFnReiWtR3W6tOojaMwt526p4KWpISRLlU/yjU9Jim6zRJX+A3WDazUqxnZtK660Vo3BbrKa6ppKvuQX5fhcQbUeBlIgwkMhX+DlKMsyIEEeVka0uN3V2PKpJBqUejp643V1ZYIZztWvXepHqURMHPX1pZIbF67U5t6iGH4eeEjaMpwgEiX1IXudRlpfD9qb0B3791bDwIywUx14KiKA2QQlCxarJ3pMEXKE7GXUvbEJL6wLLz6nujvudCLL68Qmky6VY3QKpo02d6aLka94vcgLXXrdcjLXebazzM/Vh+be7AagVWI7O9JFC/Zqv8URp0yx5mS657ZLQG/XWrbKGv67TDvbKtwP69/XH6lqzZHfsIQG7kzgGoA1f6lQncy7LVS3Z5ISJAVoc1ZX5H0RTxXaidrW6v3Ue/LNJ4G0fUEGvNJl9YKVjRbVLV9JtpjRW1Kb0EvFrRXn5j6rXWp473FMG9A0B/SBiKLPXUJ/ItpUGhvWaEe/FkG25IYGwQ31BPZw4G55JowPXVICQg01JXX6C3SQ0mMDwGJeXA1MzZQ1m/bRlruJdprRS1qZEV5K9sh37pkM/oKGwg2qTP3UyG0g2ytYvV1/EkwnYM3VN/TEzcmLtovFaRmtJNtql0/4b7Jfg3LYgRi4sag29XYtJuG7ZIUGy1JtWcg0kGwekPJM3URG4jhHzSaUhGifraTfA33CkZJe6vgy8PAZLNnFtnLJTI1nnEQ3E/D5Je61P7N9JI2j6mvij42GgnS0umXqttwLJf1weGgQZhG4Q0CGgo1bJWQHZGybJeG+dLvqs2EOgokHdMb0AS037p9GrFILwWciT/RLUElUY1oIVl483UXrTGjgITGuDWq69HotsuKr1tR4I+daOVWfNaKudF6FjREBIXClQ0dE6HH3g6vnfYosYOgnroq5QeAOgjrrVjO41zY+sZWguKFOSchFTspLHHjAWwxdCEnTYg14MYA7r7Grag7dbcYts2zoMItY2Wde4V9mRAXA49dFpdcHF3/f4SRdI43Imnon+Y7Ej/ADom3XIfnfgOLHvG67pTVUzpGsg6XXxDE2avLLGgmwzl447LGuvLLHPGzqpxYn4XxWQE3MmmaUAJI7HFvUuL442+zhleOUPGnaWKy4EZTvUk05EjY1GuVAF7GnY0q8kbr7G+9qDpI42vSmlynGkqxUwjMZ9XHnUwkqFoUJVWFLyqw49WT/J6mxVVcJbCKdIANnpTFhLBsuQihsiXW/Au2riwTf6qVLfWu1B010ZY2H76201vcu3IWwi0Z6wgVHemu2EPIfVGr6mPmu1AyGkdU1E81MM26o3jor6qZVmw5zyhECM1b6xM3elPVFxm1ZVIGzZG2wXLU4i5Z73aghYK9SkhVIvM3Fm9gUfCkk6gBCs0maYJHXC+qEVVMvIRIlk6ylXhE+G9PEaxGQX2w8IUNm5aFGI/XI1m1+IvXbCm1UKs2TazGClaws2sC2tXLQ0s3REZmEOIkaknq9fx5mmSIYwis18onGHUIrwWnUqKEbC1/HRqmfy6IjLrjOBSoEkbqHukUxF7jW6Em/AYipxXcCMqkVBQIzHoDxHYXTlEHhVIvc0z46gh5Iy2y3jHo2gEz1xSo3IhkwGLU81If4y6kzni67/V2m5VxAW6mJy6+7l60gzHwW5XWemyQkTPP9K6wyM1L3XLCBm902P6sI4AW+SDzGx01+mz0bEW0bzL/IM0ZmgxprK7LUe84Vmz2UmGzdB9Hp4Ydpcsp5hGxUDQcY5/56tfFH2QOrlaQVq7vYGKHbtTdFw82YVWdMK7HOfBFSWrpyb8H2KndGi4kqRnmXdFjH9WacoydU2I4mTOLcW5jxCXLi25YHt6looIKddB9GVZNoW9dQS7fk/hHIvATED4W3l2WmTEmW0nzuwB81CXauJEI8lGkwL3kikHZE+WtrgdBBiA0Y68D0uCCjeWiy3gyicoGW1OImc73wjA2K1GWhd5KYbhH19My42W+ly1UETE+Kv4lZWkFFvINZIGSiz4KWoBKyOGlG3/RK3/9F9GpZKfXg80ZEEqWrQcJBOCsJDpjsSg/XwEry2qw8hiXgUYHNW4NndWi1Vcy+DWlk9+gkkNvh7ydA3t8sHL1zPXU7setJEU4Q1zWurKvwR5LN86a1UNK3VVg8Rn5MPtpuMZ6Df3RDWknHUhN9e1yCagoEjUSQbXMJDXnWluWOKw61+6ux5965Gq7W3bLlpJCxKtAgbzWtObR6z63LWzvlG61631Mma3J6ph7VMia3RS63WsGpRnBGpa2D06G1FJQ8JF9aFjX+NjxfxAprdMUZIWZSvWmcIh7UeS63O+Ko1OJFdqe+I631BVg05fL3W3W/2ImsXM4EeHAJdOGm1ZG0G37OT3yY2j6SJGmgoPW7kyEGnqnxG7aw82760e+QG0GeaCLkG5m1BMLOjtGnNEZGpUQN6qm3GsWW2Z/SG3V4vCjuGom0ZtUW3CGjaydGv9Vm67W2QMXm2D6qj5fDEm1c26RwFGim27Pe8yexIAXaUWm0AoZx6M2vI1kOYBiW2861TWhVic20fWw24jiG2zpH18gW0CSH60e2w+gvhRa3sOV22S2uqIO2wiF4Uag2OZCo2K2zgJ2hQQ3864I1kPE21h2gG2x0A22C2gC7/mgVVT+KFLYpfkUd+BOjTG/7ArKwi2F28ogXpEu3zKhzx12tFJAa6u0/68wBH7UWG4EtyaEgzu39LNC2STDu1OeIFoY5cZS925OaD2hlrbpUe2stf3bxmkDXT2ye0Y5Twl4tGuDj2he1UtJe3REElqz2p/Vt2lLJthdiJ8vNa7L2me1cHOe2F2+WpL/C6Y6QgmWX2oUVK1TmXQWt7nOeVxDX2ymUUdJCkcyqu30dOi2bIqwLQ5LJQn3AhLsMpJLMQAhKWZVZK0wIqbcMuo3CwdhnBJblKomba38SD+6qTfJlmG0VKytYpnGSqVJ+4MZk4O+VKHKsJkYOlVI2INoaypAVIt4axlaoZLKuWGB1spOh38M8snmpKh31Mw5V4PSGT2MjslNJExBlZGikupVh1VZMyg9Mxh3epXoArM73l+MzgohwQR0UpQ0nhITh3VM1kkzZIBDlM06R4PGpRRM9Gx0pPB0cyZR1aIdB5lSGNgLZcB1+M0B164UR27iBB0UQSx0qCDgEmIYNIamZh6KOoLHhkrB6qOoZkIBD7KosFdotpYdKuBdZktiDNLGS5x4X8UNI16bJnMOqB3CqMHJOO1rKmOtplosRBqGOhfi6pCPKxO0VCoO2d77ZXzIhOwiE6xStIBOibo2VEx0+OjNoajHNIeOovEFOqVIuOqUTCO0VKyOq2KUOlJ3BYfbwIyxbmvMlwZ4Mmbkk5RZDf2mb6/AmGDE5L5mk5d5kU5ZQBU5b5kt24o6F250aG4S2FOmuQnaoxnhdmI2HdO4hlmwtCAb/RZ1kWlC7bOvf72wmi0/2rM3+DM8p+SlFyEVZX4etbA3nOin7WtTwH3OyZ5c6oKVbtNnWWpYVrHtBIEc/QNqVtH7VF4+SXC/MlKC/QF3xA5wZ2S1qGEVRP6fOi9rCCe/EStYKV/la53OStX53O/X6JSlHUBNM1qRc7X4+hP+K4ujgF0Vc369yJVoGoG34F8v+J6I3/rJtbF2POs6WchfF1vtL53/o/6U+S6lJAyl9rgul4bympn6xY/YafSscpsgWGVKm/LnE69aVWC0V1bS1UECuoOII6/aVDStF2Rtd6yV/ZupvtB53N1Yv7ftH0a/tTkK1WjXDIyika80sPm4WiSFaggf6Ja6aDj/Q12j/S13Iys11LGwknDW+i0gIr634BD+KiqAwX5sW511jTXH3WlyWk3P605Of10xEP60QWUv5NrN61aav4mOZbrLA27n7xEIZng2913p6b3ExMN12MImJJscNTWVtHdhFtepgXtD11TMha2l/Qt37M8Qw/ODoLn0bfoY2myWssUI1cUzZ5o3Ug1SMyaX6ZTXEiUXuqOWut2JG+G25SoDTVuheAXtBN1F4zdiVSgFBRM0d0JtdvmdGwd1PSkN3epNJkYvF13Nu7N292K+7zu321Ru/LnLuuG1Oa1qI+ugW0o2tKXtuzKKRAmzJU3Fzh+25N303am1e2gMnju6l1O2wQC1WjZgV2wY1GugkGvulr6LG9Akhm9v7jgi2G3cd92j/AD0LG8Y2/uxUWBjavZNCmir/CwOrb0Ic4juK8nzlYvQTnNclSkAQECnRiBTk+Hi+jOc4koPrwrW1gECnO1DJnIj0Ie+aBMeRk64emegCnV65kejD2f0dPFi4AD6ETfQHMe5eimReD2ogRc3b4q8mGoVEDp40oytBcj08e/6ACUw1j8ewNClQmgqanEnqR1Cj1MnfaJ/OFcjhxceBhjYIrPIgiB9OI05wehEwqABgBT61PLi3Peiy3Yz1c3I4E9zV7nUvcz2bFTCVgEmvScUr4Fyjaz0x8kC4mejLWO9dZQWe6WZgg/pXW9bz17BWhBmewL2Jk2kG86sAmlZCz2Yza/KBepqLherU3W9TYm8xYL0/5UL2pevz3ly63pLsaL1mesva5e3YGJeotw3AAr3UZfDAeemL0IgiL3KZdC4Ze44HlelL2ee0kFFesDJUgUr31etr3C3Xz1Velr2YdBr1Bepr0Eg/r0y3BL1iFQUHAXRz2bFSr0jAEHysguzyZgHYC+gD0Awc7MDfAukF5uJjq2e4DDTevqlig+b0repb0ZgGDmDGvkGPAy/WcdUCaYWq2HLOlQIa5Q2FHOj01P26l4Pan01YWlM0XZPC0bO35lA8xhmxCcjxW6L2UBJf71kHAK5/eqTluQIyDRXLxCM0UuwG8SH122ThIw+kiAA+guVYjczkg+4+ovQJH0fmZrkFyuIZSc3H0rOCJBjnHH1IYa+rhAZLzxKR6DJO6wyac8sxe0+2bcckLkL0mmice3SysmP82amsQovwwnIOBCDIkqUUFSfR10rGtQnk8i87MaiQF2sE84maun5mmmk42al6n5BJAqOOQ9GHCvWaMnS9GpnEoKqSDKwy3EGL5cs/xmJGW5JFIOItgIU5LcJc6BXX84W+o0kEJd/oN2ZtFMk7fzQPPX1bnQkHj9VoKa+ns5QNeX2MY6KK7QRfpMEVMqaVJdRxnGX0Bkp66RnCX1q2UwJJ0L05j+DF5y+w04J+/qV+tIvonFU9CCek9po23slUVVD3ywHP1Xk6PyQkPV2xMXmJ4U0u10i9dJiUpZ0zOwZ04yrZLl++kXjO8jIjOysl+m772NC9Hr64JAGme4elBogOGTQjemTjD/rShHemi9c+HN0A+kfhLOHGvfuliebkJx1XrxVwqf0hwcXHV5JkKYNd5Whwof0v0qxqhwvv3H1KCpKhERHT5HQ4n+ly1BYJRCu+TFmoNNQVIAuRkb5Z/pf/R/3FNWGp9KrL0U5AJC6oheDdHQBpUdeqIX6iL3/+pcLtkbdLf+0AOQEiVV+BXWq/+8AOXwWAOXwce1owSAPjTPBkQBgsJgBiVWl0xAlwBhFpZdRAN9bL9lEtaJCoBo+0lhc1Ej0CD272mSEEB92p4Bplp0B6MI5zJgNzTYFo1wSAP5TNpbUEzjJgc0glpgcgnA/CUHXAODkQ/Wgn3/b0rpkWTL/eSAPhAaQNYm2QMotTH73FEX0ySrOIF1Arqm/E7CRdOfp6E8IlpYlOUexbeLRgKwl53Y+TFyrQPOpV8RX0IeL2E46qMgpwlTpAuo1vNwlOB3WXIpP5F2BoZxsEPwnWE7qpAIZzpaxDTq2ypFz6EqLEbQOFGmQcE1GxKGZzYiwN5xfYlpZCwP2kpKomBtInHE62Q0IwVCP1EGqM82INTVVPoW8iBJLVWvAfla4lqvWlhfE+4kK8DwNfuZ4m71XINKcxeLcNFwNTE3tIFBlzzjxP7T2xPnhDE+xh91NIMhArlJyO5IOeA7WK9BnTkepa2RqI+YlDyVmGfxPaqNBscrjE6+K1B23nDE4+RYs4Co+9A2KlBhBL9Bj2V7Bl8qwJIKRBilBLVB04O9I+oO7YiAYLc5oNTYxbpPEi4PKKLYnlBy7G9dSMlaMPuqaBv+LDBpVKHxMwNKpS+JTBl4MZlKwNBSfvpPBvwO3VZd5vEz+LcmkIN3E8wm+SM4NOuYBK7BhOW1W6NiiUqbJMSsC0PJWoW1Y/lVt20wJT4XIXVY0YEEh3l7pa9hKZak/5/2nTZH3YWRUpDaVkDBoZ4PCdIn9WAHmpTkO39OuEA5VkNchOfouZHlLiMlSoCpGRRNqhfA9M96y3qn6pSpDUwd9eUPypaXAoDaUOipReLaM8UMf3EggIPYUPJZOtJ8h+AoA5Q0PADPXTWZXUNr9dkPDZItLb9VqBoAq/2+PcPnDZXkNmhukoADXNLADYQQ+M00NqDH8Q+hqB7D9fo4ih1UOOKh7kf3BNJRM5/p2uK/3mPfIU0DGNBJtGNC+ZBAIxq9koKh8KAoDVLxSPcowh47MMmO20MIDdMPypS0PQDJkoahwx0y4hMO+hnvGQAstLQDF/gWhjh52h7ErhIXMNdq8ErDpUMMB40Xpdh616EuNdLjpWaxyDRsNYPRUMYDWbyNpccN+h6CqswbbKiDcsMqpH3qOq4sMupNp2nq/MOQ5Xknm4zcO0wRkNEDd0POoGJ1chRcPQwV0MzhiR3nh2sNspQUM94qqJ7h7J1a4ocPqkQiFrpDNLrhwJ1vhvsMevMsWtho8NWPL4Z6pVtLTh68NyuDp29fESVBs0SFrXCCMQEoQbHO+v3HLTwLFPRJ43e9u03QYp7pPBCMBjVQOlk2caEhYTUI4pthkuewpxjUcZoeewpJjc6iDjSiPpjMWRZjUiMw4tsZ/Y/QpFjI5TE9JnHljI5SVjRDXFXbiPMlJJgVYxsbfFKCzTxd7Fnjepjxdbsbl3ZJqho6iOm+NN1URv1GLuRSN0Rkf0vWAfJyRif3KRepgLjK8YCRgXI9Y0SAcRzSP9jR1CXk1SMrjY2BYBSyOpDfWSh5WSNmR/PEiEXSNGR9SO+WWMF6hRcYihCJoaVF3SkBQSOpopTTPC2iNWR9yOhRkuX1otBlZC6Kb/iYCbpFW9mxR0xZydLu2aq8mbQ+9CY0SW8DgTHxySzMCwEW2Z1t26d6ZR1bTQR9Ka8QfiYJKxVWqoMybdFW47XTQIaVR2qTVR86b3dZA6oTUO5ITfdiLHVz0rzbLKZR3JCJRqSbpYPKMNiRVVYsWqP/AeqPpTCaNdR67CKqpkbxRorxCTPmZl7AqOIR6VaqdAaNwIcgMmTSk6SzPv0LR1qPr0oSa4zABHUB1u0yQkubbRuXiWTanYIQPnCKqz8aTRtBDdHf6iELPiIXRwqNXRhEy1R7RbxTPmZv1RVVNYP6NIXeKbNrEzR1+3qNKzIuiZR4nj6mswgHRpuDEhn6ODKeKNcKIaMfUe6NHsRVUxcUGPoHVCZ4xpCZsMRVXQ2fGNmwfqaAxkDBQx873dTZGa7CN6PAq/ia1sr6MbRvqOBh9GNSka1YizZmOZhu+YdiUGNgQU/XYx9WD8x22Zpo0/WELPwp3zLgigxjajvTWWNITaog0xiL0xkemMWIfEHqzFsD8TJtYoxkzGr5OGNUQBWO4zekh3zOKPPjXGwwRYebmx9mpfPR45Pew/U/UQ2NvFNGZSx0bF3zCqOgx7kjvTT2NKxyZAex+mOygEVU1Rv2MQCD2OtR3gRvR0lo6x93Csx6GMVzEaPxRr/YI7dmgxxlUB3zWaMWxsg4BHLQ1pxq2PEB/BbJYTKOI2FONFxyWbovO+b7RpOPDhw2bNrZF56x45aZEXGZpoXaN+zW1p+x5EmVxiOMlRQ2bHRkFB3zOwRzRrpBxzanbbWAePJR4XYjx7aPNQAeOELFuNxzN2PtWWePFxnGPDzZ6NLR/uPYBlHJNR4ePDzDkTlxhw5bx36PVxoliFzeabdFR9mXR/WNtqUaO7xz2Ygxv2OKAO+YPxrONIBveP0x2hCXx76PXxqyA7x1uN/TX+MHxnJDPx7uNjIQuZ9xmeNHxtGMMTeeM/zUePOEL+NsxrVXQJsT7iO/+PlEZKOfxw1Vzx0VAbzN2MzObBMrx0ox4J6eOIJ+OPNzMmNDx9BNf+GOPPLI+OUJ1+OI+d6YMJsT5YJ+hPNrWBOezeDCSzAhb2x0UUyQ+DIrxhYjMJj+ObxguPvzEkJUJ5hO4zPKYqx3r1/TSROvxqczSJ0hMaLAWNSJj5bqJhibwPIAPyJzegTx3ugI7WYmqJ7AP0qP+PFLR/RITXogDHUxMT2WqOsIECAWJ8WNsJ8ROOrRWMwJ3BMfLdxPs1OvQ2Lc+P3GHONXjExOuJ7tbcXW+PoJtHz8TKshyJ/z3XrU2D2JoM3FLeJMbxyBMhJxtaR4cxNeJmRMPIGxbdx0KoWLQKAvR1JObO0AlkGzJM5LanbanRJYGJ803bLWazBJkpPP6xYnlJypaELOAKJLcWPIpYpa5RlJNkJ2mMnLX2MeJu+M+LQZM+JwxNLLfxO7oTGO+2BpNpRqJYhxoZMRJrkRRJmZBLLQOPBoa1bbDWZPtW25adRxZNjLbJNh4JZbdxmCwHJ7ZP9271ZNwFpPQrSpMlJF5YGJin0XLTBNiJxpNFRnNHXJnpaZxsZP/gF5bix7xQXLZxMvJuZM4rVaOeJ1FZ8zdZQ9R/pPBUc+OqOwJNlx3pN0rDhNgpnxZVx7RPpZJFOZRufplRupNop1hNApnZNDLduP7Jj5bEp75PELNJOk1VyW1Rw5WbJr42Ip2xODxklMWLJlNjJvLaMp5KMsjaaN1J1lPYAC+PKrHBPDJw1ZtJgGBQp1WNIiLFNIYeFPrxi2MuJ15MyQjawfJsNYQp4Gi6J2JN1J/ePxR5d5GJ4+OypglMXJ25Yvx9mqcJnxZGp/mq3tOOPQpuG6Sp//b+rURPFJ4FP1LQBMaJl1bZJn8BBrVqML4eFPOpvVMOpwlNRLFBP81E1NVrW5MaiXNacp2azTJoEQMpylPTLJRBKp69ZEx9FPlkXNZ/Jr4qZrQFN+pg1NDLFhNBplFOxLXNOlhPhN/u6dawp7kzcpzha5p/lO2J7hMupnxa1p9FO/oZdb0x4YTFJgtP2pvpPipjmPMp+tPZJofrLrT1O7KYpaKJ/FNZph2MwbN9gJpzzZaJsZOGMEDYRp2ZgQbZ5Njp/hMmY5IZTp57aWJxtMOux1MMbLdNifBt5vR9dNFJztN6JtigbpwHbeJ81PRLdjZlp91PMbK9PVp2NN7fZJM9p2PavpsZMdYdjYtpiercbDtPsbZuP5p6raFJqxN0oADOSprgNrbEDO+p09Pqp57Y2xvNNCp6rYIZmMjZR7ANTWmlMv1T9YIZp9PyptdNOx8JPYZkVMwYTTZpp6WREZ85PjpyTa5YC9MYUFVNxEXzZlpv1bMbUZN8puVO7p1zYLJ41NAZhzZcZ69PRHPDONxlIoQZzGPCZk9O+bQDNIZ3jPZJwrgSZyVPHTFjMQJ2DOf+zzaJxt9PVbNTNjJ/fboZq5OYZrUHFbZdPKZtAUCbL5OIZ9BOyNHhPGqfLZpp1SDFbTNNGZmKOA7RaPqZvbYqp6DivrZzMHpqkAVppzPnx9jP+punZUgWjMVVFZPqwGJMqZ57Z4pvlP8SAA1BZ8TM6ZslNmZy7YyZ1EAeZwdNPwZLOUZ1dNCZiMGEZ5ja8phfxips9O5ZrVPHjb7aGZ97aCp8zMzXSWYizSrOSpl775Z+zM47UFNSZ6XaaphiY0jS1OqxiB4NZxxOc7PzP6pqjMNbM1Mdu6rOjZjK5FZuDOA7M1NvGxlac7f9M6Zn1PcZtrOebZbP81ElU47QdPeQfHZKZi3bU7YNPVbQNO7kM+00B/DOBpt42NZtbYXZ/zPZpgbZJplbPVZh7MbZmY0W7NNPmQQXbNZnTOFpw7MObQtO88huO/rBqgNZ2pPPbKtO3Z4bMDbBtOPZz9bQ5l7NrkCPY/pvqCw5xbPPp6XYjppLO+7XGYx4KbMRZwHYY57BSLLLHNZZktPkzB3G0Z8nO1ZgZEn7GdPRZhEwH7WnO4ZjjNuHfdN05mGwM5whYpXcLPGZnfaPpmmjzZlvZXpj6iPR7APInSVOsgHONi5qnNrSE/bQZrzNE0A/Zy5l7Md8d/YRpmCBWHU6H8TPbGA5leYyRcXMSHFvY9JzrPurGA5lpyuAIHPmY9WNVN45zdg/pmSgIHZtYGmmA6Dp3+MIHbHORrFA4RpmIgYHanZF0brN6JsY2SpwhIYHTnMHmGg5lpzaAH7TzMvZxhA0HH9NFbOfZRZuAXFp8+1FRniRB5/Y6J593M3YUQ5e5yhnKHErPG59XOiHNNMMQQQ6h5mxNo5hg4dZrzMi+Ew6W5+AzqHePOmzFvYTZ5OTqHQdN4kEw7Z55vaCZ6VbJ5IPNCxufbHZ0zq45nnMGHZ7MKM9g7PZkKbW58fPAHKtO2SN6NcUrXOi9f3PTZsFhB5lH4xHR3MT+3w6d5yXPdplDmi9QY6M5rnMbHWnOr+W/XM57Zp7AUvOfstybzNVfO18QY5856/0bHIXPb+BzNsqno5hJ0rMxcD/O75wjiv5g/NDRxFjZ5oyCTHL3NWQDY4oZ7fx92yHOCjVpBB5nRZydCvPc5xzNpuiPOoFuXLP5jAs/5szIgnPlMPUUC2oRBpY/HPlNR/HXO/TZLpEFnWKkFhcIg1OgvfcKC2iinn0InGjO1RgniC+9cJ0h+Snw+fYK5aiw095AvD3alo1weTPDJ/fZDCFnT157KpExGjQXVa8IHdQ8R3BIs/hiCjeI6IgI0jk6RIyC9I1c9XQtqAlg3hCr5LLQjg2yFnX7V5T+XYU237RI8QuGC6bXsC+wtB5VTpl5GQsaC85UpIaVouFpHWXy7qHQ+jGEKFqOizlOoHtxtT39CKKFbUHKGs/Q832/IIVaSemHaFgIrB5Twsjyn3IYRyIu2Izcrc82IHdQ3magBdQsO5c6gWfUIts9XmhqFts2TlIHVTy3N5sVEovmFkvJazFALuFqounmyBDStIz05Ckjp1A6WECoik7FC8ZW9Fm/PeVcoU4h3fyg5sAk1C6kPSq9WHC++gHQe52FNakwHsRwl1jRLgEEsRsarFhYzaA9IACckTyOYVQH1sI/W7W97DSe26QgIOqKnF5YtPXYvUHF9oEUO5g0BJHYuypUMW7RJ+AoQR5SsqK23le64uXwYw1LF+wHjyBvU/FwEuYVK3VXF0EsueW4Ivu/b7oRV7gQpOY5UReEuZe+fP4JG2gHfUYHoluEuzAQr3TZtyIb6qDmfu2EucqUb145/Euz6nEvUZTugUl0kuol2HqtFKhLfAOY27pdxCAZchNApHD6MlgI5/0u9Ksltb3Ve1153pZEvDG7PhIlyks9evEuClg76EllC5Sl7Eu0lxzO6meb5ZKKMrElySS4lsktyl51Sql5UsGEDUt0loWIWMGktzGhZrpafUtN+cb02lF4q8lpkvyFdzx7e4CILerkE5gZb3CBnUA5gOUH/JS0tg9RorEJW0vCFWb210cUHOgd0tSgt0vOl/ktrIrv04/TUFsDOoFQlDUE9cGRLxlg8Gugo6XzykBVWgidrWFxCFJlkEg18GCFY1G3UhIbeUOg6RmQIJygN9cXgCDCsvOKl0LLJWsthg4WKWtCstEK8MFhFu+WllwSyWpLeWFlgXJZpHMuMQ/ssKKnCC8Mg4X9ypaCcMlI2ZA6sGREYctAKsgTIK8VkDlhgRtl9cGJ/Hot1lp2mTZHotrlhuErtHBUWK8MHpSiXJtSVrL1lncslMTCHrlotrOeT/AkQ56UMK1MsvG57ISK7cHnguMuLlh8tKSiXKCCRcExGwvJnlmcEAVpZVHllQ3aJXctsQqV3hApCixMo6UOlSRXLlxBVViNvoG028ty5LiEXluxC62Jsv7l0hW9HRMEuhBdpgWRCHblspXdPMcsQy3RWIV6su5K3fAPlh6Xiee8v4QuSVXoGis5jDTyjlk0HwVkiuMQkCuJm0st5lwvKwVwMEfl4RUYVnpVRR87mOZltnCjO8vpYFv3NhcSGDF15AIG0nNEtJSGfAz/DzK2SEqVkSHj2+ER2VZKHbpQyvu1VPHj2n2RGVnDAmVkXhWVilN9552Y0ZHeCms+AOneMys5J6AOWV9ysUxjHKmV15zrR9kuE5ThB2VnFONyrSAhV8e3c6CKsTXcKvu1VDANC61G/eoH0AfIhGA+/H0iEfPK59VyDJVjKvkCqH0/UKD55VhH3Q+wqvB2a+po++D6zhAK7GSyClVVnOVbFfgqZV6+q0+106pV07lSVsuUMddgvKNPn0vjGng8F7QJDWuSnDUtrzrkOCDbOjyVS3V6BF4iat+JF4p4kAzwTVlZnQtRkj3gbZ1PQ4apV8YejbOzKXQtMatrVrD4hkPatvvTNQUu46vbVgFATOGE3lMC6tJImcEJpE6vr3XauLxQyAWQde75tTatrkNrhrV3B6lg4JSBO9e4xeFqkF2tu3B5bjp21YiXaITf6LHfpOvig8LmQ7dLaErIDOjBAt4RfDkOlmgU5YT8bbV3lYfc3+BJ4b/hrV3Gsj4fYIV4cat+4JCApQfYJk0AxKj3JngvifGt8kURSkYUe7AOTxWM1hpjmUNasOBWnDbIVZ11IdSCs169CfoP/CbIU5ys1ofrPoP/DTqP6B01x2T8CbUmCqKOKj3H+ygSRmt7EDNrOjZ2wfco+AuoA/iy14IK813+D6Cwlw3gRezs1rGtk1tavQhSmvG1ma7bVyZ2/QZ5Am1lmvHF1kBLIYi7DYcmuyMZgB3YOKBL4SVyj3bWsk1r/ZMSFmtFTUeBbYAvBi12WsR19PYc1tvAFNIOuexEOsH/b+5B1wTDFSamtlYOaBm15qDpwJZAE1h2sR2pqik1wmu/sbm1q17OuqtM2ts1qWvqIZmvW19IQ5Ko+AMCy/gHV+pNJLdWtK13Oug2hWuh16vHbOuut3Yb3ZOyDGBD14WvbILgRLYQWvS2nJV21p4h5pIeuS1v2vSsFmt9129AsF8uvbO1WuLoS2vb1+B6QwW9BF18auH1vGtl17at8hSaCgICH051jutIyUCBR1pmuEQnavy14+vS6rmvsic2v117CSsoTmDL1mCA/139DE/V+tMQd+sgQc+iy1wG3LYaWvt1r+uGsLuuwNyRBm14OscCNUnDWJXggoAut217GvjV0z1NQVeu4Nn6uaC/QCgIF2vENuWwyUO2t3QL2sUNpeQ315IhwN9e4I6HUR/4GCwyeZhtWTCBTS5E8yQude7a8UhuM12ZjN9NVGZ1kev+YV5DjV4UTYNpBuy1rvaqKbUlYOU2vyNveuj1xxXMN+hu61+2tSNn2tZ1k+trV414ENrRvfwFmuGN32s4Nq2uYNiVjx1/evbV77Dhwb5DkNzBs4ceoQL1mGy0eTSH2uqevVsbfqaQyoQjCbus1YXOtjG2nDiNiBtfDTxvO9PmsSNkBuhcKKSF11bgiN+xtUNnhsC1gxussSOuM14BscNsxvqwVuuJNjjwOhTJuik+cz9uIps2Ni7I04adzAhJ2BU1kVZ/16pskNsGSo4XhtEebNAONu2vCNwpsT/bxu/gBpsBwb+toNpxvTwDJsVN7RuNNgRvNNrevN/JxHxNhesYNkZv+N4vRqk9xtKeLrCANzes+NjdyETJiBP1jWv3DHZvFsLJsx1xpt118BvsN1UGoYYWviNrpttN2qRzN1Jt+goJGCNthuSNxpvWNs+DGNhZsg4ZGBZICxvl14i0sNshvjN1SqDN+ZuEuYi0P1yWjUkmizClFqxIQBhvkwOBvEW3euIti5vTuGmrOQKmv81v0ExdDZtCN1psYtxRSsNgvDot0Fsx2P5uyNoluTNhhu/savEUWzojNNtRv+xFFtEFT4ANOH709y5HFQst9hqRndGDPUaB4K2JB7wwwF72I5QX/ECUw4+4j7xX2JXlKcI4hWVtehSXQ0hEHhqRzBgyt1VsrjLdWlw5whaR+jHHwrNCRoy2xAA1pAtYqdXRipMWpo81t7i3i6tdUMbQeJ/5JGKMaU04CXREJiO00m8UtkMKMD0vPofPdMaeLOFmStxwiWyEVufIWQiRqxsW2t81zMqH9zti4vLMqBf3DagnEBt2CXtxIKOesG/1liENx6yluFZtxRyhjD0K1IGBn2tk1uYEAnHWtsMVX0TBIg134ERSD1nNoiCLBV9ys/JiVV1t3AHmfCCKspQAl8kbI5dtq0aCATtsgYQgP4F6ZV9tuQE+ZtHRthZ/pj5zAtjtsSKhVycJRV+gPA0bI5Lt8dsQRNdvztnYrDAAABCK4Aiqx/y701qvWgYQE+AzsCey/+guZCDHjgscBsg+avCyfZ0ugq0nngD7a7Q7bEvbSojCzY8HfbT0Hb5gtJNOnYDAdVYOegPFHgytOGpZIKB6mlMH6yzWBPbUHc6gzcBdSwHbcM40CcoFED/bBTQlA2QCmgn7cGwY8HpIzHRgQl0LHoN7fxgd7Z2CGsDw7R0D6gSSDUYM8AvbT0FyyBnv4wD0cvbloRI71He1g21lZAFakygAUEhy3HYuiTMGw7vsFfbN7fpgQsD1qX8CbIGaLlg6lVNOCHYbgslSo7FUAPsHCAJ5ZhmE7ecAsezAD7gqFzAMM2UE7vHYBQyhh2gtUm3oa0Brg2sAwygxqCgrHaegc9WY7T7cvb1WWfonHZOgAHIQY/cH47tME871eWtOOEFIdusDc7/0G3IKMCcQ0nZY7WcAaMBXJ47NGBM7MXe+6EhkJgeSHNSUJgs7RcEI7octhQZxi07TlFkQpjBrIlqgEJKiF4QvHdk7LqUc70+kU7csFc77kQGganboAV/tbK9Vnc7kkCshzGHs7sUBrgM9H1gXXYogE6QWg6HHHgNHb/K7s2HEfHc0MpUHG7/GEVT+XfpSQ3eIqd2Uk7vJN67NXbXD3Jh47EcCuycsGlwRUG/YQcEa7XaWk70HctMF9PiAopgagUEBLgY3Y+LUXcSaW0GtwlHZRwFXYbwSgDW7MsEQ7HAgZcIHf1gP7aLpZPrCs3nam7XOFPbcnBG7OOChgi3ec7T0GBNH3YNgz7Zap6NYkww1MHRkQnxIx2D8IkNnCtAeFEILkG8xauHqoWPajGWUFh+O6GJ7VI0J7BOGYIUZhUkFuRDoLmFwIHPCp7jOCIIoCW/InBFwIa8Q57bhD8Q7FnR7FhA4ab3EaMp4v0gkOBmIrBCQELPcx7uBBikKmCCgehAWxdV2DwihB/EVhHNZZPchw9hGF79hQJECgL19wpn7CeveCQusJEQHLdAKQJmlpZppUwNWsfgn1BCu6Pdt7L4BkIZne+YwFjIQCSBgQ1vdx7UiDoQwMER8PvcIQMiBUq9PekLnvfoQ2TQDkWCGD7kfdSUQfcSQJwLVw+yGEQCfdaKSffiQdCCSw0fmhsDgo8Q74szK7vcOBvCHOwt6MD7KfZ/gLEqj75fdqwjGPKcDguL76KEd7DgsR8miGBQHCpiB+iDyQpjODEUfelKDhGBQvCDj7qXnjMgzxyVHfYVJwvcehTfZRBfPdgQBiDr7QQOpMm6D0ReiGiQMiGWQ0/fj7FfeRO6fcX7cpjPyevZPljGPyQyPfKQqxsGhPGhsipREndW0hCK4JEt8dnDv7sYT/a9giv7RJBwsTXERi+rCn0TLAUM/kQR4pBgCS7XEVhSvG6IU+lGQ98EnUyXHAM18zq4qCIlIJrExwqCJA4mdFgMmPDWIoPEzo+1sh4dt0fYHbtBQwSDMTn3FcMZaA6Q1xDGo3hlIH8yCm4mdCP0uTE1IB7DGYNmAUQo4wBInLN+4oJFNIRQRUwwZDgMP/VGk9CORI8tFnkfKi/7tRHtOn/fiIrJD8kF9Cf7cVFFQb9DkHkpEEEt/akHZ1Q+QBA85IHHFYoUCFRUasOzYgA8Nc5uHgHkxDcYQBF2IeA7l8eg/uuQzHvMmg81IQbHQosjly4gg4BIviUUHxRfBIYtlkHng4yIEg6+Yrg5X6okF/7IJHUqKxCMoCq0vA/pHBIvM2sHtJBiHJ8iVUnA5TQrhngwclCjIMdGwHzGDUoaZFOpFSl4oMFHJZowgEw0/Az59glzutHJ0HlcEsEJxQcKgA+qHS/yLQdZBHQZQ7q4zZFf41yE98BuC0wFFBjoWSAqUuPQREqA7xwJvdFV+6HwH64nDuAIkoHeQmtufAgOI8hyqEm5DwkO5EWHORHchQEhIHsw8uh04gmHO4jswN5BmYIw+go6lCgQj/eFEj5A/7lgmvIP5DMHULAKHlw55cxg4uHQFB1a6A5eH/FCOk36BuHYGCPoBuDfQqFDr4ZfShocA/3YFfBVoEA4HIRFGL47us/7xrx/4wI87EQ5L5wdFF2ysmCYo7CGQMlyEoYJQ84oioUx4Dw7TIl1fNwhI8RwPwQaEs5If4Fljs4lI6gggA3KkhWlJHWxDxwaqA+Hx5EiHclEMou1ld4XpP8k4A5M4vI4soa/KmEW0kcoh1DU1oo9oQqrHoA8tHRmbQ/BczlCsHPGkhwp1Gs+aQ+KoVSms+VA7CopSi1CzA9MoGVFykBHnpQ1lENHKVDRHzYiy8+VERH5Q6K6y8lhHNQ4WwvsghHAo4vEXdFf0JS3KHbVHzkfw+KHCaT6o2I46UM1Amow1FCsQHDFHio90Hyo/9H81GJHlMG9H4kHpHUUR5wKo6Coq+Vy4EY+GohnSRHCo8Iga/LL4v+FELpGlQH6oLHglhyeoaaFBQ31A1o0lDGwQNGuoMdGsgXaE9or2m5H/GG8ZMmnmaWUhZyCmhEsYBgo0weWjofY87wweTxoSdEzoTY8Lo6dAM0tY9nQ9eQc0ew/2cqeWLoRw5iyptHeoODTfo847poeQ+hEO+Dj8EChNY9KDToQ45v7krkHHVajsoqdQtQy491oGH3bH9tCeogY/9it46fHjtEAhr1ENoBRFhwr4/eocAQHQ2pOLoNPPoHgE7Zo8+KBwf+AZUu5B+wXeDqQFemXCOI47HMNB6sLTB7HeWl+Vl2AvHqml+V+mC5oY48E90E63H/Eno0WxFLHH+DjUB/nsHv44bIP46Lo2eHN7PgztK1qp0gpdF1QdpEdwlNCdIGqDbDdCg1I9CIRQaMm4BISP1QagtTo8yEcHZqF9olN0jYZqGDoxRFWgCbGBdkdG7uEpB5ScdB9QBg+IQ7tGZI2g7DQTtFyITshmy0aneIuRCZQR4fMoIFBGKAqEhYxNAMnpREXpVqGCQbvX1YDk5Mo7qEmIw8WlI7k+RYQ+PUnpk4TQs2D8n/E65QJKkcnyaGZQCtDcnfxDFQtSG0n/k65QqGDinwU/CQNwFLFCqCGQPyE4nbE6mQLyFYnxqAknBLMVolqCGYNdjRoBJAUnxyFKnrgJUnkxEKnatH8imk9yniqEpQwaGqYm6Cyndk+jQqU4l84U7dpF1E5oVk5DISk+8pKZGn4CwfacGUDIEsGGKDYpiLQ4WA4nX1FGnFGBtSqICsgraEqHxqTynudzqHm0+an9aG8sI6AdSq05owmPVbIXaQ6nzZDKEbuC0Ys0/F6Qw/rqRkChHbxX3QBqCSnIyGmHak7Ngb6GvQKAmGnDPeVxZgj+nWmEegR5E+nJtR/QCglenYk88wzfAenQk7no009DUglHJ7CZD1SeU+pilmFpQjAg2o607mEr4tOQLiCWnuaHvwAVDmnqM+gMY1DwwMWEFwnzBiBt5OWngU6+nraExHK9JJIL5CLQkmCaoJLg7I0WHnQufG5nyFEQwamDPQ2tnZnm5GHJLOEZn4M/chZojpw5nwmnMMK8wlGASovhHJnU1FPICM4cwXImOnis9hnD0RUoMMJIESWE+oN4BOn1M6n7slDCwqM7wpls5RnUqCv9MlBGnwY5Uhc4esJ2Hp1wmuBmnpyA9nDuHP+i0+dn/SiOnhM+DHjWA6oaM72nwY4loLknDntk/m8Akh1EQc7WnV2EiwqigWnVNH68zo69n+sAWwXMj0n2dHZwmo6hnl1CuwHOH4EYM9yoPiiBnxhCKkD4cdnIdGOwjwxew5c7sIfciLnnNEhwuiHJwgk4yg8uG1gSM5AoHc89nLE4jnHc4Rw2GDZnORE9wDuHNs7M8HnDuB86DlF7nimHVnUhE7nbGFOYps4JwNOH/Q+M51njOGlHIcH1nOM5Lnuo6/FBs95wmc/PBe86e8CwnFwT/E3nkc4jkRGCio/GCVwGWAgce1B9n2sBnnk841w0knhhjFAtw8c9AQWzAHnvWCtwUzzIoX85mwQJB4oS87zQBM6TnU87zHzc65oQ6FLUyrnRIO+HQX4eE8nyM/zyytDwXA86Tw1FgjwYgC2Q31H/wV+ASoGeFJbd+AXnQzjBr5eGnwys7GotC+iI6E5JnQZC7wGpV7wyAKKnmeF4XDeDVU+vaHwyNCf+MbECBTC/bUA/awXaC8vHsi8dIJNFmgfzYkXFC4/wyajlw+In17VuZfw/C7VoBC/oXK86nHhAwAIFM7fAa+BPwei4YXOdE0XEeH6nHtCgIIC9gYA85AIzi6M0wEEoXl+AYngJlR7R83tQS3aFmYhA2lKvbFgAhBWkofZrFTPfCihfcrO4S6qkLPdGw6vaaMJDhpeuBBLi9qErbQS4WxtpNCXbMK0IhRibwNGG1ZqZkaMEhlSXIVT57jFkWEGQIpOS/cL4xvf7gsvZSXltBJOlBASXmvYIMcpnmKmS+igIvnt7PS/1sIrLZMZS7byxS7QmICHVsfZy/saS8oIHTm/IlneyX4EDk6Y/cs78SX1MMRh97dS7lM1hxqXfXYmXk+n2RAcjaXiSCPHNveigXSB2Xh1KKXfS757nvjGXUS4EI9y5uXpeI8ISlD2XFy6X70EUP7TS5kQbjGn7Jy8n0doWDw+y8uXUZnV1sS/DV9vYhXORHLFTy8RCCy9+Xpy4RXMy6AcRBDRCiK/+gYK4yIWkheXgK/eogE2OXWW1OX4Fy2XXS/BXPBDxXCEC776FHEFIK+ig0vlb7zLQ+XHULuXlK9SXZKBGXURDMMPvaSX85DPbqSjhXJK5aXefUROyK9BRqK9aQL4B8XtdCYnNAo1GeU5JcXmHByHU5+7oQxQqBdB7xrmE+x+k6VXzfCdScU6IBss4mGZOD8nFuIlnJq7knd4emHK0itXbcT5ni6BWkvtHIGeEO/lgqmLn8IcT4PWV1XvJL94Gq5MnZKSD4soGRnga/D4LqAjnBqGn4OsWxo4VaJdcwmjXYU/tXV04mGGxBAojuCunVxigQZq41jYa6zXTM6jc4fC/kia9DXoQyLXUU7VXiOHsKhq5zXoQ0veHq7wE4fBGBaU4LXoQy9E/s71Xg/CcREa4ZEqQkkjRU/NX4I/qYqNFcBeqRtXXWHho0uIEgP/D7XatBdX6fC7Xtk89XfIiSYqq99XMfCbXPU58qQfDrXnNBLXla/DXi65BqkshVX7a4A50OAAVmq8t55646y+c536x696Ahq54IvyidXZq7dkTsg+GgNCdngDV1Htq8jo7vuqoJq+dXh3XPobq8NXaMEukOq9vX1vOVwF64DX3YWvXZLBDX8G/0MB68to0G4ywCa/LXmxY6omG9jX/65Ck6Ni8npgWE84eFT4zq+Q3t9DawZq7PX+hlVmaa5o3eFkOQe84T6x65dpEa8KkoihUMZa7w33ihHk3RRjX0uK8QGyjajEa8oK+VFqKiC7z6IMmXk0YiI3dMFznZG9fXznKik6BF7+Zq4o3+xg+L+a8XW0kjTd4aBUAS/VdwfY+8oV652owdltnLG4Bw0lA5ogjyfXCMlcMtM8EeQm/IU3hkc3dfSWGYMms3RpEEe4G8Bk1h2Do5eNwhGG96QRVFfV567qwiyD7VuuBEsKoCw3kkMhszPmY3vm4gUK6/bX31yIUqW6ponCWE3iW+DnJiBoUMW4E3hm5akem8i3hm69wCXyeQS/Q+woNE98iq6PXVm+z8E6/K3kY5PMnpBa3l+i6sX64a3iRF8Y1G6UQnG81ohq943gSiG30M5UqNc86oQG6JG/AhEofKCy3Gm8I2Hq4o3SY55nHW/T6ecM8X628lIY9DKnlm/4oZNHLXHG7CUin2Y3b6+Zw8pFVXYm4OwwVFVXbEndHkpHUIeW+w3WI5MYEa6C3QoRHxe28W3X/gIo7j2i3bdEFnXQr6oFrAs3L2+FoZlHU3OKBckEJGm3JG97In69hX0m9KogO8AX36+tHv25tIuGR8UZfWHXgm63wRo5Nkom5m38g6e3Sc7Aa9o8tUaW5q4lchfX2m53YYeEo32EiUX90p50NKEI3Ia8C58KmDXaa6REpC6/4uq8wC8Kj+wLO6GCytANEqq8cyyOn43/a6l3guhH4+m+lx3OnQn7fEkX6AL/WJWhh+ci+gmCi613ou4tEOOlV36i5/umi/2M9RD3cGDysXshG43d9y1m8Khznza7rG4u6dJr/0t3cagF3UG9ngX+CZxmlAwen+AJ0DLBoXbu4c0Pu8/n67vF3CFMenwe5fwoe71IAD1N3se9coTu6JUM67w3Qu4rHUpDD3Yu/hUIW+Oon2WR01h2dXcu97wDm4VnvQWsayNA7d3FC5CGu+nwHbt9390oUX9e6z3Bu450Ve5WINe93wBOlL37s/XdFE6kZZq653ceDQLxu+T3w+/HXe295tMe/I1xa693QtDX5BYGY36e/eoJmk/Ilu+LooZygooj28Xp/broNArJSME9QS7E/9roAj1SCKDIOgTDvD5+6Pi3dCP3+qBSlA6AVSpHDCgnYCrhaWBkn9oddQUAKVicpE/3WUmBdHk754FqDiOjTDCgkpSgBrnNDQ29TrHS/T6bM2Qv3ganOdAk/z4g6iQPmqCTcR6G3q9k7SBH459G+XANQx44VxZsA8nyaVQPAB58n+3GAPfkGQPcpSv31k/6He47QPsqGcIuB7P3KaDhrj++oPIU92URqDYPKU+IwIfD4PbtLecQODv35qXh4b9Cf3EzFqQuE5jQQzHLFLTASBv+7LEih9VKHk9Qwsh/P2QpBjFkh8gPhGEGeZE59G9k7kMgh64PEU499EB/bi7B4MIkuDr6H/jAwOsGTHUAO/9004syn0n/9007NIJnDZgsM8ihzYkJBxq9oRmODt94I9oRJo/ceq6HUwYR4qUl7R/4QR7s4KTxRHXM78Pw4kJFifEpy3h/WQY07cP+Kj1qqM7tCrvDyPrh+G6VOBSy2R9xwULHB5G09Dg5g+Vaya7bdhR/raCmGIef1hcERR+rQVZASPLh46PyREKP3R+hgR+o8wPh4cPNIwaEdMEhnt+HNwVgSAkBCVqPESF/E8x7GPygA+ngx+Fw8sAnIAx96PvKHlg9086PbR+hCmEjM78Ppkg7R4Mdxx6rh/R+yrvVHoHHh+rQoWN00LfVRnOB+/Qwx6PDEFh4HxG8CPpr3sE8x+nlYaBBHgW+SwD4kkg7x8Nw+QTrwfIgIPlDDKPFGHuPhaFOP/F3sHCJ+f6cx6yPFGD8gDODSPkJ4f3hWg95l4lZgOJ55wvx9EEzdUxPhNFSEKJ8qP9mVhnCB/j6lx71SJGGcP4EhNgEWFsPfrSVn+EG1Htx89SCzgtydfV6E3mHCP7J9hn0SC6PzJ53nCf1GE0x9eEo9m6HdfV2AgM9FP+x/XCxfEXKC8mRPkp/8PzQXtnQDgJQwqG5PHaGCP/R+BQd0huPrynfEBh9+4evItPEh4Dkwzo+nGh+hPeYwgE0MBUPyp/6Q/M7dPJx4xuV/BkPTp8MB7aB0Pdp7RPxM7+hmPA1P7GNKP2p61nFh6gBIZ+XnoBm2P8JBP4F4BsPYx4BQkskcPbOCvuCkiMerEHcPVg+1gXh8sEOTxakBkrlP90oK38R7aP144u30R6DH/qvyo9Z4fkmLMzntVASPp0JA3+cHdc/h6OHEG4yPJZ8rHyuFmy7h8GhXHeFUhR7HPeZ5dcpR6HP78+sjlR9VM+chqPlR/JZAG4aP2x7XP02BaPjrhOPU5+Bgu56rhhZ5Og5vM3Pug+1gqx873rZXJwox9KPEKFbnkx4wGHrpHksx9XP3mehkix7vPQA85wl5793hc9PP+p4ARzykJFCR6AvKm84SwR/3PEF9Av554sdSGEEPx59SgWWEf+iF6hPLx4zPXc875Hx+gmVZ++PdXHnGLm8wGnYg3VRCk/i/w9FCfTcBkaF/ZQMBUDncJ8f+UF9pP0uMYvWeCmPc54JP76DWPfZ6ovhJ6gBeQ5RqYB+zPBF4/PGJ6GPMVl+UlJ6mPGF+hgTF4weuZ+/wjJ4wexylBoM5XTPunPJwnJ7yEOTyHnXDz5POZ50vDB5bP0l+8wwR/vPg29lPUp+fPo24sv/h9kaHyi5wpl+/PZc9m86p6gvmp9SPU5/sXsh9QvDAkxPPl54PRJ4/7pVAwBYl6cvwi7mPf6txklp/DPkV9ykQZ8FX1K6bPjp/QvKKuCvXp6PPfdJCkCh7aPnLIe3fp5ePS57Dntp8FX7F7b76oPQBbl6eHGA0qvoUSlC7uGHP2hNcv7cTmUfmTZPwsQZUWZ4XkjE0IXOR+yQ3V7vwxZ8aH7V+LH5Z9GEQYNe01Z/NMPoOos+cC+HD8iuNnC/51FSjGiCi8mvAjBEtWmlGvzYg5qF2hMgg16fpzSr0XvV6dMj49ZgBR+QYwLDvwaZ6pw0LTjUK58IYn8eo0918gYhxWwnG54OYr16XwO58xwK1bvwex6mvPun4Qep6BCgN88CDOGGvN1E/POoTj0xiEfPvoSA0oulfPhDBZQf6hJgRiBuvLVk4Xv5/bCzC82PhcI+vVmTz0IF5cEKhobUiOGgvJN8uvABAXwdnH6vSumLc9g7pvrs5wgDx6ZvxCFwnEN7dwoJ+NYH7wmveF+NYKN6m0RF/sEuxtu0ZF/RHoXgtpBmmovAjBwIDmnZdSil+vABFkvZXg1okl8gYct70Xol+FwO15InPdWzPot8FUgl66vgt8e0pJ48w414r06t/hveqkhvKt6ZvCl/xgIN5hvrJ4aEnN5YgvlB40bN5JcWWCkY2Ajvw8ROWvY1xGvSp4BvLt5svw4nXBkekFwFZ7+iU6mL0Dl9pvmN/EXLl8K0St5zwNMG2vVN/oQxV97pq6DNvud73pb1DIXjN7168t8avad+BNYt/xhHx8Nv7LdP7R7flXAJr6AnZEH0+Xf0KtPooMF3hsgGFkRGwuDn0i0Bxs/Vng7Sxi8MDLAp9ORC30kMBSYJKhA7zBkP0FlBWMXVjMugfH0MQ7JU7QxlYMB+EiGRqE3vXBm3vHHZ+MwxlRsgBguMx944wmndyM/BkmMy94Yxo3lgMvd7nviBnEQwmCZxfd+YMGBiQo+xjWsZlzi8QsHsKEZz07xBhckeBGn0rd4ckecFqKO98qMlBnoM1hzcMSc9uMedCY4G96eMibxER/7ciM+Rim+I99nseVBnBdto+LMxiqMARkIf4+TqMyxkzoXRDPbLRim7SzE7vnRjM3KD5Aoe96sMCD7H0Hxi4MNwCc7jD+iM4Nkfb6hmcM/dCxscXYofY95EfQncUM/hjwVu4GgfOxnwfoAsX31XavvJxngfcRDH0aD9SqwkOagGRndw/+glCuneSMej/v0loSfvKj+wfuWSIf8j9CMi9DMMsa/WMicFsfQ3Y/0LE68Mm9B0fiJFmMdD9MfKHd4fOfUMfvRn0f2j41IrD8lI3JEyG4xnsMVYP27Rhg0MLhhish95X0bj4SfAj4cfARmifFPusfexjFuJDCT8eRjvMwT90f8Rgpmkj6Qfx5H/2vj6QfRlDtQOj8Cf9+kNa17bPvOEBlXiBD8XEq5iBbVi0IdK/4cRdu4ISFx97CEzoIwqjyXnT6sIUgV37+yX77N8R+X0+qqXQfwCX4pmxXrBHGfhfa8sWhBCXPT65MwOB17SyXOXLsIrMES4mfh/WFM7K8toEVhpXZQ2n78VnqXqLExXrry0Itz5mX/3gOfpK/xIQZgufbBAeXgOvqXjIImf3kiGf5S7Of/z+CXyWAWf3z5YICRmmXHT4TolBHa6dz+BfSvf6fbz4RfCW+GfC/aW89S+Z8fz8GJGy9BfOfbK8jK4QFN9HxfkKTmXMS5yI5z/jM+nXpXLiSqX8MQGfmSVb7VXTufjL7V+SzFWX+JiIQ7L/hfBy9EALT6bccq7wjfkDynB/nboH646ngJEYYDslto2SWoYvivl0Ue57oQSBUIqLGhng/WXoKhn7efk4hIbCB3onKTtXi9EK7EI3xckdDL6uDEEVIwnzXMKacYEUjinRDD5w3EUuft651IfjGlfl651IUr9aEIFA9f0DBUkIr4I7CDE+xRW+o8qDDCAQb8TXZr5IYL2Kf83r9PGUb8zXV8itfPa19fuVm1fOM19f+6gjfyb7aM8OAjf6b4iYdUbVf2b/HoUMzVf+b/mMc/k3Xkr99fPxqpoor9o9+hRFfRzQ1fvd6KnOr+3ojhBRvzW4vcRr4wseO+iS5r9bfatGtf7kW/v/r5rgHjE03Er4DfeCtpUVb+LfjRg7Exc59fBb6Tlia6wLcTD9fEc7TdpTC9f+PCsPTCoZ0GpDYMWTH6Et653faKFtf0M5WXbU85SvtFMMmk/1fpr6Do7TAwyz7+8zCbDvf2r7KZMk6vfy7672z+6yU+k/uXczFcs7r5C+WTD3fodurYTCsqEtk5A/+ityEUU5NYRzASM3jGDnJ75WYqb/zXmH+WfsdCtfEH5DI0YigXrTFhIkvetIbz8I/HAjwIRG9w/pxgNfcuP2Iqm4Eo3r6o/jRnKobz5ffyLDm3Jm4ZYbPG35JH4ZYOnE3Yau6k4NA7GY+m5TYK1oW4tA/7frTDgPiRBRUUU+SO/LFoHwb4cMmvA7dcn83YevCwHkn6lYrZQmYIn+N3CH9WHocix3U+ny4PH9C3w+m0H8tAx4iJFM/WoX0/zvi4HxbGPnSlC4HFbFY/xGANI+MhMnU32f3otspn87FsHspTD3HbssHqsT1I0lAQHL4RC/rTEgcQpEM+l65vfoaAwotH/rm7/e2Ex87o/95mHXUn4Pf8g4c/+74U/kpAR0FVA3f3/bJtFVFi/pg48K8NC84DyDHYi9BVnvLHyIbtgS/nn4SH8XAga0H7J4MZEkXl7t8/K/VhVDRCj8jA7Yka++hYgvDeCUCGm/YzGE/Y38c/jH4TYg362QLnDdoF3GGIvX7rfZt00/nX9+IGn9GIRlCRkvxDy/Psi6/VH+reVYkzIrn/BIsl3acntpg/BxA2ld5Gg/Sdh3IUgWnIC3yC/D5Wmoi3554q6wB/YFnU4JVgHk/bEjT6X7e/+gCrYZX428tM9U4ZH7zeXVEh/yP8OqdVAY41/d7kG38S4uk4fZZW9u4zaBaHwskJ/gP5o4oiSG/Bn4knGP4W/h1IBIssihICtpe/MJumIFL7Y/Utxs3/X/yIpPI73H37tILxQb3KH5k/0LTa/M3/E/wXvdfgeeIHkv4C/0oWgHm1djIVbDd4XXEF/Ye6q/tRF5/W+4vfZ1Smj3m/a/4JEDmts7y/1TlC3Ov8SI/HL+38n6s/U8TaI+75V/WXH+8on+i4gxBzIt3hM/0v7PQEZgRIm3/np4XGTZVv+F/XxCDMJm6c/S3gC33P5SH4Yve/93+vBJjFx/sf8ohgHC4IUrBRHDxBfBVP+hYqBmOQZZYW/nv+7BFwgkQBnH4/wsWr3J7DwH0f9h/qf8wHjEzF/dX//I7ZbF/iLAAH4YJtuVf+t/cTFL/fP/k/1/Ybh+v9I/+RFXL037y/PUQT/5v6zLLn41/q1GJCMa6dEj+hFnRisa/lLHiANHGYimf6SYNA64iCJHV4pMBk/XEUx/Pf+jQlY9GIkP+aiyvFovJ/6lY9FlGIFaoP/On5lYFau3/1P+f3a/4T/Tn+JCBX+g/P5TxQM/6tQEtoU4q1D2Kuu+U8TxrsK+274kEFGuUH7VCEGuGTYmTjUY4fBnvoq+d/BRrqq+xc6MWCzOBQyWvuDO23SurpgBdq4GiMmuT75Ozvd0Nq5avjh+pxaDrqgBnNA0SMauQH7nvsc4+q5gfnABl6Lh8FABhLAwAXB+ltAhdIwB2Ejrvmb8gYgJvvgBEAF+8PfEve7wAaEM/cSzTuIBKTB+zraIwgEx8CtOGH4gAZ7ww862Tl/wO06MWHlOhfDISJDYigFJzmZqZ06p8B1OBAHTrpIB3s5gCNNWG6AL8PpOtRQbHjli4ghoAS80xfDLMn5O3RTzDjlidc6TiAqe25AeAfgB9vyvCC4B5AHinioYok5oAQwBg/DdzpSwAp4X8LR+LAGlrjZOXAHhAdR+evRpUAfE74hQWBH+PvDl4KIISTC8fvisAQFmqORIhnLTiBkwPv7JCEqw664/iGP+gcwP8Ihq6/6k8phIIlggCON+F1hmCBkwB/40Ab2uZAhm/kkBIlhs/ocIx/Ce8CkBA1CpdCzOC+45UJSw9h4LDuZ+5EhxAYp+yf4PyOwBpw4A0Hp23AG/Du9OYlCEiFBqQI6gLhGQ7fAWrt0wpM4kATCO2rLTUCYBufDdMItQyQhKALgB1hyU0BWo6AGJ8K4YxtBTsPIBmQ76bmBIOlBLME/+0AGnDvfQd37IAZxQruLZEASwygE8kMCBsJifCMmu3wFtECCIHp6UAJ5Q3n57AeUYjw5IgVsBAp42rLCBUQEwUAYQeZCHCFMBj24TAYEUCggShCCBx4ibDsFkZIEUCL+IBHhEgccBJFC4gZf+FgF2AZiBlFoWAUMOGX7rkOkwDQEewEmOVwG/Ae+QZdyhUEsB+4iyFEaQLPB7iIkQl37JkFzwGIHxSA+QWwEEgdyu9wFTsDISqQgVwoguqoGjTKIIGoGrTq8BQJ4ciMeQ+CjOIAmIGAFuGgqB5QGlDtKBSaQgoI+Q10YXeB2kMFDfXFSBgIHRkFpITIGPAXyIc0zD/iXEwJ7egZV+mhB/HruQeIGUsHqoQI7OgZCBgRQ3kPaBR2hzATOY8s7wINiBj5Aw/qyIcwHg/uyQkwE3kP9+swHBASVYIVB7Af4BR5DApPcB3IFVAO+IxYGbAf2IHQ4rmCx+ewHglFfwwP7kSGCBT6IQ/paBnFApgeywKIFpkI9+iYECgYkQUFSpAa6BOZCvGMb+zYEo/nSB9YEZiNdUvH5TRmdO04Fm/sF65YGM/gCBhYGfoFs+mQF4ECSBA4EjAWsBr34JgYcocYGl0hmB1IFBgbL+cCTCUHr+DoFc8OMIm1Z9ECCI6aCGgS2yKoHJCA+BVuBY1JIuCvBSBOWBe7JYgVkBNIEsoCGBYwibDkASUJA2gc/gLJ5Lai6BbwFYQkmQ9bA1AVJQ5brNEHBB3JiNAZBBkYGtAT4Bf0QdkFEI2wHGYJ9EgEG7gS8aPwH6FBtO74FbIJOIqoiAAWQB2AGqTOeu1EHWBrme7Cp+kIvIwC4TDMFwKf5lSIxBb8qT/rRBeY7WAee+vEFM7koI3ALo2F7gX/AxrkkG/Sj7dMbubxrsSD/ORWKqjoW+aAG7QFJBcLBl7vyk+cjt8DYB/bwPblpBAkGpIJ5IZu5ubtlILjCMbku+1AG0sABu93T4AY1YUUjsfnIu9WSajgAIiu5DyD+uAaiuAitIPijiQUVOfr78yCL2EkE1SOP0o25f8HJ+EKh9yM5BiyByOteeKTCzqPlYnEFyQVLODEHsSLyoIkGnSENIpQF2/hGk7Eg2zuzOokHhblcmRf6cQSVu9rzd/txBz67TOOr+0YAubilG6v79CBluJUHa/r/UEG75uv3+sqRSQTlB4KiCQU0BZQGByMlB2i55YkfoGG6hTsp+TUGAyI2+2751QQJe40FqAVVB0Mhv3uu+0dbPrrSYhP7aOseuskiZQfFB0kg6kJP+oGi4yPl+3b5HKBsobjBaAWIgUiia0JJu/0h9yPRQxgEqQX1QcRTIzjPIrEGcgdBItkGTkCZy/s6+QR8oxJAXQWVIUkT2bskM275pQVZuDX5lTtMyPo70kJP+k0gqyAf4wb6rQVZu6yh7znlBw1AZIGcB3uyTUM+IrlBwwfxQj3AxAmVB9m5X1oVBlWLvrkn0976xCNaOvtiuAZZBIUhlJoTB2XLByNX0xkGcpE/O7j61QfVe81AoweRIXUFv9JWBvUHOUKS06763QezB2gZ9fsoocsgH+J/+20jOjtzBD85sEL7IEQ5c/rzBWY4RgoTBaMFKwcaBDwGqwcOBCQFRQS1IW7wLQVSwJ24OJkv+U2RnQVzYEsFOpEdBINT6wT/0N26FSOfOjkH2js28MsGvQVKBysHAqJdMKm5jJArBskHOUHnsrUGawTCa5C4ENFlBzlBZdEz+IcHDUCXEg4FAwRb+F7CHKItB9m5a/qQobEDQyPNWpUGTQZ5uxdK9gUzBEG5LeEmQwqT9KBIG4cGKwW7+VQHBwSXBqprmwYLB71DdxPbBo0GHjofoiMEZwTXB2s4YfrNBz6D3PvbBCcEXkIlUxsFYwZ9W6/4BwXOyG0FIwWmW5TDHUKPBWEIbgTHBMEGUwQbBtW59/irBuyijbn4i6kG31kaOQSJiAeQgfI6LwVGIOkEw7ohBOH5NmD6OIErG/tXBVoLjwfmQPsHDUD+BLQFcwZeiK0HnwWNEoUHHwR1QY0SwwfvBTVBrRCdBZw6qKN/BgMGkwHtBZvz6wUFBMNARdKDBJBaDbioak/4zwcPBLQFDwfeaPMGTwQIi/sGwXqsygPAvQYAhcV7H/hPB68Ej4BGM08FhXqsyWAGJKKleiUgoIUvBB4oC4BQhe8G4WtHOnLKDga/BzWASImfBbMGswDghV8FdQb/+I0GXOMNQY/hNwWwh4YJUyDLBTCHT/tSuXIE7KGaOEHYCSDLBLYCEXgGEdcGvRtZe+RR//pdB5l4eun3B58E4Xosgvkhl8CbgMVg6ITVIUPZ2QQZK5sHCvn5BBkqz/oNkVZ4KIbl+M8GfqkghXAjLnuIhwoFQwVCoX744fjqCw+70QQp04u6sIMxB+JLwwJYq7EEGbukAkahsQZP+XiHLLmYB7LDUIvbuCQHpMHEhw+7uQVOwRPLFjtJBW26toq2OsUEpsKJAqN7RiA5BTiS3aBkhgQJo6LteIvahQWxQIe6qAVwBUSE5YjdO5gH96uLu22RsLkGovKSyEJEBxajlIRWkkwRDqHNokNiiASbK+d7FSPxBSAE7uK2OLSEWLjsott5M7g0hsSE+6Mx+bUiMHv3q7u5zvrrKdSHTQekwGyFdvnhCbSGrIdouU7AnttRodQFeBK2o4XIc6CchvaCtqDR0YMgMsC5BJJZs7n2+8NCoaOmgmNCbIc6iZN77GC/OZeju+NPgMPwJUBcS3Jgq7jYuI2jvqKwQKUE2yq3gjuh6Qcsh8Dxw6O3w0tA7KC7e/yGYhNMhDKhaFPMEviHC7pFOCwBhIeLuPoKnIekAMyFTLjYBGyENQSJBSSG8hEbcHEFfhGChYT6VIdCOj2jHQdu+p7hw6N9BiMGiqMSg8WjXQR9BVSF00PdB0EjxUEEhzVC0fiQEFWidUMYBpWQ4aOdBiMHjIfBOAMFqAWkhf1AgwR5B1EbUaNtBK0FCEPRo9I5IfrGuqhBQTgjBGH6UoQ2QRwHGoSzBepD6ocWODMHqQXKhtW4EwWso/oYyaEfQ977bWOhOzqGuAQYQTe72oYChoyDjjtahYgEfIOUh5qGYwXyhlZCDguRIdSHSwQ8BkaH8wcp+oaE7fubBRyHd7mTIfcGeodhOUaEvIZeO8sGtQZGhMYEbFoDeyoFIIWahdsG5fkqhWsFZiMp+lth3QNyhRsEiwdoQ0d5mwamhKp5MoVbByn6uoZXuJaGrAVsmJWiFoTLBYqF56GKBhMH9oZ82XsE5oadeebzmQfmhkaiBwev+ZqFhwQCBc6F9kDuBZaGbVnqIhyi2oehQScFl6MMhO5BboX0ht2hPak9+rahS3piaS6EygSshC47zoZCIkaHu/uXBTSFM0L3BdaHxoZ3BuX6BoSROn/yIwUUhRt4foRh+eSFTaC+hqwEboZXBfcEroU7+Y/6UoZEQt8GIkHIQxdAAQWb+ZqGnwblBoGGHwdgBVaGQaERWrUFwoaLoq8EBockQBe6bwbjB/lCM7seW3sE9rDjo64L3vkmhh46IYeCoz6FwYRPBkaFQYRpo46HQIStBdGGD0KDBVGFWssZQeqFkYW3uMhLbvkRhpaj/wWoBp4wF7sAhlaEI3iloz8EHQWhh3KEPwTShoGFMYVihSuiGhD9B9rbVoTmCOX6AYVBqkN6L/nWhxqEX/hPBhmEsIUhhumEMsv4Iy6HPgJphx6rewVhhKWg0IYChUKEJ3gwhO4HtoSlQiCEywXUhjmFtIYbQ/qoSIQSoS2CC6A4hXmGMocVItCIvARGo0d6WIaohBKiHGPFopiF9wfGh2iGnwNchGej5wCEha6h9IETeGiF1oVKhjugxYXIgOyg2GCpetiE6YTMh7qolgf9ipu7+YcKBWqEt6Kf2jAJ4RtYCoDC+WLpcsTQ18J0UbWGO0I9Ynaj/0N1hQtBHWAdQlHaOWO1hVQzyCKgw7liWXN+YGowd8O0Uh0ixWAtiwgintrDYeYwu2ODkrIDsLL5YHcxo2KqUL4DzYQYQ2NgyAeCAk2EhWA1Q2cADIanCMmBg2GTQFNhwIP1hTOg7WN1I19CnWPzqj1gtYWPQN2EDWISwWkAS5mDYmahQOD9hvCDzWDthGWLPYQoQ22E0BItYsX77Ya9hPWEC2EHQsOEDYaLYuODA4WDYg2EFPqjhf2EqSJLYsNAYIOMgj2HdWCdh9/DI4Z5YwsihIO5YHdRk4XnCvQzdYbBAmQSoAq4k5yC9ykDYVVS/Ye+YC2G3uJ1UjpjqWOJGLtjc4d2iSVig4U+iJlDY4YdhKQSM4X3QL1jVEBdhE6E+gLThuNQDWA+yFOHo4a1Yt1yoMIzAhOHLmPy+JljOwhcyI2HJmOw46nJd7KdhBL4DWG5Ec2EnXtI4swpjGithe9IKOMBUtuFbYW1EajjqRD/Y7wzWhLvY6CIm4f+2XiJP2D/cWaCT0ujCKCRbWl52gqLh2JiK7YIQ4V0iBjieSvLhkrhR3i7YvQSfAOhwVxruOMnhv8b24T44AUr3NrThZXjW4TG0qoQvYXvScDhX3Ec4YeFteM5YAeEG4T14kthtxN4wfKDWhJY4L5QN4TJ4leFyWMRuahDU2sHhaIYUqnjQe9I0OLCKDgRg9iXh5uFL1PjhsZhG4dz8KUqMAF0ghuGCOBq0ZBz9YWbhNqD14fgQbeG2kh9gecSuzHtMTeER4bbEE+F74eXYecT51jacooQL4dy4p+FACpyesuEi/ItgQL4lEKvhl/wj4bXhklgH4abh7eEXmLBOJ6oKAhGYSZKinL18hXaj4avhg45M4RuwCARv4UK88eGT4RfhCQqmJLZ8L1a85Ij0c+GklJVYiZyB4R7SndbdeF2Ujvj9JKzwY3g4EfqS8N5e4QrkKOQ14QmEuAQgXAggKBHMRGFYwuKhAMvhBCGZBHYK0BHn4VXhoBGtYQ5E7BGAEbvhikRM8CYWi9j2AjAU1/5I9ioG9AJNYfRaItDXYTGQVeFVHqdhu5Bj4b4SSOEfUP/hmIrSNFthdljZ4eAkixJ24V5YruFzBJbhbAAbeDo44J6H4RFYseFK+hgRRhFpWMUEcsz9YfFY++F0wDYwabKpvvd4NGTx4YzAxhFJ4RNuHUB6EenhPhEcQJoRIDi4ZB4RRhER5GNYfrTOEWERj+GCWvARUUAyEW/heJ4G4QkRX+GUYOvhAEAOEbYRuyJlhBkRjtapEahI7szxETYR5wbtxIUR0RGD4R/E3cQj4QoRT+FTxPIReRGs8idgs+GeEQ0REvwbIPYRIsxP4dkRjeEqEVvhsy674ZkReeSBcvIRxRG4FD8gz0Bn4dC07BEjIBMRodjaTLfh9NKI+JEANRG85DJE1RGtETtSZhGtEbQKTxbMAMsRqjqleCN47OGBEQcR0Qr9CPth7AApEeMEapLpEUYR3Dhqev8+AxGtETrhsJY4/Kco0sirTtYRHDSX8OTw3JCfEX68WtAZOLTM8rgAkT8R7xGzcGgY8VhcQA+Q+egfEZCR+QqaIPrwwJHxEa4+3/D56MJoWyB3EQ8EEzD7KFmIvhGdqPfQ+vA/VC64lxEEkTcBpuhD9IdAQZgW5KaghSifiBhAEZi+oEa4wvAyUEYQbXiQoDxAWvCEDC4RJ2EwkXSRErAZEf+igJHWcMiR0RGwmMrw4JEI6CcR8xoKnrCREJHSkeggOJGikcqBDYr56F0QD5BGEVQ6iqCbKNEENwGakWKE2pH8kYqg0RGw/gNwLJHckdERipG0kf4h/QTvXLKRRpEMkTSMuQjAKDUokJAkQGdMFbBlKNaMRpBGEWjAnpGbKD40eJD6kYyQiqAikb0sIJE8POuQcpFSkUYR2jyUWJKR/xGH3EqR4ZHxEfEQ3LCFiGjAX1ZGEWxQmiBekQ4q2RDZkbNguZGbKO7WCp6xkVA8YlABkSbEqZHYkbSRvMDLEDWR8CCGkeFiTPCeEcZGKYxEkcOYiyDlkQ8QUZFW6G6RPZGXsIwAKvC7AAKR5ZFRgDRw5pG2kcC8hjDaKDaRbJFJkdaRo1jGkfeYQPA3gGGRcJGBEb6Qn1D68PORabLbkWNQrCisQDGRc24qcLcQwvDFsKMQRhFr0H6wl3CI2Kcw+5FmBBQOF5E4BKJwm7Bb0PrwcUDykdeRT5HnkfeR01Y/kU8gh5FTkUYQhLCYoL1oVZA6Rh78L8jAKKVkN1a+WDTUUZhqQDlwbRAIUSfAz7DTcHH0p1g+gs6RWHBYUR5G2QQJsMhRfnCoUWm6TJFAkSmRaFGZ1KtO0ZGfEaxGGFG0UWgYSTA7iCvQpyiZcPK4kkbpkeiRXwbYUSYwylC4KDSMEQDzWHMcBYqbKOns3ZFydDSRZHDeKNrwmuHyvGjwLeBjkZxRlZEgUbxRo3j2kXuRaFHAkFsgI5H0kbDY0FGrTsrorJGnWGSRY3BDsHRRplEcCMkopDZQkL5YllG6UUpR2fCiUapRdlEVkTdQLlE78NRgYb4OkbDYE2Hp/v2RepHLMgxRCZFMUblYGFFhkexRL1jQOjLw5lFMUWg6RFGxUfNYmjqfcGxRccTdYSGRnHCZkRqRjkGvgtJRSGADkTlRXxA+UelRYmCccJpRM8h48GNw5VHxUfdwilHGkVOE1GCAqLqRVrAxyBSg3RDJKPv0PpGtUbhRDejVkd1hjCDhDiFR81g5kURRX5ExkSshuZERUWlRE1EJUfjIdFEM+PxRjFFbWBPUhpGikZLoeqDEQNxRDJCnWJGRPYiCUQWR2hDB4IjwxJESUaow/ooUkbJRZ2G9kT2IdVEYQOtRHZFckf0E1lilUXORB5igUQtRClHLkXdRI1FWIBuR35EHWN+Q+EhjUZ8RANHPsCiQxVGg0SEcj1H7WAZR/qAuUU8wR1GvUaORxpGGSBtRXpE2UYdAfhiIcCRIJ1FjQMQYjoKfKHiRHED40aGgpygYkRdAWNG5UfnokVEFWIHiyYJLUZ1YBDRdcENRnVjUUXDRopGQ0VxARlEWkQYwLFHTcIlRBVhCkSGQ8NGe0OIIuCgC0R4IvmBHcHBR1+q36NCRmxDEURHcJEDqCG1R2ij4UbzRE/BNdmTRPFEFWIBMi0DU0WlRpLByIF9QDNGTCL6gGZGUUaSwVpH80aHImJFm0frRLNH20b3YENF60cxA1lGUkbVYrEwm0QFRVrBO0YWIMlG2UVbRNJHTcLdRAEB+0TqRGqTK0a7RNKCO0d9g9NGO0QGEuQjaKMDRaBjnsG0QBoJ/UTGRZ4h+sP7R+VF6kdnRggCFiKHRH5iw0bgomlEHaIDRu5FvUXuABHAsUVXRyNEYQKhwa5HoBKlR23LWYDnRDNE2cFY8Rzid0TpqE/BIkZRRTdHcsNooWVH1QPVo5tGbKLpAVqAfmPJRudGBkUv8Q9HSOJsovtZiUDPRMpHFSMkoK9EaKF3RUtF5UZ1RYMAF0QiBLNEOKDSRVdHGUR+YTlFXyEeRfxFoGCfRRiBV0ZeRonDucG/Actgq8P/sAFF30bOcL5Fw0LpYqJGcKMeRnxGf0cXo8SgS9DXRl9EPgJnRgDHVomGMZHCikReRo9CLoKco6pFj0V+RL8i4KCnR65ioMSSQkDG30SuULph5Uc1RyPp4MT3RxVHa0c+w7PDV0aT64pEuKOXRXtF/NqQxQm730VNR23LEMWIoAtFIMfLRFtGbkaT6xtH0MXAxjDFf0aPRtFjJUYlIyShT0XRAVuj30ICo89HCMRoYX9EtkavRySi8MdooCjHb0X6R+dabKPvRj5isMdtAV3A30euY7ZGDnHox35FPmBIg+dY4MQYxShhu0RgxH5gfUTHR7DH7sNvovxEmMY4xj4AWMQJYlBhL0T7RhlLkasPRDlHGkfCAzRAdnC5R8IDtOK/RLlH/mNjRIdFfUWRYlY5vcC6ROGCXURuY/5BuMa3R8ri5UpVRXDHfkfuYTZGZ6HNRaBhDmEzRI9GUUUOYG1CWJBwxWZFDmF8gTpzeMXuY7dE1McXRpTFnkXeRlDGFMcHgr1Hn0TkxYmDAKI0xplG50YQx5lKn0ZoxobBgwGeYQzG9UQ2RdTEFBIaw8yh50Vaw/6T2EC9StTEbIE48lQjuMVhkc4iCeizRCzFS0dIoADEFMULRQ0DGMTGRGzF4sC3RAtH7/GzR4tElMbEg5DFqkbPEcVLqMe7ExzGfEfv8IRzQcNzRlVK7UR0xFpFiAG5RFFHcMX8xuTGm8P4Ip3hAsd0xILGP0TpSlqhnMc4xJzGLkZ+R+zGDmGmRDJDWcD1So7J7YLORWHDosTh4n/wxbKtQ8IBjoPq41JHOUUaCPbLgMWRwEKDuUJkAjJHKUGrRHC7EsQiRa0h4UQyx75h4sVagZ4CEsXjYbLHKgLjw74CBMe0U11Rb0IYg/LGyPoXgabKvGJ9Q1UDZgDM4caBjJAgxR3BqMluYlxG4VH6wirFVACIE+pFAUTvQqFj1KBkR0DFp4NixnEK4sbyxdSBGsaMgJrEGkURARrE0wFq4rSSVUfrwZeyasW1YNJFYcEqxHUTzJEyRuEAysZLK0RFBMUa48IAkoLaRAjE4wAKxabIiMblAXLHmUIERWpHWsVGxxLGmsVhg8bFssbWwMFHmsb1QuREz1IZR9HJvFOpYa7jgUcAoTrFF+HoaarE2sXqxvpEi8FKx6bGjsmdRlyg4sRkRhjF/AGixxrGw2DhR0OBDmLAYOHh1AbkINKBhsQRR1DEpQMmxwlHr0aGxGh7RsQRRVpGisRIQvFGmkQDggbH2WGyRlITakT6xi7ixfq+CbrH5ZB6xQdDrsTxyFLjv4JcBWLG6sYf4BFGzsZdw9bETsa6xYXIZsQRR6lGsUUUOWrjdsafI57FH8CxRo7GO0OOxL7ET8Loxz7F00TRwoTHtWPxY93QbUZGx6oomUeWmlFhDsa5RKxCSyJBxmgF0sVOxDCy+WEyxxyDzseKxSHHDhgqenLGgcb5YrtF4oLBxEbFTsUSxHOG9QA9RfbEqSIjRU7E5QBtEj8phjBux2MA2BDRxmrBHsQ+xotHM0c+xJHGTkc+xBHHMccjYnKTkUXRxkVil2IdIa5GFiLtQqrjCcVxRt3JYsBxRBrEokGRxqbE0UbBxFrBVsbBxjbEgcdOxZ2FNkS/g/7E71Gdh0HFDECuxcaDpaJsxonGhgtrwmnEvURuxUJQkRmpxVnHScS9YLIS0cRuYNxCPOHIQCDGXcO6xvOEKcb1ofKK+mI5Y3nHAKPexvHHhBDf+V7FupF2iH5HVsV2xtnE8cbDYM5GhkWFxXbHt8prRUXGw2AeRb4DWcMru+rgWaBWwy0A6cdRxFoi5cQhx82EQPAxRsHGmemmxsHHpcXJxY7H6uKaYJnGpcSNYs7Ex0Vlx75j1caqRPnLUsSjYGVHaKL4wQbpNcQ1xnXHL1CNYYTF84Cyx1jR1cT7CHXF9cfwU7XFQkFhx77F1cfUxyMDFcXuAm/C+YFy4qHH9BJzR0rFpMr6xdVj+kTmxyrFk2PLR6rFMsEX4O3Flscex63GAkY1xHDAKsXdxuCDiCIFxRQRauKjRD1G7sZqxlNHxkZ5x7AAk0dpxe3GLuP9x3rFisdtxpPLrsX2x73F/sbVxbXFPccrgkHH3cWqxzbEWsWHR64bK8AjxaPFiANZwRbHv4CrRPVFBcajxvJF8IIlxhPGLMVy4JPEFWJKx01ZXcW9xrHGI8L5xNgR1CEOReXEw8cTRibGI4JDxNVFKQAjx0VFhvgjxrDGrcQVYIXGLEPlx/FjgiGeR6nEbEEDxynHPkZNCy5h/ccLxHnFPuGS45bBS0XZxcDS60T+IPVGAMLLKmvG3sdNwv3Ga8VCQRFEM8aXYFDgckUdwBPF68XzRd3FOkRKR57Gq8UhRVvEesNUx3EALcUGx+1iLkbtxGnFayPxxCPFe8YLxAHAv0WegW3Ge8bWR3vFEccTRXvHNsbaxyNieaBuCG7HncbjxH1F4oHRYfnEFWAHxn3EXcWJMMEo08XHxmfGm8crR0fGQccmIjVGNcaXx5YLY8RqxRfgV8TLwVvERiG1RL3Eo8SXR6FE6URTxh9Fnsa9xyNh3yB+RZHCF8S3xTNFZcCXxcPFmwFXx9HGw+iPxvXFd8WRYn8ZvcIWI57FBcNjRlLEtsRfRVCApUfXxqJGp8f3xx3BrkbZAJfGahl9QC3GR8aT6VpF98exi5nIhscvxsfFkWCIxlvEr8XSRh7EL8XTxU/HX8R+YVPEZcX2xySin8YRx3LHrmN4oqpEl8c/xgvHxKBLxlHEAcbRYqrGhcYOQvdRv8XkQt5Hq8dty7/GOselkjzjC8Ckx9PEoCXRy//FmkWJx3nKX8Ufxv/EfmN5xU/HN8eCRL8gt0a1x65jECUaxuyBScgLxWnLKyChY1AlDcXQJ0zGLEMhRE3HJcswJM3FMCVmxC0AECeOxHAkiccAJi5FvsVRx/FjIUcHx0tGssZYxUglV8eAQHUSEsbvxAnHp8YEx/HFZ8e/goTGVUWdxe7GwWEuxnHDb8XHRk5GG8c5xQ5GmcS5xdHKuMRgJdqDmcckxFHGGceuYcTEN/qLxtFhGCZtRofE10foJEkAeCR4xo3Hc8acEunFqCYtRDgkeMbwxj4g48YzASgkTglOxUvFxoFEJJtEuCR4xxvEocQEJG0RfcjbxIQnwgNQxhbFmcRlYQ5jvMQrR/fH5CfLRnfHN8fCAeJB18dBC77jxCcxwBzwJuNmAg3GpgkHaLFjuEA3+7fHVcSoJ5nIVcUKQUnEa8WFyavGJCahY4FEg8YtxyXIdCV9yjAmeCdIQzglW0t64DQkACRVY/XE1CXvxrPEeMRUJHPGrCRlSDXF9sbpSS/FgCYEJv7GDiJQJGlgTkayAAgmhUomxpnHj8YZSlwl58QBAKzHoCbgo57ErMdqx+vDPCWFRUNGxcXuYmPHoBDsJtwmQcSsxEDRWPD/x47H/pL6CUNE7CT8J+wlpCQveMvDQCZM4/6Rn1HCJyvHpMVCJznFDoKHYYImV0RuxFgmRCbJxZ/EowKq4KzGtCftA5wmlUvzm/dGNcZBkt7Hg0ccJ1Il10TQJXXGQZMkJnfFOUPwU9ImUiSwJ6lLRUZdwdIkUic7YRrFsiS9QHInO2GSJyLHgccZgOwm7UYOxqQkOUrWxwmAcCYQJ+/yD8QSxmwkoNDAxnQnpUuqJwIlfCRaMZ5F38WUJ3Qlw0c8JidEGgncJe5jJcaKJOwnaif+gAIk3kYXRIImhUqaJTVA7CZaJxUiJCdP8p8BQwErxbUgIiT9RSvHWcekxbonICbiJFoltQEnROIkYiZEJ9omIMbgJkQBGjECJvEDI8dexuyBIYFIxjXGL4OFAFbAtcTIJa1a+MUvRiQmpicoxgvGpiSyJjol8Nn6EQKCQcZmJBQm9sasJmYkqieNxhAkNiUdRqomjCYLWB/HMcP3x08CdiS9xr/E9iVYx8/Er8QOJUgkZifoAEolX8eWxA4nXUaZxSfH/1iPxbYmIcbPIaYmv0dWJWtalUd4J9YnOjI8JJYko1vqJ0InV5M6Mps4OiWnx2+RHiQgxQ4n9iXuJn1AGiSmJ24mtiWOJsbFPCdPx3NYriaIx3Ykq1sHRG7GEiR42IbEG8SiJ49aQCQiBfbHwNlEx5Ymz1rqEMwntiU3WrvEyiRpxFdbd0aDQhYlm1tpR+EgfibcxnwlW8QhJu9FjicLxQ4nN8V/WM4nmiaBJr4L/idcJHdZacbgocYkUSRuJCAn+xChJldFiicQ2izH+CfBJ69xmMZsQyEnOifSxnAmC1txJyYkT9H42D4kU8QM2QTF1idBJmDYDUS9gtnLhUHI2m9RagoyJw3GYNhlRuCjHCQM2fglNieOxoknm0e7xC7EDtKuWYNEliZC2Awn1iSi22IkgScRaBQks8eDY+8RmSYZJ1Yl2SSEcAknClJixoaAOSa5JRUBV8XOJ07geSc+J/Yna1Ppx+EkpidrURpA4keexrNReifdwWEmWNEiJSvHkSau0jfHgSbu06dFY8Q5J2AkGcdhxNLp7CYWJUbTqkEWCmkk4qhxxrIAvERIRmyIHWNh6+7HbwehADqg40J1SJdg8qJB2yxG8CAMYj/CzIGiwXxFHSDBYj/BsoD8QXxG/sHpArkgZoAfwWJECUkbeTajHEB7YQZjmOPGoFghYkd/AWDjRmN5Sm7JujmNJwr4Q8H1Jl1jusK5YTnBFEe+OXUkqsLVJzUkhoFqwzUALAIdUc1hpCAWgdSAmkb1YaQjvdvUQlpF7WDIIBPKfMI9JJ1gzSa9J50lrmMNIUEDDYBWx80nCWB/Y/lJRDsPo9Ul+CKdJyxFn+Hywp/CNSeWRn4wnmCdJtUkP9uhA4Mk40HpufLBaqLSYCwDoyRzoB0nYyVzyDlg1SfjJgCGfWBCwy6CvIGDYo0nzaJow6hBdsUoyq9gfSRxR4DCIQM9JTGBvECjYecjjjiywOZQUcBzJLDhaqL1AzQEo2PDJCjDbSddJYJgh2H0IsMllMJdYJLCqOtjJ/lCaOETJkQDpaAA4ysmUyZtYrUkVSZrhajKrSDDJJ5SQUCjYnUmNqCJaN07CyULYoUieLkZxzMkIyf2o/kzhqBLJDMnjSeVQKNi/oAToXjCVECVxuEpjSSwCFMmqyZo4qMkLAOoIksmIyUHJzaJKyTiYONDqSAHJeMmRAOKwV9iYybDJ8cl5IInJEMl68bXwaoi+XgLGQvGrcLjJW1CPTnHxcASCQINJ78CuED8IA5iuSCNAxOQAcP1JxeiKMEPQr0k1ybLJi0mrKDnJVMn3qGMg4aA5yQDJl0nUkOcg5bBW2Fqo8slxydGwB9ieMMPJlPEfhCnJ16g9dg9JNnC1yXtIV0nnIBGImsmxyWvRszC4yRPJYHCEQM3AEwhiyf3JfZ75qGkIncnqWFBwllhpmJosXdAFWNn4KcmMydTYkV4yaM7J1ckPyRTIUo54aNfJU8kfWN1JBclh0cjJ0+DlSdnJYHB9NkfJkclByRJwu8nqyc1oGMlaydnJK8kVyScwTCBGEPPJssmByY+YsyjQ2AFIFi77cugpVuBPyR7YYjEsOF5I5nYxsEQJVQBU2JgpvX6kKZeAoxhD2D+AqNC2MWcOJWh2yR4uDCnAKZiovsntFMhRT8CPaGvJXCkAOGTJnsk10YrJPCkrqCwpyFFPEHrYFCn0KT5yMTgpaMIwWCnI+plExcnMKSQpcFjNyR7JQijucv4448mwyTmxesmoKVMxEilqiPvJcVL6gmA4d0mA0KVS3GpiQGkIPMnqUlYUpxB/2EKY8EBTMc1EwFiVyRNJOlLWKcORKinhqB2xL9hSKWCxS6JjyYEphlJ8MNApvinxiRIwyinzdC7J+5hUyRNIzik4eP+ktcn6MPT6vMkpKZdYaSmzyaVSK0nlCCYp5lLpWKHJUSm5yX82a8kaUhnJDGhFdJQpKzFSRBSo1Sn0KdSJlSnEqLDJKzE0Nl/JFQhfTupYbSkJyb3JO0l7mFVJ/8kTyZBkbCkCsMMpo8l62AYpfzEiyRowBSl/MW7JKaiCyQ9JfzGpKbYpLiDqUl/4fDjOMLTJ9wmbKTE4HilxKcEOqTiuSLCgJCnzKdopoSl7mBKmFejyKTUp4l71KcQpfikvyePYVcke2NP87Sm1CAmkpyDJKX/JW0mbdhkpvykWKULJ7ym9KeKwfclxUs8pxSlhiXUpYymtKdcpKEAGKamJPcm3KfQpSKnpWMNIHsAuKWipMSkXtsTkqYntyScp9smy1pQod1iXKZmJxskn2HQp9visAHooSdCIqds6O8komOrJX9aMqTvIYKn9KSyp5TiQCBPJX9bcKdaoPKlm1h8pAski8tdJFdbUKaWoLLD3SXw2oEJz2GspzahN1nzOxMhfKVipeda/mDOouKlJ1jKpklCEqSwpYqlvmLQpCilN1kKpZKnrVmrJkSkd1qypoHACqSMghCkmqTapitgYqTsp6TacyTqIeCmduPJggujmqQM2MKlkqSM2HESPyQ0p9viWSefJiKna1BvJI6AoqUGp4SnsiC0pacllhKUpQqhtSfGCrRQQwMvYBskQttGpEalZye1J8alVUMjQoClKeJmpQqjpqQO0RakQsFSpqTS0qa6pPKlRtMapkal8lBMpVkAzyUvJUYKfybUINalKiDQpUKkijMhYsykiqZmgVwz+OMKpJ8nDgkowxykaKRTJEtSrKV6pg6n92L6p8KmbqBNkqKkDuPqpOqkkKb+4oKkcKfEqjCkeyNtks0kYlJZYTilsyRY0RykTWIipd5Y6YHig9amF5PNJcwCOqd8p/irSsHugByl4qS/aeVhD2KcpN/gkqRNYZKk8iiHYo6hLqdzCq2gOqQBwGOGeEZmpK2jw4fuxW9a2yZcgh5g3SY/oZDAScCOYFbHhqVqoyGnrMqO6pFjxOGBp5ZEuqVqoSagQ2Hhp/Mk4abhY3WFoaYewn1haDO98GMlIaVTM7mQ0abjJlvjH2N1heanN2E1u1Glj1PApHGkOyYQo+0nMad9WCjKa2OSISdirYWQpgujjcPBpkkjPWHRpbeDhca8o5ClnySxp72JqWJRp4diQ4f6pQjA8aSrJp4xV2HiI06iCacIp0cBAKaJpZ2ESKdooiRRSaV5EsECkafBphbyqaQdorXbqvPzJT2gfYObJ3NiZiFoRRskhyV3IajjeaU7Jb6jw2O5pNykCaR7YzmnCaeewVGnhqPZpb0BqaeXYI1gfKZ4woWmZAAdY99h4iJlo7mSb8AEpvmm/2J1YfKn68F6IS9h5aWrJyCluaVlp5imOaRTR3imW6JZpsWTACAg4g3C4aTFpSuiRaeppTajTSa1p8WncyWpYqshNae7wesn8cEnQNiQGMBcplWlrcUYINViNaWRpHgguaZJpdWmLQUroc2m48XIhouhjaenJ7MCuabX0pLD5aZ5pRWmTCNlpU8i5aftp5ilgcBlpGVjbaWapyWnraTKo2mk5yXsQouidaVoMHrAAyRowV2lNyaSpp2kpWBnxEjbuyYdpvfSgaSHJLHB7adiOeeilaVtpmAQDaWtp72mO6EtptVhFyQtJsOl3abIpWtG1abjxb6h6aY9p0Wno6RuodGn14P9p2OnxaJ9pQWkmaaRY+mkGOAVYU8h8wIuwH4RdaeApHmi3aVApSvCyaaZpKTi9qSJpz/iwCS9pu8jq+n+YDiaJWPxwgqgzPKzp3Ni2abFkeljTSYjp7xH6qaLp7+B8KRHJcGli6UZpt7BsdFzWyFFItpBoadGLYVQJbameMEeKvARUKdLpAOnwaUOY6umE6QrpmgnhyTRYIcj04WSMhTFcqX7IakAVBCcJyOlPsIJg9wmZqehpWa7fVhlS7tj/sBhpmIlOjo7AlYj5qBMkyVKDyZtp6VIpqatpe7IXQHbpECmI6VUx9dhTacbp1Wm0KLdhawkNaWDp6VIrWoTJQOmh6YlOXanbyarYkQmyPrFpSmne6aXpFKjOlMPgoQmrqb7xTunwgJppJLA9qD9YGel5IJHIUGmRCanpvWlkaf+kIsnTcKjpkQmDKf+w5umRCVDJTOmY6bLWY/gQwPowt2mZiTMpPenwadip7lHluhdheYlPqSgo/mDfsCwA3snzaIjpmYkLKZBpuGnz6b2pMun/1g+USslrabdgjDbS6JQobmnX6W4pg4iFaZrWX8y3yTlp6jav6R0pgWk11m1gjilk6Sxp1+mm6Rowc+nr/Dtpk+lE1rKQD2lXaV6MbGn5aPRptNZ86a6of2n0SVxp+yl56crWqBmIMXfp6daIGZvp6ekwGe7YuTid6RAZ92kpaPvpoBn8KeAZFdaKqdTpUWlQNkzWmWiL6Xa0ZtaaaWOI52EiNjjIMmhX6YKpmemD6R3WQBnJ6cwZSuln6ccqz1iCGfGCwSmTKfvp6fzvqSHIx+kyGVspn7B0EXCUgen5qYRpCwxR6XIpeunUuhRazSlE6U6C4+llKdAZwrSsqXXINOkdgo2puul3TAsMAfoRydXpzfy2GTwpDPhO6Va0lSnW6f5Y5Iz26XIZZGl21BRpRul2tNKM6ikt6fS2IOmNqM4ZxPzy1DMpruk16RLU+GmHsCeYCwxhjlzJc+mRGWzp5encjKEZfunwGaOpC8npaV9pvhnh6SZpHOmLNKYZ0Wh+aa4ZISlF6ShpizQ7aegZRkoMGRvR2Bn9uJYZb2itdiUZXhnSGYYZFmnEGVOpzclX6Th0gOlNGXyUC6m7aZOCSRmCelUZgTrTDC5p7+kstiMZRRlTDJkZeRlBab0Zd1hMGUUidWARKaPpN6kdacEZhLg4KkEZSiAuGT0WFynnsBuoGip7SY2o0BnxlhbJkxlz5DISLMmjGQgiiRQMyVnpECB7spDpMekgkN+pwDF8Gb+WEul/GSPk4en9GXTpktBvGboq0lhPGbbklOk8Kf7pnMBjuKMp/+nfVoZ42Wn2GaqCMJnWqOEZ8vxXoJCZQfEeGeJ4pRn+GRsZpSnoBESZq/Y66eIZeiAoVDPp3hlL6dEAxskx0YCZ9qkYKWSZQs62qayZRaB1qXsZqvaImUoZQNgu4G4ZmulEadTgXhn6GQYkmPYu6Upw01jGEC7p2HBHYVvOHRmr6c30Hc5uGVfp0lIBKfvp3aDGqfvpuPSEKfE4AOGMLitpZBlfGTvgpRmamU1BR8nmmTupjChb6ewu4qkY6EqZAFRHSb3gcpnPuFVgLqmciBXgEOAwafVI3+nimT6ZwBnWGUuOTiEsmbSQ/Jld4DQZ7hmt6bBOdenbGVzQj+kj6T0ZHeTZadyZppmimViZy5SQGYNgIhkLPLIZVBlP/O+pdGlnaVAC5bqKGdAZazjqKXPpQDg+aVWZwXqKaeWZU0aF6UcOxRmmQCXYA+k9Ga2Zn9jM6S2ZBMmPyQ2ZbakEaeYZpzgplBjpVZl61pIp6RlVwtSZUBnM7tAM/NYc6Pvp29SDyTmZNmRcqVkZcml7ioGhzcBZGQZpW8LWaWqIVZlYeCdpVZmcGRTI5ZlaqZ5JV+mrmduZlJkJqg0ZFCgdmaeZ7Zn4GdbysqkryWvperRqqQLp8pmfmVyQBWkZAMJ47jx1KYpwcJnuPKwZeIi1aJ+GSul4iF6ZefRbmSiYK5n0yXnoVBlrFjHJVZlIWaIxfxmoWYwZHJkufH+ZtJl2tGrGqans6Ykak2ZMqWKZrdBGma9pXuno2iv8+anQGcaOAWnZGUokHpkkWSLaS7D4WVKZPeDQfj6pdRk8WQ5pQxnQfoqpD5n4GawEiti3mWT4gxk9GZkQhBmtGd+wRFnlOBHp9/KWqesZ+77IqXGZPu4faamZsoE+aRmZoYFpGWiZtAjsmdAZbgH1meZ81RmmWRJpz+lRxKJq4lngma4IbOlX6a4Urxl/GZpZMOmuWV6IxclOWZsZC5mCWT+wspnWWa6w5nw3mXcZvv5GKUlpNFlIcOFZ0RnAMKCZiZmO6WW6WZn6MNpZOMllKRpZnlnrkc1oW7hWxCVpdWDZWcooksk5mUfwaWkcmQaujsBEGcfpQmlJ0CVJw1IzcItgtTid6TOI1BHgOEYI5DjpQq1hPUKS2Fxo9Vm68nCw8th1CDzhwth9WdOYRbB2cq4Q4dQcOG+wajC68qhgWumRMH0AWRC68q1ZR1hy4otZWdh0GfNZPVkL2MWZMDCf0P3hvsSx4R0whhFTPBHhTOhWESdZtdheEGNZvVmRWUHYDEAq4a+Koml3WfARa9jLWb3Yg6IvWQvYG5nhti54ZYSIOFYUT9jMqKERF1nltr3QlCQg2bfYGYwcbNAUANmx2MsebCD/WbOZXBjw2aVgythvWezuUgR/WWjZjVno2NdZ2Nm3YWxB1BFa2KGoY1i9SJR2BYwSMCA4ZNktkAvYeOlMKkqiYKDGxDo4uNnTWQvYu5nHYSQwq6DrWadZ9AwdQBDZ6DD4QOzhoji3WYXwg1nbWczZ+dKmMAw4zaLuOAaI0NkMOJTZ+baRBN2iwtgk2YDhgtng2e7wNqCp8JnhE1lDYb9ZXNl62e9ZGtJ24fzZ3hjr4Yg4H7zH4ZUwjvjYOGBpIljeAt7OwsKy4YrwBuExoN9hIPCs2UbZMdCc2Tqg3tlLWLMRLVmNWcSQP+GIOFrZVfIVRhCYnk5jWNBEYtlrpFoRABhx2TLZ+IQTPFLZ4tn84RCgodls2bHhI1CB2dzZtdjV9JthOHhm2QUQ+OHS2bdZEJC22enZpyq8zOTZtNmu4Wu4geEU2URQIDiV2Vvw2NkGmQiE8OAa4fjZSuGeLKbZ6NnKDnnZ/tmdUkLZ2Nn22aPZ4NlW2YQ4k9k8xCTO7jiiEoLh1dnCWNdU0Nlr2LDZH4KxYu3QgDjT2byaSsRZEPnZqrA1WXrhkcA14TvpsuDqcrI4puE76XlgMrjc6EjhqYli4LMK95524UaMKNS/lC/ZW2HT/GdgSnL32R7hnokmEY4eh+F/MTLgbhGn2ddhfzGEcCgkypD9YZA5jhHFFsXhIDkWEfLAoREAOd4R+wgdQN/Z+hGeBJnhb9kJ2Se0oRGP2aoRJQRREamJt9lZBPdZYeHn2bIR4DnUqYRMHeFjAjkRVymCyigkncRMOamJF9lrutvUXeFxUn1EthG7VGURRowbYMhU12Av4TfZY+GTSNfZ9Dnqcu0SzRHr6Zw5VpKUOYeJ44i1EQbZHDZpMn0Rr4rQ2bw5LDmzQmxWp2FwOcfhUMKzEWPpJr7qcmQIDr7RibrAt+GPQvfhU+kK0JTCRdmC1tI51xH6Of+21Dkd4ZIWuiDXmGwwz/hW5GzqS9lYOenhnuBAEdP87VD65IlUur57mGXswnj+OeuEUTl4OcERITm8ETvpT9lw0gE5taDr6eQ5wY5Ddp9hHDnsEQnQZ9kuOeEWckAG4fv8CjkaChGK+3Z7mBJUkBFilGjh+/wKkOEKGTndKR3MFQRxOZHZxpArKW7pHTnaOcw5UMhVEqKSPOHsAEg5/uFY1scRYYm3YDbEXjkq+PGJvjkO5IU5EDnzOY+Ax9k4/MbohhEdscXpKa7KvoZSjoojmAEMoqCIOVlUj1j8SMXhG5gz0EbYphjKvqeYxzlHWJFws+ELmOZu51j/io85Q3ZHWC85c3K02JcuEOHJMcoZZu5xESxYFzk5Lk0RlJweMWFml2rfLgbh9HIiEc1QzVmTcv5YYT4AuWFyrVieEq1hyLmeWErKS9k8cgi5jdmmMLpYMkTtOYCQP+GxMb9ZEpqgaAk5ntnGhLzMeLlJCTo4P/ZEERpYbzl3mOS5lgL7mEy5dlDnESB2nzmeWDpsTDlsua1YjxHGkOi52uEGANwSnACpuNIAiAB+AOuAJ4AEAL98OABLgPu2POIlkvRaYMLGWmuQRhL5goVwIrgauWT835Jg4k8wApS+xOX44hi2Clzg5fjvYPEK//z+Wrq5WgZPCh+isDCauQYyRj4bODK4+cla+AcWkwruuYui+LhBEonMHGKkuMBUBxY8YikCtvK3/P5aobk1lEywBng02F8SRa6qgMEY4VCsOeFA9oDBGIeMsIreuXj4AJoRcp64kCRMWrDyUNC5+KhAwvL2uRCitrncuK2yL6KuuTPEYlyeuXxyUyYPoryUXJIqMgW8Co7fmFrimVxMIgGSXPIeuV25+XL/CC28EXR3Bi1khLj78BUiyrh5uf2EsbjtlLF0sbm/lD25PrmRudy4pbmIGEu5ggylXMp0j3ZnEkTiB1ggCs4CNfi7uTL4RHLTZL/oprmnxCe5iBiKeOgihvLiWtW5ngKTuY656vIHucW5yvINuZmghrmnxHiKOrlGuaS2XlxnuX1yFGQbvO2MvFQ8MupaZLC7ciO5RxjxuH8SHdQsolw8dQasmMJamDyQVIB5IGK+uSgkv7mlvD8aUKKBWH1iY7mRBmXgKQLP3j+562S9UDsYVrkt4Hh5Wxpjci25d96T4q0CrbIMYkMUoQaUeX9iibnqCmeU8GBkeQ/qXxKEefJqYfh7uSgSO7kMCIJ5nCSRXC1YvHlaufJaiXQWRBhk4lrMea60HGDKWjq0TxI+yN5aBLiutMtkEKJ3uSpUwnmPuUq4fHkpSB+5HgQ9WG1ixnnEuKZ5j2KHub6Y4bTA5NugHlqGVPa5mzj5nguUlnn2eSlaclS0eTq5Y/LMJE1iDnmiRG55EKJygNFK8sDiefB5tvIYQlh5+nmrOJF5krjrcUAkKELSWpu54CS3CmB5a7ke8s+54XkyuETyAblu4il57TLs+FO5cFSsQjBi0XmfCkR5Anl/ImKhiVwieUe5fDwmufp5mIowoAa5dbnoIvWC5Vp/tHfZUnkMYuW5vkohxOZ53OogAPuA0gBrAGgyv9pnOkBGXsR/kNryacqGlK5avcE9EgCUlFQLogcSc3lEclUCKbBLeSECG3mtqL8UfAKyvD0S03n7edBi9ribEkPEjP4hElfQEHm30jkSjkqAwnG818T1qC5yv9Jo6Bx5N+w7EllxaIYPUCHUolA4ebliQaj4KAR57GLxxEd5KHnqth7KoPkMeeGiXJQgefq2nKislNUC/3lFaGXirQJLQMpqw1y6VKNiymobPNNySPlA1JxEuOK71HUJUPnMNHt5BnkZtk3qc3maVNjA8cTE+ZP0a1Sp1JxE3GIDVPBiqnkveckMslpRvKd5DLG94cD5MniveasKFPmoaOu8wFSrYmLKtNKi+avSx6FvefJiWcqfeSh5aPnNpBz5ybi77sDyxSSAhrECGrwzJHKc4QJVvJmYvLiQIFr5EVgG+Za5TBT3GGDihvnmxJ1SbkK+hock3ASrvIKYfwY/+Fb5wuwYwnFg0NzXVDv4eJoQfIzwwuTtdAfC1B72+U8gg3iMgo1C/Rh9aub5Zir++atEVsEJuZAgAEa3wniRuKHtFh7cnvlu+dpgObnmgckitpLdwj9QogS2+VP4bAQO+S8kwSI5+ePCqsTLQu75NsT/UFzkWXTzwpKkg5r5EtlA51pNmPb5KxD3ePMkXvkZ+R35hqRhQnl0FOrygdn5fFGLeIP5+xne+RvCgsh9+cOGwVKJBnfKKvR2WEX5wfl0FNCGYfbDBFu5H1BE4iEg8/lY+vn5/YZNdj3QkaTWCqb5iHyH+Skgr9wklIcQSuRl+eHqXwZj+cX5O/lAKr6GsHwV+Zmghvk2+ErKfWLzyu/5+fB5Isf5pHwnBivKsSImLJkWKbzylPacL5qz8X/44AVD+Uv58njp6FFC4PH/uL4SVSLj+T3qP/nPysP5SAQv+WH2P4bFanDcFXlv+fT4bgYGAq8EqnjNEq/5TlGeIr4k3qK7+BXkwVDuovH5vSJEMFViFZYlImyQl5IOAvHk+uoEBeH5g3g9rAb5vAW7ePEQ9MLR+R74lJDMwogFpfhvBr0CTAWYTCgFk7xAxOIFh5qUBXh8SvTO+R9E/AUW+QX53AX8eYQFK/gmaG1iegUTuAYFj2Jb+XV53y6GBX/5UgV53GqgqECUfCYF26CfykZ00EQMBXYFo0QOBXogVgVV+F7c4QKgBQ8KnvjD5IIFsvjoBeSZevkBBSIF5ab/uA7iEgXT+R740+wIBXv5h7gyRLv5sAVJBUfEzCKiBfUaE+IP+KgFq7jZBUwEt9wJeJ3QPAWJBT+weUJBBUUFdu4W+V4F0XCb+VX5F/nU9AQE1/mJfurkBflNHAkF+qQvAMN5o3nncuN5ClIP1DrkFUK9uGrEM7hMFBTQRPju5BnCI7hS/KZ8z/naeLJ43/nzBaMFiHzTBSGCj2pf+Kr4/JSUfFkeofgSlJh8OVzcjElATHz3uEL48JTb+eZ8uwXjQhAEDVCbBeSyEHw7uBMFg1QVImu40HjgeEcioni3BYtqqHi0+MsFpHz6eKqCdwUa+HdMPwVXBaR4oVxdOMR4XAUKeLHkIMJC2kogTuSghcr4YniceBB8gaG7BclCQNxohZPkwppAxNUQmwWIwgwEvwTKeFb50IWGKl8FangQhQdCBHivBYTCenhE4giZdfiq+U0KMBTDeKz6xUQ6kg3YbIUeBNKECwS2EvIikFCtBFyF2PgOhLyFU6SuIm2ojVZ8hXVqw3hShRO4VzZYuMEK8QplgnN4gyAe+eOuFXiTOhB88oVbeBhGB8Lw8DkETnR9aheSkoW9pIN4IoWtBLqFq0SySPaA1YBLyCB41oWqgNWAQ/SBIsDQmXhMzJn5LVgEfKYSH0Q9RKq435QnXNZgBoVl3EyiLZIN2N6F+xYUUjYEIFzElPUaCxilVl/EJOr8OmGFJ8jtuWNEMoXpBQ3ExxpuhRmFYvjaEh5E2RYU6p6F/QROhQYKu0TSOrzYmoUgeHmFHUTVgHbEcMSuhRqFpoW7eIGFTXiGhYN4wJrUfJaF6/kjGOy4tYWCefzMpvh9heYF2QbheEKFqOopuilWfgYX+f0Yg5LhhbSU5YX+hYCUShrJnLKF+/hOkn9ii4WfFMY65yCp5Cdc0uC1VsGFqlJtJJyFzICUfG46p3j55FvySpahhIYuf/hxOks8bYW7eOeFWjj3KKiUXjojBJWF+Hj7hVMEoGjPBeuFO4W/hXCiE1RfCpuFqlKcki+FYoVxJH+SH/meIkqStFK80PPCcEWtkoBFuvglOgBF8AW6lBKFUQ61hXl5/iQCha4QQ4WDeHGkvYWPhSJ46jo/hdcSiyQThblWGEWWUseFFYWCyIt4t6QfhfnEWVL6OgxFzRJc+ORF7+CKhR9ExEWihU/4cBT4RdXYq4UJeL18b5KrhaokT5KkRWJFDTrjILuFTlJTJGfYNeiUfOJFjFIR5OjEvUBbkipFo0RqRfJFY4VSRW+SGkWJRNyue5KkRbnC5joMRYJFFBThQJBSr4UxUtRFnpJdhfUaNyQVkuZFtRqDhe5Fdli0BDhFB8JxGpN4n4WruP5F75igRXZSdbryaoRFu3iIhFOSMkVtuIvCjtgGRXFFoFKqhdX5R+rFeHOFBSSYUpJF2+pjkquFXQUjeWN5pzoKUsfiAHy5IEuFz7BRhWVFq2rleGC8qXh0on6wZQQofNj4RXjeBE1F44XLeHGgJHzjhQ1FYLxVRapSE3ghRRR83JS94qHYNHzoxPkKSQQOSEx8E0XpBGF4REUjRUqc4JRvhboOk3jgfCB4s3huBDP6i3gtRZ1FX8xG+Ht4CoUm4vNFm3haknVFK/jSlFOS53h8RRUeCwRq4h35x/qzRZt4/vJMhYsWy+ILvNF4S4UD+rYYH0Ur+BR8MbmuCuOFr4IxuT9FWlJAxe8Y3FyXeCUsglwAxf4kjXgMXDDFBL6pXDuUiOo9RRw+zFzThTVFY+jwiBB8d0Xp+IHMB8JtUDH4To59ahYwBFzExfNFYMVd3rhFupi5CAm5A94QfCKsqblNqBgen2qYxRQ+mfmqlHpcyMWQxYtAufgIxfKxMfj8xWwcLFzcxVYkYlxtUB75DAocXG1g88LCxQW8F4jN+fZEAsXvRfCFHflgEFr4LE48FBNUs7lfzBTqnMUQYhIwzwX6xaO52MUgeMRcLbz4xatE6sUYouTFu3iuNCrFYQp2xdqwLFyWxev5zUjl+LbFZEXX+rn4nsWyRQP6v+ggxZZS/sXn6Fg41fl8VBRcosWCmNvi896OChO4hUiu+AYwtgor8nh5/MWb8nh5gcW5wpbicXkZxeDcWlzneJR8/OatXLkg6MTfXHpcVmpMfKXFBsVkeIN4hcWJXJNgO8IG4kpcpsX4eLdcXlyGxSP5+/rvue3F63j1tBV5icVAfLcEsT46uNvqVWI1qL9EwkbIaoowZrhAxBPFFqDtac8FzEZdxQlc27hQxVEOihi+uKtEvcX8ef2o/YUB3B7F1cVRRWgIJGLBuJvFzkYBxcvF4eqNxd9FLApYBVfFIcX0eSPQalyhqOPFR8VxeZHFyszl+PzFW8VGeQDFGATz4lZ5/MX6RlZ5vsWX0L14xD6xxaR4cMWz6PnFo0RAJfZ5xcWteMZG3qJ+GD551fR+eTnFaCVmeQglENr2RsfFjsVwBVnFMxi/xYYkkVz1xUgFZ8VUxQfC8VBFxQfFcAW8xVjFtCXK+KlcrsX1GlYOAfjNxVIFA0Wz6MQldnx9xZ7FVfgaeixiICV4UDu5GCXYSga5EsXV+QX4NKLvxUeKHVz8xTQ0rVwAxflFPQWdVn0FIiTW9mFcFzykfL5qGPjaJfv41ia9uacShPg4oiWq+/jWRh15xiUWJbT4wVxSeHK8ZiXK+KF85lxc+HL4xlqFElX4oFS5XLxcTHyC+F4lc5qDeK4lyVol/Nx4Rlwm9KiFSiC9uQ6qi3jWJQb4GtL7RfkUB7n6JWkFxfo3Ig4l79CEYjV5jhZiBfRqRblZJawlZvT6WllcVfhEVIgYfSR5BVAgIbmp+SH4QSWRNFlSOXyhJbcSxSU5Fp1cVfgu+LklxiUF+DRiHSWYYjG5dVwfRAklCcXzaqIRUZaJVosWU/CjmhTAcBRjnPsgryiMlBniZiqlZKKU8yUDIEYyK/iMghb5uWTsFEFmMgqLJW5SNpzRIrslccU/UM0iTEBexWPQ6/hf+JLFI+IXJe24PvnHJcwi7NAB+RIQo5qQwCH52yVqAhJUEfnLJTCQXAUNDKm59CLOdKPZ/yXOkEDc4yhrmkRQmfn9CC+amyXl+b0MQCqHJUFFzyUHJaslW/h1nIOaMKWZxRoijjDV+eFijZo3MPX5aKVWFu2wisXFUm/4cARaxayk4KWTQD3564SbmmsyrSJQpckiI5TPBYyl+xl2sAlStKVhQo8lwVLnJTf4nyU1xUilc+T8pcv5IHaDmtyl6/l0Thb5wqUieDTIogTSpQl4h3RZIpMlqKVjnFcQs0A4pdEQJZpksB9EGEbQpSilK8VwpS1OyqUGJZnubHnVIt/5exFmpbMlKwXD5NalE7ieEh+aSjCUfLMSu5o1gIglzhAvmqBCxwUepUyl+Lh9ai6lKCLnUCUiDqXlmrclsAQcnD+atUgLxaalr/nMpUBFbJAEBQilqniUnNx51SIkhTGlMyWsQL9EBZzIavdcdAU5pUBgcaW6+F+cVqWO0KiUmxIcBaCQUIXLJUqQfqV8Bd2cZirSpQwEtqXIxqtEw1xZIkhA5CVoXKGl4cDRJZqloaVOwFlS7aWHmvBk2aURpUUiGKXUeJv5SaXWMF8KBJDGpQl45pymBTOlpFCGBfKllnxNYm80NvgEnM8KIqA9ie4FckBrpW6l8pRX6DQFRfL2BYelpgV2pdYFm6UtgKeUSlAtpa8lu3iBcpeaC6XO+C2lnaVSBaqlPyUHwk3igaV1pbt4fKJypQBlIngyREFC4qVZBfbgUATspcH4UGUowgillQUKELoFTaUtBa6lT6X7+dJQm/nXpWkFSPorJeqlDQXMCCgEk6XdMLgi+qXlFCDwUUIIpSolhUVOutmawAoxBcYlucqV+WYlCqWCyttqaSVX5un5JfjP+W66YgKMZbhqTQUcZXAEXGXf+UPUR/aJEi/48dTRItnw6MQO8ttC7ARMfHJlBTSABOcF5sq29g4k4epiZWICZSXh6ija2mVMBcgER/gV/PGlD/JR+b2qenjn+HzozqVbumQERAXy8ZfKViUbWjJ4hATWZVpls/juJYx4Rfm/EmL4EgTSZdQQVRIuvg/4bCjlpVbAlAQdJHx8b/jhZYJ8L0Wi+giRTXjQOpRUENzGkPnkViJipJuKlpx9EullCWWechPUFoXHhq0CEDQmhVr5OhxBhcVlQroKhY5xkZKwmI2F5/mpAlrxjYUJ+Sh5sP46hbEFq3JFka2FpQXb1EeUtoVeEi9UooVr+W1lehiOhXgxGHkX6MNlwND4IsII2YXt+ai6g9SicoyclWWtAgQ0K4UO+QgSpWVGxCjcG0QKnNXEjDFRhSjkkwq7ZfB8iQRs+f/AW2XhBO25a2UdZTNlkrrVZWC8RzRe8oVI+YXBBHCGeuhehZgFNHmZIMWFI2VfeUoYNYWIhF8SxcLZhakFKBKxBJM6fyKbZfxYToVgJOG0C9R5ZcDlESCMqj1ldXmEgo+UKWWGVEllTkXY5I2UFIksRaQF87RvZcVlp0F+hfI8MXkgNOhFxWU03BuF2WWnClQgUwTU5VkEo3gjBGGQQ8QZIFOSwKrjxGCMb2XdpAb6IRhfZZ1lrOVuRZEFNOWM5fK4l5TFebTlPEVMzOO5lOXoRbgFA0qhiiJFq2VJaJeS22WaxI6glFLanJxElshbksdlcMLa5fBF72VqEej4yYVFvMnhsUQQRQNl8UoK5QxF8OW4gSRFnWU58RRFluW9BBjlDEWm5Y4emNyblFcG8VCzhQoFXXmu5d+UqIoS5Uqci2UhSi0EjtjyPFblRHkZZR4E8KASRatlceWMUmDlNnll4ZUUSpz05WXhPPjKRfq80USJ5fpFzYaaAr4w2kU55ZUEeeXp5QnlqSBGRQXlDwrNjJ58SOV1BqvUFEV6+bXldkVC5YwiAeX/ZR/ZLDQXhcnltvKG9MTlnWXJQhVlrWXqRKbOAUXsYGCicAnj5c3lGlDR5b3lMrjbsYLlsAVbItIQCwQZ5bRe9uW1ZepEF3greKHlXESo5ZHlyiKYxDHlkUbdBTRluEb0WvFI6HxQIhE6lUVXmi30IQRc6l60IQQyFqTlXgSdRU/lerQZFKEEgwrhiY1FUCLhBKtF45ZZBEBKi0X3CiAVeFTbeIDCaQTkfEGadQYxBDkEWVQJeQUEQBWjaiUEL+VjmlUEK3i3eHoS9QQ5BJ/leR69hVzqHQTPIUs8BBW7ZAR8LRZDBJ7lrHzTlA7AkFKC2YzyPDy3RRdqywQxZTQKVxoZ0nQc9ISVoFViWz53/CSivLj8Fd8EghVg4m14/wTiGIbhVSw5kCRSCrAirH3yvBV9YsCkGXQc1PPh/wQ9hWIVO5TfBF/INXyHlOKEI4UKfBYwB1QzhSnS+Kx6hC8UhtKzmF287XTolBFYSxJTEYbkCP7OfAYVDNq8CI8EOhWt0l/su7waFSLa3BVuhJBA4pgbstxhMRCnYls+IIS7IhwFYyRafHGFbHlOFVO8HYXIanYVGOK7Gt6i8VhtvDEVoLBmFfVUERXceYKWB1S6SGVirrylVAEVPXhImuFFKUjiFdoVxGA1+JUVMrxUFFIwehVgYpZFSpYmvI5FhuEdDmdU74XU2lYV4KpdFcawLqDJFaaShhURfCKatkWeFYmyEprlGBT4YRW7vIUYNRV+FaehwkWBFf8E2fCRFV4VLxD/hcawbhUSmsGSiRWyXM4VckXqmDQEyRWcnm1iaRXWFfw6k+EdFbHB24X9FdeScVirFbkVjRWJvDYoFXm1FSs4qAJNYsCkRdSfFWcVCxXxgf6SRxVlCC2B7qLnFb0VWEXgEcp8NrwiAIbh+Aj3VgRSIto9FWvoTezTFWoKLrwolbT4whVUYn4aKnwsFh/87Dqt0miVQ7xkOkIVD5RyYjCVgpQdVOIKhRVElbyaASZPFYnMH/yxCEoVAxUQxFzYfBVcCCSlXNiDxYbhsbINWKTcoRXe7HXyNiC5mFp8JJViFdsVc7zNFWMklxo4lcMVfJVGUD2ShuHAleU+6IT7FVO8bRrU2kKVpyquRZPS2pUr2VEae+JxFUBCgEy+UK3QnJUHKsuFVjCoAvF8fuCGuJCVcJXEqm0VNMUoAjwQNRVZFZm8EJXtFa6VhxWwlT8V4joauYbh5TjElTQ642DaxeDUAZUzOLmYlxp6RdWY3bJkYuBF4pjDkpPobpWBfKS2Q/Jyla4V9xVCYk4aPTDLFe58ZMgGfAsVx5CJlUWYd/xpRZiVxZUQqqiV8ZUzWPR6xHDu8BmV5RXmldhIffI16JEVgfBGsnlM7pW1lZKQ9RVqFQqEzpVFFSqE8jp3FcmVn26QOu0VV6LbWBnSSJVODrmVo9KslTtEQhqjxMaVqpCjlaKVjwQmLCp86xV9ldB4WJXX9NUVaZW9lTcEbxW7lU8EhRWSlQ2QPJUuwmp8thIslccVbJX3lbEVc5XXlR2VM7L1VOdcoRVGFXFYu8xvFc8VYaH1lQOVVGIfIMBVboTDuoiVJ5XjuoSVyRCL8kOVP5WT6GaQjhUelb1uUTrKleF8k5WZmPYVSFWmFSMVQELoqDuVExWGDvGE55UQVYswVZWgVWWVg5UhFe0URZh6fF6VMyRafG/oD5V8leV+oJVLlRtuLZKT4XwIa+jMVS+VH5XqDgxVeRVxWGjc35WwVQa8lFXvFe9UxOhRlaUV/nxLFVRVR/L0RXJV7VZn5b0Fu1wI0Ksa2/i60iBgPTAllTWi1paMcOyOhtJ3am84M1gbxdTaplWJ0GDQXxXneEZVC/neatxKW5hOlfMFeMx42ECq6RIroKXSAkhjcQhMgZWS3jk4ixB2WPuVgkK+UASu5hJSMD3wGzhzvD4FoXiOyL9AYNBm0kuiZlXGVbYVyVXWVQMkhRW6SIa4M1gw2D7SVxYJQEZQ7HiLMAVVdNDugZiV2VUJVQoRNXzpVWG+wwWxFbVVEO4CXGvFYJo5VVsQkCRPgSq4YaE0WKEVEuALOH+OPTi9VWggcQC9kLf5CrAjGL1QrsHckSLaVlV1VXmMhRWzVe9UFrAZ0otVO35E4i8UcDRLVRSFst5OxhlVdrAqfI1Vm/TxhFFV4cCb9CFVWsxhVWtVQhVN8IuofxgyVlF6tErtUOBMcqrZsgqWP+ab0FikMXRWHA9VpJSsFrXQ0KZl4EuE+EAMFtFML1VfVeaW71WA1X2EwNDfVVUAS4Tg1SiW6iW2orKlyshquO62pWCyVYW8SkYppWvFWNVqRkhlRnnTOO62znm+arIQltiJJVpU0bbk1ZfUEnAkpaGMTzhqQBjinRIVeeq8fEbrKBwFIpi5okIQjlUimFXU72LSeJHqj6JRjOcl7LBu0Nm2KNUS6JWOfkYS1aLVHpLC1SzVTcg9Ylj65TCC1Q6SyNmCpai4EmqqEENipPRats+AlcQoNLc46BCeLGaVCrhJjCbVqNXDOObV7yUEsLrVdkY1pR84M4ymgB84lVRYkr1CYJgdYnbGNNW3orE0ztVQuBViCaX8ebzVmaIVpdx5nNX3YhbVktVS9LUE/eqKeMAYMmqpDPeeptVW1XWialWdVrO2waCoBq3Kk4SDIFikdWYolhnVoWDoRNlCg7ZF1SPQqFpwRP0mbnF51SUQFETvmDOEtdUF1QQWAYRnhI3VjRwt1cXVvdAQ1dMqHdW1VGAWh3SiNHdy/HTsFXhGmRKlgeZAM8rIvIrF1wGCJUHY+iR3iL9QciqXEshBHMD21WEkd/BZxUHY69UCQOIakJLepJKMCzhRjOvV+cm5JC7oDKTBens4d1U/5nwR4tzLFLLcmoJOeuBY3dXPsk3ITfq4oBwkr9WbFE/VTdWECjjej9XZ1X/VewRdrs/VAFoP1UA1qNgf1VyIb9V/VT54p/aaVWoS9UTkhLWQheB8BGwyp5LT6StxikQT0lo4vRwpVYpEwGIN2Lg11lX4NU+SGDVBxHLxzwq1kM5V6kQ7eZdO7lU0NRC4ePQScOguDDWBlbj0gVX5cmY0SdxsVpdVBiLeauHcksqVBFIyuNxm3G1V+DUs9MzJxDXEhFj0kjVhvriE5tzh3MvUjiKiUB1EUw5dVVSi1arUev9MxDXITIGVtZCbVVSiX2L6NXg1xKzE9Nbcm1VTajd5wxRmNNFVU2orPBxA4dxIanR8t8BsNe9OI1VUonZ5jUSyNco1lbnyep+MOjWmuRFEojUJVfcE2DXyesPICUBTalx5cUQ4mf1VUTWhhLqZSbhi+CBKXQR3TuRgqDUjAqxEzPTKyPUaBtI4eiqenJGhNQx8ZDVTar41xjUBNUsKhHraNXI1fiI5BCU1XSLoemRyGTUFeWfYjBg5NVNqivlMNdEQ6TUdNVgEiTVCQFNqfbIONbE17ECDNfrcV6AiBFz4arnBRME1eKAvBA+45jVmVS8R/BZyxEgV8aIS4MLyKrReYhs1HgS0FZfUOzVZEra0C7pKIMLyDvBB1VYU05R1/GHVHaJNBtkMQmpugkUG7zpB1T32lFRHNVm6zRTXlCayvEZ9Bnoiu9QEoWMSQZpTVEASgMIsukxqViq/lKC1aryYsOwsqzy9akC1IvBrEhrG3DRLohmU1epBYqcWVxJvNbQIZRR0VNbl7og4tWllHNUYtZGSteTOajQEGZRbNZOI29lwwuyUbWI/YXCGtLXuauC12wZ3Nds1eRAgtVtK4Uj/NUCSkuRh1eIYnhRIhmc1KUgZMM4UkXJotU6I01m28g0M/qIHNa5aEOpMtZK1GFTAjEy1CNnoIptU+aLEta0CkojXNSc1AHlXwbK1qPnh5bQIqFCo+V81KLU3QqSGFXzpFOO5xJq71FfOKCQC0GNiR4KC+fq1C6iC+Zewp2KURnBUOIw6tRrhoQaQjGx59LULcgG1ZLWLWdDKPrVrxTRIVGhwwokMnrXQGAdlbXrRaozQrrR1VPZq5LVNcpdUdrWvotjlgLU0uNYCArjhtM1U8LUjYeT5RbV5tQi1bPnptFC12bXoIulig6TxtTm1QPB74lG1axI3QK8U7LDNoiSlerTttZSwW/AOtcGg9pV8alEUtvKzIvC1f1ljlDia+zXstcpUEbU4QeO1BbRG8Aq1w7V1cgPq//D2tbz5u+QwaCkYXvIhCP5V/yEJtYu1tqgGtS305uWBCP4UiwpYtVYIiEwatKO15bXkLvS4h3SDtfi1jvLQ4ny1VQEJBG60nrX8tSzlibUitb/lZbU7/h814J4TlN81NwoDtX3U3LUfxIWagNTAtcpU0HU2WQ81VRIpZPNlvbXxFD+0fWKq7r/lTbUIdbq1ZPy2SvGiLzXEuGAib7VAdSHyxuW9takUSrjEdZG1zrWgivNU5zXMtdoRmbXoJKgoXxJ/SmC1JbUgyus12s4oJMNcS1SXovgifHV91Pm1TxL4dfW16bWVBOx11bUq2ZHhVOqYdaJEIpAs1ce1ocCnte6IJrXJ4eR1SbWx4Ks4pkq7pX+1cCK/tcp1VwWDpIR1g3lp1R/6BpZnlMwSYAiVCBMinXo2dTA1Tbj9JlZ1QpbSsG+y1nXRiI51BWDOdR7yNpa2ddRkgXo+8Ahaw9XVer51YpYIWgSCdwLYlsF1uoxwNY54ovq9+TZZ3cR6VZP0Q2KpeEZVKBKP1HXEeDVL1NvE2XVSNeQgdLXpdZg1U9Q81RYwFHnEYP6ih5T0NZx5jDVr8DkRY3G1dXu19iw9WktltbyFGLw1pXV6dVPEtjWmBKZczwgRnCE1uXWjVF/MOXV+Gkl0o3UFdYNVtFVPWGI1nCQdEixO6jXEbjeVd/DsLEMQy3Uc1fl1YQAw5ZPEkawldQnQzXWpIDM4dXJ5VUl1R3XEoKTl5xIJiLWgcjWeBLt1guG3dSLM3DQ2KHN1GVzJxIt1kTWx+mtUHXWBQGm0ROI1GJNVf3VjYlwo7TVfdTsSyXWFNXLMVXVutft1IQXNxDl1loVqvFt1NOVXdWMIMmCm+txcBdQQ9Uz8kzpLVCD1s0C9CtA0+QosNfkEzVWKxNO1fCCk9Vl1IKCA9Xq0eXVcLMORsfpLxG1gSTWaVBL0rjo09a11YPXRvG1QFLgFtNNVU7DE9f7gyzVq+eDctBTIQaKl51o21nVk3pj/Fqq+yEH7dhEAucLeMMiZd/ALUruQhfomCBK4rGWq1vvVb7ARkrnCuvVbAfslrSLS9d6kf2CanKxlLDYeyiBKS5zYhF9a3aUQMUgK+NqIas88HyS+OgbSPTzzEdXiGTDfPLnC1vWqcIr1Bmjg3FZMNlnhigC8q/g4FFm6ONUypZXWxzUx9axl5tpt4aqYXurWSibas+J5GqiYM7qr4ji8q/j42qkO5apIClH1V/7nqsO4DB7hsDPQBLxxRTbavv7mkFucNRGf1tYc7pwH+dwMVHB+9QUkOvpBWUj6dHyO1rFZvdCF9QkRffUIMLn1DBGqtM3ueRqwqrHaKfXyGnn12fWS9UrFk/V3BEwOXuqj9QYkYzBHWqv1QVkm9eHEZ0yO2mBlwDjK9SyQtnwWYEzwXPhp9f0kJ/VL0WL1UNpwZXR89mQRZMv1Vto81iO6zyKH1bwU9vpt9csQO/WqTDf1jvWoNef1Wbps+i5FsjCq9acE6Bqb9WdwBLj1Gmb1xHDasnb1ElSBGjMRX/Xh6mzWCeGv9fV4CA0DuoSlC/Vx9bANt/U69Rf0dGbxGhTWpBrB4j2ckfW8Gn7iyA3O9TraDaV39TXAxNrZQgP1FKoa2qelT/U52pu62/W5wgI2/SQTPMQNozYmfPclWAWFcLHa6NQfWr31izB8DUbaiISlJDulpvW4DdB+8/Xh6kb10H5B9SvFCDZf/qX1g/WSDYRlErAEDYQagdVn9QoNhiTGnPMkHvqLMAWlSsUYZIEakcB+6s/1DNrIvLtaLA1zJL7Y/A3a1kAKrg3SDR5wsdqODfM82g1BJBv1ndZBJKMkMA1KJDH1yg2EDYYNyg1I2rnZoNI3+aYuSiTd9eHqIg1L9RDB1A27kDX1LFnN9e71GtqbnIOcU/j02gIwaQ1V9fMk8AxSMLuc9A0P1iLaXtVZ+m1YkQ3LJfoNpBoBpSlo2+qEDdwwzA3GDaK+DzjUZdJW19UOEVikCEAYpFDhZEQp5k51ApZpWHcy/pYCov0NIw0gNTXarCD8SoMNotwLDZMNow3edQKWKw19OqqWCVhbDYjVGlXxdTJKnvl5lYl+YeqO+RBYp/4tBHR8vvlmVdcwp8B+DdcNZ+g/sE7q11TnDXj+dvXVos21vby/UjsknvLRMPhqVJxbPj5Vr7CkFfUap0iTVQxwonL1GnGkYVUMcMH6LsKCNYlwdviQxZA2ewGdvEaSE1SbVbcNzw3ZNDcNP7BB6oFYOVVncJcN/iTWQAlAZ3BLlLJFXtbzXjxI6Q0PDfpAHbr6+DSgLiSvDcjabuqrVMd1VHCQjVYkP/KO8O3563g4jY8NU3xa6gKN9I2QHM4aUFR89dawbRSgjaigPVrWsPNl9iTLmOaYIiLCGqvsQkC6sM8NYI1yjTN+QeoSjdLAQo3oGpcq/uAGfrAMOyQn4DzgJrCmjUcN58AGjUXCROxgnnNuuo0QTIKNODR+6nSNeA2YhJqUMOqMcPKN4o1b4DaNgdTa8CL1jDJJUPWkBJE2hi9obTKnZR6GoY0y9WggPjKQvGGN8Y1TQI6Kfern/CKGg0RhMnFlO0T34LPIg6QHUGf0ZLypuqniTYYeclsBpdTNILSgi2A+9VUYJYZP4qq0tRRd9NygTxDJCFGAFYZljckIY+Uf0rGN5vXJjazOLY3uiAqN3KD/4MeIVUS0oFIIiVkY5URg8uFfDMxRH2RVSGMyDcLMPAuNHMj8tQmNASR5uuLwGY3WYfsyQBIJhj3wSzIY4B/cCfzT1QLwX/Q1xKE6e42NZPES21pbjQaGBTUo8MtlrM4jjaTwQ403jQ2NfdGHMlDMoToAFAS4tKAyclm6U40Xjfk6v41RpO+NfKTxkHg84E1VsDvlM9K8tiBNfyyCerKep431MCqA0t4LGHm6s1nlqkWNPvWeRofVWsRhMqBNM2S9/Im6v2WmMpmNd1pXjR/SvVzFjSfAUqQYTbONR4IbZIJC2Nq0Rh2cXOBWLh21C6gbZD2NWwHRje3gJ2DdZFRNrMAkJE9aZE2gMoJNYNqVsWBNkY3x9eHlWM5ZRCew4eVEYB2NJw3bjTON8Lg4MvuNLniLjThg243FcnMkRirrjQZNQVlATSuNeA2wTVfgQcIWTcpNlGCEsk1+4Kx50vBNS/WBsPY6TgF99bDlZ+ADjQyNVKS8Tan+MvxKroQaRk1OTb5y5I0ihu5NKPBdjfQgiY2kDeJNKk2KTe/QFY20wA9EoRpeQAFN2hKBGo3lYDokTSO6b9TGZGnEjA2r5chAB42BOtBEtk3fjaIN4IC+TQ+Nqg0b9M2Nsg3STTNkfk2JTdn0gU2xTZ4YJob/TM9+t2XPjWwMKH7hTc5NjvBRTURg83K22u1lOY11XMTausLHjRtyDNo3kY1kGU1YDc1l3KQpTRza9WX5XDFNg9Kh1C64Ck0C2uggBYayTY4kfY3xTQYNVU0bOD0N6dU/5qOuCxrgHCBU/ErLuHMNe9pfzPFqAMA2VtWh37pvVR+q/Rw3TVPa2wjBaq9NP9XqQndNL02axmtcz03/TZiCIXUjJWUg8DX77iwWxw28RiGGTxZgnohqxI3B1LiNJhQRhi3Zjw0MsBQMZKTo9T5qPhQPho9yYOSvRA5hF8TuVUO1G2RB/OgufGpcjWKkeNDDiAF0hrjGIPisMI2pdMH67tnRVT5qSI3tdpalWwFfRA+GIFo4zeH6Z4YgYBjN0fqppPzNV1pozVURZI2tMF74pzCxhhLmcPCi9CzNfM2EjbxwnM3tEhjNWL4mOjrNOM2xggmcMaDSzaR+jI3tdirNKPAXRI1kdcT9Vbywss3x/tsYpH4Ozayo2o0GGDbN2M0lCLci7E36CrrNPSUR9j9QXVXYapmcJs2azSsuzDwGzV7NSkQ8huLNhs1aVKKkRhW/QGdw541yzeGYBAIshk0RHRgY2gmGPvQjVXGwsAwMzeCNt3CJ9OjNcc3tRKYyvs0ujekq0HDBjXrhpLQqKGtWeJpbtPXNn9Y0qYG4+7pE8v+C44kvtITQXc1suG/1KTzjih42dbn7iEr6/S7r6e3NIBXIkuvpYbjZeYnMXc3LQR4Cg80LzVXw8QKcINPNB+lttB7yuYq01lO5XbQ7BEEub1Y/GtHqBfrHymtWrPBLzUXyc4I0qXi6X3W3yuSpcrQU0AfY84l3Vid10jSLVhJ5X0q9zUvWcGHxAt/Nw83gcEvNzvqCSWe5SbiaVBXgvjZidL1QpOVLqCzWVzaXzfPNS9b4wqX8nc1ILfG4avqwLXmJWQT14GCgwhJa9FK0q4rCiVswYC3KtO0RDlLELUiMJ7SMrlY513j5eUZCFYlZBJloIDaJ2HqcwzqXLuLWJUFfSlfNyDY7NjriBVyQQkWJj83mWdS6O+m3zQQk6y7CQKIthLpWBJKA+ziiLUIt+aggLa/NIfpDzfY5H1afHl3NvSDSLcAtPymwMEm44bR62J0kRoxsuv/Nczl6LZQty81GLZAcJ3iFtbItg5iBQvpKOi33CUUKZ7qmLWGJPc2ILXMJv1bc/E4tYYlA1uAtdi1+LWItKVzNihaJbPWPcmCxllqZqPgg0/z/nDTlhi1eLcDK+QQJLXM5b+XbPqeYdshrzZ4t8YmZLSF5JcxMkH8xmUrKtJE0byl0PLCKhvre6TXlqC1zCSjkmzxsSM3Ap5jpjiq4aS0NLTU5YMrJLaotbS21tDAtnS0jKYi61S3xiWYKMbRuLZBkY7RjzV+CDwlytOvNBS3CvggtKS17mL18rboDLQst7S0pPNPNbSkDPHawbjQrLboC2vrHKDstEICMLYLU5ImALVn6wzreEIMtpy2utNDYvfQrMRCA5PkB0LFkdy2sLb4tGy2HPCMtAHKbPB8tSS1WBO/N9wmzLRZ5UOHtpJMtcrgGLb0tZBzUDQEemYL/pC60PS3QrROk7y3ZLd8Jf7TlMHCtRi1hwZL6VMwjnPEpTTwdLfCtVgoFtPMt/6TUuIStvS02KIitii3JKfN0ozzRsNYqdVJfLUcZMzy5Ug609S226RitqzzcLSUp6rpm+loMylKjPGth2K3krYr66x5risitJK2k5R9Y6zK6UgtSoXkaIF3pbUC+UGCt0K3owg0CIy0kooX1bC0sKvkJXrhRLRctHjH3LaW0GsTdKaAt6CI3QEatIzmACnW0SjC9gvCAbLo8rX4pKq1ohkjMZ82EsdItQaV8Kq6tCC04LfcJjq3xLestTiKkusstjeksrUitWQl2kskt/q2P4Ur14y24LYvNYnpQrZ0k5zkDPG4t/5hGtL4tt3IOtLSt7aS3cidK4i2hLc5xS7T8LRMk6IlnujjMcq0tCaNKYvpntAWtga18kF+COa1LLTVwTJAZrXU8yy2prfytSK1JrYc80y1TCbstvvL1rQQCGq3urWe02YA6rYwt1C1guaX1Ra3GregtiwqO6UytWi0I6AEt1ipcWIctpIZ/LSxYfa0prdKE0nik5W3gqumv0FX1PLRkLYJyBfJord5yp0JO+p2tEegAvJYt3nIOLVES9q2PmI5kt60Crd3xZDzXPM6tNiTiKZM8FS34KU4kra09YdWtAG2Yrd6tDCncrU2tQilQyhj18y3IUQy6eK2Jre3yV62wbUht9zwprS+tOLy/LZ/gZFiSPGecMi0rrR+t4bWMrX+YVDwR+sIt+3KkbTzlQVjFrYRtGPXRLc+tcUqk9ewtDG1huPl5S+BaDFpycpwXTRZ1ipZz9j8A/6TTegSC0Pp/pARkgM0AWnxtlGTOUoy8VJD4ZE16UM14lvjOVFpcqvy8OUSSbd5Sj00wWsJtsm2Cbfy8Wm10ZBqqsXWhdXptyomjAueCSm20lkjVzAKbsZiJpnR1PMFlly08dhICUfyEcIZSNNB/xGPQly0ycoVa3cRHEAMpoqDubTbBQ+kmMG86I+KXLaEGzm2NKbqVvLpx/Jctf9a1/NZtQW1xbUyNJLhvFJiJpLYarfWy7MkPCebK9pKGYGCxvcgZbRNk8YkQ+hSSg9DFbYTgwfU7pL5tKzGluTAkNq2S8HZtXU35bRVtRxLtWCstE9XebT9Q1W0FbdGtMaCBbSstc5il/O0SMS3pbb1tEW3NbbwEnW16rbUpcMUVuRWCaW3JEKVtTWCNKUrUW7RDYFlto22VbVl0I23YSGttE77lbeJAvW3rbQttHW1M/KsVK20tbXNt3W2hgiX6I9WEcmR19aRPSI1k2wyPba/F5N4vbXVk9EYm0vW0r22ZjN9tPWw1yLwBSvUe8uoye8VOnCk84+rUIpycLR5n1Ew6tMXS3j9tcO3Xqre01DoVRZDkqbHVMiEI5Dyr5TS48lQ9MhjcvjrlKHA89WUTdETtOY3tkfk6eO0g5CA0hmTT4jHAEDRFyGjttMAfbXZkNkzsTSztaWTw7aJ2DO3qpOeqQwQAOipByA3uwM9ksqTzqgQsSzIlzF6qBO3lOpLt+6qjjEMyrcWDnK+0XDodRSeeE9RsOjdF82iXtDA6zqqI7WI6gHBLrdrtXjLWgtdA6u1COhcW6naZ1Eo6ncW0wPLt1TpyxS1A0u02WQ9FKqTi7YE6EKi+ZBTt7gbOxXo8NO2DZDmkyuXfKKvFIcAc7YFBdJwPbcbtKYyG7YHt7qR+9fztzDK9APOqXu1B7V9FwMDVZRN04cXbqk7t6siNxbbtOO01Bs5Gju0z1NbtWcWbHl3UQjqq7cDAsO367VHtPHopPJnqaQLrqqHt6sQinC0eFDT7ZIGcDCBJtGmiUu2VsT710OhC7cpx/e1A7Qjt8xrlOnVF7E1gjHm6pMVZqs3tR/AKxDueyvxAcdjt9hCzjdF4UjwC5aWBf23GIJvtnwiHLeDyifwFIdOq1iZTMjtFau3p7c8Ipe3RZPagt1SsfMbNye0vgXHt+uV8pFNF4O3q5W3wVmrYTe/t+oHb7THAp2Uv7TbtpcAi7YHihY277aGIoDyV5fk6IB1qPHRNDY2R4tTt/+13iHDFeZ7/1LrKieJgyHrUN+2HCD1FFEBT7YxNNUW4HX3tHsrRIAmG1CJhMtAdLqR27TS4f0WEHRd4d1pn7UkgmerwiOuqeB3wuIuY6s161KXqe0UwIM/tC9VQDfTt59Uj+sztxe1BYgwdNR596jQdMcBW7aIdPu1hPNXtpYFcJameidTHNSdFlsDyHZMB3zxKHeodKGobZHrtfE1+qgHcfepUQqbtdB3VtbXthB1vwNS6eBCaHUbtxzVgxVXtDKRzHLodZu0o8HTtyu1STcv6/vblMjgyH9zZ7cnNpB0k7fu+XCVAHT+NC0V/7QA63KI9MjHtTw1hZNodklEbZHPt7OT4TdEdqE1xDfHt41qa7WdekB26yrGCg+2BHelwYu1j7WH1b21eHaRNle3uHUFi5GrH7S4d9s1pHXodDHBXVrYdeA1c7Q4dQU1s7f9t5e3hsEztwMDSHU1+bh1UHUhwnh1d7VNNYR0pZDUalo0f3A/tOo1RHX7tM34QHTztGHAB7codzR3Xqs3to7pf7dxNjvDlgm/tsx34DkLtUx0MjcbNbu1jTantwx0a2m7Qve0L1HNNJR0VHU1+5R0o7T26mR2tHSu6XO0w7c8kOFgcHWsdSah1Hcsd0H7L+txtsNY7uD9Nv6p/TR18kM2GbfIm4PLKltCCm9rvTWCdn01AzQDBH03bpEid6EQwnRKWeOY5PKaW6J3d2kCdEM0WbfsNjDIjggjN71qHZDpNKM0lMNOqEqZxzWplMcD+NVHNQboqpGyQPo0KzZ3tSOikzfr1v1J+ZL8NXE3KsRnAUjTGjVzwQA307Rw1y/78HWLu7M0MsH6q9YLczUKdJ3gh7b0eSc2snU3t1TVZuoyd0MChLDSdnmSKnaiNdA1/7ZM1Yn7rOEodHBDyzRkBnx06ndH10p2qnelwSx0cbHHNn9QanRadDHBP7S9opp1y5AmGixJ2zeJqfO1zEAlEzSirHFSdv9Zuze6dz20zXHHNw/Um0tSdUc3isZ8ASh12nVHNGgKmMpqdoo26wB6dvvDqjbdwt2RqcsqNbmpMnUGdkd42qZMdG3J1cNYcQDoCnQoYhe5pnZ7ys0BUcBI6xJ0BjboNPB3knStwtJ2f3JiNt3Ce7WGdUc18nQqdMnKQ/tGxkZ2AIQiwYA0uuLXNahI4ReiU8JQewkK8R1zXuAFEpPjLjjX4U52WCoAmj4LznY0WmTQpSNMZXgoldBwF8tS2RCbkM53eomB0eY2tRP6FFXmLDNOdc6pLnfjE7eTwkMCUXkRFFt+a8YKTRCOSnhI65JiQXPSfEjiUVLEjQt+dLLacoW8SXZQVfCCUtXJBnKxUkJRtwgqcJrLOglLk150whV1EPeS2Ehedd0R3ne1qa8WwXUgRmhatqRxEdeTlFshqoF1LdIvkaeW5DBVyanrFFm1iaoIrcpvkTvyduJ+d2BHrKH1i0wyZcpvkHZoYXY+d9ULIXfx5l50L5Mm+IIVkKeEKfF2VgohdC52rEo9iYHSe8jviYl3boCCUnE1znLOdmF0CnGxdfJSoXT3kcNwfuNOdEMG8uIpd80AwXZFeFrXCnIMFVsAVIrycVOpduEi2QxGTEsKUtbKZ5MGqj7jmRDp6I6qnYuZd1k3tmqp15l1fDjJ62F2kXUBdPZoDqZ2p7bnW4nudL4REXU5dtFWyXdDcq1IslFBdnarWXUOdXl3i/D8Ucl3ieiBdIV1TYI2yc5oz+GqCNcLp4qkW17iAxKsRjhYAXapE0zk7mv8qWESRXRuae+KEXUdEl+LJ1SupXbV1XZbVLl0rktPsT7USXXz0B5oQhYGhD5LqlDeduEpc9C2a3Hn7nVSy6eKq/PCZHFndmreKslUtXZZdlvzjYMUMQXJcnLqo/lURXdM5V+iUXapdjl3oXSpdU8kjkn1dCF0uRNcRXV2clDQ2I5JtXccNy53RCsrie52vnckWBarOXRxdYNLMgN+C050lLlldt514wiX8QalPXa9CWaC2SXddH8S9HOLk+515cn9ds5QnnfoinK4DxNldE0LeXXOdrHLA3abEV116ud9dwxkiXa9Cyl2vXXea8N2zXWiG3WrDXTZdFkS8FShdaUigws+dE11k3UG5RV2tqQ5dRgaTnWuwfrn/XRC2bDD4Iib0MN1pXXDCcVxBqfpdlQS/PD+dM1xEwoldCN043ZudtuRbXZjd7l3vRETCYiT+XfFdzTxyQI5VPF2auSHQKN1xuFjq1TRZRACd1XoSgC6Ud9VQEgs0CJkV1WjWOt3qXZ8C79XX5GbdhnjG3f9VOt3UlvaU+t2nsi9d5t1edbQAznVMEosCFt2O9FbdXCqu3RZ15TywzSNamUCxCqcEKXWZQDWiiZrnDeniR0JENXI1mUJVIrHd211LlHog9TUqio5ViZrUNaF25/jyYIvg6eLQVOiZ5nwk9XqKq10wmLT1fNg0hfDgvDVp3bulDpSCNeniyd26Kko19d2KlN410d3IlK3dhUI1og6UTd2FQrF0DpSTNRldQpQF3fSd212zzRp4I91/UoSUeigDNZ5CTF32qTPdDULDXaXdXPUhVJAkOeS+mJT1vJxd3cw1/uC5XRHdbTUE9f5UkiKh3YU1i91rxZHdGXU1Qp/5id3tmmJqAlZ4NePAdXU75FHdWK6b+SfdZ53WLf8qMxHhUGp6n93cwondi5rf+CkqL91n5G/dv8E70C1CafR1KuA9TNJ3bXRlf2CsRNoBdKK/xvwUWhRLhVmglQiuUWTQqYXemKf1aFHK+rSUExHSOFBxWVbjeJ9Qc+FIPZ8Uv2EI6FBxhmC0lBggqoB6ar9EU8QJuAaI3Ay0lK4kXbEd4H+FrU6MPdEgqJRISKDSaFG1aFbFurYSsMI94vX+JAggV8gSPSTFgk3eMMI9ofVQjcjsRnH8PZhFpiQkkK5RmaiLeGH8mj1sPYhFKj3zWOtgv0R1xCzNtD3XRdI9V1iUPf1F5D2a4YHMcyXy4dRxGEpfJY6Y4j0j8OL1xSQd8OZxaD1CRbXtrlFfFhf54PANReY9yI28xbDY9j1uUq49FD0RPdj4XyTZcTE9llJEPQ7JTo5bJRo9KsnGPZ4iu1QeRPo9bEWGPUlY3D1MRYrd3rjdFJIMhyTJeBUUTyUuAhzhzj1vJY49gHE1PU7FKD0vUBU9MflHCN49aj2WUpw94T3WrYU9XT2uUW3guT1ePRlYTD2ZPWYQqD0pPV7FdT0vWAk9ZySAeNY9YUV2ck9RMz21Gmjtsj0p5Z35XQT3dOX1pKXZPR09ucJpPYo9fkWYEA+xDT3l+cQwrnGnPc/5ahBM3EKMXbVUGg5GkoyKxc/5VT3dPQQ9DngNRUlYMtnUBJY90z11rapVBUW9DesEEhRMdKPZx+Yi5gGWChQ4ALQgYm3ZuG1SIL0NDGC91My7eq5YYmDxdfJtB7brIo3eI1pjJDRVYpHsLMtgMyS4va0k+L2txDi9oeSw0FIII6CCmMJMm7JYmIfx1L1JOvsRBxjeiXokjL3REduQ3ok69f6S0RHPQDJ+KyTcvQoRHGCkvXP0XQSj8lDQ8iRuFJg9V+agHh5FIoTSvU8gY50IavNq8HzQGEp0qRYdzquUhRRrahV4qr3+dNq9YLw6aphqe2qunMGIJGrc3Tg1P4i1dK71sFI4YBbybUb5hYa9smpLmga9ovQNFNNdIUV5NHp0UOqjRUuNLzjRiJAV/LVIxA0u1HwY4Gd0f2pbZeeCbxL+vUkEmRhHRMR+OQRLcHN07r1n2NYCtmq+FrzYur2Oasa91diZvUN0WOoqjrRUdUaDkom9knhrFDa9dXjx+ArukFKRvZDCVb1TBKG9VHhlvax65A5hFIzqqFIhGH698RL5NcQelLj2vTWFjr2n5QC9l02/1Yhqt9UFQasUOc5OehdQGm1vcqO9TfpGYKlqIwJTvVSQM73UvIXwY73TvThk673zvUJAq70x8tu94DULvasUS72Hvbu9ew2BjNx0ahJRtfk1QYqeLgl0bXox3JipWr2ftaRSIPDaoJH4YFHDCm7Q7733vVjd1tylYGDIrghGtXMOb+DmdMCaynqJzENJv73aFGbchCTZFLJiTkSTQm/wrgh4VLj0MmCS0EB97Li49BwQxUiuCKe1j73qEPe9HrXtFAR9pyCZdPHNVTW3vYB97fCe5W+9ni7PvRlWdH3Ufbf8fjUAfR+9GEpLRNbcdfXsfRElkzhTDmzJ971VtajEZjQ9SYq9I1qYsiBdYuYL5enoMN1vqPIiuYo4qnJ90kSU/JL4Y7jDxTAUp5pqfdnyikSy3XyUlvhrEtOaHoI3BRdlF2APxMR4V+IatKqYpwX07PgiRJSfBTDYUKJVXfcMaU2T5RrdkJRveQ7iJpRYRF8SJ13oeGx8V9x5XYtdWiI03bkMV4UbqgzdhyBPIhzq4t0QJepEShbXuJwKOn0IVOZduHwaNZp9Sn1hRMLdl+RJxfeaseQZfco1N5oJfSdcz5q2SZyhh2rvmgLdzLhjlBeac8QDuCzcc2oqfYcFkX2jRI6KnwWJfQ6CD5ouXXSibn3OlBkimV0QhWV9hKIU3eh4KPkvBHpdF8VjfcCUNn0uhVl9OXxg3EtqOuRoFNX55r0aeMPFHX15fbF97YQ5Ftl9dKKq/O8Ua32HFGZ9ejIE6pYWranWuP7a2hIIhTQE1bacAOZ1PnUWZDGUrLBzGtZ1uuQIneJtD33SqhMW5e563U99ML0khrNkIzS/fSKW9nVv+Xu98BI2NdOEEuTg0LBAkDVSCJD9ISCbIOtGPnUQ/a800BrWGBwkwarg1nUCe+BI/QKW1oVC3LECOP2w/YeQrzTYCKfgYP380i6E2NBUdNj9QtAEyq+MisjSqonQNRx/fXaaVP0n0LMCXlDo/aLcukgumJz9RP2s/W9y7P0E/Qj9o5EIllrMHP3m3YeQuP3yJoDqP31ffUt4vKo2mpXVYhHRlmoGpn25pdWi8iK0XdICRrnUlhfAFbDKffk0BASH6FF9eV0Pahe6U2pSFg1qo30UxFFCF0VDamjdYgKLQC6F1v3A6niUTPzvXdYKwsXe4U0WR/hK1JrE+v2d9tr9s53B/Sv4SYqGBdmoOSKWFoIC1oKjRATd591nRXKFVl1sAm1FUTVU6vYgqCVnaoeaUf2tePzdpCJXeEx8+f37IPII+iILfTn92kbKNTX8aqBa/Uyibv1h/f0CcD0TeWkC58LjiKfE9tzAHm39r7mh3IhK/+yUVD394y59/UMGeLXHwH5sBvL+HNx5PUJp4MsGRlQ3jkoyRQaYVMhqNtjPeR39VcJd/Tllq/2AQHIymPm6JZTAWVi/lErUZWLL/Qh51fiu+Mf9UrW44PpU+/2S+bhic8S5TnBULFTeiuv9ZnVDvTxt19XprnZUTuxgWsKClLTeLOi9lnUf/ZS0EDx5knKqVMCo1rbdsv32htSAYANvskSCBsDgA7A1oXU//YtSyBKAAygD+pYB3YK+9FryCPpUKdh0Kfu5RPh8dhmIdFRZ5f3AgKCAfWKkSLJokD+9ngI5FkQD/qBWcvxUSoidyb8GJF3/QOhogNC/Bka17AM0WJVtWRUGeOdSDcmsA21iEtgCfYwDdZRVgvWQtAMllGxQoH34ulQDqKB3vSQDjlXBQIZOFAMq8oQDsgPeUs4CJrJ82CnAKeBr4Uf9UaBKAwfuIgPGA+oDWspg4plCbUmUumwDggOekH/Eppz8ecs8TSB/Nu9ymfrxdlbABslQus2U2VBCA4YDp2LWA9h6VzqaA4JNKoAhAyqytVCnKYRUbRQZ4HgDFi4+A9RUAYTEA9SkHgNkAzQD7KQVeZlA5AOVERe2j2L0A0iGp4pWA/ED2ZmX9A+aegNQfZf03AN6inIDl/RMA4oDFAOiFuLkqgM5AwVlXLI1A9oDPowUsuiolQPb1NKNiMAHQGctMOpeuNFApGiPTgVl3QMwsP4DolxAstQDJgPDA+ZxhUI5A2J9hHKX+UtU/kKw0FVi8VTufJKlier7GrsDhyH7A98AjWhNlRGd9bDZQm2VGaWx6CoVYiIYdRsDtwOBtbMFldlA4kXqT5XjpeG43hZ1ENw0X1S2WA8D4Ug4NIrF2t16Jij2ndXsQFYcARWgg8pQFP3kzCCDwzhiQJjUsINLaFCDgv2NxhCDcWHIgy+8wowT0PCDKIPSrGiD2IPZ1cSsvKLoUQSdF71YA5siLoS1vK7iP73jglsD6pRPvcLETWJHWTSDDFK2qBVdd721NXp17IOebrIVVeqqsHXuVtmLebv+78DHllSDLnhwfaKD/qK3Mp0OgoPwuMGqQgMuhENi9Ow2A5yDTqhNVDk43KGsg8xhkYJkfeuC/3V/qlB9f0RMg7KUcgNx3izV3IPvUABBlcQWgxfBc1TLgnXu3GpA4gaDIoMdfZF0upwSg66DQoN9QOMDO4JOg8yACoPTXpT5ZoKebpC8boMcLvR9aYXkNL6YaZZikkGowYOKUKzw1DQKDv6g74GX1H7iV0lWggsQQoNEFNSQKwPZmuZCUbI16H20BYNZsoWVeaoRSVGyaUXnuNrUQRUVsaKQ1YOSjNA8MZBJOnc4YamKpGiE1A3a1Kxgp3jiwdGcYzhdgzWczLSLwnM4JYM9svj82Hj9g+tgWSSd+T08ljR4SBlYM4NrnOZCEBB1DVuco4O0vTkkPZzrg0y99YOtg6GoRbJulYr6c4PnJEODE4PxqdmQyNgTVFQUI4OTYNdkwEWFnAFJwyQU7FScj4OrsiiVDYM1cHeDeBxxDeeDr5zrgVr6IUmXqjccnYMSoNPVwENV9en8RyT/g1uDbWA5DFs+LYMjgwJASbLvg3uDRFVfEebu8fhzg2yc94O7PJBDVbIbSuIaualPgwRDH7R4Q2e0V4O6tFhDcEM6bMWDsEPuZOc+k0pkQ3GyMiin9TeDNzBgQ+SSJJBsQ8GV4ajXPgjofTgDg9ODSpJW/G2DbiQUQ6RDfDCzsnGkALyiQ7300EN7nIJDZIye+bODt4NaDIdUMSSCuMbU9SSHVMY6/rhUQ/RDntAG9RWDWbLC7LODCFUxsZuDCkONlbFkG3j0eohD2ZWBESRDDcTbg18RGZBKzfGp45V9SQKFkfhawoEkbXgIQ/GptYMNeB6QrYOtFHmypNwSQ+JVuLEu7p0iWsKpJBIGSrRhqcGc9/w6kmxD3YPukZyekQKvg/ggCUMiQ1oVPbJcKJ2D+UPLSZDuqLGBQ7uyFFKD6jWDdbKWQz5DqkO8Q+10IEN8kKuyM4Vbg06Ox2Sl0jSSAkPtQxMkaxoPg4HMq7K7IsWD9UPLEXGFVUMSMPdkKRUiQxABVbIdhXlDaEO9sqA69kOpskYRQ0PzPC5DfUO4Q8VDyxHxEoX1y4NFsq1DVkMLQ41Deg3lQ4OyHZIfg0FDchgvg9F4HbIOhP1DDkNGESeSkUPXFU9DzIDDQ+24HUOKFeNDj5VzEd9DsUMzQ+RDmvS0QwtDz0POQ/uDabL3Q1tDtZVvQxhDmkPbQ6tDF0OoQytDn0QBQ8eDSbKR7gpDgMNxsiJ5TUOMiHMRnoX5DQFJe2ScFUTDkkMzPHcaTUOeQxjEAEO3Q6OyJvQ/g9VD50O7g5ODMMPKhUZDG0OMGHtDYUOdJMxEUyRAg3iWC0oYcrxctMSvDMLDzWy4g+38QsPH5sQC/po6bAgsZeaSw/zSYsMKw6P8KsMvZrLD//2KlurD8yRqw/LDGsOIJk39rbimtFLiXxHKcAEUprTy4gqUQbQ8jCrikBS3JLbDJkPzftHqlsMHg9qwIkMEOguDStTFgyg6tfRCsZRDppU2JC8ND4OuRU1J2s64Q6o6YkNa/aRDqZX7sd7D60MmrKOybBwiQ9SVY4POwwx4tal2w+rFD7S1qbh8ZsM0VSODLeDNstKUuNqOw+Sx4aHjBGXDm7KNwfIaVcPLEYTFuLiZw1myDcMCQ7HDnhFeoh7DHZJyQ8ZO0yQK/CzcXxEf8M78dcOIwybO3XjDw/zMi8L9gxHk4UMIcE64TcPlw7PDrcNHlfux6+1VQ5HDckNlRaRD7Dq/9BPDk+pGw/D4kRk+qgQYxYOHEufhcpz9g6fD67p6nK7UHqoAIm/1YZptDJiyY63fDJa0xkTt9a8MDvzQon2DdtSLPFyEfFVOxIfDtqrbha1ErwyC/ETkC1KX2jbq4COzg8vVcl7N9YAjMjyLwj5Dl8NQ5PfDsCO9BOqSI4ObEkfc/8MgI5ES0uIxBJRDgRKARnIaBQIPDJuqWEWaQ7USGAx/ldWDxCPDmd2VS61TqTmqSKhbg4sSp6poGhh9U4JYHXeZlpJYI5T8r4asIwpDnqFihowjWfqX2tDk4PLXw9gjETyUI/wj89VgWc4kOHTPZCk8FboS1C+qqiNEIwIjuAyEI6RDIiMV9IMgJ8M6/AYkeJ6MQ48SOiMNhW4D3COnjTy0oNICQ/QjCjzLhRAoP8NgI8EEiUP3nWGGuiPOQ6USXapflSSUawyvw0IjPkPvndXi7sAQIw4jd5mrJFQjJ2DY2kA86s0S1AojojzynfwjHqrblUuDcNwEPEEj/CPOpo/8fiN6QxkjdoZeIy+4CCOlqqGVY+RhmiGqIswAQ8hd0AxaSIzDY9V19PhFI4MNI8RupJxhmnqGyWCMQ9qcBDwOBO4jkxIBwlYaygIfw1GGgyNzw9QjUm5lIykjPqoVlVwjKCOjI6T4N8M+qpGVsUMtIyYgpfXSjIn8S9Tvw+MjS/RII/wjsySWHl1D9iN5JUv0oYX7I8A8vQCvJBsjogzLI8gjBvz6DMK+iUPmI1yEjyMiQzIj0uK3IykjZ9yXI0YjHqpaRbhDKCPjg9GtkRnfIwiVdyNiJPjulpL9g6sjE6T3wzCjciN21BJlCuJnI4ijIapykt4j/SNv7pk660Pfne7iQfxmI1tq1+L4o1VDzyMK4mKS8iOSI+ijxSPoI5GuD4MoIzpsL4P0o+UVXyNkDPQQjMPvIwrieyMS1LUluAwYlbMjhKOP/NxF1KMnI2eUoDrFIz4jAcJ8o+HEFSMEPPxFCkM1I3uKbKNMI4sj4Az4RdCjZiUK4lEjUyOZ9FPEe0OrI/kS3Q1SAHd91Xrp/E4MLniiwy2AEBJtWgZMznWmo7rUtbKiwzakVqNvfRfalqPu1FIEFqPUgkTkLqMkhi6a1gwOozhkdqPu1AGjGJ3KuQRy+YOseQQjykYWwxisITyvxdKjc9SFqoIlfAQK/DbiO7iV/Jz8e+JjHYlD7jImI8FGvcMNbd/c4UyUQ94y+gxIJbhDiHkYDOWjZCPR1igMcCXFI9nGw/T5o9KjvAiDquviKcOIbpOqM/ouw8GuXaPJo4XD1fF7ilDtorQ1tLniSvrpJJm0IAp19FfFI4OJo7f0T1y3BP2DX5FkDKdBWUNJ4LEjs8X2RLlJ8AoXHtGjDwqpo7P0/8XOQ3OjboaoxQOj8GAvI92jGcORo4ZuLUqDtB79pyNttFG0UNAPI2fFA6PNeZKjb6OEqmOj9oZPo62jc5naRmskUbRS8W6G5D3Xo52jwAzkIIxD/6N7ilTtzkNf7D0jsh3vo3IKdfTdHcm0FjITI2hjz6OeuigSSiOlo5C4CBIloykyn4ZQY1VDEPqnqjwgjyTPoyzFhm7BSthjjqqZ7bMEUbQYY6cjHbh5g/4MtSD6g4JiNfYdRZt5vGLIQOxw7DQSalM81oPWkiaeICSM9GnSK0XD1Nxj0mA11M72i9QgQSz5kmLmpFYUOxJpTY7SBu3epHbVWi7IHeS4AVzQtWNiO/agNCkY/qJvqMrSmu1TsDpjKuDu1eZjh86WY084pNXF4EZj1pK0oKjFemiVVKPYEmP8Y5vgemMEqMJjZUWLA7jUA9Sf7Qm5S2hp1L4gQj1xYZ5jr+1xQUzoDlyxY3xjKmO0wJFjND21VEbKEuDe1QFjmR36Y8fUG0U9EtZji5Rhg/xqzXYM+bx9OY0T7XykOmNX+tvtEaj6yvljcoPpKuZQAsOYnesgn+oYg93asojtY37dgJ0wlde8h2y3TW1jndXZ4D6jQzpdY8NjHWPJPONj3TgDY9CDInzTY2CYOIN4MkNjM2NLY816qhSgFJe9++7fBUFivpA/vSHydIOEkOoQxp1Mg3tjd71DBMaDKKrnY74NaoMf9tdjQ3B+g/FVLC52PGGDZ11NzjtjfGNQ9nu4Uh1igxJ6eZ4hQ41jPTAOAyp1foOGQMEDIfJiahnwmKl/7ZdjLJDHY06qY2I3ySKDn9yXY09jjp0E1emolcD3YyrNlPlY4xgdwQzMNGjjp9yPYwlE72M06dmDnvJITWxor2O2RAneolUzdaZ6QgOtXt7VS8j3Y6sFjmMn4N6A1cDy+NqDnOOswNBVX9RXYxgdS7DY+ROe2gM5PI/USONk4/FFQagxcAAgJmSiY0DjktA2ZAbVZN1a7WRVjmM52A5hcvjxvAZBfaAi43sDrOPC45ylNllnY8bjPOOOYwJI6HYbld04GbHa49N1stUrRFrta7AjA904zUThA5TkzDRg4+Fh8KAJ1ErjJ0CZ2RCSa55MIPnA0bmHA6MYIePaXsQ0ZCjA4xrjDVrDyOFhfhTe1e7j4QBX1YQK7y67NFYqGxzqWPaUQm6jY+dmcqqG+SDVgOxmqp863XrrY3jmXbDKqrPhcBrKqvEcFeMGlpxqmeP149Ti0BpK/T1jEXpN44D9k2NHZoXjw84YA0VFveiAMP+CCJlCWi0Msj4NzSiZiSqETNstsnh8sqAKxKDbqe7MqQxSdCPjj6DBWg0qq+ORtDiZ+vhr8v7g9LZokP/KW+NPtIfjO01jMAHQH7iQrDtE4BbwyEB4HkwqGOOIt+PtDEOKtEDsY8bDOHxWilWu6BTa1IDQ18SIUYQ48akWLgXUNQVhqbLdtAgs+KATn+PKvN1DqvAkcsZ05cRbKmxd4BOHOIgT2YqCGCgTnWraiugT5zgLSgp9kP6MkJS4C0rTPK+wfgX2Q0ATaB0ZvMUj/6JwE0ziKvREE5RyqXS++LgTbPi9tc508KroqvYUvSKoExx1RyK1qfNdx4gc5IO0xBO0CObEuUkcEyATyoADiu3wEBMvVOxy7oiiE9WiKnLRajFCebRIE64ICUJ5tMzdUQEe3JoTE3KME5G4qhNoE/1YtXQW/Ck0V1oFQsxjyfxXWjHEz6MEqtgTjcPk4QAk0BMDo19Ox1Smud5EfBM0EyMCp5SfOloTCs1GdJ86ahOIajYTgQxQEw75zrRHKvATOBNPXG5yCs0hE2vm3VTeEy84prTCE0KdrMIpEwwTTOK1Fqa0eBN8akwTIQhzitITKBPfXJkTVgXqo1wQeGrhExjcLBNRE43Dt7RyEwF0Tviu1JUQ8cQieU0TjSBYEy1YBhOg7n/jE+UwuGGauROygToT1RPdVOB9R0Q3w8b9AhMp+DfD4hP5ZRDWdhMgE8jiRhNVE6kghRO6SNdELprGvVMTFrVTgmATtRPHI+oQxzVa+XfaUhPuE4QT+sjdiqO9U0SRGbMT3OUpI5MTqXTx5JEZDxOEsEsSIoyzEy+GmEMXE9G8uyLTE7iBUhPrE9EjhxNbAccT2wyf4yATCIrLE3jlVwx+EzD8ghPGRmsTfuX8IxUT6LV/5b3DQSZZym0TVHjSjGoQLHWUE/wjj07aatXlBJNBE2cTdCPYchB1hQXXuO/Al9TOE9e4v+M5EnST5l1BE1YFLWNho2ny2WoStKudPQgBExTWx1TZqB4T8UixEzvwohMHEfHExPBLdJmjD4oX8BoT1yp91AiRhHD9g7ysgNQL3jgT4gpKEyKTGxMAcnoTR/AqE71AhRPpjfd4uUm4k88IG1BfuIO0sJMQPq5EmcMak5ixhBPKkzZZOHzFEx5w0bxOk9ET7DjXxHaT1YN8k94GVpOVw5d+BdTwiNZ0CLo0E4aTx6Pc2vyTsB3+I0KT18SpeBsThyqXE6qTDhO7oA0TSZMLI4iENRMEAc6T7YL2xG6TjcNZ9VNUL/Df44a0aBOLmAYTRUyf4+CU7RMuk/a4VZPYk47WnpMsNAJDGZPdVEWT/RM21sdUs3g9lK7UP9iRk6gdmkMtk7dUFjDTEw2TORJxkwOTNZP1OvIds6OssJ/jaZMzkzmTSPWbHQuTsJPDk8Z4+8PmWHqU0OqU/DK8FuNSICoAXJXxhlAEDyR18uf8GMIwvhsVwdgvmk2YVRWwlB72JS0fFfIIBvmXI2eiaALN9sx0ibzSlETqO5NuhN6GQCrUHpG8qZTBIOI6TGKzhs32r+5VWFfK25OPclhiUFNz5PcYeGLNKlAE+PxEYgPKogQ3k3Bie5P0mbZSCMoWFaLC0+jsBptgosIoTKGjMlbtdNvat+paTORTYyIEU0rD5MwSoPU0yx6WDMBMe6V1+tCmCw3EUwu2XNjPjJOU1+YQnRvmHFMz2pRT6szUU7xTMv0bY6MlMZYsAnmkMtxMpJKap42yUywMCTLiMsb6gaTGETIkKo4cAht4+SRa9stWX5FZpOL2FboNeLak/5KZnA142qRhetOk/3g6U2daBxDSU7R4TFKQDHGYE/S8UBEkxlPFpPOSalNfKUXiZFJKU27y1Lq+UzIMhvKTZJ5T55b6UzJTLKB0nNpTBlPFumwVqv2SU2oGnqHe4lwqwfyU5AOWw2ryGmEjyZZkCBqtTazY2i/aJvppSpr1I+SJ+B0EqIDpU99dXXnlU9vjit0SAmaQ7rQzEZb1IUri9Rp4yfxM/PVTNVNtUx0Epq7kVm1TnkpKPUB4hVPNU97ixHjmzcNTB+PPgLlTokqTgmFdTHUZkB2CQ11wwh1TJ+PoXfv5jh7l9SeCXvyYivNTUvwyI4XhkO4vDJoSmG31BCcMk1O9bU4k+wxaXd76b+jwukJdGrR2hKPi+536+mlKR/VwlBoObvrxEM480wxjUzk8nfUngsQT17oJDdU0aE1KuJhMUIxHU+giJ7biMhIjGLyfU+VK+iPO/Cjjp1NbU+XurfUJI6lTUNNOgtJd27o09VjTtVOrPHDTe4K+neUwH8Q9rKeNVwy4+JJ1UNwdguwjV/V+ZC1TEtR4E6TTwNDzSgjTQcRE7gC6b+gDzXY8rNN+/Rh99NMjU2Wa+foXUwtTMn3eMEVT2NpqgoPKOZ5/U9e4zN0XSnSgAwx9U6zuHPx3U4wig2BuSlzTueVOGokZp32MItVTj4JM02VTF/Su1EzTTXkm0z4je5yf3MX1L8OQrSdTyEJWXczTdQyTgpbYU1PO0/BCetMu5fjartTVattTNtOm06aNjh4nWkR4ZMikuoTTHELzXaXlzhBQjEIQrbr4bBxCvtNl4RbTntNpUyBCZ1OVbfHTUEIA04wiWSAx03zTyW32nO60rPrc04rTkbS7ncKtfIQfOkfMtbqU0DYZjX35chzTEIUJ0LNK01P3DA28rboPU1MZ7dOD6jZkaNMetHbqRTxQjDeTdPyZ0zUZGNOl00+05dNLUxPTMrSDEtrTIkADtLDGTCOD0w4ZjtPgyn3TMeB205GsXdPPnQ3TrdP1GVz8e9NUkAC6m9NHrTOVddPZ00kjVdOIxmcthdNl03PTY+TuwCbTERbfDanTT7Q1vFNTBtMXKvjTBlhGo6/9PnWytPqqxeMdLUAz+ePUvIA083zwlJSGMNV35FUmdFNMdIPNoDN2de1QGMrMgHNjQsJE8qh0aDPUZIAzqDMd49DN+YAHDeJ9u0HnwGB0ha1IzCydYHRTrVj6uI1qgiGtPjiPDeZdv62HIJQzJCI49Xhh6QxcwnPNw+CL4LkMmy3GqIKdxQz8HUz1Rc1CM/Ejsx7szU0MiK05gzxwxQzJI8wkSjWPuICETPzYhowzmmh0/Koz+kB0M3U8GkVKnVQzWvp2+kHN1JP7eLYttDMYbbW1MUyMM/rIBjMZXEk134JpreZ8djMijM31xPqiM2JMkK33btLAkRm5rWattM0JI9QzdKA5NZtTATMZUKQzZS1QdSwzYJ43Ex4zu1VaM45Kbvo0M1Yz3IZzzbwEb1NXk+LTJ7QoNSeCrG2mM0kzHi1L2HEzSFND4Y4zGZ1XDFvNtjOlM5bIDK1w48OIOJOAbT9YdXDSjApKBVx+M9KMPjOBMzWdU6ntM6Ez6N2XOtn6lDPGRoBtDDOFM0uUPOXDMyuCxRQpMyyNBwyvrbpVYTPnSm/j8Pj0mUfD2KPTJMszmfTT7N/D6zO39HfD57grasAMuzN3OIogHZYBfc/DiiAXjKKEfCOHAlS69vhfw+WDiiBbYn/DkYVOxNszjDzPM61EDzNgIwRVa5zRAIZKSl4LUvSZZ9wC4y+4rzNwWWCjMvQYmneZTSNSID+WQdNUnL8zkiO4I4T0xcK7qnJFILN7DCQjSYUy9M8MjiOYI0X2FCPQs4ogVFa4imczKLOPquCzvvY1Gnke1A3RAHr2G/qcI+HE0QCMVilkpfW/M1AjYiNHMwG1UaOEs1yz7jx4s2yzoiNYs1IgzLNFI8izg2qOI/6SILM/VObiRSMQs3c1JiOGI/M8ArMGI50jg+pMsyojZISsQ/uTPCPKtHYj2LM+/P9uerPXM64jkyOHAhczyS2knOczvPzg8uGt5zOBIxSznzMxqmkj45xEs5sjv1zfDbSzrIxxIxkzyrN5o8w6utyQsxMEALPdYoUjDrOTtU/0eSNysx9qYFmWs4GzOwQmM3UKlSMOs10Ma/R1I0wj+zMTI4SzmLqtI7q0xzMdI13QarPRgIhj1jr6s/Tq/J6jSg8zn8PzI/qzy0rPzEq0oLPuPFczDbMt9NS4YrMTtD3UJ0oZs7sjrLMYs8OZkcNV9eoEFyPJsxH8JjxAo8H16gRJhv8jBQKDsx30PyNKs72zefSfI772/9yvI0i46rPm4quznLPQVlZ1nbM4jJej5KMws0sjQrPNs4PUa62As2yGYbPbs1sjX/Vtsz6qsKN7M9mzZKTGnHmza/RIRfZExzNoo2izpbPWs+SS87Mjs3ijqrOdIp/AVLPEo0Bz0rOvhr+zazO8s23EkrNys7Czb7Nwc3ezCKMns/ezW7Pwc0eVWfoIs0fccqOR+Ouzr4ZSo3KzIOqCo2MVVNITs3IMQqPfsyHiBHOJs7Kjw7OhSn+UpLNHSvSkCzi3s1QM8jMns7qj0a1ds9UShqO3ff/T1Xp3lmajeIbiil+RzqPoM1IUgnP2o856AqKSc+6j5qPwM0wkD8CgGgagstxKc/6j0nNaw9fVanNSc/Z6v5bqcw8CNqPxU7zi2WqEBHWqe6My9OdtVaol4pb5SaPBSjZzXaNgY/647/hePO2ja7O7FX6zyB0Wc5k6RaP1o15zaLBlo0hjnAUd9NWj77OfxnWjR6Mgs/TgWobNozL0lrlto6odsXMBuqUjjnOJcxu6fLN2c3Fzs6rxo4lzVboIDORG6erzyjbisu3deIVzhaqeHR0C1jx07UFzNCMRc15zhSTu4k9tQHMmFe7ilcUAuBWW7eIo5dskrAWiDMVzILMMiHKG2XOz+J8wr4aK7eMEpnN0nl+jznNChupGXnNpc5a1XbT2c6UjwR3uZVmjNIq5s+uFUaPT4oT0tpJchv7Fs3NFczbt23NJc4uzmMWpczbiHBSRAp/KF7p19MtzSCBl4nX05XNIIP3DqXV7w0ZzKrl0ZSnYPhJlVtQEQgzBot9z2Pj3nkLK/3NSBUjAPRJtVsYFLRyA1ElMh2rc6NGi7NKIlOFaf3N+cJdqUfizlHrKBPh8oiiawPNpBdQMAxIncKNEnLLJxJ4S6MRElAXE9KhMfBPixVQIir+ljUABEhh6jSKk8495vdDzwoTzl3mskVz4GzAfeRcIoGW3Bqt5H3I9uIyyEJIQUAT4NLKDpPWo/SV8qjcS7POtJVa1jkrzwn7iLxIr0a0iCvO71NTzq0TEsn9zl5GcBOSyAJKYMAL4y/T5ofjz9XiC84DU4PMv/aolb/2/1cda6WojYxCky7g28x1jmnNW802sCJKzY6LcLvPhavKiYDMx8mMwd6QB+sAzvvOu82tjTvO9GvbzCPRyQAA11vPh827zoaOYA2rq+RT+opqFSgP0UJp1Mcgag9tAo1psA0cofONV+G2NtqjfXDQDdGY81QXzyfOx1J61ujNU0n3oOgZ7XS9gxvhfNUVMEoN18/6iAObXIMb4ByIxyBBYGH12fEDiNIw2A8b4pANfSOnzufNZ8yLMT72JTe3zSfOAfWVNY2KT8/4FupwYdbPzVfjJROFIJfNT83+qBsR7YlID0EQgdSlcYgPT88pqMeA9SZUFdw2k7ULjdHzCiDSaeOPn8xKYzaQV82L4ovOPKG9jwQWfIrfz8aby46n4l9TAqv4DnvgPmkcoW5h7nM8uymqhAPgDCfgTEnohHPM386khHTNT8ybzNlmL8zqNRPN64xALKMSPdFrjPPOYjnykRfLRAzN+/QP6SBDJaQUoC19ICeOoNdNNHJox413zsAvssId03gNR+JuKX0hbRG4DrNoFxF/zDgN++NwDrVF98z/zl9RS8iqAizPM5CSoxwqGBnDgHMDBRKN0cOCdpcEUbtgjQvnJ/QpSC1R4Hc7c8i9cGUIHFpdEsxIrkiJaQkR5IehSGgsTRI8G8fgdzkNEliLwUhClfkR+WrzkMgveuAcgowbSUp58VguC5L5eWH1mC8b0GSb9CpOo2nVXYNQwjhTpyj3k62Dq3NYLK6h4xB8GVuRc8q4LZlqlQhIwEkS+2GDcI3iGC1oLWuTzdJdEEcpc9BELfkSmEjeSwNWFRErKTPQBC6o1YgsReM9ceQsH1Y4UWQsO5NveWH1pCyOSwLCCC0UD2BFVC7ILCcrBC1bAjguIho0LngtxoHbcKUISwpDcoPMTUjkLckSeLEBdGQt8fXEL/bIpC8jY1SK9IjELiQsJykHkhvLgikILbQTaFHkLKvKlRCUL9ULfcIyqZCJs9CwWmQuWA9gR+goSRHILDHjoNpELtwYTUjsLwwt6C7zkGwuhC3yypUIrC6o1TgvBjhIL1UTeCzp6cwuQ3NYL7vBJ3E8LjlDAfW4LdeSGcsbcdlq1XTuUnUQ9C2p6YItDmiNCQIv1CzULXJxpYOULnQYjkt8LxQs2Bg7kHwumRIN0OxEMoHYLfApgFMUidXmK1iTcY+MWFoUmlgtHCwrkpLbnCrwMAhE9WmnctIs74g+uqTWUixoK4cCPC6bKeeS9yIEL8QZ+0JWU1SI2FrMyFIuS88cLDiaHC4yLvORUmPtEXloCEb9A2wqsi/GZ+H1qC3nkc9SXkniL/z0W8+7dDJbC3GtjkFwoVBZ6wfP8U2SWEpmP1cAzJos6izbdiAOy/cSLFotmevqLX9X4M3iWNosyzmZ62osuiwPjF71EM9lqFpImuNNCFjUi4CpEFKAUwEHk7B39BH6LD92hi0YQWkT+i094tATRiw/d1Xj6uDzCYjUWkvrcRQpdVXE5emMHRGv4LJyExcFESUA/3ZmLaYuGJivdiYvvmMJEG93ynLjFePQ0NG8UVYsf4lGLtYvBi88LfTUFixzAcTnbHTh44YuJ0LMLVpUqRLbgmDWOUDyVOhQ8jXE5sYMji8d1fAuc2Aild5n0XBtuxqUYPOCFHAgfVSg8kX2JvNelGDz94OuLLgtP9IN9BE7pvmGGhGkEvJROUYYvhH2DrxC2qqHFgYIbiyFKPpwyWSmqJ8XF6Gu4wDyHYe08Y/RyDDtjvZD0i+7ip4xmU0GlwXOiuAtk94uARo7UbfQgpQFzplyJEK/45uInBQ30o6Xx9KBLgYIwpXeZvlw7kDOLojx2kiuLMjzruPOLZ9yvi/ycjfQ4I4+LKJAL9DGqZpphnBKEZEvES/SO34txnsRLO34ms5sgg5ykS6EjOMzlqu+LJjzzVR2cz4s6PJj1QEJFpZtzgyTlEBqzgEu3GvBLm3NTtO4+LnM9VSvZ6EuheexLcksB3AmcUktxoxZVJEsCSzdzdiTAS32zoktd2Z+lqGOYS/+LGAw2MuxLMGU6S/p4A1W9pWWK3/rIDe2+JGOeXMxLxKWf1hFcykvQSyNzwIWS0Ee4Yoa/1KmchEsTc2TQSvV+S/juMktQhNilJiNuyPgMbku4DK5cv4JGSxMjV4sHEFFL03MJS8MQ+GVMnpBLqUtQI0HKVfRJS9Vu0ngDVYA2zkuUY6xD2ksnc9MFYaHoZbsjy1YHix/0MUuJS00LXapCbofV1b5hhjZLx4vSpXYegZylS9Oj/B3fjrEj2lWT6JclFfSR+uLTWEuQY/RL1fRJszhL2Axahk1Libxo+IhjKUtjSydz7HiKUDeLf5TVS/qlsB7nqt1L5zp+9TxLGAxJyr5LEGVL9AFLM44nS6KjWktxS5yjc1ZmS36Gq0vd9P/c6Qqv9LlL73K6JEFLnKPLVshL9eFzVnJLklxt9H9LW+mBS99LWB7HS1ml8fQYnjezF4t0DGuLYaELi2cSkkvnpWWGzFzXi8el6AIyxXBLDUsBwhABOUutpe7iCsW+pHZL1+IEy2OCr0uoJLdL4MuTrgcF/FCnJQriS0tyS8jFL1LLS5qjUVMgy54KS60fS1ZyO0tky74K7Uv0pY/8gQqOS3jL3+4OS3XuXqVdqrzLnkt3pXaGIqxgy/uliqNeUHEN0MtehrDL9I7wy/rgBvXMy1S4hy3Ky762FwUl+n/TmouqxhD6ZqP2eh9QrEo7lOJzp0wmy7rUuHLktKTApsve8+zGylAQEmbLKVwcEhpzRosGlubLHstmyzbLLBIGcyr9BDOpgF6LFIOytMcNTvKl9NEMLJ3N1DtL33SPDWxKVfTxy/pA9oaJMtHLYJ6/oxRLYm4Xs4IlTpX9ILwz1HSSSz9UfjOWuurNxL1FzaXLo0uHKuzN00BFyyCgsp0e1JrLc9SazZnLs5wVwu2dqcsD9MXCuI2Jy6P0zctKnbHLvksjbuVAkctKzd5FPcs4c8eQ9nEnc5wU20DjywnLyjoHEN3LC8vURfOQsrE8cOekWcvqXuhw07ZNy+uEec1yAlANN35q4AnLkHNawSfLKcsIc9yuijM+VEJLw8tUy/2jpkU1y8bFTpWMCakeBEPcSxhkQTPvcphL4cvnwMC6alPpy+XiDKNMy8nLfobAI1PLHctUo1PLLI0LBknLqqb/ywPtGoJfy50z8IYqDMXLgp1oK4TLC+CSjXRUrDJpctqNcCt9y5qyGZ2CpAP0IQhOM/jN+AwEK+/LciOHXLgrACvnlhgrChjspF64U4vngAGiAwxavFGMqWQUeOfDnCt5gsJ6shDAqgMMQitRjDFk8YJJQHENRyiNDFiIBLwqaVEykIV9gx3z7rQg0kutKisYjGIrkkhOtJmqKhCvKKrT5GLFjLz83CO1JBmMC7SJqlGMGvInqZjSKTDvtvDT21JdooSMhNI8K+EM61I8KzEMN7jq1bwr7xPSK/A8uIyBYlpYIvLN/M4Og5yhjNW0T3n8nHIQNRrTDIGcZiuXDBS8s5xHKMYrESu94NJpBiuU0rYrEpiLGQErBQzeKzcToNLG2A5aCdNTtAIrLELrUoUrILratuPQsFQGGR621SsS8hxCbqqlK/RCOSvNK1BC4NBK9fWhLbRiIpmcjit509VUKsDJjMi6Divs0PsMlBSlpBmMJrThYr0rElQQuh0rBmjJjNC6FrSpnEMr8LqmdMgNUSuPU0XQCZyqEDqzprTunGErX1PrK/IrNSsGJO5K56p9K6vT8ysNjEErqoLTKx2cXaI26h60gySHK+VK4mIADJMrELq40q8re4LvK6wQpyv1GTd5mStuZGcrzPnX43Yrvyt8+ZDY7ZDk01ymS9GLK2MrB3l/Nu9iILoL4DQMMivzSn8rRiu8PM60dJwYq44qprR+9SirI1OzhGGcCKsWGSPSKhjOkJLTbbXGZI8r0NPStvFobSuLNMBi49ARohu4xyuS0Mbo5vyqdIfVxuiRSiMrLlratCd5yy76KwsMsvlcq1nyHzqg4vNoGivv09NSCysiKz20gqsWWqE0fiRpK+KrXPnQq0KYALokFi5kCis6GXqrISSfKy8Mq1Toq5Wi39MZK+4r6LomM3KrkMrcK3aru7RVAoErJsAfSkeqJquQys6rUYyBMPcMnWq+K3TyvquGKx6rV0oeJOSrUvw90pYrwrpaq8621bQHUOartytHtOqrfivyukCr1qtKukGrFqtQqmOtXSvyul6rlyvSukWqBzl5KzTwBvXMqwFJhy2Oqx5DQLhsk5gW/wCwMwc0EERSBPWrUqBWyx0cdav2lLUMEETtq2yM03oh86AShsTNqzptXTRNqx2rDasKc2+kA6ujqy2r6ozdqwO4vateywHdocuOYrwK8zO18Mar4JJRMxkjTpzz7dCIK4JDkHYqogpJM5JQD8obq2kzpBCJK/3E/ivS+L9SLaRB+DF9E1gvUqAkfyC7XY744tPIAX+gnJSvq0yrmsWBQI+4D6sqELrFLcAS1NerKWhf8NYEK4Lnq8XopQi7q/9TaLUi9u35e6tziNfjFZQQCCuCkoDbq5m+8s2XnZUUCRg4BEkz0jQUKswESTOC1I+rzQZeM4dhEAhcbhcF2o2QI2n4oy4LvSeCkTQLZHfwKIR0XTOyoSs4yzRrLSzyK2RrjTM6ERQqa8TPq5eCZzWXYUvgnTNXDCJrOWI0WPMzBGsNKqerl4JNtUzu/eBJM6/woSuHq4UzTGv90PJr6NN0a8VZXzCX2rXk20BsiB+g8Jk7uK/K6mstK/uratghQR8ewyOF/N7ETeADtKVkmfo5Yp+IYxioo6GK7CsmBFrWIaoXYLq064lr9KqYfbTOjL48+yJKtCFrPqrxBQ+0AWvQDNEFmfw+awQ8zTCitNPc1rOHUsL8UhKfw2lrArQq1sA8SWvjBKPcoWsr+XM4BWsrM+z1DwpSEl8zbwbFa9Tlcl6BuGM4FWsxqg4FL7jUylAjTWvVa8eGGDxmBu1rvjxkGOFrNWv3So8kBWtAsxhFayTUypIjcgUI2glrdobsBYr6MWubmS/5fAQRa7aqHqTFa7Y6ojyEunNrSu4HBoK4U2sIDMAF0WtVOgHCyAWyAhlrUYbHa7MEOWsAS+cS3Ws+qm/oALwla5eLdWvLibgFjbNNtHTWmyOI9fZEl2s1c2NV7WvmPA/5fTjva9Y8wwbtay9rJQQnSkLWp6rFFsFr/Eg2I9Dr8zyj3J8TcaP9Ep0iLWuCsyDry4luPAQ5HgJja2Zzv2uY6+yzVWvLiUjrr2t/jcuJ/2vtBt14iOsiS6f57Wu1ZfKeJeJo68NLlXXZa3k60UtG3Ewjo9xfIM5LRdCF9UDrgEa869GtDWuhI7fgb/XT3PaztOvLidzlQFmDa0Q6niOeVZH4wusDhilFBQL86wwjbgY7a/ZkG6Nl3Di8TOsKsxrrN2ujqs4kGdaZIwrr7WuSJrkjk/kMeCbrobOS6w9r86NVBW4xXox+BfyeEOtNOiER4Wtra4j6OOte6wEGc7Sba7sjCkq7a+gC+Px6nClrVHMc67i4p2vUuuv0G2u6OmVLuy326+NLXWvLib48qfS3OktrMMtla6trlYaiSIPqausncynr32uF6xDrZTru4q75ygIq1pOzROvF65yjjOs+yAuGLOsBFBLWt6pBPWHrbOsnho7rdzi46weG2eup62fcyaTJa/1rcRzbJEnrJ3OJBt1roKMo64rrt+UfI8iG9Wte693EPuuVhnvEALgB6/aubbTB63TLb2uHa1XC9wb5a2XrUAI8BKzraJOP/Mfrzesd67WG9euPht8S8WvpOp3rnaSp60hz+Otj65qjcesda1ZyS7Q961TL0+vtayTrYwYw66frZKOknFXrSgzZEs1ru+sK4kXrdTpQG27rJeUK4hjrmesqy5SRpPhIG1IMButP6zqj2gaV617r9RIquDWrP+ZGjNBqNqRr3ErU7bYGbYZz8iZEG+pzwnO8EsSWDqStq6qiZBs0ApZ6ekLMG1fc1qNBy3iWzozQarqcC/xYlhwbpIMX5dma44m2XFGjhHjFa60ULnNMS/lrgcVgWcFK44mKuHyzg2tSG3GjVHrd67HigrNzi8VrcLBNqrBLDcQ0qed96AKIS19rS3AASylL5Kn3c3MEIBvQGlqGOwUI66gobaPqGzobECXKG5X8NKlKGxGttyQeG3nDJQSM60eCpuuEePVrtDIxqgH6o+tyG360T2s0qdK4jSOjSm3NO6ONs8brEuD9Sx5L5WuOgw7rZPUuG54bqlz+682i5HOqxUi4NKkbxeXraLjR6jSpnLgnc5y4o2vWAjcjj4umG9d9r6Pghc1r0SAbs9tVkhuAS3PrFlVfa6obrGPeGxEb00AqG64bfXUgGz0bKBK5nKIbpsMoErDkG5O9mMmMaoRqYXy2tAQLG3rVhqVvQ5Zg6tWJnZcRcxxK1ZydPYP3kiy4McgwhIxMFWKODGS464Io4k50hIRx3kRGPqVskZQo7rarG59ESkbb9YjDQRUk9vMb9xu5jDGl7pFwUka4hMisROcbdrbs1fwU44Js1d8bb0M8Qzcr8/VvQyqVGYwmuLX+4tXXYKq4CJv5trqltpF4Ula2uxvukcuSBOKnGyCRaFLBcMbVl6WTSRoeiaK2De+4TxtKtiGl+JtQlVUM1JvxEVYUakTG6JbEn0RxjHkhHkSUm2FGN3WXg5FT/raCpZ4Rnxs7jA+41xs3QldZVxsYmxliw6UiECibxMCDolaEZYINYsUNcrH7GyswSpuBEXVgXkZ5Dfux2xuRolKbNLF9kv2MlJDim72VuNRTuMsbidW39WsbM4xyDZ4ROpsLYkulJJsCVSkwDpv6m62VBxs2m29DjpV58BjVbLFEUtm2JnLJeMcbqaJGm8pEQZuSmxsm6njCxHzVWpu2m4yVDFhqm29D+MO30AmbgJvRtjGbiMMTkD9Z36WsmzDiIZs9g7ybK4wBm5M4nJsWmz6bgRGCm+dolrgim7nYT5yum6xVZ1nvOOOCSxKVm4847V73YlINvpufgwTiRZu8QxKbgAHT9fxYbZsMWKfiFJs4m5DZnLKAeGGbFdi8pcsRfZvDMOSEUZuZoqdSor3rkmvKf6V7G79Dt9Drm9ib7EMzYcub6Jt4VZXwmxsZm2xGl/W8Q78bL9CWm9Wb8pjCm4ybYrYDm/ERSFIFtWCY8xtzmy+bS0Spmx3Q4JtGg0ybi+Igm3ebwlj4MF8Kn5uV8Oqbu5t4KlegEJt81ZviWYwKm4miD5tvQ+mIBxv79ZeDGpuxovubbJEqm6fQEZvSm6SbsTRUDauxY5sR2A2lGREfvBvkX4TRuD+bYrbksuR4JZsV2Gz6abKoKD1iKFsZEXuyXYwIWw6CrtUwW4KxBZsrOKaYoYQYhJVUoeocmwabH4CFvGabR5IlQN1ar5u9lePwTcQYhOyEtDD/nGsbQlvM+Am4xKx8XJj46luzWRpUSlsjA1ObfJgsm7xbnjBqW7ixxlstKTH1b0NvGz74K5uyWx88xpuQmw6oAltzm9r4yJt+m744vfyNm+5bxMCsCDxEBltVXACbRFvdScpboJvF5Bn4+ltPm+a4AVv/m0RVeUiL+DmblUjEmzSxxlu/8Kb4dFtOW6K9gptJXFcbF5sQsDObVltU+MIwx7jmm/ZISVtWm1SEbpgfm3abRCmWpaXYGlt6hP2o8lveW4uplltNmxji/ajxW5FbCjCy9RtE15tWSLebKSzj2GWbrxuFW0lQgZspW4ZIC5tZW/ESmVuxW/WAMmChm11biVuO9Y+bm5uP8CtbMJvQJPNbLJtoW0Cg81vOWw5DoUgLm6Jb/qjXJb2btZUQsJX1ypuyW1H8yJsTW2zqfluSW+bz0UYEFgwKgiCOeC2yK73qjG9biljmTHLwTss0FrEI71u/HJlw4JxeoMDbF0yg249N3VZzNIicnkzInDwWHpYLq4PjtqJzHLwzQrII4tM45ZC68oviij6jFAWMm+JH8rVov6DZjAgwv/KeFIg4uNuZ0PmoSLZbjDGF3hjJtcLYRJRtlK4YpWBWsNmqY7zfvTvJVYzqCs8BseBHjDPQ+IQTNb9QuvKzwEPy705IoIg40eIGvMhpJNvNjDSUphj42+eMCttY230254xj8pJR6NvUroHk+hTxFDjbq+IrjMuS3NtcRBAKh1qQTCbb6Yzluubb8eIr4x+EkttDjCrNAhiFabTbdYwo+Spqz+CAOC+lEFhea0HkbbVdPCkl5F2Wsuyc9FSfUrWFik3WnK8W8Znh24z09UIUK7Fk1pyZ+qVCxcv+nGiQ1A0d5Kedwdsm+j4WPLJtnKf9Wfpg1uHbSWhv9WDW2MS1nJbcivqDjplytZy6JaKcOCszPARK9ZzZy66cLsgWnALQD5wtlE7q+eS1ctXbwfwpFiON9ZRYDFzQauDEvOXb+gt+25c8BiCcXUHbBZSJ240Ww9uPnGNTfdtIvO7gW5xd2yCMQcBDU83kZF21nDeUdNJN29XYhUBEzY0WqyD12/5QPTyV25GcuIGr29imcZwxJSU5Ods40onbPhb5yw+FE/1j29PbeYy7rVzQL9sLZXn6tdvB2DkMwQpH20PbLY0gXJvb49srZTT4GH1h2zScZ/iF9SkWoDsl3FDSp0EXnJ/bqK12Cp5dvNjyVI3bUpD9nGEqZ5yjjjXCWDsMAsg7oqb4IB3kINONFpigjzzf+lr6QryYO6OOi9tt2+sy9DvX26L009WsO/kNa9sLnHRMaduzhIA7tDs9nEvbYKAUO/A7KDsiO0JuALyZVgI7Gtxw0nti69vYO/IahDu/nIo7wuLyOzw7s/3ynPw77mRg1p3b2ju6+mJUfeLqOy9Qgi5p+Cyc/OYcO4VIWrNCvNZNvNhWO1f1HeSSXYycvCqD6r3kVLLEOx39WjtiwvXbrabF28nbouW8O1X1jjuSkrbCe9u4OzQ7as0ZM83kS13EO7+iyRb6O9XY/ObxIzA7hpyhO6h6toVV24w7adubFvHbvjtT26KynUWqOzGc09suO/5APhYFO2fYelRBOzfbrQQYnnQ7vG4Mkl5QYjslO5o7jRbj4HGc3uyEnCyMBpJEVMfbeXJOBIrNSLjp276SOWCDO0nbZDuOOLJck0opO8mcj/1U0jM7kzsFJRIWDTthkhUlRjvT21d4fDvhO7VFK9tcO+nLiztQOyU5UqAQ0iKsP4OjjityTgQ1240WA4uLO54lz5zhYoqSazsTUrdcQpwQAdM7xjuMnG87rjviOwd4TzslOfPbPosWnBA7iztXO5OUD9uo4LPbIDsnnJs71TtoIBec0OjQ7VHbNJwykt8NCzu2BMjAzTvgu9EgvHNDefxz1ovOkOhcMOo/5JaKvMREu+OrLNTBCtmS9bRpeg7LpLtciIwb8Fwku3sEZLve3ZCwvMTUu+S73+JMu5uUIXq0u3sEHLux84SdEbJ2PHmVo47BSiWcrw2EO1ScJZyYjUK8jyQyuzcNUBEeAhK7Po1b22c7wLzy4tE7dDunDLwz846uOwiKtM2p5O319ZSinUa7aduKLDCNerv9ss0E3M1au0I7uWSEjWq7TCNdlLK7UJjKu7wmZ+hyu5X8LZSKM1K7FdtJTEHNYrs2LS2cprs1KOq7JCt3gIOOpfVoVD/dxDsiqx6cTjVxu8a7JGj76L3kybuojBhAveQnSj67jrtrNEI7Hrt0QIOOz8Muu4q7hnkenL67iaNQ0gG7ZI2CLi1KLZQ5i3Y7pHn6Cxa7v6uCLsacMbscwI274Pm85MZGdjNg1uGtJrvgjUwuxduWhEO7YbvOu26M90BRu9q7kab8wFm70zvbWOk1Sbvmu765NZ1puyu7C7FaOGir+rtkOyeFzXl7nAq7nrvju/nb7yZHuxqx9ULYaIbg/btSOyK7osC1u63iwWRBM2270ruLu/1Az7v+u7O7S/z3uzri2ZSVi8Q7GxBVu/Vyco3Duys5MxukpKS0+8XjlT0d+7x0wyYdalw8w1NAHcwJxQh72VzqGypiadQbBewlh1tlHkTFTptp7XJcviBr1Jh77PgDQ2XUZ/gHudtD+HuCxRdbIfI7uUhDoDQfY+foqbIinZ/FvZUh8r1CNaiQNFh4rHuZmyx7EiU0e9TjNsXYewz43viwe5bAc4sUGG8b0EzKW4oYUntsMEzFYnvdnjqtKmKeY/kUcnqKGNcV3Z7MnLQYubwGSsp768VGyqSFaMVye9hI6nuaMI6EdYwkXJR7lnsaxTR7NBRGXBWUGOKTwDJ75nsBXHJ9iwNWSPrKTW5Ce5JQzWOGyy9bH6orY1AIPeNrXNNjwXuOi61jfWO5GLqLhTxBe3k0EXsGlogU77wPIMXjSXu/AOC4lotjDZCdYXsZe4NjUXsZSIaLlBsSUzDN5IMcY4x7ibk58wdjVHlAe2R9F2NmeUV592MN3VL4lXs3Y8558YNSHTWiOlpyA3/cvbmMsMjj5Xs4mJTjlsDzBcvw0YNSHSRckVNM48C8ZWLa+DYDEOOOVW6o0ON1e1Z5JKhPvQjjLXm2vf17vpUO+PyD6ONzpUJcLXv61QnFIEr7YwTjynnuUM9jApW0VTiYpOMKnezjDvhDe65kE3u6cuMDbboze5N7seP+Mho+q7v44+TjWbk/e/QgOFVKXCd792My4817p3v+hrkl2QDg43Hjy/Cd8wHjWJulJQwL1uPHm2r4yPv5wHuTcPtM40D7L6LQ+z7jDuOrueZQ0t4u4x57R4LRA57jynngxPbjmPuOihmIROSzuQ17xuMLW2B5skm/e2D7m/BW4wrjgyVeUHQpPtt3JKjl5K1exZ9lSzy6huVSQ0RPeMjcleWzRXe5p1xbZbaS08Jk5ch8Tbnl+ftN8HyaXqmFEOUN2GiaDKVS+7AV6bn0DVFNAwSlhdPqlZT5C3clSU3ouxx5XNg0Fcl5qiQC+yHkAWV8VOh8fbicBGbUg5JSjppF3eVaOLf8qkXiTRm9jXlJarEEL7mopar73vsueU7rgJAKVBL7KcJvwFMEovsJwn2NtgS9ebuQiOXB+4ilwvufO4AtFUQ45aLleAjlwgLQDBUO+5WNoCWQFT77sCVT5SFFafvh6k+N/vvJ+wLlF4Vl+xgNjU2ekp/Gh2qNIIX7KtV1RGQd2BXIeeHqlk0DBCzFl8V15WHBviLKcaVFXUoX+fX7yHwy+2dRyZzx+//53PLR+9QEefMt+515wgRR+/L7VAWwHZDleXSYhXpNW3i7+ygyuLtGy7L9qALy3PS7otwjq6z0DLtg9K2m+2BOeteAb0yi3Hf7c+HgNb7ZN/uBajbor/u49OmgC7aO+YyuTnpQwD2JH/tl2l/7IfTShMAHoty1sBbuU3p7EWxTApYv++AHrLCQB8Ma0AesOG/7LACgzJy7EqJoB1TEEAf2Vp6M1IXqoj/7KAcN44qW+bEwB7xQmAd/+xQH6AfbenAHIAd/eAGUwtz55jzUZ/sWeoNaXBualswH1/ui3MwH0lIA24MCKfO8xOeCqpafpAIHHovCG2c6svtO3MdzhvVHXPdckvs5wIoHKcL9+/dcqCVPXPMLr1zZ+2PtvhRdw3VE/1xORO6ziKUW+6gig/tICpjcVgse/f71z1wXUxqlagfWpuX5ygdNuiH7CgcuByalIuX4inIHBSQkXXjcK/jE3H4H9qUE3CoHiHxn1PsK2gc79TLlXgc3ujgNefPDFFwa3ttgey5ChEwIxI1Y4QopB/pE9mQa9ASL5iG63GIycvQEK8+cRFKpNYUHrcRamaQDxzPTnYkUERQP7uBSRjIU3FkH0QqraLjcaQc74s0HywqNB3O4Wva+B0dy+uQcfXL0LeAjQlKOaoutB7zkDJbqBE47rQvAfYMH8gtFC+0LjnZ55HMHDjWdBwudmIuNRKo6Jl34rMCKCwezQoiL/wq9B+8LOQcx44cHFMANB2SwK5L7cGqLGweQeE945HW0s2RdjQtyi70U2XKBXZcHZHm/M2Bdkc6xA2xEKCtHnFCLf8v3Cw1LXYsAhx05tgu/Bwrkawc/B2pw6V3BjpDA+kQHBx05z1wVyKCLraXfROCHHYvaFOiHwY7sixSwHwdEXTcLqNVMs302wuIEh26gn8CuXdiHonLVRKMHiIepB09kD5Kwi5YLM3Jc9G8HUQ4PM6NdQC4tB5dM4QoJC1GV5IcrkmMLkQC0s0tdjQuANnyHWIdxzrjcKweZi/h9vMA3koyHQofGSl4KkIfmgCxdlIeDtdEAFLjRCsyLYYu1ByIW9QckfXqHFhZMQO8HOwfGh98HRLM5XerQjUQzB6KLfqXwh93g8gsd1DUHxwdsiyh1/Idci1GlqjXVy1rk3Iveh9CH+gs6h1GLIIewTpiHU5SSi/aHpkTSh9aHUIdah/qHpwckfd90EYcmh2yHAIflO2kDlQeWCm0LDjVGh40WcIemRL3ITPTZZJpEEPo3kiDILoeCcdgRD9SpNbaHCuTVh2GLNShAXeWHTkTIh/oLxYfWRCGHHeRIh+GHx9t3XNGHUbvG3P2HbshEefSZCkRMLsMKnYeqi6aHAYcRh08HqMSNh5DCbbu23LWHbTv4fcyHVYcGh3uA5zNqh4OO1uXHM5ZyA4f9CkaHPhYiC/ncuYcJCusH2mAe5EZLwRRGhwQbv9Xmi4yKADXOi8seggebem6LRO4SUs24T4dvh0wkL4frhHaLaPRmB7+HUhTOi5+HvdxAR+BHgrueizB6eYuh2C9cKDVFizSLQOP1i6odJIsxiw1jQocFuzp6rxXyai9cID07c+EHmd1TeCyL3Icr0MnOw4vtsEXdjxVsh9wwZd2Ri1uH1CJV3YRHJH2jjL1183hfCjEiKYuYRy8KGEeuc3j0wQQJi9w67QtiIimLcEfe3FeHhVXOzlj0gkfENVKSQkSyR3Hdpv14R9hHfPuaQj1rqzPhxOpHkWury/VrEbw7M8yjp1YaR9CzaqKPw4dSP4OaQniEo/rCR1pHc9BRhpsz5YNMymAjuCPFa/pHbzPAI3pHe/n/Mz08+kKta6vLrkcf66WeW5zaR7aqXKMhR66qYevXsGQM1qaza53QREseR5g2YOuaIx+0mkKNZYojhZyaQhTreLOZRwSzkUd9E+rr9Hrd6/siqLNhR2MaHCM2RwFH3Ov0sxVHmDb/6yyzWvq+R1obz8P6QpIjtCNFRzfr2pxUnI1HKrMoo5pCdUeis5g2FOuwc7VHIkvDR91H+usHs+NHdEsFs6jrcdGCI5Yj7UdVR4CeLYOA65AcwOtGs05HVEsls5g2VkeAnmNHwogh4pGzO0f2s6VHXkdBsz5Ha0cgS/6zlUdeszOVGTNTR5Ej8jPhR28zHIUBRy7ruIql9ZpCFuvuPDRV/rhfR4uqX7NWNtMjZSP1axVxdoZVIz2caqIdI4VHxWsAIoejJkdwxw7rY0cR6KmzgHOK62DHCAy9I1b8lkfWs9WzmDYCPOWzkQI5R0qGprPPR44jVzNkx4THZUPr3GnraMewx7nrFLOpR5sj/bMYfcTHh0uMx6dC+RtHIwFHA2WnI8brKo3sx5NHl0fDmUuzQkm3qpuzAUd1RxLHkkmSI6LHUUf7s68klMdnlL1HbkcJ63zr8sfdsw1HcUcTc1CjRkdIcwjHK+sIo1DHr7NCs6I2tHP7R5QTZKOKx5zHJjygc4rrZUefhnbHkscqI2fLAUdY62QrKUcaxzBz/MeGx9lHqscK4iZHXscMcxZH2sdUy6dHUsc1R342VLMUc4NH1etiowFH0uuio+31Zscyy4zHKMfIyzDHeseqo1dWWccwy1qjQMdYG9zHucfADAajBst8cyf73BvAgmJzO/wpFNXHpFPX1VIS+nOy3I3HdcdkBw3Htcdyc7QbjModx2XhIEcs1E9WTcdr3FXHwaOey0V7GL1q/SNa2zpiG1WqQeuRJqpLjOu/i32jChuLx8lzg2tzx+48CXOESTGFvCOKxzsFPnO1cxXWRhsoS8br681XayfHd0xhhr5zCEnXc6R0wWtIzPFzX+vzVQ5zg2tPx6Uj/aMV1v3gWXOEJcVrzrCm67xj9Wv7VSLrM3PwNgdzV8UAJxDF8p5xG9Ym2utVc4KpCRt+tBOjZtb4JbRj3hsrxydzyaPgJzEbnHmPx6rFW8JpxWeccCexI4ntKaR8+ziTcz1KxM+QzSMjsxxRFCfhAOqj4rXocbbZrYPGRuQn02riIywn2XFyFuIjYjAqRlwn5SPI4u84oCQEzlQnh7WU4WwnrYN1taNh4icLk4+U4OTrUHpDtrVWWLFi2NCaQxa0FEaH9P5AZCNqJypGXqDlUz5Diiea4RfEI+gCQ7e17li0JyYnceqOWA38+sQiJ3hU0z4iQBnzuUkZFC2kOj5Lw781SidiPQOjeuSneEIn4iMosx1EvicSJ1DUvHFsKEi4vhOWuBfw3LDek8q1YWndxBrTCaOstS9YqEjH0zOTWzVJJ1W2Ntwzk6In6HG/xp+IWSdW+LjYfrAAIyyMWLhyJ0TQekP+J7zhfCdeJ5jEuNnCJzS6nnxlJ7NwA6MMJ05iKidKk4kn6HEMPZhD8rWxJ262zSeEqkNEdSfiI7Fimz3VJ4U0mNxNJ/4jcLUuRsonTnD2Q+4nhidtPWQjSLVF+BqMMWy9wzMnZicZJ3PD+OoMcW78IyfMdUsnTCdLo7y1zT3jJyFJsicXJ4lUpScnxFTIbEPYdUlYdydhJ2s1PidGJ5kngBOTJ+YnbEMAdehxExE4BD8nsiftEs7TbENCfehxGD2Nw68nVieeJ/GpjyeMJ1vwqEPZJ4En9kOktdCnrj32Q9q1zT1piK4nrMOrtfNYFyflGpM4wyetgwIaASda7AMnxFrQkU9RcyeYQxwabyfLJ1ujShA+Rs8nJKfUJ+knGj1AY3Sn0KcIIFZMI4MJ/Js92KeqSHyn5SJkpzCn2tQNIg7JByehQ6kgrCdMJ2xDSKehJ9KnaSfgpxWwkKectdynhjAWw1c1WKdFPUBj2qenWCynbEOop+hxXj1kI/nSS0RtJ/MnVauCJ+Sn/iOB4nM9fCf9g+oWXbEXJ3hWMnHSJ6C2CqfiJ2yTlm1tODW0RrWsaionA6MWKprhiRTlJwOj2YIvWOHJrYNrSQEni0wgp478jgQw/KNQlcO9QHM9S6LxJx0nyPL6UZ9Dfidw8hc9TNYxp8F2Tj2MlZ7EXie7lKJqQAdbo9tJDHHReHonXicKVGw9ggAAI552rnHrYOGnybTZp7Q99SfMYyh1RRQ9p4zwkyftpxSn0dYPPa2V8XDIYxRGdaehsJOnKkaraFWnwaeNJzISZwxFp5Gn+D329uhjfae0MgOnAVq8cdunYnpwyo2njZlWpwtKdifDp9MnVnbxPbmnqENgQmBxyAiHJ2unemodp1sqsifHp5hDaWBjp7MwT/j2QyGnWD0bJ9KjpvIuRh3gxidkExWn+6eIp0un16c+25tkBzO39WntKzN19WsxMGe27hGdsN5CqxwbyO1D7LuL/fXA7avk4Dx6ndbyp4vjpeTeSqtvM2oNaN63azn1/22qq2NKG+1SQNNr2A3AwDlaVcLkm67tAatQAjdjau1WK4/8nGfAwCNAr4asZ5seb2S+SpWkyat3mbVbee3eK5/cmGdSZ45K2E1iZxgjfO27zERLV1tq7fxnuAxam5se3Geziz6cOnYmPFKbRe3MZ1CzhR2hWntrjZ1q7TRnQDnTqqRnYLNqDWZ2UmfU1UhNNmdgWeHtUqtfxwYd9Gd5c98bTGfWs8UW2O0+q3RLtZv+9lSzvMz47Re280dKDVIjZnMSZ2ntZ9zAm+p2DmfLJfBnSaNjrdg8LnOqZweerUfEZ3xnIkvTJcFnUOv9pQnepAqcS4Vnee1GZ7iKumdiq15niGcsLm5nQ6PmZxRnKWcFKzseoRulZ8lnDut/9TDtwDx4m3ntAWfynpVnVPJAJxlnLWdAJ+Rnemctc1RnO+1XZALr7yUhwJmrwbS7rfGzDGOMZxR2tRsxZzy0Q7OoZ1Xtm2f77aMrgEYg1NUdLqJz68NnI5QUY9lniR42I/j8Rx3hZ7yjDWeEimKGB2fg7cpnEMs4Z6Ptwmf2hphnIKuWHutnEKuXo/P1XWezsytnv2d/9KJnxacmI1xIYWdfZ7AeAqTA53IC+UtJIDqzR+ysQ6tn+2dnW4QdRSuwHhI6eGdhhtQe2O3lZ1AD+E3Y5x/0qfR5HRjnnHmd7XtnOkvCnSk8XrMsjPlNAKs3c+Kd82dZ9Cqdpmch63dneixP9OslyEDsq+znkWfM55tUVzgtHlJn3cQihsznh/Q3s8hnZKN+qs5ndFQeZxIrAstJZ8M6r8Maxj8dBVqCPBLneg0RID6qncT4TbLnFuLy5wg8PVuUHZ5n6ALeSGFn+OckJL4d7Gc94mWb+WefhvnSAR3qZzwMXA1RZ/H05ufUPA0rPeL85+hnBufOHVJnuuem7Wqwa6SpZ89n0uL7qNUdzud3hnHtp2cO5+dnxWf4y/HnOqvYy3dnVWdm5wRndWfh50d7Tme+54HnKlz651EW2E0F55NnksAIPGfwdGds53niPuf4555bnud9Z9aK1ufaZw3nxO1R5x38kOeSI4NE2O3B5+XnJjrM53VcIc19569n2Vzd5xnnCasi/DHnN2dchIJC12dN57Keve3153Pncu3J51XC0+dK7WnneeInZ1kre4oW9eDtxed2Z9rna+LU58znZAhpHfrnZYiX1f57gL1AzUXJrsu3TX4UjsuMB2ekN+cBy3l7YGpyc4HLJt2Qnffnt+c1ys5Stsujx1wHiXvf5y/n26TP51Mbkgf0AoHd922TaP/LEsfcnTHL7sU7HX64Kctzs+Tt0kwry7Bz8BcZy4xjwh1KEpejuctSHTydhm5WnWuKLCv+IeaddkSpHuQX4tNCPDXL9JX8nS8IQGuNy1ydwQ4tyzgX0WQdy3pFjp1DgigXmkelwDfLg8s7HcfKI8ubs3GdBp2Hy+adTOARkM/6CR0T2CvL3R161JwXJHOOnVIXJ3N8I25aRjMgVHWdBsFoGPXhPp0gYAfLf5T6F5QXU5nSY1kdyBfj66sd6BeXy2CjSh08F36GvGMcFxPLDYsKnQ0t+F4fy4OdJhdEHmnisaqUKw795qQIin4XX7Ni7hXLrsehqgwrSCtNnaQXGud0x6HA5o0iyzNH5hdZM3grVKSbEjHLYRc2Hs4XmBeZF6fLgGO4F7ArL8sxwKL4MRe/R3z7vJzknK8czruH+smceTvPXaqrveRwjWfkVpz4O3DSc9AikkU7r1J9Z7o7C+Lmdiw70lSA0pPnHju922P6EjuyO0TSXucNF9K7c/qpO376z128K8mZZzur+sQ7hzuvUm9knDvzO7v6JjsB+ufboXDt22k74xddF/sXr1JGZ0K8m9tl7JGcKkGr23ba6pyBO9A71ReOOJUXqID3h8+yUnSEuxf7xwJLom8XnAef5wptrxfsu+8X93J/F8y7AJd9q4XalGAJkiy793KfF/8X3xcQAwpt0Jf8uwCXQ3p/HDCXQhuQF0uryZQ9RKW7oHlM/Cb0dYvEO9crCt1BNoW7qJituqa9Z7tDNa9CcuMklxkywFSmubm7kHmvQqSNmbukTMKtPoJ2zUG7pfy0mLG7nJeFWv1YY7tuK8i4f7ujji1KwcT4l167J814l3O7pJcfMfOKsru14PvN5Jc0l/G7QpeSjeu7R638l8B727sZuctQ6o2DjoWtQBJ9u2W7B+EClwB76CKhvVO7Cpd8LW6ChrsYrMKtmN5ru3aXXN3+jVo4VpdhufaNJ4Vml+AkWJdnu2HjesSuu3z5fN0el3G7ua3aEqK7DjISsD7b2IR6XM4TuRrvudATRVU7ubGXEMd7A028FJUYMAgC08OnYqaYKAKs+nh5Obxdlc8zthixl8+V/wOFBReV2ZdXNskVXBqlvAmXdBp/uYkFBRCjxfDwgIOX58O96kJEg9e8b0Dgg1F76ryO817LMlawg1AIMXtuss5WfZcJezJW+IODkMXjqhXTXL6CfcetNGiDw5eEg0OXFViZe+sNwcvulqV71wS8XDSiY7Ecg4oVbHmFvOnzc5bbe91aOfOMg2Z5B908gzdtTqj8WyyDV3sW6kowpoOyg0z4+8sug7uXNiVj+B6Dn5cG+LfAb/BBgvYlvASeS7yDiqLEC7BCYmrHl9Djl5dWeascDIOiFTG5pwSGg1YUV5fPl9oDZoPbxdeXloNSpsd79Y0hgzbjQki7ey8anXtIVy6DoYOmJTwzBE7kV3j4j+M+g46DlZeRMyBXkPtvl704+Ff5W3y4rFcJg8smVry8cvhXqGemuBeXiYP6Wh043gPPwS28Ilch45GDC7xzHAqDeRsbvNpyxUhrRC57cuT4C0pXruPdWv/z2FddGyK4z/jSYS2FqSXvDCmDxzjiV++xHIO152Zc+5f4V2y9HFec+5qCZry6V7A9b3Pho9IH0hgMFP3nnxSjM1nYZNsTuLl4Qj1aOXc9WVRmPe2KS4V9lDdZ3lf7+Fd49oBpxEslUD202UqFPJT8FMz8Jj27wlgUnltZUruGC9gD4qhF3FcvULK2y0WxV0/81MXApBCAWdhrdU+FgALiPY62cj2M+AWMtvWiPY9EgDj2W5hFVURDWbSlOj3JM/I4D8UKlJKctNnafYgC2rlkvNdFZJTl2eFX/iQg04jZ4Vd+xSqcpVf9hdaGqgDRV2slh4YzV18lrxT8WFrEVyXzZY1XQWZexQVX7ldHJdKNwtmjV3ck3zxxV1slifjr2aalxWohCPDynvUCpRbjC1c2RfdXTVeIpZ5XhVdHPZtXy1cCpUa1VVcCpQdXpVdFV7dccnprPBylQpTgOHtXYUWQAp9Xh8UfVz9Xe0DP+UBTXlcnXPsIWLjrV6lFRTNg19tXyg0PuA9XK8Uw1+DXVz0JjODXQ/toeLDXGGWNICTX4fWIfEPdXleoJeTXi7iBirJlvdDu8mpbo0R013GgwVeIfG+TDNcmRVeMgHik16p4YFM413/FgtfPVwLXJrhvV22lS1f812T4ylvS13r4UVd1V3CFf1fA10CFytf415Z87Lhy1ynYCbiUYJb9lXwjAxTgtv3CZolX0+cBZdlQS0Rz5wEl6NewOP2FSXzJeBTg9X0a1zrXvVwS85MzC9hHV8SQ4tdE1+/QCNeDV8EFoYrhqElXW/tpA2iu88JJ4964azjG+24wU7h5V/+4yQwo14rX+SX3V7dXz6U5V8LYKdfBBd9XideLpcaG6lg4100lGPKU1wDzudc3WVEUsGXjV2zZsbiVBRXX+dfQpCVXHNfBdCEq+ri116YYMdcu1zzzIdc95xALkNeh11lSRioY8ijezwXgsqq4sdcCatHsmvKJ1+Rl1tfS13J0aoQz1+zkYPKT16R+stei16R+mteD1+50AuTO14elcb0D5AbXXddT127XftdT16tXBYze14iwx7hC10KdbdcG23oU/LUD15jXpPChhKjXJJQZMM/XRdek+DD8S4zt17+9VoQt1wxg7tcClN005dzH19eBPJUv1/64lEaXkirXaRQ9cCA3S9d4EFDXnmpRFszXGybRFKniMYwIN3/KykQwN65q94aZV+YHUDdkeV+KGQrlx+flnLYINf+8GVY4imiE4XgnCs/5wHwQiuGl/HxMNyZSqQqPnKJlDHz0N4jadDfgFYeEc5J1mnh8dSKL5Db44TMMRY9qlG0MRY1qtG1SN84FuG1HZZUWzHx7ZawVqDUyNwqcbAVf8hK7RAX8fA4i0Gcc8OR4DUhNjjY607FA8fb8gPpMkA1I1PqJynIXUQ6GN5PU/9jfFLPYi0BgOrFizJRPMCegPE5yrY/ghkhhjFRcK9jPCkVbhDSuN0zcHVu4sg439JRz6FJIJtL9HJeSc+iGQGFAFjfr0kxcDS04eE2oVjdhQI7A6nhxN5A0XQwihHPo5YLGN0oS8riBN0TYn/TsuCU3ZTsmIIf4tVhJNwZcmV7jIJY319RFN9TYtTeUNM03nVjYQET6FxCON603aN6MBClpZjf1VhY3gzeIeyY3caB2N93UtbAGNzFIXtJiInk3lxR6spCmykQ+N1vUSzeneBU3rMBzNyrxNtJQOK+0BjfFEhiyQhBoeNk3c2dDtmk35Pr9N7TRIUCDvRXH6tQw29k8vVbifHaWvfjQvfXHQL2t+BOEonxs5t3MyL2ssKi9571yUli9921UmA5GciEsvYPUEZ04cUTsnL0Qtw5G/OZg/iB0Ckbwt4fxiLficWC3y2Cot8U9gQxCvWZ2PjRdsdi34Lc0ikI9BIxCvcLAtVtQt6rYCc4ZXHJ6bxqDEJs3nPW8cRa0NmCnNxGKDHHIt4dORLc0PRoyXRCEHbLGrDjaKxBgRe2st0Jx+wjYsGDepSc0iuK9WDQ0t+i3BjryIK5xsrckwCPomD3cRlK39ZFdsaK36pBRl2oKGdLk0r+T7EPRvLiiZGI9FK+wuJjGhNHWqblJMOW8h5AKfHq371SUY2fS0oQHVFSYhXzXsExiAWB30na3x5CgYCLaXrdtWInb2nDihKpY6nvWHDNUv9Rf9XGwV6Lht+I9iX65vLrD6nupsOSVjIiaTRHqx5COcmpZ5ZWObL/hfrcU0I63qbdwCpF08y5DvLm38cREoliEvPLJxJj0XbwtgK7jTRzVt1bAlrdltxDucAgKAisuLrxn+Am3EmDJfB23knodcHeVWbco8HicSxAg01JwIIQ1t0FjRrd1lVyyVrdsYgYI/Pm8Fbu80bCFt/SiWj4Lspg9xnQHVHMQlw2vMKVU9YKNtwEku7zBDo1U8PDOfPe4xVR69CzbX/iVt6C+ipOL0BZ8M7f0hK/4OxILt3N+ybeATZcacAS0k8DQ4NSft8c1npwzgh3MRPhN9UPyT7eIeLsu4oRZHpF8frdo+K7j0lBKfBA2CbngdxJVH5VxQcB3AthYeBG3iX4/FRh3MbdDruDUW7edt8CisksNt2FjL7c/mLW3k7epS/e3k7eIgdu3vHBKfG+3UnB3/A58bhP5tyx3EdLQdxF8nrfG7BtuxnxNfn6cfg6PlSm3ZreVjVPoD5qhtwdU9OxAd263BrwFfGB3freFssvyCnewVb63wz4y2yR3uKESd3FYajJRY90wV6I6d2ljphhxtz++pHdKRDoOOaCA1JR33wFRYw+3HxU2qc+3ZnfU2+3zVbfgqhM1X7f/t740FneGTdSiQtuMlT7S7pDmFW53u7q7UocuQnd4Daac6nd8d1f+SYw3AI58XreIsLgLSHdcPip3FfWu1bI+qbl6d15G6XeId+nNBxt9ks2kMRixNF2SE7fnIrKbsXesd62cYRihfIm3WIQ4mcu3fZxDvEF3WbqPUnnQXndw/vYV4DAQkie3U7xNd/mwWnx1dz0SZHfwPg53lyJ9jghUtnfoMMV3EE0Ht6AKPreDt8rEcnQjt323drbZd7ihZFFM1fl3KPAtdyJYGAtVsA13kNnld94GTbfq2B636Nrxd0+b18RJinTV5brXt+tEgFtkW6W3M3cO2WjzlHcZAXRqqKIkQTUV8XdLcEtUr3dwsFB3EeqQvjv++NKNGI5yhX6jdwAIKHX0d+mME0PHNSD3YGvLt0O3jFg5FlBYKOJfzAbEV3czYY57g3fBbRDEIUFft3h2RNiQ9793b1LW7mu36CRFt5DZ5MMFd453QoyVxC53spuNFLG3fkZM95l3saKNg4F8TreRotT3FfUzjIR7rdLxd8DVBnyC9x+EebcRdys5bZeW8x2XHYAtfAu2iGqy94/n7kwYlpZMCvfYB7wcvZe9ACr3J3wLl7DbUXtLMBscWIPClm3H0yqSFfKWB+xYg5r3ALcUNxwV8nzltYb94FXKfIWT8+JTvBRruZP7+h6OJXyZCPDcFAQQkn1FZnxRdyYIxfKBoQXEV0VV8jZ8WfDu99Z843eR4lO87Hc4Qfb30lXk994ICfdUPuN3pELBhAF8vY0G4mvocnf2uA3iOfdcdzkS0Bif8uH3o40uvKWy3gaZY6iEFfeggc73QEIZfBH3FUWADqd3IIggIFXyAfe4SMV8IHV+9+V8XsSh92VQcnXr7euTTlcck/mD2QZflCD1/RNg6ph2k/e4FD/jwrI3ESgT4/f7xIv3OBPL94S4I3gQE8USQLLZ8AgTBfwvjjpsGBMhfRRHR/fxfZv3R/dA6vN4NhN+/PyyL3XJExfEO/dNGF848KoL92wowZM394wuCAQGEw38xlSz9wJDYfwblN3EFSJzgxSyQA9worlJr/crtwOjun1VYCD36GPtA4f3apMxI8x4q/fJk9m9sA8KE079wY53dxUnx/eikhoTmSSdlHXE3ZOEDwxUX/ceuMBjFLKLxCYTSyR1lFPE0JQ1tEiyuS72k8gPMnjn90gPZ/e790gPMA8W4DYThhYZ4Hf30UrS/FxUgg/6J3gPzA/RJ8zdAg+pt4s0TNOPYKN3KvwWfFf3gpOnfUbgvJOaFtgQT/djw64W/LLlGPoizrSnmj1QTBM8EKxUqA8WJzwPZg9Tw3zTCvYyD80Thg9cD3UT0X0NYE8TodMoD2mI1ZNn9+QPzZP104NQbBP4Xf52xA82uHYPF5SyCJKTFF2S+FjWghP5FoAPT3e+GXQDiA+OD279Zg8zk8LdapKik9YPVWB4nBfDYtMb9w4PxyOFfewPjcPE0ygPEg/MJ8m9ag/XE5HA+ZSFLs/32NPOD00TdQ+wh28TOHQID+jSXxPlD9gP8JOsD8VgsQ9XDOUDCQ/HI1IPsA8QE/+d8Y69D++dRA9QDz/DVOpSkmEPGQ9ND28SASP6VO4P9ZPDfSLg6RMTDwxUog/7I1QPanfkk0MPJ/dDuIsMaQOHD43DG10RD3kPI4NC02MPlyI+pyjbk/ihtLgLjjvXE2XgWZS+OywPLffYLpgPc7c34JTVPSeZ92XQ0fg6RLlJUPdg1kKkWadIspI73A/8VJvyWpOO9wxUijv+Ixiepg9CVEaTyI93/ZxU5pMd1FxUN8rWk+ogdZTVoh4TSeDNA4f9SA8B93/gMhOF9w+OatVBJya3kBCdRgknexaQEIj45pNuyECyqI/hk3SPUdB6k1SPXw9wj+SPUI/Jk2132C5WIiYZSg+kj/mTYXdXUBAThNAkjz5jM5NJHhv3MOovD59D1FR6VCbkHrT4snxU5ZPwj2LQoFTjEw/UzZT4O0EnnvdoLukPwo9oLjKPBrcAVIKPFiefD2aPGxNsSBeUxo9UJ1yP3RfjE68oWZSUY92TTo/GVEfK/RMZXGBU2o8UD7ZIqvj7BE8Tso+mxOGPTRMB+gSPQtU1GRSy/o9zwyDIOI/0air5I/dZatmaJs2qKzfTSIb8at+Ckdum4Dorq1O/BiG0e1PRbQpj3V0p02oK8Sv1044D0SvY060C+o9E0ynTKFTg0xoPrQKW3E5rJY9yAh4rm52dj32PkLvP9K4rxv2L4RZq2TPPU5dLX1Pc6EyS2TSPU0LT0W272859RV0Vj8kr/X1BxIfoBiuH078GxY+jj+5tg4+g0s8X4m3HOEgzysLDDfaUcDNvN8+yJ494M6ZtKJcXj9gzV4/ibShr9avAMzOUWDMTl+/9L4+jq2+PN48/j2iXm2MYl0xEDIi0M/HX+krZBviXCX3nw3qS7Z1SM/aXb/NaM8bXzpfUlyGCPOOy/DfLaoKhl0oh5UD6M976mhBenWQzpLqPXp27xjNET7KNtTOXVt76OBC4K5hPrboQT/zActPSkunokE9wTyrAME9mM4SoVE/OjYUzoVcJBrBPQqH3PBLgHE81V7L8CI3VNM88jDiSM+Vor9Os4AfLMSsszQrdKE8ngn0zFOD8T8otPuI0T9N7mG1fyG4z6k8e4k4zU4KIurHiBk9VM/KS5E9sa2hPGk/ka6vNcRJ64woYbTN0T0Ch4mu81z3TkXCXXbktlPIwGJurcFNWksSXK4KjM/aSak/XSjh8AzN6T25P8zNQPWpHyo++NuB9KUeEj4JJ4LjBaxKPxKnd+YUbyU/nzZEFo2vxTx/NZgTxa9FPci0AQUG024m8/DSp7+WK6yxUIi3GE9lrwY8pT/qKWke2jxlPr9yq6w1PNYm79DAZgvw76cMEF2stT51PxRQL6z7VptbZoP5riI+51kNPKUewj3At2QQI6z1PUnR9a1GSHDnR/CrW2iSdT9n0y4mk1evpXU+fUvM6qSRCOXCN8zqBJEaM1gROxDwbUSRv2U7qJ0+KJEaM/5BR69lP9wlijTri20/hpEQbq0/FTwNkRBvZ6s6MyWPROdP5F2s1T99Pno2Law1PQjnSjX9rp082x/nqzoyaks4tuU9U60mPZi2bTznrGSVmLaQVO2t/T9/Z9/RejGwgvK1FCp7r0dXI2Iv8po0ha5eqYTl26lrWPCMkz4AbzY+nmAQYk0pSEmyci/ynDY3H3yTozzjrxo9hiSjP7Wv23HkJyXEna9JUI61mkGTrzoxIz5M5MvxS60cknomiz3TPOQyeiRv0a0/0zwCg6Wt8z8KJaZGc67wqXNYgOZQ7mM87tBrPfOuYj0YQsS3KTV6M5Pi3LQLPeU8ekuzPi0/qj0GJKBWo63rP1M9Y5arrcM9hia6KqM8FJW8pcMe66yNPzs97T0DPEDwZR4EMT080z/nrlReaCWQY7hsBz8Ctps9U677P5rxO649PwK2+JLTPt0/9OYzP6U9AsRjPF09GLfac/uvJz38xZU856/qSCc+xz93rdTtMre8IG2sVT2Cx5c/L68LPec+Gz5+Jl094FdNPUZLKiR4D/U/5j28xBPyZzzUtNs/lT6+ivK0IFQjraM+AFbbPVFStOX/lTrhCz3tk+/wIz16Mtc+hAEVPTs+dz+lr3o82JG8x9c9Kz40txc+cz+cky88n612PXS2yzw3PRi2d5d1PLc/PZZXrE09tLV8gwc/jj/v8oBXtz6dPWDo3Ty3PPshdtPtPCSSQZLPP8c9xCVflZs+VjzpSmjrJawUqx2RYZF3P9js2bZmGJ+tUz35tdU87z8zPf8/Rzzrcfm3fz0DPb88PT2gvE2VR61fPkGR8jd3rbM+4L4TPm89+baAVOeuM1VKtITpxT2PPIzmULwYbpc/ciVNP0yQ/z4OYsOv567nPWuvYx2nPz8+oG2nP4gpdR0DPwr5Ex7wvaYn4G5L3/SZhOZJtyBLr/J+kkGQIA1l702YSL8jW3BbQZIovX6S0AIr31+kyL7iwa9wjq6mJ4lNkltIv1IA76Tosqi96LxAXE8fZakUbpsOL/F3P7ddhibH7+Wvg12GJSU0uG+FXzs+LT3YvRozLTd3rnefuZL6awWuOimYkFoznTxrS92REG8H8pU+O4uEvGUe7l7ctro0pRyfnTy2kC0wvLNe6Ld4vxWsf1+4v7huZL9P8Li+liXnDYTlHz7wVgc9nTdFKO+luL9P8ofsZL7fXOS3B5dUv3aXdKX4URMeJ18w5GfsuGwtbtS+eB+0v3eLTKZLPoS9rz47lji8718rPdS+ZiZal9wk9qLkb21fMOV0v8+kq4n8xbS9zL5dPOZEOG9MvlS8RL13X0KlClMEbNS9tLVONSy9Zz4r7Oy8VL27tk885L6cvgOuJL5oJLsi0z7Ev6THtkQkvHJy/9PMprfxJBzCaWnl54ir44VjzdIyEcLBPPb9e0YqKYptWJjJQAi5qt4GmhMySIAK0l6Cv/c972f65L4qfop68uVhyhKcWY7xelL8vbs+JEOivjYqx4s58yK+Dwmn2kxXwr7+GOtx5gYGEQK9teETikK+7k1SvYK8OEb3CYmOoAjf88o+oAjSEqGKT6PivBGNe+p0VLTV54slj4P5sr9Qv4P7Mr0jPeYGxdMrOb6JYitvnsK/2t1KvWecSals+tK+MrylKDK9fL4GC7jIb+nSvGq/l4opiRlBMcDK2CH1KYgq2Nvpr6Gp5bsKO+rZYNjKsVEA4uZccMk/03K+uwRe5scRht6h55eKIYnO8+q8DhnSvIjLS4t6vt5eP/O6vGE5KhOyv4VW+NS78UbctuW6vl/34hG55K+cDT06VK7k14l28Pq954qKvdliQJNQ4HVRyedfC8bXFt915eeJQz963hbYS4MkVVq/eirivGpX5r0K4WnzZrz2GXY9TyxmvFK8pr1S4/wQNPjivpK8WWEqEhK9zvGGvHuLOfGsKmq/lY6OYlTVxr4WvkfUYr1jPvJrNr5mv5ZD0jh8vIvz2FaVkFXmqT1Oc8tCer1PnsmO3bgyvNI/lfsyvCq+A2GvCdK8WZNnEr4qlVGrAruP4zpJ357u+r3LVLnzRiikYV1Tnr4sDM69YhNV5tzMUrwbj8q/Md66veeIKr06x0q8Kr3+qb/y6r5uwxq+br4O658KBr1p+DK9/r/6vv6/efJGveeI7r5cBkcIhrxOOX/wOr+hvJ68Pr6/yb7mCPIavqA78hBSvxrwnr7qvabpgb+Qv1+NWgzf6Ja/TmK4U+cJgr24B96+uYzD8sbZAr6xvGK8lY0KM1q+Mb7qGqG9iY/t0NG9Cr9N0KK/Cb/xywa9C1YxYEK+5r1T3eG8b53xGfG+hwhWvAGuIb9WvCOLib3/80Xgw4nFgcoTsb1NG58J6b1WvJLhxjPWy5a8WakePnAA8BiQSEHJkEkD80HJulmD88HKQ/EEAEmTsBywSHEw5hLovYqR6NJ5vYJzttt+ESNQE3CwbAW/isv/nr4QaZFIAqbjjgBsATYBI22PH7JOnBCNWwJr+VSBUY+BnGl2Cc+sfFpy94FbLryxDLL27GilveezUsJnSLcJ5bzvI9/w5FjYMpLfQtBZ8VW/Zb1ZqQAJcSNVvDW8BimVvscFX40SjaLgZENve1q8EQ8CJNW9KhBLn/5CkJ8CENyqXFN/jeJeqfeNvABOstnATAUkClCM2S2C2SZEEKBOjb7ZJN/A4Ey1Yc28bb3O4FFoCcj5JVPnktvtvoLZk+WxDTshu5DtvMBPNDnCUvVweE+10DBOAtleFWsJzt0S2aPljwzyBe4LUMuaT92/b5JSnHHk1g4VyoLYTcXPDOk9u5KzgwA8g4I8q4O/gDxqYc2810oinHQ58lEgIGxPS4JsqK29r91OIUTTo72qna0jI3cjvmkPLCP8qDdJ2p2dAUO9ViMCP221ZXQWWQQ+U7xCFkp4UD0NgOJT2/CYThO9BqXwYDA82KHITxFqglB+Do/Dy/Jdv9kPnbxY0Au+s1KIov2+3b4QTsO81VI9vPhO8knoTMu/396TvTO8w+ahDS28QtiLvwGPIYBx4Gu94HLET3O8+eTW0gO8K7zGjs1gPb1EWSMSNtGbvtnBVEobvNRN/b9/3Pgi1fdjvS8Ni7/24zu8dJ1GQG7ga7/FIdu8676ywXO/J0uBjfO+qgoHvCieooBdvOpQWJ62I3IzTb8mP8lCvxOKn5gehtEbv+dKSk34aeu/w7zOTQu/wmfjv56Ondwdvp280usdv828oExBGTu93LJpDlyOyRAdvR1TlIxHkY2+HbyYZeEhEtoXvJhn57ydvBu9H6nCqdVzXE+BuEe9vb+KjzE9TbxL5ekP3KBnvB3m9w33vFjSp7x6PtoE4qpnvJRnt712D8QpN76Sqzu8zk2rvpamN76iYZO82QKonE75U78eiQSdMSOXvnbGYQ8ROPwUvNIsPF+9e7yPvCo8YC69vcgoKj4qPr29Pbzvvyu8870Enm+8t77YKPtO18E+0Gu8mLHrvGu8o5GTvZPl3D7RlZzpwyi23TKpPb9KUD28wY6hDVTCqfcuj8MMSyFE03TLjE9mopKror8CPqXg3KrgfLeoxSXwItuS9o43DFjBKE5Y0F6PLQy/vhTT02xFJD++81Dujy0OMHzFJgnm2QvLvCaQMDxQf/yoCQB4Th+hc7/twF/da7y9KEGP/9zVweu98H5Lvrr2/b1wf1pNqHtLvJzLmkwof4roHZODDMh/9uP0yNsTwqo5yu7TUH6zU/xCFSWIfKKckH8cqv+8SjbV9Qh9ID3d4sh/GH+hjze+s1Ep54GOGHxx4N7nYkwUqkh88MkvDCKoJ70YI3+Nm1A9vKvLdkwEfth8Wsf8PPh/V5FQf2n0gj54f+h+2E3CqZB8u70EUZh+l720CWV2oH++jrB+4ecP3kAMLAnCC0DNEgi/aGeyBVtMCeR80gpsChR8TApGWCm24glUfVIKFH5SCVnoAM8iClocVH6cClnqelpuXGGrMhXYCCgIb+IalegIfFnxlAx+FAjsWLWoDPOUCigriAqs8NQJNAj70+7SzH30fwJINApMfIJBtYEC63QLFAoAErC05AkMfpgJGAhYCfR8gAZlTvR8TlqUC7AwxNMEgpPK8lM4CiQK9AmItV3i6QD4CnQL4ugECR/bBAi+UOdhhApr5A/r4utEC7xm5Yrcfo5F5AucfBB7UB3kCJ3mDH0JO+cmjPJsfiCDJAuFQrQJu8BUCsQIbeZ2PZxY/H2e6ix9XH1fK+3nIn2oC1x9OAqMfPQJuAj6EUZdPW/Zdc1YUn3Od58MlW+h44e25snmCtk0Gd5IraFNITUcO80pJQELtv/qKKzQ0fYO9MjmPB1f2qh4rzJ9RQ6qCWyZZqjbQBiubV8Qha4+n16syPFWjqQFPa/6PU6ZPKqQScNOPh4bhgpmbJ4Iyn4aEriuTM+GCtYPco1FT1J932krLIrD+K8NX2p+EjOdXqzJ8ld+CumcDd9YrDVcKn+YrbUzbqjswOKsCT3wuUp+603afznsfOu4zBLwCn5orOq33to6VUEKGn3SfvhkL7UcyI1ModG3LoEzQ04mfT4uWnxxCIk8xnzMTtktmnwHc7Evpn1BCUD02n3nTkzP3theDdytan1xESyspV5DkU8gQukWfhBT1n/vt370Uq6DXFarDK9afKp870wGf9nef1ucrxs0an28rFVdMV/OD9Rltn04yQ9NWUoFL5XcVn0Wf9URPK62m96oOnyT8MYaNny8MyoYupIOfkKvyn/OfDKsnwAP0yZ9OgtdXmqRbn4vTnrAk06syvnuRH2fCS9FVn4irAdcUQEoyJKvo18QhTkqVn16fJ9MAwPhNHJ8EqwLQ3J+0m2efrp93nxSroVeXn6yMJhmSJLufR5/pM5qDMMNWtF1L1VvatNafGIQ8q1+fibyIXyufugxmn/JUQueTwCG0zIYhn2+o0qucT1rtjJ/yq+NXwp/6/PKfgZ9TDN40ujKPQ4SqEjofnxCFwYbJZDyfhqvnn2xfzUOmqy+fWZ9zV+BCcF/AYyYzoZ9PtFuTOY1kX5DKnZ8tn+GrTNdK7XWf3LrDnxZhip+gqqlnKnqTgruGCp+x/Mqf0l+QymhPzERRq7OG9p+xq7xfM5+7tGhP+p/1/PufA4LGnzFJQktmn9DoFp+DW1mrOZ9oQ7zUKpz3tjZfo4bSYWafDkjYTRJfB2884xZvRUavNxDWQ6slhEaWD48Vgor3pdKoM1Ff+AZugKFfOvek1BFfiV8fNMSW/JRJX1C0KV8ZX+wGaYD5XfOr8W+LqyNWO3PzMy74r/R7Rd5PEZxOnBGYCGvZM0hrpcHcUIUzKvgN9BVfram4mG3L7B2cMzyu0mFLRQXLmE90a/f8Hry7XdTQo0sGozRr6KiUa5tW+m7ocP1fTMtYmqqgAIX9Pj1fb256Mye22oi7odaCSTPNXx+CFHxbX/Vfq6Hga/9Tkmu7w1hrbGg4a1LMMGuM0+4nq6G1XyKMm7XArwQTaTM3lKNfmTpca4WSc19+opUze0RAS0V4X1/O9sxLY1+1M1h4c6ilwZrRfGsmMM+Cg19Ca4zTx1/Z8Pago6n6ktVfJV/o3QKuY4KtX7qfimu3gbdfOHQetbHBjV8rgoAYP18z+t5PbhgfX5cQ6N3PX7qDu1+FM2cYjELU35Zr119LeKxrJ4LtX91vn18yQK8McGsYvh+rUEJe+KP0d+1eM73qGoKTYNDfawyM33Df4mvWJpDfyN9Z09h1t4FjUHCUqjCEVq8VjDNZHq2CKt803/dfEZgK38pPRzW3gQ8QvTNVtWpHOmPREUTQCOsm372DjkcW31WD3eu09D2yNt/0xwyPFbG2LFn669zGzyCRiITUDexJo2SW37qS7EmDg+ODBCcW34HfLer+39ODURprnEzK2EMR3+OcmUcrg3aV+Q2ZR4WDtUM8x8nfu4M8xyuDh4Px+EzKJ4Mh361E/DZ/g05DzWs0NHeDE6QZRxpjOUNso7NrFd9hw+nfp1aTr2HDLt+233jP+rEp30ZHQEMOcl7f9SVc1uBDrMdr0FWyt6SQx1haBkOWLK7fxmOt33XfOd9JslXf2d/D3wuDZd+7PJZHUENF36DHj6JfETEQnsd/DzyRG98GG3PflxE0Q+bfRlTz35VDs0db365DJyTN32qvu0lvEFxD9d87tHxDt99h30pDwkOFG6nb3cMRQwYbnPTSm9JDuutv3yCRg997nE/fbJGmQ5HfJd9qQ4ZD3w1qotpDwr7xI1HfcEMQPy0NSd9Owz8Qkd+K1ZOyAD/2x6f90GklEPdraD9ysUXfqd/Nw1Dc7kMDx8XDbd9PVn5DaYgWR3bf1cNIw/TH+Y9/4f5rkmPRQyff6MfcY1iRbkOv3+bPKUNEx50lO8OZQ5XrNd8cP/6ShD8FQ7NYXt8W3wI/uBTvVhVDMbD56zQ/O0PkP2A/DUPiP1X1zDZPg4dDbD9Lj6SR0dNC60eKHUOWueXfa9+9slMk9McN34jDcj+o69n4k0NzQ4Ub/d/kQ7Y/7UfrT4tDtM92YxY/pj+DRxVDQAeL35I/uj/B9XHfB0PkP+PfWJHNp6dDMj/MwyFD9D9RstdD1d8+Y29D3j+q6ykUzbJgw8Xf3D/Awwjr+j+9Q/9DbD+Ub7Gblj+YPzAv44IeP1PfZbIpPxnfRbJQw6rrFt8xP7PfUZLAxGLrbj+owyHH4480w0PfZ9+Uw2o/pRQPnKTDVNLMNiTDhMO9P1/fyVuqP6zHST+TspjDbD80j68bAUPhPz2ytJgsc6dWDD8T7og/1T9+P4DrCj/ZjGbfSgBBX3aa2keqw6LDAkD7P2r33lR7PwbDa9zShEc/T48X2oc/f1t6w3DVZz/HP/Z4x4Myw6P8pz+6w+YvCVMjWsRaGnlmwwskwqeuufnDNsNp++hDqyTCp7a5+pEvyC7Dlrluw49wYSeteSqxdCi9w8CaZiT+w6RDF81BwzDqD4MyeWHDg8OMp1XwckPRw85Di81xw4i/0qMjAh2yycNhJ/+5m7Le7Bmj1L/1w0l4OcPkv6OynMUjox55k7Ilw+nqlKd2w+wdbL/6eQPDM0dOp/y/Q3geAiM24L8iv43DxL/tw+7DcL/4vyCRPcPSoySoi7I1w0PD7L9ysZ/tZ5xiv3nDUswPg/S/IT8eP2K/PL/pw3pDzL9mW4y/nKfgeeM/kLCyApZJKGNPgXO0xFq5FPmbM/qZ/MZJg0PWv0xjwL9S3Ag6YL92w6cWpzJvLx1Cy2pl4Hz0TrKHml/m111bAmazY4eU87mlTUFuESDw15NBnbNlcuTp3Q4mON1j49zC6b9YwmF0p2LRAPOdRJdsA5/AkwfWioYFEb+o3f30pgXAgnUStPNAYG7IXxJn8JWlIb91BgsCvvYlv7rXBvn1v7+Uf2AoBJvyfrnMwEf45b+uWk3c4b/GXVCi7AT0wn2/yblFA2Yq1b+yclG/tLNWhwbnZWJMsxSHFuKqdUyznl1a/Jp1vzMPB1X8n/nZZF21679Nvwf8TxI5ziu/AfqTCp3EHva4XZUE1Tidv/FdFbkZ/Ze/9bm/c9YKD9QFtWP8zMJzv3G4b7+IIB+/Z7+S86QiL7/oItIM3MIgf3VlG0B74pqHnwfDxD21MLPEhxuP64TJ1au/cFRrxE+1xb9/IiO/3v2F3bc19+OYIFxpylSRBJWlQcp5BmlaeiDNv7by3Uj+Vah/ybkv9ONgvzMih1n8NH8Qf/aSRb9Dv+2UG78U0OPEgtmUBLMo6nLYf/+/e108tedwxw35v77CoqNQ9w8zpnKKdHm/2b/q8lx/jDYlEbJ/tFWLv2UGWx9dvyy1f78e9itELLWZv0IgspAWRHnsSb8WXT9lUH8IIjYy+CL9HDjCAH9wwsZ/ySK8wBmU+n83v9Ry6Tyjv+udMHNCfx5/CQIXv4LdzgKKf7e/YrUnD9J/XXIDvwQE8n8oedp/1zOWclU3eOrCfx/EewZZvwNdfxIBBkm/un/gJKl/Dn88+wtyiX8GfwVdS2Wlao5/OFTSsu+/fn879L2/GN3Kx8F/HH/Kx3i15oDUciYGeb9FfzR5L+Pn3bZ/SrXz48n22X8zH2Zar/maf21lrX8QIIR/MHm5v6p/lGMQebp0ugULDed5vdCUBBF/4bQdbzX9lX+Egl5/rHJqWkN/Il07PzjKZR8h3AA1KnOiwt/VVz//fTt/Nh53j4UfZMiZX9sEui+7f+yKLR+nfxov+39D2hA1Pfx3f89/0EfH/FAXWY+RcDjCf6GQ9YFjqn9o+Bl1Pt6UZaqd4rg2IvGdcbhgJRYOQP9vRU6odtyZ3aD2RGUCXeRHDl40f1keJPWo/7JV91wcNZfh5/hzqp11sP9cTlIIp1U+4kel5qBDdSYVpCJE8jl1NhX/pRPdxpIrv7YSc3Xff1ylASg2aZ64WGVdnb+/Ed3U/1I1JuIjpdPdjPVrpCwFMPIz3WukN5XY/7T1g4aepQNdlPV6pDz/hd273YIMEd2+EqD10v/JIr9/Z20MVbgOMP9Fl7sQ/osW4nfdyZ1xuDNHhA6Gf0HEsWNm/001RHLL+rqgBv/r+pml9P8plHil5P9zNYmGrqURNS/gbcQW7aEONARxNd7/kiKi/0L/94W+//fw5kD7j41Cqv+H3e7/KCKa/+5toCLm/3/E0+L6/zl1M0XKZcb/MCTtIon/9q7n+HH/9q4CBFH/pqDvEgb5nhI9NcX/UqWC//lyZYtE/zmLMCR4/2z/SIZ+Y7oiPd0y4uEiXP+kJ0lMmi2ML9Kjnf8/zTDPn1IPDB9YHjbuE9WDbbVd/4yQo/9UsMwZJKL1I8PY9ElVT1wj3YRsQEfN/f/qo6mp+s/axwAjvf9zCZv/ICNCEK0tZDlDU9CMs+M32Uf/nhKuUDfZk4+D/13/8wTCIzhg0K2UhJP/n9jfTy7PVCejGLgtu//qo3w4+M9wtJRDYiJarX7PXCGUzcYlogIhfBsAAsxaE/9Wwb//2xnoGGbhO3mZsVoHRy3Bpw4TESXexOwaW2Abml4vMamaww3zCnmEQAfKjFewfi8z6Cz/3f/tDPSABb/93bDezzAAQQA7meDs8t0ZgjA9Wr//ZYg6qNHYAgAKceKRDegB/M82AEYo08cCM5LyAdupj/6EAN7nlQnP8ywolE6JX9WjNBgA++4/EMqE6CQBgAddPZxGAdNWloMzz6RmPJa2epYoMUaYYHUpB7PfxGyOJb5ReL2JGr4ZLlSuAD+/4yAKCsH4pAWOLQ0b4b+OB0pPdPeLQ3wwQ7AjOQsAdEjFOSO/8TAFTqUvUoOYPABdyMu7Chzy+CDi8aUYHgD7F5O6mv/kYtHGe7kMXTSBAINntUjLewySkVZ5wAJcAbUvMgBdtQEgHMOXUAYPvRxSsQChAH2mkiATCxESGoGhQlpAsUZ8FQnbcyYLEc0RZQ3AASnPJ5G9/9QgFQL35RikAwoBnTh1Ub1AJHnsEjaoBcwlmCr4ANkAX4pMB4EEMKgF1z2iAXywUPSeUw9UZ+SCGAbQAqhOLAD4xKDz0n3lKQLVaLQCqE6pOFKpPdlPIB29IR1rLALCTm7YCZa8wCXEYFLWmAT3/NoBUwDxgHqIyH/ocAiGgwfVQEYFLQ6Aa0AkgBzDl38pMjVdqPUA5nKk/9HgExOiPBqK3N1I1Ilg/gRALpWrQvQfemgDAF7d/wmAZZYGheWQCZiblrUIXl0jVYBwok0HTrQ02AbgtX4Bb/8L8afALpRgcAvzar/9jgHQrSeAVAAjRwp5geYzKozhAbspWOerQCRAFbzzuAQsAw8gmIkF55Ew15mJBCff4+oo/gFX2B0pGjANABAEdgVpH6miARkA+4SeID4gEnAL82pAApoBvICv568zQxAUYtHggIwD6gG9fBxdsajWX6YalRvjUiVFhvZkSTaaw03bomo0i4EYvXcAjqMTsBKgI0Xs60OUBNNAFQH3j1TEvAHGUBioClF4i3H1hGqAs0BxoDivbvcygPuWYCZaeU0Td5IyHtng4vFtGJjBoVrf1Bzhr75D0BcU1J0YFLSHyh2jQuifi9kl5ugKOcLX0YJelEMvyIurSv2A+DDaUNq0YwHQw1dmHEvXX2VBN1GhJL3GmgBnRewHwCAwFhJx96D6AjqaGcM8wE1ALyXs+0DdahS8bYZtOjpWo6A/dGRYDElpVL0cPr0tQZemYCcyaNL3WmuIfFsBIzl61BdtDhlNNtH3KNr8J0harUmXq6/KMBAy9Rl6G7w9Wk2A4NO481el4Ov0HTpcA3QO1ad3QGHL0WXhb8XpaKy8C0YfSHtnvxNKcBDoCjl4NgOhWsrlI8GtYDDgGugIjTo2Aiv2fL5A369sgt2rmYD2E14DkKqWskx1FnFQ3CFKAcHrjp0WYOf8JcK6YhfCqWsmKSCwQNvCQrolwoe8EHpMIIRHUqZg5khgEGYelPJI+k/6JIdTQQMXKu7gHh64ECWyo3O3oeiWMWEq1F1xvC9eHaKiW/Soqd9JD9ByPQgbIrSbNQBMUGljL8h8CMtFL9Oa/VodBGxVW4IsDP14Bj1JTBL9UggbBFBtuxECx4T+JAcIOjaQCBcBR/wHkVV/AbqYFEcMFUf7b2JGwgTTFJx2xSQRBCrlU/AXAUKSBk9JnBge+U9rDBAjiBLsJ0IEzJDvAUKVIBkPEDYnrS6mPKjnbCpIHz1eSoKRGnAjSVOF2oz0mIGQlRUwLk9CyBypUt36O+Sj2nIVCZ2BkD/yonwioig0wQL4BEC3kpCQITwp5Axp6N4DdTDHOyoinJAh0qVodmWirPUFKHZAsKBs5VVeCyxWOKtJAsyBXEVpWC4VWHtqokP7at4CnKTuQMHpNpAsKKREDQWDZQMN6tsdO4qP9sdeqFQNsgSylMiBLVUKIEORSogY5AwKBwA0Szq+QPL8sgITQqXIhzAq6aT2KglAgWuy3gjiopQNfcO14Yjg+UCL3AljFboINAgogGno7iq9QJ1fAyQI4qH6A0a7eQIaKg8geb6ZppliAfgPAkPx4ZaBUPZYSqhQPXmtBwBaBRmAGbilp0VMMTwNv2cUCHRpZklZrg1QZOq1/wiAr/gIbKo+A0BK3UDDcLtO3q8O1AhegiVRBQhBX3ubmD0BF6GqIicwQvXtLK83Y3ujgAvoHkxB+gXMED+EgZYcAAovWFRA3jb94QLc6MpLJGtXmKhFl6hL1rV6nx05eqjA70UJwUTaIMvUDCNjAtCAskUaXpgsz6QCjA0RI1lc1lo4t35enCydGBBL1WkigOnkNqS3duEGiRLdY2YFd9jg/Z9eoB90/wNUiPhOCeFVAMo1JXoh0DGOsy3CV6IRUWM5AoXyktzArOEWyZPuANUimSHeZM3A3/UprIxt1DgKZgWmBWyRe24qwMZgR9UOFk3HsdA5k0FDhNLAs9AtRoWwaRI1+QFYNYZYCgI9ajWoCaoCskMyk1hswfxUwJfFAQsYWBSWpvIYbx22iDqIJmBmHdkOrJcCuGseRRsUzsDfQTyJCToGACfGBfsCBYFiwJSIAaCPn2puBjtSnUmF5G5kIDA8cDX3IxZCAVMnAkIEqcDnoRZIFPiBmgXQKkFoBP4S8lTSh66Mj+icCySBGaBR5unUAgKmEwuuSZwLSILn0JE+JrIzIjmDU7Hhn9M0gEHljFRkkEYEJtyOnkpCIr9AA5R7gTSQJ4sOX8qeSHmkC5GsSUdOeSJgQLFfyIVKyOSdMSrVa4GgUHrgaKjOr+6cCW8Ibv3JzJGSQ1Qr/kp4FIhlLgSigEAQUIY0wRekB9AAy1PIGjgU+4EQtWLTkBgdGoHLUt4GDwK0YAC1CiEECB0VAzf1zgSlIJqIpD1dPIoBFqoODlcLIR/hV4GRciPgSigfCgJ/0gEG5EHaIo2UVzsuaUN4FLZXXgQgmALycNVF4GJcm4Btt6Oh6Qnlv4HREHcFi1nUeBV9Bpcpu8kngdYSaByOqszFQmaGQKtfAvsgsnljAR5vwIMN61QuB591ZSg2tSCVtvAoeBlXImEGDwKzEBdlMMglaUx4Fs+VTLCCQQ6kkwpXlAooC0gJxEUIABvkd4GMLVbgcRgQRBI8DrBQ8ILYntgguRBFCCacodwP3gew9ZVopWoBEGNlFmVigiLRBpq02oAAvz6hOogj3k8H9hIivU2wWqYgmhBRCCwITPwNxIPAVWRBZcD7fSltGC/jfAmdqdCDbEHIkk2FGfAtqEkj1O8I0fysQbz5ZHkz0Iy5BuEWMlP4g6RBObUwEHbeiXgREgOBBD8DNARowEoCBZgTS0DiC7MBlDSlaFSHV8gn8C/FZFwPsYB+1PhBjKBm4GfCjrganEbawzMJq4EKdTOyNzCF+BC5QSAgvmjbgWFaAxB/MIu4HRuiaQQgiMgwUN06kHJIlIQRZEZ7Or/lV4HxShCLAAg2SUx2oKkFEdXcQSUgypBd8CUUCzcF46hMg4qEpT0czx1fwvgcBUGKw9MIVkEK0zXTgsgoBIIYQooQBINBpk3AepBc/gjIiftm6QVrMNYkuyDdEGYIM3iEaCKpEMCDKzz0wgGQUsgggKTyDPsiVpXuQVDkT/yO8CdOr5pzh/mMgoFEScD4EFhRBAVLYg7OBGosAvbPsihqiKgQ7+93Ifqo3fwe/lCgqwWb49EUEXfwe/nCg1FB1GQ4UH3f0efmjKe5+BJAvbr3ckRQdig97+6JdmQoDSwQRHn/KwIKv9s/7u+hB/hD/G1o4P8Df5HzEMCoD/WHqNgVdiAI/zalgQEUrINXVO+ho/0V/o11PlBWP9kzxc9X/9CgEfH+v3UW+h33SrQiT/OmAt6Vw8RDdTCNqGlJ3+LVw6f5MoJ11qp/Jn+iqDSjYIIn/HFJHNBo/KDPf7XLXr/q7/cnyagUyEQG/yL5J/5Xn+t3VtYyppS1QW7/XHqvqUjUGMLQV/k8QUZqJ7QFf5nXRuoKT1QP+hgJRUGi6wWSqD/T1BK79jf6k5XmCnbcS1B21UU/5SNXIluwKVlBMG0E/5NNRAKoAiZH++Xl6cK+pVsiEr/evaMv93UFx4GSWm5CPVBXv8KYH/pVNQdgtUREXP8pWgtpSd/tRGcVBCqDHUEK63mQJM1YdonP880ERM3+ChMgcLkoqDYhzQZVanBTAKVo9f8s0GCoKUlpGlMP+m1Ex5qOpTHQewzKo2ECB0f7ZoO9Cp2aPtBxyBklp+oK7QdxAPn2AkwOLhfPWT+nh2KH25fUqUTIonUkEiiCr44/Al4FlgicSnhSYqIM0QLK5NrXj+sCiB5EIvBo/rL8xv0EhYApE9KI9ErnYTNCvegl9E06hHfrXoIYxFg4e0K7cQGkraPV18OlEaTyPT1XoBbf3AZnLiYkGOZR76qRUzgwf2XeLevG1YMHTXB7CJA1DzqIiJPx5W80Qwde8eDBEKQ8MFSuEK9oAXcgORGChJAjlyLcGhg4jB65cVQFdHwVqAg1ROwZmMAHYmAyyZIG1eQ4Y/NaQhZ83RZKxg/FKb2IlGSF81AmDzVATByfMuGSetTbkLUDdVkkXRAGCVA0ADMxg6satQ0mMFZymlMMh9KTBBWNyTpd8zEwTN1cBgnAshMF6dQ4wYR9fBq3GCSxZkfTsRNJgljBU/NZHwuY1mgVzjWpEqfMeMGWYM5akG4TiuljUUe5/OC35l8NQdIoXA9+ZWYOU1DxII/mOWpGqgiYMcweQveFwwWDnGoP0wZqnzjUhOAw9FxZXI1iwccib+GQsNVxbQsxCkghna+G9A9h+jmR2VRtQPMMMwogioYgoHsjrpHJP4zkd3mYLJ0ozglHOcGlWtXo7HSjFDN8zcc4C0phtbxx1ZqHNSVGmAEMEsGoI2rBl6gaKOCKN4VSIs3eZqcnFruMbNIwGgokxZiijcyEFCM8WYTYN4lqlgv/uG8dn4ZbKhYRhSzGKSVLMGWYYp0Rzmtggw+uWd1kYBmBVZpnHPrBZnNZsErtz5ZsaceFUhOtxsGhD3mjpKzU5OrZxhsGkQ0uwRYjYaOZ2DBWYHs2ewSqzRIu9kN5zgWIwBxjenRHOahpb75bKg+1k4jcQ+Hnd3HjbR3T+PazJ7BNQ9V1RXez0hrlgj/oWSMSsFOs38jqLvN1m10dV2i3RwXKnpDXbBfrN847JYJkeDVguGUAMcuUZwykfhkdHInBpusnsEdYLcRuEA0QeDOtaYZ7D3x3PtgvIejSMMsER6mnRm0jUoedh4TpTG1Cmlku0dP4uMdLEYg4KrZkLg5aG3WdTWb44KW5u/DDrB8yNWYatYI7ZoxDFnBnHkdsGjYKpztLgszumscYIald0ORmutcyE1esLsEa4Ks6vFg1XBJ3MPsGOHxXZhLgh7Bf2d+cHjPhezmbgxrBF7NXsEdYKnZlujZ3BEv1gUbdYMvRiTg23BkKNNDrxqXlwahzH5OSHMpsFc4O9jg9DELu6MtAY4C4LzDHwXCKSSYYnY4NgI3DHTHLbBO4ZY8EHYIPDFTgmbuyKMlEYdYJAVu+ndnB73Jr4ae4M5Rgtgn3Bdet2sFtD0vRlczFbBZ2dmsF64PyNnXg6HBphdq8F04L0Lgzg8XuYccFsFK4OY5k7rNLBbHMOYYdYM45ucA7vBpcdtn5iL2q9JZHITmstw4oatx1BLiSGSfBOnNm475ek7jpd/I2ovpZPP6agN4NgAXH4uZJYZ8Ejx105gvg/fBAE9Pn6ckxStNFnBSUlklVuaDc0dfmmjPIuwqcf+SrxwzRt+SFzmm8cxX7bx1vjutDZ60+8dyuZ+qRoxhMEJRGxbowWZVcxGbFNgS+OB8cRmwiBCf6DFzdSSvhts0YiQxFYIWqFLm6klb8HvxxGbBvderO38dvVI/o3y5kIPRKcrWcZ0agtgfwRMjMBOAzZnKqQJyyhqSdLeEm6MRwaUEN3Rv/HZAhh6Mff40EKUYFyGTAhN+DD0ZcJR9tmGiJaoATxHUSiSxtlFW8Hfg/3VeCEBYg7QZRoHzEZKgpIy8Ck9amA8A42z8VA2r0FUu1BCoLYGIhCTFS+XCb0IUFN+UQ2IygF492akC8SQQhehDVeaJBWUIRh1ROefnsyG5X537Vv16D1QX1tGjjaixsIThg9SEUFgN9RJNQ2OB51YBYq+CFwj2EO0ILYQx/M3hDVQi0YKl7v2rfwh9IdwTjWEKxJGe9ElBm2Nty6N0A7vHDzWnAd70mcTzqE+wMdjKU6QOJDsI/vTSITIQ9PQmRCFfSRtUCJIkQhwW6PkawDaA30KPe3TxYUH04iHxolPGBKDKohYvNhzDXIDKIWTzGHqXKsiiHNpF9OjYDXW2HNUt27Q4yyITN1HohqRDe/jJxAKIbchBD69RDgcCFENUHiSWNj65J8R6QxxXboDwVdDEthg0gTufFfgHR7BFqixDOmoUGAWIUqyJMAHhhH+gyFQEoNmXIPo+IQB8jpxSqAhC5cOkyxCNiH+FSWIdsQrKsFBoZvbpdTZKi3SN+KNxD3qivEKISvN+WywVxDz9C5CHMIcf7CFBpSYhy5TuRnLkuXUEhnhDmwhDl2kMCuXEGAy1wwQbRX3BIfi4MEh+XsYSGQkJzCEuXNEhCIM4SG/ACxIVb3aIhI1Zfy5J+Ha9rSDar2OoM55Zag2fvBeXSkhcRhqSG3lyT8NWdG8uNFUoPL2gwEvvd7DKQt3tJQY2JSqkD+XRs6SfhBOKHEPZIbsiAMGj5dL3LgV1VBvyQofmMFd3PLw4HgrgiVIx8t4BkK4HBQhRKyQq0EYeMinyCVxwrrklRkh2FdlKoZ+FNBvRXa72+cklSHsVwlUB6Daiu33tvQZPi0NIVB5a9ADgN1wSZeRJIRaQqkh771IMJ9i1yMJyQpiEFrkrvLoV1KmEh5HUhVoIQV4cGE1IbGDXIwRFc1iziWkVIWRXSbOxfhHvZqV1J9r3QHqSgZCtLjCkPtIeeCG1ympD+K7BGHjBlwQtw+aOJljo5YiU8gYGacmOsQkqiBDBCxHBvZRQEWJVN4ScX1shDkYVIYkZl0YaBibJjliaJqRcgCGhE92yPt4GGkUbZRpmTxykQOh4BPY0DO17AKhdBLIXmQjQh8h15LBFkInIUmMG9cUWISyFOlyOLAWQ8eQUJpJyHYKB26KvtSGy2WRPjSbkKogjiXb7ESYxtyHxonLISuMLYU3gYTyE3NyBIQKqZwh6WpN3p2EOpBIdIXwhc+Da2zhEORxNnVG8hnvM7yFAwOCIQ+Q/qM4JxvCFvkPRIfd0O9IgFC3CEgUMxGMfgkr2qPYuibxok26JMQ72QzAgn3p9EKXIVR9SGw35Ie+afg0mIaPbR5Q5TgsKHsCwq6KUQycwzAtIPoigzqIY8oOIY32MyKEeZDf4E0Qsk0e3VWiFAh0MyAHQYIGXRCw6omzF6IehQ8vmiFDBiFTEKnCOh9G+8pQR4XAlExDxp+9Lih6uZGiGlTCWxPmoeXGrGopKFRFEE9KJQmbqhNBKiGs8Gr5smKQihvFCS5i5ENvRESaTChoxChRZpZHUoX8hfQsr/MiIAqUK4AUViCihClDYp45Emd9DJQkyhhmRxKE33lHgKztL6cIlDHfS6ULOGA4DeYoxVRGfQMUMEoWlkZihIyECDRcUPusoR9WShUWIXECVEE03Bp8Dvm0QNFKHtkPYWKBrVShYPMoEAZiB8oUKaVChXyErWpwUP0oS5QxJCaVD/UA0SHwocy9ZKhFlDbpCUnFlVjZQorEUVCBcDFUMOxNxQplWFgtAqE4fQrfPRUGqh/FCY4E0ilPGhpbZuazSpnJb2qWgWoK0Qg0eBCT5r0FFINCKwVhat7QNmZUNDeKHutSY2dYwDsjsM1VQJ3uHJwJC15WgzUNA2KZaQvwt/RkThAunraGQMNRkN7Q6SgmI1XHHwtRsYTapZ3RjUP9DPoMemSgK07fB59DuoeT5CXweWCX6jXULaKE/0M6hI7Uvz6xa1YvBO1B7Gu1DjeR/zQBocAMBvYgK0p0DQDE5tOtQ8LEiWs9FBDUMvaGQMJa821CbcSAXRQWiDQ23cIg41fQrULkvPl5UTkW2tbIiInxPaJPiWcWfQpuGbKyGqjmtQixabbVyo4E0PiGLH6P/B2l42eo4YyJyH6Xddoogw2GD7tD2xB30fIo+81vrhyDFltNdQpPktzMkaHk+XR8AHCEWhNrQf0YC0OAqNEMNfoPNC+FrjUNgzoXgL+a6NC5LyFuXJ8hDQ+bWlNC1qaK0LBZp7yRxaqtDcRSk0KlaDbiLduwbtHWh/xzs8tO0NtG7x5efI7UNKRjnYa6h9tDHEYJREraLLQrLmmNDXWitgC8zltQ0WhKGM9WgZfyZrjHrNiQabQOuaHTGRoYWqDiIPdNpqFdo1YAIW1KdGUxt9qGG0JD7LjaGjIWaMuGjnUM4vngnQBC0dCs6G7ozjocNQo0Mw8gNGa9hlCRgwKBtkpIYE6EDGzqWsnQ8uhzS1C6Eqyy2iGjQ52hAcd93ZetBtxAkyM8GPLQFqFTRhVdAdQngYR0gI6G39AJkrnQluhWuICPQ85Wxoeu5btaJ1Cj9aF3TV9CEAItG9EhetpdZn0GAJAH8GibQO+jr0OXpn+fMMMy9DKtoqQS1DBABAea7tC9xQSoERWmPQ+OyDK1L6Ej0OKZprQrPOg9DRaE/o17oTtNE9qWBtfTBHrV1oXyvOzy4aCbcTAaWFWl/QkX4BjJf6GZ9DGuDozeAog+Iz8EzUg2oQniYy6aG1k6G+XivWpfQ5GoF9DYCHvWmueDDQu0MXogGVpi0LX+onMcBh+aBQkZgMIkBFzQjAY2DCS6EfoEAjOgwojavaBB8QoMIAYRAwssUiDDywYHtFPVKXpe541NDAnSdWUVWm/QmSmYdpVVqG0LPyF0QA+hADsvhhNFw3oaQw8ZcqrAV6EenyjiLycPoUgdDZIhyMM+jCQw2AEngN9aH+tVEYac4Ck402Q2ep/4JvyAgtaEQhEIDGGmWjxoRcuXRhdR4NKYVXX0lDHQhymKjCOVqCMKhofogqehQjCh1opV0cgGDQx+mgDD7KgGMnboQZTBTwNK0fqECAz53Kow72hS3Yo6HFM1wYQNAK2hlrUV2hBwAsYawwrhhh2FS1r7n2MYf5QWtaZjCNIDLZB/aBpTEJhDjCx6ESgD7ZCbQ/xhcNC4YT90Ku7FmDYdokxtVAbCMJUQcTQzGAhblLLShil58HzYaNyiwolGH7LkxoRe1f2hqgNGmGS0I8pmrADVap9Dtuy00L8YTJTMMc6DthnTk0NO7B/Q/mm3VDP6zBCntciAw8ZhcDDSXjeMId5JhtWxhNGAzTRGnTZoWIwoXkmG1ToL34lTyEUw+mhAgxU8gT0NLaPAnZvI9rlGFr1MJuYYBtTJhFzCa6EuMOjYB2tAphsyhhVpbMNIgFJEeBhBTCZVJ/MM1xCkWBRh1tCXKZW5jw2pgwpccbzCMGGcTwRHuVIEuhQtCc6CXMNiYRm0E5hgTCHqFP4AxePw7fZhcvJDmFaMO2Yasw7QA0GCY+RkoG7bN/sKkEeV9fYisxh86gVgCAkaFxGXiIEiAJA9/JTArEog5QMsLpYcr9HfBAAMgEBksP/jH11GAk1LCjNoJXwIJC9/YtgArCPn7Gcy+/gpYTreWz9FHK50yIPB4/C1IqKkeUgzxA5XHLvUv4i8QW7yK51snhRwdmS4gMNWHEYDQ3O7wGtyu25NUYWMi1/tI4GcM9FxL8IomE63s/gSEguPwiiDEyz5IIVtSGA6BsMkqFWjMkMqwiRghW0pIjoG1G4PFtUDA3rDrvoSAm4ev6ws6Wl+E8W6CPBRdp6w6VhZ+sXWFHbTjYd7nZn2kbDTWHGkkK2pmodA2weADWFBsPfXoUMUNhxl0s2ED0y9YXmw7NhsbC3WG251qYVr8J1h8bDsPQGsJ6tHqwi3EXUMtfgB0DzYR6wrX+NxBw2GFbR8aMGwgNhcrC0NwVlFK2ntQPNh9GgttqGsPdYatPVVIWrCe8TTEDHYbqw51hdbDY2HuYHQNnhCRNhw7Do2FTAwNYZawnvE9V8rSQ9sNLYcWw9LIWbCqjYtsLTYUQCKthnrga2HJsJO8D7bb+y8UNzriWJG/sn5DbU48WRp/jqHSMNCEkN9hlYNXQqxJCfYR2yMsGVYk26iTsmhCAVkRf4yUNPb7GZHLATvDCDhP8Bcl5PgxA4ckkBMS37CEn7c8QQaJDJEZ+4EAwnKDg0AmLkkJDhWbIcOFFJCw4eHfD++eXEEwELg2nho+w9US4bF3obGJDw4T2yHB0n7C0OHREQJnJokBMS8d8f2GasGoNkmyAjhIZA72HNsizvtKxO+oScMJfoLZC/YU7DHe+eXER6g0v0ydCVAP9hwnDNE6tZD44eg/DjhkbFc6gUw198rhw1eoO8MNOGF/Dg4W+DFTh/LEmOFnKkzOHRw6ThMgJeOGN1EvBnXEPtI7yl777zH104Z6Ahl+CnCIOKOcK+IjffbwSJDQ1IYv329YpZwwUirD9+WKDVG6fgffHaIXi8eEbG+VfYa6NciGNlRfUjRL3oht5wwzhfu0H77eCQwaGWyNp0gaRYuHH33M4ahw7I6PJEUH5/gE5Yq5wzqonBQEuH9kwHhsVwjLh+98nDSIcLI4ZVw0J+sHDIuHMQ1Hvt6xG8iPd82FDlqls4aXfNZ+AXCiDo8kRLIIfVGxeYkNrOGnJDA4VJDZLARqQBuHv33yft1ws0mbJEF77RwA64V5w6oqL1IvF7aQx/vsJYCrh6EMfX6mcIZfihwhLhvR0zYZLQyunmqkeKwbSQ9uHxQyG4VWJIzhXjoWOZKcPVfv5wuThLD9OH4+cN+OtzfWThUnDFH55cMk4TUdCwqkiRbuGBEUOhs9wq46NLFsgwcAig4T2DEHhhvw9OE5QwB4Qlw99hcN9aOFGcIh4Ss4MThcz8MOHdcPfYWNDd2IC3DzzY0cJC4YVwzHhe/EGGi9Q3BcOUkXJe/T83twOcKbJojDSmgiHDPOE48Lq4YTw+MaQcNMYbNcJy4a8bJpGXHCy2S4w0g4VRw6nhBcNtuGIwyy4bDwiqGpq5U2hscKLZATwhLh+01WLa48N7Yu9wmE2LQIUeGbsiubOlwoThuLFVNqU8P24cSscrhanDcLZVcOYgGTwr6GaPDp/gX7TWNn8/CMBQMN9eGDsRS4aRbOw0w3DeeHErE5JMLwrNkKvDFOFGcP1CrJwh3hn5JGOGJcOyfiVwqCG6T88eH5HUVBlFkQ3hWT8SOHdcKB4YmbUx+f3DEzaHcLV4bbwp7h6PDon4ycIJYvLw4kIW3CmOH7/lJ4enwkREJCdx8Gy/VScuLDfrMv3Rp7jF8MNhhPgkr08OZXn5V8IxCBXwwvhUNU6+FDx3ufsGBDReZfDj8xUbFL4bXwrSQErDbQGtuHHEvNkPzh5agmF42pCLZHVFFKOVh9aH4pjFm1pPwhl+b3Bz3AD8Ktho3tSGOEqBqIYVw2aNmZxOq25sVI74rqEmhtk0Jc43c1HcQYjQP4Qfed++o8NujY4V2wftywRO+wXoO2TL8MAflKOIh+8/CNDZiHw6kj6/acS2r9x+EGGw7wGQ/YfhTI1xxIgYw+4TNHdo2gAisSLn8PaNkSxFR+/zBUPSH8Jahi6/WO+RXQOobglC9vogI3qGs6gSSiwCOh4bwBAhO62A7wY4fAyjrvwoOGm8Nv+HGsTjZMQIjfhg/CsSK4v3aNhejKgRw4MH9JGvxi2LrrWfhc0lmYE0CKthntFHfhDbkMiLDzivkDHA6bEQdVU4aArUvag7II1y2icgsSJw399EcnH+QYX1TE60pEBhNrmKLE9XNA6Fgp2UUBZ9cBaVrUzDRs+UWTv9IbT6hIJ6+ZtqDq5CII6eGCCChWpUC28Dt+uDmq7ZU6uSktXeDMY6RTys51ZIJrEmlZm9iQZGrCDD2q6IWpiiB0fNE4pUUv5OYJkEZ55TFOpCEHrhSCLMEUYhdVwxLD4CRRdXSAL4QgkEgXUMxiOEPE2tEIl3Qe39khFMzHRIUr6cChsQjFkT2dRSERkIsLqu+oHZbudQ31JEQ2GBQrsEupW61i0MLNR7qKMtT1CYIObFvluf1EBGgcuqUpCzlHAEMbqI2t80LSUJqEWNVJFC/M1NKgySyXIcBYT7q83UISQ7uH9/qMI03mWsxCxapdSBxHlMKX+o/klyHE2zl/uN1WCh9Qjl0GNCLaEesIz6kQqD/+AdzAzFo8eRPmjhJtUEyG0B2t0I56hWwN2hFTdSsmGHVbpG2qCM0Eeyn2ESMItkKnrVxhEeoKpQXMIo4yi6gQ/QDdGkQQGg0z2xRDqhGltW0IbHNbbqAdCJiTnCMNWvHKSERpPUSiTHCIbQaj1UMYls1ehTrGjttu8Ip1Bjwjgcxi/wxEWXodWAZf82Fp8ygmIUX/YZ09qJFDiQ9StQS0SKmYJXUzVpU81BETTlSCWI2gbupmoI2JFSIgtoZWtW1AHk0h6rzyLnmRIiVBHCELfYPiIwNBUAsyYxC/25EQMSVth+aCoepbCOGEcWgt7qcsp4RH0iJm6J7NaLKGY96QwTeVZMDScI2afzpWIBUkmDEI0A850q5R/faeO1ePr76Y0R/gJNRGRO3WDI7QdU47HB92izmEjOBX6WqUGwsRSRaiO5+F6USUkrojx/r+4HIdo6Iv4k/tZ+zi2iK+lF+RXURloiqsorIEdsOxqNcgkQj+aTcoBk2uA1MK++CRj6EFkgKvqRgr8eH0xz/ZdxzlhOmIpv0KYiuWG8bSTETmI8WEhd0MxH5CILEWJSTMRQrg4xEqjkgofmAGIhqzVs2oqOEV6Iewwoi3s5EyQg0zziAjZRsRAEEDGbe+S23JWSAwBRAI2PpXknqsEetfkkI05FeggzxgnkNJYcR2eplXDyUMdsDd3AthtYoxSBNiNK2r7WdrcivRZxH/CDaksOIycRFuI8aCtiJJRJCtXLwmKkjRGXDT4ntOI2jATuoiAR7EVUACxgHsRE+U+xELt2FWr2IxsRHJgjAREETvEU4iM90DIhLxE/Fm0nnpMC3cZFJ92i+IB6kleSEg+Fv9GPRz4QEwHuIhUkT4ivfbLuSHEcBIt5wI29u8D9BDV0tO5T1Ouh8MJHhwkhbC9vODaC29TXL+NAIkatvNCRSClrriSv2I5DZyCiRCyMRLTycncDv8/fbepygN3RsQ2VkKgJGiR8qdCuTMSIN3niaSjkpyhcuZ1QyokbwJfAo728hJFQbXggN9vMzksPpjA6cSJYJjhIqfu9XJUBK+nQh3n9YbbkykiYd5iSPA2tEfCjk5nJHA7LQyM5AwpFiRSfx894kSIx3j0wTTkekjACbJH0kEvQfY2oTEjQbgU7x0qFJyQG4NO8nJEkbXLJDATPGwakj9A5boy45PtyRhGlcMbUjHcj/KtIfJjk3fEOJERSQMkcxIhbeOkjYfQhSK6wZpI/iRq/IWsEv7ySkdcTBJk8nJ4pGoQ2enORI7wO/qcWuTRSNSPu1YarkWUipwFySLhQskTQdOfEjWEZjwyqkbpI2yKNu9qrBlchkkS1gh/epkjkyaMcHqkRu6LNOXndSFJGSM+dFxIiKRmaNjuT2nBjHrpyZjko0jsSZpciUkR5IrJO2EjXUIBj25MHJIlyRsUNSuQSCTENAaPSNM1XI+KpBJzYkXRySyRfcM9OQMSNHaPZIvKRM3Ia+IHSN6gNXvcRSUuIrB45SJrokNIrPko4pCpE4EzRgHpyUqR9poRD6kKQEkVQnPaRsFgapF/APmkYaSDOGiIQcuQvY0hhC6aKKRG0jMIahAAKkTtI10eJkiDpFPSO85MdIpvexEjUZEoTm8kcttBcmqUj4ZFWtDakdDI/fe5GBF3DIURChr3DJUOJMjJpEZwzDmDXxAGROMiJuRpSOSJpjI+Vw3EiVB73SL6kb/vNaYqrgXpFFDy2kfgpR6RqkiWZHuBwgPlIHY2GkEDbBIaUHSkTFA8zkTch+D7sO2q5A/sNA+nGBmOQfiiwPrg7C9aiuI8D4HNHQkbUwRUmq7RTD6fmBika1AgbkJSw0D60UD/MK2KbQ+vIhZdL3iiNJtbI4zkc0UAXCIEwZkd8deQ+xsj9uQpFDlkQOIdgAtnIjZGpkGS5PdBHAm0pQcuSeyOkPt2IRRSBu1K4bODFC5HIlZQ+wdgY5Hto3UPuHI0jktkjg5EKyNNkfZDf2Rjgk0/r6yOO5Cg0BAmZtQQ5GOyMr3vLI/BS+cijh5dDGekWpsEuR5sinORPRQbRvHImzktsjnoqqiJWapP4Hqge4dqoQKh37FoLkVEW7QsPoSgh2BFD9CFEWkYc8iiVFjaCJYHWEKEIdUQ7CfRaRJCLUeR8noPsSwh1sFgSFZ2cd1xaQohzgzDgdCDuRI4dt5Gsh2qiBvI24OttxV5FPeAUDhswIi6EqARGpzyMaFk7AZYUU8jHg4KByOCskLcGWvRRh5HJFn3kQDEH3IoagRw6mfGjEYMCc0WzZBnw72i0AURkIgBR+s4vw7JiMCIe7dYBRPsJAI7QXHAUTigq9kwCiEFGO9G1FkwQBL2RV8I2TiRyvJChPR4O/HoX+Sh2wYjjgoviO0cVkPR8RzQjjcUISOXCUrySgGBCaqmLTskwNADhE+izqam1Af3+zCimvCxghmEfQolbw2Agy7rV/349JWLR4OPkV2OB1i1FDjeFERRzYs2gigUhyiEJHQhq3E9Dg5gxWrsAPkMSOdhp+3qMKM+6o5QcRRGshuiDOzh5KgJgHH+uiiVcp5NFB6poogj4H7ww7qVYy0amtIQcWykcCIpKl0ODrXtQ8kCE8HFHSKP93jYotGOOCjEI7Yh3Q9FjjIv+opJ0PSSNka6vgPGrwHJg+eodi1cUYDAUsWWmMnFGMYAXurYopRRueA4lHtHS0apEoxYgzs4tFFh1k3ujPtbCK2aB0FwboPjTlGEamUtlJdogiIBQMgx2HyuibJEPBC1gCru+AiAyFlJaSjfgO9rBZSP8BYkCilFAQLUgS1rMCBjcVXxLNUg4euFArnW/u4RPCv6X3iDlrJCB3Si1p40wG6ih0o0kwoj0+IGviUSaOVXLiBki1aUzzRVygW9WGZRHvhGyo1VCkJJMo/xIVEDc6wUJHarvso18SmVIgYhbKLuCNTrZKuayjXxKemE4gR1FG5RxSisIGuuDaUedFGrgrFRxdYuPVaUSsouGuWFV0SiQz0eUUkVUeIiOsnKCBPXggeHWS0wJI1plHlKMspHMozHWtlJZIqZQNjrNCo5yB/HlOlFexRqgT0opaAiUCbIHLiVOUWclTbw6yiqeSFPQxURMo1EoScoKvIZayeSoio+ZRFe4vYreQP/rN8oyZ6/kDKVGtPWCga+Jbcgl8IwVGviThgL09fpRWJhcnpsqOJ1lio+RIpSjx6yomDOrmlAuFRGUD6EoPKLGCmxAzNALyiQ/alQKl1rSokqBfWJRlEdxRxUTsoneEJKiWVERUgQDCqovrUho8wcQfKPWelkeVFRxWRwkq/sF3Shqo4tKmbJHsTvaz39ki2ZDUrNZYDCZhVegcso5UwQ6V7VHboEuUVv7a1RTqg0VGqeFugbKozmumYxBayGtDJuPNAupRAKjzVEpSH+UTdAy3E41ZqsjWZQDUYLWEFu7qUuIH/1khkN6lLNR8yiKwSalCOUjaojZR9RpnNayVW1UdcFHeS8ajLVHhpWjUeTrYykz1tLCGwvWBeq/CLqk7yleqSQwIEAKd6FDB8gQ4XqtqMhAO2o0UE0MCNihlCKVuPDA6QOiMCi/AWjHzQLTAydRvgDsUQ7yExgb4Ag04VL0yYGm+FyXk3gAmBuMCiRKY81JgQ+uddRZBhKYH+t2spIeovdR52FFBKnqNnUVeTTB6G6iHYEVwiPhLkvRrAn6AGqT0ensXn8gT2BQRpJPRhOXfUfQNHPwWrhH1EuwOPUUlSYNUd6iPxisOFs4Ty3YqkJsCVuGCt0N6mZSTAB2LBHYH4z3BpIrAvrh+Vhp1FawLIdCMDDDRZ6iQ4HdKRQ0SLAzk4308Ysg9ADKLjOLAsokdsWyjknB9uA+0Es4nzw/nZYekbOIYlZQEJZxxTgdzG9dhkQx54GNwH3azMhsSMEKVaePjD17Y0aLWSFTAFc43Gif3ZqwBPOOxo6PUvTDYHa8fVmhEuwEmkYxcOPQnnEdQDe7SmWONJQxQZXQXFk6FRouimjDThsSEJOJJoxk4p0F1cQWZAvOClcSIE9lQeTjRsA40bxokKKSTsf3b1gnaLqGI504zRcpegyaOCHDcXHJKOnpyNGmaKTxORomkU9ZwvNFxnDQds27NGWbuVJxHZlGLOFHcC92ZaVyHaxaNKhDYeKkkSDsjzgjgiFOGFont2/Msbcq92yREHsXJZ2SWj7NHZ5TaSr5oqNKqpJbNGeaPi0Q8XUMRdpwtpYXjmC0XVowx2E1IQtG1OwK0W5oyM49jtZoTOaPrtt6PNS6wstG3ZxO2OFnlolh2Cw07NGDpRMdr1o0rRcotHbCdaO2urTLUx2LuJGtEMaIaYTScDoumMBiTiwjw/dtNouN2UWjQrAKO1mLkpdS9Uojto1p0aL+eKpYeB23WiMqy1F3a0a6SSR2gHt5ZYJRTftllonTRRTttNEskiadido4LIkpJVnTzAFq0fpLHhsF2j+tHS5Eo0V9or04DAoX3YgZUbdnc7Lk4JAQ/nhTOx3drTgR54YBBFtE6aOR0e5DeJhjzsxnaMaLh0fJo0rRlUsVmx2aPx0TWPQ3EsOiTna7O3mdpxonZ2KxcVtGGnBhdl0gP+Rm3o/1RfFzy9Gy7YEusJcrRZOiyZ0aiXaoUfLtpcigKPElHS7VgOwlIBdGIl3Z0fIvY0WIuieXY86PVGqLomsRIcsYPSB5jPduaw8YuAHEv3a3XF+0ZA9AMulJdxPRa6OzdsHsM92IK9XqTUsWq0euvI3RBp0/Xb6C2ZZKm7I8hImi56A8lxt0eMXN+WnpJWS6W6O8dvVAEUuBbJP3YnhUN0Q9SAhRsTtteo66OxLtwrQPRnrtFyHHFyVGs7opFWOnocGhGl2vXscXUN2iG4yaRu6IbsG6XQq6RmBjRrvu1d0bJJMaAmejCrqbuy7dnW7UlkV7tK3ZHnEV0TSXVmhPUIAy77uxZOEXok8KE9Df7oIKy3dsHSH2235Qoe4xRG2cLaFTTq7ejRnCL5G4Bt3o20U1EZeXD+YU1FPW0S3clv0nQrfB1OZu/UTvRfWJMWT1fQLKBleayK3yAJ2BD6PEQpqKK+23opg1RUhA3tr36Cc8KYpD7Ytwi53MVYXE4E5QN1QhuBP0ZP6bA2YEoD9HXwj81ua4HfRbsJlcRiuCDgFTqf5ElfgSzh96LNuB3o7YYooQl9EWihIdrRVN/R2yBTxgcBRNts/otHws+i79FDQAbtshqCMY6giYDHAHlOpOfoiAxbHlk9zH6JAMdx5H10moRsyiT6IXVNvon/RP9wIBQR22XXmvo20UAyVYM5/6OyBkACLfRmYpOkqb6L30RX2XnobsIj9FxikyftZHOsKSyA2DHl4mWKBjiCk4FXwNPqtdApOK/op/RZ4pU7YBimeRO/o8gxj1DDwrfIBjtilIfvRshi37aCPAkMYeKWR23BiK/Lriln+iv6ViK0BjfErboDgMbwYvQxDF5KIqcGK0MevuPUIkbJZ9EgImwMTr0TAxNBjKxRyGKgBKQY50U/d9HsTGRD3ciWKNrEChis+xsA2hRKC4KsU3qIz9HDinMxpgY6IKwYpX6q6RA8Mb/6IfRSBjgjGX/XEMYEzQOwPUITWTeGKn7A/6RiK3KRPRFsEVIaLNZGIxtEUm0DaGJHiCZADDUp2JLIjTuRrQKp1A9U0vQyUBd6J4MRDEGoxkBiUwoupCJqqEYnQxIcASjGAGJbjBiydnIooROIodoE/0RoY9FAwhipwrGIF9EdoYhMKKsA0jGP6PyMVMYwf0bRjgUC722sjnKkE2kGmpbmZdGL3sIM8WSIdV4JjHtGJ80XxeJoxbtIStH7GLtCvlcHTUT7V3DFn+jGMRg8JzgC9JiNQ3+hYMa6eJQx1xiUfJxwl8MWEYvsUtNVZKplGN/iMCyFWqFF5mD5O2DZ8MxeEYxwKA7nbGGL/0RUY0Ax17As6h3GNBoRzrMB0Vxj8Gpb8lH7OcYr/Rx9RP0RgAjRMSmNJ4xyiIIBQ2ryABFiYrRcUDt1dwyGJMwCcPV22XtJVfTyGLS1gvSPIhgjxmmCXaiIBOSY5wxM+AUjEsmKbYbvonAI3dQhyjXwmsMeXSQXowtCqgpNTVDEZczXCKb4Z84R1GJzGjGw5Qx8ximyi36MGMRyY6YxVkxJZzEmN/0TSUJkxgYRCTGj4DxakAYvvAuBiRDGb4GwoaKEHYxLEBd/oUXnUEYn2VAxsRjTGRabzsMUKYnk8uBi+TFwTUnttSY08K3Ji87a27iX0TVjRfR6pjA+Cr6NJMZ/EV/R9hiBuw6UPFoQwY12cixjy8QPGPZvJfojgxMZi4ASSmLdwJGY40x9HlP4j8GINMSCeYYxypiw0ADGIhMYfoNUxcdRq9ilGJUMe12SoxGZjh4i1GNlMfkKQIxiZj+0iznSCMRXNNQx5hjF6iHlFAMU6Y12cRZjADHBmJvpD6YgK48OiV0DD6Lqbi6Y/YxEJiQF68mJkMQzoz5uLKBsGTXYFumrNQGcxBnpFe5rOHhqjDVRGstAAFzGJCIFVMPEDcxc5j1zHQ1XXIEuY+cx+5js6rLmOPMXLo90sQE80CDglwM+D6CPSqaREsqpksCMqi+vSek4vAUqrUOA0+H9EJkRz842AZ/RHR6s/OAfm64I9cTF4GmKqa5ehqWsR/KouhAHxMlNYDBslVxwSMzXXnCayYWIoqUc8DjRCdUN1eWxq9+AfzHlejaqu+YxwqUnQ3zFjEJ1CExMayq95jQirYWISqteYn2kTiJ1Gqj2CBMU3hZERjDgQLHZIgosZ/GGr4+FiSLGEr1BYOxYsN8xm9IirkWJ//O10DOk1FjImqQrzIsaTAOJqoljaKrtXhGqn3gKHucFjAeqj2G4Bp+Yt8xc6IhqqkNh7FoGSVcq3FiV6TtUL3wipY8nRLnB+LE6WK5ZHEiDMWyrhQvhIWMuqsq4JSxZAgFLHCkjEKmhWAnq5ljCvi3mM5IpguaYqKVonzE+klbpK+YjixefoBbyJMT8se2ww+gnliVuLC/1lpK5YlLGIpjQmqlYFNQOKYo+ks/AWGrhWOX5GDCMJRmlig8LPgDssf5Y60I+8ZhyL7iLYsb9GPKxDkgmLHu1la6s5YsDuqVjIoAz4BssbHAYXqby8RL4FUPjdg1YpFC7l9mrFhIWvVLWyV7aY6oMsLkOjLVMDtBPmd1prWz84wXZFYdOdU0O1vUbGMn32p1Yph03VjpPbUOmcVtBMIrI/apOUIK7RsVvnAZS+W8gBUhSd3d2mCrBH2y5873w9MlLZIZkXGklkR4HQjMjgvi8WEOa/l9+sTNnycvnF0adUR1j/pBx7UrZJTtI9UADwajRThF0zi+EQnaH1IlParWKtVotYrh0Xqs5rEa7UV8sNY40+ou1ftETWON2lCUQ3a01j9dpiKxBsUI6AZWIcAJ2QSCMMVnp7IZkN2IIOwbWIexCqkbaxGe01rGYshF2tjY1ZkOp8xpDnWJWhmNIP1U11iLYLfnwusaT+Q3ahbIg9rA2MesUY6edUL1jvdpuqnesUsyMXytMBvrHlOj5sX9Y+3av1jAbHW7QBsSOyIR0wNj4bGGyCfcAjoauAkZ82Eid7VpsaliFEgZBQxmSq2PWsd3tULE+6p+dSpug1jELtPWxw+1rlZa2N8dGzqEOaR4pp9puKzasQvwOM+fERT9rLWK7NmwdDGxK7IOZArb3Ymq7Y0sCJtjmxiH7UFstOqe2x+zJTfwhnwJsc8ICWx4FsI+5h2P2sUHY5XGMXwADpg2LJsQA6Vj4fl9XL6i2SusVAgba0HdJ+bGHm0+EKufT2xOdig1TZ2JMEDMyUc+nwhNGTp2LgOnaqYmxoToXaQXn0WoShNK/et59LbFr7SRVtbjRWxjY0EwwDWLVeA3SJDsTpsXwLh7U7sRHY56xAF8ExCd7Sbsc7Y8Hy46pRe6q9T9nER2cuxAB0J7GUXzjGqyrY9UjqRo7EWYWkKn3Y+mxnkMi7EDMgusdnSD5iNtiNaQihlpsczvLXOJ9jrbEy2KiAn6qWzYeJNEbED2NDAqlnar4Vh1T7Fy0GhsfH1fuxF1iBcgbZElsSjwE6xaNjCvypq0xsdU6HCsmqQBbHFHSasSHYxLgEjpObF9cDjVBEdImxzNiGOAzMghsV/YyU+n9jPFaPnzusRE0NI6bNjKmB87RgcVJwIexSZtiuDGzTAcVWwMOxr0NeOBD2O3sXg4/2xYp982CP2PQcUIrbnGzyQUVD9WLgvvXuC2x9DjoUg5pH/sdawStIK1iX+pE2LIcSuwKNUm5tRHGgOMLsZuwMux5NjN2DIOPeSLtQEx011jOHHsTWUcWw46W8iDjoWDx2LMZH1NLhqwdipHFsVlIceI46LgX1jVR7ed25sYI4646Ydjt7HSUGocZQaRYc4O1L7FZ/mdVE44z3w4p1lHFSKzhsRw466khnoC+HTZks9sCdJlod+ZAnHfkK3Mdn4EGat01wnHInUQUVCQ0E60KQrDjBOPxOtFfRJxaJ0AZp4Miicak48E6hV9yhH77jkZCSdJzKmDi+zrFcAesVz/MTg9F8R7pXWjLsUU45U6np9wBAcnWZ9iHAOXElM0hTo02MmuIKdBlg7jj8zqTiGpzrrJX9WLTiG1TGXSA1oHuA3qznsw5p1VxcwtadBWaZdiIf5lOJPPk6dergJTiTTqqzTgaM/AUDUfs0YzrsIVKcR1wI+Wazi45ot1BagINyPZxTp9BnE8cCzYOuqXpxgnBYqaNOMkmv6dd2U20BdnHdnVacRU427gMzJqnHdMCqcckXJvqeDwmnEFy1LOlSkVUwfjNKzodMh+oF6dIFxH9ILMBGMz+cflNN9Qms14Hz0XxmcR2dQ6xkzjdrD3qgSiEqdHI4AzilnGRTR8LjJEL06iLBr1R9nmDOiwQ1RxPaAGJ4PvlyZG04hQwGLi0HFHSH6gIl+c6xtLi5ODvOKRcYZXCs6hZ05nHUKQYnlC42exfTZtRpguMvAa3ItXySUo0WSrvFjVN6iH5AFntcQI1+AlcUHUKVxZ/1EY5TQEnUFkDIgBL5gyOocBVAenqyBEU4ri7I6MmL5Pp2UBVxe153QxRdg1eDruEQGwsdDXGrV34wALHQ1xxRQMoA2x1MZHCoKwG9rjJ7EP/C3+m3lAB4SIRR/pV1FxlM2URxipTccLC+uKRJh64klks7x3VQehDmhJA0R1xAgNVY7dnhvKjK4pOo5tcl/ryxwywk1iJgk2nUyxhmuMSChm4twxm6QbPLZuO3QPDSRhoKDQ+sTQ0jP9GmgN1xqQUYChE4kLcYo4LiI0Hg/4BGymKVHf9YqOddQm3HnjjmjhnAQZgV/1Q3FVuN5cBG465xVrjRXHFuLY8vG4mFkTXt+3Gnl0Z8IO43AKrf5w3HmuPbLNW461x7ZY3XFFvDLBDWiL1xLrwF66T/RbcfaCfDUJbiHY7LlT3cSO4luMXJUt3FrxW2wM58PeugQMfaB18nwwG648lIC7i+3Ghx1ncaYPG9xpyodNQhuKR1pO4z1xS7iAPSfuLU+DQqbFkWOUV7INwhFcVvldcEpLgM8AduJeIIGDKxgyyAsDpYQjjqm64xrKx5YCXB2uMbLh+4zsoqADTiFsnykYVeiM9x6Hjdo5CIVTcduRWywTdcV0AbuKHeHfmP4xuuIjeiSon8qo3YW9xVl8C3ExuOJWHG4gN4cVhYwTSuIIBEPyTDxDFQOPGT6CdpE+1UdxHxCYL5xA03eHA3QIGBriXwTsePyjtxhNPoUHi28pjRBXcekVXsMWHiR8qfWxFcau4mKQX5R53F8iijHn64scE0tQDPFIk2yNLp40NxmnjaWTJuN7ZD+4iTx38IOoTqFQexte4/LKdldt3GzvFZ/L1CVyEVRU3yb+VBWKmp4hio6ccXioenxfHBjHd6gXl9CPFXokCriv3Z1xt4FIEiV6JOKtyGdDxSOtNqx3k1mpFp8TsM6njSAr3/Hrcax43yuZ/1cvFoXxSkP24qa+67jn3FSzHVcdB41dCVWJ4vFslUGjMe4jTxOHwKvH4kyluOu40LxU1850pb3X0Krh4vpcd/wxL52dk3eJ80BzxMAJ8G6+eNTqni7fxxyJxdagrWh7LmYMabxS5jJvHuVhC9hTkBbxvTwoFGqxiIwbLYQkGG3iJcDokKeNt22JbxPrIvUY7eN74fLo7v0GwEwAQxdDvMdewMrE9PwnzGacEg3lOUEix6+MW4Ss8DfMdKYLwxHvw7vGrMwNFCfCAdxDrZzwRgWIuwClvScwSVigfFfGNW9mVY4/8AYp+rBWWJbjI5VX2Idd19/wfePA8hRY57xU4pRphPeLyLluKCxq6iIbvEeeVR8VejGFejwwbNLErBrRJf8FKq859gfGPeO26oaEd1E5PiMqoBKkCMV3CBnxR6MA171y1OqoQyeHxMPjfuqU+PB8e+XdciZYIVWwY+LqqiRSEsywvjsSDYCB43tT4lUR9GC25FVPFJLlzWVuuW7QFfGDm0rHLyUN/KKuIL64quhPRssRIOgU1DX+G+81yKOG0SgRZU0bj6x+ithhaIQ8YpbQ7YY0NDdWgb4yuoQLomYxpskGqJzQlRkC4NGWS80M34e6RXWE2viqhJssRwaEAtLw+gFEWgST9Hu5o6NX3xfQp92Ie+IVoYOjDIiLviVaGgCKUoH8/PrqNvinViArXO4rixS3x0NDny6TsgL8Or483xRbJfcamWkT8XbXNGhifiCcYn0PWyGmyRyUbPVTYZEMBChioI4mhwVBXrgndWmYeWRakg2fiswZzEXcZoTQumANGMbVg2tE9dCNQaFmFO41Ib35xVoSxjY6CnvinD6XETYoL74hQSPYMi/Hk+Q/RjSxJfx1Plc8SwUF98Rn4uPxm25vqHl+OcpAn4u2GPqxA/Hb+Pb8S348No+/i/1GaMMT8dQiK3xerQj/HR7HdcOG0WgScrFkcSkukI8jWxVOEAjCb/GZwmuoYn42cICbQP/G4sT5oZX4l/x0pEi5iArRX8eURcnyC/j3SIWtC9aEfw/nMdvif/ElUgiZv/43ugC38p0bMtGT8Z4EO2GeuhU6GxoxNItuFFRalep5khLQ0+PKQEhoYGvinYYjwjI2qZgZ++16iuHJqeSUhi9UGuhifjnBgV0NwCUQ/DuEhVohhRiP0wKMMtA3xkVdU/SxIKTZDgQX3xtAiat4ILUT8YNGXOhMgSHsYl0MkCb5XBhhMTIFwZAlCkETYJOq28IghmF++P+4Wn411ok/jwSgSMJskiCRbQJMjDI/HgaUABFII0/xTN9EVryBNoCflyHXxVAjyAlL1G1fqfKSAJG/jxAmv0KXqH6/WAmn9CDfGTmF2YVwE1HhfBQY2oBBIHlJMwvgJyvCuRDgMJc4qhbY9Y0DCogmzmzUpAW0RPx99d4GFpBIiCWEEmwJAuRAmFgBM9NteDITys7J2cjgMPoCZhbGIJqjDJ/F71xLoZAI5IJ6hAYWFxBNt4aEEowRQ/j0gm6kkJBBZ9bMY/sJCVqdBMsiN0kC/xKuIddyuLVf4c2MZthLfRu8QeuOMCSxjUYJOgSZ/FDjA78RYzOYJVUpwGHTBPNrgbQ2oJQ4xHpwCMJfRu+YInIIfi5hQgjD2CYH4ygRQwSBGG0COgmCI/e/xiiRlgmYrVAEYgUOyGBfijxifrhEYScE23x8tiU/HXBKlcQwwu4Jk6hAmGn+LI6uAw/IJVXse6Z5u2gKFq4g2hSwTLZDDBK78Qw4KEJAjCwj7C2HBCZowk4JSWhW3RO+OVsNsMepmgwTfgmfrRGCV8EsIJ5wSe/HXLVNhp/cMYJBwSz2ge5WMCTCEjEJbUxvfTZrzzrhX4q2moIS17DH+LOWm+udtIpISdAn/BKJCZpUH4JWQSdaFQ4C5rAftSFaKviCxj1tFtOFcE3mGqjAr1p3BNv8ZswkYJb/j3Iaj+MDrrdcW9aAjIRzixtECYTsE8BwkVISAnfVjToeAwhEJPPIKgmsIJOCbqEx4JxoT6gnQyiSCcaE5oJ1vjrglHMIyCYMEx0JazCRgmqhLxYf8EtKkKjMc/Hs11ipNT5FDG364GVqwBMtCYUEmjIeXlLQnACJb6I7iCK4WLDFuIqhPBAGqEuMJiDgXQlEsL8cRLo44G57IbXRuQA/ZPXwp0WkFt41hy2ANujmEh7+Y1wMOTCyCLCQWEzg2eYj3/rZhMzCbADUA4RrpnyE4ylrCUByMr0icwywlwIBO8aP3Cby4Lhp2HApBN6kX8E2g/YS1xHvwB7BiKsdsoJDhOqjmsPbKCpAOYiFjAZwl9hLaoHttG5cTv5OP6msP+8KC/T1w8rDGSLh/CYkOzJHcJDrDXnDbhIsCBICKu89CkWvEarV7CfuE/Oku4TbWGWBMV+IC4dcJlxRLwlA+lGhgIeLkuwz5zwmhVVPCXbufcJ34T4tqO+D/Ce+E2NhLp45iKRBGXCbOEgU2F1VbtqCuOGpE6FIK4fPAO9GxIEquBfEJCJbJ8P9CC52/MOo3Mx66hhRq7YRIUejSASauJZwSq6ERJpKCWcFz20YB39ESnx+RF0McAxNZ8b9AQ53v0aiEuy433lpegL6IIuHnsfwxWk8DEgf2FwisREpmKsWJp8i4nBOruoYMquwBj/PHXEIaXksgM723AJFpDqCnsqPKdTfQrESELAKRIjJEpE4Ze4kSGq7qRPGXv/omqu2kT4bjCRMw7pKpMiJ1kYmYqIRJ70dlCIjRokSPDGWRPXbsZEr0I51IpLiCRODFIm4gt4uOc97AR2w4uJRE1QxsVdSIkd6Lz8WljeyJmoouT4xtzqEAZE2yJIdABrLadTpZNR7MSJgEoY/DmRJWcDFEhd4nESZxRX7BQif2lYmAo/1xYpoNw+MYV48/QcUTlkD6e14iefoniQZnslkg/GLKib23IKJSUT+67aWmciZRYOfsOUSxIkR4ARrrhE9Ux1Hj9LTuRJWMdbXGkAQFia0AIRJqXk2gMS4iUTp/zxkBpRKNEhYx+7wGolNdllsNNEoaJj0J1iEKEG7qONEmxKXqAYTGyXzeIctEgTGw59uEoLRNWiQb4daJRtg1nBieA/sHu5E6JRlxRolI4FOialErRcmPt/7CMNECCSLFXKJ9mNfIlnRLP9NC1ASJmUS5Zx/VxpAGXXDaa6ET1ImTV3J+Px7OKJIMSY3I1vC9pKrMDz2JOcF6SNeMEuFdnHiw3M4pLi0sDP9HLeAPwqMSRLis4C18IjEysa4MSMImY1xvERxEhaJp8oUokkxM4vun4byJ3mASLi0RJMxsxXdSJjM0M4CaEATispE7lI2MSMUS3RO8wEjFb6Jppi5LgzRNHwH7kd6JWMT8omiRLy8thgSGufkSk6iThnqiTUvcWJs7kKonRXEirnTFBWJCPolYm4oRqiX43Cuu7UTQfS9RI1iTVAGmJhMS/yZj6FpiSGYiWJFQhUzGgAijiBtIUsKSLoWYmcnWsbgHXNGKUkT+LinRP5idGGJyJL0SwoBu11FiYw0VgJMMT7YkZN3L8KzE4xu3ANzYnlXD9iTxEk2JXsTBYlUxPdiSxcSaJOhxLomyxKXqAbE0auJiB5YmExORSHpcbqJxiAs4kQYlQiRnKYLxthhY4kWtC8uAnEpQoksTknQKeP0iZA0RqM3HkKhD02zToRwFRaQ5Rj6CjZlweibW4iuJQsTGomlxNLeG7EvmhNFwO4mmMlIYSxiFWJlDQRvEbSEH9k3E+uJohZSG6AkPUqpAfCIgTMItEovQmXiTS4P6oa8TgGijaimeJDUCGUEeBOoTdWgHqMCEQ+oV5pXxT9eXnLFouewUHFcB6gKjgD8APkCzGIQpCrDVXBHmsWXGYUkOQtjQfoOrGB/OI14bZpKMB6vGZ1JRgdBowBVqHBrVH8hN44CEkYCSZPJeYOASZ/NNV4cuIs6i1eSmqIMwPOoiCT14nisxUmhHUbHEJmBz4nPShVwLO5O/MTntb4ns+AISfUYkHAlVwfYSENBfiU84LBJ38TvAyG6hl8TaA5yuyZRBuzKRH3MGCgkIEB04oqRAoPm8iIoIkS8RJT4insCJEor4PokjIgRnKQvGnKIbyIxhUzFPEEz/U4SdIkn/oxftn+jISC8UnYgi/6ciS2EmfwKakXMgKpiiyDt6gdDlMUqURA/6qqYsxhDmBAQRf9QRJcwle/jPeWJkXEJQaI/cDIrBTqMa4KNlBxJmgl+EngoKbUf99YFOHABznJvsjhOj4kmJx1lQQMB/pFfgHmSUhAN3IRkAPf0oxv0AfxJ/7IPwjBJKGAAEks8ocJ1G9KhJLlASEk/EhqPQtsbifS9KNXvQJiaAtKXQ2t3jEqBxBgGZLpF6EeMVZ9rkDZcgM60Kkk6A3iaGGxEpJFCdWEldtxYBnRUBwoJeklpGcAzoqHN3DxikPpwgZdJM3FKExeH2zgI2klguRuwIlIOXOKnJswBTCFyBsrI/GeaTJagYqczzkeGDCwGtEhs5Htey3XJ40GViCySckmLuAaEkNJSLkAcBaqTcomQ+jocEJogTE+caRcgloDXxHe6SIZKBDJKVL0tSQJE+vUj52JXSUi5OhoFWRyySEv5NwD4kdqyDIGwr5GVRbJM6BrHLOxoeySRQY7szOSTndIYGXKhzOKhMXR9lZ1GA+gbFC8AC4HBSUckhdQ2AtgUmPODySSALJ3kAKTikk0eUFoElSQiYfyTRLD/qKJSfMDd2RPjETG40eXLINUJOrA2KThdgDJPw1Oik6tEo4pEUnkyQKys3vWFJNAtt6jdJOzAI97LoGbnJQUm18z6BpMk+ZJQKSk5R6cl+SZ4uUhOxRY+a4A+POAfcoGMY8qSFkYizAprhH8OAB1s1dgn7lg1SUNEeOkPadVUn01yZTgenfiQDBRtUkmjzwqHqk8RG8UhwxhGpNpHmTyVPEz6dVHTu8mgMEGnZNoI4j2a58GE0TouA91JGNdwKKrSMKwUX4XU8IGdFmj/RHxnJQnMKUOPIjewOJxnJv+gr6yWtAt3JUHwyKI62VxOA6MoYjv4FNpGEnL4wODczUnBp2d5Dmk9DG3PIM0lFp1QsQw4H0EK6doB4WpJZYfEnFpOClRjYgOARLkfciM+uQ3Bg0nPo0rSceMPJOjvwreRRFmbTimjT2gKNcHUkjpxKiOzyW1J76NI0nqpKLTmmk8uyTJEL04+pIXsG1RNieb2C1q4upJPTqEPd9wAvxn06oSDlSeOkn9OKHVLUnIw0xuOukilOb/dFeTLpPzwZOk92uKYwVk4BpPTSSkYREYmYDQ0k9cBbSbbgggo+aS5waefCmeAinOXBR5Q90lnb3tSduk+NSvkQUeQEGnuTh5DZ3kwGSXk7RzS2rpVREHe5yJ5XBhpOHwUhcE9JUwMAU7xqQfSWCcXlOgUMD0kG0hTSYFDHHkTtIIMnlzRmsv+kgKSFqTX0mdxFIKPhk6VOLEREq7YZNUkEK/TVJGNdEODiIx6iPbXEdJnqcwMkpewpTiJ5LoIys5XUmOvzHSRtRMhGJvQlUlutBAyY6/A9Jq5Yeqb34LHSaVRC2G3GT+gjJpKFTuxkwuu8cjWU7YokDrq+kwaIfNdNMl7RDXSZRk4VOjaSZq44ZMBbD7ycXgCacKLTfpMkyTNQYVO1GTcq7gZNZTs+gi9JXqSDMm1pNPSZpDazAbldOMn+Iy0yc3XW1J/YNHkTF2TYyWgQiTJxGST256ZPHSSLI63uXz8/TELBE7PCukgyxnth4MEXp2TMaP9DdOC0pTfaAMHMyXOPCrwuxch+j2QxKSssgFNO9wC0dFakkgODunAO2ntgJiBFp08dp7YMZAZadCVS7lG2wAunBrJFGTzg4zp0YvhbXccQPaTU0lW8nteBukgrRWdgh6CHJzIqApkrGwPadidFwZL6yUekhLJZKAik4pozp0eA4NJk9adV2jf5W+wM1k6JodeUxjTlpN5qJ7lCREuYCRTFeuPGyQNkw7JB6dvLE8RTKyYcnGrJJ2TykZfzD9Chdk6VOJWjBskIpweToWkrrJE6ck/i9ZM0WB2k8yEtaTekB3pJjgcFTHBuOJkE4FHXDX/I7yaXAqYxgcmMchDrvTsHOB1uVMWTXtRrctA3S3wJcDQclr0EealfArgo1q06gzKU1LGFDktokmOTsxiZaH2DNMg3pkVQYqEHtFFOsc95WuBVOST/ozwOzGCiYIxJv6c8L4P/XwQemk/HJjaj2y7Pj2dujUeN9kFsJecmJJPF/lBMEmMZ48fgAC5KO/jBaGHUukwW8z3cilyRhMfzAkSSoGry5MzzMcCUUsyuTpvhwNTrESSSfzAJNcjTYJA29/qryEXGDST82GP4CxOhkDCv47PJ464mAxuTlq4HJ4NxBG/448h1xl9OTP+tYwk8adJOjSJrXGN0fSSPck61whgtMDNqgruSnshiAy3iOGMPqIUgM4P4o13iZkCki3JDIT/XLW5JNyeA4JEQ5uT03qf3DxwFX/HXJ9NcNrD7JJg5obk88+8eSFMbF2StybZghIEtNwzcnx5NlugWMJPJ5eTC0lh5KpeuHUUPJQeT3+YMzU9yYtAx6clySreR2hBOSZ07R5wZeTi8klZK1sAmlY3Jj2ThGgZg1FRqrydtKuYM3l7XVA6qm8LEqwkoRjWBvCxu/EDWMIa5bxl8kI+FjeNkkeOYNYEx7pX+BQBG9+WIqypAjWTVJEMDKZFIQqo3RiXo1fDWFnO8BE0EJAXV478iSFmJic40F7g23jqSlXKgMLNkqfuBHCogixNKhK6Lz4jwRfnQJ4ScFqfksQqs+T8yDBUHLeDvkhagu7wFBQbsABFi0QPqUoLBv8n8lSryEUNM4W5aFQSqsi2ZXEoVB/J/YEUVotVQqFimVcxaCrAr8l3EGySPEGDXqbxVz8lH6hqKlQUmyeUjASCkxkHjCAQUgaqN+ScCm3UEcKpgUxR4KdJ38nLlSobqgUyEM/Esv+Rk+C0+KEAaYqQBTqCmBfFAKcCqN4qUhS8CmwFKCFioRJQqcBSSyqglSQKSWVL4qPBTh177eEL5CKLDyqKBTskjwi1+VHwVZgpvyobyqV2SDbvmefjymRBM27aFOySEIMX4GZHwfEgpyiTHF8VTwk91RdHjH5K2DKFLduadhTsO6+FJaqIosM/JuhSVaD7lWVFryaDyeK+T3PiobQcGi0Ld0INXwwik6DjXyYvQDqoizA3CmvryIKYkkeL4TaxIiqWyntBPI3BfJaBT9QhKFJhYFyVbIpuRU1CnW2kKKgnAU5UFg0whZqjiEKsoUuIprdJqikr2WiKfwUleInlBWCkNC2b5Cp8Cop3fIAhp18koRPIU1vorRT/JQKsD6KQqtS2qZfQEPF4UCQ8a+4eL4IYQn2q12haqG0UgwpKAIT2w0FL2FvxQHwpu+S++SkbR0KfYUmcEZS1aimohjM+ArEI6aL/QPwTHFIGKacqfYpkRTbQhyFPMSDNUDYpkhTZv4C2FWKbOlK9eHbh5CnkFP3YAZ8UApS/IWqqL5Os/JiVUAph60WbTn5OFEJsUrfJBVBaFprFL75ICUjdgh+SlCGLrUHpKN0RFg+5V0SmZIgU+CQUjzoHBTkRYLYmQWpPSNgp5G8M6Ssi1JKUfSTQpIlhO8hH0BRxJwtam0yhSVly9FKCFhiUsQphgYjO41FTBKZYUioqQBSKFrjFLqKaG3HIpVwswjB8FSpKbsubApwRTBSm5FTYKZcBQoqJhSwWCUFPRFsl3OJaZBTHQhr9XRKf1YIIpyQY37yX5KVKbIQVBJx+SQ5Tf3jNpCSUqBJSJTgilVrlsKlSUju8X+ThSkBdGZKXcLXu88RSWSmalJAKeyU4xg2pSTVr8lKHFKAKHYpinxMbbRtAKKQIU0AU+hTQErNmyCRIkVckpx8SD8lbFKaAmYUkwpwRM5Sl6lM2MKqUpVsRCTUinulO5KR6UpMYvP4U6SDdEnMbNMXFgS4Rm4RJJmLKVJtAJJrSRIAwWYnVmEWUgsIJZSKymiQDLKeptLxMVZS1vF6JkbKZgGIJJ4EwS3BEuXPMYwYEasFWi5kjRsD0qqv4SfRKhF7Ko3FlXKhTQCnxaTse+TurAyqiakx7E45SVuKVGkcqqOU73utxcT+RA+lzugv5CCxqkwWGq7lNgsSpBQHqC8Jpirf+kuqquU3dK8yRu0oxVR/MQHPKqqs5Tn+RfmP+oDp8SnEC5TEUShFXvKbUQQcprdBCVyFVWgnHuUiG+kTUFCJnlMAxFVVI/UNXw3ylzVSbMSs9CnxYWj7+REEVqIIiEA/kQFSeaAAGNsNDveJ6gqWiMKnmoD+oMhUo+kx5TWurBgSEKtOUvaq6FT4TAPdS2qsFYqfwa3UEdyvlPnKTT4wZAkXxW0z2VUH0WIVGqsxKBryqwdw4qXdAMou1K4CAotPG2uqudTBAglTNiIoBAWMEz0Q6kiRZzMopXWZhD3wJGIbeJ5AoHIyN0aVqO7Uvl1+vpeFlWhFJUvJEOc5NoSBcmaLKi8P6kwX9e4jt5H4qboFEypPeRFqYGAiJeEJ6Hd+ulS68gDmiAwF9qWq65w9HApqVMXDq5U8kyylSsVyh/XkqYNdeG6U8o2ehWVMqBD7kMyp78DBKkFlIpdj7dYFOBt16mgxVMSSbrdSoU/nVWXYLNAfgJ+8JsJNnp7boXwGrKTzUD266wJ0hAaLzyqYcCZKpfRYfbpgAS7Cf2UiNk8CIsUAxNzkjq5E2P6XJBJFFVghQCLVUuO6zVSjMrWF22ukdCFXkD91FinJIgviCmLVOoK78NhZMKOqqXxlWv+vd0PBS74HbFp3dYapspCV7p9VP2MgkyMJR7AMfBTb0n7QVndFAI/6I6xYZXR3yVx0GMWfACaP6tVIXOg9GGgKx1S/qQMBR6qXVUxwpfGU67qVQnTumKUKu6h1Ssf76CncaodCNap2G11upeuKihMdUwB632pvMyDiy72Ab5f2sx3VXqS+RKU5jyNGOBZM1qoi8wBxuvciS8OkqAPAhMmH6FLDUnN+v8wmQ5PgjRqXuHSXgb5oD27vBypMIzyd8RAwd7xAVwN0kCOHCH0VhJ0alChwpqZq5WdJ5zMYv6sWOhiA4mHj+iGSCw66wDKJLBk+cOZLA43Kc1KhDrc4ACJ3YdBaCAf3PSZqHNuEjFjHCgsvDdch/MSwWqNTiXBk1LwjrLUu1ysodpJhS1OX5lzU0XwQZd4alQhyFqc6Xa9BwxRishwhg8yR0Hbmp3b970E2h3ZqcpUBJc2wpman0uFWMPjUqDUC5R5amuEG3Do7yagejhRIZBYf2pRBLUzGpZPx8iRch1jwHUGP2pxtTenCgfzNqbGHajkfOgrg4+1N/fgjU1jkNQ9gQ4q1JniH2HLlQFrU4jgIxBqUOO5JvY2wclGBofyf7gnUlqIL5QPbDFvzKDKKYM4Oi+ASiK2ZJhqS8IP7yatS+al7vxU5rbcH2QR79usHThx1qX5yC0O0m5GygTpFjDmLU+ggWH17MgE+WvSfrU0yuarVWamXhzbqZck7sOBdSmx6C1Ng/ngcTSIndTR6mORGCKIvUtrK5c0tw7ZZHHgYKcQkOTdSLsrC7FNqrSzNd+DnINQ4e1JP+v9ECUUJvJpanU1ItqX6IvGpbIcCalKclXSVUUU+pVojNUl49DdkLnUwDJiocGxBuEU3SeKHEepdWU9alQh0Rqdt5ZWpv1AAWpU1KhDt4kafCY9SoGlqh2nbBqHRWpgCC1w5EUAg8qXUw0ODtTYfLm1JAaeT5c+pNNTIAnaFCTwKlyZlEuodUGkPtSHSXJERfUbiDCMlsRDHqFDdVFgJQcywJGf3fQVzUnBpAwj+RZINN9QS6HNhppIYUGk8NJW/o3UnOp/bVK6lQh2nqQozEcOc9QviQQVOhiJI038oiqSOw5MNJR6mGHcupTq0SGnBh0jwPgifCp6jS26mE9QiKAPUzeI8jS0Q6J1L1aGCHaOpabQ9w6K1PAWsrU8vAdXJa6mi1KwQbzQfhq+DSacpF1MsaRMEQhp0dTIqmrAhsUFEAUDQ7wJWWC+NK7KYLknxpA9wCqlnjxRSHHcNspCm1XLCBNJyqUW4GJpoTSSqkZVJJYQk07u4b48QmlpNL7Kc4QZkK2K94I6d/0h6gbYrwWTDSkP7OuTpuPb/YjG4agJhap/wwcU9EKVCJXVzbEU3FyyFa5HJkYYt4Mi8oMteLRHG5gGP8OmnVRDnVFL/FppUYtuGCddQaaaxHd+QsqClYgjhyVlHN1DYWuwsLC7XlDjFpbMKRqhTSRI4+kLd/rk0iSOEfh2f5/lBkjp1UluBNIs5mlj5LhFhHopE+sdw6NBi/0sOP8KPppoqCzVZJiyrICtU5/o+twqpjZoNrRmiLM0ExIibmnli3yaV0COVedNwX7oM3mBFjY3JrKCjUzExLNKbdq8LYppULp1bjNilZuIG/Io++HDZeEy9AStPbfO3hupI4WnItLrvjnkb9hdd8NcjHcJemOmzLrJckMYOGMs1kfIuyADhn1JlcgB3xE4S8zJFp0nDnyCp+gpacRwvLh77NZ+BwQxjvsy0r3Oq4N8hpotI3Bmho3DmNLSdwaRPwlyNvgCuE7/DnPBvZFPBvS0q5sxzxxIYNxG5yHZw5AOuzwR8jEQyW4fH4JVp+nDsWmJTi/Bk1wxFpBiCRzjyQz5ab0XOYind8B2bZoDAhsa0jD6d5YoIYYPx1aVDneCGP4MxWm53zofqeWE8GM99dbgstLi4Qq06dmYMJ8IYkcMJ6IRMVdkBD9fyzL3wj4aeWbCGwXDiWlg50q4VNwoNpPrTReFuA2I6GFwziGziM5WmdcJvvsm0+14QkNiH5rswJafK/ENpiZpkoZrcKc5jm0+Ii1rSJcgY52Uhj8zTVp4D8OOFutICtJNJGB+PrN3WlewxraTq03hWFbSXWYZWjlYqW0shUx3DC2mJc0rzjK0kFm/LTXIb+kj9aabnLyGWvoNciUP21aQSZKNkUxVqwbTFxKhhJwnVpqqt3nyTSg1yPFDYMkVvx82mzsikfn04ZXIPt892k6tONBIo/JPhQrS52kjPwjaW20vdp/YNF2lvhOjaZi0meG3kMdWmuqxUfnVwiNpJ7SsSK8tOPaSTDXaGXHMxsnE8M9aey0z9pJj8+2gptLUhpLwqH6h7QpobZtMGLjB0o5mDoQMYb+cKFaSuDNaGazNh2mbQy9aUKrTqGhfUX7Qrg00fja0k8GJ0M5aCztIifvfDO9psMNRWlpMjuhkB0ldp8UMyn475GShoHwj9pJMM/eFQ/SAhmx0y1pVbJmOmEdKTZAx0vDpFT9aOnntJd4Sq02tpbbT5n57M1NchLwmdpDrSkOnftJjaQ4/S9pOrTtM49PyHaTbnVTpOrSjM4dPwtaTcAZtkEz8V2l+QwZhsqjCjp9T9e8EmdOWfmJ0lPhudNgUYUdL5hlKA8bxZJZSiyXPxk5h8CSkGGi8nOkPP1+6B50tzpiSSHmbiw0Vhl501zpqlh3OlBdK8oBR0Xq4Lz8KqlqiNbcC9qae+pL8ZehCAly4YUEjfwWcNk/yqtILibQ/Z/hCXTpl6M4UnaahINfh1/DSObjJT9htvwl1mt1sg4b78KNJGAEI/hlXTUPSG+TD8aV00LmR3sr+GiwK85ttEvzhhvA9zi7+FS6Vl0obmqXTp+GqtN1ziy/GyYH7RCAi/8KmSEdzNxeu8MzzjddPChrOw/dpQ3THuHPtPcyp4E0XoNLN2AhiQ04EWV0+2JYAiS4R8BAe1E343gRdXSHrZlsi26e+zRLpc0lWuk8AiNfp103DmGXTFH5MCJJKOMfQJ+uQgZukndJ4EeHDadmxAwq2TkCOy6b0MIgRI3TZWlsKDwEZ9087pO3TpukvMyQkEgI/qQT3SoeloCOjGD2carpcAjCukgs2B6WpDM7pf3T+/FHdJhabBE9HojFQ8IR3FXiSOJEvmgRxVNsIj6OqKpBVMnpA+i63TkQMGJNsgc647EDiGAeRIZ6RHSdok8Eo/yq09KzQMOKbsqkFVvCDBiicWDG3Brw2vZxInDrk5oP5DX0UNFR1r5SFWYILfYSXpMj0aYrAkHdiNtlBgmkKR4ZBHwDENGB3DWMd4oPpiC9OCyjZ5Vk43YohekNLU9FCT0l8BJlAkolkGCtFEb0lyJ70NYvh69LhrhScJ5A/SRqnDa9IJnIs4VAEps5hLB1LgHFJS+VQxHZAgBRa9OCibb02z4gfTaom2RRagVT075AXew6BbW9Id6dH0lqBJ6oVInL7ExKhX8NKJOSQYKpc9KyiXnw3CqfPS8okc0AQgbn02aJdRwU+mTUyTqMX0lm0bPToriJ2Bj6dinOIxvMkyHrG9LmhBDQp6BwvS80BeBCOKpn0+5x5fSFoFE9NBMddPO6BkfTN0DzBEJ6eb0qPpFFIlyleoCvFN9gMpJgkDPelfYChuFeUhv4UDgC7Dt9NhKlGAXkwTfT+KpBIHqMSFuDyByOwd+k69Ir6TEjI/20oDpszZlGINqvaaDIPjD22xiYEV7uf0iSUOSRqJQEaGsGFl0O/poVgb+nZ1TWhC/0mE4ASSv+kf9LElE9kB/pJZA7+lIfSBqo/0q/pz/SwBnADIySZKw/wYVMBR+l3mS1xpqwEbsk+MVYEFghqhLPjOIutCpOvFPM0pxooYxyc7kcjyymXX/BPpkIhUR8Aw541c05xhv0o0EAi1UeQLZEyhAf/Mo8dGtRAZgEP5Bl70qsEoS05gipwM9FA8QUNmtONoDFpkSy5hqDQeA8AySBn3+EsSKIMrtGVuNZemCDIwIdmCHgZmdQvM5tcFayOXdTgZFHZ0BlmkHvmuoM2JIDAzWJZZ0BUGTQMkrOnfMsokUDIlZsYqT0U/ZBHEZUDK2wFIAzFmwgy7sCJ0XJZvwM1QxKlBr8S5ZBc1qtSDJUUnYPBlwx1kRs4M/MUce4HeT0DMOpGIM1M6EgyQhlSDPMGTgMqtU8gyvPGyI2UGX2KYNUXgz2aAaDI1QJ+GFIZOgzHBlliiDStgM2wZ6utjBmmGMsGWBZYxUXVCMgDJU2z+n8ScZCyFZPCymM2+Mgb8bahMTtcizXiIDuPlTbxKCz9DGbIVl0+mm0BKauuR+fhVDIXLN0PWzyPQzlijv+I/CA1TeoZDy1S7bieCkHkzQjn4ZV1eAk4oABdJ59LhaHDNlx6eFgHQfOPDSpU80vqbLDLHKHAEKEY8wz2GZT4G3UjMM3mB4wyTfgUOWGGd0PBnKA41lPAD032Gc38Kz6svoadzlSg1+taEy+Aj1NDPrsMwhsFUqDseAdCcVZvDLZEVXbWTw14iucxTDEbVKow7OANVNI6aXdScdj8UQe2UJ1RFbbL36Zi8MPy63wyLnb5XVSpi2AQWmP9MURE4jOdeiogjEZUtM+6ELqH2GD0DTOhUIyVqZSDz3Wpg7dRGs4jnWCXUzRukctU6m2b1mRmHU18LFUwxkZZtNilq3U1xGdr6VU+dY8lfSIf0Y1s0Ml4ZLY9E6b17WhplPVXOhz7hxT4cjMeFC+NaUY0fxJRl40wfCWstTU+UhYJVpEOzpGcdQsPA9ispCwgFU4mrzfUWeKoyzlZ5TATaOvNL6mltMImY94D7PvBdM5aDIz0IS5jzxGfS2e86WS1pIAEq1GHqW0fp284IMZ4tM09GXyMthaI1Nyx6cjJppgokeUJv9gMjIP00NGVKM8MZ+iDKRkE3wRGaowAxWEoy0TwBGQI0AgtJegutMDRlnDLTpsb9GvKp0EOfjRD1YQfDAKYYsdMQQljDLTpgSM7oZ7rQnOiu+NLGQG0Cm6swyL6Z9DMWGU3TFP6vQoM7Ysq0NngX6CF0+YzLhm1jMFGYiM++mxBMvGGVjPlVpr8ZhIPQzm6aYrVMEBSrPb6bIzZ6apjNWGYCrU4a6x5Lhgv0wWGbwEb+m6wzlWi2OzdSbLPY9aafx8fhJ0L1GXuCE8ZWS1ZRli/EPGR3MFtoMRZKhnjjNnpmqM/oZs9NI6Y3DN0lIGMh4Zs58yShDDP1+GxdOeaCYzQmhFAKnGWdKcX4XjT9gR2PFPHvLqdsJr498hGQTNvHk1aGBmD49NzH/fT4iFBM4XUMEz/x4PfzQmQhMzFBSEy5zpZNM+/hN5Ezkl10wJ6hBmdKKwzWdaGbpYJ6+4zqprEzEMEAU97pTTMzYZhm6Mgh7Qx5Gbeo2acaxPGVwN2hBGaLVKY6jUzTkoHbgmOpLmD6cdxMtKUYk85GZGQwaPKtfNh4TPwFPCgT2Y8XvTApmqE8HWgFHlkmTF4ZmmF2EcJ5kTMfpgpMra+4a1HDxqTzbPuXuCPR9jNa3SHmA5vvEzfIavdNdJ7Wn30vJpPH5avEz7J7WM299F4eZyeJF9k3Q9MxPBInkDN00zNgz7803RqBxPO0+90o1J4tVz8maFPUC+A2t3J7mLQz5kZMjielk94pn4ayNaOpMiMgU4IQXhsaCMZoZPLdoPawpJ56TykHG9fIs+SdNv5YzM0w2iRM+ZmRS1FrGhT0NPqFMjieMp9apn4a0meBRM7yeiUzypm9M2aZu5MnnADk8e6bOTN6ZrmtN3o1k8VJ4FTKBvj5PcGUZkz5wSTPDfQl9feqZtky3r41TO0vI5MyqZvUzGNb/nDUjg1PUcpgBsGH5ktPq1utMh2+XowtplOtPmdLi0mdp24l2wZEtJz1l9PX2+W087Z76kTpacdPdaZed9+p4sjzZImy0zme0d8UWlfayvnpy03p+60z1YGAP1+mYdMr6ZAnD4F5lskemZjPQu+IbTIZ7ytN24XPPZVpcMNEZ5PgxQhjnrcx+drTVZ4t3y1Yst0ome3T9zWlaRzVnoObHGZ7WtCn6ltKlniPfJu+IMyJ76CtKZnqlw0Tpb0y1+EwzOnuMG0iTh/U9hZ6DtMJmYzMwoJJMzj76ysNpmR606NpDMzY2kX3xz1lffNzhGZBnEZQzNTaaLMwHWN0zJTS4z3dvrtJZdpRs8C2nswIwEVbPEtp5D9pZkgP1jvk7PdSGRkMtazQPzagLA/L2eOszIH4PTI+maDreKGxMyQ57Sv2xoJ7Pdh+rMzydYXtKe4f1PQue+D91ZlxP38hhZHdKewUMxdZezJ25lQvKZ+a7S2F52zK3aWlPbh+R7SYDKHtNKhpPPP6euUNCjbrTMKhmo/daZN7T9pmyP3ICd3PRR+8nTxZno9KU6bDMuARmcyxzF5sT/af4/AuZlxFDH6L3xjmWh03GZMq8LH5pzNXnmyxRx+bMzZoZZtPwXi0/SDpS09pOnczIdmedDemZScyuuHk63w6eQ/NmeP3Cwn5ezIk6SXPOp+NT9XZ4BzMqfl9rfKeYFsFZmvTwphjx0ueerHTkOlYzMw0mx0/mZlvDO5lUzNt4QvMr6ZM8zQZ4idPhmV3M1Hhk98vplGdNdvkPM/TpYs8m5nvtLIXkBDAZ+zWsS5l88OCjvQvYZ+98yvRguzPLNm7MgOZl8zx5kMPzHmY/PETpHpATZkTzL7menMzZ+/MM0wmWdRK1s50vSEy+CfOkS5Le5HAszzpAqJUFlILNCcfPgxBZIsMd/iILOC6Ykkw/B7z8d/hFTEi6TAMvvh8PhtnQ/Py1KOlrbIpPJFCulaRxfWmI/P1g0WsmFnScMhftbrOhZWrFLgkHOm3jgLUYLWAG0/YaEv2a1jmiSaGmL9F75ojhyhuIs1XWdsgCX6A9JEWVn7Twi8cMmF7wZApfjK/bvW8DwnYYcLL+jpos5hZm4SUGyf8Irhowsy1+rszzYblazYWYo/BhZxWsLFkCv2MNAypVLp/wFAda6LNofo4s6xZiiy+pI8LNkWbm0v/hbiynX7ukRVfltPZxZD3T3+EoNl8CaPDBRZgbkdH6wv271lh8QuZxr83FkneDfCSws0bWj7sIOkevy+1qIs5nh8AiFFnK+xHhsVwr+s1CydvEnay4WZZCVBOwr9okDuGxsWfzMDmZJSyNX7HT1w2h90gbpjldZfFCuKqOkALczKj0Ja3gKo06wBQlIlCR8TvYoFUN1iBIuWU0EmVpMBrVG6RknSBaKxWEHLhKYxGJJUSVTGZhdL1BGylmspXEQ4kcmNhiEsZRtXmNid5Gz85s0SGVK2WcUQoZZD8FL6jL1WcxsUQiFGZyz2iGbLIy8KlQ9xKXmMRlkRYymWX0s4ektWNnllSxJH2gVQ0ZZ1libO4TLLgmp2LEtE3mVWTEJt3NGUjE1LGrbdxkYjTVWWQ4lTBcCbdDiRyxKB5kMsniObyyifT8KM5UEuaCrG7R0TiQWe0qxvMhX+GykAdCS3igBIaf0yL2WIMzTSpewWxmSs9EhKWQKSwx81xOr2XSlZS5iKVle8xROgNSTlQtKzkmmOVgWxpHAE8xK2NrLAkYK5YXHzbv05XtJdCHe3myhoQuHGtXs1T7m6EO9k17UMYoqzIcYZIAh9tXEyjQRFcevapUKf5j9jI4RX2MqcapGzJUGN7NVZ8Lh4MhTeyc8TN1AhYc3tWvaSEKW9lKsy1Z8ONXJnNpB3cFB9FHGdLUWQjde0MGvMhK/mL9x3aqKrOxxj10InGb3tXhE18zu9qF0bVZlsB7vZdolpxsIdZkhZKghknM429SBIONnGBKyjcb0IGPXprKD1Z0ExQuhprM/XhyI6LBby9aW7FpHj8qGrEroPZZupDxZCi6AOWGuxxqtNAy+BSZSG8abVIGZY+0h5rO36FPKORI2Chefg1FkkSFOEB347ay6VaXdBEqavSSxW+SR4/J2JGzlGgqXLEBzkQ5ThAm+VkWs8BUa1iy1kKKnjdnOsgYZ3bsChgBykfUgQ1FdZtqQxWkHJFbWbw8O8sLayTZhRMj3WQVkQ42l5YSXiZKwsDMoWF5Wg3Qb1J24nlbCNTEisM8pr1kEmTBCAc5Q4pwSpBVYjFOget8rMRE2VNZ1lPrO8VPGrC9ZEuQfWyWKyFaKcBORULFoC7rYNXAmds0WdWzdAwbbIghzyLmIuEuleNu1afygTEaMqXIAj30XYwBJMnVgSZDDZCyoWj6oQCAodd/YjZXassNnjKhw2VEQzJJl5jZjYrqwBPuH4ddWgsgwTw9Fkk1jurR4a2P19r7sbOcwK19E9WzGz9kCXonWvvUhR+4f6kF0C/WBmoAXLUIs918n1aCnVCLIZrMpcL4Z4T6fQzfVj+rdDgUmzdNaAax44KJsm9WKGslTqCiiE2dBrDjZvGyi7BEax42TEjOxUumyNyBMWww1rm+eWaPRZD2q4a1uvneWa6+hmyzNn/qzuwvvQaWAZCp5Nnvq21GmQqaTZPAQMzov2lTavRrILZ3iUONbUa2HEHuskG+ZS5Hr43qRc2YJrWTZ1lxt1Y7lHhvjepNjZ9Gz4tnPggbSCxskpgMWzuNlNKhF8GprSL6HGynzbMa201v5s3TWmWzYgRfqyM1qZsppUlSQLNmnhVK2YrdHpIYGtUNat5BC2d5BOzZpJsZ5SqbLVQH6bORUnGsotnlehc1hfwbnW0D1b4gPK2q2VwqUlqUmsdb5Q/Wk2RZrTrZ7ipltk15Dg1jls/ZAXbdzNY9OHvgKscQeU42y0tlltIS2ZOmJLZgc1CNb58C82ftsulWw2z+8jmbOQ1pV1MLZt4oH5SBbI/gBH9ZjWt2z+FQBbMu2XAOQbZ42FTtl/9lG2UGNdimeGFq8bl42DmKgSMvGu3iGBTt4ysODDssHZu3iaRQI7MLmFU0HkYGuTVYwRyjrxpjGTHZn30UJkCJi1lN3jGcu8OzcdlZNLl8TFUDgoa+NsJCoQgFoJPjUfG1OzFoFOgmiMUwreORS+NW+jHkHaQDVTdug2Cs4XY1U1MYEwAiuEvICD1L5oDzeBzslamqDAZBj9vAEWvCUDreabdgQFJXSSKGm3X8wfn1EISUFDaVAO4efGYNAJrAceHyKPTsilA5UoddkS7OlkYtfZ3szOyVODaglxwCrsnnZK1NEfCptBT9iPjeooQEtZwg2gnqSp/LI3ZrVNQebQZ2usZwkAuaXuyD1lIZ192aN/Sexxp95NxcOI3scRuSh2liE1QyWA2dxiNY25mfuzxAAeXyPZhvjFhcTjj1+jjWMgcdR0NGaXuzmez9SjCPDGqHPZkOQCvhFSxjlJUIGDZ5zJbfFmo3B2YU8FuM0GolYiMrMrmL7LSJxDeyICTl4w5Wb9MFkKteyqQCQaib6I3s+bxCg5e9kgnX8mAPs6jZUFCzvGPiMCBDYMeFxB4jvs7tiIjGEOI5WOaM07gqZIXtDIvswtoy+yqnbK4wq4t1uF96k9j72pJ7lZMLUyMlgcH0/+jnjTXoPTAE/Z8Lj+KF/9HEGJZEVqhf/QQZ6WRGn2X/0c2aj+zTxEL7Mt6nPs996p0t7+if7PX2UhgZOxOSo9Ow6HF3sbtIKZCoqMX9mnQnukkv0BMOxiAcGhxqVS3ofssXAFu5JP4fZEGqNOI0VGD+yt9mCwPJ1Km0Vs8X+zL+hNjSX2RPsyViUaQsDmmFwuGZiyc1A++ygQ6bOKQOZbA3pOxapbsDtbjkBHjNOegb+yHmklOP/oLihI/YPjI+UTkySX6E70mbIfBysdzAHLTVFwctQuRQDX9mzTn9qGnYpg5NBE5CwoSKvAV9oqaoKppDEhQ9zhNKR8MUO9rgPhSsBAmJDjqJ+gQpoPIRi3AcJEvI4w50co6WZKxQMObdUdHEjSI9tHXxDbanv7LQ5eWIsEmGJDR5jyaLTwO/N0Elk+FioYoIuEK+YdLKG1FkolrpQ+nU1PgfDl8N2NHJ8aaRuXocbLLkmn4CMEGCRuL8jhUic+Bzruqlaw5i2pOULNdHvyqDJbgW6RyDKHqpG3Su24E7o9KYd+pKiCWxOQiY3wcnViTQo83gfMRQxrUk0IdiSxHNcML/zRo5ozJjyHAFXVYJoI4o5aQVfmwPBnKOd8BZvmXhz+jlbCJqRBbwTI5NxoSBYLyJiETFCc/GIJIcdRFMm9SDociZqsppHtQ2qT0OVb5fIOaRyjDkbHI0ISMcpY58cQHDkn9Ic6ZZ1A/wG3wRAAQpFH0ak49HZp/s1YD3+z9LMuCGgONxzX/a/QXPyBovNxgBKA8STYHwIDrKWRRYGiAxSxEsHsrG3soQOjxyPjnc8C+OWwHZE4MAcwBD3HNeOcCcv45zUQaA4QnPQDmVIAhs1oDNSyInOwiJ8cv/2GJT1USh8HhOa8c9E5B3wUTl28wyAJCcquIWyANF5zvUuOeccpXJFAgKTknvVpOVu9ek5bBA6TmsQAO+ENGJV8pxyrjmMJO7CQpSKw5k4hpybweEcEezkEXmYBR5PwFHOzDrywWJEIYQiNQA7Sr8PSLaTUVU1ESj86ne7iUiZU5BHUmeH+2lKOWC1U+AviJpTnwtQHIVQwM1qy5NRrT8nNEbtilNlqk5CCbQ81WFOQLzGeRDR0MeZOpWeakUdSDKzkBlNSfjTiCpEyP5qLZCOjkynN3IWkFeU5+BMqkp2nIF4HQFCREXsRUFC/RB2YMi1Y05SzB2BbnghFOXOHCjqIpzb5FHtRjOT1SHmqEZycj7cnMzHsRMiYqOiJFuqVIMKSSkgZooHQRGO4/+AJauxMdfwynV9PhT+U6KPG6bi+3MIcCBMFV1HnfKUYo+7p7bFhQiM6lKPTXyBLVc+62BUkpAuUGgoBRZ32qF5V5HrP4F7CfxIG+7xIAeco7hcuxVhYHJBwhkrZPJlCtq09MjOTkmTxclHTAPuhvl1Oo82PX8AWc4lwHZyEET7nIOQaaPbc54CJVR6kIgrKMAiFs5Q3No2o8TKT7vEgFbCqzxqvg6VMY6qpKZbUseJAYQC2NIRJoQceIrtigNIDnO1phaPeeUzhQy9nbBEnUCUKL8hRJZC8YXZDx2TjKCC5+VSj3p4TKqaC96OC5MGC8UGoXMxLBhc2WQUTSySxmMkqFEhc44ECFzDgSEXNHUR9/LXJVTx4iAtVNNlCYDJtYn/lD+icYNVCIYFPPYGQMmLmmBTRKrRcy6Bu6UN/BsfXBlJPo4/wCySml7sZTMoWCk3umW1Ttym30y9qSb9QAZrfMVcaFai8ofzTX7Ieb9iLh983h2A9UxqhTHUokEMXOOxrJKe7ULFyTAZVgmfJjRc4vJzpRP/L6XIoBqZcs1KHFyLLmwsmYRGkCcPJZpB7frYzXGScfcYGpz4AAsGfqiChNZc5N0jmSeAS8XI4NsF/KQICySIHgTahEucKkonhBf0JLlR03QaVigPbCIeMf7i4CySFIzQZFJHriZtQqQH8mIwiAXkYgIKfT65ObGMF/b3YKQN5+YLaiyoRwbHIsXHR/Lnq2JQRAVckpJBBh/qk5XJaGogUFBBX5F0UlFClECNk0dlJT9wHzQPwDcoW4DRq5blyrKFR01jSTwCKg595zTzlBXKBSevzOy5elCBXEtLLV1D2oLNIjuoXrTvEJFcG88P+KOxC3y5iKxHoBf0OS2b/VQPAB6njID+DRegH/U+fDt9UNfFEyYAQ0E8ISAX9HwYM/DK65JuoMHG6ZXMGk84FGxumUyhrPXNptNYmIZkRJRKbTstXKdOwOUfUSWglmT/XPdUW5IfJ031yrbT+UA11IYraxgSNp4qgAjXmuXVkOXEu1yEbnaYzlsbUNQ+2OuoclaGJCBpiKYbIa1kZQnTJ5C96oDc93a0Al0RouyF8dKTc1D0OPgvrm/WKv8G9c0tw2Q0MbjlpD0cV3zC1g91zYbFiek3oAzTOOw8NzlrkEqBRsX/FF+QPvV0oR29VxAttaEW5ZNyIwTnA1puUQwa65cisu+Yo3K2QgqrUjw4ghpbndWOxucwyZ6kbE8zXxTMlTVDdabVgs410Xh5GivGGMyUmkF/kTbkcyHjkNGta1ChtysfIACxqIfsyL546Q1ibkWyiPVHgEV6m1yE8bmg3N1lE7ckoaYtyGxp3eXIGpDctvgVtzg+rafGYZGbc0tR7uBtrRG3PxKPjc/J0etzPqRoJVNufdSPXwoTpE7nJpVlplJoUm00dyA7l2qjJ8GjTZVsF593bkoTTyQlqzG25q3kVvJ4fCFuRD5aNWF7hjrlSaBCGpCwap0Z3km/Z90DutL7chW53xDa7nL2JL9nm6bnQ8SMj6Ca9S8IFrqf25fKQB7kZM1lufWkBJWVNzghjdZE7uTv1NjQfepW7l4fG5YNUyDO51jBrrkhtllLgUQem5JbYShpM3PqZENYy+K11y+rFh3LZuZ9tVO5h9z7Vn53N3ud1kYVsXg1lKDVOhpkOINC4hCppAy4C1xd6g/c/20ityWrH19V/ubsWBNmd1ymHTB6OAea5Q065SCVZxrbK3yGsncjmQnKtF7m/XJiOWjc6u5A1MqyFM2kCnHA8taxfdyoHm33MdQNg6Ou5adzXrEql3DuW3wXaxZAVYbnSYhBuetc9VItNoAHlvGluuRjcouQXqsNbmkPMLVltcvxkE9I4ArUPLKkCbY9h5xu0tXhgXI78BwUcChfLDBvwiPNeOcI8weqQw1xEAIkkFYaf7GmQ4jyoA6zmKkeYkksR5KjzhjSSPM7qnI87M52TTFizb+ARmh4UD60NegWTpo6AMAcnmHGagSUdfYqTIB8s8NYx5KM0Jr7ojVZ9M21Ry53w1/qBEF38xnCNF5IfjNcahcjRoqUXNHx5g9zf6iSnVsMUDEVSwsp1+9TCgLICWHNBx5VNyMowWPIo+mL4OJ5JQhLHmKwPLsHsBDQcWvpO/JGMzR0BSNKfwXx8ssJjU3MeSUIO+2OvUWRou6Dd1KpMDkaRWhfHnaTCqedZYXJ5RTyCqG9OyQFO2dZlQ0o1WMrWPM5UGaIzp8GM0rxip9S5+kM4lAx+JQgnl9OOZUJ482VoB8s2nlsK1zWZm+PNIm/A7SRa7n/BPM8r1wCRgtGAZtGWeQ8rbIMB/9UtITKy2edXiHEwKzJrIICLSEuKlKWoowYIVrkcAgl3KKtJ94RqQq4gZKnq0rc8vnQZEJgBCXPOYCE+XM9G3kE5nlqYwu2VmIL55gB1oNZQeW32rhrZiEb5cmCEAvPdeHirJ55gxgMwSdK3KJIRCbq02as1xDE/ARedIrJKgc4JCrAVq2SJOs8pI6+954Ar7PKcOqRrPF5o7lIjovbPsYNi8swujRgqZAcyHBZPqrJF5/PlF/yptDueWDc07mGcQyIQYMF0SOC8vlwwR1Pnm5+BJeSZs3N8czyCXmDK1meajc+w6nLyPaqovLLuG3wQNgKys4Xm6yih8VyrOl5VmNo0aMbipeYLVf5Z9H4BFoSvPUVns8j2UssjcXkSbL1ef88rF5puNauZnPLnBCxIJrZ8XB9mSW+HRVnK8+tgtryfnk8QkteQ9snAIDryzXkivMFqt0dHl5qtUrqz3dCseB7KRRKOmyiXnS3LBisx+X55lPkr9oJxFnxhZoHZWbzyI1BEq09eUGocw6/kF/wT91AWcII83WYKJhB6oTtjaJjm86K+LYAWQB+mwVjB51I8UBbz4cDLXBUACW8ot5n0NFe6NE3zee2iYcMlbzlQFBEOvIXm89L280Y94zCjG18FF0snZe/RVRTOeWHIQtQZvpfLhpya52XctDach3ucvAvy7Lky4oHOKLGqW5UiggrxP7JmE+UgqprgZikUvF3qOCyasuFwhlMEanM+3FVAb2qnhhPXhneTDqsnkF14k6gk+RWuA6qOi8fjBzpyk+gDvI5cHG3QNU+mD89qPblX6TNjGaol7yhNSz5WQ7qUYM95BZCRqCQAJdqoOVYDwaCTOjqdFNLFL684r4w/SIXlT8jQSZYdFfoItzay6AfN/UFPQmBoAApRKCJXEnediQZdwV7zR3l3/C4arhXMd5RHzRXkIbyhKEHVVyaCOEb3AAfNMOtMBaWQP7yqECJB1x6Qg1JGcdWQqpC7XLY+b2NZn2qDVo6g4dS4GgFA8MJqXRRpRpFTGZIPXH60D5RNxq3G0hikqNPPuWJtIVGXjXk+TMkSY2HTi/RpsTKZxKtaL/Y9aQLSG9JF9dD3nfEovMoJQJbZ2U+cwyDj5EfstPmhulMGhZ8uw6+hpDPmJcG0NCrKDI6M5s8IoPox/YKtaFgsxTJGDDOGiIlMA46T5Uj0x0aIsHc+cbyIG0SJsjwq+uhnQFbqLj5WbolBqlFUjdOENJUsAXzw+q59R8+TS4Uy2XPhZzC6TQJqqEkHDGNtkI+oefO2ZOV6AEa+golmRJii91MV893aEXzsq6yfMK/CMfJleRboTcbKPTDdIANSUIxSQiCEGcFGSFF8/hxu1odyj1uiEGul83o8WA1nPlKln9oXNuVYsfHygrKbGziSJ0Emb8QXzAqouTVC+TCoyY2SzARPl2fIw4A58lghLx1bPkbfN3dDF8qIqpSQ/zZNwjDlOGwYz5G3h6mGuGD1OBFYab5BfVrbnjfNT/GutV14I3z0Br9fL9Oizabi2yj10CHhsHi+W14dt0D5tZIptfPSSvd8i7I5Noh87FJCa+aoNQH5kto5kjR4ilKKECUekIWZFfT9hOB+UFnQT5hU07c6UlUoGn183T5e00gHmSfMztJj8lH5rA0zraruCB+SraQPGEnzYfn8lJWtmNXIT5Hr56+q4/P6SEqbHfq1nyjpqqZ0zebD0HqIAw0phqEBy55Jz8lt5znV3wKrDUIwW9uWYaqjyefki/OB+jLo3jgrxyxfmjOm5LAL83YaI+zCGZq6iSoH7NdJekt46+qNDlTYN/DF4oTIjYRoAjUWmH7NQrKQMQDflxzRP5jv1XZEYziLwElKMtmkSNTJ5pxY8XFTcXBLNMIkierdcPrT04H8eb0gO355llpYCK23iNM+Eslx3KITizbCL1+eg7HX5uI18ByZPJV+VXNYX2GfMw/lVzSSykrFE35KZ0E/klKJvKVf+YB2LbJkLFX/kieRLgA+W1hxIRpXaiBEdawTx5UfyUzrbgKcqiydObczw0XaTHDR4/NIabHJBzBUAHoGmiQIC4+aaF300RG6F0tGn78mgIkLim/nylAt+UqdR0aQfzzhEajWSNCP8jDgg9sTH6wuPVEgj8pdEvfy+gjNhQ7+U1+MIOF/l3fl8uMDGqv84P56rAFRpleAmsIKdd8iAI0oZhLuwn+VkaI/5dLiq/nmGkKoWy4jMBu0QREFcuL7+XR8Nf5BZ0LwEboLVPr/oSaJh4Qgrj3dMzuVFjHIQ0zCGAhQDXP0B7XCCgOESNYk51y1iXrE/Wu/sSgLGafGJiTpE43wI0SNIlV+A+rjSALKuLiU067qRI6XnKclz2Q8T8koQAv5ieklESJ3cTggp6RJ9ierzYLxDESA4nO+EUiagCqOuldQ1Ik0gEZiSQCkU42kS+q56uM5oGFEiXmw1cgYknXDRIGZE2WJWjjpq7WRL61G249/5AgKHmAexLiifZwFGJaKUCMooAs4BTzzN6JH/z8By//OUBV240KJVMTBAVWRKiiRa1Zv8sUTBPJ6ArJiZNXJ4aCUSqAVydC/+TzE+T8zUSDAVb13+ip7EjrgxUTcAVT11BrpgCzCRokZyokCAt4jC28AgFpEZpYovROfem1E2wQQDcWWHe+Bzife9MCmfUT4hSsRkquB/83wFLETPAV8GAmiUNEoD6MiV/AUpArWickCzcCrHt2um/vXmibhUgIoNEhIrhSBD06IkCjIFR1diqGpAvyBQ8Ke7orsT7AU1AqTicYC+oFGMSzAWkxPhipYC2oohVwfAXQxJ4iV0Cqc+6sSnAX5CGKiWPEsbov0SwAWh8FY9lIC22xBrlIYldFGzUOpXWGJAxQEq40RKeXmskI/ghVxMYkAuBlJknEyYFZ5MOYkrAtaiFMCiGJj9dPKLExPKBWJfGYwsQL6BihAuOBbsCvHwUcStBAHuUYiZW9W7wdsS0AXlFFuBcbEswFVwL9LQDArdRPoC6zoJwLoYp1Ap8CKDEsWJ+aQM4lnApLrkAC2wUJ65tLTDAvmkPwC/6Jn9cSCjKxMyBSiC/oFngKcL7NAvKBTefO4FxwLi4R2xPgBWwQDOJTALyij8hiticHEskF9MS/okceSyUFZ7doFWIL2fA+Ao3PpJEgwFdcSfkS/ArbiZHEswFstCjgVvApeDNMCpAFVZD5gWXV3KKOyC5gwmgKIpDrAsyBYyC2fQV0T5JCpxKAbkcwuEFxwKAAkQYjCBeViLmKngLUz7FxOOBdwwMuJmQLOkA8ArsKNNQ7MukoKDqEzxNkBZA3C0FuNV4QXJjE69r8Co0FwgLoij6gr7iXUCnUFBUTqYpdon68naCsEYrVwSCwMahtBZQCm7qKAoLCFqJXuHqJ0KGUp7lbEQOdHzRH9UXjgdWIwLBbdDNKdQk3qoz71O8iHxMw1J3kbYGQ7gyujEohjBSPNaMF3hYrBAcewviWN0FUpn7zMNRwlO6cGEWQT6K3VNdQm5FY3nGClRu5H1qwU5gr0KOUYVXG7UIL+C1vDbkHp0ak0W7y+G4vsS9iMgkr5wR/AI6gA6nHBd68a+RjQg1Li62FM1AOCuLy7OQuugPVhneZ0KGowFNVuwU2pD7imWCrsQN5UNK5pvXnyRC8pN6oZTfdRxvTiwKhXIjmY3RbCndOEnBdStRj5IRyuxBbA3gSZ29R4pNYLSujbgso+QLCeqxg5AeCGptwjGCoQwHuvbjiiGjd2AhTfc0CF5bjKNDxdFjGJ8IgTuBziaz6QoRUKne49IAo3d+rztLNQhWsQzI5HeDYIQddAjwbBCHronyJGwSJeI5EW28UDx1RDce6HuKLibt5ADx/nj51BDt2bLC8SEHuaEKrlkYQvs8ViSCQqJqyy9BMQoI8UOoLT4R7jwpC+JEvcUa41tQ2KJKIWWuJIhV28fiF4qz8PE5V3zQnhCtdxnwjsIWMTD6Ee58D34LNVO9T0hFgVDkc1CFpQKgsQJ6haICg3Xeou8x8iq0QrJUFeiDBuNxIXTjoUAsheL5USFaZYp3HUQuc+IZC9BIbJBNjS7ROuQuEVbrxRWhHPHh5Vi0DpC2SFHkLvCoIQt4hW5C8SFJJY1PirljpavecF4hzHjzdCqeLChdoQcyFwULxCEmQttccVhYoqhXj3VllFVlWb4SFqorlc3sRw3Hc+PlC21Q9px7qjdSHzRCYsC4qaULnVA/FSpKDVCvKFJF8p2CVQvBVECUOXyJuDNqw+ePYhVCvByFaKyr/jOhhche1CqEi2yzHO7xWGzWahTZVZzKh4vhLAsBQtt3bnCphCKIU1gTFWc6iGYp00LHIWjFQmhfUEU8mbELXIVEr2prvD5LT4/UK11A4D2LeOmiSvB8YEeoUirNQphdCwSFoxVUvHlPK2hSN4+6FpypLYlFyjU+EbE2LQF0RwrDvQpG0FNCmC+TmEfipfkxUOT53DIgDl8cjmEQqxXgFC3jQffJFww7qABhUUzJqFg0LvgVYaG/bt7Ydkie7VNoXPQtihdchPdEK3Um1hnomlGsL5BAEgMKHiR/NzisBwEgx5gPcBdlC83zbjDqbohlMKCL5BYkKhXBiTqFGkKyMQEwuKwggCDng6kLgYVLy0hhcboFQqh9DtIWtr3chShC4WFF0L9IUllV9WS6vR6FeUxzCpqgtruVZCnCcf4K7IW/KlJEV9ghNe0Pl6IX85im8k93f6geyzUIWCwrjWfm3XkFwrUGThTyxBEVrCvmFN0Kf8lLQs5UCrCsgJ80LFYXzJBW6rLC+qoXIKlyHyQpNhfMhJSFhsLPlmZtzqEahCuJC6ELmQibRMB2kpCjG4PxIZqgego9UFeiP0F5EKnYVxwvqIfbC6OF6Wh+27XQqgHgwwRiFY7dGoXYwu+CE6CrqFj7dOIWBQrm/NVCs+qjwRnWDzQvVhUsQOrE0ULeCnCQq6eW28CuFgbVXYVnVCDBcVhKOFRcKVVkQdzYhazC96oLk89hH5tyVcUHVJmFDvc7oW9wrZ+ZKqDzqrKQRVRTwqCacgsxuMaQiwmlMtGSEdPC8t5s8K4mm6zHcIUvCrBZ+Oyt4UlVO5VLkIw2sUXSiJnXBES6vMhaFp3rchsTmnhXKasI9+59hcjQI9dHvhdyuJkG18LeYX0XBLRIKEfkq7IivpA8nRF2U/dBRkB5TDLiyVWS6CeU1oRQWImW48+Oylnp1AWgtjVn4V0tRK6G1Vblc28QWXjvlMRESgiuqqm/IMKHLgm/KZUInToA91MqoBrKfhQd1YBForcexYl+SE1KQijBF0IYisRzNMqNPAisZpjv5W/LQIsTITz44hF//Bt/DuNTVjFCaWhFYoiAsg8Iq71p0oQRRu5A1qgXSCIqXKI0/m3iRhyKX+Skocc05sGnxpIwRBVTtQbrKHqwYSiZCJFHONwL5VHERt0h4i5bEFRERfCuRFawiWoj1SwACpJICxq0E5EBZEIpuCgMSIxFvyp/upj/x4gHz7F+0guzyl526icRSvNQQ55LT+Wrj/0jtjnkZxFI/8EOkpCGn/rAAgJFjWB1GwL/wjaasgSqeq/8y2lGAO+nkdPfbpXiKrFrhPBb1OXkA/+p/8enh3lgcAVk5IamYrSL8ZkOUnHm4itBat/8DWmi7PjEo//AJFZuyX/5wjS3WRMtT/+XeQYnA//wsoS+0swBZi0mp7AdKV2e8papF7OQbVoox0k6c2kmABJIRMOYC5FFWvoAydpsYJwQF9/IjaXqgdWekyKdWl67KIWkSAuZFWSKTeGQuxqRbgtXpFFSKKAGdIvhZnk0bZaj6jCzh3lhwAUEAwiGI+QOkWMANlaTpqBgBTSLfyzLIr4AWB03ZFggCb55Ac0uRZwAwShASLpkUOUikAbffRvIAACsF7ptKmBrbpMIBsHTQkVqAKd1ImaRkBzs9JxGpmj0AV4AnVpIK4N/5uAJ+RbytJwBynTrAHfTxBGksivZFKKKhWmCgO3Ij8zMzJwK1YUU1bIzkpEJbQBTnMCUVxCXORWp00pFYYk8F5jtLEwJHPRZFBJlgLCZAMGRa2DIxUB4CxQgLtKt2bUvNIBI4NwWTYbX6cqaNcxUdK1cgHAoohRQ0A5QE3ipl/7MOQCoce0jpFYqKAkU0otiWmNTQpF7QCJ54LIw5RSfPUEBWqL1UXFIuaRYOA2oBH7SFUVMopHyHLs5USms8zUW0gP2yoq07pFMS09gEGooHnlkArhUWuzBzDrAICRfMireeeC8bWlbIu2Abki3YBgICcUXQrRtRVh05VFwwD/2ks7NuAQYAtZFEy8jUW3tJ5RXyAnxFuqLLlrogJzyCyirkBRwCRUXArQRATvkCVFMID0Om5YFpAawvZ5FiECKF7OopeRdCAwNFMaKSF5govwybiAzNFiSK5hLpOkV9Gqiy5aSQD/UX1orZRT6irYBpqKK0WkgNVReMiqVaVIDSOYqVzGAfSAzTpEqLmQEmtLBOGyAplFaaLBUWQZC7RQSZQUBWID40XKot0dC0NVtFOy1NZ6+IuhWpKAsuO88SucmuoyCSRBkfUBgaMwRynoqmGoCcpjoPZN5vidT09RmEk+UBiSTlPB6gK5+TZCC9FCgB70XPoo/RUaAh9Fd6KNQHkLKYSQfDeqm6yLSl4+Q3b5AUtLKa0qN0ag+gJLATBimoBBYC9IYQYuMAWr8tUEO81HAE3/OpJofNb6eK/t+EZABzXngmAshGN1MYlqEYq3Rp6hGFFKYD+EaRDHTAWb8/hGGtNswH7+zCTosSfMB0fwKaawYtWnlOCMsBUGK6MWBLQG4Vy/ZjFNQD6wFsYsOXqeAkUY5q1mHI9TRSRuJihZeO/zFhi9gIXAdkjZjaqQDRZ7TDGOWuKJUTFYHRCFoZLTHASBi2NF+y9zLrrLT7AUxjeDF6qKVwEmYrMWrRiqCekGLt/Zbo10xVsvM8GcmKbVo3LxJRhAYUPSDy9nIYnU1t0vrlIjFRcZblrv7S3/gbMpla/mKU0ZE7iLnuX8zjFC6L3MXCoyxGIcvYaa84Jelon7Rdhr6dBdFU/seMV0rWl2kxjHNEBQCx/Zjw3IxbctHLFwqNTVy26QyxWRi1zF488SwHEYsOAYhi7JG8mK4sWLDCUxSspYIBD1NsVreYtKxdYYKVawWKrh7R0xHWp1iuWm04DWsVdYubTtpi3DFCX1zwF1YvMxW0tarFVmKt55wYsVprgtErFXWLc6ZrAOb9nhiida988VMXNYvxngti6poDWLUsXVNGm2oliraAjiLeririwPZqUWGahHIVCegnYoMjoSzH4sN2K9TgSKi1DNlgoZF8OAUBj5YOnRcFaGPWDkdUWlO0mRwRArWIEQGz1qZng1yRY1rFHBPIo/I41YNCLE1g5vq52LEEass2uxW8zQlmjb8nmb8s3NZAhLAbBxKLUWbDR282dY8FFGBVNeJb8sxAlDNgh7FHzxrHiZxzIVEtgrlGOCpVsE1R03LDYjTbB2P1tsGTtN7+E1He1paOLuWYk4rCFidg+FmLOKeo7OJEZxTKzNFmY7TSRZ3YNlaY6KQXF2OLecUTR1eSODil7BnbNxcURZxOcEczScwcOtgcH9tKBwStHG1pjEsl2h7rJQGLKzX8svmdYcFzIpOjqyzX7FoSNnWbvs1JxVdHfOO9mzYkZ3RzsAbLiivo7rNN0UI4qAIQCzKqQpusqcVRFjsNkbizIEAMdJcUpyjBwQmzYjoSbMqcXhilRjuTiu7F40tbsWB4pzZqN08PFtSNk8Eh4uLZjrisgQIeI8Y5itJFwQDjfdpROLjJams1hxVLgmlmruKqY64FC4VEezM3BZeKuQxe4s5FmrgmlmueKVpam4t0KdVuM9mBtJ8jZ44vrxUv0M7FVuKRY5J4pRvOLHfPFCuLbs7bRx5FLLHXvFHwZO8Uy4uLxcrHfnFU+LT2a4dORxZrgrrp7OKbuZ+4MrxTDLGPFgOK88G1tNXWdngg5FzPhzY6WszTxRLLWPBL9p48Fj4ohFsAbddpg+LO9Zd4q5xTBzS1mC+Kw8GKtNnxVvixLmm+LDI5Q4tZRhhzZXFd+KjC7M4quFtAc9vq1OLa8Ew4tbxaOzZQucyLrWbUc2TxanHMPFepSS8H2tKjxX6GNVGUP0kOY24tnxUPgnPFseLDf72dNubpZ1NYYU+CP7R4oJU5jqA3eYi+DPUaYRnk5vPCmPkG7TW46ejFoJUfg9zpVfDe44UEsHjoBink5wGKt8hRo0cLr+4K/BbBCb1pLxwdhgISx/BLsMeERxo1fwadUp3FYR16SaufOLRqRDAMIt6oQuZdYsSWcfHB8GzVSwCE/4JeKVAQ6Ql+51YCEELCqAeC/XmBGaMbFmPCjoxm4eL+OJeIwOjYEL3RtkPQwl7voHX4mEqmYZRDEMIlXMlEbIIkcRpoS5LyjbMecGRhAmztHFZQlHXMF0Y2vxcJTNnPbmSHgGaGjc2gxSp5dnW/BKuCXToybaMR4dOhwCdwPAHc38JTB4W/By3NEiUuc08JT8/UnqMYZgNbnc34jvwjOwl8cVeZHAeTn1mkSqwlBDxy0Q5w0onp+jAgh5l0hPn2hgSJS4tT8MBSoHX4QPFaNg0SufkL2dUCFiEtvRt2A4QlZUtCXQpEqrxfzg/olfXUrkY9Evx3J4S3JZuGM1CUptGvxPgnABGvhKmTxYYzqJbujYAhNxzwY7gEPMJbBjHQljhLi4TrOBjgTakLMo7HBheT5UInQOGIhIM+LJziVpEn8OUuQK8oHbkH/Bu0ATgSUWdfG4vJUjnfTmnpJTyJ4OUI5q0JEf0SOYhgU/AgdTzTlyUHcYPO/FM50WBVKjTv1C+G2ScdyXQsGKjflwEkBPCu/CK9oobbUZB8COiSp8hA5d3/qWuTUCJuOO8eF6QwYg4kp7Ub/VTAY2JK3x5Ykqc8ISSh7+1JLyeylCIJBPiSmklBkFCJkUXJB5C1vAgIRBzKeSq+3YQdPsvOIcQdhEEVXLpoqYFF8IGQMbwncXLFJSYDJ0m1CDmLFU0iNXBjCVMEvQNOSVqoAYQd9jPUkjcC4WgnJIZEIqS5Ga/NMZSWqf0yiKpciUlfyDMrGGYNDxIYFWeAnGDse43+G5JROE8RBa+zi8nkZLNSnaSxuIXyDbkrSkt3Tk5OF1hdeTSPbVINJgMHk3LwDpKegAeXK0KosDaaEwpLE/bgILY+kRyc9J0ZLk8lxkoOiBVcuMwJCCfSW/EpKLH+qQMlUZKWYSifUDfuZCPxFgaL8yXuIqzthFJAslSQCawZlkp8RXdqZ+aM81IXZhqRYcOPWcJFaUM8rAr/w8RazDCYituld/7LQ1xRckikBGuD1B6ybpCXBkhIE/+g5KGsGhJ0mnuOi0slN/8DAFFkqSReWS8clVSKXwZrxFqRb2S1mGgiBsVpUou4hi0i5xeXwCc5w9IteAZhDPclrADyyXFEl+RUuin/GDSK7p5zouqcBMio1FoKcrbBxUlmRbCnI5FoyK2obdNUEAeeS5cloGL5yW8tlAxami4clggC2kUPJxfJVSi1mGi2BWAF8oufJVciyCl6fxbkWFkoApTQAp5FgkiMECvIsppveSyQBfyKYCbEMDkATn4BQB/ZL9Z5AoqVTg2S45FL0MJUVkoqNTsRS18lWMM02ydkrcAfP3LVa2KKQpJoooTEr482ClWKLMp5oH1XQEkijxFP6dIgFEosWwTWS95Sk4itlSRAM3JVOSmoBdKKPIaiUuvJf9MD4BcQDpU5cUvVRSeSlU8ImLggEu0kixaCA8vgRc9vUXxqTs5EFijVFzZKZUWSopgyeBS2peOlLZyWJLTJAeJS9VFAVDcU6CgO2ARWSzlF+qLzwbbkrznlgAo8ltS9nKUBSXNReGihDJD4FysW7kuc5Pai+ClVbYnUVIUp+Tq6i6+epw10/gvkvdRYLvX1FoICFyX3z34AYlUYNFRwCLKWnAJ3RUlSq4B8VKJlo9AJI6Y5SoxaWIDWJErooPJQTvWSlySkkHS4Qy0pb/Pa5FsoCCgH5oulRr6BUPSxaLBJFw/UgXuFSqClI61GqW5UvhAXVSpKlVVKr0mKUpTRXCNDKliaL74YDUuCRb1SwkBXlKaeAerSnRVwjG8lQ6KRF5U0m8pdailalxSNIuDZYrvJVJS9LFMlKONgfAO5AQpS0ql/IDAoalUs9GpxSwUBYoDgUZOAVFAd3/VElbt9X0XclkBbE9Stvh99x1QHmgPQWe9Sy9FfPyTUYn1R+paLDf6ln6KAMXUEqlhkDS39FNcd8JlfosV+UBikLwIBDpwHVgOYIZeAazFGmKrmzsYodhmjShDFrGLEpz+gMYxa2DLGw7FLLMUQEOwxRGA0iG3D4CMU2YrejtNtUjFbscDybpMXiXrvfcSxNGLSZ6AMAXRTmA9qOzQgsaXuGzGNOjS6LWrNKPgHcYucbLxi6sBnkdOaV1gMHtlHHTlFomL1I7SYqEuZPPG1StICuwEPT2boE5ihTFykkGsVDgLHhuTS0qkk4DvVJaYtSAbLPeGleVKVsUDNmRpdpi2ZeizZzwErgMxpYktImlONKtwFfAMImLuA0P2otKEsVq0slpYcvcv5/0dDUX1gK+jvJir2lCtK3MWYYplpetSqbFftKbVp7Yu9pU6ii2l2tK3UUm0ogIfrS9bFDr8naXzYrVpYs2dZae2LLaVpUqmxVnSw5edtKm4DzgPCxSnS2NFofsY4EdZG8tEygC/6DxLgjAqYA8CPqLPnwtFQNpbIJTP4A9lQo5EGIW6WBWiSSQPzC65hlQXhYrXKeJa4E972MUCTPJ8YJlIZXSurkKZztPKavWYSGwDA6wMDIvurN0rFhHI07VK9cS3QR/IktRmr4V3QKTNQ4mrlikaRnk2JK2QwiEESnJrpdPSuEU3lp+kBQoi3bjRiXzAcyDXTm9JU3YVR1UU5c9LSrSbh0QMDfStEMmyVV6WtQKhRPBLd9yn3iFuS/0pfRNRgC7Kn9LcaqepNE6q/S3IwxtImOrsoAakE62UR4O9L2HabxCvpVF5e1AjZRlDkQYL1QDCHM+lSXls2GP0urpSAYNYkpOi0PJoMra8vFosDypDKmOo4hxZIehUbam8H9P9BHv3S0ZbVTfgz5RPJSZIM3pVV5SY5OJhXaRNeROHjd7QGEoDLijApCCU5NBLFb2qSB16VPZH8qiwy8XK1KVxsCsCC95MSlTGqURYZEGT0vkfKUglelYDKB2qNIPJFt97XdY91MuGX8p0aQVOoY4aeD5HeQvhBjLsPSg85kDKe6UGdRTDkIy9+lByCEw5QeTwZfrTBjEpoxVkEGMqXpR4yvulYfh56WIFCh7tIykPC0RzdHx48BOQcEy4vwtDKn7gBMpdSTcg8hlQjLfUD3nIIZUoQRK0sDLkmW2Msn0Q1IRulkmiv6UUoFTqYEyXl5ljKgUTH0psZcCgk9B+GSFyiDumnBdCRYREcTLEDBiYC+RG3S0dyu9Lfyh/ODg8rbgBbkrRyKGWRMrEiDCiJBlQjVPGUJMrdwiayUxlyn0dGVqMtGZXi1TJlgf1rGUxMv6ZXYyiJlFyCX5EvonaZc+cpZlhPsviR22mbiWZkhplTjKdXI/EvUiD2JTCu8ciKmUuCwKZbXSsn4eTJd0olMuUaqkywplU2ofGXXMtRJWwtYkGxbAMfoPkMZZPkIt1Go7y9v5fMrvoGhcklhtbIXmVvj0BZdNcGFB16KhYQgsu+ZaMCL5lhVhcLkJb10eaL6dNGgNQ+JQpdRtZi8DFMm1IisfHdOE8XLGg9yM2LKvzEWszpam/YTFlSkUGaowAo95L2C4VQvKDeaB7tR9oBj/GllwCLBmBS/xwIai4SogkqCPeSQ40DYL11ZKOtqhl3BzdWIjHAkxewuLLk0bPXIJZWiy8TBM9QhupIstNeUWCfVB5kZaPm0VKNyhzVIxUZlUyqb+vCG4ED/e9wtLKnsig1OTwh0SSaEx3UBpT/dVtwiMIz1COxI+WVDdVBuAAkfdgOXUe1DBvCFZbd1ahK8aILWVu/xijvK8tqABwjHDzQNF0aO8Iue54bx7mzfCIwRgHUe7CoqCc0QGxBVZVI1P1lRrycWVhAA3QUrUVN0NPAG9QcFCTGqqlTx6A41Ik7KGkT2qxNb7po+os2Wq9Qjzgs/SAoSY0Ys6ewm0+XyQ4OBCU1aig4/NejOx8/H5RbLa2W1fOEEOWkRXwanzgRnDOKN1HqNVL5hWclYofDXKdJ71JW0yoASvk4WzF8AEfBCaVPzp9QvjXbZV6NeNMEoEGLYVsrLZbV85NltbLuTaJQJi4BKBAT5YUDTPlJWxFUd3bWUCnyR6rzu7X0+ag1XtlOHUS2VbPh9GYSwfdlfXtUSbI/L28M2y/k2JI1K2UPRF2YQLUVN0glgsjRLsvj6jF4WSKXk9o+q02hPZVWwXb58bLcJoPsp+Gm+yon5FSQMRmBfLN1C9UTCafnyGqSVsq8+YM4BFRtIy3HHBGlg5en1JT5Lw1s+qTfLOGtn1Ib551ReDQTmyNtKJeAo0zNt7hoHsrGmreyjw+jfURzaZhVHZfN8jdl/iFxGTSOPiNJRjXRxEHKJ2Ucctw5VzYI0ZUfhyDQMcu6mk9rbDludpx2XW+0dtK7idDlV2M1+o0WwHZdJy1ugL6Vk9SCcs0Gpk8mjlmXxs86JQP+ObwNDTlViQ4RnO+AUlICNB/qknL2jSdssGOqsWS5Ujio5HG7WmA5aPSDPqBnzQTkX9RLztS9RoZ53zdrnMcrH6m98+dlK7oz2XeKEQGqBy7lc9LJdWCrFl85dW6YzldURP2Wbuiutv4FIV0mU1/OVNsrWmmj8+tlW01OOVJcqOmmJy+Ll1Q13gb2JGBGdtBLXUpnLEhq7LSiOBO6Xc4iUDf2UsWQM5RFyxQaR1pKuVTpRzjqlyuwp9BoHGhNDX85Rhyhn527K8OWcGha5Wik3IadbKAOWZFNVGvaNYjgbtgk2UOcqG5VlyvAojRplSB5ctderHaKblho0Pwh9TXhIHrqPmQxBTh2VecsHpM0NY9lNbKNuW9cpnZeokLb5J6BxEhJWz9hAlNawpAI0auVEuWL1E1yyI07wNUSWw0Hm+FPoak5sPwwIhXotxJVbzU0BsvzQtSGgMe5ao8nbC4vzphp/cs+5b9y88eUvzn/aGgKSYMfC2jZf7wXS5hTSt1PW0Ex5nvzyBoczFN+UHqZHlCZ1nhrw8opOj9PVBqzrBPhocUuUGu48tN0njzGxjePKxsIPc8DcRLiMUVJRUlOv8NBH5WkhwnmeYPL8iiNZruGfzd+am/Nsec4o24aQeowyCW/OcpSn7bJ5jvye4ogoFjds449IaaPKLJqMjUT6iyNaSgbupYkBVPPz+eTyk+A8vLAGAvsop5c/8+sBhxBxpkH/IR+UfqEXlm7Ad/kKEXZmrbmCPqvfMs5ob/OAGsyXPDgBvKeeWD/Jn+aE8znlJ/zM+oO8ov+aPqG3lEZAh/l+DVOgvP8/OecUUG3ZR+CtGiLMI3lbfye+rC8pInraNEPlgsAMzoe8vkGmPWZ/5I2KzphFzSWYJP8yVu+o07eWx9Uv4Pf8hf56fLPBBMuPN5RENb+WxvKR+ow8u3+c4aTHlK3Ajfmx9T8nvOwZPl8ijR/mj6jL5TbwXa0ZMha/kP/Pz5Z0zLv5Xg0/6y58qt+ZlFSCe4fKb/J/uwQFn4NNXlgx0ySjQZ12sdjqYpR3uzQAjLvBJShBeB/wJ5MNjFwqxv8BeTMKA3bt7yZT8rF8l1/B8m0/5v7lLfx35STAHbyxVSp+XLKwt8jwQThoSPl1Ai7KMTaN+TEXwtbj9hCiBFT6Iw0F+5zCIUKZkey1Vg4KMha+VxuWzRIgCDIQ0H/lc+RofTlXD35R72XMUoDQX+XOZVX5Tg5dCmP5Nx4nq5Awpsk6I/l9JkiqT6CIffmAK4GsXPpMTqDp3wplXsmCM5llOKZLmOwFUJTHRYeiScBVUrKDlIxTdcIoBclEAECoCSeDyHimT4dqBVoGGIFUuY6xMFFMSBVECrEpr28oVxZeADKa0ancdJIyhZh/Aq0uxhSw0IIXKUvOGlMZCQ+MhvFrpTAI68MtDKbiGkHpTJTPCkzDxeBURU1b2FmqB+oRbRTKbsTWbDiTgDQVniB+tGq9EKdEYKxymuBy9BUpkDZSFoKsRhKgr4nS8wHOYbFTaJ042iM8COCoozmwMUKmjUSs+QaUxWtGg8eQVXohykh68hipvLOeVIXgrVew9nTcFcPQHQVZOAO/5bSw2mTijWIV20z1EZYtMFaQ8A5IVcKMdxYtERnaT2TM6ZOczTaY+30SFabTSlpd0yQsWxCrBmYUKxlpUBQ6AGiCr9YpUK/ZG7HCaeGrUpnFp+ou/+C4tuVwpCuQliK0qgB22iJWlEHw0lvbM5om0MzIwk+0zhme/w4YV6rSUhV3Sy1YmjDPoVpbSb4Yd31yFU5LfGZCwr8UrkQ1mFUNLZtpZMyf4aOtIxaeJLTbhXQqw2lCdLWGOzMwiGYwrK74htKOFT60hWZrwwDhWdzOuFQV08gJFwqouFRzOxAYVLQc2SbTvB6I6N4hu8K4oBg4N4uHkQkG4ecK8WW399lZmj7x1yXIs+Tp5QqWAlmzIhrPffBB+E5NqUr1tINmRkzO4VI99QFmWAKaFZrM0rFTUBlOEQistCE2DPtpU6lzuHnCqaFd5w8omRIqIRVIy1xYlQ/fEBsQr52nYgNaFX7MjFGD2i5pIPCullndws9pPZNkobhzLyFYuybkV10tY5llD1aFQnMuoBNUM42npk1iFZB01IVT7TogGfCsUfp/M04VGczluk+01/aX3M5UVBj9DhX8isrmTIA+++korwJb1zObmcIAqCGDcythVIdIfaR0KrUVSQru5lDCqaFUXM45GtMsHCpIAI00cPMgqlG4tTOn0ipT4SfMl00fkND5n2mno6YCKrGWrptbhUnS1JIVVDInk3T82OmPCrjZMvMsWGfHTiRXapUhhocKpoVk8z9kYVQwxaeaKrIVuwrWn74AOcFdTwtgRdtRzICYaSfmRMA8nhDQq/gHJQ254Yv/CLRWYrWgHMiqafjSK1oVQCzkgEp8LRFc4AqzpYwSpRW8w07oLgSq8hvqM2SDwLJQuA605zp4LKpCiHwzIWfrCPsVtz8mCUBNMnFThkQcVaCzhxUs1DnFcQs8cVsIJlxVkXKiyZyTA0xXxEfFlG5CX4fIs/lFMhi3+Evg0JMW5wlIVKhjXIZKivWMVzMq7pyngH0baxVnBskFCrpHr8U0ZRax24Xt0rrFNxjc2ngCN/cNdza2GRMNgzEXioAhs4Y08V98NgJXKFRfBgBK7nCzhLwzHbiom6UxWI1+KPSDxVL6KxIvN0g8VypisSKPdL0hluK71+x4qz4h+w3wEbhDR8VbLFfum/uDtfiRK4jwq3TqBEETI7ZHUslNGYEr0BFIYsPFff8JUVkEreX6rUvbMWAI2oVpErd2nPioPFUUY3bpS5xL8hD+Ix6eJ4Z0KxEr1+EHiu6JGBEhHpCkNEzEYSoeCZfkLHp2AiAEYWYGlaQRKshGr4rnAmX1XqsTXoV7aBaRD+UMpGoCrr8f+009y8/J1N1awUDZHxk+Pxl7npBW5SGQ6MJkamQsnQid0BQlYGMzsoODdiytpF0lZfc84kbkrM9Qq6xagKpMba0/krD+UcpAQipg6AvByYwJHReSoWOWZKyho+NJHug+F0M6MwyeyKeMTofRTMj91lGkW58ODzO0gqVGUZL9rXKV+DpYpUqIEP2oBMEUMaUr9mRsItDlHZC9VIAqQmzAoTSYRTmNE1Jr1jf9aEght1HxxMqVx2Ct5D2OiSlaw8/KVgUqGxpnvkOZE1K5RFlOsSM6G4KyUME6SvBpwZJpU4D1pSBo6Iju6shs9ZOEVCdOnrQ3adUrP6yQ4iLzibgoeQ++1wLg+9VD1vhNeyVd1oMpXwHi0HkViY4ka/L1GSVSqcQJnqBvylXZtpWByBlzijC2yhGqC0M6zSselRtkaKVSQYTBUR4PVSFFKnjuQUgLpXgOi4dLTrEyVxu0BerZVgslW3rQ6VEUrffIdSv27rLYlqV1qS9HS2Sv8QNrgwbI3Ur0ZWcQUmlbdg/NIQDospXwuGhlRZcQU42zJD+iYyvVhWvwUNgPjIepWC9S71iFKjJ0S0qvpXppH8dLDKoqVVKCwchwyuSyDTKhuQB9j7jBrZCBlXzKtpk12tB6iOOlGlWFAX6VWgg6UiUrmqdOfrUOUVkKExC6AncIksyKeI4e1hpXIQUZlZ1K1bq80r4pVQJBZlVDKzoRBkr+ZVWCqzwWMIVKUAjS2+A7Bi5lVNK0Pg/0rqpWPxCydPLK+2VmqRpZU9pBalSi9apklsq7JWM4ObiAEKwWVyTJjiSQysEOuQFaJ0Fkq7tRWSoilYeIc6aMCzHMyD1Ae5Q9NTe0YrD4TqECriSUk4ke0Kcqk5V0CthENE45bGcTiwKKsCtzlTidZJ4USTU5Uw0ovMYwyIr+r7AVnFoyuqcRywazOWzidrSapEJoH7NdU6SrcynnjOOidMVyWdlySN5NzNOKlOp9KylxOEFqc7xvyZmi2ymguln9RnnP4M0FSc4rUCDTiVEA3y1d6uuqZd4zcrcnTIuOetI3K+Zxtcrd86unWWccJfVlIAvK7nFzyst+eENCbcfs11s5LyvtOvOqG/k6LjwbQnQD3lW6dODOiPoHfmmZSqlX6dfd8GziP6iinWt/AmGJuV4Z1r1Q/yujOsycV3s7Z1DgLeOkmcSRlFmVaLj3eUwmHmlVi4qjgtUqQXFm8vLZTRkLXlLbpGsiEKHP+agqj+kL78LRpIDXymhXKuBVWTo3nHQKuGyP/KvAaqqUlW7AKrgGkNK5s6Z3BPJVDnVNbk9K6s6WCgkOU9xPfHHS4/FxIc0G3hOMw4VboKhBVuhdyXF2Cu3lZFNJ6VkCrABp0KoRcSAqxQ5LHyZJQ53yzSC4i4LW11jojYlktkVWgtJIB69xjT476TUVTfY/+sM/9Odb32Nanl3fWPZrZLlFVG2IRRfEigKOtYNDp7IjLdvh1PUclX2tY7GjTzcAUzKZaeBZdE76KKsR5YA/fy+whJI7bOKopYLtPLqOj1irFVng2YbK+cMJy508x7GtIoiXnnY7ZFsT9gSphiS0VU7YiABkLsQlXHPCopWw/YhxmADDFVXn0fJTtStVE4s8iUWWR3lnlNSnaOu88NkUJx1KVWVShOORSqgKWnVgdPmEqwiG/t9R0j1KpSjgQ45pVjNKS7EUz0Pvh0qoOeVj9s7Hf2TQpUZHcmeXyKxZkRKvcWrhS9Z+w9jlAHYx3vsW0q1J+r0MhKX3axmVQUq0xVxgCeKWnVkhNv9PYUBNMd6kgsUtgfg4qzZVusyvFV4otjvn6fOISBSqWT6kor8ARgI05V9i1rkUqKsSWpJSmR+JS9nKXvVgOnvJS+mOlirHMhi60vsdMpcJV9Di/mKdUqeVdpSxmeljjoWIGUtOrOlDWVFwEzGlUxLUVRRYq06eCs81H5eKp0IdI/H5V2wD1FWnTxypesq7We+VKtI7RKqxVexJaeevlKJlXKXyNhFEq7i+J4DSZ6jKsacoTPTKIYS84qW1KvFngyqyfBzM90VWIOOSpQoqmGGZKqMo5eKuJVRYqiAg/QC2n46nzcpTezU6sliriqViqqfnpUqxZ+B09BqVfaz4ccyJP5V8yqeqWnVlJVa1Ssx+xM91VWMqpBGMyJFmlaENFVX+a3ZVXKq+FVl09m0W1P3FVVyipx+AqqjqXlKtZVUyivJVOqqFqV4qvEcXSAycehKrQF7DormVcGcPeeoz9Hobrzwajj/YvkBySqflWroslVaaq/Hl+MdTp7XUv8fj8q/dFY+CwwWtvPnwRzwAGlO/wJxVPotBpfzSbcSH1K//ZZqpTVRmqwYEE1ZtQGpquRBNDSneFKCyJxUQ0tL4cmq4Gln1L//q+p281kOqUDFlk0f44V73sXkfPHpWxYCXp4dqsSWmHS+tUKGLGZ5PqjyEiGAltVSFBwwEM0ua1g/yimlXtLDuhNKpppZjre7mpNKDDYC0GgeP4vZuen+9iNGMz2mVlzSso2W6rElp5Ly51gUvQWliOtc8R8YrKXruq+GeEtLz1UG0qKnqSrIOlkmLU9bhhJkxe/PGdVsKr3aXdN15WprSidVGbZRwHS0vbVD1i0ZetdZrF6fqpbVXvvGZeH09u1W1L0WXkgneZe64CtI59quhUhEvRtV0M8XaXE6xPVb1ig9Vn88BsW4qPmXleMQA2ZPlJsWLT15Vh8AyOlCCLZ0WzL0R1ihjJOld+trd5VzxNpUHWKJe22LoNWNz24mrNrCDVey8+yj8CMEvmbcUAJ4rRDhk2tGIrIGMw0ek4JVzTbBJNaE59QOhGyrphk7/N+Wmn8PjVsfpq2hyar15AcMnIe3DMwNnRfRREecM4CZbC1xhldDNhES20B66+iDybHd3XaGTW3PME/4yNNVMn3uGXdY4oYa4zPR7N/HRqMMEj3g39xiRnXULNENrslTVmlRKHFoYs98dvYlzVMtDuHHmXT9GcCCAYYb4ypjaiK1SppvyD50i1M6uS+atmpp5q4xWYVSGUG5tES1Z8eeF0cWr11pp/Gi1QEtTYZKNMZFqbDNC1TJqv0EJnJA/Hln3susqM2MeqIyVNXP+I8Vrlq4LVGIwJRmRauyVgVqoTcBitqxm4ZDlPkFqsxxORlytXGOKVGRIE8JWEwzS2iEjDa1ectfxWBWrTNWPgmXGTZfNmmvQpXFbmas/Mu2PE0mgdDlz5yYsr8cQ44GmOgSNrGLDE1njRkNce/Y9J+hljzjGYHQ9Y2coz5tUh9kFPtBUWEZg4zNsIyMMVsdGaDXRUDRc2iu0xkYVtqri6BgTKlY9jzAaAmfIcZQmqPabcjPd9PsMVweoQYJtUtKxhGcRuaF0QOqvaELtCx9MMEu7VNMhffFw6ppuvxqjcZu9MQ/TVnz3HkxtIum+dMnmXvWHQmZF1TCZqKM6SX4TKgZnmSa/UyEz8hFJ4Dx1fy8SnVuEz81UIMxp1VhMzElxOrg1SQ8uZCqIWRSZQFMmx5+6Kgnt/DZ/oNEy066Uun51fNMl1AikzEpkbSk1mrRPHumxFwspmUTytptk0AieukzCKj5PL/VoWtONIojNZdVfJIaZrTdXNaeewWJ60TJ6/qawBie3EzIuTjM2CZgYzdnVR6sj5Zw52EnjKtEXVSTMRJ7vckkmTJE6LaokyZr7STwauWAQOSeIALvGDreTUnpy6Sxmmt9W3SyXBMnndKZOoIerGJlGF10nolM73YjkyVJ64VFaZv3Cr5JrOMupmJ6vRPjFMuPVkTM0mbR6vomZeCSZ4FurCmbzTNW2t5PIqZR+wYpk25HyUdt8vAaOOMcYiV6tT/Bd8yKmvXyvvncaj85WeyvdkGRoHzbnRBp+XRy3MKbGUqOVHWgwlHv1RjOu/ylvl2ctQasF6fb5s2daSj/fNc5fV4DvAbR1q9VPgIn1RlnYfVHHKas496rm+Y7wPLOoXg1/BjTT/6p3qkY6e+q2oiPfJwton8gb5r3zss7IxF8Nty4835terkbQ6rSeZfsiXn54v1Jfk/crp1ULCR/VCvz7uQf6pe5b9S0/203j/uWEB3/1UDyt/VYZQgDWg8uOBN/q8A164rAJ5q6nvNKr8tcZ2rJIJ5a/PLBhiEXX5VgLDnjC23tOnCNfS+fs1LMV8w155YHTYHJ98rnKW0hHOSoV+NX5tIRaKmw8tCDO6QD35TKLiQjLRNP/IQarf5F9c6niIGoD+SxqhRBRBq05q85TsAfga23l0qqcDVVzXMVcoiNA1rhhJx78GqgVaUvSz6Pfz5ZpjZlbdBLbRBVsOUP4h8Sjz+XExb30tBr1/lZANQNeH8iN4ufU4DVVzWUNVSiIv5/vL4jQGGpTOiv82P55hqPRqpU0wNWX82w1SEogNZJ8oxeDMRIPlnBrpPqO6SdmoXy6IV7t04vRLsEZeMwSeL0bJZfDWdegbnLy7QI1/hrqj54XP69EEatsJzBIwjXBGtC6sN6Or0fRZ0vRybTO9KqIhYs451trB6ejPqIp6HI1InpiOQfFgFOLxlATARQIYdEasorJDR6cLRFLgOvCiekK0aR6JxRAnpCtFvQEarNUarLRQFUyjWYenW0UuSIo16Ts1YAIxG49GPkSakvRrmjW2VMIpE+Cbegu1S/OKtNUmNfnbWT0knp3ISXHyMqRB9eYcano+IgRFC09Pt2cY1XYsfaAciEM9LC09jlaC1SF5F9mcRbxgLZmRxrh/6Wquy6SegVRVkdslOYkotrJfa01fYYSKdqWKIHFgFEitslhwI3eC0UpENeoEHsl8SKxWY/GsGnoiivioI5LQTXNfgnJQUiy419jlnKX/Gof/tca41muNL0QEPMy2RXUi/RAl5KSKWytOrRL8impVHAozkXSqvxNfuS9tFOJqBkWrIu9GggA01Fol4pVpPkuOZg+S4jRqqKPD4jrSJReczOClS6LUTW7gJJNTIfaGeKJqwTWAUuD+OczEClFlCxWZJcAgpWCipk1ogDrkWsmr2RXciv9mPh9EKXCoolNfbPN5F+rN/iDqz2GVfu00k1TylMKX6s2BNfbPHSlXHRKKViUq46GRSq5VTnMXjX00qpNW0CWilayrO+wMUojVXiCZiltgDzTUi8HYpRdSmtmPZLbTXCPMJRVaawyATy1yKXEgmkpZBS+E1ElLcnlKc2kpXCanEaclLilVJCkFAV8qvZmxFwpaVgoqjNZkAzql4ZrRUWpTyOZjFy/SlcqLvjUtkqhVZdzeNlr6qDTUwmr8Woyahblhy9bKXU6nspc6ixM1sWLo0Vams8peWa0U1nlKGzVK8rGAWcAzU17ZqAqUHIqLNZSqsDpjZrr56Kmu54GvPBlVgpr5qWZmv1ZjYfQkBaZr/EIBopONSGanueeJrSzUWotw6XOa7TFcJqQj6xoruAYT0Os1TaLETWxmsxAYSalM1GaK8TVgEB+AVKa7M1DC8FzXsjRapc6i6k1HVLhzVVMG6pVWirc1NaLc2brmr82suais1+5reTU/mrbRfcaz81i6LyTXcmraWpuaiQ+y2KrKV4ggpAaY5SclHAofKUbUv1ZoywMuebxrzzWzosjNfGmQ6lMZq9zUAWoWfoeaoqlDpqVzXRqv3aTha9ra8vhUSXgoqLVV50uuIVFqy1XPelOCNmqoglYkA81V0WpoJTRali19BL2LU1qtROZZ1QXUjFrZxUMWqtAdwKpoUSCAEaVgYrq5ustQWlJZZeaVrJGktduqhjwISB1lrs0q85niI4MBmGKrub7LUXVZFzZOQU6qBTV1XHjAZTS3IsdNKclUjYs42YJS4dVsQIQLQMYrV+dTiljFlfxbLWdqtuSPZshdFUlr9ZyMossmldixQ4gmLB7YOWvVRaJi0IsstK2wFv4sCtYsveMs8mLZl7xlg1pSbSwKpLq1daWfykTpXFa/hJuC1gNVBAkMxWrSuS1pmKd/kZWosxa4i7IM1mLy/miWudpciM7K1zDlTLU1/O1RfeqxS1AaKpsWFWtTpaFa9354YDtsUxWtHNdFa0f8KFr9l49Fl4xU1a8RJxGqEJFLKjdpTVa/8UsWLhUU9WsyAaZaty1cQksNXY/QkWsw5esBYVrVaVzWu2LC1iwy1zVqdaWUYtRPmti5zFQHM/sDggMOxeSinS1SwC+rVTyjxEVti9K1+lrgqUY5T0bqs0+2eMGAmLjNinOQDLPHWJKTdoZ63WqHMX5xWNFr1rrG6F0ucbh52dcI5dxCloeNx6gPf/P7EQLE8qB4xKHwPSUeZSiZ5Q5T3Wp0ctqgbuoLIx/rUOwGvqGuKSa1ZPoC5SZN3UpOx2BG1UpAXKT1gmfqMv/UoBBPJF6iqdEJCKDaly4uNraqQ2Hg8uAeKcZAj1qC5SE2sMpMB2QuJjVTy0ArKXSbsM6NfwvAD0bWjN3abuzasbxeBKm/AgwK/9G1Afn0xhxnm42gEBgXPg4W1q6ReqxDmGMgEOov5uMMC61X2YnHUUvEkFujiSP3wYtw1tZoJTXoOLdYW6a2qbsIdOft466iTejqcDM7J7GSxJWtqDHSW2qKSf6DGFunLdwNG9XFJboSCYfqKiTs/xjSqG7KFSZ214LdZwiAeC+5EcgAx0+MBxHrlCQRQPzmS1wWQlkSBvSrdtfqtD1AJxLnORenF2wdDKdokZJJv0ECktAdof0QraXaC+vC7PjZJP6gvrwf9SynZUuHDtuQPBq5fk04ggD0xTtYaceOpNeU9yVenGyDJb6Ku1c/tYMn7uk7iEGSFu1urgLnYNziGpgbnSUkIxhjxEJ2qWeD3wbthXdrWUQASI0mir6O+pkZIOxodzlTKB2Ihh2RNToZR86ADEe+grX+AE0ryQxXN1cEQ7LUyO2rl7WPPDkMA+IicaWpIjxGjiOYEO3bClENky5qVc1jbEW76ZclC5wT7X802B6To7A+13vpUqUiO14uBqtN+1C4iPynXuXrGrr6PWaMbQ77UmO0XtTsItu1Pojv0EwJG7to+SEMkf9qElH/oLq2oA7C9uTm1Bpo0KLMdjPEYUZNxQtWbC/xXtepku9+g9qtGoMZK1+O47aB11zxvJAuiOGfEkSSa4/pwH7VWkmrGkPaju1WuJbHZMEF8eXqkGJ26CiwXSwOv99usQDJmMaBw7bCZNt9KY9V0kNDrWAYu+gCyUiGOzkQjqIHXe/3Dtld3WUubU1LBaqmEcnh2NPW4h9rbHbi9B+pmA6oUOAXcuJ4mTXk9GgwRNhujrrbipU00dfJ6EtJy7k1HWKOtcnpXdGxI/vQ1xlAOq3DvuwUl0X9r5PSEOrOJC2NV24jW1lHXamGyBIdNPR1O2qItryehf5rkDMjkXTV3UnJbT8mjoUQseETrqVyHPGrJW6kdiIxjrJJr9yN0yd25WaaY8izHW2uAudlpEQOm7AQHzjZOqD1Sg6g6IldqapoHRGvEQE6hJ1MDrlHUxOuFWk3aoUOm1IDyhdTRUiOjUpEMITqVIhBOsgdSCMaaEGjqz7XrMm29BIa4okx2Q+nVu+jIdTM8Lp1A9qJHXJOvadRXEBJIOhQhx7ROoodY/TeZ1y9Tp7WKTWciLva3x1VgtyLXRyvf+sRcMd6X318+h7OvyEbs6kQOQP1jXRwnR/9gig0E6FzqcGagnS17PkIufo5/t9nXHOrEpJywlDZ8LKT4VMRFvrHe7PJqpfxGQSqu0yasKtAmsnrtxeAquiBdYW7FlhS80/nVXu2o3lCkzuVRoip1rRgEpmkwQHXVA8quHXt9SwPEO7Xy8kK1SWyWu1XLK26BOCS8BKyQIuqdOv2IjehJBZFXYQurxPrK7EF1J81y6FJzQnEcICIRVM4jzaGrOh5LoJYW9aYLqYlH/nAOSZK7Fa0WJ8gTxjGBYwNi6gV1zCBtpw3sLeXvBEpII3/zJXWzRTwiaOMIR6U84sIlEIjMev14MiJyrqFHpY1iIMaZEx0K0rruInV2ES6f/ot2uQzk6IkfVzaCPR5CjRUHxEqhsROoiYycNeIXESTVnV2Dh6VlE7V119hE2X89MUvkn7DwxPp8tfY8xLtFD1XC0k8kT3dW2urartfAVSJSMhugjmuud1U4EHSJEoAdfKikgMiQFMpU4urq+gWLOyIiRFE1f2hUT03VOBDTdUtXG+cQkTXIkN2Hy6R5EuIolrrMa7h3RGBpq6/yJgMTK3VB9O4BfG6yQxm0TPSTvdKSwBbjPN14RifJ7ZuqIMQH4prwdrq0+meVye8HxE4dxavtPYk9Ql7Cm66vKJf1cB3WlRM8mU4EJEFJyBtPY1urD6ZDXNt1jUT+IXIfBaidnCQ6K+0SKYm/O1FSj1EsCm9brdjH9uu/+U1E0t1wMSDoln2BPdRe6z11R7k5onVBG3ddTXfrwY/I73U9+yqBQsYvcki3Sellvk1VdUHUa91I3hV+QXRNQKudE9BUk3h7unXRJq8L26u6Jw3gnXVyzlPrje6kS4knjdfTjuteiSVXKd1tbitIWsOAtJOUYjD1vztgYlICBYKmDE/D1rQRVc6quO6Bfq6wjKcMSMAXUkjY+MjErbKbsT0YkhRXo9ePXHZ2Gvy8YlEet+dv1E+GJJjsT3WtAqTdeTEhGuh7rqYmZeHe6YLgQcK33SAGjMxNWdm8CrnAc3hIPVcxK3dc7E0PEiBVPYlExMarMh6mfAY7rvolyxPzCjx6qEFP7q8sZ6erR6flcNWJtzsq65ipFQ9Se6kz1fpI8TFQVAg9QtEoV0wnrDYn0xONdQ/SQz1SAK/yhINStdVbKZz1cnqQKhzeBg9S7EwoIYMTZZDUfHU9X0DLJqAXqNXQVut89VzC4j1IbqQ4lEFXc9RHE8j1OkTwvWNVgNdXHEyHKJ7rbPWgeuTibiC1N16pjyQUpevhuIPUG8KRbrom5ieOs9dVWKiFgnr9BGQUhPdUoURd1lDRq4m1evZBVo4cr1aGc0oVYeov5S16yL1jXqwvW9xJ4igN6mr1fXriIXdevyrPg3HqgU8S2vVOBBDBb44hNV9VjsSlcelXiUt6seR3hZN4ltOu9cdGU0uwEZKYPg7xKCait6zhEWkQLPbHzTkiIiFM+JPPR/2awepZ6D8DRqJBpSVIjkImNiMiKJ+RxE1iYQcwkmWWbkHmEUdJzpQ9yKDpC3kY71QdJoYRfeqkxtp0d71MCAP4nVRBe9WxgAvI7ERp4h/xM4+rd6+zGQPr75EgJMuiOd60712vR0EkXereiNliY2IN3rJtRPesGNdfIwn1+kRz5ESere9QSFbH1mnpzoTgJNUapAk4/kLjqb4nn8lRhNONNUISxr5aRHerJ9UzEzn1xPqqEl+i2qMWQk2aIgIUAYn/etBCtBnYIcsHd+Wl8Z01pFK0puodrBbCpS+u3mpfo5/4qPI//h3tISyI58ajp3dQBFgpWNNzvwXSX1y+d9fX0QIzaSJcHX1S/V/Wll1HcGYrSKtp3/LczoCMFl9dykeX1WljdWmrOOSYc76lX1bvq1jEuWhMyN/4Rf0Cbi93TWhEitHbkiKxevqWaEG+uYzhj7GT2GIQvPYGCoVYBb6w1xy9QI6Q2+tE7Oqda0IR2cii6G0gd9SpcNO0KdJdOkaXCztBlYoP1utpMTHe+sWoYyEdX1xNiS6Ra+pfbIn6nUIbOcE7Eh+oj9WYyEP16ucybH2hDOyIa4oBonuEB6iV7F19alkMs+mpjS/U4mThZBX69lxQApq/WYONT9biETzGxnBYvg5vHMKou6a317GdtT7t+u4zkZfKv1k+d7T4F0kQ6aA0Mf1hliGlboIRl9UP6/Bhg9JFfVTyCEsQf6mAomfrblarMik1DzeTf1PTKVPjfiPqMbO6BT4AHTTGS9unv9U36v5wCvrQ/Xn+oSsVvnQpxg/r+/Vk1A+CCb6mcEa8rx/WX+mFiOKvVf04YJP6j7+sAhB+CM/BS/qkA1kjmbRBKY73138Eb/Tq+t7ZEf6yK0nbIXLF6+pbZD+4BMI5hUB9V30nf9dZCu319FjkiqraDADZv6wgNFVib/V4BrPpFJ09LeNRUpfVrFgv9c/8FQ0ZtJ2A1ZlnRCDv6gyFq7p9/XO5xfBPuVZ/1y5VoDRMWICzi+CeMI8/rsio2ZWn9SZCu/1gfqMoWdujqvDVabZ1jwArN58Bhs3gIGOzelBJLN4gcgQ5C5vDFo9nVYaBVhAsDdZ1GAo1gb5NyIBm69O3aVTokAYnA00GlcDa54CLe4rlot6QAAqAOwSnM5S8Sd2Bz0lO3hgiXEqrPkM4C3INwqrXvbs8OnxTXio2LaQS2VEINcLRCvjm2P99WmCSfCe+984CJwLuKtEGusYrnwNcDlXAARJXSNbytBEv6TdPBEuEP6fCBJQbAGCBfFz3pPACr4bXhmD5shFlpIAyFuRs1y9cIHakvqPP7FDyu7DygJGuS5dPmNW32oqNf+afSkl8pu1WmViSynkng9XQ8j9lXoNofBzA437HPiNESpVqeKdKZV6CO+8sfENf2wwbL6iBWFIqHJ1XYNiWV2BYIrUjJCII/fJj9NpWpZygODft5bxONoFevImIDR5scG3kJIwauCXU+RR7jNKSS0MqceeoKrSMiLu1L4NLvtHAnBJ1plcF5RYUEqdSwLlEqWymjzboNrQJfk5aCBI8gwnLQQPnkV9nA9RMWV8k04N0HlJXRohsmDe/s5TUyrooUQXBo56vr7aENVrUbCLDwLhTlkBdQRfXV2+ZtOk58uMGnoQxvtxQzTBsSWYW1K1qUIb12gTdQD9vMeX3u4fsmmHPBuBDVcwyLo0uBoCqAhpVEF4I5Y8mwaJnAOMNBDZIIB+KB7Qdg0vBvpoRCSR4NbIb40RXBtLasSGjkN4gj6nQ6eUdajiG+UN4x5K4gHSjZ8lfBEkNrCDjQ1DBv1DXKG/4NIfojg0ohpD9F81bcFrnlc2ogiFtcqTlM0NdwbvPSzguRyh6GkpkyBU0Q2RLJAKl81Wdo9iDVBHDgvsQVSnD2Uowb8vJkhoKZOLlaMNqobScpxhpmDY/SxYQ/sqvBF5IU2Del5BEU38QsvKYilsESKGtjqZycbQJJuQ/pYWGtfgtrknmXJCPKqQF1XIRVYaQDUMglyEdv4fxpHnVaw2sWo6tDWG7eFcQiGw1udUFyfEIxsNxQj0tQxdWycTBHPXCZ8KIQxispilkViXOmDQiwEV5Yg1plI1GcNRiFxw2dCMXDR0I3oR0TJ+hGzCM9aoVIT1lo4btpBkGoGER0SMh0MwjOEhDYlUdAsI7bWpwZGDXU+TixFOGjYRC4bspAa/J2ES8IpShDVYahEo62OsUyImHKdWIoKmi0LqxJRjDoRsVUITjcsoalW/IPu8OijdhFyOnvauuRJnqNJodHz/CO/hevKVnq3PV7XBHhpmqa+eZTUPBBOupCiJ/kPuG5CNb8hgcKyiKb1vhGjcNxPoWgwMVPpEcYGciNvQocgx/NylZXxLIPaBEaolrQNA4KBMIrRFdqROupKIqD2jlc9bqJIjPjSdFCF/p9rU4M8Fi2er1dE56mkoqUR4CKKepsiJERdHTDap6EbX+bj5HD/swkf7qtz5o/68IryxGj6b0JCEaWKmw9TUCnTiBHq0gU6lBispSlY8oEbCdG0TOgFVnJEReGreQsVi2NrFdHT0PiIziNpwZHw3URr4jVeGunqS2I4I3roPqsZHGAyOH2CZDmA0LFRtlWdWWLrofZpbS3XdNeqWEW2GduY7u2XwznsjU3An8No+lIZx3qq6qffaKUbEcWRRqdStAMFyOFZjOHhnIzkPBGqYIuH3p9M58FwNQDTi8lG1KQVEZiGgTmhpol3KlaRZQA9YIgVgFGjKNIc1fI2I4v32g1Gp5m8UavyJH3BPbELtLgQ5uJgWbEICpZvVgo8MtEtvI77qj2DmGY+OOuUa7Qx9RpDPt/I7KN4LN01y2qiORs12YGOMMcVo0Oc3D2otG+rOmCNZo1eZyajVNGquEpCMxo1JhllZmVGgrOmBcBo1XYMrSD1G2RGTUbOo3c4qzVG1GqwZ4e1Xo3zYLSOk9GuYIce17o1baxmjTdGjTO/kdLo1QWXkdA+GcaN7jT11THRpQlrpnHconDwAY1ZRvm1uoXdKNjiNCo41YxNZm0kXzs4UbhnSt7XryT9rTvaxUaGubAxrmFnoM5GNkOjlI3YTUJjUyeX6OIJ5mY5yI2ajRMjdUkV/orJZz63yjbOYWo2R0aqtHVbkyjfpLJJJaUaw0o94u6jWVo6yWFUcQY1LEogJQfuGxGBJUWFyAxuSlr9G6oVyuDp1R/RubxZTG2qNIsqQ5r+iIr6MyVfWaKwrbs6hhSv9LzG+0Md0bdY2XozZjQrGzuWNUa0pYT4qxmjmK8508OdJY3F7J+wbTG2o2TsbY4H57NiLt8LHHOWLMCo1dqhNWN12ahgrUtRY0kxoHDJqVB8MsorUMbinQOFsiZGjIGc0rY2T9HFOh9GlAkne0UKiLSzj2ojYLUMfsbjG7YioQGC7gmqA5eLteoMxqgNrqkRONIFQbDolxtfxVtGlWW+0aoo2K5yaRrFGveh3+Kb6SfwylRutGwuOO0bsY00RzX9IjGrPOZsbs43p52ujQGKmdhEoYjBUW4kvDNlo51wY8bbY04Es1SMrG21wvmRvo2mQHqjR3G+mNJcbcI7GN1pluwMVLOs8ap2Hg7VljXTLeWNBYrOt4IxohjQqkY2a0Mac/79Roi0eX/LXau0as86bRpRjXeGRo6D8aRfj8xvVlgUVMKNzIqjwk5hivjdQ4Y2NrpyA4TguBlDCPG/SuSZiqWYgJurqGfiIqNasaEioCOnjFQWvHNIJcb340Verfje7g6W8C8afCquzm20Xi4MmNU8aPCoyxvHjbGIr1UVMatVywxsHjdgm+dUcMaWwxBxu7jZ8vPnaz8aHa5Q2PoTUWFBLCJcbroaG7XoTayDeb1h6LE1VDOj50j/nDHINIwH850Cr4TSAXNOVb+cEZZLmMETfwm9AMf+dRE11hp6rLIm8AuYiboNR2y1LlZVU61U+jTbNyTI3k3AgXJ46ffie5aoF1vlZ1U05GK8rl/7l4nYLo60LNGNRKHMLRDGacbXLfuV0RcBiVjyp/qVQXBsWaGdIQg7y3oLl1cRguG8trE3eJtULo+jReVgLSTE09Mjn6AYm0qN525pC6IFy12oja+Wao8tVnHoIvulnztRJNp0sdnEpJsv6LpnMJNK8tXo4qVDEnpvLbdUQ+Q6C7XR3m6oYXcswCk8xPKhFzKwd7soIu+0aDakkT0YVqwqjxNkeCaY0Tbi9OqwrXhVwhcH5aJSrQrtIXCuNWSabC5NRv6TX6GTAukSaHC7wKs6TWSjfGVOhdI8H+RsKTX04rBWWCrqsD1JsiLqHKZ+aJx4wi42MkqTSMmlxNWKNBk24WmlgE+zBxN3OqGk3eJqnOHJwdpNJtJO6lEng8LmhnYou3hdVBUA1OAVvTG9JNVCtSnTGJvvxaEmx5NVscsnR3JpSLngq0yu1ybYi4YZGP+QsmqqVxyaVk0f1EH5UQrRqVOybkUYxklzWW/4ktOz/xTEWlJwqtKeQ+mJ3RQZxjKgt5wsF6HrEI8THLDAsBaxAPEjii1SkMsTEpt+euIGz6xBEYoeR/G3lhWBxNi0rVFxOL2UxuVhbjDeqfLY1Qh38DIjPRE1yiBmRvVZNxC/4BcbDAFsAh42xNwqE4lNGTNEiKbAOKkppZTSa4Mro2bYuszFPTxNPKmyr1/XRU0T4pv8enzVclNUHF34hEm08rt10Mk2SkzXKL9+rlWT5GUnkiaIPQXoASZNonCglNB/rDqK7PW99cboWgIbKawoyspt1DDDiN/5PKaVVBEm3wbqqm8M2DkK5U35tmsmVZYM1NvtV3IX3dDEjAFMox6hvqXdBWhDcAm5Gf1Nb8knIw+prRTRabR2Jwj0kxhVISvTpFafvUsqbcU2RonUZmFpPAQXkYC03uWEJTe6bDt1+qb8LbW1wDTbKbO2uRKdpU13WUtiL6m/cYpkKzNQh1VDhf49XNEkaaoOLNm27TQKmu1sQaa7Ho3+sCQup4TlN7qbiIXOptTTVO4SdNxFswKZjpscIPrqodNvKbcagPuH7TdG2EtNPaamaqLps7Te2batN4qbuzbMevSeh36yJgcHrPOr3YnSie+4NtNBOJdYRzPQbTcXYcp6d6bDej2ptfacRbPsoYHF0/VZ6mpTYa02+g9AKdIxZdDpqulCTZ6sSl101QgstTfebQ9NnqaEcQ3pqvTsumi9NhabI2mTMA5TcBmwZWGzALU53ptQzdRxZDNlfAPq5gZsAtk3IRB6/HJfzaZQtcopSm8tx23Q6apkZv3TeObIuFlaaqhgYZqlTeFkZC2O7qtHodYkAzUs9RjNKzB2AWlpsGzlUMEKJqj1ps6Q2Sjcd09NANefA3ya4ZpUMFxmo1NGaaVU0CQGYtsxm1PgUkZ6M3pJ3r9WCYc24M6bImBvptcoipmuqJOKbAA18mGnTSmmky2S1cR+CFWzPcWBxSK0GlcRgZxpsAsIfE1h6RabirC2Zq4ev5TTVglmb2nod+pgYD6m5lNqAgA07MppaUm7XEzN2zhgBChhACzbM4C65X6aX02oCE0zc2m1AQaQMa03L2D1TUqmjy23Kbos2b8H5TVRm/WSylthU20OEQ9fk9Tf1qWaCM03+vmeTxEedNrUlV01eZqEuApGcrNQnj2M1sWjCzX+m25WELA000hZqktgx6+awhmb97BlZr0zX4YJDNevrcDDFZvszXtbLj1YHE5A3CMDSzd+mgKQi/g103dW2MzTSm062CWaD/WGSGPcDOmwaS06bys3GeN0zbVmnTx7GbeU14Pi/TeIGzJlpqbxs0HZpIjIlmny22DcfE4DZuikCqmvNNIZh1s25ZoszezEh2Shma+7DRuGazaVbWLN5WaMq5vZonhcoQiG21gFi8a/Zt+tk+nIChxGwgc2CPQQ2TYwHDwbGZ+k7Q2z7UROrXAsXBYjYwS2q/hHFvQAu9ar1bDtYEkAEkQgMpTBy3UBdEN8aIRAVvAUadGV42qSL4KGnEnNK1xqFJaURBCHIyEW2aFEuZ7uNHEgE/ANCiQI9bjR/OA9tgRRF3w1fcPSUtUQ01Lh82qQ/NsCKJyzO8MNdQJKwdxi7zATNXttkTyvfkNzAyc0XsW+CBJwInN8ubDbZKMGxtgRRHdeCXdeGaKRh1tkRSDnN2ubI0ROIkFzdLm/sYY1wxjCSUUttg1QY/g7lgE6roMBStHXgRyw+GpQ0Tfkhsaerm12qlCg1c2oTS8jO7mtW2UFhc3hSnRdzZUwCrEGh5BaDE5q1qt7mvHNLmoyi72jOiVDIPSs46IVY83UI3/utrgoc4XVyGe4K5GKHs5lJtuJRrntSU91K0fF9EfIKUIqh7RIm67uFouQeX+QfyQZ5sfUnAPc/pogRKO5FnHphHXmhU4KCCyO76nGC/nrNYY1Ql0Btmx5swmFFCRvN954cYQt5uWeKnmqYe1pwyrkXt1VyCtdKAIXbd0KST5o48No67AiHronchc92SLA5q0dwMnd6zRODyYrILkGceWV0vW66XWBKOvmlo13ANXvo3klkcEudefNFRrhKmF5Eq7vNAZvNpPcBTj5jMLyIT3a12GlSn81vEz5sCEWdFEE1JV803+GnzVrkRfNzCJWkAmXVnzV3m1s4u1TJPqx5sOGboqQXI4mrOKw+5AswBt9PCFD1IDkQ55AnJCMMwAtyebDoRj5oWha9SAkZ/CpVoQIFoGGUO3EVkn+bYh5d4l7zd3m1/NenMPcj6VKP8IPm2K6j6liC1MnEoCCXmjakL10a8jv5rsujvkFPIB10yQrgwp2pMfm5fNzZp5h665FCqVQWh0oViIPbrUFvbyEH9QruPyipC2JmgyhGxWFgtmBafkCNwLkLUTCev6Gha/rpSfzTzeDdAfN7UL+nDoD2kLWT8JG61CpDC01oGHzYrCnMU2BaPO6vQj2+jYqLwko2yzUp6Ft6eBu/XPNkt1K0qTt1RJYlU8ZUMKDILhZVM42aAon26K6gzPQ+3W0JPzo526hP1nw6BFtCLYVU2Itb39SqlRFsgQASglW1w4bxzpjVKCBAdU+uF1hYdqmbVKP8OpS66pwrhMgTZFqOhA8Za6pdSJUT493XLdXm/RaYo1SfvWonwmqcHdHGEJU0vqlDVNqLf6gtJRAXYXzQYShWqblCEAKBCi87rn+BPGk1UjIpWRbeqnIwhxPhD/DK6oZSSywTFtmLeUWtqpN1TUT53VJG7OndUnAkqDH7o0f1OLG9U0B6JvkG/7HFwECAsYFMW3br7jKVoIepErkRYt0ein8nHWpOLRgC1E+zaDDoSSImCUh6g1LJPRa9ro+oNH+m5CFiaK91GWRBQkKLXHdffkMAVNqpp4xfqmqWI3uhAcUr43xESNZADAQ2ZpYqSzglvFLE0fcYaiJb76pQlr1LFEa4456JakS1Ell1LEiWzo+OjysjWHDRBLK23HJ2m2p3iwUoRIVptqE+BJJ8/+b6/J0qCifSSQedxdog8VFbbqdBYI0EJY2S21lGUBL2yQ4sSqQg7SP/ORmsUCF4su1zw5J7HwWwl7qEkthmQvizO/ABLK23D2pStopS1KyF68CyWjE+ES5oSw/gqvjfvKJFxn8akEBwOJXLEUS3xkCip+0anWJ7LCVFIQ5Wpbz8TDZEGZEXiUIsQDooznUujtLf84rmNAOKXGRxMkvlHTtJJkfaz/469MnzWW6CXexupaMcBIuPhlv5shMMrTIBhn+EtNLR/KAAoh+y+40MKlKZGQmrhUtjJImSOlsl8daWl0txHQDkhelpgrHZfcKNSZaG2QEIXvWXfg7MtTFYX1mFlurxKmaXexccbKy2oVjgTTvkRJk7pabFTLVkbLeJ4ehKK/r9NUuF3tPg20e7x7rgJ4UxX0+BASgNK+83wp2m7eJCvkggAjZ/ZbgNnIbI50TbmFK+I5ahy28qkHLRWUuctUo4rDhjltXLazq1Y0Mt9oi2FlnRvoT9WG+NPSzNniRH5voeWvtZF0QWr7E3wE2SvbDq+g4JkyyO+l+pASUO9WeQItb4i31k2Rb6F6+7JAotnvlu5Qnl0QrA/ZzSb5AQnmvkBrUIseuRLyb59O9Ldq1Da+uVEjy1c33pvsoWfa+A4UOtn7ltf+GF43gCdmztCTnXzgraeWcW+m18zNllhA+vmDfK8tI18fy2vXy/LbNgAa+v18P4AmaiJvnPxN7ZKS469yA3zu2Q1MY8WAt9ftknNUJlq+WwHZStr5tDUkSO2Q60lCt+t8Ahw99g4rZeWwCsmN8ar6XXxftLjfLG+klbqK23Gj3LYQqCitpNx74DCZJ91RdfFrZJvhhb64VqaVJTfS8mhFaGFR6325vn5s20R55ZKK13bID7Cv0MytnWz1b6kVru2ceW5cqrFattnV+C0rf6KLitqN9UK1E0E6ZiPkHCt5N8n81y321vh8ebnICFaNb5NKnPLTtfU8t/CpvE7y30CrSZWmcE25aQ8WZ+mgztkGLA2wR0tYgxqhIOgfYnkhg+IMq3UTVFQO/iBLmuY05Bg3LIBibCQL1ehPiVcBb0oLXmWW+IkZAxvnndjXT0GviIY6yVbYGG/7Q4mrVWj5ZguBoGVV51SzotEQCMxyykJqHFCKrR1WtKtoSNSITsTUGiDGqIMtoqRBq314gpeSAk0QYPoJ1JrSQAIxotW5LIvP1o439VpUuDVWrkIaZaWFzNVsQlBq82MRoDDMVmCnjIGBVBEx0E1UK+iM+PlSPTgc3E11aXUjD2ucludW9+JwqhYkb4ahDmutWreEKyzDdrCkM/DLkdEM+WVayxS7VrYwHQRYcywNb/zFyDH+rcrjCatRDCtMZ3zlKrTtWk6thVaTHjPVrVsdtW5Dx4e19q3jLhTeUdWmSmFx191To1tmpN3Ky6t4pkg6AcHV6rdowsmtNBcZq1yMJ7LQ5hGGtG/d8a18LgZrYp4nGtNNb9YD6vLvnKDW8ZcrVaFjDnMPzkeNW16tyJkC7A7OJZrW64gaKCZ5Kq22wHPhsHEAympRRpAGMOBUpvLWriGbVbxPFgY1NMYaIxak3cqsa1HQC42joGoGa+6grKy37DwZPo8I2tMNZgAyG1vcrNvmbu0ltbhlxLmNNrZS0afYv+dmBWzUirCW86mOVDPgrKzF5gmuC7W6hwv+r/HGe1qtrQEcRek3bZra1pFtFkX7UaEau6Ud4k5N2YnqgY5wm0B5AwgJ1v+SQGKHd4MjptMDWr016Jg0S5G9cIg3E51plZEtHQS8mdbT9YZN1O6jWKYq4idbM2yG5XPSKAYwd4+VwwRqwGK+Gg7EhdwrrZLcpGF3h8QWXJGJUdanVBxwgcuE3sTNxpBMQKgIeEHcQQTQOUgUw3PEmuM9oE+40Vx+db+PEl5WyrAqeeywbriTXHp73jraK4yysRhbdPbUnif+uvW5kAhiCRPEtHkMnHP9YkmJIj93El5X4QO4CRTxJrjggjduOvrRqgdTxo9aLDrNVTdcYPW9sgrf18SaJHnfrQI8JJAz9a2YRGyi73jm40Vxb9bO4S33CSrexgPmu6UJ+/Rr+GzGPzzc7syrFPbbA8yuPIn6mBt9cDRLg8ZKv2Le6hDGCmSGEJl1DIOBjyV90tbjo6z21wwbSJcDrI8PISG2NRI7qBbXAhtpjIUpSkFG+udFcOhtWBRByA6xNF8AQUBht9dbrC5M2y7IrQ2qDUxdkKG3p1pl8PlYMsYZ/o6GmBpJobbnEnURivIOG3WN1jwNI2xBt+ibEq4sNoxtUPUGBtdD1AGj4BE2fqYuD+o5spSbbsPTDCeQ2vSYddRN6lrpJwbc161Rtk8AlHohXBWcUTkyR6VgQ8sALABEbSJcFRFknpLG3pXC6aZVXMxtaN5o2JY5MYgNUY3nkRGit/zlXFskBG3ZiI2ja5hRA1wHzN4m7HAjjblG3JOmQLtw22Btu/KNGkR1wEbcFnMHkAjaYdqf1CHGEk2qva2TbXxiHN3xcIY2uXgpzdenBrVzibdlcBJtKDaArh1NNO8PqyIOobTT5G0lNrT2gOdLRtmDQnmns13kOMAKjxtnTajG2O+vvEOI20Fiw+dO3RE5KsbXrUMN0gDg0m20F1SbaHIU31P9SUeQSNvp2vk2rxtcIpDG1+NrrqMFkQxtP3AAGi7ZD5rhHQBj28zatbBRNtLgEhqaptSdRam2TNoUbQR2TWuFTbXMjvWtsbbe665tOtcNKDVGNCsCTXFZtKmhBm3iUQdcSbUuDJUzaqWLoNtmbXtAT6BcOaMGS9VjEGKKCKW1b3LgYGgtoUTfXVCFtyOaoYFK2pHUeHWzF6SVZdICBpPd4C7anW1CtkLdkwtxxbWw4VsIxtrOCwR1wLOQTAzFuYdl/MAu2pNtSPXBc5MLd1W5a2DpbRi3Qt5U4wmW1B2o0BAw4LFt3okoy68sQUBKqpG4+WpRnaYKqUHiuD+QvwHjYy+RgLShIhw2BnkiJ8W1gEzibrCIEfVuhphT6xbujzAlchCusEzavvy05XFbeIKwVtVkwm6wCltpXNIQPltzpBQVpStvGrGb6rVtyrb+DJ5gSe3BRJLMtOAMLW3/WhX6J1qVxOHdZNA0nQqFbV/WQ1tc+SmEBdOAmrG5TMAgPVN3W1p4j28MfTd1tclNysr6xHtbXwMXCoz5B+DJ4unPZcYnDus71qjW1tjQ4bBL6yVtStQ70kd1j5OjuQBYGh4lLW15vCGyhcozNtSIxTKTlJxTbfgtURIdrb4GyJtt5bU62u/1xbbvKS01hHBGa2uNtuKEnqwuMijbcrWAv1WrbYTA4BGIbB62jEaVacKGyBtvmNPq29ZV47bY/YeNiwiF5TM6aQ7a5KbQ6HlbRCqh1txra8GwGCvzbeu24hseba83jWttOrAgG5ttlbaIVWXJEOqLFuFmsfba83hhB0PEnO288s2bb4JBDttDbd40SIYG7bNW15vDuGuLWHP1GRAO22y1h5oaWCH9tO7bB4rxgRLbRe21M6MzgqqjntvSbJoGpfJn65GmyptonQo9OA5spmUWiBTZUHbaJJVhk2TRR22iSRcZNKUL1tIBCcO3atrWbAJlFuCO+VGmwxnRQ7du271StraV23qR0Yanu22tttHaNXL0dpXbWgQ6ttzUhj23E0q0phieFROZHbdAQvDS9SY02dN0AtQc23odsgvs+2qmQvHaoqZQVGTbd6pett5JBcUKsdpSBBOhWDtVjZGGqRZIsXhSDZVSTrbJqxTRlzppItEDaDlaR4GLVnCZor+dVt61ZUpR7Vho7Uw8UytziknW35tGurAx2iBEiv5HO3oLVSqEWmvlti1SArC2duIbLtWFMlQzh3qyntrdTbk8MVVLjIoeQPttOrEDWLghGq97fXJEETRBGXFm00zgj3JZKDJ8XxKdMYJei4/U1tU1fNevEG8MnUKqKcBtw6ugweLtft4Cu1FqzMKR+8KVsXnkXghlFDeNALVa0IHzVZUhzFKDBBV2kxkGXbVWpZdpa7daEPtqW5CvvYg3hnOVl2gxk8N5FWoFDEY8taEIbtHfM+LFvnO0VoUVdnIEqbE9FSWNmsvG2ARkRpVYwQRckWVu64e/19XbUvL3+sVasbYc1h9/rOOrJjDQ8aN2yk4spsRyhXQMS7bE0EryXlULu10m0qavv6vrtUYwRu12YNm7U92tsEVJtKu1seNm7V+5M0IJ3aVDCWPjEsWN2h2A+XbAe1GZGAYHMcbNsaIp8cDPduTbHavYrtJZyIiFrlJu7cG2ekhIVjYu02eQR7VeU8HtgaaPu1I9rz4OqQ0bty7U8+AKMMG7b92ont61V8NTBm1B7cV2v1qudgJ6HFdupagumn5pXSJk2pE9t6hE12xnt+Paqu18m1e7aZ1IOwTnk6u2oUB+zV5WPUk75DqW6h1q5OZXjYXthYxB2xuVhF7UBQsXtVtawCyB1ut+HW85Xt1Dgle00CuXbATGeRNczQ1e2cshl7c5WaXt/gboumxEPWlvimmNWUsbEvE8KygRnSmoOwG8b5jyG/H5VmVzQ55ikslJnG2HVlkV68RWPqpZQXFjA6RgFPQ6CiGN5T7vYlfhuKCkns4uCiz5dohURlyCqlWasbQ+3G6DPuIufZjWckt1QxF2GT7Yemu3toKM6wwBoiZDGJ4x7tKiNzQyPrKK0dVuGtZkwqkklp4kO7YDnLPtF0sU4nlJEWVnIMFPtmStDY2J9v7oKX26eJeisi+1v0OB2bu2JVy6ObKSo2vTMSZDFXSx3dq5kqPZMTJGgg+ViMb1k5BqxR6ShGIqftqLpxCpQfGESZ8UVUxOZIgIGL+zcSdj4XBACoUl+2balH7Tv29LwB2STeiUfEIsUaI9JBoXgUsn6zj/8B5QjKsdiTVojX9s9JNsWRpENvpRcqCQnnhCf28Xs2jbt9UodQbnOP21Fezdr2EkH9rGdrYEAAdmOpYgilviGUQk82v2n/bbrwhvXOQVlSTixYfsT4GNIgQHf77WsUq0QcCCwDpaQQzqSAdlZIz+04BgTeunoY/tx2T9+0NfRrtqgO3xBTxsWPjcJNIHY1kw4oqJRIxGQ5Vv7fWFCrJkOAB+2lNRCCFYkr9Bg2ic3qGJI98GcY4sKTiT8PD8DpF9tQOxSIF/bcEGOfQFMWH7WZBaIYcTL5hToHRZEPiUmXgFB1AogKyYIO5RqLA79LWLeBwZJP2pAdrSIdB0deD+wHc9PTBo0VX+1PEk+MZX7CJBvv1QsGT2pEQZvEOQdNYVnwn2DqkHbX7Tvq6kRxB0HwK4NdlYmW4uiSxaojBDMHXDCKeQNr0IEG+/Vv+jxFd35jZRojGSei17MYgo4cCrqjB0mfTztrP2mQdQKIV+2cDtt5H4Ol/tTRElOTvTj9Cpf2zgIJg6lTiXikRKCn6FV6qiTxQqdmJ4HSkOyxq6WVsiId+Q6MTwOkIduTUxi7ADrPQYUO2wI8SCVDU+aNsCCBaY3C3g7kiQ1MpX7Rv21y01SVTB15INHOWoOwgdg5zcdH++xAHRwbT3K+/bGERhDqKHVMO7WmaQ7xh3JugLybP2rAdqkojWrSUgUSe1TeIxnUUVB2j5UgKsMO3YdmnqAB0dBGWHbMOmJBKTzbh2JWmh0f77aod+l4CB3fKTo6kAO1gdVjaXcrH5SYHVQy1HKJw6w8rVvUIQSWG9YdmUgjIgxJRTenAOvXKCWSP+1a5VDMav7DsQ/uVj8rnDvL3Ov27hJOdMwB1zwJzpqX7a5BekyntEPDtEiMxo3qKGI7x0bAjoAHQCdTTINQAQACpuBQACgAKwAtgBpXIeAB4yKAAEponAAAAAqAAAFX+mnABkADoAAXACAAbjI8TS9zGluEtAGAANYAQo6ggCcgh+oP0AaUdQuoxwAAAC8TgDmAEnel2o8vGvIImADUjuPABAAFkdgo7wOSUihFHSKYYYAio7lR0AN1tAOLEDUd3gBSgDSAF7US2ozgA1Ew8ACpACkACgAVNwqbhnADvAEg5MMANYA0gAeABgAD8ADxkEAAy4BhgC2AGIAABcczw/YBBwDEACgADxkL0dPo6/R2OAGXAEGANkdIAAuR1cJr5HfIAUAAko7Yei9ECGVCiccUdWY7zAByjp+AEWO8WIJo6LACqjpznAJkGDkewAtR1jAF1HQWOhzwuY7jR0EACVHWkAVlZSJbLR1tAGtHbaOj5u9o6maiOjpeAC6Ot0dYAAPR22byg5N6O30d/o6LACBjpAAMGO0MdGbgIx3SACHANGOiwAsY7Jx0Jjtb0MmOrkdqYTeR2oAAzHXqOnjIBL46XZ5jolHfqOroAJY6OAAljubHa2OoIAFY6u9kUEmrHXoAWsdOo792wNjpkDMCXUsdLY7TR3tjotHY+OnMAsABux3vN0UCA6Op0dnAAhx3ujoMDRwAQQMIAAJx1+joDHUGOqgk847wx1SAAHAEuOqMdMY6pACwTr8ABuOpMdsNQUx2cjtZuFIAdMdAo63x0BIGWuFByWcAp46eMgXjuwAFeO7wAX47yx2dekrHQ+OhzeT46qCR1jtfHWeOoWIZE6O3lQcjLHZGAH8dVY7WJ3/jsAnTC2u0d1tQBx3OjtdHRBOoIAno7MJ1xjqnHUEAGcdc46iABhjve8IuO5cdGE7OABYTpwnbyALcdnI6maRETr3HSROridqgR8qmAFEonQWOmiddE62gAMTtvHUxO+8dQgYQyw1jvYnS+OoIAmY7TJ0FEEqFIAUfidKgRBJ0sTucndyCACdNo6gJ3wnBAnYOO6SdI47IJ3uljXHXBO6cdCE7LN5ITvUnShOyMdw4BVx3yTvXHQSARMdek68J1cjvztLuO/kdCrkDx1FuGJuMCXIhklk6uJ3WTpQUU4AOydXQA7x3qjr/Hc+O+sdpk7X2h0uyIZL5O4IA/k6nJ2g/CCnaJOgkA7BZwp1STuHHaOOwwN446FJ3wTtnHYhO1SdC46Up1oTrSnUEAWKd2E6sp2bjrwnQAAYSMgC8AYidRU6Cx2vEDAGTt6fMdlU7406XjpStJ+Om8dVYAgt7RICEnYFOzUdrk7mp08ZErKbRKab0HU6lMBZADScfZva6dVo6Qp2OAD8ACgACYAKQBZwBNACAiLt6REsfY70wiSTrAnZFOkadUE67N5YTomnSpOtSdH/odp06MD2nadO78deV83p2djqcAH1O4Qov07/p1gAEBnSm4TtRIM6JJ2gTpAAOBOqKdsk6xx2LTrhnaK5Wadmk70p3aToUnbpO2oAyY6AABSfL4jJ2FTtqAAWOxcIBYQERRijqonRYAaUdjNBjp3XNHonWdOj4A4IA7KiPj3enT1Om6dlm8OJ3uTuKnQuEP2AS4R+Z3izu/HTxTKYamM7gp2WeABnUBEBjoWIAUp3Rb11naFOl4AA4ATZ21Ts6nejOqDk5M6oZ0xToynXFOpSdy4ApAB7tnhnRaUHmdqs6OvgOVGenRmExzAV065Z2fTp7HcBOpvwRs7OAAWzrWAGsAU2dYk7ex0gAAjnVHOq2dL07bQC2zshndFO6CdsM74p0vADdnUGAT2dWGo/Syyw19nVrOoKYOs7sZ3iFFjnYbO8oAxs7I53Rzv6naC2+Odvs6bZ3DADtnWnOmGd407M52uztnHTnOridvM7omQ+zsTnX7O7Wdf46g51mzqkABXO82d0rlq52lzvYLPXO/udjc6hp0yTq6AHJOxmdk46Jp0dzrFch5OnjIPc76nnXjs1na9O4udQ86ux1fTtrneJOsedVc6o51TzrrnRPOhOdEs6k53d+HnnRTOxedVM7HZ2KTq6ADOOtedtM7w52pTpXHQtO5+dzM7WR1rTungJtO4yd207PJ09GP4pCeOqydR07aJ0nTp3neKAC6dUAZup35gCanZxOw8dYkQnPQkggbna9OzEEJc6j504zr+nQOAfGdQM6iZ2vEUGnRDO4adLc6xp0rzszne7Oga4b47+wjoLtRnW2O9Gd2C6D51YztwXSMAXGdBC6CZ2Itp1AKN8EmdEU7yF2UztGndTO6hdH86451fzq0nTBOpmdy07cJ1veBAAKtO56AQC6uZ0bzqwJB51WagAs7IF3SsFFnUuW2ydEs7qSWXToCnciAdsQyC6lZ0Njo95GKWGeYmC7bQAsLvDLO2IYed307OF36zsJnZC9XhdzThSF1kztTnUIu6GdlC6nZ2vzoSnYKOpKdiM6Wp21hJbELAugSdzC7fx22Lt9ADXOvBdeM7uF3/QN78MTO9xdzc6vF0OzuXnb4u8wAyk6xF2oTvpnT/O9JdS07OADZTpZnWtO0CASi79x1vjvtFsjaDRdh06tF3QLu5qWEu86duwQDF2ILpwANmAExdXQAVF1/eEqXXFqBpd1s6sF2RLpDLKt6Q+des7HF2ELucXfaWJJd/Y7SZ0pLsfncIu5+dcM6pp0Izq7nYeO/gqIw1GF3hLv6XQHOuEA0S7S50/TvwXU4unhdky6wZ3TLs8XbMu7xdIi7nZ2dzo0nehOhmdUi7Mp2FLpWnXIu9adhk6Cp3lLq4nRSS0Z0mIIKp3UTqgXdKOnRdNU69F3wLq7tAt6Npdt06UF0U5HpJR26Xpdt86MZ3HelNMPYugkAey64l1ELpcXUcurcI4M6PF2CLrOXWkuu5dGS7lJ2LLo9ne8u+klhLBoV0JX1hXW6WE70Ik72F1Irq4XSiuiZdJC6pl0CLoXnbxkJ+d+S6aZ3XLvmnV0ARadf86OqwgAAAAKo8jpAAFtO7mdLU7wZpqLwonQdO6idJtZLx02KHWXV0ABC5Afotl2tLpcnQrOtydHS7lZ19ejQQApkEqpvs6q3DpJJaXVmAHZd1K7Rl3xLpm9KiuoMYyS7Tl0srrmXWyu6hdBK7aF2irsjwNqu2a4uq7+gD6rtlndsu3qdxq79l1jLsOXRauxld9877Z3pzrbnZcu9edGq7Akn9EFUyNvC11d0M7YFiZgCGXWwukZdPq7TV3Azv9XccupldD87rV3nLvmXaIu3kAZi6zajOrrlXZ1OvVdCSSDV0JrpiXRwu5NddK7El1prvRXScurFdWa6cV0ZztDXcsu4UdHkAswD/CCLXSx9HUAca6DvRerqTXciu8ZdNa7hOiWrobXUvO3FdL87Ml1BjtbXXSKSNdWwku12snJ7XUquw1d/a7HgA0roOXQku7H4o67mV3jrubXX4uzudea7HV3euA7XQaqDWdbY6S129rrdLOWu3ZdJq7q11broDXWQunddrK6J100zsPXagu/lqEGRO12krovXcuu69d3q7B11+rpHXQ+uzFdT66bV0vrtEXRyu7+dXK7f50yLpynU8u590nM63l08ZF9VCTkL5dkq6hZ2/LpgXWeuxkAQK6Z5ggrpVXYKOxWd6q6Cx0obo6+AuuiJdy67KV0IrtiXbSuoddZSA+F3brszXbuukNd+66aF1lyhI3cRckld2G6/J0UbsMXV6AeFdwy61123rro3Z3oNxdwG6Zl2NruDXVQultdkG7JF06Ttg3cUup5dyMAyl0mTsPHVFdB26lnpvl0YbtqXX8up6dVs79F0ILo9XTKCNidqq67p3C6L9nZi00ldvG6DV0RlkE3Q4uqtdIm7uQAMbvE3Vau5jd0m7WN32rvY3aZO+yo2GzyN2bLr43cZuqldA67aN1+ruc3emuwNdFC6Ll2sbuyXRIu25d8m6Hl2yLscAAAACR3HUKu4BdIq6Vl0/QMw5MmEQWdUo7aVqXjtpWtCuiLp9pRHJ1GbvdLO0uywA4a7pCiIvWhXQEqZGsqSBl11GruDnWFO0Odlc7P50mzovneJOmedEs7lABifHUXhFu1JdUm68V0uzs4AG7OzzdRMRZN1xbukXQluuDdjgAAABK+U60t3KLqq3XCTQAOEC6al0VgkvHZr0ItdbWBXp2nIEa3SZuwjdaq7Kt0Njt4jIc63pdBPBoZ0kghwXcFujddZq76V1HtkY3UGu1ud7m6p12TTsSndNOh1dh479ujnbu43SyuxzwdR8yt1NbqE3Q5u0Ldo86XN1jrufXXuut7dmmRJt15LonXTyu5MdAAARF5dS26kN1yomHLaIHHLdVk6VeSizv5RB1OwIpvMRSt2ZgGdLBVuzpd9JZiSzY/SLXVSUW0ADlQSd12Lrs3Yiu4TdoW6xN3hbsfXUxuqHdLG6Yd3jbpnXXzqSndWO7dF3Kjpp3e9gZddtm7E10g7oA3Zuu0Td4O62d0gbo53WBu6HdWS64d3QbvyXYjutadwLbEN2qbsD5NOK9gGvVJ0N1SjrP4LKO7bdvS7dt3mjrw3Y1OsFdpi6Wp30DGgBhM8C7dfWNAd03bol3SFuqXdTm6wt11rozXc9unxdk678V0fbqWXW+u4UdkvzrTiWLqtnab3R3drC6K13rrt9Xa7u3hd7u6BQAYrok3W5u4bdVy66Z03Lvh3fFumcdiW6CQBzbr5GJrukBd907pzGd1QcqFpug3duNqtt2N5j+3abuw4oB275Z1HbrM3c8yGUdojQ+50Szsu3X34AZdgc7Gd00bru3amux7dEO7QN3ZrttXaGunndAe7cJi4ICANM3u5Udre7w93CTuo3ZWuyXd926a1297tl3Ynuzndr26ld2p7s5XeYAbldCm7/51PLvkgCpu/PdNsIlckNeB+bvru88d5/xZR2aECLXUIgvYIlnp8N2Hbu1HfXuuWogQxfjjFJl9nV2YYLAlG6BN3i7vs3fPunvdI7dQZ0e7oG3diuobdPu7/F0hjs+3V5uw8dErQcORIYFJXR/uhsAAW6B7jA7t/3S7uhfd9G6AD38LuAPZJul7dye7Yd0b7qg3VvumDdM27FN2OAAUXYN5YVd5O6XajRCIiQNUuqVdfm86l3NlMF3XuEe5+X5Ff10Ebsf3eCusyENB6LMjwHqJ3a5MeNdKB6md2g7pj3at3SEAWB72d1e7qi3dzuv3dhK7oD00HonSHwe2/dAh6+11Bbud3d3u4hdCHcFgCAHvj3fWu/vdTa6ud3r7s/nXNOwg92+6SD277vm3ftAA/dGW6KcjO1WveBKu3Ld547Dd3l7topswenDdN3xksCi7uMXZbu4jd7y6ihR3pG0oPbugHdd+6YORi7sj3czu0Q9ec6JD1y7qkPTmuofdsh6vt0TOlZ0W7jII9V27292ggAZ3T/u4Q9f+7ND0y7qAPZIeyLdcR7ot3K7qIParunfdvK7WZ2pbsoPeGu+Zo+qoErB0Hu03XCdaUd1aETd1JgBu5IPO4SdZO6aj0pOIhrMc0Qude86a92z7ru3afO9rdk872F3TzqvnVYuu+dBR7Bt24HrAPVnO97dAS7ID1BLs3nT0e3jw7U7+51FzsGPZ3usudIc7LPBhzvEXR1u8Y9l87LZ03zrJXSnOyHdCu7DD0jbpAANnOkfd6Rw4nFhWoXXVsepA9Qh7m1Hlzta3ePOo49zW6vj3Vztnna9Oi49+h7QD2rztG3Snu4w9uS6Vd0I7vKPcmOgAAimmO9LdVB6VfimlnirNjuyqdk4ZRZ0T7pLCBk2Ind3gIa91dHobHXODDKwHXwHVRWbuRsLaAYmYTu7UD0aHvNXT00aI9K+6rj1r7vAPYEu3ndLtQJYr/TXnQKSeqmICuTXj2rrqpPdHu9A9+YBWd35HpiPYUewfd0W77j0u1ChQfUwe3duwRvuDbHqyPV3u/k9qa7aT1PbtFPeBultdEp7UUaobplPehcUtdQO7eT3ZHrQPcqeoU9uh7Pd1qnsV3dOuzU9ebRtT1/boFyDie+U94R6RD0Cnt7AHke0092B6k93zHrDXQSesRANp63D2PztlPXqeyk9hp7qT30rpVPX3u+XdA+71T3inpsPWZCCCgWIMUT1+nutnWSeuU9PJ61D18npTXcQu9rwTJAdD0lgAT3a5u1fdeB6Yt0mHrk3dNuzPds26CQCsztR3dUenadnzQnv4uLBL3U4e1mgeO6MF36bqlnSVuyAsqZ78T1cTtGhXWe7uY/R7bQD7zpn3Tse4Y9nx6z50VromPacetGdAJ6m535noZPcnutedw+6Yz3NhFrPV2QamY/Z7/Z2pntn3QNO0c9ox7z53HHq63ZMe/49yc6Zz2XHsjPRaehY9Xp7uz0rnua8EFMdc9HR6Pp07Hu3Pfsetrdhx6xj0/HrHPUee6Y9Ip7Zj3e7pBPbceg9dS57fN7QA3IQKSul49Bq63j27Hpa3c+e349e573z27nqmPXZvek9Z57rj0XnqLPRCe0o9UJ7zD28rtWnWMUNHdWu78Eg37p2xQ0e0vdb+ddN07btw3eweh/dRG6Tt0tTsIvfCUKzd/m6y10QXqj3Rme81dce7cz16HojPQYexk9ix6ID3+7sAvZ+ZetWmJ6Nl3WLvSPcqug09ip7WL0PbpNPRxes09P57pD1GHvEXcWeqbd9y6yz2kHoJAKtO05A1h7ET3x+Q9lqfuxw9hY6L92izqYPQCu5UdN+62D1IHtBXaZurg9t3pOSwaohbPWcehA9Kh6r13MXoiPc6e3hdmB7VT3yXqKPTIepY9/F6dL12XsLwUoez/dll7XL1Onv/3faAHM9bQA8z2nnu4vYWeko9Zh61L0WHuz3YoAbS9VW7h9DgUIcPZouzbdtE7jd2V7ou+GbuvE9Ph6aL0rLrY0Jle1I9be6HT03rvCvbkeqK9TgAYr1AnrmPQsuhI9UB6O/AhNgRJHxO0PdVEA0j1VXv/XUae2q9dJ7Zz3IXp4vfge8E9ae7IT0Z7qKXclezgAc26qj0Inqq3T1QDz0s1wGz2FjoWMEbu8spiZ7iBivTuu3aEe7w91l6rd1qbvj1Ute8jd83xED02bsyPY6enI9bF6ZL3RXs4vbEesU9vl6+L1yHuEpO10M0ALOq/t1mZKwXV4esK9V17pL2untkve6egs9np60L3jXowvZNex5dZB7Ur157sAvS6xdwYzIIz92rXp03Vhuza9FF6kD2Leiovcduqg9sN65OYUTAQvTYukMsVG7hz1uXp73Tde+q9d17zT0oXrY3Sse9KYKib+t2JnphXfjek4AhN6FT1z7v6vdde/69t165L0gHqavRBugg9JZ7VL1TXuwvVYgNK9PM6jL1XNGnVuMUAy9ws7RvhkXtaPU0uwzdgh6Mb1P7sI2RtwUdWRRAGL2iXsovWme4M9Sp7ND2k3tgAA1eri9wJ67V0tXupvQuEMW9bIxy8Z43rEvSuu7W9kl6713S7rqvQbe8m93l6Hr2KXpyXaDexK9gt7kx0KLsIna8u/C9jMpdkT/52L3QjerYA0q7aJ23eCLXQqukI9Ll6lb02Xo0hEHekeOBJJfZ0fWzOvWVuv9dt27db3s3qdvYbe+69UZ7Hr3Mns1PYYbM1GfR7+52p3ucvYMun69bN6/r053pdvdze389vN6xr2b7q9vRDejS9i27qz3dzovEEicaTmK16w71O8BDJQVumUdtW7OIQD3s/RcTu3a9HB7qL1UHrZEN3e4mYHU7Xm60IG+vRJe1m9IZ7F92k3oOPfXOzrdsc7ut1TnuPPYDeuc98x6Fz2m3pZPaJ4We91O63QCL3qQPWEere9ex7HgAb3smPTfe+E4O96mF3Tnv3vcNe+c9oJ7Rr1KXvQvS3erPdnABVp0YCrwvYfuq9kjqBELgEkl7vZhu+pd+V75b3Arpg5Oje2vdnB6Dr3CUlAfcCXVyY1t6v91V3tXvfRu/W9ud6Kb0jXsXPYienAxMJcNb04nUzAMzey691d6170c3rJvVzenA9Dd6ZN183pUvfGO6E9eE6c93wnuW3Rxuv2dB1hiL2NnpyvVsAPK9KN6PD37bqvvXteuvd8d7ECjzfG4fbae7q9lV6RH2YPqzvQ9u6h9zt7aH0enuavX5e569yORkj1SPsTPVPumO9IZZr719XqwfZ3oJR9uD7Xb353vdvbFu9PdpZ7vb14TqR3e3e+a9pE7F13XOslvTju2qQeO6XV1WzsJ3bfuhqdnR7ir2Inu0pmtu3pdwu6kc3gXuXvSxeh29Tm6cH113rofQpepk9yx6WT1y3ECfX9u4J9dO6I93VXt+vVQ+2u9Kj6gb3srsYfVY+gW9rd7/70czv9vcA+mu4QEdLx4w1ClvZA+/5dHU6DN2wPqiXXHepB9SCi9zG6Ij83ZreuR9YT7ib163pMfdE+1R9Jt71H2JHqvZAfgQJpHj6zj3WbrK3QY+zO9Ul7Mn2DXtivcbehh9Td7TD3EHqSvdhe6Vc0N7ET1m1lYlGIgHh9hl6GD3SjpMvR1O8y9ej6TgBWXrEfU0+xmU2pxWOgOXu/HU5erW9Qx6un1sXs8veGevO9556qb0JPs2fWajHyd/c7bn2hXs6fTVex59kV7Zn2NXvofcUevJ9E17rH2FPpAADCeqs9Dj7TJ3AY36ACjIHZ9WwB0T11LuEvc2EbE9t+7cT0dPoQfVPeqrdPtM+agtKFxvbPOsk9kVMl7123pXvQo+mtdYZ7l91DXrivZ6egh9eL6KLpifGoJpyeqIA3J7zr3yPumfTDNKJ92T6D72vroEvcxjH4AiL7pH0BnsvXfo+i696T7KH3cvp6fby+9+9wN6rT3fj2FfTo+oLeKZ6OX1/PoyfdK+rJ9b966X38vsRPRK0Ub4Sr7TL02b1FfWS++59/z7Qz08vu1ffM+6M9er7nRGoJlxwDqe+092L6zX0avsFPTK+q19PN6NT0CvqW4HaUQ19Dc7kz2Bnonveq+qV9tdBymDZnqBfUbez19oL7Fn383uYfVhen29jAARb3vLp/0QBqdbdPy6kb1QPpRvTA+83dsd6cX2Y3vDXWR1f/OIe6xn2MXvTvZy+iJ9ri73X0zHvrvbE+3i9hd7AL2FvpxvSQ+8ldld7g31GPsifVW+789Nb6fL0WPuUvfk+uN9Kz7kx1zbvYfeju/BIeGDHHZIvrWveXug59rZ6OSC2gB2vW6WeB9XZ7UF3jvtZMKM+tGdp16K71M3u/3RQ+9t9lb6tX3VvpifT2+uJ9/l6qt1rOHQuKBQj69DB7MWAYPrbfZS+7B9nb6kL06vsbvd/ez29yz6bH1yLpz3X7eoB9MN7C92jvMnfWXu3K9Fe7BH0luE8PZ2evx94a6MQgLNEKsBVe6fdD56Wb3hPsc3bwux99tL7rX0F3vifRKeyyENby1z1dXuCPQu++D9u77733GPoPfV2+o99bt7p10JXvffZC+pLdML6OH2eTuRnXsEHRgSL7KwGXjsrAb0u+DIfW78P1yzuXfR34Bj9LZRWj3HFE+pUGe949t97HAD33u+PSPO+C9rZ7BP0UTCffWh+t+dn96ed2UfrKPfG+vCdSW7v30d3uQ3Y83IugSL78t20TsK3R9e4rd+u8ir37Xt8PVp+0W13zdh71JmgCVL1euC96tRxP1vnsk/a+e6+dZl69zHKABPPcC+2t9R96Bn3JTpjfUw+gpdg768J18ro0/bC++6dzAd3RBpvqFnQzq5F91xBel2f1SKmGS+nj97OJ/rbhdStvf3OmXRzPhTX1E3vNfcOumXREb6Xn2U3oZfTzOpQgppYjNSkroy/VQSiZ9Er7DH1Efp88Hl+ry93b7yP0AXunvSV+l6avRZfZ0VfqIZPTu8t9SH6AlTsXs5vR6+kF9MO6WT00fXumk0Ycr9o3xMv3Ovuy/a6+ur9/X6aH2DftrfZee+6dvUA45XjfqvfZ1+m29kz71D21foFfPN+5R9i37j33Nfsg/at+tr9c970v2Tfsq/d1+u99XL7ZVz7ftMfY1+8x9lp6Yb2nfsZLD3cem9fLspv1qvvJfYh+wDd9X7nn14PsLPZh+1790XU0v1nHs2/Vl+hD9Dz76V1l8EtfYe+vp9Cz7X33N3qo/X/eqF9gq7NP1H7vm+BF4JF9KL7mj29LojrDie0WM4H7TP0lXrXwarwb0oiZIfKwffvwUK9Oik9aT6av23fpdPSR+uT9Ub70P2nvoJPS/wCn9NqQ0X1Jnq5PSrk/U9P37of1Uvrh/aR+hH9Nr68X3FyspaN+AR19mL7bP07fsZ/e6WEX9LP6hv1ZLqtPUc0aAG0v6RX26nrFfR3uqH9OX7NX35fsB/fK+gV9wggNf0gwBl/aq+gX9Lr6Q31M/sN/WY+159CT73JQLNGx/Vr+p19oT7Bf36/rdfcz+1D9rP7Vf0CvqcSFR0F391P6A306/slBDN+m39Tbgw31L7uFPcr+pb9IN7kf0qfsC/Z++hSASb7UF32EPqxQB+n/o077131wLrnfXMCX59eb7lb3Vr1QZqpWUk91IA072K3o9/bN+/d9dv7Hv2vPqK/Ueu/VU/1sy/1fXoL/db+vd9aK63T3w/pyfS++j29Cf7ML1J/rIPbxAVP9Tow8MEgOUi/VKO8O9MX6Z30SzujvVx+z1dhf7472ZiShSDvpBdd5d67n3h/o7/Qyuml9cz7ff0nvo0fYHetHokGQ0H1l3vZqBX+1Q97f7dv2d/oBvd3+vl9vf7LH3gvoKfaj+gAAmvY+uj9907gvTuDH2nVLequk7j6i13MGzr2di+pL9y56vUbKoCUPQwISH9hH6Ff3X/oG/bf+uV9aj6nr2DPticcpzMADV76qOhCfqDfVX+iP9MAGFv1wAeffV6+rG99JyTEDgAYwAw0+rADW/77v29Pp7/QQByD9YIsrRh9nu+fa9OiiY137yANX/u3/TH+n39Kv6KP1gvrBvRC+1H9MJ6Qv3v/qNqOeau/I35Icf3wFAxPfj+jF9F8RqZgajuAAy7UQ76yNYNgKsvvJPTbenr9fq7qX0cAd3/VwBut9GH7vX2YEFEA0D6FQDkow5f3pnorfVXw2v9ZH6nv3HfoJPSuey/BFv7A31Dnr1/dX+iwDDX6rAMO/qtPV4gQwDem6W90qvscAwR+yV9W/7NANd/tF/dQB8X9HP7ENliAdd/bL+zc9m/62APBAZv/aEBu/9NAGCT1y5NBbD4ByfdfgHQ/2pgEv/dAB+5+lgGxf3DfrV/eA27wDJ17rij+Ad1/VAB8wD/8Vw31uAcKA72+n+9KP7yz2cAD5XSO+gO9gSTCj4kG1RPfQe3YIMX6vn09bpxIWeig1dS76IP35rqI2T/05V9xjgdQCzXGE/TDUU1ddQGwgNs/oP/YEkqFI6gQc/2UzqmA5r0UwDiK7+T0LAeSA+EB63dLR87YL27s2AzLO2YDI56d/2efqO/ct+4UdqwHjgPSPtOAzMB+n9es7dgMA/vt/ZTehJ9UANvJ3rAcfnY8BtQDYT7XgOXAcjfToBm4D5GRcUAlCmufTZvP4Dt76fv2Aga0A1cBpr9oIHMOhQmHqaPn+yYDXegtgNIHvIfbsuuEDIQHY/3XAc+A5UushUpd7fAPQgdiAwh+3EDiQH8QOIgc+A6RsiYDRr6NgMYgbOA88BtddlIHYANJAfgA7mugS9FZjOfq39IeA0yBp4DTgHI91sgdwAxyB/ADBwGV321LpRBEWurtu0M7BQME3p3fTiB+YDbwG6/0fAc1PZRgYctXQH0QNygZtvdiB6ldIoGDv14Afk/c9+xE9GoG4qlvTo6nbKB6YDuoHFQP6geVA0CBgr9I17PgNQLovgJCBxkDOoGYQNDHoNAw9+9wDaoHuQPXv3MnT8BlldZIH3f1egftA/CB4EDcf7lP0D/o/fWQehxF6z7IP0y/ISRt/+zRdpF7kb0MgcaXeLcBW9qh75AMVbywZo/WZt9jN6F/25AeqA5QB2V94oGlgNIAYsDZL85omYP7d72kPov/XEBvIDZYHDv00gejA+De1H9q076AAj/rMhB78bTYrXxugNCzrFvfs+oMDRz75/3bAFOfYg+sz9RtQ+wMXTDf3YwB5Q9noGmwOlgaefQ6Bo39CAH6316vtnA/axYK95/6KV22gamfSuBwF9ewHOQOI/r7/Us+xP9sYGNL0awB7A5h0AMDlqAJ/2NnrTA5m+jMDks7s32JftGA4cBiMo8GRCwNbfuq/YeB3r97AG8QOcAaW/Q3+yUDDAqfwNXvvGfSwBksDgEGWwNGgb3/WCepH9F4GYwOQvpwvcU+n99tr7riAKZBJBL3e4cDV+72P2sHuOfQv++QDrNQZHk1qs6vY5e/g9G/7nAPYAY07uIek8DFYHfd0+frNvXLUEQDai8GANUQcXA23+5cDcEHVwMRgcdA/FengDv97mgMgACS3ej+0L9Qjy34S/QI/hKHevT9WwADP303qM/b1cEz9Zz7pwNdLukg+DAqz93pQbP3kgfHPaC2kY9zn79IMHnsnPSwe6UA7n7WwPWAe8/YgB3z9yEHY30BfqvA//ewxAt4H30iEXvwjpn+mW96YHan2o3vd/aRBlSoosI3QM8btLfecBoX9D77vf3aAdAg8fe9UDDH6HwO/ge2A/beuCDSv6QIMEgfbA3wB0SDC26MIMY/r+8GAu0Udg4HS918PoEfa+BqvdYH7fIOfgdQXZlk4kGt57cP09Xr0g4EBtgD0f7gIMRQeuA2BBjvwGtIAj1TDUtAzI+uD9lQG6oPNgZQ/U1BtsDwkGmgPqXv/vc90BMDBJ7mfD/530va4+1W9I4Hr91EQfHA7be0iDfqlrBi8HrQA9RBniDtEGKAP8QcagwiB6wDbz6rT2TQbk5v0Bm59G0GmL03fqPA6qAcKDe0GHf2pQaf/elBzKDkkH2cSAeik0I+BxG9BUHgP1FQYKvdXuoADZUG9whsbgpLMne6qDsj7vv2wQbB3ddByMDzUGooOAXqgsHiWoGDvgG8P1/gfUA5EehqDVIHkoODQb8/f2+hyDkL6c920ftHfUpWEUds9gAP0fQdcPV9BoR9Ob7rp25gdaQCyAEXd0j7EYPxQYpfX1BiGDgkH6X3QwaxvWPu5a4PP7dH2LQeRg+5e3cA/UGboMfAbugwO+xyDIAA5t0AAFFFwAAACopYMuQZhKBwAChwAH6VHAR3vdwIRBi2E+6hVINTgYwveeB3Ud4N6CD0CjvhZWrakRIcPTim7rmoqUU+cWqwZsG1wrHA0FYFP0ccKxNE1Dz5dlJKObcD+wOmAKoiRBFpuItITLQdUQPc4NNxeNWwVIMAGe692z6waKnYbBtXUTP8LuISjT2MAXqUPItsH6DDzuCzBn9xeA+kQcXtAhN2pNZmFOvQyzd04MHGrEXR2B9KDgD6soMnhDM2p7zCydod7nD1AftJg95B8mDmsHcX08zqBLrnIGUDXUHiIM5Ad4g+DBgoDiwHmIM2QdYg4j8Az0NIZG4P0wdqgwz+0sDAsHIYMYwbsg/5+tXdci6+V0Fwaeg3eB+zqSBJmP06btlXb0u6O9LbZzoOL/vOfZJkACQLBJ3v2vge7Xe6uyv9YMHIj1AbrXA+8B/B9bMGz329Fv/zrvBmNdS67NoNVAcAgyfBgSD64GuQOmga8dNfBk6D5663V0VAeLA63B4+DSUGBoP7QcJA340D+DC66f133wd6g9UBp+Du0HR4NAIfVAxzwawYxbyr33gIfXg0fBvmDta6YEMswd1fWe+9+DcVZa3nIIe/g9kB229aCHU13QIbRg4AhjwD3IGr4N4IeQEN+uwhDNEGH4OAboAQ4LBp0D6oH4yCIIfwQx9+lBDZb6LoOPweYQ7Ah26DQ0HLwNoQbaA6U+jSEqo6T92LwdIvZHeleDQW9gVTLrpGAyT+jZ9EiHYwSkrvX/ViBg8D8v7SwP8IawQ/0+ruD7z6JEMC0DUQ2f+rd9/G7eYMk3pHg7ohs8DD/7eAP3QZGg2LB8mAcsGHA2FCKyvTUurP9QH6Z/3Kjq2vfO+pGDjT71IOYdGKLHiWyiDG77y/2mIcC3SQh7p9zMGX4PxHpYg8AhhwCFJZgkNMLs3fZAByBDiUHLEPRIejfePBrGDk8HLD1OIdVHVqZN6D0o6SYN1gbgXdXBgv9fkH8kMCYVg/c3B4hDf8H0EOowfZA9SB/aDLUHExGhGtgUdUhxaDGd6tENwQfSQ2fBoSDmMHH/0iwchfTCeua9QgHuD0MHrYooUh3H9tMHEz0E/sxfUT+0qDSiG8X2LRG8SXTnFQDpL7B4MAQY0AzohjJDlYHWr29gcvWN4k3LIPP6QXVsvv5/SFBz39tv7GIPGgZsA3C+tzEN3IBXavgbtPTEB0MDdSHjT29IdVA6whgV9wwhvEmPIc6gya+zZD3SHtkMfId9A18hvV9auTJkMOAaIQ+Yh4hdCQHGkPowbgQwK+6tVkKHogOW/ouQy4B/ID1yHEINIgZdqOzQSEAKKHg/3lAehQ7whwDdUf6QUP1Ae4AwMh2xDQyHUf1zbokg2Mhsp90Fwvv2VPtTAz00fh9G16voN5/pqQ6Tuv6DzT6N9Bv+xOvaEhlJDQ8G0kNRIb6Q6zB2JDmp7jsCGsALJBsesZ9ySHpv1bQfqgzsh8VDuT6qUMiQfsQ0lu0RDAl7QXrdUl1gLp+88eCkGocJFbvs6ipB4n9akHSf0aQbbUT1SbSD9W6n4yAoZjnaJ+gkADn7YL1OfufvQuENz9dN6xQM3Iesg8ye4WD2MHaUOCAfxg0hybMkgQxM/1soZ9BORerlDi0HFEMWocIfViWa3IvhD/X1CoY0QzCh7O97cH9gN7Ie7gw9SC99EFCW/3WLqXA0qh5sDKqHPkP9IayQ4MhgNDokH1p30oeDQ9ygGcxId6qn0ZvpqfbO+rMD9T7xX2T3vzfSRum5+LwQ4oOKocYQyjBktDoKG8D0tIbPSERgl0IvaHQYNvIciQxmh08DmSGdYMTwZYfXvuig9s8H27Rh8zXrh5By/dL4HvIPvgbRvZOB2uD7y610NQrqgg8FBuFdaaGa70zoaYg/v+qsDiYwIZoTobK3XqBrZDA6HyUMdwcpQ+Wh6lDlaH7ENdgcegwyhwLeZgxUFAboe0XRkB3P9raGKYPcft5Q2ekDDA3bYSQP1gZbfT1BkVDLO7n0OZoc7g5uByD9f77jYhtPobA0KB1JDCGGxUOloeBvf6hnJDBIA+V14wfaA8X+39k00HKp1T/uXg39u1eDqT7c31+QaswcfmABAdCHY10MIeww//BxDDs6Gs0POgasGExhuVD347uEOHwanQ+aushD8KGKEN+gdNA5WEPjDYCH6EMQIfgwxxh3DDQ6Hjf2mgd4ELAe5jDBCHWMNyYcfQ+gh0TDooGmkOUIZUw1UAYvh536zj2CYcbA0WhqBDg6GKUO3IbT/W1MBBY7X7+51mYdzfREhkTDVmGX0M2YaLcINW+zDJmGBMOyYdQQ8JhmH9bmGkMMmgbPfYxh8yYDmHTMN+YZ4Q6wBvIDumHDQPeoexQ/H+lCDecHNUPLoZ/Q77EZL2riGegPFjrY/X9ujj9fKYakMdoeVvRlh6a4iSGcN0yfoZg0+eu+9L57N737nu3vYeewFdFWHLIPnnt9Q/E+gjDi6GyD2MQCcQ0K6eJJFEwIH2AfvZQ5XB1s9ZSHFkNxoZwQ7CWQNi9u7IQDdQbD/RZhuCD8EGEsMggZHQ++kHhA/3JPqWdQemw4VhklDKMGFsP6YaFg0Ih1CD/AG3/3BoccPv0AFLa4gGrkKovqkA+I9eZDsgHMAPLQcjUVBMGma6yHpOYwQYCw8L+zjDl6HdAPs/rhfY9hl8YS3AiX3yob5/d3MN7Dc2HgUOKYeswzihlrBYuSTAOooZ/g+Eh97DBv6sUMggcd/TXwM7DsOHlX0AocnQ2DhyI9cKG9MMIoYMwxL+vl252G4cNEIe2/WYBwCDeOH4sN7YbBQ3i+2bw6OH2X1PIayA8Kh7TD7yGIcPuYahw2K/F3oJOHCUNu/qq/Weh4ddZKH2cPBYaQg/Oh7JDHWG272jIZOwwkCXSY9eN+sPFIfIvSNhgX9FSHzx76ZE4g5kBzbDPMHtsP1Id2wwThwr9F8GxgPgWFlw+rhmzemuH/gMxYdLA7rh8TDToH2sOqfvg3VLh9oDMZBW6qwLH6w8+B5tDgK6d0OjYa1g1je4eO4Nw70Poobog1bhlhDw6GDcPdnp+qv9Qf3DLIGKcM4YYvQzchr+9YuGK0OEYZmva/jcaD3m67Lp5ClOda7hiNDHKHt0OgfsWgzyhpZDDY7tsDDlsUPVBBhVD2OH+0P1IaCw1xh5DDegHCH3i83NA5/B8Jd5eH+cPa4YsQ8LhmvDr6GE8PvoaTw/IuoNDpGH6UiBNNLg42ht3DQGGcN2e4dbwxvB/xDK2GZH3qB0jw2QBlzD56HkcORQclQ/6BvrGc+Hj0PtPorw+xhqvDn2G48NJYfsg73h1adNaHSMNxCn7A6t8Fx9lGG9n0EQbywwtBm29saHvcNVbrPw3OBk/9XEGQr0GrofQ0ChlGDO0HyEPB4YlQ/ohzU9z+GdwPrQe4gx/hzRD0eHv8PHgZVA0phtVDb6GNUPTXpAAKzOmeDP6HsgYl3twg2XBps9dS6TVRfQbBgO2e0DDSC7wMMfAGwlBASHiUV76wL1W/uHPSKBl1DxkH6sOmQZEvV+emnDH97/z0HQcAvagR4O98MHd50DnsqwwZBnc9RkHH70wXoQvYCegRDKF7350SnrYI0neoMDjmABj0OoePnR8e6C9Y57+CMfnpLfXvehCDOgHRCOsEeIIwWEUsyoF7pCOvIZZvVVhsT9NWGH711YcUCO6hoKDKhHFsNefs/vQfhhdDduGh/0n4bEQzmeMVUhSHqn1j4czA2y+ttDJwAH8P7odQXTl6B8eJyGyV1FgaheuARnW9xaG98PYoeWw04RvBm8+GFQMC4bCg7HhxLDtuHB/1t3v7w44RoesGHJpcCLwdmgzfhxM9Y4H78N7oc7Q6ZO9Ijr+7X8OnQdAI/ehkIjCUHQt0/4bEw3/hjcDdeGqt3FEZezLRAXcDYSHkD1t4c0PTUR/HD1uGy0Pd4fgI7yunPd36Ha0N2Hu1LHlB3h92eGhsOArqVwywB+QDEj6CSwdId8QxbhnpDHeGvsMsEaoPfQK+YjdMGaoPb4fkw/Uh8IjKOGkiOiwc0vQ4RmGDFt68OkuEabQ24Rt8DIGGFEMFEeVvUYBH76KkAYiPbvriI47ehIjS2HQ8ObzrOI5a5DDDsGGzEMdEfTQ8vhlKDB2GUsMIEdZnakRmG9PNZ61b1HrGI4jepo9FAFWj12lCWGl7hnwjM0ZDbrq/p0I1wRmQj4xRwwOGEYEI4oRqT9yhGGCN64Z4va1hn7D906oSMabuvoJiRjc9ehGaCNOoftHUYRiT9jqGn70NYZgw0IRqxD+671CM+4aVVOMqYdQNJH7z1wYbs/YZB2rDdn6zCN9LosI4wRw+91hHDiM4wbSw7WhlbxfQNiYMTEZKQ+4e0D9wj714OzEcVI8u8fuD2xHosOL4cX3fsRlfDABGG32KkYmGgsRtjDuxGe91GkeBI+qh4aDCBGkd0Qkf8fbqcP45i8G40BYEaDA14+wADKJHCiMrLtMJK6R5J97Y66MMBAatI9OhoEjiIHIiNpamxLKURxid5f7gyNCka/w7vhlYj++HZSO0ocAXanh3wjlO7S8OX4fTfQrh1o90xH7sOEEd0iKlU7MjTOGB4M7EdZwwNe8MjzSHPiO4oLJ1dTqXUjIMHJ8MGkfo3TaRseDfRH7SOrPuOw6RhqwNFJYXcMYEdHw1Ghm4j5SGiyO9keGxr8RoIjtSGccNJkfeI8aRlDDjj6t4X8YZfvVvh/UjiOG3iPVkcEQ3aR4RDqP6AADKAAB1bsjYiGS9TtQYow+m+kWdWBHAoOSztwI6EALW9uYH4Jnn6gFI4Oe1t9sIHcSPOoaZI45+lkjAhHPz2IXpJI0wRsbdtZGIjhEggwYI+Ry0jwpHeCOikbdQ2yR5cjxJGeiPSkeYIzYR8XDdhGUr3ykZ7IyFfaSg4aH1r2eIdz/Xnhm29dxGl/2TlsqYGtjZNDrf7/MPTkfbw7ORqGDq+H/H1oUZwsJIR699e4HnyMtkfXI9ARyHDCFHE8MS4c4AElu9MjJT6BL3dFEyw4vBzB6tE7csO5EcXXZBBn0jRf6+KOlYYE/UTu5gDUeHZCMMkbb0PiRkwjrJG6CPnTqaw6oRqwjzBGlP0gkbSg5+hlP9GZH0pizwuHw6mBzyDW6GW0MeEfwI6mAXMDIS6GqLPEdmw5Xh8ijG5H9cNUUcg/UaCkuDE5HzcNMUY7fcmRxIjOlG7EMIEZwvcgRk7DzF0/0hrQZzI0OB6/DOeGrZ15EdvI0WRkKjZoCysN+Tp+faRRhyjnRGoCOnwbww/UR8kjRtQyr2XopNwwJO5Kjq5GyKNpUaugxRR9sjNiH+iM+3uYAHLBmdwU0GsiOmUawox6hnpoFl7NSNxUZTsFc+hddhVGhMPFUYBfaVRpyj58GXKMEnvao8dBzqjZ0GiqOpUd6o9oesqjQCHUyPpQf33QZR1pDhR93r3hUfygyqRxXD6pHLKPlbqLIxTgYcty1GyyN6kYDwxQBtsjNZHBqOHAcEo7kQIMD3MHPKNrkac3cdRzcjcBHOyM+3vXQQtRuWosCicIOFIfwg1FRgYDzVGakN4Uc3g6QQ/9Fdm9391jUe6oxNRh7dXRHqcO/kf/w/ORuF9b1GOIOtEdAo4mRiK9fVGWKMc4bYoz3hjij8i6vwBOIbR8JVBgDDdS73cNeIZ8g8rh7ajL0A8aOb4cwwyGRysjgJHUaMi4bWI2e+iFA5NHqf0noaww6GRmmjGVGYCP3/r7fexRpCjo0GgqM9ka+ZehR2Ej0t7N0OE0eAwxZR24jRWH8KOC0b2o+g+1NDAJGl8O00c7w99h5YDBSRJhpLkfoI38R4IjrxHvKPTUfuox2R7cjokHWZ3aofWIzL3Xs9mf6q3DCzsvI/IIO/IJ8Aa4O+kZFtRGUYe0H37yCPnAaoI++R11Dn5GlCPskY8/cIR0kjin6AKNnpDNo6uekCj2JHIL0vABFI8YRsUjUFHNaMckd2Qwp++CjEp6e7RS/ragKHRukjBJH7P0e0fpIypRv49RJGfyOwUb/PXceht9wdGwR5p0YoI/oRngj8hH4L0Z0fFIzCuuOjqqH250ykb8ozShqtDKFHHCOX5AyIwOBlaj5+7IqONUZPCHfhyWjfiHLUNy1CxLMDEBGj8tGliPVEfSo8/BhujMSGTSN6vtHozUocejYBGdaMeXuno5gh+OjXeGKqOPUbWnY4hl6jzgagt7roeFo64RocjEtHd0NS0c3g7G0Fr4HlHC0Ng0Zmff1RkPDp1HzP1VNC43czRlcjZD7KiOMwe0Q3dR/bDW5HDsNVocGwHLB1VS71H6qObob7o5OEAejI5HC8NFEcIvak5Zej41Gd8PI0amow/R6GjDRGGx3AMfhoyAR9/DCDG2aPg0fXo7/hv2jvRHt6OG0fsQwtup0jZ77eBByQguI+4h9lD4DHvENogeiw35Byhjo6tS/1l4ZTQylRxBjYZGlaOrEciI/7UIS9SaHiX3sMZwY9TRxWjHNHWKOzUdIYxtO/ejuIQWviyQZHw9nhuhjckBtr24UYvo9PhmRjozofDD5oZvfVphpGjXDGxGMc4ciI/VEEYaHWNiKMFoZ0YxARmcjKDHYCMG0f/o/Yhvldh5GBL1GnELEQJR2UdNig1YNn/qfI2Bh6Bjam6CXYP+0bgyGB4RjrIHXyO1EcIY6gx7KjrXpBKMwSJOAwKBlRjAIHgmPdEbqI6/B0LDvJHLpzRMY9A+YxnYD8THIaMF0aSY2Yuq5sY71VSO/AZiY4jR76d3oGqAN00c+A/kxvxjaTHrQMlMcyYwbO7hj++GpUNoYLMiNBhqEDxTGw6MXAZno5lR3Jj3m7kvS2ixqY5iB9OjdoGGmP6MYqY1Kh3xjmxRCmPBgY6YxwxkZjEdHGmOJYYmY7zom4AgzHmQPOYcoI1kxn0DrFHlmMy6KiY/yB9JjczGXgNbMfKY8rRqHDvTCTnXgMatA0Mx8ujwoGTmPlgaaY44xiqolzHLqMnYEOY7cxpUDozHumOc0ZSA95u5fB4vZXmMBMbdo/cx5rDEmGFr1oYIBY/4x2ZjHzH5mM/0dpw3kxlJjUQHtQO1MYyYziRr5jG9HZ6NzoeIY7YxgKjJOJpGNTyjlAWFRllDV+HsiNfUdc/T9RzpDqjHh6PBAAJYx9SxKjnU6uqPmYbvoxge/BjITHOSPcYcAI1AuxdF8DHQaOcMcmowxBxZjBxHm6MfoYQI1xRlyDXzd5bWnkaFnfJBxSDe8HlIPj3t8fd4xkW19dVJWO2obHvfah4ZjYFGq6N8EeUo1+RgYD5kGvUNSkcLoyrR5Cdf9HQSOrPu6wyq+h0I+NHZb3QPuHI8MBv6jajHVXToLrso9rRhWj99HBWNzkbQY8EulV9MyG94OBEZtA6vRnAD2THEmPWIe5oxjR3mjYkH+aNiIZKw9t6ASjOWHo13RUdEo1thqfD1LHY2OBHvyvepRmFjWrHqsNKUejo6pRyWdWbGjWON0a0o8feiRjCBG+V0O4ZjY8vg8bwhSGUKiyjvrY70uiZ43iTcsAfgaVY7hMYdOzuH+4M/ABBpc2Rm6jiv64WOP0fno4mB6XUD/SriPBiG/g7JRhfD/bHXAOesYJA5h+ztj0NUNaOPzpdlrwulnDujGaT3V4dWIyfexdjbURu2OTsfXYxYxtnDetGwWM7Tt3Yy6Efdj0M6p2PtofdY0jhudjNIGF2OjsZnMZiCTqDq7He2Og4eZY17+k9j8LHuz1lH33/G0xymdTIGOsYfsb5Yxa+wdjymHUMP0G2lMABxx+dQHH5QNGLqDY5ih+9jiKHCAM67v/Y43BuDjixGvKMDsZ8oyjhzD9zyGxB1EUa6vZhxw9joRHqgNU4e2Y2jR/DjxBLoOMYcehncBxzAD2HHZ2NjMbOYzuxp9jDdUYOP/bp7Y6QBm9jk9HccNbsceY+sR55EiAZNGPSPpI432h0DjH2HcONx/qTowIbdDj9u7xOMVkY3Y2Bx6Tj87GG30AIhE40Rx3wDinG+2M9UZU49+xoH96nHD6PycbE4/Rx+DjGR7EOMUcdOY9uxpOjfhHCOOccf5gzqABjj07G9ONScYM4xBxzh9RIITOPKvp04yBx3BjbnGrGO9MeQ3Sg++zjdHGnOPmcYRw65xu9jLHGbOMNvrIJcu2UTjPnGzONYcZnY0hxmLjgnGC32lTtC4wpx5LjpHGqiP8cfA49ghkjd+5SsUgC5CCPdxx69jCHHb2NfscC478xj/97HHp9SXsbXYxJx/zj0XHvmM7MeLo4WSUrjpzrX2MVcby41/RynDAnGlmOdcZ8MCuYhzjrOj32OMcdS41Zxh5jw3HTaNdcZXMcuxrjjB7GWuMiMYC48hxwnDxXGFuOPTqa45Nxlzjn7GrkMbcdPY+8ukrjYAyX2O4fr646tx5Tj63H0uNzcYLfadx2iUTeGV2OXcaU40ex2FDQ3G8OMjceYtQWECxg5XGVuOvcbI44NxwrjQXHHaPfccEgbtxnjjVXG+OPoIZm46Cxn9j5n7RuN1lKa9L1x/7junGDuM4cfc40Vxk7j23GMCgQ8cq4xZx6rjh3HbuOfcaxveexjYEdMGXuNo8ck421xjFjPTG6uOg8Ye5a5YP7jV7H+uO/foK46pxh9jX3GHuVCbmZ481xgHj+XGYeMfcZk41zxmuqS3GJ2Ms8au429xzdjwPH6eOaPqqaM+LV5jvnGpuNRcZq40dx+HjSR667RBpUV47lxyXjgPHwcOY8ZB46ukELjCvGwuMTsdZ46FB1XjxPHhePrEYrVSbxnLj4XGUuMq8aJ4+1xqjjRnGXqpa8dN45Cwc3jlyGMeO1cYlAxTkYaj87gTGPEcZ14/zxgbj+vG/eNFAaM45rx0dj9vGzeO68YF48exyPjfv7SeMNcaiKrzxvbjvHGmONpcZd4+Mx00jxJY7eOmcYd497xjFDsPGNKNqcaE48iCQvjSXHi+MJ8fD4+zxg3jsvHYnHu8dj40Xx+PjYfG2eOC8Zl4/7xhvd8vGPeNx8a943XxzvjSfG1eOGcdQ4zHxhpgnvHnONZ8em40LxivjkHGHuX98bb44PxjvjFvHneO08Z+Yz3xgmD/Rol+M18fb41Tx1rjlvHc+Oscdk43ig4ym0lHb9348ci43cx9FjBDH2WMp8ZHY5PxpcIHqMKeOo8b842txmnjd/HN6MeYY7Y2nx37jr/GJeOr8Z948xx4/jsXHU+NP8ce43jxkvjdEGy+OWEfn42extPjSAgM+OQ8YJ49DxkfjVvHbSMPUZIYwgRhbd0bHuQMuBs95nru+RjmFGgwP0Me5Q6I+x/DZi7AkN+8y9Q6Yx7RjQAmMUNB4dCY1lR1WjzRLTSzaLzYYyRRg/jH/HmKMYCfKo+GxyqjAC68BPzccA9PBUG1jXkHzKNdqM8IyRBwgjadCi32usanI+jx4NjlHG6aPLYbkE02+imjWtHFBPU8d4E6AJlMjwrGj8MkYbEQ+gBTKMyi9u6O7PqEsJGuo1D8o7E52z8EiaDpBhVjvHH5AMmCcRzTz+he9RgbleNKCaAg2+RvNjkFGC2N10d9o/fxm49/5Gn6OJpnPjGYJ18D7gmoOTv8ac/ZHR5kj8lGc6Mufugo/nR0NjXJGm6Nmsd0ozgJ7sD0jH1N0rymoYwox0gTSjGfENtsbGw0Xh77AmO7LPR0CYYo1Dx7PjTAmghMmsf2Q6fkBvDnP1LyOfXrMYwwJwPDc/H+BONAewE7yuvldQxGeyOoKBt5i4xmVdPXGk2PvHEFIxyCR1j1LHuJSudQJQZ1BoFjclG0WMLMb4EydR4djb47Neg0rPG44sJ1mjxzHb+Nsse/41Dhzi2WwmoWPvMeBY/sJhJjzAnDePs/KiLfU804TKLHNWNBMYuEyGxq4TTfGhYjr4LuE2sxiLjoZZNmPPCZUEyfxnVDVBYEST3CZuYx/R5i9ZTHZuMk8fSvUCJ7XuXwnA2NxMb+E9ZxjLjdC7bhMq8hBE+sxqmjTwmVhN6Cbu4yiJ5UsaIm4RMMwa6Yxvxjrj/j7NhPylkBY9Cx84T2ImSROu8dNA3fVdLU9LHrmMYiZeIwiJmkTX/HMWNR8fpE1qA4YTBzGHhMVEfBEyCx8vjnPHuRNG4fD5kyJt5j/ImwRNsie741yJs99DInw+boie+E5/h0pjQom4BMiifSvSDOtlZ2wmqRNLCbmA4iJyETUYGDBOY0c0vSbRkdjkvyyFQpgbcQ6ZRsWj4+H7WNlbu8Iw7R3/jFombgA30Yno7UJroTawmYaP1cYtE7f8N0TK9HCeM1/uT41vRgQTO9G5F37kaME3Fxto9NLwLaOboewI95B68jcB7z6ND0fWI022GMTZBHdCMCiZlE3Ve6gjNdGY6PmEZgo6kJt7dZJHlgMgVDTNAme/1jrtHT0PL3oMIz4JhQjurHvaPJCfro3TxtIT8FHy2O8rqS3QMJmNj4Lb+qzC0ZlY8ahwz9pqHHBNeMdKE9jx+FtvYn6b11bvVY8Sh8l9tYnGSO+Ca9o4SR1z9BrGZ5jFscuXSWJ01jWAmcWMVHocY+sRuzjgNYkX3p4b7vY9yaFdcxAqIj6oeTE6mx1Djcqok75l0elE7OJyujubH6xP5sdzoxrhpkDT/thRNWQYDo6EJhvdN4mKn13ns8Y/8Rh8TJ87wKNR0b8E6+J03D74nZP1Q0eNYzihu3JyNZ/xObHszE/eJrc9j4m8SPPifAk0kJymdF0A+/DQSZyY+uJ6wjtnG8UG3iYzE1iRgMTwEm5CNPierow2JpcTkEmrt14SaLEwnRoujIgmqOg0qS0gL0utkAUEwPBP7gYgvXOJxSjGEnFxNGQatnd+ANl91Mw1xOtieYk/dxrygd+QhXQcSbdAGyAW+jGdG4hMfkYSE3qxoXdOJDNf2fiZaw+kJrcT5rG2Z0nEenvWmJ8mWsYnmz3kXtwI3xEe2j9xGjJMQATvE3qJ4kTdYnqJMviawkwWJlITrwmJJMNCe7g6oQf/Ozx7kJN6ib4k7mJmiTQkm86PNic348WJwiTMMGjJMntlsk7sJ2IToEn4hMifsSE4IRwIT3/H352pkeGAG4AXwAhwBfAAGwYIAFYAEMsIAAoAArAHgAHgAekdKAA/ADwAAtnfuAeMdyYR9wAEADHAPK5TgALwAmgAoADwAMeAXgAjgBzZ0ngEeAKBgBgA/D6KAD8PrIAL8ATAAcwBMAAqABgIEKulqTAo7UACngAkyJku4/DrQA3wCyZHkXdzqWeQS0muwP5TvJgGtJ7ITeKwtpN+3qyOAj8PvDLy72RBrSeeo5+ij2Yc0n2WwochOkxgK9iTB0mcL0rSeiOHNJtZ9ewQAt5Y0eKfYJMO6TsbKogDnSfkXdVR2f4a0mtL1RAAx+Aj8C6TC0nbRhzSYwFcQCOaTzkHbYwnSZ3HS0Rz6T+U6uIBrScUXRBkAGTft6VahzSeFvSIHLwNEmR5F36UdUyFtJjAVXBAtpPc6gNzNDJ/KdjLRoZN+3uNrdDJncdaIA1pOJvqgmL6UaGTPI6k5iyZCek60ALWga0nin0C5guk0wAVoAViATpN+3qQ2E9Jo6TFKYnpPzeungLjJrGTrQBcGQXSfynbKMJ6Tft7QZgcyfxkwLJ7xJJ0meR38xCek8TJ0WMasmuwM7jpgLJ9JjWT2AB2oyvzs0vUdJucIBsn8p0iHDuk0dJ1LMNsmeR0awC2k8U+jDYBsm96Ofoqpk/IusmAXMnEgAGyb6AFzJjs9Fsn6dHeJOtkyDJsWDft7vuSvztmva0AFXJmS6Ft0OyYbmAnJh8AXMmWfoxyaeLrAzJaTC27udSAgjVk8O+1oAhywY5M8jr/ZCnJ+mTP0mFt3zevIODHJz2TaAYE5NSMc/RUoGCOTc27in2xAGzk7nJlmTDiGXl1XZnrk37eyDM9cn4ZNNya6ACnJrmT3smFt2myY/EynJnkdS0x85NMybpeNnJqw9UQBwZMOIeKfWpAGWTIAA7H2tACWNJkulHdXMnmJg7yb9vbHMNWT9jG/ZOdydaA4LJn6T/Qmg5PsgGPky8un7omS6BV1ByaWk9PBuWTeQBj5N9yc8DRHJytjfsnP5PDyZAAK/+wuTQ8m8ZP7kaRk2/JiOTEYmg5PkdDVkzCe/KdVP7Ml3Qvq3k8nJqF9GMnO5MjIblk69JuE9ccnbJjwKZ5HcBsNWTeU7BZNLSa5HS8u7BT+E6VZNEKc5HTuO5eTqY6uZMUKZ5HTfJiOT4JGFpNIKcqPXHJ8LejCn8p3MdHXk6zOnkd8IM1ZPsztaABj8Y0dE4ACAC2AHsAGwHdsAT2H0Vg+JnZqI54doolBYxPjPjB9AArBpEjazodIN5XxnuGWEGSTgZRhgBRb3FHWqu0AAAsmlJ3sjrgAFYATkdKABiABARBMUz4AcxTlin4ACcjrGAPAAOx9swA8AB4AEWPWpOzJd1imzFMWKbvCF4p2xTHgB7FOOKecUwwAVxTix6maTGKdMU/4pqxTkSmfFNWAECUxAAJxTDGBQlPDAFZuBEpmxTsSmXgB+KdiU/EpxJTLim3FPDACJYWkp7xTlinMlMxKbsUw4phJTwSnklNSAEM9EUpqJTpSn0lPlKaCU0kp/JTUgADLBKTt2QEQAAAAArsgAAAai8AVad8ABl6AMAHgAOrpM8AI47pXItAGGAHy+JSdO5HOR0AAEkXgCcjuIAElusAAYwA/R3wABoAGgAAsA9incvCuKfgAL0pv0dVgAZXKjeWGAC1SJSdmidulOMAH6U1IAQZTwynRlNnqQmU+uARY9gnwOlNMAAmAF0p65TAymhlNLYAeUzKOJ5TUympACALouU6IAbpTzAAblP/3p+UzspsZTAKn3FMeKZAADQAD5T4KnvlP3KZhU1YASZT7inwlOvzoAAIKrTp3I8PINAA74BVp3sjrm3QpBpgA2Kng4OcAB3IwAAeXmU6tOrYAKIB4ABxQDQADYgfZTnI6HojVKc4AKnJt5TTABulN9KZRU78ptFTGKnhgCv4zeUx8pr5TtymoVMjKaFU88pkVT7SnX53cUbFg0Mp7wEmynYgDoBFhUyKpmZTr86dyM0AAAAOIvACR3fAAHcjZ4BsVPuKfOUwqp3gMkKmgrBkAFVU1kgcZT6KnZVNAqdeUwqpicALwA5t3KqfVgLap9VTDqnAVOcAEcQx0p8VTyKnJVNLyDoAPAAdkY9qnhVNSAA2nQGpz5TQanIVMhqbDU1DICNTjqm/VNYqcyXQfgV1TUgB3VPWqa9U8mp31TIABn3RKTs5HTuRvld8ABVp0cZC3AIDOsqTSyniAA7kZQABuAEcdmyntlM2qYMne7gfZThymAgAnKbCU4Up1+d4sHOR3rTogaC8APtTA6m0IBhKflU5ku/yAYKmmAAQqfkXVKpv5TTXYNVNRqa1U5kuxFTsanp1PfKYTU+GpxdTfqnzVMrqdNk0qpnNToSBvVORqb9U86pzJdUwg3FNZqbnUzKp/NTN4GOlMMAFsAF0puNTs6nUVOPKZ9U4se4f9YqnY1MzqbuU4Kpt9TJ6mQACAMaUnXQACYAdAA11M/qdGU3zAeAAuKAmAB5qY/U6kp1+dFAAJgAogHA0wMpzkd8AA5t3xgBG8okpvYAbKm56icqcA0z2pvdTgamINOvqf+U++plJTtSnX50ZqbdUx6pm1TR6m4NMpKfHUyAAHVT+qmpACGqeNU6aplJTy6mQACTqafU+upyVTZGmF1MUaakACs5GNTOmAINObqaTU9upwDTZ6mQADDqfWIBhBhTTg6mClNGKYVUywAPlTLABSNN/qfI0wBplCA04791PZqZ008JpvTTaamEVOZqZmvXRp3NTMmnSl1KTr3I4wAGBTr0BWZ29KZ3Iy8AGlTdKmGVPQaZBgGgAYYQbKmOVOtKc4AIoupSdymnR1NSABC03y+ApTPGnDNPXqf/Uymp3jTu6mC1OgadQ05KpmVETABoNOSgEY01IAWNlSk6KVPWcGRfX8ALYA7I7v32rTr8ADwAdoAawAjVNngENU8iSXqT2gBllNEACZU7DANAAC2ACNPVUeC0/2pxTTQ6mOtMqaZqU/CpgAAcqtOzkdBM5PZMgAAG00NpvRg5KmzwB9afZHXuR/VTwwBgW1fqYlU1ap4zTmWnOAAOIvE08+pwZTUmnszIyaeFvSCpqdT2mnoVOxafzU4HJjbTAmn41P4wETUztpkTTa2meNPTwBI0wKpo7Tumm4tNzAGnHaupiTTG6nLtNbqZu0yAAWIAb2mLNMHqZVUwxpmTT0QqOlMA6ezU0DptVTq2nftNEaZAALip/FTIEBCVPEqdJU8wAClTbmnaVP0qcZU8yp1lTeAB7FP+acWPWfAacdIGmwNMfaZS01BpmDT0Ontn5KTui00JpynTCWnwtNdaZHUxFptpTcmmadMraZk00dipSdF6naNO06Y502ZpzpTPSmtNOPaelU8dpxY9xEA3tMaacF0+dpl9T7OmftPFSXvU4+pzbTMWnntP5qfEANOO+HTBKmiVMkqbJU2jpqQA7mnMdONaeEACypkQAfmmfqAEaeggG9py1TL6nIdN2qY50/Tp7rToWnOAAM6emU3JpmgAVum7lM26ePU3FptEAEuneVNS6cO0yLplXTix60oAGaZ507LpgDTvFTFtMMAAD0/Op6HTb4A3tOBqel01tpr7T0mmftP+8hBU37ppbTMumntMmae908xp97TSunttO56fzU9AQYDTsMBwdNWaeB02nphLTZMAJgDC6dj0zJp80g047i1OlqfLU0QAStTVgBq1NSAHq03WphtTcSmtlOeqdbU1YgdtTRymu1PDAF2AP9pnnTnunodPZQGnHaxpg1TlWmuNNSAGAgBLpqfTnqmq9MAaa4gBLph7Tgmnw9NxaY2QNOO1AA9I6a1NEAFWU+sp8qTA+nQ1ND6e0ACPpztTTQACorj6ao0+ep3YAl6nLNO86Z+02IAX3Tmmmk9PK6eL0y8phLTBemf9NF6Zn067pxPTkmmU9PXaYA04vgBPTyWmLtP0ACu03/pkVT+gBpx18aaV0+/pqAz6sAUDM+gCuU9Hp+vTN6n3FMFgBgM6TpuAzoanvtMYGfz00ipn/T6Bm4tPsiCIM4XpiAziBmgVNZIGnHdzpq9T1Bn81NK8FD02wZvfTHBngVOvzrG08Np/dTAhmJtPYqam0zNpubTQKn991nafAM/AZsgzNBnuVOvztQM1QZngzcKmn9NiwYMnbiYF4AMJ7FwB9aYUg/1JmgAfan4ACiADQAKIANlTqGB9lN9qeVQGgAZVABGnT4AsGZf02HpnPT0OmuCBf6f903gZ0XTIqmni5KTqQ0yhp4gz8i70NOYafGANhpux9uGncdNDabJYLYZ/oEXOmHDPcGacMzJp78g047hDM0NheAEkZ8mAohnptOzacxU/Cp2vT7hmg9Miqd9k0pO2cAEE7u9MrKbWUxAADZTl+ndlNtqdx0x2p45T9+nTlNAqb5GEpOvldO5Gd2zwAEpU/yuys9WwAd2xJbsK00luzFTahmrABgAFakyfps/T5RmL9PNqaqM8Ppmozo+n6jMAXpnHeYG+Rd2smPN7LSbTk9YG/GTG0nO5NdgZeXfnGOaTqcnfkMnSfFk/vJvvDUsncCQXSfek+sZwKjrQBbpMWybxY/aUH6TCi6dx3QzCek+9JpBT5B645MPGb+kzrCAGTG0ngZN/yZwvWDJtaTkMnSFPrTu51EPmW4z8MmQTP6afwyCjJnkdbxn4wMozABk08Z/2TEcmuwPzetFWBbJzOTvTRSZOCKZWM+tOymTjMmaZN4mdz3TdyLYzc8nGICMybZk1Ap1Ez8MnaZPyLt5k8cZnC9psmhZN3SbGKKLJrGj4snl5MKLtOM+vJzS9csnLjPD/uFySjJlWT1Jn/jPcUdekzhe7WTlxnXwBpyfYU2KZo2TbxmusMKwcZMxruhQA4cmxTNbyeJM37J9UzeMmuwPOya2M2NJhWDYCn/jOeyd/YIzJh2TvJnA5OzAgBk9rJnUzCcmo5MVyaoU0gpxOTfsnnTP7Gc/Ra9J3ATfsmx5Mlyjzk83JquTFcmS5NumfLk9nJgmT1cn65Omybrkw4hzhT43x85Otyc7k3NujuTC8nu5MVyYQ3X1WBeTg8n15MLbtHk6GZieTy8mFt3TybtMw4h+b1+ex65PTyfzM96ABaTfxm8ZObyfZdktJ3eTdYB6zOHyZRM3/Jk+Td+Qz5Pzeo1Iw/J4p935B15PEYcEU+sZx+TagRn5MYCummO/JwuTv8m8ZPfydWaOvJgBTUEwgFOZLpAU9cZ40zwCn7NOQKfXkzApwRTGCmXl2yLHgUygppaTaCmxPgYKfm9SXwnBThcn1MgRyYIU+zUChTJCmKFPkKYOk9uOuOTFCmpZN0KdaAAwpv+TTCnvEksKaoU3KZvGTrM7OFOOJn4U7wphmo/Cm3ZNcEg7nQtO6kdtI6AlNZSekAAuAakd6KnpAAbgBHAAsZ9Vdi5dnbq6RnYDMwSTCztOQlMBBgHQswa+wHdlmIhX1lcdwsyZu0cAVlR4KiyKdYNoU8UQs1FnFpNkWflnRRZ7J4dFn+aiV1HgDPXVJPxeKQ8LO8gDhbRbGHT9CLRi4MZSFGGjxZ2oA6FmLYTCWepqErkhqQ3FnyLOI1B+QNKAE5gAAzm3BKWdks0xZjBk/5cxPhIIedqC8gd44xrw1LP4WasqLpZ7jMym1BYiuQhMs+1MUSzzFmK5Q67vooCysl6q60AYS3WWaEaHZxtxg9lmsUi78eRLWJZyiztvG2SC/5x3463xlz0hlnsniA/zJGi9y6IIzad/LNYpD8s1Eaoa4spAwrMmnOk0L/nDWsGEBwrPvDCwDkFZ3izFTRMWBncZ7LgAGA/ATlnTpg5WdolKDNEsIZo65fqFWfQsw/03AVZVnWVnMtEqs9lZuqzPCApLPOVm5XA1ZlmkrKyYpLEu2pBLlJSyzclmuXY9WcZBN1Zvv438Al8AGWays4y7HqzfURBMB8sOyBlKMRlkzFBqAxWWYpdnwCx76L4gxrOc0ispI99D/OiYB1LMDWao6GGpGl2aqoX+NyjELAM5Z4SkdF6TrOpGowuf+h5QoZ1mKXZuQdus156ZItDDG6Oj3We/xJc+yjZYRbC/wtCYz2O9ZipoWomicjYkK3wes4D8TXlnzrMN7pBs6cwMGzWkxmCV6ezWsDM6DcI97xiCWcoQRs9iQuVU3nHwbNFWYo2XFVKSzAAYvz0Eluxs/jZuzesNm9e74YHas1C0U3ugqJINQABnJs7FZyizC8AZzG3TUgw1oR17lBNQkbMM2bznV0iFlZk3xK0AU2Zcs2TZt9FoXtbLM3McJs3E8KvjlrlqBX9Gg2Q5lZ7yz2Tx/SPQ1Xs9ODyFcxUHIxbOUWZzHdDVGUswtnJAwE2YyNXLZ8vZ0Ym/ogsrLrtKLZvWzENmz0gacdZs+SskWzpW61bPy2Yls6c65J4CtnZhP82aSPdLZx2zsXtD6NHgVds5o+nimrSQpbM11WnLbwu4Kz5zJnbPcrjy9v0ac7wPtmn85V8ajs5vaeXjKRq7bPnMn2RN2UP2zUJg+zj/xjgMQlAAAM6dnIVjR2dXQwXxwzokGpF+OBWaxs8o0ZYo2dnW6qnsDzsxjkAQ2bjz87PQTFbqlrZ5bxlgaqMiy2fNswXZ6zqbVna7NVAVWkK3VWKwq0gG7PgslAqFBECZ5g9mEWjBiA4GAeETQiI9n87Ntgins/3Z0jQilYMSE4kPbhHPZ89jRdnBLOLrvBuMUfEOz8Exu1072Zas03ZuezK57u7NMtHzMUjx151Tm697PhXxpOcy0NctafGmeP02e2aF7O7UTEER2O0HfA5EPnZlGQPFN6shVvO+tpQYNWdZhAT7NnQFcIEjxg2YCLRcrA541x49/Zj+zfM7gHONvPawGWUiBz7dmycQknOQcxqR4KYuVgwHO48bkXruAG+zuEwoHM9lPJ44wGR+zb06k7PkxENrMSDFo9yw1weXvTl3sxNZ76BdDm4kmqljHLl5AfOzNMV1HnTDRKwBSWN3YHNmrSw8OcKEeyc7W+G+oDzHP2Z9LOnK7UT99UPhOQTI4c++OwHwcxoAfCW9zlGGzYLcAnQAQAAAAHpOR17kbPAPYppLd2KmdyPiwfgANip+AA74BW9CrAi9nfQHRCZDMQy9iAZFUcw/OzRz2jndHOcjv0c4Y54xz8AB+jMEOYCQxdOiJJeEybHPpGvZs1451yDKr6hrPVhqaXb451BzHVINbMrymxoCyZ4Y08RBylwtCdic1/GfhzYPRonOfymSc9Scg+0zKGKHOgB3NA/fVLCAJQoGHP62coc37OiYOT3KinMcOeLcEzR2XJhMGfwJVOYeoDfqTvhxrpoP31OfEc+TEXUM3pQDrDNOYJBPrDMPwzTncnMaQaJYMl7Z8gX3KIGwjObkDO050AO4znprijObB5VR0Qb2Q9mz+OibSCcSKOrZ8gGQyABBOcNCGWUhHYtLDL7MbOa2c3s56fU2JDiHMhPp7mLsEEAAajnHAC6qb600ju8xzlFnRVCt1QB2I3ZhuqqtmzbMYMkQoMfZkE6eV8z7Nl2d17VzZ6oY79mtZjYRACFrA54FzjJZw4BAuesMJAGbn6kTm5mj4/CgiPCQVAsn/6keNB2fwc4w5kCIKLnGKrsBggE9i5qZzKs6AXO0AkaOCZLVDdp2Z0XMlObILGTQUlz/dUt9JVlMmc3C57ZoJLnOylk0HI2f0aK6zgznMNlsucq/VRTP/jlX6OXOLti5s9YcQdsftnRVDf2ZpoGRECds4rmG6rKgNScy8cP2dq/hG1YF8f/4wy5kiIKV9BSwbHDrtMq5v5zzzReXPvkIdCM/xw5ADdnyROf3FumiDOk1z41mKXOxnvM3L6e/00cZ6gHNC0Atcx3ZkoyNrnyLQ+nvgc8qA0CAQTnfDL4IE/Rbs2g0BPFNNn0cOfT+KN8MY60+C1cnuwAz2Js5jFzTowVEOqwZUXg7ABBYcTnKJjLWdtqOOJZgkjExXn6qjvnGI65xcVdAGx6OziroA0yEHNzttQO6MlEdFhliWXpkxbnxai8eDOw6Z6A0BzbhMWR9Wb2s+LUXS9iAZTLPiikFQDOYoDUKbnq3O5Uc/ReXwUWGfbnH7JVueyeGa57YYvEo0egF+hHc95UZ/DRbnZxW+lkbc9O5+CY4bm63Nb2Ybc+O5xizXrmRmyq3oHEouYvBZMj6BxKPsh7czaUXqzkfJp8H+yxD5LRgqNzlrm5agXuYxw/6aC9zvp0M9ieuejc2ZCenDUEx73PkWnfcy+MAhYz7n/rM2lAMWaxsZuOZt0rgSyWf/c+cyHsTwaAOLNfjCdrZu519zh/7+JSkWdL4cM+1mzY2xj3Na1B4PTRZqM0NB7nkRLueVY1+MCcTbkw9AYfuag83B5m9zLtR7wMMqWnwU6iX1ztar3nO21Fbc/Ze1TmgV7uQh4edXSGO57lzhTwOPNi6PQ808/A2kdpREjxqw2Nc7vMNjzt7mgt7eqlFhj/9WhETbmvXNNEfzc6XwhC5C6pRPOSnqVyZW5wNGL+6X8PKea+bgi21Zz0FxnSjKeYHEswSbNzO/xZwO+qgM87VRpjzosNA+NzudVqLx5o/dDbnV3P6wik8ynYczzznm3p2uudU8wjbMjzTrni71ScyF0dqiRO9yIQZPPweZdqEdB776osMwvN8w1c8zSc+wDgaM0gMYqrsc+B5+zwBzozsPRgDXuC6Ru2Y5DmdAgMYC9c3eWZGs+EArPNc2fHEktZ/qzqqJYGOH6FINjruz6ewXnyPNkQbvRXEWwNG4PB8vNs2dPAHZ5zjoLoG4GOzio6883eZTzamFeYj6eYns87dZZ4NXmnXMW/CMXiGjOWGONmd6wcOeYbGdh6IYhXn+cnzebIs0l5o2onzn+3N6nvItEO5xQ2mXs2vNy1BXKFKMJFj/pp9vPI1j9c955sFtFn6dPPd2kg8+bJ5NzpXmHm4XeYrKBO5hMkpWRevPkieG81JZ5qjRLHaEi7eeoPQC5isT5FoC8BkRDwcwDAWTzsDHoJ16QnK8yCXbLzd3mtajbgdpMIDS8TztjmzvN8WZI88jJ+K+PwBkJjmedM80j5/WE35Jhcl8ueh8825k9zHcdY2jludU87WwMDzW7mcPOceew8zjZ2kI5nn7wOxeYtASWqr7ziGQX3O1eYs8/g1afB02NiQjKeeI831WUjzOlmPvri/3M85F5zugEXmcbP1RFF88GgATzn7mbIT8edamOqQAzzFZZa3NYeaNqMvgxdzyPnq3MK+YF8/z+vSEfACSPP8/u+8zD5p5+gPnwrMGgOns6JAINzdrn4HMOucDRq/Z8og69nnbqY+fR86r5ig2rXmTfPq+dhLGp5/WEGvnHPO3eaJ8yc/T6zWDVgPNe2Zyc4T5oJz2nnCPPJPGNczFZ2zznvnDRgJufMmEm580YSMx5zME+aHCD959ZV0oAecNfUs69DeIrHz9z8JPNxefE83wbLXzAHnFPN7Ub0hKQs2dYO1mZgCB+b489e+zrz+sI4aO7ucc6ln5kwyQDnnqXfQCAc0UcWVzToxg/OzZDXuIP5/Sz5fmIPMXedg8z06Y/dcxwDPPRGw+pc3HIjB44kePMJ+bYg9hBiiDBz81/OGefb8yv5mlj3XnEi30EsrQM15krzDfnR/3UgiX883HfVz63m3a31+dk86Z5ydQa9w7/NZeYJqPF1K5zBIBelOrTtWnfc57MIQXBVfM1WaCAD/5/HzrezEMgv+Ycc+/5z/zkfm5cmCW1+mhbCKALyhQQAvqObAC1/5h8Ipi9qoYL/Ay8+VDQDI8AXHACIBaCc5cxcbzg3piJh4BeRrJEauUYWAW3/Mf+aQC+8AN5iL01/PNCEkIvZRGTALUgBX/OcABwCyF55cSqOy3GMkLMPo7zgxgLnABmAsgAFYC+R5qRGQMmPbPH2mnFc5EDPYZAWWAsUBdwCyt4+uzKi85Aub2dIC0wF0ALMgWQvPUBYkhKVZw0YdF77/NwBZUCwgFtQL5Hn1N3lF2olOnhkwLegW+AuqBfAC+oF+LzLYAF/i2Be3wdiAKQLAgXDAs+eesIZn9Ne47gWKvMWBcuc1YFygLe4RTPQkeczER0wBnD1/mnOP6BewC64F06YAYGOI7sBnEDpwF5QLlgWDAvWBdq80UbGgTWgXD/2zwqycWuEZwLggWO7NhRPx85mIgoL8uSwgut7t8C8kF/wL2qIU31ZAVD8y9B70jPcxcgtRBf2KHgtaUs4BwWgsnfDRczI+8oLkQWUgv5BeYNsFCN8I3MkN3qSBYiC+QF3oL/cdIWWN9HS89SCKYLPgX+At5BcRqC8vA1zBGylgs/cYCczkF0YL0gXxgv7FFE0SR54vGuwWBfOu3UaC9sFsrz9nV1/jtue1RIF1c4LIwWkgs9BcqC4zKBJpMBlm46PBeq87wF7oLYwX7guThA7jpIWcE43wXeBBvBfmC00F1VEqo65abNxxBC9ldAELfgWgnPBY3T8/Z6GELL4wvPOJBfeC1sFz4L8+lPqqGuZM8w7Z2jBxwXPgtXT0zxtnVPELYOzIQsVBdwC2kBzyi9gWaTnkhbmC1CF9QLwfmVoML/DpC+H55/zmwWXAsnBezCF/PTPGxeMOQvKqiOCyyFhYLzQW0/MIhZp8xYAGeeZ2HcPPUhZJCyF5lA0B2wH7O7BFVdMSFu4LsnnmCVJ8s8C2fxm2gCoWPgtBObyqVRop7z6FwXvMShcVCyF53pk6fnMxHGhaFC6UFroLgIW2QvIBc/qvUi/g2NJyRcgahZRC7J5yGQqX7KvOgGg1GDcF5ELrIXPgvEiDOw94F52ofoWnsNQ+eZC7cFzULbAXjF5GL07iKqFi9IxXmvQtWhdxC88xr2T7nnCAtJhbFUvGFmkL5Hmar5QTAF3cFMEJp+M4nQs+hdk8z3HRX60wXAPSlhYNC+GFoQL+WHCHbUCqrcLWFysLzoWQvOb0QLJBkF8wALYWm/TZBd/CDiFrZzeGCyOpSWfXcyGFjYLYYWmwupBb6czRIZuO44WqpCFhf5C1ZUIgL5t02gtZcbLxTOFoEL7IWJxXmBedqNMpdC4/vm6Og9hZsCzruuKGFIXsOhx2aRCwmF2/z29mcjgP+YvC6sxxsLRYX1AtQoI5qG0Fh8Lr1ngAt8hdXC8gF/gOpZHzRifhdOdbuFt8L1oWqAsECbqUE+FrsNYuiygtnhf3C/0aSEu5oxkAYvDRXCwBF/6DaPRaMD/kKQi6bZ0ML3oXZwuk1Dx84x+tXzo+7WD2s+fQixBFscLZ/GJvN6Qm7Q99BeCLuIX8sO81EXC9vZvrBlEXcAuW2YsAm0FpiLEm4GIu0hcPoz5rBkLnEXGj5/hZHC3eF4iL5YWa9A6Lzvs8JF28LmEXkAtZuabkAv8KSLQ4Xuwv/hdRC2m5oxeYkXkPNnBZUiw0FhSL0IW/CPuQfVGNpFsSjGkX+IsSRaEaNhFvC+a5iemimRfEi++F5Lz0QjPGzPBbOC3LidiLqQWQQuxVDXuM5FnwIjkWO7OrbsRLu+QxO9E+iPIv9xyAi/f8ZuOgUXowuWRYQi1UFziL6kW9ITEXLG1v5F/YopMj/QsyzvFGAlF4MLvIXDItWRadGB8CeWIlXmxcnThbCi76F+26bQRwDhKcHQuO5F/KLsnmL7Pe8hEi/zkp+zp4XMwsd2e6cm6F+NzD5CdNhxRfQFPWF8ULLExF1300jai+yF+Lz/vmYIs0nNEbL1FkiIxW6q0j7NCM8wkFgyLGEWMovaoiE3M15g/B80X1vN1+fCC+lF8KLFz6qvNNrGH85tF38Lr4W1ouKRfyw6B5nf4h0W0vPlRfUCz3HQxeaAWhovsub2izNF9aLGkJ6TkgEIv83RF9nII0XrItRFpYMnZFhZon0W3osihfC/eAUq6LD3LNiS/Rf/8xFfDcLbkxSJDbhY6PrdFoiLPnmlYjI1hWc+gs+GLn6LEYt8Rbui4pF6oL99m17iYxdqi9NF2GL/cdrCHrVmei9Z1ImLIMWhCRMdg/1A3VWgL5gA854GaRrqmBFy0L9UWWajbuaxSC1R/00yoW2Ytoxfxi6m55hjLwZKvNyqipGGTFmmLK3jsFBtBZFi+pFrmLTMXmgt2XpcwG0FmWLiIW8YtSxasqJ0IKGL2dUVYv9eYxC3VFyULqQXiLkCTGxi2H5jPzw4X0YtKhcsDboFrvhpsWn/NGxe5i6qiGvzh4Rgou2WcdQELFr0YxdoZbPoLMqXU8bJ2LZtYXoOuxYh85SF12LksXtYsNRar4cZ6Bf4wcWJYswxaVixX5nqzRFn9nS40ftKIDugOLhoWOfPKhaRmBL5lvj2IXNItsBZZizOY4Bm2cWrbMZhcDi4sFtID53yKQvlhc6i4rFwuLqbmx0ONHz0hNXF6GLhEXI4snP1gi/HKqtVVfGW4sVxaTiz55mvzEbnm+EopB7i2dF1ILgXmeyYL+aiLcPFoWLMK1EouZiIni8GFi0Le4XyPPMiWis6IFkUL6IJjrTjxcCC1c0CYsJvDkZRX2dWi8bFiMLWLnlws7/APi+V6T2LD4XQnOl8LPi4bF+SL+0XzwvHWZTC1PcbCL+si14tVeekiyovJiLqUcC4udxfkswt4qdzV/Sf4upxYHiz55icVaRF9YufpBAS4Al/uOSAgNYvUxcPc1DFhmLc8WO7MfUA89ISDGvzlPQhYuD4bFpCeY7upmCXP4tVhZ8832FhLUpfCCEsyzsTi3glouLnEWtXODRaqaOv8DOLN8WIwv0kvFTpOF7gLidmI4uVxdVRFbdbuaofnvotICYgS80F3WLzKHzRj8Javi04FzOL88XnbOiG1oi0SCCRL48Wrbolxeai2N+2eLoiWfPNq5PrvmCFj6Le1HSEujhfwS4fRhOIV4WX6OhRa1i1/FgULsIIGECSJbOwxU+zRLAkX8gsXPwEACJ56DIMnBxbh2JcMS2QlnmL3AXVE1uxbcS44F7kACCXFgtZVJQNPaF/iUPCXnEtaJd8S0X59xL5owNfPuJcsS0ZFp0YWomItaqhbvRbjF6JLs0XGZQe83icfrFpu0lsXr4t7xaEC8a8f4ubYXuQj5JdwSyEl1NzcJbcwsILLVLLmF5JL90W8ZhQYYfs/W2OjzBNRr3NOudVdLbux2gsAMsf127vxc3PB1W9+zHVcltIfpA29Zr1zPIHAwO3f1WA7tAGbzN+7/0htheXEgOokrAvXnNxjuUcNmH3BoNz7EGYVoANThlLJtI9zO/mT2jEgx8zHMET/UgGQVvN0ije+BJgPMkPZSJktj+ZeBHy7XXdHSXoAafXKOS1u5+5D2YBJPN7mNtWlU5nb+bMWmSWU7shLvy5z5OXP6dRGagNAkNvacfIhfmgew3cmOQwj58FLn5h68bG+ZP80bxmk5JwJf86G9sFQAc5tgLIyWpEC3fwjKPIh7pLK9nECQFWa3s5SwzSTPcxmkvnedEE60UVys7bZgfOkpZLc5F5r8L8vnkQTf/C08yzZpUskGoXqqoxcQyDSl6tzTL6+UwHFjVhmbRxDUc9nLbOiJHBOEnOgogyvmWPPlJYHFZ259ysci8O/Oj0bR8GT5944fsBzPM8pcyxH/7fF9XZhWN7bJfhS5h0e5DUiALgt6pejEzpFlVz+9mRR3oYYHC+22GZ0XKWT3M/IZXXfsl0Noa2HinMtJfyQ+0hs8egRqcfM9zGOS7E46ezkEA2UusxfWC7+EG1LWtR1f12VFlYx55in9WEA0UtCBY0897/Vys3/SVosSYGGS6ph7zD/jSopD4+Y1Y9q5o3YKKQRUuFzA7CUAFzPzO/nxCq61FeUGlfRAkFkHTUtG1El/UPbDZL1aWg/3nOe9S6F5xlLMcWozR3uLwQ4/qDvz24Gl6OBo23Axu5+PzuqXJMiRMZPiy9/WU9w6XK0t1JlzTD75+tMfMx2ASfjGi84JR8aCG/nIQAQ8txS10icChT4wFbWi3HJE1I51ZLa/nuWONeb3S+aRq5LTowFV3AxeOi4uulz4r3nBXMQAcG876ls45yhRg0tPPw08wDF9TzFGyiGAGecHqGthv/2n6WbuR70A4c4x5oK987nEUtVJYj81nF6zz9KWozTWef9i6BloQLDvmHqD2WZ2c9Gl7RLFstNYvoLMC82M8Wfz6GWbmN6QhlS+mJ/tLWzmlosoEhyjNYMOwLq6XsyjEPti9ErkhsLp1mvXPXVE/1PfVdg2UqhHktsBaKficJ8X6ppYZIjOpcdWIWmfFYPaSa5iKElV2Fn5j59cEZm46D+ZAy4WlgdLPoxsyRupdiSeE5+9LNGWpQsY3AEy9B5+XMaHmdks/pdwHL4kiz0MzpG0trpbgwQHzNqDNTm/kv+QbGRIalv4EIo6Jbh3WeGS3QB741t388r5cdBm84YhzsJR8XOvRi3A/SwqJrp5b484S2OxdXS8Jl9ysMCWiYtTeNtszBlp1zSCBbYxp3voJcVZgjwH6WU0vy5MzS/jqsUTauG57OEZbYWjlGEtLjSW1wj9+cuC/c/fdLpfCpktlRfwy0aFh3zfrHknj0kBXMQVGR9LR+6YAvdpf1hM+ls9LhWWOfNQZek5uRac2gQWWO0tFpaIAzh8D7z7bYijiVZbHfVax0rdBIJWcAFkgLS2uEXTLgEMEX3NSE1Ac9y2GDf7nk0uz4e5uD9yZ26aCWrMtZxYUPUvF8ZDtgazUMNZZaS6thk9dBYGlsvtrvnXd/Z1r9LXwJDD7NBS/S9ynqYXGXQkxVpj5sx8sPNYGTBMMtH/oCQFeFw2EU0W4Utbubho33pXOLezm+9LKedG/Zz867LF2WyIh8Ofmy4llntYfOSQ3NoiCQy8zFsAC9r6ZckA+d5I4ul5Qo7PnRvMrIfCSSa+BHz0oAuLBz2eqIGfe4dMM6XCqDxcGV83m5gBLXnSad2L0AWS1iIsKYCsWC0zhCZa89qADvzJdGo0sl+bhOjWlyNzhznt7MxoGxIcpzLrLD6Wt3Oc/pBSw66ci0V4Bt7S9Za3c325xESucX1oCybW7czslpSL4WWzMsDiS70BhQanLPGWXtg3edj2Dml06LO2XSj5SgbU5m0fCEDN2XtfMMHtyy+zFs3LLBYRvP9xwVXTVl9BZp6XgssSZdy83m5u3LnFq0eiAkGty8o0WXLSPHnnM1sfP4wLlrOLi9GkxO++dhLJNLGLLNyWFThvj16ANvaV26jaX1BNxpbTlYgSVADcow+stiea2y4NlmyEe2XY4haecacxoJqfzlLD5ksB5dq886x4W4yuWS8vi9GYy7V5o8CNTnCA6GZeveMqA3TL8sAa8s5CM/CDMwSvLo3m7UsEof9NHalwJiiXnaMvlemtecCJ4x099Vt0thKxuwGDlrOLvaWkS42QjNHdFl49LID7YSyblG6s8cUb6A7eWMGTVBZ5yxNcclLXiWdQCp5e4nbkIiqoQw02HOO5bGy1652k421mzPReQAvy2vlktz9yGu8ui5baPS8l1HLumXx4DX5ctuge5yzdq2XavO0sbyo+F02pdKzE+QN65cu5LyRi6jTYb6mgaJcQyI3lhBDQWXaENLZcfrHZUfnUDTmQfpV+ep1ckWw/LX+XRvOKvteLkClrSz+Jb6PM+WYPcy2yf1LywXOcvopbN87KBc5LJORBMsdZb17snl7u0LKXXXiw5daaDZl4gDkDmvUalpdXSz+l1CwMII0wB6WA4c7viF5jowJejjn+xMvX8l+KjmDGVxXJJPmPh+l11L9IGEsvSZcGS5AV8HL0OX2wmk6vMS2c5ujoe+W+CLKlk6QJA1MUTnmWTcuXAn1SyalwlBFmX9ItDJazi6GllOjDqWrCuV5Fdumjl7GzjLDUMs8ub/Q6hlzQr82XHPCTYaWy54VpAQhhXGZjO+d1y7PMdtdZMDnsvvZY2ywh5v9IJ4WA/O5ea5Yz1hv/LXegYVofpdrKcBaN9kqVT0CsKZeLy8IVwQrjLxsyQsJcCc2wFlItYyZ2TlhZf5qMbAD9LNmW1gNjJfaPoml2GAX2XWVlTPAl8xwhgqMzgWbnN3Ocj82651rg8AZ8UP0CY7iwSAVorikXGbOO1rOcxUlwP9ETneiucAH6K8MlkGdCRq2wm5FcDS9iAexz6jnJitShe0oMqZz6lBBw3QAAcBmdC0V25zikX3EDy5lcixmE7BQhYXliupBaWi9ZRe2Lo3wLisnFd2K1s5o8xosWy0vy5mKSyAAU4rLSXZwN9JahLgNl0bLv4RFivXOduKyF5t+URyH5MuP5jN8xwJG4rbRX94s67tuDocVi9I0JXbwuvFetlhmErWQzFM1ivNFZZCwiV5Roezn7zDbpCxKx8gcErqIXHcCVCmbs3SKezLCknlChMTn4CxiV9WzB7mY5BMCvS1G7sC5zlJX/itCBftFp74W6arJWdwusJb+KxCVweLMj7B0RXhbkU6bGeErzJWWktHmN4KJQVhuqGewKSsOOapK9k8I8x28lt0jylbXQPiVoJzpyhf7N4legyGqV3hziXn0SsilbJS1SlylLLBtgfOMlZlK3qV1xLSLRRXM7/HIK9acFUrRoWQr72FBsrHlfB0rz+XdSs8lZ88/lhwWL56Wq3CeleCSy8Vs0rTBtqQTUZY8S1CkIMrliXZSvami5s/LANLL7tQXoA6lf4i+GVs1LhFncIsEwaTK+757JLTJW3SunTCps6/R4KY2ZWeit0dBNK0sV/0rlwJyCs5lfx1Z+EfMrbPnmnAZlcTC/c/OnsV0Wemj1leFK5mV1xLsJW8outxbbK8Il7xLrpWCSveZecK/y8PsrtGDCyvcldxC6BVUorG3nCAtjlffS82Vz4LDLBVkNC2eu+POV5UBOxWWyuqoho8/LakSLazoWUC2lazC4DZiFAwNn9OZxle9CwmVk9L88Gx0v25bPKyfl9MrppXVysAeZGQNvaV5+95WZ7RfxhXKwSVmKDTGW8JlOldlEEeVmsrsnm7L0pODUSxbCACrO5XtEtd6HByFeFsCrcUAQKs25ZxIUOYKmUZ4mswB+sbDK8WV8kEboA+Cs3Ot4K8iR85zPZXaMuv2ZxMBCkPCrutmCajDlb6KyhVoRovKzHLOb2ixBpRVlRz1ZWbyuKRc4kw8h4Yr+zpGKvMSOgq6m5veg3bZm46cVebbOxVm2L9RXtytcBZwlMD518rwyWKx2epaGy0xOz1LBZWcKsrFZkfZ+YRw4X5nzf0zlbPy+gFtT6l+XENkKxbo6NKVosrt5Wm4sijpOKJV5ktwhlWVKsRha8A3ymdZAzfCwKuWVdMq6kFkFlQehpgvNuAcq7ZV0bzre6E8gS+eCqB2APirL9mMwlwbQ3bL5VoUrvpWTysRRegBoXlhTzrKzUcDeVYfCIxoA1zARwYqtrBY9c3RV3SrnwX1wQGua4plTZxgrLpX4ytkVdvs+Wlr1DWkwxSvDOh/K/RVrZz3uW/cPMbB+c15VrKrx5WcquHeMUs6zlvBk0GAVFOM5ZES9lVvSryXn8sOXpa9KxhyEgL4xW/SvtVaNqIf5oAG6xWGUs8U2WeFFV+CYr8BvEl+pcG80iRmarQVXaquH/pRSM5VohL04qVqt9VeCq93HHLLAYW8/M9NEREs8Vzar7dp14t/MCb2VW4E6rE1WRQselZvC5uFq6r8xXuyttVcUi0dBw6CqoXP0jPVZcq46sKjotlGPlifVYS/dVV38rZlW3P1t2fQWbWUlUs71WhQQRVYqffjq+5LJCXEMg6VZHKxAF4VhYVXu7SMVas5MVV5KroPnD6O95FEy5jVnnjYNXTgvQAx6K77Fgmrad7kKsDVfY85sVskreDJ0QCLSAuqxFFj62ypXi1X01eBK6TVz4LlGBuMzPOakI3mmESrslXUgv9eno5MTF6JJ6oW8auXAiGE/lUmBL6GHKhQMxbhq6RVsmrjco70skCuKyxoVqsrPNWO7PMkgVg9nwGyso3wm1AHVcWqxpCSFlEgdIaUhlfEy1bFkqrAJWmqsnroB2GUwT9dXqGWauR+Zo8+sIRUrONmv+Bo1fhq2wFik4d+QkauQXGmxl1Z8krKtX+45uUb0YttF6JJUFXhasnPyOgzjwZ6Ln6QI6u01aNS3KF3ogahXWpgFRmlqxMV3Wra7hpqsTleumOdQdOrX0ZRKsRhZBZYExbirR/7Xouh1eS83jAOyofJYL4sHuZG8DHV9u0mlm+UzaWe7tHXVqCw8CW/au21E4Jj99bIRPNR26uPfVJJWuEZOr/VXFIsRX3RsEwlg19/wWS6tOjD6cxK4kSLzv7pQg11aGCIhlia409n4Mt/VdNq7yV/jaURXa4vO3V0pDrV2WrRBGMLN/pav6enhjpgNdXD3NifGgwIcVrVL59Xx6tBACDopVB4qLhGWDTAu1Zlq4PVpXJ6WgmEsWwjfqzXV3k4axWAdjf1bNk1b56+rjMoVvH2VCXwYGVraLgDWNIQIVY1GPrFneA0DWIGuzJdk2vsloOsiDWa6uFWDsqMvVwMLsINtSRP1ZTq7vVlXL1FmkGsoebVyxA1jEIY3HgbNkNZXq+jV+hLQW84LBMJd2CLQ1k+r1eX68tzGgFi7GUShrrtWdYt1lZSNdFFrhrd1Xd4v/Vdgy6vZ7lAyKWDSvsNefq3bVpErKqWMcgWIDWK9sV1urFTQUPMRxHYDA0lmZ0JFXcGus1bQw4+gNcxuAY9T0FlaSqxw17RLsDXwfP7OnoXfXVuzettWIwvvYCBK1TKKxrEKWlasNxaoa1mF2+dRAJusssGyKOGo1gerWoXhqO0t1MC0FvHxrJDWIQZAKSks5CAIJrJDWNbNqlY3mL8hlqr91Waqt4NfX+LsERSMm5WEX3F1YWq7vV9vgoOWQctXZZwa541gErR5ishKKuelAPk1+Br59kEX3cNf2dGAutwCJ9XqZRKVe5LNU1zHLy5X5GsAeYuORwJbGrQFWCIsm1cca7tl5bLA3nYklvXrcK2z5xpr+lWeqsjVanuNHltizGWXryudNe/i7rABWDhcrmJRSMlma1kl1qrsTWUqsxQfHQ5ometD2TXDqsQqrDk/lV/Z0LsBdmvc1Yeq+0V/L2N6WZE3dvLOaw2lwZrIEQVz2aKsVcx9Shkr+jXxGuQled/fVl9BZKiWg4A71ZSq/hAM+rBAXrpg/Nb5TNJVrkrzzWY0sDUlv0LdNKT44LWa6ufRG8SYzwS1LN3I4WsQNcWkO22YqLKNWLcRbNd1q3ovBF9DkWd/iX+eyYF81rZzIkmzZMh1dIczvAD+wVTWe/NDFaplJS1jqEVTXHnOUtDxgGWFsNL9jWOmsGNf7js8lkggIkW7SjxKUYawPlwuiQ+XDXAj5ffPC70MJCw+WMWu71YWXmC9Bf4ZWWXsw51eua/ISCbDktmuAtygKVa6k12srWqXUUtvxYo2fd0KprZtGhXNcBbshGMVixrxeWPgTFQn8aWkVq8r2IB+6uHVZh+N4kgrzjbznxjP0RPq+XlgaLqBWml2cleIq/K13WYSinLmvBzB9axM15ZrAjWnXM8u0QuDMlkNrYtIuwtWta9a3MUFc9DmWt3qxtcpqz3Ma1rmLXTDBqBCBq56MVNrTnggavaVeja5KqRzwm9FLBj5tcuS2q12TzINWK6vA1bc/eW141rHdmQGvhZYXbLW18crcjXjmsA1bGq+dQZvhrbWSavAtfUa6W1qItkbJ22ttJZqK7nVpyLfJXL72qRbkU6O1jarutWQqj4pj/81hKEdrlrWYmtBtcRKzvAMESlgwV2sWIHFa7OVzvL2DHqcTbtc7aw41tlr+xQ59Cc/TiqwC11E+m7XI/ODFYdqz3Zz6rVbXlavNtc4axT+wKrF5Wn2sstcma4e1yizdqWoTmGle/a2I17trWcW20slzkaK+XV/drrLWQWt9BYBc1hV8UY3MlRGiJVdza1Yq6izU8X7boZXprq0I5e19/8Y0OvEFl0a121nJr88WWbNpuntC2BVs5LJDWAwPRiAfs69VoJLk7W4mtNeZu5J7V/Z0NHXIJBz1cWS9e1k2tTtW72vEVaea/+1qvLjGXvyu0OeVLLx12irubXIJBilmJK10AYTr2JY3nMcddza6nrdBrezWp7hl1cpaBg1qjrqIWb4ie3VWKLG1umzcoxk2tpNZZS2K/CCIunXxDAXtYjC9RgwHwoDXrOqmdZrq+9ia2r/8YrOsnrrlaw+1uGLUXtJCwiReFGM51gJr0lnaSPBTCEs5516trK1nWD05Eb6LH4R0II/BWUH1Di2Xy28XFJzqlXWD2UdcguKF1rVzfyXKXZjvQI2ZOUGXRTURaMFZZdPyJMxtLrZnoNPOtPv4K7l1yGrPFJc8t5ddxSwUIpiZ8AYMbM9NazS0I0XDLZKBHavBVBdgA3ZqFBi1ibKyIEmGEA3ZmjrhUIRGvDVci63aV81L7XXfKzmpYKwEs5pFouhWe7NItAc5A3Z+LjT9w8va2Bqq6/y5yeA29o786r2cygCN12TrA7Y2Cv1NDAsFN1tDjtHGmBXqc2+K53oAjL9Bs6CsFVdAAwG1xAghLXhWHQRfVmCwVugrC3XhOOWefivpSwqqr46WIMOMpb26z3Zrzj7TXfwgZdYsDS91jOrFAZrutyRaO6+ilqTDs6x2Tnvj2Nw1U58HryEwixFzqH1WE11unzsZWBE10+aiS/gVkKzBfGfMsyJvl40C1/IrgjXJAyvde7tMbxnFLb3X0IyRlaY/aj13VEKPWyevSea7c9DZnzMdPWEuP8rNB67klgvjjXWb2uc/K+jH91pnrThHf866okp67T15jretRqBUeskF69V1gPjxnHPuvpOOM471VhbrPE6lE0yJtEExwJoXrBfHPLOlZax6/01/HrqtX2+S1JWfY0/AJvZ8vGxWKrihG6x5Z0uzyTw67Mc9dp65dcMb4ELWvbNpoCWc/Lx9hznPXr6MN2ZJ68mV9u0xvHPLMLdcKgM7h/yzfvW/2uaOb8ALYAGiwTAANHMAAGoaAC9KYAuJe190BgsAq7MpDEzsynZ+PrkpXE+vZNY0c8H10PrEfWo+sx9aNC7r1v9A+vWaHMy9dEUAX11mzV8A/3MshYz6yH13Ew2fXo+uohZUNEk+4Y0pjXxeh/Wdoy6JzTYoCv1irPOPq9S7Rl0WrFeWefoaSdH8xkV4Nr/THWmPfWcCNeYVjHrIxZR+v6Rdi6+U+hdrwdmWMt99ZSKEL80b4/fXh+tRVPn67O1yL0W/Xn3OV9etHWsAVNwSABpXLQADAAPAAaQAGjnEAC2ADMAL312EsvAcm+t39ZX66jl/frI3kj+tSuWKADAAc/rl/Xr+us1bJow3VU0LWdX/+t+FbNS8TZiYsDfXoaoFRh562mJhVz8dma6oyucj89N16vjdKy67SMtdK60xFzGzU2M0OPgNet65xkzgMB3iY7N98dLswt1wPjSA3MBvy8bKK7il2bLNIZCQYp2Fc6qTB9wrUoWtqAozrxs+Vl4Abbtne/O/TUkDHMQHbrddp9Qs5yon48hgzLLCA2vbO/VZzlYT16Jri/XqwsiDeBK07Z6QbO8XyXM69d2611x42z3XGGYt/daoG0sl0Y4Ow0S4NXud7C4bZspr10wjP3e2bQG/K5oYDnWNW7MSDYUG5PMJ2rOmw4dkzIDoG4d1y7refWvbPq9ZuZHINt3rkvn02uFPA7KbUaJHrL1UDBsU5FdC9DVNMrrPXVauIDbMG7IN8Qb8A2jQsPcd3+Xb1/wbfDWrBsdHB6PU8e8jZz3LMgSdBcbS+1szn6/JH1RjfEdnJjflipoIP6gurb9c6pJL8+rErt098sPTsPs/FfXFz8gWcBuI8ZqGznK6ezSgWJeurpDTCzANmXr8vHUBu09bKq785jXrOdnzGtT9YWuIilitLxPXEUsq9baG0HRnHj9Q2rvMzDe7COl14QbadmcS2e2cm+AN12nrqxWrbPF2Zzi0j1yQMrg21rgJ0BLs5PxjwbFyXlKs5yrWG2cNqYb5PXCBvHDdgG0A5morUA2vbMBDdltTMNvIrQg2YhvzDdywCeY764/EpvevDDaSPcsN55zhTnJSsN2ZIG0t5mXrrVn1htXDdMS63VYOt4Q232uhDYwZNANiIbntn+JRmDYW6ytjeZI1ArARugja9swJ18YbuPW8Cva9YwZJCulzz0jX7etEjfeGyyV7ezj4XfprE2d661INlAbGeW1rg+DaxG6V1rLjnQ26VmDDYtC391qW4q7G4htSWckDG8N37rkfmmIub0BZWeQN0DrIo2jQvkRYiE8k8Trr6zXehumDYXK+0N6QbkbXr7PODYEG9bZpkb8g3aitGhY5G1FF1YbrdU+/OR+Y3y48hjXrogmxhvEDdss/sNyXrvA2hhvEjeUaGM1snwjtWnetLNY1G1INm4b+A3rhs11Qny0IF9Ab2A3xhuWjZB6x6NsIbng3hQuaPq7s60NjEbhtnuBuwnUXi50FnnrYo3RBvmDeWG9ENqQbLQ2IxsEDd9Gx11wgrco3aLM0jZfC46Nipop9nnhvRTB7KcKNxEbrTRz2NljaAvcwNkwbkI3LhuYDcbG8D53kbxVnuJQsDYgGzwNuAb+3Wq7NsDcjG6Lx1/OVdm57NGDdrG+ANjsbDY3jRsIZdec3PZ4obFQ27Bt4khTGwwN/0bXtmKBtdDc5+f2N6YbTJE8Bupe2Do0gNmMb3Q2ZBue2cPG67dJMbNtnt+vGRB2G7il6obo/JuyldsdxGybZ6fLwtnHxuODckG2GNyUbStnoBtxjdp6yEuo+gv01F4sMjbDGzqN3sb0rmkesDYx3G+yVuqza43oRtgjeYq8LZw8b6o23xsVbDUXZ9B4OYn1XbBtMFZLG3VZscbpY3EhtBb29C+H1sgAvSmcemgtb2G+b1wp4e42/htSdf4i4RN4ibKVXABslDZFVOhNz6DejWWQu0TZIm4gl0xra9mt7ONjck62uEDxr7E3Wat+QBXMX/6YSb+5jsmuCTdFGwTqwuyTeyUGbwOb3c4J1mibRE2OJvr5dGG3J12w9ak3jSucdZAAJJNsgrLR9hutLZcKPmZkqpzdF6oOuoFcqPjbV/4b/WXxE3tFjvHjZNgLrxmWXQOfyjNFvmE2dpa3X3KwnmJZS5QDUgru5XDQGsFcaq+d1mEjKeWucvKcxsQNiQ7QbnHlMJuOskjK8JR+grgU3dBssZa1E58JrdLapYXfFVOYqg8w1p0oho62Gsb9Y6pElNtKbCJaIptGjs4K2VVqBUbzKnStG92My+nh7KQ5U2DviLDfRS7717EsqAM3KOhLpKmwlfaEteEyQTmtjeGSx5l0Gr0Ez2BMOjapG065s7djfXphoffW76xYV4vL4X6wAh7f2mm8bV38IjeWPmUlCn2ddNNi/dhQ2rSxDufVLHwHPFBW03cpsSojs47tNgVEUZHQ+DrTfOZEZ+lb+a5jzOvlxetG55VuCbdo2QOsX4ehG0Z+nqL5I3A/3PtYPG9YMaXrcw3laiacfqm4yNz/6d03VRu3TcgG1JN4KoX8g0r71NGdo9CN+2r9lQ6Su//QRG6GN87zP03mesnmPOm9GNqybyIHUbCc/QUmxhMtVUWFXjMuPoGiI6LcdfBVO7TpvbBDs4/RehEt3pRKZt7TdhJOCBr6zMIJ6Zv9Ws3GwfR5MgLJLg63B0fF6CaNj4bjQ2L2MVde647qNv7rTthmWvgvTmG2zNndA6Y3VasPhetY3/FqL2VgR87PCzZYJAEcRWbCeRuZtV5Y+EwSJy/2yjyKRMszbLKoyWUR53S6mQtDTZZqI0GuYTAfNul32tbJ6zS8BMkh3nkS6RMY5+TD10I1VSGlstiic0pq31vSbrs3nZuyZcedWTN4r05483Zspkidm6oVzgrVTGxKSd1b9m89ygObq6XTZvK9zB5c2Gykb0o2q8tARadSNScoCj2DG/ktqxkZLMI552zC/BfZt/eF+ZQIl2UsvzLOWsYFb86/EajWrTt1syQFZauGzmh3mI1c2Ai2L5bXfbrNpxjYlITL1e1dCNRXNq2bKRYCmM5daAjhAV4sb8Fwsus4tcd6MCqJz0r42khsTej7m0lForrxqhjr38Ff+YzF1nikELGtQM1zaaLtkVp26zVHKOsJdeXmx718ZwtXp64vGzdWBMka3eb57665sL9YnmyLVpCL9QXvkvQXCbm/l16cVqTHr8hLRd4oM3N5+bhc3cqlHXqb9DyNs/LkzHH5sjzYfm9dVq4bwzI3viGcjALGYVVL9LM2piK/DfIm4pCBK+f43KBuiTR7Kd+Nx/MgVgeyn0Ar9G55F1BbZERc9CKubLIk1N+lzQC3Tsue82VqORs3uDmg3gpsAlaIW4xNi7LcYj+sQs9acG+R5kTcgMGUItkLYbg1FNrK+cC3kFvU4kQWxwN68bZR9SBsiU0CmGb124bZPWd+Av0Ywm428y7L1C3KBs4Mnag2EQ9lqFJY0oB5zYePdfQRRbltX64OvQeUWwXZ6DUX02Lev0G0KgKb11joSfWvUYYlo2GyYtlYba1xtSOzmJOG8JMKCINl0EoDJWdsW0D52xb6fXM+s19ZaM20ZpHdWwBWatpJbssz7Wzn5qjXtJtV9az6x4tpxT4fW3ysJXxMKwSCGKDTLMtFv5CD1C+EV7oAshWG8teuZ+3aNNjNroRbovSx5doy4OV++q5biXENxLYk2gaLPb+eR8N8NdzZaY5nZIQrwvyBmOrpbSW8LcV5lotxHuuLv0KW7WE5pbZ49IQBlLZ76w1N/CZ0n9erSH0b86VotnUgCMXgDQPZehIzt5nZLMc3FRNfcs+q2N1nAbKrGBfSjLZRiyMtoArSIImZuG5bwmfoV9Zboi2Lb0+0236xiU/VUB2XaZvAdBiW14gRCZKFz7jBxLY7dAkh4k551HtCDZLZYy1bdNp5EKRSpvY9a6W0nNw+FWY2hYgMTc6JIMtykjvR7yOsvfQxI6XN0JMbYRmiZ6ubicWCtz3LEqImlvhJfMm+2AHfL+GBcKu3CdeW4QHXJbcS2D3q0YAneljNt/29y2swudxDqPYSDJMDtYH3ZvF5dKW04lxC06+HyVv8uf2W82rPZbax6gVtHLdKczMtz5br7gKSy0YMby/eRhsjZy3hy186UuWwr1uQgX3LFyO6zc3oGyt++qjy3XluTTZaS0+543L3K3G8O6zbqW9uSVLUmS2O+skrcQSzK1/5bbXx0SOnrpWW1aWdq94fM25uylj1W/JIdFb+SHAxsZLdCNYGNmSrNE36AD9KaRW6aWFFb3xzkVta9f4m9pNyPrdABbVvdLfOW9PNsC0xFyBlu+1etW+6t30LuGXcaiDBeDW4tlxSbBE2bVsElc5q1IgIvrFK2Gj4r8ZrmztRyGb2whNgQQQYPmwtN4ZLMa2olv8vGzWxTQXWbya2V7S/j0kcxMLVVbFLtXr3n+wxJagojMJWvY4lvSobjEcJEV0W9SZZUNlre/xBWtr+bTa2ZUMnOqrW28t0bz97h4+TPYft80X5+oLkq3mYt/YfhDBql/tbwYWfNjArd7c8Ot5kbOVH51vjzYo2d6FjRzB/W3+sn9c/6xf1wqTQxn4ADlADPy/sVl51ElJnxi1rf9W6ut9dbx/WP+tn9e3W11JvdbqIXNUvy5hIpkd58pEj62dMtbucLNK+tsnzjZXOtRxLZrc8y+5zLIeXGyv85cZW+Zuql2eaHK5u5odxW28VpCLl77HegJodg272til28G3vVvmbrtKPWUOtbhM2cIvIEheQLzEABrKjmX+uH9cvW6f1r/rO62z+ujeS3c8vgggCX63Smshjc7MARtjdbV62SNu3rfI23pNtVUYIx0mk9WfY262t03L1CXxfM9pasyEoBmGrBNRG8sMwyb/eHN1r0aqpw4vCbbEq5xtwv8mwIRIBibag28zFv0hgm3c4uKAcbkzP6X9bBHGWo4S+d420Jt/ib9G2iNuf9cQABo50jbd62pit4oMthoy8STb+m3fwj91bXW6/1ozbZ/WTNtmbf3WwB1p/g85W+UAS+aAqxFqWdbJ7mMcuNKGEpq2ljzbN3I1kN+ben6z9Zhmb7+WpFtJCm425NZmLbFa3urMxbdLI6Ot/azd+RiUtz9YOs8Slq1b563HNvv9eI2y5t5jb962wF3XFcDRiVt3zb+G3+IsObcI2/lt4zbpm2its9TctzU/qlKbPznaKNxba1qGye4k9VP7/TQvNGnsxuaX9bvW2WvgknsDRrhl/Xu4W2OnMzBba2+L9B7lU23xttUYNXs6/qr/VTW3/uWpbf2BFfll7lonX30gzMBW20oVrOLo22MMCagJ7KQdt5/rVW2L1u1bbP600Aerbu623NtTTcNszRVjCZkgZ7tusTdO23ltzdbF22rttn9Zu24glgjjMqx2AynijOy4hNi+blNmXBswLc0xKuNrsrSE3qxsE7I6+Odl+2WqlYAdsszdalQ9yyhLXHnVeBpVcR2w3CdHbvjXywQzmLIlKV1oarE5wOZvRiZvPUa5v2dMVxUvYE7YLKJLN87zvM2kPON1bJ23xMFmbyzxW6pDRnppBg5pHrn4RTFtEebW8x1wJZz7OWYP092YYWO1B5v9pXWiSjKlgHzE3soqbGbGzFtC7eoc+JtmOzS745dunjeEG4rtrsu8u2D6Ot5cGm4nNmtrj3WYHOo9d5myQ5q4bUH7sP2Qan528R1nAbmu3NtucJGNLLil5nbozpiJQ87d3ILsNsHjZ/sJ3PF2huiwPNh8IO7IDXOZiPrKItxhWbrI2tqBP9PNSziZAPbIe2aAjY7eU5pb0vHLgrnw1uP5jrq6MBFmb5gKzv2ipci24ntuezl/nhCmCjbIiIjZrnLWo2EnEOxfdG5Dtxqzj22RmvXrGns3Ht/lzEriyykTFiR21ikJJLGM3tFvlDcGQCeYkYjfU2rhv94jOy9v1zvb//WG7NCqk95pttnvbf3BIFvUwab3cDZ00s/c3D5sEFd/s14NvAVHsBGRMjdfKGz6sSXbQSGM9uN7s7qql7XVkLhDe6va7YwZFvtiksQ+zi7PN7f72QrN82r5VWdLM2Jca447NkBbEWX+XiddZnkANt8n9dlQWWG32iFy5S0DpwX0ZG8v37cmG/jq+JDhAmWlvKwXS1KgDApU9q2tdvYgHGy2/twdAIuWzURV1d7Y6tty4Eo23EWv9JZv21/GCA7sB2y9tvufQO6o1wzb5234ACXbbM2yxt4vLiB2mxv8vGIO+41oJbZ223tt4HY+2/AAQg7LSXclG8qmVy8Xh1EDGa2qxv7AicmyvN5Eu8O3pVQhDcRm+DV1YDxk2lsugdAejH9Nrprwh3QiFvsjxm/YNpZzAVmRFtxTf6NBN5/lzDXh/ppWHDFy36WPibu+3y7NV8dIi7d19qbCtwyevKHfUO2lfb6sfpZd4NKHZekG9+sAbc42yv3XjbnG7vS4w7u6R7DvXjeIGCnt9Gzi8XBZtc5Zeqmat9WYKcWiBuN7dPMX/SHErazn+wjO7Ye5VNFouVynwTaiQCb725Ed/KziS2QKhgDK/MNz1hGrPzni6TxZYLG6kdy4bC3WUav8zG0a4kd0nbPZSQjsY5COc6HAQCbGlnzUsTsEj2x7LWkMVs2zQOQXKqW/yhjEEBa2cGQl4fvi6hti0TKW3G9uef15A3t/a7+fX6C1t9HdZJYHN8Q7rDHajulTeLa7Cg6MTD+3OCuNTcXkHZ1d4YNAnupvopd6mxMdgkE4x2E5tsHezCEPtqeKwe3NriCVbMW2DxomDPdmS3BHHYMO6Ptjt5JArwnCcwY8G928oMoss2Tjt3HYOO9cdmKsdYBHjvQjauOxcdllZEU3tH0d7cIq+pNk0AgrnV8u27cPQ2PVmRNBu28JtCzYd80Cdi/bXtnQTvQjerVSskXcxo9nmav+HdiGy6xOkbNdVRDskjcIK9s+8kbyJ3HmuV9bcW4xADRzuqmFlPUqcMQMY5pHdAJnoQun2el2ygt1lZtRQRxvyuZkyDOrQVzLJ2DDui1aD4yiQoGLzq3NDuNWZ5O1t45k7lg29RuMLcUayNQe5rK3xv7MJ8EsO6ntqRbemok9srnsZO3kNsWEMp25HOBeZviAZl24TJ7xhVvqne1Oyw1knIiXHoRvB0ccPPV1uqjpXXGeBWVhIFTpAbtsas3VavWnf8y29NLirDdn7TuRTcG61O2fQ70I2QuNVSils6x0anbyjROuu0HrdOzASDwbOi3lBuL1fU5moN4QbaZp2TtzDejO8Kdv7r2hXyr1ZTZ0K2Advg7EEy1Szi9c7DQsd65bbU2UzubbdEeJsRq2bxwm7jmR83RANeBZXbS/XUS2aneVLDz8uRzZZ326vi/SdK+mSAtbOHDvgPQssiWxMd4zLN0A02sWLZKnZEtp7bXR25yuwtBQ25GAIQhoBoQ7hxX1qOye9KxzL381+uT7b5OyWVo4Dia2hNrVLaL7BWd4vL3Z3hzv5nZhG8Od9c7LSXg/ONrdWKLfOw87Ic3eSMznY69FW4c87Sa3l+sjnc5eI/12zbUbWqttI7rm3b0p+AA4sG+tMqdcZipQK/UkqWovzsHf0nO0m1yvrz53XzvvnZSq6fZ2fbt9nA7Pp9eAu2+dj87tGWqHNdl0j5ghd28FQ5WglswXdAuxZtwSjm5AWdFr9eHm0bt89jMs3z7N32cIu6vNrEs2F2oCS4XfPmyut/gLWjmdHN6OYMc0Y5kxznjmpQsX2b+CGlfcsLJF3nturracc/RdtxzTF2Uqu55dqRJYMfocqg2qnOhzb/m30WQqLgC2lDuHrdxCNTQNK+UERQJiRnbdq1Jdv5rqG2CyQPDau63UN3L6f22ZzHTqEgW0skfo05u2sHN5jazXJAtgi7bR3f+PaXYN+PPN2EEbZIoCTiBzH8HY5yvrPF2XHMMXfcc2Y5rZzgl3iVhUAhnMeQdly7dF23Lt8XdMcyp1w5UeJElKuhsGt2Fu9MK7V0H95wJRGpS1mtxdd29QsVuQgGSu0XlxBLLU3ayDZTDGqwZNkDbm8LAfqizeDmNADXK7iG226sNDEV6stcccUTsh1OuGsPDULiQgeU7C3yYj9MfXitXJx/MUJS6wC+V0au37NnCTnG1GXg4SeOy+ldlmo6TXQtu3nYOKPJV9ZQXV3Z11LlaqWz1d9vkk125ii2NfWq705ijZ61XlxuIJb9xDxTKyQrV3qcTtXfquymMdFbFp2RrvAM2Gu6tdzlLx3XzqOpDeHmLyqUWb8B3gOhhYdwCXePKtwaV2KFu1ebv4MDsVYodEwaSSJ1ZEQQQtta7Q13PrtXQaqPDSSD67qOEroPC8HqEPEAea73QBAOtFRcDm87+6ubf13TtgdXf+O89sUNgyN39rtzbZMmC7WrK7m3WQOutXduu5NVqxUv1nyOsVCaeI5jduYoMN365uxanKu7Fd4SJivUobtswl2CHD1nIrcdWXwOI3bmaLtdlq7ARw76DI3Z8m8NNgG72h7wbupFGQJD1kaa7DN3CcQVXfhmyGSqK7v3QJbuxXcMbgyQBK7YPXe2tU3bAtOwh5lrC1lxbuLXYmu9FdzRYYN2ZiJ4kShu60kUm7pQ2/luXXbyu3MUGK72h64ruQ3fjayrdovbSaW2AuehbsqKrdikAlN2HbsgwFSW/QQSZw9V2hMAEVfs6v2ofG7Z130Uvq3YZa1SAKpb28HxnAMxb3y8nR+MyzzmxyvJzmB83HlhO7+iBdnNE3a+s+1tkYbrnW4sC/5zkrJtUQZbSYGnAoIxjB40XdwZbYXtNWtrbBjAJZN6ibBE3cDPWZY3uCeuoKbxro511liCqc6hINbDRcnjXRpJIu68XtowrOSQECsrtiZ1YnK25LnBXcENR3bGS7CV++4a+3ingAIiks4SgffBv13G9vzQR05gQt5KLB2JlrhLQDVO7cJpL4NAd1TuyOejm2y4N74uqho5PTDXVOzvdpk7892y8Kr3buOKFOFe7GC2TZuwcomc8I5x+701xT4zRzYviDTB92MtDnhnOzOcXu57twm7xTxdFs+HbQ47Pd6ObL92OK5d2m5+b7wI+70D387MG8FANBlIZXLHvTP7ub3YPu9A90Rou/BkCSl0gUeqCDGzATJ2vONAPYajAe5zGzxmWiQM3de/+qysuNrRZ3gRuhCmeW5EtyqbXR2qLOjJbfZHcB2jbQO3yYhlVZa1HQ9+zLDD2Caj2bdcu645oxzbRnmLtZhYU69lxwmMv02K+tVbYEe+5d4R7BJXnRtUPdqc+0fDQ7j53uLuBXcEe+0Zjxz9fWpPi0Pbjm5U5s9bNF2ZHtuObke3oN0M7E5aY1vNjCd8x6yZ3rRF3rHvYdf/u7VZ0M7hp3LMRmPcgWxY9mx7eYXIysePeMy9d/S39+OqeHu8nc2O2D0Th7E7XCA4JOae4JRszJz0c2xHsZOfKXFk5pJzcT3R7tLne9G90djPDyR2WLtk7YPq0Rd3VE3j3G9vApCk5ugmZVABT25HMhPZJs7KWUp7Kj3uQD8PfUe7I9kK7tGWYntiOEvYF9yg+0jT2k3M5tekezU94x7dT2Mns8U0xZGlfXp7WT2rmsdPeccxo9toznl3WNslClSEfQ9wJ7VT2ArsjPdqe+M93ybVTRi/OrOeWe19NjObK56hJDbDWS9n6d/YEfTnunPdHA6ojicg57cD3f6gLObac40cQSEU7ZZHAgzZYy47nUt5NwVt+uClGS9ksd9WbHqUX6P2eyee8AyFSAojQEiA6ndSm9HTLB7M1sPnuPPeFW5s9+7LwP1uyhNObKO+JZtsAGqJxxTYkOWe2X50RbVz3fTs3Ga864xiNF7tz2q8ucneSmw/1/jrgL3+CuX+erERJSTebu0XpNvLHYo2UvlpnVT13CEulXeAuCi5toIElI0NsfZd226StvcxG3h5NtjJmP84ldwDknCBrNvhZZEszsl01ofNQ44TQHajNPFx8GLCXXGXsQlp4pDK9qUb4B2ouswBdai7MV/sD2/nJMvf/DVe3ePQDkJLXoish3bdAOKdp26GHIYzufZbdq4y98I7cr22j2xBfJuwoB5hUiin23B8sOfaNi12jbHfm0cO8xAswNR5xfLcvWujuAthd6OlocV7M4G7Xt8phC+Dqlrdz462AcP+udFeyDwHl7lL2/ehD9aW2x/u6E79L34LjyvabW2S93UbL+WLiA2zaEWz/kAgTKo4sTtHzaaFtJhnnRyAhi3vz5dPyCh5krrjvRL/NmRAw2wNSQ17jvRhUt8Db1e8Xl9vr4CX/5v85LpewTdl69rB7ZXu5VNsa6KSczzf2H/XuOvZr89ZYKFb8FwNPPtvb6LIy9skbFt2VPNiieM4tPgi4501Qg3M+vqPM/ilXTb/QBTTATva1qG693Xz7JzE97oXA9e33lt2rA72+3vCUhBBg3OD9LjnHjfJ9Xc7o+q9s/LNb39yvX5GJe+2V5N7HW2+XaGvofyzLovF7DaWnkuq4bl81GacNcGsXUi1VlYA+5HN1MEnr3syTevYce2ZCO19fKZ97u1ZbrK6A9rub31iy3uNvdDy+CNlt7wbXkOvNveRLu8cWZbOH2KXZ5vZPqrm9oOb3823avC7AJnB/ui17uVTGds4SZVHBzQN9b+r3CPu9nda9O8cTo7TuW3atNvbUu3eyZ3zzb3TXsc+YeSJNlh19r6XF3uWqDmy27V3+b55XILhZvfP9qtOXWbvr3fX1TZf42w6+e17MTgDPP9eEa9F99aXIG6gojvWvfne6C2dT7iH2HXuRva1S4dhGN7mRXBgMQZb9m6rllV7Oq2RiyzvcsuxW93t7Gx3uQDjZbyS8G9llbmLSN3uKJZe2zVtqg7F/XYABFACsAE0ANcAqwBUQvWnAfexpV5V7D53F2sOOeq2wxt4jbwX3QvvhfajHVF9uOL1JFhrMYck7m31VpL7Tm2v+shfdyk+l9yL7xYWqMv4ff2axV9vCbzgWCvu4HdS+yV9iL7UAAMYv3P04tPrFnpobX3bwt1faC+xo54r7YX2mvv3rZufiglDfzHX2oiuWJe6+4xthr7/X2Mvtn5bQwT0uo17yTWIdvgRcS+5Qdyb7vX20vsDfbqK5ed1D7FuXtvvkvbA65wACb7KX31vuNfZm+2a9jl76i6II46veruwd9zRzq33jvt9fdK+81953LLT6xitu5elALj0QsLR32t1snfem+2V94zry2XFUv7ubNAED930r333r1u/fae+/etmxLI3oyfOCvG2y/l9+77P33Hvubfbdq6b3YkgP+R0fsvvbB+0j9iH7KP2zvucNe/DrPV4tVRP39vvvtYJAOD9or7G32CfvBtYVs2rGGl2n6R6ftdfdx+1T9077/33v8v9ekPiUQS5gkXP3mfuvbbW+/j99n7oWXhvREsYP8xat1g7CX31HOU/am+1D93LzgxWfjv0Evl+5c18b7LP2Zfuo/dq88N54/MYbXmA54TC++6r9yH76v2R+t8lZ3azxSGVruc2+fuBfYF+9T9oX7/ccIWO2fbZlKEarj7t33pfsG/Zp+yR94/di836Pse/Y9u7V9/X7gv3nvsFFcpa85ECjoQf33ps4dZd+/791ELgVSN3szJej+959wHbjMWpft+/et+wH9jnzE4qJ6DT4PT+0LVnH7/P2Hvsp/fvWwhc9iFg7m/Gtw3D1+7n95H7+f2KNuL5dIyyHlsDbg7WcDs9fcj+1T5kv7C63xkMJNbeayr98v7eP3K/tZxahql+EafBff2dvud/ct+3n9tn7qf3QssoubeqxTlusrNf3Eftd/dZ+3998f7ubmgt5yWwo6NSS1f7Fv3kvsV/bH+1F93rdZsnDOuUZcUswf9nP7I/3t/uL/eK2w/Nuj7g1XL/tk/cDayt9+f7av23fsMee7XT1kVTmL/3fkvh/eT+zv9uorCZJWhvkWje8+jNg9rFP2v/vn/fK+3MVr76Mj8dPvPFYj+z391ILCTSZisdlf3m50F337D/3Xfs2/ZLcwk005EryWUUhYA83+4V9x/76AOW3PMkvmtm/96cVJAOy/un/e7+9/96T7F6W+NvPWarcHB3CgHW/2qAegA4KK/mE3k4FHR2AeDPeH+8wDhf7sv2IwsXHInEdtFi2EQgO8Af1fbQB0v97/EXn22Ssi0mGa7wd/hr9/3KAd8A8N+zBVnAHV/26avbvdZe0ADw77IAP+Aff5cZowN6fM7ZkRGvSVPYUB0n91AHTf3e/tUZcAWx55kQH0l3P/sWA9gB6N5y2zO73CvM4A/sB9oDu77jgPqAca/d4+8l18yz45XkAcN/at+z4DjvLZAOW0tH7vcBxL9swHjgAYAehA/9q259p57GDH43VMA/wBxIDzL7x+64/NJFpgC1kDngHaQPLAcc/aL8zYDgcVVfC44TQA90ByoD1xLTS6sgdsGwunbkDhwHSgOCAeSA5bc6b3LJQqnNWgcVbbn+40D9IHYb27LvqA+f3X0D2/7kv3YgcVA6f+9W59eLjitCvPelapWw0D3gHTQP71shNPF7GG5h+bRY3nfujA8IBye5ugDXhBPXvNuG2B6kD8QHBQP0cudenIB/xtnn7lY3hgfAA+8B6wDjnzYMWKfMHpbA2wn9lAH3QPDgeLiveK5bLLrzKr73gcn/bmBz0DrOLNz8JLsP5eaox4DtYHVwO9AejeZXe+kV59bH9XIQd5A4OB04D8tbbn6bKvVrfMg0iDroHPwOXgcluf6Y77kYv78RqG9ueA7iB9cD0bzj3XIh5k+fEDh7tkEHzwP4QcMedzy/nkCjoNIOehtog/yB1SDltzjU2mcQUdFZB/sdxkHcIP4gccVbIB09ZvPzOAP+Qewg8b+8yDzYHrX335vCAfFB0t9xP7IwPQQeVA7nWwmScuLm3mhvPXTdmB0yDnkH3KWhvPkrfItJ9Zy04+wORQcag5Pc3HFxZzQ62VLOHeeFByEDwkH0wJ0QANvcBLga9k17aoPuQdWg+/xDX537bT83pxVug++B+qD50HmoPGyt0A+fW36D+L7MQPLgeUg8NBxh56SzeX2kcsSWby+xaD0f7PoPbUvTivHewaAlFISYOxAcGg/jB1rUckT51WytvO3WzB16Dp0HYIOx1sqvqq6x552U983XHQfpg8LB6m5uOLdgt9Yvfhw7+xWDy0HVYPq3PbbbpzNPg1sHsqR9QdNg/lB2KDvprTz3pYZdenKB3KDsYHJ7nJXuutYlew/Nj1rFIP0Qeig/DB5+kLGqryX5wcz+bTB92DkcHWtQU31hemL+yID80HjYO4wfNg9HB8cDjerNkJAvTDfZXB3uDnsH64PxAt9pdtc1eDth7MoOQwczg7DB08/eV7yuXGEtnzfkB8t98wHoYOMwdPP2pJXvUDfzCTXX4v5g8rBxeDp5+bqNBxzLvaQi+j1/EH6wPmgfwXEc4/aGTH7ec7EIdng7P+/uDzMHSEXRfsMpeguD91u/7X4PHwc/g5E5rCWflWa/3iIeCfd3B2hD0CHOFoPUssrfYkmO9fz7uW3vwfoQ6efonejf7uPncwfnldjB5RDtcHRHR+vSEyG5+wi+nW7wEPVwcbA8vB4K8foHLtQPeaGfa5ByBDniHgb2hX1AQ/9NIne/8HqEOWAfMQ8De5ed0H7SkOnH1aQ64h2pDqiHF3puovYfbF+/WF7D7ekPlAdyQ6vZJ9ZgWoNLsMfNK1C7B+eDyyHr1HWvvvvf/+y5D6UHTwOCIfqQ846OZVkCoFHRfIeJtfMh/MDl0L9z85hz8xfoh0ODpiHBkPT8g29dzS+6Dpm7gRWgoe/A+E+zpDp8bR+7NId3g88h96D7yHctQJxXY9GL+5+kfKHqkOLIeiQ6I6Ak0uOwdIPEwdzvZkhyJDuCHJz9QuspjZ4a6GhoYHwYOdAfDg9Kh0fu5qj2oObIRQ1T1B8VD4KHk+W7LvdQ6jNHkfPqHwkPHIcdQ7MhBl5kBrhXnxA6WrYoh/pDpyHYBILjmwBeeszAF5cH40PuIeTQ9X8+IHQIrP723i7LrayhwWD6KHLtQkwudff1hGdD1YH5P22odRQ6Wh2azBF9jUOBxU//S+q5tDxaH20PWT1evb4+6v5mD7NX3ggcTQ7qh08/GxL4dx2wfiBf9B0lDjEHpuWFCtffQgIQWSXUbR0PZIfvQ5g8Ai+3qrLWXRKOwfenB9lDk6HA4l1YNmxfea0rkyxEDkOtocAw/FFNWqqyQqnNSYdbzYWhyVD4mHnHRkYtUheotZ16emHNUP/ocX/d2CK4DnMHbMPgQfXQ68B7dDxGHLc3DPglveGa48Dv6HRMOBiuwljn0KA1rWrBiXmYeiw9y81XwgmHAlrQoe4w/Bh7OD58Hzt04JDLA67MA9wINzeKHvEnbZEPe5S10iQVTmKZvx1erDWxthGbOoAX8sxQcFUt1ZjRTFiW2XvQbbUUyjdyYssFWrRshZf1y8+MLxeaa2qLShvb+B51Zq6zSOX4awf/bg+5qunSDvrWVNrRiZvsoX5/AghgG4hgI+Zjh/aUKnCH6W6L2mw+OBHRepcbDsO4cs0NfNG5nlmhrCN3wPvopfTh4kt2SAdsOLYeIrcGhwnD9DGLeMZ8vpXwuW0k94e7RR9zkssHcAK0mtj9dUa794Wm/dkTYUA3d7SXou4fS2m6s57DqRrjn3TfN5w5c+795/Nrl32pzuRw5Ku98lz2HdJ2hPuYFfVhznDqM0EKH84ccdYA+y6UW2bNkI7APkg5+K+Nl3WHTFWYEvKivxQ/rDmQr+k2T5s27oBBEp98yrarQB/sJXx5GNfDrmzTPnu8tPw8ABy6txK7nsO22sjpaotHKlnZLQcAIMgePbn63+kXJ7MEP5/smbYhhzaUEfICsHBnti/bJa9wDqmH4CPVYfiii/awtKfyHq9nUEfFQ8QR0+DqtLmxXn2tI5bTAMiVzBHyUPQsu6LzA6KRDokEZCOiEcQI5GLCKVD0zKo3T8i0I/rvoTD5zbxCPmYt7/eLaJ6jEtwebRmEdIAFYR9SDvcxYJXZxW55cER69D3hH1CPsvRTeYhe4F1yRHwp34YeMbawR4RDumrCsHjtvhVcc8KdpHhHCiOcoc0sfCa0p1+glOiObvvcw8p+5ojrGHToVL0UEylMR2ovNErAX3eAfGI7uh1wqWFrgPXDIfRJLcgBojvhHLQOovZjeaIJVKMYOHGMPcDu2I8Rh1AzD2rX0PToejxY5S6AjpQH/iOaYfeOZs2/s6ouHuo37Nss/ciR1H9mKDNbn2Qf3w7x674jqg7SSOt3OcncHaNPg3JHdcPREfZI+VuxZNsvL94HG4cGPcUBzYjtxHB4P4ax4befW3UjgxHeEPZQcRI5qRyMWVsHi/woCQrtfxG+ZD4pHHPnXm7JiE1AbwViITvSO2kfbBD+yzlNu0HhTXJkejI/ER9f96mbuJ2W/PRiZMMq4juZHByHt3t4I5rhxsjsuH94ObofVI7WRzFDla7r2X4ofzlZfKyLDlhHByOaWPe1YdWwKKa5HMz3Woc8w/2R0gjsyEtZTQmvIfcUs23lqhHzyOR6ODWfoRy7UFbxg7RVkffI5pY7rhf3IRBKDrMO9a+R9gjsyEgA3S5Ceoy7MHCjqFHiiPbvTTYxvmhR0VFHlZXwkdPI+hR7lD01DbzXlQcvfQbB1ijwr7fSOfPObDemGaA1vK+6lWgUc4o5pYzywjTd+yXP4A91ZpR8ijijzFm6OCvM+Z4pqkKllHWiP4zLW1f2S2DWflHPKOsYcXkpkk2PD88GLpRDduzI+BR6eWbxJ/3mSgfyVYrE9Kj2lHmvk9YdHjYFFItd3V7yqPWUeQPR/h1ASJ2HRzXGIfYo51Ry1qZtWpEODlvCo7sR9lfOjrAoprUdZHYQR2Mjsn9gHp9zqagOdRxqVopHjqOF8uDw4wO00JjMJ8ylLUcBI/bVtrDkbbK13J4cyw4uRzKjiAhaxXnqWOccRRx6jy5HQrSgkfIEhftEmjgNHUSOHPQDUldAH/7IV4cqOe7ufg5aR8aj3lHWsJHvoViOLRxpuhiHNF3Ekeeo9u9FNV/+r6qPxRS1o8Y0Gmj+9bCEBlEeAzblqK2js2TRrWHUcJo+5yMqqZXLfaPc8bRA/zRw+DklH1aONISDFdQ4Oc/Fa7SqOe0eRo6Gq50VnMHjrXMUeZI/kR+Oj3cVqDMNku67ZS+s2jyXLFm7dEc2QhGIzW0XdHgeXfKsm/ajNPmEuCQJ6PfAdvJeOR5h9wprd6Pw0diI5lR/YgdOryaPBHPzyWvR4vDpRTMCOYDs/o5RO8SjvxH66OFfh14zvh1SjjOHgGOskfAY7sA1pDh/LyMp6/vWI7HR72j6JzErQQ/sf5ahG9qj3lH/8PkwvZo4MIAhJvNHuyPHkdIY8jRyQQbOrmoDuiv2PdXRwVt4DHP1UHgHF/fNh6YDkdHeyPiMcqo/hfW/lpzzlm2tKtzo5VR+L0baznAOPEdX1fjRzKj3E4KDX38vctaRq5hjrGH2P0omt8sOkx0xV+zrRqOWMc6o8vyOnVtWGLNnF0dCY5VR5s+6NH20WlFMOg8gx2ujhNH1p7E4dpQ/GQ0HDzKH5yPn0esY47KUpwYv7HyPZEeWY9JR3515ysNCWedEuY/u69xjk1HNO7bMdAZe3ezMjzzHRaPA+OJEsK86jsof7AWORUdcTbFhgj55ysUWOkUdYY+7VqIbCSkrEmK7tPo6cxwx54XdLBkKOgZY/5e3FjkVHY5XGOtDrZPh/ajgzH1GPe0dEteEcFljnEhFWPcsd2I4Ba1/xSrHSJHTls1Y8Rh5uQXZrxRX8lvcFeax+mj1XoVFpZrOm93vnl+jil2tjXZPA/5GGx8p4QbHDHminu0dZ9RzSxqbHRsOusdRfdMax1RUbHOJDlscLY73R/ihglLK4rNscEY7kR6VjyNHrFX8xu0+eGRzsjvbHdW2jMfU1bpO25DghH88Pwsd3Q67KMjWD07kFwVsZFGwmx/sCWtHB+lGXhhw92x45j9dHoJA20eqc1hR5CjzTHymOe46LIwW8/qqCtHVSOlMe8o7ACGKj2P7ah30MaRQ8LRyKjqmzwWOcwdSjDCxyVj87HkaO/+t4KAfRenVxjHhGOjEfro9si5oF6dHhKOFXsXA+Yx0BjsrHPVmdvv0EvT/VjjqjHOOPWMfogjU+gaAihHgmPUsd/Y7KPjh0UgHFCPlYd3Y4CRzxVptHgaNRcfuo55x72jjspOTE0keFNdjAOtjv2HSJGw0c/vbVR4ajytHYCPgMePBZdR2zlg10b2PIEebnfnBIDj++HEq3hcfdY9rUmrj7AHluPFccc+cL3V3IbHLAOP9cczudN7teILxHdrX3PsPI5Jxwmj2sKCmRuSw+46jXQ01xDHtOPhMd7/aEcjS7aZHp2Pfsd048gZmMNxnH6V83YfY44jR6xjw2Hp3XjwerY48x4njqzHOqOeoQKZAFR4MVwpaTuPreic1ftx9fkYvHwOOpccyo7dvqiV6YLCKOw/uZ47Sx3OtqlHdOXD0fpI4RW8TjqtH3uPMNsDiT9x13j8cSgePFMfB4+sxzSVlXHNkIedsdTeHh7x+u+zKBW2A7MdcW2wvD5mLnW2WnG32kXxxfwD9L7Y2e6h9Xa//Vp9hO7hIIedES0FAQwZ51ZdP+qCnOTbaDB+XD6z7kd2mGh747MGCDIHuHOCPyQwuYA/dNvDnGzB0RzPMr45Hx8B9tjoB3wQOxv48UTfWlh/LI05dzuoXd6BwLF6+bucOMTk7I4TO0/8LfHlc2YCcT4/g+1/jpqbI32iT2h8FOzFn5oBwJoxNgQxmg9x+gTtZrZk2fVtwLfoc7ulrBwFi7i/sQE9/h5Jlwk9b3xcc4b+eoJx7j9h7uKCfnNEE5Sm6aWTWbVs2KkYuubTx6wT+5HAuQLNu9Pa0a22E3p7kuP58eYg6ceASSyvKdmOV7RfRi0K5ZJXkT7EOZ9s4E+Fe8H5+fanqMQTkwvZwDqfjgPmmMX5zu7WYA+yQT6Mj+Bwa4dOlc7O+7D0Qn05BrCsFQ+6LK6NczzAf7xCdRgFeSw/j6wn5b2VPNyTaxaJzj5392W2C4fWfaEJ/Wj/rLAvWe7vM5Z2m/KjqM0Up6R1teE/3O3r3QBH/Lw8Cfxnb3RyW4diI7hPwCuUY6DSwB9wAnF1Ha0uUPcr28Hd7/LaFHifvT/aYJy1DpjHRGPcDuXbaMxwc1p7+z1LyicEkH7xxrjpQHpRPI0dSuep1P655abPCP6iesY9BRxmMXTbCJIijhnY/e272jmyjDIP6CUDE8jx0Hjqg7bRPlMc+DYSJ6aDqQnrRP10eDPBE44y8fgnyRPmkejo5KJ8BjtMT5v39YQbE/Tm1TD8YnsOPBLu6Ikqh/EThqrT6O9idSY73G8o5mTmFxP6Cft4/n+2cTu6HMUlAWjOw8cPk8T9XH0OO1idGY/IK+oEV5LrzRmrPFQ/uJ4jDpmUxFNp0fHE6aR9Tj4onYxPgMeNE+D+6+lhgVdeOWcd9E8rxyMR35m+sWGBUYY92J39j+2rcnRSIefVbgOxiTozHrk37rhk+fTW1YjgfHkJPvcev2f0yMvl1jopJPaie8A4BJ91jgsoBp3urNjl3dXeZDhknUf20QYvXD/y3JWVEH7JPSccspeZUNOjznbP2PRieMbY5J3UVz8Ice23IdSk9FJ2ST8Un66OSziIBnzO0qT5dsROPeifUHe9xyue9Fr1+RtScLYFmJxSTxGrt+3cqkxQbFSAaTyvHLKXUETCk6eJz0TyzHEpO1stO1ahG0jln6rxWOESeak8jRzGtoUn/G31Styk7pJ4V9+0nGv23XO0tfdB6517tHmeOAyfBtbigC7d9j7ZT7XOu8PbdJxGT937/hPsNsK9fdgOaTlVHNaB/duqvaXY+mT7PH5KPhYhQEh+c2yT/EnDRPIltfw+Q+/Zl8snpxPgMeek9WOzXDhQnyOP/Sd/Y+RJ2FN2cVLZOAMcJk+Ax6RjjPDr+2ovZJClzJ7Dj4Xd4FXfMdiljd2BqTxMn3+ICduO4CQh709t47/JOyif0rJjJyEj0lZNxPxye844O8rL2ldcxoI/8sLok3J/4KhdAA5OpMeuTadsPxjsarDNXREcTk+AuH++6SkK2PjKtFHYvJ4qTnwbngRhrPpZfVJ3aTrXHmROZseO/BXtE21+UnxG3Lydig6dK0m9wEH3RPDye1Y79nS7oSrHPpOFMd+k4+JzKj6lZL3K+WEIU/SSun1ln7AFOweiz4/wJ5PjgAM+M372t/k8/6+hT3iHlD2N2uKw/NAzUT94n5JOkSc0lelJ7HF6invpOKKcKk87x3LNyXHDc3CATCE5LJ0Pjz6rBi2h1tcU+WJ+CTyn7hFOiIfGE7+Rz6UAcNYFO+YdeTcTaw3Nj1kgUOOKfZ48yuwXgGl20ANFKf/E+Ax2Pji97U0OAXPxk8MR2hTv7HmV3gKcDiv0p66TnSndxPFSc0PcOm89jiCnN0BxKfm49BR91cronGeHyKf4Q6bJ97j1rL7m8edFTtnRJ+GT0nH6q3uSeM1YCgzZT+9bTA2nv632mCpwSQWknDFP/yd/Y8Ua0qd6f7n4QtsfVk6Yp5Sw1EHDc3kqcdk5Mp3UT6KnxqWietx4+xS3xTz3HulOLsdlOdThxblkkngVOAPt0E52B7HNh8nWpPwxvsnLaCCzt8qnp6OafoqI/9NFe16mITVPCgeLjaXJ1/kOQniVOqKcRlHB4KAllonqlOjMf0o8o0AaAoCnIxP8KeIk9Yx+Sj/vUX63RGhvE+cp3BTlVHPVA3v0/5DFK9GITqnwbWvidYU+afa80XCn3lOCScAuZcR+ei06n+VOiicCU8VJ52jvgiPOilie2k7FJ1FT73HyRXOEjkfba6/RTlanlFOeMcE7bR0EQSn0nY5P3ydGY/MpwZTicHv9mk3vzk8jR1NjxDQG/nZSfLU4LRy5Tl9HgjmUisFudXs5ZlmqnL6P1Vsw/DSR9hEHzrclPYccIVcZwGkj5ysmPYdqeLipRq6etwLpCV9Kaf9U7Wpzo94eI5H3TZZk09EJ5WTxxHuKPWacwU8ipwRT9cn9mWresyc2PO3zTyGnP1OD3PmgCIJQfaInrQtPs8fdqxLOEljgGbZyOnqfc06Mx2KVlEnB6X4ideU87J58T4fH7aPx4dilgip19TxinL6ObKNc7aGJ1MdrnbktPYcckJM3JxmnA8nisOGkRW08fKnbJjGna1PEQax454pC7TsEnBVPTKdGY8Jp/ogLcHktXmafAXFBR51SJCHAAYzqdO04mJzSVprHkhX0tS/k9gp99Tk1HHRObUcNo5sG8ZTlYnNOP46dYY9vnWDWFbHeV9s6ejU5fR2OW88nMnNC6fpU7TpxCTg2n7RPsqdfk79Uj2d2OnXNPZqfKY/Ks77T04H/tP86c8Y9nx8Y1gUUHdPUzue08ypwuT15ogxPR8dc2eiAHrThGnq1PG6fFU7KeyNDyenb5OFacN09hxzQ9nQoaGOGBXm0ADpye51sHxIIlUuVCkBp3PT90nztOLMvY/b6LEc52t7bdOvMeRLb8gJVj0krVOPe6f0k4FJ+fTkg7U9xyUfN0/Dp0Wjv/r20gCccnfB3pzNTvenymOaWv0mU9Rs5Wf+np9P9icv44vp0Ij0Bn19OrqeFU9LJ3iSGinIROpjtZE+Op4bTmkrSB2XOkoM9Tp/xT6BnPGPBLs6tfAZ298FLH5tOsYeAOnCu9NjgmUxDPAbtn5pluzXNtqCX136ruY5sge9Td0kZrx3eAKOzZDc7CtsC0XmHMvNtSA4c9GIKCY7DOi3ALuegh1Ptm0o6ycSGenKAd4Lbd2W7KkFaGe+yJTgK896DboFwuGf7Os4Z8zdvhbu6ATjvzVZMuws5xmKPDOWUnMM9yEMYd/Rnf93hGfeVBoZ2DduIocjOQbtFLmtu4ZIYW7PDPVc5g3Z/27FqOFMYN2hqe1LZcZ9oeoByht2t3rtqxD7PYz/WqYN30kSSM6Omw4zwW7QTPUoyw1csxxf13pT8ynfp2eAC9uwEzwW7TjOu6uhM/xQ5MN9p739PomexM4mAPEzp27Ybt5buXFE2QCLdvA47XxFDAGgl0ZztGK6Dkdr9uxkM+FkJLduacZdJ5GfTAmBYLs11bMmHRhEemEgqZ5Ogbt5i8RuYyokJKINi94abJW3OmdbvTqZ1UzuQwNTP/GeB/vsh7rdiDAtN2eYxUM7+S9Qoepnv5JLGd23cA9Ne95w7sFVkvY+Ziw/Tsz6/bA6iv11nj2PXaYxdJ7JrWBEcjM9lu8Mz6UHvI2gydeMHRe2d10DA+zP3GdSpnmZ1A8KhnGbX8mc2M8KZwqeKZn63Xfzs42YpHoBkBJHmuOYmdxM8/OzSczZnst3WLtQs8Au7vTkzbYLOcmcqdcc47BONNLylOPbttjc389REEy7v9nV6e1LejrB0rAe75YIPmexahRZ9bkSBbMjWi90+xmWuOoT7GYq9mTmD6ddOa5AzkU7w02dpQkvvmtrASI6bBLOCmeXrAP4B8l3CUS3XlGcCs5oQ8pd1673LPvme8s6UW6MzpoWtN3sJSLM6XuzWSDt53Rxx+Cv2kUMD4cXFLKrOunNfyD5YTMqRvC9V31We1Hd5i+SzzYEAlJBWe72e77UrO5IbcTiC7DYZmgBv5jil7WYXwv02s63s8U8BPHp+XGBtocddpyyNzSbWi3MWT2ufRs5KN1A7Uk3XCcyTZ5s/6zm17zYx+JSeLGZswBHe4bSm24rN/7a5O3b1sibch3u3u/icDZ4LMCBbvrOPjthlJ7LrxN31nOEz5JvW2f0K6GziNnHrpF4s4zY164mz/cbmcOFE0U/pAvYN1i0rckBfWdBk+xZzy58fdvrPFGsknE1q0A5xUh4GwI2dinZHBNfQP/0ODIwsx+2YNZRrTX1no7ONaZZze8BDMcOYb1FWdkdx5enZ8rB5G0c7Pg60rs9/sxABMdnBd2GTt4s66i22EQyQvy2D3NHs+Y2FXdpO7sfWU8Ip9d4KGn1wXbgghH8AN1VZQELqG6bLqhkTuZ2dmOxHh0XbcfWH2euwJRqDGzlsbr7OlnMAc9+oJcdhbbEXQNYhAc5XMXDQCDnIJ0S+tRDjL6wb1h8be+BMxvV2fSO8+N19nAfWZdv3s+WG6hzzOzldQhaAoc9vZwYd8C7U9Pb7PiDaaZx1SXUMDx2WGdKPNuW8wT4jnhtnkmdkc9QDCA5sib/8YMXm3HZo52T1jjnRjPhHNUc9453I5tvb+1PLbsLzBJyEAHORzyF3WapirYQZ7ETvJnonPhzsAs9e6f+dxMbSK3YGciU5GoLB1nhnKkF4z3IBysZ6Uz1/HaD2lHM9U/kc5cTnLbhj3OnuMXe6e8XlyxzElXoid5zqvO2ZzxL7Rj3LOciPe+22s5v4nunma9tGdd5K3KF3GHm9XfOc+/aUS4jUAAL8uTt+shc+M876VmJLq6RIAsbQ+Rq9P5ngnhGOoudCEjUqxSlrVrFCPUueRc5SSzTFrLjgNZaIvUJfRh9zDpLn2XOdptSpcFiBoF1JxLdW6EtnFeYS8XD1msLpQtAe3faK58IF0Jpte34uMSBfHi4oFz5bFoxBxvjxZ0C2PD8rnJp8hYvGBfHB+KAMwLU4PCudZc8BEkYvWf7g0XAPRm1gQxzkltwLIP0dqt6Qi8CxZjqrnnkX14tjAgoiE9d6WH1SXvmuDA7AGzEFhrnE3P7otjL3SCyPFrILzxWiufFBZWe25MW7nyL2+qtFc6/rHUF1v7qSXKQthE88B0Vz9oLnEExYsXhbhO/tzoJzQwWp3qotbv6+3FwHnedWZguz9aq+8XaSfrX3PJufG8cRi4IlpVzv0ONufyWeF85GD5iUGPOz8eJc6y5xq2oxeXyX9nRXBc5izh157nEWtkax7Q5Yq1V5xKHpPOsuf91DpdgRs+nnwJcggdo89Tc+CFnQ7U9x2edt458Sx0cZgOU6XqcR8864x/Dzs7n5Rt0QsANVF52Nx67nk3O10Nl43tC6js3GrmXP7otTc7FLNTF5Xn2JZKueLc8WC4yFrrn2vOocdsJfZC4RlqzbKi9DedSbca55NzwUL/yJuIshudVB8Lzg7ncoXDds8uft54Fz1nnqqJlQvZ/fQWW7zhLnPPOjLOFRcq+2ZZ33nqPPNedaHYbc0qD6vZk7mbedm86V57aFx0LCgWHQt07Yh53ADi8LDn2PEseheT5wnz6xLk7mVufETCDCy+MHar6fOCYtVeelh6tzwvnHkOgufNBbTC7XWFiLZwW7geK84O533F0rnQPX6+frc6D56qiEsLzE7S+Ft86ou97z+2zpkOx4dNZFDa1Lz+6LHYXwGptheH57ncQfnKVW+wvXg8sxIOFjXn1sWAPNThdoh4vzvXnRiW5wtLhdk+4QF9fnXfOy+dzhfXCyNzxPzdl3xudl0++59rjo8HZXPT+de8535wB5g+zl4XMQseha5h8fzybnz4WPetYZHRCx+D3HnSvOfwubxa/5xPz3ALyc2w0PG89Ai7/zyCL9e3TMdCElgiz4j07ns5W0FHYZbuODALnHn3fOoWjYRdE0R95hJb7/PEBfJefIixzzierJEXuedX8+QC9RF+iLKi9CBe7w8f55/znXdbEWtWtU5DG+7TzpXnOXOa4ub854i8Ojj/nL9WhIujXev0mwLtKLLfP2QuyRdV57wL4AXw7WSYuGjc552pFhAX+AuQIh6RY969sDwJp6AvxBcU5BMi+7zqhkRfn3ef589cSyTFvC7tQP1Bfb85d5wB5tyL4qPFctrBeFhzoL0aLWoP+ytLfFMF7Ql7gXJz8Qou0Q5sFyvzlxL7CXIovsC6aI5jrAQXHdmUou589Gux4Lp9mnsWsouuQ6p57lF0vnxgv3gAlRbPm22F0IXewQ14eR89YF6l52rnlUW8QfRC9wC3HFkob0rWWotiC+CF+lMDqLny2NeruvaCF1YLqgL/UWX+eFC9kFxkL9nEk0XElt4EAZw3DDuQXc0XiSzSJeVa1GFvAXpQuNouxhe8O1PcabrVCy3BcJA6eu5Tz9oXSV2aee288Yi9dFrrnF0XSBfgk7J549FlJrHvOXovN8/n5/pV76LlzOPEsLC7yF3MLqgL/0X8Uephc164dDmoXYnWwYv7892F59DkoX+QucBckxaR5/R1s4LYSPEhcRhZxi7Vzm4X1QvmhcPRbOCxsLqe4hMWiUdXC/nixTFw8bqvPPhf0xa6F7Sl5Zzu8284suwj+FwGVgWLxkOqedgi+d58cLug2u6RhBcihfFi+kL6EXQhJ5YvNZcICyiLhbnqwuLADqxZek2YLrEXQQ33vO8JccF0b12iHQiX7BclJdd5xbFmZLq/6AJsgi4A87bF4EcvcXF4uWC8xFys6GYLPsWqecuxaaF0iLjSEFxyBeCtNZemhiLxuLVAWw4ujXb5SYhcLgXLIv3uegdAiBxFF6UXzAuMBfX/fTi9Pg3w7zIuhReKi+6479ls/jaEX3hcNReLi6Hz8/nd9mI+dQC/PC8XaBgXD8WZgu8RdoFwxVtuL+gvm4tQi8lFxpCbuLsGP9nROi65Fw6LzMSWq3xedDxfJy09zybnyMWSCUqL39F2MLh5H33OV4ttC+Xi1Xx+aHgwvzot0RfDF4aMdeLsRlaRcnP2Pi29z8RDGFzOIdWi57ay9Vc+LFbXsxcrC7VFwF5yzbrt3Cxd3xaMF9yLoSlgm3VefvxcUh6oLn3nk7mfRfijG92z+5y/nDwvvW1nYbpezw1sBLXb3MxeQlbLB2ALtMXfYu5+cFi/qmMglhGMETTywfRi6EC9glrGr9XW2aSqi/15yc/YhLwDM5/M5hcRFw6Lh4SBPPcReGjAROzQlpMXmAuaufJdfia/VzwPn7ouUvPNeapFxwlymHk4uGouki7aC7eL3rnJaqMuduTHvno0LwUXC4uqAuyJf1FyKFz8X+Yv3xcxufUS84LlRL/DY9xen+f0S7RD2cDUJyQJfaBZMS4V1srnCtnTEtCxYcS0Ph4qLQMOZgfXi/7jgidx4elXn5edui+HF8LFqIt/iXY+eBJftF3hLrxec3nURdlc8iS7hLv8X2qI4ku4xeL54klwonLAvZPO+Lfbizw1zJLZYuHReFJcRLgUlrz7IjdPYtlJf7F54/f6aQ4uaJfOQ6aK8B19tLc9WOiuE1Yom31jDTHynXZPNXtZ+QNOj0Yr01Ol2uFvbmK8l1mtASAO9+sOdfv2LgjmbHJrBZGtVNcPW8cVlzL/FmHMf6S9Tc+cVzoH1fnYSylbZLaxk98yDcIvCHOA1bXF6vVx2HI2W7x6jpaou78V8DrSRxQSssU7uOEFL0un4JPtmvjiVhK5wd/Z0ITSRcAEtalC6wgavH9ss9MfqS88l+UdwDkwUu1ri4lbClw8j7ZrhJX8qnbncRx4o9jJnGkvqSvYREWR8gN+kr3nPVasclY960w9mQHxTXbGv8lcxC4KV1KXUzXgCunDbGS8ONypH7UvKLNKld8J2ekfqXX9PSpff+fMp5lLiwAWpWhHPVS/1K0aVn9rwjXA+sRS+tK5aV1uLTbPHqcrNcj8/aV+8nNta9DsYM87MNpNiKXHpXwRd9C+9K2ZDnDri0vAytHS8yixdLkiXvUvaJiRlZp68FMG+HUZWFpep1dFq6O9KSzqZX4pe+TaxBrJLt1kP0vmWceNbyl6WV36Xwo6KysAy/2l7rV2Jaon22wtQy4Ry19LnzzjwWSXtWlahK++93zrqwI0VsIlrxLahd+DrU5XuKebhdxl5dTwjHNrWk50rKCO+EuVqpr65XOQdkRYo2RuVkhre5XnYeCWx05tNL6sHl5WkgfNXdsclU1p8rbFRp0fBVCrJ2jL9M7X5Weqd61EOSy9LuJr/5X/BciC6Aq6jLs6XmLWPDb/rfZOXLLygsOUuiicRS4Qq3BVmBrYtrR6cBS9WBPSj9CrFLDdmseuek62X0cid/t29js90+eQ+tL/UbvZd7tuyDcXZ0TjwGXssvWKslU9qB7wVkqn/MuAPM8VdhcNMFwgEHp33ZfWC4Eq88TrnW3bZ4afay7jJFJV4JHzrgkut6S8tl1mFp8rClXh8xKVbWlyNLkYsalXm8e5VNTl23j7Tr1ovjKvGXdqBznL3aXKsvZZfmVe0IFZVsT4fJOZZdxNfsq65LrarTlXTefcw+2a4tvEWbHlWm5cQNaxJNY1/yrjrX4Sf1y9ll3hjyloSdOQqvRk6Tl2lLo9rCd2IrCDBdHlyRTiNbycvCbuTfFTx39LtKrzMusJt5VYR2IVVt1ne8Pc2tuMEw5zNsSqrhMuHZe71csiM1V4Ot5tXntIUtYvSyjDonnZ8uTxfDy9Ny2NVuBn1/3b5efU4/a6TUWtHjnBsSFzVeVl0TL2WXzJKlrsmNbWq3XLsunEUu/CP7VemC3tVvPnFcvWavHVYkh4259WrTEuh2sNRduqysFhBX8MuC+evVZm5+U12EEU/3FJdSheY6y9DnxYLpPdRt7y8UiyDViC7tQuXJfmy8/l3g1nuoMeWmw3UK+BZ7m1hI7cnNGetotYkx3hT6eXA/mcatbi42i1U0GcXxTXMrsgy+yy8TV+WnMcvVavU1akp6jtghHslPPAeqy5kfd0wDJLJlm56uc1bm3GuYjxMIcuuOtLc+YJPzV1ULGiuVBfgK8SuzytoSXEtWxatSlfoV4rVhWr16WdkeEK42l+LDzHnYM1rFceS9ulyc/fWrDfPtUROK9mF9fL7Zo5tXAqSMs/lxx7TwuX+8usSfltflG2x14U7liuePv+w4fp4UKcJXRRws5cY1eDqwNLnkXmaOtUe6K4jC+HVsAnLwvYQTR1fgax8u8HkCdXmxdJ1Y3l4ANlJwmbObuRB7eKa/nVqYX+vmi6tuK4cV6XVqurgSuXRd1K6sl8Ir8o72sJm6umuZVO2Y12ArTkvXrsc/J7q8dd3pXDKPXboxK+oa6PViOXu4v7X0s8+aV6m5yereROkYu9tdmV37LkYbS9XnYfz1Z9y4vL6/nW9Wz+en+fXqy2LqZXRlmj6u/o7Mswcrj+XcCvIEvate5xzhl85XviuKFe+hYfq/6D6DrdyuceehK8Eiwi+54XOAuP6tvC+7l7vVv+rNclfGshNfqR4srp0YwDW4xdANbAa7Ar6TrO1Z/1u1Naga5PLrBX1XO5ksRK9qFwiroeXNSusRdYNYPR4LENBrinXrlfPK+US3nO4hrqkXVcvLS7hV25zu9L6VXzFeBLYhV9SShhrO/xqVdC89u+9s1phruUHgfqsNZCVxDLuJrD1VKmvFqqA21fL1FXCKWUUsrK8Jp/NLqeX7ivzmSUs62K47VlKXddO+Vf/NEjK+HD/5rcquCMe4q4wZJo1tmn7dpVVdfRmVV1XFnEhphgrwtGNfIV6cr7VX+bXNkfmi+NV21Lp+XSAvhWEZbbEhFarguX+E22FeMgG8a3/95iUTqvfxcWq7NSyE1z5HmIM20coq/dV0DMfNrJxOr5hRNacp36r7VEf4OKlfnC4Sa1MLwFXyX6MmuSLbjVyKrmVXhGzCmvH/fpOymrk5XEKuKmu1jY4cjRtyZXDqvGZRSuf/MO21mprp8u2mu7za9i9Ek3CH4UvMWu1y20y+a10cXzl3rJcBleGazmqsZrfi3ulc67Zma2bJuZr/vOu1eqWZIa2s1o7H16wiycWK/ZV4pF8onPnIa8eHNekl0yzhdsESAb9TrK9Vc6ysu5ryp2HmuLq+S8x81t5X2qJN1faC72Vzq5319tnOFVcHq95V6Gr6Yb2720lci2vPV7ur/NXeKWHEe7M8L3XbwVBraLX9Sf2JefVzcTrVXFIuUwcaC/QV1+r69Xoqvl3NVY91ezy5slrSSupFeyy5paypL89LJNOwycMq9ll/S1rmgVMp4Ne0g+Kaxy1+JXmi9ravDS//V3KiFOCIrWolaCtfF+jhrvEkI5R8Neiy9HKzIrnKnk5XyNeEy8NV/xVlVrtXOlotwVeQV+Xz7VrKWPvwssa+uVzRrukXbR79WuV1cNa+ar0OXi52LWtPPdrVwpz4xXTauLmi+Vctm4/mTmrTrWslfVqumhP4091rzAv/JdqK+sG/61rimwI2fjsxq8y61Rly6XVkPdNce3eGV69dhNrpHPRzsma6Jx0ZroZnHZ3TNcU3es1xZrjeXe2WC2v2yyLa6uTiFXZbWRKdSEnxTCGrgTXXu2PeZl9GD2zmloeHJKuAot+zsXyMWr58rurXe2vYC9qF87+xQ7ySvh2vjtZs12mLxLXs9O91de7bcp+u9XxriWvthfia6haIdd1dr9st12tsq9za5ykNVH3RxStfTY6EVzer49r4ypT2vGpbxpzXdm9XaC6/SxHy+CV3B13LXyXnZjuwzeLVa+1rWXqmuFE1jlyk18k8L9rAAh11fX/bN/UJ5iKrCuOO1eI1Bg6xvtwYLpZWjqcurfg68h1x7nESXnfOPc+01/hLuRTYdPnxdPlZWkKh1/DrucvCAtHa7tV5xrqFopHXPftA9Yo6zdL09XGkIGOv9y8ZlA9rs7XJiu2tf89a5LGNrjSDBL2GMsAvake2lr94A4nXqhBvhEB16nwT7XBauq6sYq4Va8FUJTrW2usgJqdbtu9cCMTX/2u9wgGdfiVxPQdszH8uP1d3lfs6hZ1/dz5nWBhewa7Sa3/13KkjbY850k65Q1051sRXU9woyfYq9S1zersBqMlmeJvbvYa14Tr5FnkS3YBdd1bLO+SHeXLkmX6sjNCG0PZuUfnX7Jy+degralVgZ57urgyvF3rs66DB1n5kXXOe20IzIhDhe+vFdF7IhO1tvdReLFwtdh+bUQumcs7Jbl1+zN1LUNbw7FuRfXDy0prsvL68XYbvOE8Y0LFWZXXOiwNpBAGkfezQDwV4emvNV1aS8zu0qAazC9asM0BHndXOwiZB3XPSutdfio751yQzwXX3jP4Cew9E0jLzdh5n2fP4iCHs9Y+O1l3nXXOu56hYnMN1+ITv3XtP2DNdhtcle6dLh1nqtWP2cUa+9Z+INzVXQS2iTth9cj63X1y9n2HOE+sZ2cg1Fezn9nFL1q9eB9eCWzX1svXufWVxtwc9aswLkONbmA329eF9exl1VtkvXtfXW9dG/e/DkJDpItI+u/JdRM+/6zf1ys7c52hJfFnfv69hV3enF/Wr+vT66zC7hNict6+u/tf8Bd0m6RNiCb8AYU2eCDfXl0pNuibWznvlsSLc9mMxN+gbrCuHHM7684mwttkhXBMH82eB9dv1xgyMSboXhRJuS+ZXR0frgibyk2IFfSTejZyyskNnABvn9e/69NGz6zrfLJGWcVeurdAN5Qtit5I8c20x3HEik0NmTNbRoW39cqGl+mmSr31naBv+Fc3pHMV5/thGrmBu05Uesh0Vznr7GzrVmZmdEXbHY27r3CYxcWcJvYTbwm1kNno9PLRCQa0G4YN9CFlIbk00L8wz1eFO4wb61nkyPqcRMG4xQfO95/oTdnvRux3ZrZ6Qbp0bkZXFBfeDfAN/O92o96WX/C033bgNzLTLA3eBuMDeiG/jZ41Zp/XL7xyDcJc+Tu/FZ1KziVmHFsTXBSs0brsw3ri3q+vEndCW14tnxbtlm75cIpbrtIgz5bX/eurDdh9ZsN+Et1Jbpq3i4cYrajFwZtgNbHq2q8virc4V0LEYI3fevI1uBreGS76twpHkx2vVtDK7Ym1GtoHnYa2ZseGSFEaJSrgI3s5X6VvarfpO/oVyFbAOWuLUarfVGMHR4jwynn5ra109DW+1Nw+nquvGXPLI/3Z/dzsctUdPiPss08Si/2Dh6qCQJG1eZM5oO19thEHJ62SsuWvd6NzsjkFn3QPXNtRfcw2+htp26aG2AVcDNaX1zQdug7zMXKNvAbbap7w1hmLKmvy6fHfYIO6zDoxe9yuGUt6bfsK79jkY3Fm2bNtvj2YJUbzrTr+xvb1vdG7S2/aUa1XJpOcbOHWZO29/Twrbu625jf/C582xHLp6L85XOgurG5JxxsbwXLaznWqdfuf+N0qr98nBxv0UvrbZ9rm8y0vb9suKDumU9BN/0jrA7OBX39vAm93p/gdhrbyt3TnP7JbrQ0jx/y7KJvZjes1YVGxVLoJX+J3LDdZ9dJO/Mp8k7wgBKTvUnfRSzed4tbs+v4jdPnZfO7BdiFnSnOxkQ/nZqu6yb6FBAF2SpeJffQu3BdjJ7UF3cbszjcb13yb+vrknP6OcA8pAK1Jz6C7TJuMLt6TfFuHWTlJnF96TCchw6SW8kW1n0It2/ztsm+5N4OdlRLGuREcuxaj1NxqbrTn8nOjcdYrdSqX9k/ln9JuaFcDABuJwmd1Pg8K3UtTSM6ug01EIWgxjOFzumM+dN9oe103wN3dbuUcCuaAW94C4ZF3v1e5VODNxPr4Z7vF2XOdgXeIu4ktz/49aGt9dOc4s5+451znSG27LtOXYmNxpd6OX5nP5nvBXcWe4gl7y7x2vrpgFm7tVx412i7OZvLOd5m4Y2Oezy7YyN2tJtsTbruyxlzh7GlPYehNm5uJ9U98s3mj2UzdNfGIe4Q9i00kj30+vOc87N/I9yh7VOvhR3KPboVxGboK7Qj2tHv1PeIp8ZznR7XD2epexA8HNyY9xs3kS3QnvlPfXN+Qr9s3kZvNHuVm46pA09x/CTT2weUtPaPN209yJnk5vRntWc8QS5SzgL6/T2pOYEncvNws94c3AT2pnuvm6R19mb3c3Yz2XzeTPegZpepSNdMTnEnu1HZa1TaQSJ7QFvphqHm4iAMeb9gnXn2Tqggw+9K5trqmHA0Ob0dxfbNFh3HO97/UPHyfu5ZsV8g+7C39iux6cIw+6xwPHXDbYyvvgvkQ8zx8hboBL7kPlcvbOg6+1dDsunBIOi0dDfa2VwgT0b7uyu46e1Q9GN4zDiUH/H3sLNGzYyp15D1HHTj6GccMpb2+/cLzo33uOZUtteC/Dv2B1RXaxvZYcFFaPMZ991GnH32YNcCW8xh3dDlqOIgWD8H23U0y5hbk6n8P3UxetlvP9jlriS3wmOsfvPE8V6NRZuS3jFusYdTx1+3eFV0n74luOLcsw5/m6uKtBXuVS6fuz/ZVh8LTnn7dO2xft+W9u16sTwi3Uf2Rfu7zbLxSRbo4XLluFLff5aV+1+T/3oizXpVcEW84t1F10b4uv3NrNpW+z126Tyi3m/W5FPno9wt3lb5lnGpOcrelJcd+7Vzu374KuZjcvU+9+2G159LV4vsrd6U40kyar8UUof3+Nfp05StwUV5SH1UPIsv71aCt+1b1y3WcWs/shG5FGM69+cXyVuBrdp/Zb+7nFwv7pf39LeRo+Q27pzUtziJc3xfjW5it6N56tVn9WS/Pt/b/V/rTia3YQPGysiW/gZwdbyq3ZlueMeT/Y8tx25mf71EvVrdvQ+6xw9qbd7G/PbUcr/YzFxRbsyne5ihLjh44Vg6mrny3ymPiXsSQ4GbOJDk630Vvbreck9Eo+Q98UU7/3qlc3W+phxf93/7Pn2AAduq+Ctx1buyri+X/reQA4G9M5b+unMNuQoeA28PF/AD84HN9ONLcBI8wBx2L8AnzOv8LdI272t68DsgH2auv/IwK7zV1jbkq3wFxOqvbG88t7QDim3/Vu1reLiq4B2hr8O4GsXMNe7W65t6m5wQHMouNot2A/lF5PrpinDAP9hdIcmltxLbqq3VFO1Ae3C5pt0Dbxm3f2ODAews/oJRrbidrP1ui0caeYBBz1D6wHJ6vKbdC2/GB+ED943LgOH+eYM/ah4yTvwHGlXAtfG285tyDb3oHUQPXwc1+YMtDwjpm3TTXEgfY1eao59zhq3hpOcgcsrYX0eFlskX8lvnbcFFdKB8UDgUUUdvHbfh2+xtxGF+TXNQOqefVA8Rt07bhO3hQPl0t2S4VR1nbuO3tluHieQgmkhxGl/ebmNvBbcR28ay6JR4aHq3nK7eq27LtxnbxeHhlvXweLA/ot9bb3mH5uOtgfny8/x7sDgrnDFvYIdBU8PB+8b4rdJwPREde28/ew8D6D7uaHOJdq297R28DiiXENvPgfXW5Nt+Xb0bz/wPo7eSg6BB3nbvu3763X6uQg51Bzvbna30NvR7fW9BlSyXLq77ZcuM1cK26Hx7iD4uHEiM6Xal28Pt8Bj4kHAcP30V2XeDF1Azm23Uf36Qfa0++NYhcPrX8duj7fiig5B88TxWEYnxOQe627sty4D/kHlSvBQfsW+nt1DTqUHpaOhvv8W97tx/bvdHioOfPtm3RemyPb9YnpgvoYe6g7QlwHbyNHxoOt4dRmmId5vb1B3+r20wC2g+RLlQ7/THhDu6aceg+Tt179h23Ydv87cBI5v3Y/VwNGHDuwYdIW4/J9GD9gXY3mYFcSi7gd2zjxMHfnPDbcpg6Fx69boqnPwA8welU80B7Xbh+3Y1PiwfDW49aKrFxsnx0PNLc1g63V1KL8W4nyuUHdt2+h+zqrxU3XvnYGsqm/od8pj/WGTUIN/N9g40dyFb7e3grwZbffDChi1FbkR3ymOf/oLg5L80uD2B3dduAHdWue3B+8bjcHO4PpHe444Htxslk8HNAuQndD44iadPzlvHMTuobdL2/rt8zFl8HywO/bfy29Ot5Y7vxrikOH8uAQ4Sd+nbvx3e3moIdz25hR0U7la3iTuCndgEgQh7tryC4VTvqNeS2/nR5hDwEXUVQUBdzW54x0PVv3nREODX3kW4sd7yjuiHTnoKxF9O82KKw7re3g0PZHePW/khw9bg+35Tu/sd8Q9H1wFbwSHUzv8nc0Y5v+9DDqSHJ3ODHeCW4eJ8pD7J39ZPnXuiS6Udx6T1KHi1vu116W+wd72jk96QZWTIds0int747t63dkPhreB5TlFJ7b4DHVfCJVBpxfJt8M7ih33+WAodJa+FZhGsOnXbjvenfMMbCh8jLnpoILuznfCY9ih70L4SkULvFnf/26hJ6lDo+Ho83Qmn7O+md97T2EERUOVxWFQ5INz07qTH5UPurdPQ6qh31b+F3CaOd6xs0ggBw1DxR3aLvSyddQ5vt71Dgh36lvNHcBI9Gh1Xbg5D4gcGXcbO6Jt+bj6aHIKuQkdzQ6pd0s773HK0PYueWU/Whz47g53rGOR1a46/1hFK7gnXjLv7HdgZeOBwwx1GHPP2W7eE26Zd3db56Hj0OZRQYK4gx7i7h4newv3jeGu4Zt7c7gy3Y71c4tAw54d1E7363i+WSLsyk9hh3Y75G3zgO0YcW25ddya7iV3OqPz/MiBapFzLFqR3+ruWscUw/FR3lqGBXNzuPXew47ph1nzp632FmwFfWu6LR88h9mHSyPOYfkO8Md1F19NzBLv05euZeqh+A7zS3WJYJYfCk4Ud587lN3kdulYdBu/lh367+V3TrvN+vAI7VVxVAABHdTv4WczO6qx4cr5OncCOL7ePG7+xygj2FX9BLO3dNK+Bt1njotHjFXCEccY4IR13Lzl3g+OTUekI5tlwOKyd3Bquo8fCY8YR/w2H/IC7ultcVu/2x8njkUd3COuHcbu5UpyDjkBnOOXxpecdGER+xT+vHN1OZEd+46qJzvpbzX6duG8dRxbURwCb2ind7vH5eJO5vdzO5/RHyaO33eF44us2TrwenbNuEisMg8kx3YjttLBvBufsOI85p3Xbl93RFPvEdCS5TRyZj1F317u1KehI9dd4bdS4Xq7vWcc6o715KBjuzqMSOPzdY24g94A71vHyXXqkRrWcdd2u7ienkDMYjfkWgKRxzb+O3eHvFqMggiLEaUjnD34HucHeNI+QJD2TCSENluO8fCY46R/iNhub3SPXNcNu6MxwMjodXmB2Tsd/269x/BTiZHIlPSWGWwivdzR7l53yyPCTcMpYWR227vt3tHu5ahmjqHd9pD7ZH4nuuPcMO61h4+juT7RyOirdzu54x3cjgBqB0RlIQke7Q93rb963XquX4f2Y99V8+7x+3vyPnqUAo9YQJ+7wyHEKOeqeDo7BRzbj8EHFGy40fPrdrx7273D36tvl1c4G6uRxF7kz3gnuiHd4o6Mt7fbq5oplu1Pd306bx8U70FXaXuynfwe97R+NThEyaCO0vdOe+y9yRj9lH7xvZLvco/89+79tMAyVJyPtVe88Jye7oT3iGyHecwHYoR1Kjs3HoVvFUfGk+Tp/m12dH9XuX0eao95t/17gW30Nv1PdIcgNR/qjvVHFXvJsedWarJ27li1Hk3uW3N2o8ZR4t7zz3RqIYvMHu9W926j1T3YXvDSfeo9wx36joLXAHvA0eho+eJ12Da3Hu7uhLdd6CC9zKTnTH83vIEdo44/x8nTqUYYaPDveMk6k+FmjxmnuaOkrfOe4a9/DWL8XmB3fvdp2/k9+c7to9YuOvOmNo+Pd26Tkb3c5020e32k7RzJwFb3IKO7jek9Zk5qCjkwy1nuk8eeu8nR8EToFXM6OYvftu5kd6pjiXzy6O8fcpe5OpxQjksHL9vyffiu++93F7rlHkOurXN0+4416Z75THl6P8rdmQlZ9yT77b3wmODAfH/p50Q+jzn3zHve0cfo6pl9O71bHYDu2vd/G//R4e9w9b57Ahvc0+9Ed+Bjul398O9Xeoe4x90xbzqzzovP8fwY/R9/27qTHKGOnSeGU/Qxy9r2L3a1Pe5cfx26s9Nzp93RXvWMfdk6KVyGjijHYHvhvfLO4Yx/Rj/VUALvBfcHY84x+l737zaqp6Veq+9193YjxVn0wz+MfzWaZ9yb77PHjU3ERLdWfEx8b7/H3fXvVsc5Y686UtjxP3FeO5qd5zoUl+RadTHX+ux3dQY9Jd5prmM7vsWUpdye4k96xj8grniOS/PmY7g90D7uL39mPnqU2Y/tZ5D70937mOvyfWnGGW197633Z9O/MciU8KK12j0L3HvvWMdBY8Ot9Xb0LHArvq/esY8ix9Dz6enMWO4eeN+8kt1N51jXlr3ksdh+7j92db5dXKfu48eW+8d9/L7iOnRWOHUv5Y5YV7171f3rbvk0flY6qNxL7gordWPGje5U/nK+37sf3JqOOsfNu846A/7rb3/fvs8f9Y/X927TvrGA2PbvcjFjGxwvAFbHoK3//c/+6I6HNjueXnTu1Ue3+5L99njpbHBvv+3urY/Vp/77qH3+513ceTrfklwlTl73963Dsff2+Axrmj3T3muOiqc3Y9+d9u5ttH7vunfdCu6i9q9jyjLwoxKA/ne7uh7LYR7HX5P6A9nSat93f7hengXvy8d6I/YDwJ7lf3oOOYvOLC9Rh86jxYXGAeXvtUo6a909b0QPxLuoA9xu48R0P7syEaOPmceIB5Y94Tjj+n+OPgA84+8px4+V+L3VWuufer+/EO199EJAWDN77fb+9s91zjk737OPucfCB86t4hs8R3GqPrA+SB7097wH/5XaGvwPBrFbl9x37gmnbyXptcycxlx14HywPNwO2j3Bo5ldwEH5735/uOfPa4/W9+PDvXHagfOOiG44k1mhjqlHpuPD/fuO/kqw978ZDE8Pl/ek+8Od/Zj/JHdnvuA+ZB+Fpztj9oHaAe8g86B/kp26ASByR1nfccI+4SFJv8cxHoeO1Lc5+8MxwXT+PHwDv18EummqD6bTCAPADOug/RB/fyDTLrhbS83+g+x+/yD9AHpErHAeeKRl45KD6/73p35ROtPeVK5C93gH1pH6LvMveZ/dbx1l71gPJiPe8f1K9DN5HD9jrs/vmg8FE/0D7kT0f311OFyc0/QL90PT84PffvobeCU5eR2U5txnyH2GBUPB9ppza75lbDqWOicQ0/xp3i7qY7P7uSYc/B7at/Hb24PuKP4idRE9IdwfT+t339OgQ+SZCWJ0hTqcnAhOX6cio+2J517kp3ahO16czuYOJ4Grwl3oJPi/dYM5NR9cT1Tm+Ie0Q+/g7Rp/Ujh/LgDOpjdIM9L98PTjznD7nqQ8Ah9ODxaTswrgcuz9uMiiJD0fuuEn2AfoSeju9bt7fT0l3yJPYA+nlbRJ8MHrG3UIeMQQk5D/9g9qcUPbIf2feT09vtISTt2XXwf7seUk+atwvlsXr9IfcQ9YY8Jp5UwFknzJPgGdSY65JylTgcVBoeX/c3B7vpyKTnNVgpODveKh4CRyizkNbOYPZSeQB41DyYj4XrV2PO4c/+lnd7ib2qn3/SzPR6k6mD6aHw0nBeXkQ++o8DD9oHuu3oofMo42k+tJ3We6UPYnmXScOpbf15ykGMPtr2fScapc9J1aHykP2eOgyeQa//m6GT9UPXtPhMc06+xDptTpzr2lPGg/PU8hd3T50kPPFJUycUh41p5J79Q32ZPz+1Jh+5ZDOY2az+ZPiycZh9s96zT/lLZZOBff+h8Odw2ThHzg4e9Q92I/bJ8UVscPzYf0/gjU+Z83JWZ4PhDPwKeudWKK0OT0DXdYf96ezk9+d7RgHAkk4fPZcCrfFx4uTnX3oofDyzGgj6dAs4R2n/NONyesk7YymeH+cPLWPjydF08V+6FrounN4fGSfXk62l5BcV8Pwoeww9YW7yqyqTp8n1lORw/E28/JxqlhR7zhv/feih7nBqBTg9LU1PCveAh6yp9BTqCnfZHmw/IU+H0HZ1Sb4ICOXDeQh/XRwR4AA1jq2cKfFa89Dy+jwDr9lPSKclChxD/mHrTHWNOHDfvc+wiKBHssPitPuPfMU7Q1yrNmzIk4ecFd4y5vB7xTrf36dvDw+I4/MlwzD4SnZEe+6cMR5kpxuHySnHofMI/kB/RZ9mjhSnLAeGQ8D+60pz1T8y6YpYDw+NW+hq4yjoynMEe5I9lB/BpxuHkGn4ke+3fgR7sp127nY3pEfmw/Ttfcp5tZzynn4f+w8UR5Fp4aHqe4vlPy5edh4ix8allUPGnvXI95h6Ej6v7+Kn8VuYqfoB+tD4yT8lHKWRCyfpZbcD7BHunHeVPZMdntdFpwBH2ynsoeifeiwkWD7yH+B3lVPaCfVU5eD1hj+2rTu3dSd1U8nD+1T+93F6OX8etU+fD+177qnRQeyo/Nh4mrNOHl9r1UeSo8gE4RJLfacanXaI8o+VG5O9/NTs/3zkf7sdbU68D5BcbqPfYfEneih7/wEWtpd3w9OV3d0R/npyKjwUn1TuX7efhF213VHsJXD1P7qeIBk0j06H+7Hr1Or/fVh/667JH1aPLWPfqcRB9/LNqV2KP9629I82Fasp9ZHgaP0GPIOsne+hpwtTo6PL33AGdUR9mx2jT2iPPIfEaft05pK551+glWNOWddgR+bJyt1hf3XdP/o8ZB5FD39jimnfRudXe506QqwFHqL79NPUg+HI6Zp3dHwa3vYfHXsxLZT9/NH7/LAtOgw+7+f7O/1H7iPjbvxac1u7FaT2driP4UfhMfS0+gm43cQFn0E30Y8r24sywKHhAnatPzo94x81pxAT2+0WeXcbDNh/OZjbtqmneJIzafQx7lhxDCe2nm4hGUeW07HLtbT68P/Me0fur2aOUEhDscua8vxo8/06LRz7T1BnyoPAGeoM5pjxS7IOn00fcqlax4hDwZH5Z35Uvq6dY08aNxrHhjzidPEVc1o5TpytH8iPowfc6cP67AJFnT7NrksecieRLfvD9Kl12PJoeLo9FU7ypxqlj7HsS3EY+245HNxbH2177R9rY9eR5NR93TowHkcftw/D09+D5pTgennkfko/j+5np0OHzu0nMfF6d1G84DyvTxOPb0eWfdo09bJyHltWPnsfmY/mW/BD9ht4+nHUfVw9n06vp6P8EorxVTKo9P05Vj/s6RuPTMfSY/ru9mj84Ht+nzJyA48Be8AZ4Z7tPHfcfcY9tx5NR2/rvEElUOafpgM4RDwXbmTnGqXg6N2h6njwG79BnjKP2Y/qx+dj6FlnBnAMe/g/4M+Bj1+HhNHojPAmfzVGCZxm11JnUTWJGcRM74e5PrxFnuTPjNeJM7SZ88T/ePSTPrldDG5+B1fHiFnEuYD49nx81N7fHzzbfzPsVcANQX4P8zic37bvX48JM42ZxubpU3YCftze/Y5AT07dmFn4CeKQAws53d9QzxBPX5OAE9/x/NZ9SOhUdHGQ4AACjuXAFbupzetBIQ5xz2BKFO0hawN0kd++gkJ5YiFTJsF27REYWjk9l5itQn20K53AfXPxQirWy7Dn8A8+2hivOQCo0IwSEMIJ5gKf1qMmoUuDJ9gGQ4pNRiQPUIGOC9dhPoie1JdC0ChoLwn1bgdrPgURdmfYBs72btsmTclZMiJ/xsM22He+8if9STpDa4XCbAXRPX1BvZzeVmW8Ngpzu6YBhDe25/NfBPInoWgWYwjStDikkT4VCX+YuqJWihgGH3k84n09AaZo3E9PEHkT1CQV00gFo9UABb0WpMBYEjoi8aQaDyJ+PMKHYFg2h6Bm9guw6iT709rLokUAPE/lCiiKK4nsqsrKAsOTU0FUT3JzUhs/kwsk/iIFFgLknr0yHm8RWSFJ7NRv9YUszkD0hXpJ5a4eB9yLDkjtCr7Te/0hgDrJ6pP3okS70tJ8YT1/oyT0jCuCapYci0gCUtCAkQ5E+ZP5LmlkOuHkKgp5m2YSn4BJfZ/EVvA8smcxQq+BMTyQDCGSSmQ5+wq+BYpvCGFZPCPwFk8ail1REH8Sr0kmR0NDW3c2T2QnqZ4d0grWByc3TQKcnkYEjyBK9nLEAOTy78Xl47a7C8Hw0GET1ssmSgImWm+irJ+hajFwX/EGTYvbrvpEOKNDYWpP0ghMZOwuElEPIp+vCp0lN0t3nfdmHDAOlhGr5Tk8pGB+IOuHxWKUMnwU+RYFqT05wYTQ3yeuShdUnrwrj4c6TsLhBahQ5oJT/dJXFP9QgUOxycwcVMlsbZP9+B/OZTtllALcgUpP9+A3YNpmjz2F9QYJPrKfSNCEAizqYDQClP/8BECQolUhILinlUA7tYv/2Adi5T9C1KYQhvbcKhfxGTk7HEZ3s4s34Kj6VjpT41eBaycN6oSAzHEBTwuoG8ojKfz+K80h1T3ZEHE5xbgf+hnGZPFJFgESPFYpDU8RxFhQKUzh7kS29cU+F0UecABqOWwUqeDC4noDhvYAYc1PxsRZ5B5/vgqL5gd1PNFhXCcM3l06E6n01gsqehTDuzHDT6hQK1P4aBcU/P4FKMHDej0gCMm7zvxNlVZ/7UR5AHifjXLxiCtGPOgJjAqyemTAxbC//augQtP98wisJ5p9LT3Sn2SQIkoJrAnwLLT4QMf/OoxBcU8BQCbT1UninAzQxCASSO3VhDqnrtPbrVHpOE/H/zq8gbwguKfCBjQdBYJDmgU1go6f1yD4Em38CnhcxPdk0PqfYkmrT3buf/Oy6fNV2Np5jK1X4+EEkmRCBjxAFCj6ewHdP84oZiDjIC3T1x5XFP6aep2yXJT5Z2qnjRpSaet0/doh7TxHEUhs2Z7eYHxyefT5ewNM0QJ0hahGp+QEMpzOdUHfAkU/aBnhTw+nlsgEsnnV7EMEN7XKheZP+M581BXp7ttgqn18UYeB66q8wISgEBn34oKmQjaF8oDeTxtvcGsCPI+UAsp6rvIpAA9PMbBEM9EZ7yq+en29PMT5IDe/QBluzqnmJ80SfcRTUJ7/iQdAeDPsBIdU8LoEXcGen3RArSfVJ6V2nHuOP0eI4HGeFTyQ/StgWoQIDPnxBvUBrBZUwEyKW9PUSUWE8TVGEuGRn67ULLQXEjbikIz63sIvwqLmhxS7GYWeMMpvQ3cMBKThlp518GWU92YTCYV0+eKiaQDXt++g2ae1iFbREm+OIKd7sbyf2OCFcEDsyG6WzPbyjbKivOf2YNcnu0AvwvuSBcp7J+tMaLHGa8HJMgTynLgB18PaYvtYsOTt0FekhvthcUqWZtk/00ihGU3u09sDRwkOQ0QFyeEXuwgYWHI5Uinp8CwoTm6OTCSvfaz30BeZX3QbfMCSuerQ1nXsPbOQYJPXsXrDDwc7dxjRYFvMCSv50+Ls+8YFvwJTI9WeTfCfVbuCmNQLrPEHtyqZN7uXQAOnzZ9vCBd0g58VrQANnnzR2ERFZLfMGmz4mIJE56WhitDUJ4HBvFwZibYVhva2re+lUBcnrICTnAwU9N73WID5H4dQY6AlMgmGQ8XMdnnRduKHm0Jbs6u8mQnv1GszkIXNzkFWzy2Achc28fbWhxJ6IhIawLEGoRanKBnZ+hCM1UHyPpRgrIClJ9NpkYgPzqk0B7s/RxhZLKwoxOg/2eHsYjnFMO26RIlPPtNr6DUC+Awf1n7ZPPtMqs+3tcA4HOmLHPX/gclS3Z42SBfh67P1MAcJNa9VVYKDn5oI0PtGSzzmAwQGdn5oINmBic/uzAWQ5JDsGowKXTDu04CcT1cMV/gLFMiiibYA8T7znr8EfpZVIDcREZz88lNRgT2ejiAS58egJdhqE5V2f2hgLgkuzw8ngdwXBAKc+F8FS2qtngvwZ7RRc/bRA+kx2jufwbvA3v3c59Bz1aS7iIdOeR4RnZ/VKJ6QPEk0XgXEDCJ4olS9Bl5oRLxrc+RrBemhGccKgbufPrAjOmi1AugfuTv7gjSAm0FScUPsteTWOf9Kny4X+mmwgfvoZ2f5qe0ke0R+Ht0pPIdwEdCiZ/SETtmJLPjVNFDdE0Baz6yuR2c6WXDth2+b6D5Fd/PPzHQj09qFv1iF+n3PCaPmi889TAM3FunnDgz+B+k8iCGS1JjkFEwwifkWSjUDyq4sgWbgZafdwSkp6hOieIQLPWYkUxjpZcfT7xnkSu6jBQo85ESJT2snjdQ1PXSPJlp/TEJXDprIRWeFk8qgDYz4en3zPWFgz0+b58Xz8pzCkSWHIRfBrp6qT+MRSA3VJB08+3enIFIz9XVmgBgFU/0ImhEDd8Huod0gyE+n58olM/nw/Pyz2fHR7549ls2nldP2+fRUZxEDZzwsnnTAkaeJrCIZ4nz3hn5qSBaeV0+iKDOGF/+7PA/9nNV27ghQzwzePs4C6fE7DgxGTT82nIlPHefKkjuDCS4DnYJvPbCBsCcEF/DMx1CWvPvT213xnDEPz7Xn9lPvAFaU9F5+aEJRKGDT5ifxiJ556tGJScZRPr+eOC/v5+2T/fn9pwQqeEwlVJ90RO22ahPq78v4BqS+4T/3sW70zer909Im7pcOannosdlRzdshI5JQOT4VPXsBRzE+0W6tQPin/yIoPM6s+zEguLE8TzRAgzhps/ZEAbhyOCcvAZhesWQH2hwYLvwabP8SRVgOFQykiA4XpGAyKAM8NRgAITNsnzZ9BEASyPz4hU4AtnpLgfhecC83JxIYCQn8CzLnp7rM8BkIT1TAFsg273wgjdokYJBoOJ5PzVWfGg556pgLp0HVAZsm362rTnkTxWQfMIyFEmeDlgjyL3lgGFopMjiQ7BJ5CqMzAeRTXClDMCfZ6qL+IgM1XgukDc8uw4dz+6R2ovZoh5E/BWnugHY16Gg/uAui+32SBK9/wX0EXRePRlmq4JcBonjAZJNs7GsEuBaL4tSP/Uv6XZI1FyfiTwsX8oSZchzU8I9lzFGth5nApq4/E8gxhXa7xgALAKSe0Jn2J/ltUuYMFP48AQED8bVZ4AFnvxPVxe/0g3F5dcH4nmFAYtrNIBcF8OqSJtd9AXhfT8hM6Oe5TCtGN8lRffi/8bRV5C3QPYvbXAY/feiVkzElnk4vFyeFmKO2Xbz6x2U4vZBxLE+RJ9hsWs6ZEvJ4hUS8quG5axiX1bYrRfZoCGwheqEEnrDk53E+agrMUYNawXoti0SfyS989S6T9XxB9nNJfkk9Ycm4T5aMNpS7tZ9pN9B/2tGxAS9FgsAILANJ/aoMwSLDI4TkX8+P2HqEJeiqmQ9SeM8+x0EU6OKXuGArSej7Aap7UXhKXjkvstvmYD5WDUXkUQBZwZaf0EB92bUXmHwQ1gZafGqIMl7omJEMdAvw3RPqCXovLBJ/QMtPrMCTE+4Lw2IPS5reDbSBgJj2l62T6HDtpAUR3XS++Z9ZgQOomGhQGfIUDHfC9Lwmnm3S3LW/S/Bl9NOH+7qUgbpedU8Bl/zCK6X9OMt6e3YPnID1L7ZEOYvxsQEmArtZNLxwQXFPxId1UTH/oSgDD9W9PvL0Y9B6l6IKPfJx5PuGJ+fcv4zvjBxnr8QnhW9sR/QI4z+FyZMvoy1GSCTyZj+EaQfn3hOaPYDTp7WkJ/D+b86cmOM/H8FZL5t0NawuKfPmDuIddVVBAd1PNJE5310gKL4KiCHVPnvJcmB0ZDxYIAYClPqtyB1GNjGYTxSnyJo/ZeowDmUAFT4TmwM0psBbkAUp5P5j/DuoY7qfyfBSSB/h9QpXTP1Zl27A/w8mwkBnsZAFbBny9h4GvL8cMhIrL0wZ8+Jg3vT3SA+LgqaedU/w0GfwFRaGZwX9nb0+gV6LquvPR5AzGeNaQQNidh3mYBNPw8gOoB0ZGQr3Jn/svGaB60+YV4UyM+8LMRpWeo134V8rEZR2AdR9YIwSCnJ/tTkzOIivjukUVhZiNBwAyX06kqyeqhYX40thFEUDEG9FfVxQIwEWdNNgRsvAHZ8XqGAYs4GHnnTXCmA0K+gthPKIFARgkfoL3yiGAZPKFNnpLPccKWKbEWhPKExIKSvsBNbIiyV98wKFnk04vmBDbqlTFFNWpXxZi+KflK/gWCwmEln6TcrC3Lk4EF8YJH7gUU16W2OFwKTYzR+yILTPou9dmylJ7bdkFhIJHjSeUk966EhT/CqASkZleGEdd7kaz1QfN4gPleu9wsJ9Cr05nxgkulxkuwmY/WIA0wGKvj6CvM/FtDyoA8n/YIOO2TMeWpULL0FX7yA28XHuTCV7AJLFXvyoaoJ9sIv5+Kr1gzGDA73Ykq/+7kirz/A5jMQVf/dwhV/qr/KX3yv8NYNMaMYCSr6BIL+wLDH02jlV+7wIRiVBm3aJIKBJV+hsI74IavSrBq89FV9xYagza2BA6frcggCFTgFpWWzsjCf+hgBYEWBL6gTbASVe5zDDyk+BDQ2e9MQVfcxS9ST2r3hoahPmz7DJzZOfSVO3QabPEvh00v5H0d8GdXpiOVf49q9q4HYzxq2jyIJ1ffPbTZ/BoIhxLSsmTAbjMJK65UuGaC9SVCezs/CFeP4GKjsuAhVfvVKRQDVVEDBI9PMMPF1CgraWSIp0UHPxXy9GBBI55wtIXj6HIOf9XD2lGCynugM7Pxz4NSL416LIl9QImvzAgUajUzfyFPtGCmvkFA0buk15yQMwcLHPsKNsOiJVGlhB9D2nGSJytlSkNimrxiqGZwqOyDqDIWDOz+o6KlzpNeRAifZ5raJbcGLHRhV7s/feS3oAdZ2WvIteBc2rs62VJOd37zNtxiaDi15VcGQXiAep+AnvehZRDJcrXzWv1t2tlQ619Wz718f+AXKO0sB62AVT7lJAQv8NYba/xJGNr/BYF0oNte8REu1/2NUEj6bA0aesc98VBJIFwjpXAoihla8w2DkL6LvZMUVSe8kdDZG9r1yQR3PKFMW7xBI/LINtEZWvZoIALfEHzOzwnQJbAitf3i4qecEgFZn0mvSdeVS9qtAU4TLX8tMXvgM68i8HNQNbXlhmgiAK6+vkW5r+CSE9AFdevqD1kcBwZan5uvZfBNKqi7w5wKtnmPA+TRva/q18RRn+WR2v15Ioc+BZGZgN7Xnuv8OeKfQlV9TDOLnrHPRyljc+M16DFDzn0d2Fufrjc/+Udz/WCW3P9leoezMwAlz6tAY8X6EBx8AH19LexvX4lgdFf4sXb0GPF8vQGxPC9eqeTEUHsr9fQF+QB9e3CjJl9QyVCUDEz7OezpZSjDq9OznmLHf9eRUAaKfvJwnn7wgvYI9UOf0Avz5JkGFob7DMpA554LhGtYAdRQnChM9GFoyoHW7ruoR6eyUCCkG5a+SuPmvWDes091u7BXG9XnSXaBe63fy4WITDAXuGg3Ffcl6qaBnz+qKebkdbvN5hD5+VfCqxnqkaGfDS+3QEDLxHoPlAdDeG0BfxDrd+buG0v7VBqAQm8PjTxZnxXqnhXzI6kEfdLwI3jgI/pfPYdSN8wbxrSWsAeqH6iDSN5jLyJEHBvS3Ccy+mCFirCbwvf5f5etUAAV7Yb0+n8nxgShGG9Vp7vO80IUC37ailKgCp8NUGQ3j7ki5fi8SfUEkb93ZeBA45eg/Cwl/RYrWKTxvIFo3G/4wGUz6oCVhvc8xeM8otUnz6o3gxvuKfrsusl/MjoY3mJvhTW4m/RN9pim43tRvSjfiMCyN+fcNE3tZ001mUK++4583ns8TJv6jfengKN+qKsU32Ww3qO5dTQN4SK7k3ldPMDfdVC356UyG80UcsSDet/hQN73SvOYNysjTkqNC+Z5gb3L6dtPiW8iK8FN4qb3hX4ZvY1xwK+kNiALyrYSUAK7WpVbgF8z3KvRdCvnNZmM/vsrgL0s3rNPi+f26AqsZT0LAYTZvDDfVy/xcGDk5JkLcW1DeZVKEF8ob6Q3ujIUkQMbuarshQByIKi0suBqC91N+wbw836ww5LDqm9ZF8acpUIVJMHzf4210ZCEwMonguEVFp68DCF/uUG0QWZvda1QW9k66QO6oXhxHBTe1QTzAHzaxa3OjParR1cz0NdeMPagR3Pku1v1AItcUOI8mLHPrhZI8+4t784nE53OvnGB1UTTKFGIKDngepysGqfQI15pb9Enulv92eRXp3eAcR4nQZlvecJ211Mt4rr7iYPKgbLef6LUt8KwQYgflvVLeeW/YemO+JS3s+oPLeMqDB5+mUPdZFHP5CBtyD4ocuVO5EFOvOaAWWjxKFIZWdng+8Q3Y2W9uKUdzy7SB18XegXyJGIGCTzWDPKkDiPrBA1l+e1gpIRSz+RRTBBaF4wVqen9UQW/ASKaOi5KWB9yaBHKEF6WHeF/6jBU4bIvDwRsgBdZ5vJtxZANvP3BwuTBt/UaDOzsNvLd5hE8Hqta7GG35KAPcn5oAQwF7CC7xX2sb4wvA1WeiiL6YG5zew8maWOSjFIr76dzVQZCf4/LsQBNT4+dFBvAGX9MiTJ+rb2FRgtvCq0OqNNN9y8EW3+y9fUBWk8pFregCanne7heeG29pmmSGOYn3fwiAZE6Aot/sQMxQZVPc9B5gBNN+zULcgYg3Mqdrq98F8q1DVgRAMMqJDyDTt4ERtxXtyIHvBPs8W/SzIlr2/pAq+eV1LrKTIiB2IeGAbufIYBZF59rslwDRPcjMlARA+dlz6Lm+9v99fgHC04XCs3KAFHPGHd2pJvt5PVHbX7evlMXRrS8vW3k/OCPpABP1iSCAd9Wzw7AISBOe2WyCiyfURnOoI3XfMAbbgS59FIFCcKhgIkAgO8PDBa7GhHlTuumfXhjMwBFc4qoaev1RfS9sr8Hhzx/4Vlv4VmKOBkd+lr0D5qjvBOfPLiUdmg76K3+jvh5ALwQvcqvsJXma7PDTAj8Dsd7CzOan4YV243eO92clBzzkM+ewQneRO/WiJO4NB39DQEnfiUCsV6oYC2QF7PuJA38DQd+XMBJ3/WIsV3iSBoMBtT3kK7jgQPmR9Bmt7zGFgyoHzdLYJO97uH5gOb5glv2gpERhPt4GBxIgBOv4VnTO8V15jSJopz2uGsQ7a/uCiB89p3jlvDCwcZy8d6B4ELnk216nghO9EFArrxVGJavCnf3klhd+lcKXtphagXevht0iGk70i2MLvb+Aldf0UFf+KS32QeLXY8I8+t1w7yVWVdn7oR6W8FViQoLR3hGv438KO+jWjo72J5mhszyfCu9y19s4Ix33jvzHexPPNVDY7wp3uAQIdfPDA4OfS73ZyFHP/iFBO+Rd7f2H7XtqYYnfIu+g57nNVJ3oTvO8lOu/TVgr21TMSWvAHIGSAEd9I0O+UY2vMTavO/JQHMT2ITPTv4VmDO/K17zr41n2CgWDhxu/Kd6aTxj9lmv4YMALfnd9X86uKBzvo1onO8Xd/ptGl333Gg5eWsH94DLqlp3+PCFNfuIjWNBz23u4Xczx0pAlBoLcW2vJXnaHfnBlu+e9K27xfEFXwOXfW8C4d5V5FtuJrv92eEe8ld6R79q3v1EFXf0u/wt6K8LV39tk92eS4iod/S78gIUHPBPePrDQd+J7+j3/foo4p2O8SM9Wz0V0LqAy3eJGdC57u1CYd43wiCl0e/v0XBrB58MJAZrfgWCLYTIiMhgNQ4WOfCU34p48+ApjDnvXdACO+YoHWOML3p1KU/QyIgUuF8oOj3qcNwef36BMTHx763sW8QCvf6cS2vZO4IYwBXvFLhHS+gthAEOyIBXvhGJ+O8B/A0ry9y09g0Wesc+W99cqCXyHTAW3eRLQ4pDIiDRAKqgZ2fVjBUdkQpzTbVbPZvxnsCl7bnUHh2T3vg9AqqDYLaToJ+yW17RYIcaBjfB7Ek4G8SviEAxK+IDhqXCH3vQwl925tw7iFg78pX8sEN3wHmCSiFBz4NEHJUR22PpD/EFT74n3yb4LCFEIAh94Fb9MaXTsDGY7e8JhNr6B18T5gBEBq+9qN8kDO94j7MDffESJikEiz0ywcmTxn21pCXt4cMOr3kPviJF3C/I2n770LnvJwjNVZGMjQHmT5SnOPvHfe4kmYoBD7xbSF2t+fz26Aa99cTlz3iAO8sZZe86PjVUy18D+Q+SY2UddEAsoMf38ShdteIJ7jijOyw3JA1v+VEK7T+TE474FDWsUfTpLlwjJ4rJa7oMTnimm6e+esCJYKcl6tg9hBle9NEBwcyK1PIYIfff7PqrRRb4C2RFv7J6us8Prj21LI8jwBCA+z4irilkeeMvVAfWUAfGgYD5VqrJkd5SvlBcNfKkHgwPvJ2zhQ5AGo9joGeM8StWKgb3w3uoy5gR+CkpDgYGufDuhLQA83ikpN4gUwHc5DoQBaL+wP3pJNIYdfT4D6tWDcQVsPs+EeB+bpP4b6zZnqypA+g/jEHl5s6C+HKvxXPfawTymVJ+vnqmTi/xWwA6NYhkiqXgmep0l3Q/Rgy/ryTPQAwOjXbI3JycMH6X1vgiyshTzM0N8rs8u2MEgr/B8B8kNDUII4Gv1gDvQaYuu4kgcJ9NitqNZeTeHSOCnbOvjHq0AW8LRhtECV18xEENAByegh8jZMQDLky95v1Bt4gCEAjMaFO37wvn0TYruvjESH5kFqIfaE06s/lWcsewwP4eRj+ebHtuD+ixI/n4UQBoI1B9iIh3EH4PxqS2g+LQT6FZZoZ8QBwffjQz685nnXQNYGu9hunYBns8uBmIA0Px+smJF4De/QHJk20PppPpZ4hyCtD6v0NCRDofUuI+ZOL/Fh/MGyIKO+Sxch/zVCTNHMP+WT0w+5xCEAnHdPYThYfCVg/KhA2aSH7MyJmXew/PFSmsB05iW3rrP0BgXEA5PapYL23j0X6nNsy97D9YlE/1parYifvTt7D7ukMcPpO97beyE9sSa7b5cP00vKDeABFScyLBF1nkK+qQ+UW88GzFT3O3m7VRvfwR+lD4yHxEAOrPMOpqBhLE+iH18PgMq1PexB09N4RH50jZjoInGem9nV8Fkv+3qtxfZxUR+vYvHTz5EQjEzjeQtZ4j+Wj5YPrQvyKQqs80j9mgB4nvWZaE1h29HF9KT2TPaTiw7ephDzbHdb3kgHMow7eckA/N6l1ptAOq7DkQONjMj7DdsK35dsl/BB6+fiQzQMO3kGm02eK64yj6VH94X00nk7ewR8xWGyIHO3kdv0I/tR8k4VVH/CPrrPnsi+oDcj41CF8P00f1uvoUQWj5NH9iP49dukQem8Kp/YkpYPtM08cDPSB2j7DwKtWNUnq6AiAx61bp6VHtnB+tvetqvq5lugMqT30fWhfAM2z97VJ3iPu0fbhRVM8bqiqz11nqEp0o/jkS2j+8L1UyXUfao/nIdc7UVH2kPptL8Q//9kwD7wEDqPvMfxY+ix/5Z8f2caP2Xv/eAzR8yj7CHxr32sf1o/p9jpj9W96pIdEfiY+dxDo9/bH733x0fPVo/+9VUG9H7pECMf6PfMi+Bj9ic0AXn/G6lDKh9gF79H/7g63Chvb3R/Wt8uTpp2GMfSY/Ze8IkBCHy2Pwevx4MFR9Gj5gH5ttQsfeo+7a9Z5arHzAPo/UpY/9x9G94eAaoPssfANffRXUDDdH3HW1XPDPINRTmj53H/BuDsfS4+7a+fj97H52P5cf7NBNkBzt9nH1t39JEMzwR44Tj4k73UMMMfPo/TsCgT8fQdGPvsfHo/6O/04QTH9+P+HPobBUx82j4/H82GLMf+Y+5aYlVyvH3bX26nZ4/rx/ukEvHw5EbMf/yPiMCwj6vH8Enjdpj4/3x8PJ4Yn2+P+sfrY/EfdsiQdH/+Pu/PLjUOUDKk9jH3wXrGwQE/wx9wT6ab5pGcCfAX0JDBAF+5yNOPkSfJ9AxJ9TUEQn/+PsQvKgq0J8IJi7H4JP/WqWE/tx/MT4dCHuPyif+E+nuaRXoMn6O32rrmo/7x8hICk5o7nkif4a2QkdLE+PH27nhxtxyfzJ/ET+kN0WP+8fSkeR45x1+Ie7ZP0dod4+Tx9Ay2cn+5PgKfi4/3J9mt8Ou/dKMGvcs3fJ9iv38n1FP3MfRE+op96D8yH0lPqyfXWfTSe+T9ot3FP7wveZ8Uh8uT++r3ePurPLU2sTpaF5pZZogKTmi6h/sDfV5EiGxT+WcpGgbq/v16H8zlPqItTU+NousSkymQ4Xz4fvp2vkDJt54Mn6w4tv35BHq8nNV9O823g34I0+s2/8ghzbwQnxDkmQJ6cI+ucOnp8PppvPzZd8KWwmYoVW3rljqXalp9Sgeb89jHoAOCVGtp9J0HeH4/ZU4ffBe4WDzp4SozVPg6f30XTgiDt6v3QwHpyfd+ecPgIqjbCNEbCEAo0+PSBQQAYDyCogLpDbeLogUyWYD9pyQKvv0/dEDg1hpUp9gI2vfBeeraQp7Bn9YYAdPyngasCuVAYkgJSO2v+7ANSj4Y77OOre++v+sDoZ8hfDQoAfX2Kw+WfjY4Yuwlz9kAfXvdCO1yATQBJnyAgLuvNMdK4BZ97yQtQpANzpRRrGhC56vGAHQJmfkLAgxTT14XFCTF8TkHYgMJ+ekFfT8BLn9vGE+6DnEBcfHip5tdlN3xgJfN15uwGIn4CXXYABgcz0C/b6olkWfVnfPFT/t/4bITmjDvFrRGOCsSb5nzrP8CQ75e6EdrSH/IBXX/7IL0/SihBWA875f9VDvNMdxBCGz+wH9bdmmOArfnO/UMA5n2gwDlv9lhUe9GR2KL8N38hcFXeaY5+z7E8wHPlzHfuIyu/UEEa73rHZrvv3n8XpCz7vhqegFOvzRAcHMuz9670nPgbvqc+hu8hz53EFIlgBEjtPY5/kKAPCKnP6bv/s+fiDxz/93gt3nxsYleXZ9qd+Vr0OQWK7NMcMXY6d6YLCp3k2fR6nja+AGEaz/w2YhgtMnHfj04SaTzLP4bvExCALeDz7E88NgO7v3c/ju8U17bL5opmmOoSBjZM3d6XgCbPpufyPfY4B+d71jgF3imvJ4hgu96x336Ga3nJJEXfi586d69KIIk8Wfa0gKs8pSOBICW4TOf/HfGQzxJDPnz/RKHvDwQfuAPz5jn293xHvvs+Ea/6CgIaDpB8Ofq8/bOwLOk/n//PliIYc/mBBfz7d5FHPl2fb8/AcGQUCLnwnPl/vbdeeO+7z+S7xd3w1g/I2b59o14w4rnPtxRFNfm06Td93nyXP76HZc+4F8Vz9Wz8TwJbvD8/a58Xd7pEA3P/DnAWAKa+pd+rn+mc17vpqNjO90I6jwr3P42o/c/9Z8Sz4AyaVgEefy1G2UdbRAnnw9GKefNY+8kBK67nn2qpjnv9NpQF9y8C/gBz3nlu18+QvhnGGv78tQeXvJs+m+iHt+MnofP86M9C+D+/kt54X96JGAwyvf3Z+vz+379QwRjPUC/7s9HiMDn3fDGxf1KJnk/WL6inwTQh+fFPesc9IUhlb24vkxfHi+YoHoj6hjoywVbPc8IU/zkz4zQHxXkZsIkRuEhqomkcMon3/BzvYtjeQdhmoFFPlPPNM+u9jwQC279RY8qfGm2uiAOL6ywJe3yyOVXem0vMEBz8IJt5jociAop/FL60F2Uv68fObxFPulL/vvKDn2pf6zINNtIwFszL4vx3wVjxBNvJJ42685Djpfq7PMo4pjFg719HQZfOkGysmTs4zH75+JvviUcvJ5Ep/UjvfeF6fv/o/6zJj4iSr/0DTbrKgOK9WNkigM7PluMYmAvh/vTj0MAG5nZfOfhll/yqQ02yYX3kfkkleZJnL4LQNr2idHub4El+jIFNnCcvq5fqnbtWrPL8VoBptx5fq+f1I5bL8OX61OfNAyy+bDDbL/+X3OPuZfXk8MdfzoC4UxMvxmqv1tSCHLl45H+6QZ7AMWOAlTwSDqz4iv2vgGOuowB6qCin30vrlH4PaT1Q4r5mXxjr2fC/aZfF9HOGaX6JJI3gybe0CH4UApYPHFwU4kTQop/kr+eTyAQqlfDi/Kl/UzdU2qv33xfxS/OV9vbm5X85D3lfXCOuV/gZ/hpaR2+lfiZ54p83L+FX/eOJKfZchGM+LNkVzyM2N7gnxAMdexWGgGeJLlxAfK+OAgoN+VX0YUA6zRFINYhBL/AkC6Ucr08MAzW/Lwk3hxo0vCEUU//aCgdEnMIWUW1fsyBIdlHgmb8o0vhVaIRxBK89SeZH7/6YyfkLYvh+gQj9Xyy7DSEyoAIgBcI/OLu/AYEficxwJv5VPQgD4vxmUk2BL2B53bQ0DTAKNfsKBUO8SinnQIEPtisEXda6d9IHvk4dPBGzNP0bkiO+HwHz7QU0itdOZURTV5eEp4uTRT01quh8MD7wbTicoItcUxG1+7Kgn7ycZSSg+A/FwKzMHFn+snrszbCSp1ACL4HauDJ4laNpx3SMH6TFUNgp6gfrvfmA8ONu0HxZkFRvy/74R9qD8DQroPhgP8/YDB9u9HeIMwHz6FMKfCh+qaC7n1pkqFfyXOUljt0AYDwjoewfCw+M7MDz+Z3gOEU9fp/VvovJMuQnw+v3wfDAerIGhZ7A4WRUIufMUh2J9fr92QswHobsCmZT19qygdH23NN6f3heHQrOz8EhPhPzRV76/EW9dZ6ps5e71ofi6+w6/Ib/wH6hv6WfoU57+CCD5YZrwge6fK6/cN9IUHmIPdPmw+pg+aLURPeX/b53tQf22QEJD3T8y4BlZg9fRc+NocJ3qLyFaAr4f/VhW29GgMWn3sPvNQOJzz7IMcmdH4v5nKIWhfhN/illY30P0M0BHG+efZHT9X/SdPw/9kMAVp+piVPYNcPm+aZoDJUBnD6m8zBvsEfnWoKJ/gb9g37pvw0fmYkuoZ1Z502EiP99fe6evh/+1nVSu+v4Rfpm/jPrv17bmsIv/Ef5JBNZ93r9cH87FlwfRi9wXCJiFQHz/Ydrcu6/MW90j+5tCuX8lS8N9nR+DpwtHxuvxYQX9ev5lyeFYkx8ZbY43hfVnSfYQBnzvJEkfn9BDZIAz/36Bon+8SkC+SVAnoA5H2ABD0gBG+0F+oD/mGJu316fsG/BdbQb4VoGCPmlrVW+wR+4gT039hv6EfzW+jN+Nb/vH4Wqxifc6/LN/pT4zxKxP5f9fW/1R+pnX8X2bajSf1EfXR/0b/7H/1v73GP6+neBpQA5H5SQBxUCW+9JqGYDtH3H363XkS9rGhLb6sVIhP6I2zm+7R+z4VUzwdv9cfW1Wd7ySL8OL3KP/w9l2+6t/Qj+ByQ3P1rfdtfzjvLr/wn9zvCBsdK/Xt8wD+OcF4CAjf1Y/3I9U19VZ0oq9ifxn3JawvT6u36rnkXcY2+Gq0Tb+TD+0RXsfp2+X1+69/VIvNvj0Zc4/KU5PEFANKVPZ3sk4/WLEwT5rEhxEdHfrRRs8AuY/G38uP4nfJ2+yd9qL+RJKmP4HfO4+sTQll6+39ePlgsrI+518Qb7E86wtzrfNs+6kCGQD+3zAP2Vov2+2d//b9zr5LWb7HY1pVc/2ZEAbODviO0Eu/mebQ78nQLDvtVo8O+xd+Hb6s7wyQIcfpU9Cd9bd935hJP7HfmdRBW+kEHx35rv0Sf9HeopD7b7J30p3s3f0u+Fd9zF9vRUdn+6fw2/CnfgWFu3w9PiXPK5BHt93b9cn8PdrnfsefdlC876F3zAP5Yogu+md9mt5tZXWPobfIO+X0VS74d35HvniQrfRpt+K77tyMrvhPfy4+zbiebIYD2jvrbvOJk3TLMB4fIMGP6ifwVojd9AEhN3z8jlSA5u+Yd+p79YgIj4FPfPE/2aS074h36W3+80jO+fd+nT49ZR7v13fre/zqOdb/on/gRdjfbufvd8sb+MZt5vz3fbu+oR987+vH6d/cffZrfJ9/cWvq75zvwffjA9h98d752h2PvgPfzO+CdXd7++79dPzWLRS/t9/wt5e3y3v0FXwFh29/s77uX+kNzffEy/z9+D769i33v5qfpO+R9++t9zfCfv6rfB7mL9/g65enzdPyNvVu46WM9T9mX2CM1XvqTkywjvN9mS45vwQMCSubxNgH+oMld6XhA02eJyBXWFWn/ARWZfbDBN/jll7CtRHj7YoE0/HgRTT7EDIhyWRe4iBuK+VBxfkGoP1lIgiA/ejRgGDwGdXoAkYDfGvTZ5+1TwTvphAtH3n59vV7prJScOF7l+IcUiRt78bUNnvYIajJZoBnV4ToELQD/dKDRtZCcH9NkLkL8Kgty/2AsxsDZm6lk4HAdWeKVTeiVyF4kCN1vQqjPYBKH9HIogX91vbqeuqQEskdMPwf3gYuBGC7AR3C/30BWXIXSbAGq/ut6EGHyeHg/NAROTiRt4kMEnNGw/eNh0U9B1mwH8e9v6wi6Zmp8NlGiT07YQm+cbfV8iaqFyF9yQW3A02eGyjoO+CP+CZyrPTfQ+4s+HVOIICvwzAMLRkAR5UDjbzCYR2AX4xcYYENGWX174cCf6ZfNsJZH+zPVo5ZxAzo+jFTx8iLSPthZJfDiTSj+KnWFHxEvn4gYCXA8SlkSin6acBzvzY02pJNH81SYb558QzveZ0W7c7j6wjX78km0CBfNa70Sz+5HuHvr9pR41hIBD7wyi3o/inQbIA4r8Jvl+MYoiR6evo4dZ67MAkCZRMEy/3MB/SU8FynBFQ/X0cCj+yCFpivkf+PkfsEEXubH75gMd8VLexB4EV9KIR9c3dNIzANx/T8B4iLD2HOITLv27nNE7uF76BlqCIXPWi1PYjA7GE9MavgOsFyfm6jHQBRz2P4T8YJx/Kfjk/R5X87YIW4PdRqFJoZmch+KpN1YQqJjV9Fgiq3ITsebpIfeTfC398xP11DbE/QPAoTiaXGF3+JXwnuO8BNLgv5gb757yJwfmJ+ET8F99UiJlIVjYCJ/Hc/LpwWL83UQXP9J+eOyqSAO2J4qXVfqeIh+gCedmWscvhvv9ubLj8d1Hn7yH30U/jnh2T8Sn5FP3sQHPz4p+oSiSn5sgOSfvQh92f5KkUd9jlqrnzeGR6xNkAa98Y4FrXmU/Sp/Ze8Gn+Dz0afyWvvEjqnKE7HcgRaf8Midef2T+218p71MIRI/HdQzKEP96mwKot60/Tx8/+9TYDIWw6f32vbY+ij8Kn7LSsHX2XvtuA5C891GvAJHXvLoJbxWNjFSNHHyWQV/2PdQQc9F15CkqbOSNdT+eKa+9UAs75mf1BfsBh4OfJn5hahTXwzArZQ4z/piGLP7M5WIXFYJPYgU1/Ss9x0dk/zWUKa9DijwWw6f9rATZ+IxTKwYdPx7Xi7vcAdUrMOn7TwE2fvlAS8+HT9ZiEHP0XwVK7ip/Ja/LtvbXVqf1ef7hBNT9qn+Vr6muXU/VGyffcB4DNP5OfoXPeewwSATn90gZXPxTvnjPJz8W18nTCEvkc/14/ddUTWAO2HnIUVfKJVPT9dn4w7yiVP0/rp+Az+/ed/YOFyK8/62fla97EAjP7k3UtfQ8/TGAz3H1vOWf4bv19ekz8FbWTr8N3vHgNnfMT8BT6o0DmfxPaSc+YMCqn4FzRBfgYHLqh1URAX/Lr1Z3/lgYp/5qg+t4GBwAgS8/1p/K4C91/8OM9y9k/hmAzW+wj0R7xRf7s/AwPVkDIX7OwBDP+i/Kp+rz/ll8+dCqftY/4p+x6+zd91Pxsv02mHKBDz+O0HsE/DnonPuF+mL+S17UNGtOa0/PjR919sjD8bdOEZuoJvg+a+1gf3x4TsHcQHm+b4YQNCLqg806XwjufplqfH4JZxpsFCfWUAsi88HMWwPDnx7kVTAw9hMsFi3zfDbiI8B/i3DaCHgn+ZAFTI56Q5caWX/qIGBf+xgpsB4c9vOCFmEwcdqgPS/rs9hjHLwIFfrqqfl+U8KKX5EBJGv+jvRdlewgPcnhbw+wwC/lyox69AB0ZP0gcDl6GE/dOjeX+Y7Px352BXGenL+SUHgn2hcYOCr+wHS+Gd81Sjpfuuh14+HUpa9/Kv9GXrpmkogbL+NX7aZtq1Fq/JlAD689Z64v7OYgVf/9fPeSdn++8iGS+7PqxIY1DjHGBz6zP8O7PjhgwsBYFb7/fX7wEFCfPBeuJH27BLnzKQgBPqUhjIDer9hrck/21SnkAS55koMdXyqNB4p9r89TEAv3OPMgvaVTJoBEnsngKegH6f13SOB8mhfciHdfni5EhhyT/r413sOu3z8vIfO962uHqejxIgGVE6fm/eRvV5a1E9fwG/Mne789B/HusqldmYi67e1j8w38Xb2+lm7u67emeDjp6W1KRX5G/jAhqASfmIuH+u3yTfmnmEb/NuHk809Hwm/mip12+B4RJv8okKdPCN//rBY39xiHtMddv8ogLpjvp/WrDTKPdk/W/BIDuZCZvyfAjzfQ9Y3DDcdDLLGXIWZfCq7Sb8jb6Zu/D5kbf4/Qy3Mjb8dBESez8xvYp+t//wFI0AgsJVg+BAFb/K341Y5A1/FXJTB+t9ZzAXn7a91XL2t+G++635tn4ByQ2/AwO7IRm3+on1Q7y2//uQP2SPT76xsayUaf0N+JYYyF+RFmSe2kIt0/kRaJH5mIorP7GPQmBGu9MhF0H1tP/2/lx+nW4xbC2n6f1aU/8GybU/Y/WtwmKFgavAefNyy3iPT8xSMa1vOCpU78p34VwGIXs21ztgU79JsDTv2pjHEfQoXUtqJ38Lv8eutkI65fNJ+WsDQr4Hf8O/mk+btWnp49v77v+O/d1+7ch239939bf+HAHd/Ab9bd4KRu7f+G/uKP+fDe35jlJIz9nPFHy3L9h3874WPf4IfOfnJ7+93++sCy0Cu/OnfLkAeD5Tv/tgAPP3CNk7/F3/zvxB3hpY7iGZ/zUYF3v6IoXO/29+bYIkz9pH2vfmaI59+bN/F3/Xv9PX+mANd+578YT9vH0KF1u/ZtGm7/qz/bv1Z302/Xd/v78937prxXwKO/Lt+Poe7UmHv4Xv2+fWk+J79/Nzrv6v5iXMpghAb+KQCnvwYfN9ft9/K7+r+YVIKuxpe/G9+CiKtz+JCDvfis/+d/M7+H3+LPxi7KB/qd+yF8TUCLv1g/x3Pcatqe9YP4YXw/fmDz0D+kH8C4Nonx/f9yPTD/W7+KK5tvyi2L+/7kf4+QD37uXym8fu/wD/1aVDWB7v77fqxswQ+3r/MP60Lwbd+B/r9/EH9yP4Qn0A/ku/yy/UJ9dUiwf3sv25K69eZ/wmG9BVw/frG/S2SerTLL/eGK6aRBqIMZll9zWHeOKBMGMQVj+yKjB57YZJNVKx/FI/M7/6P7uX2yJGR/Jd/tH+cT+dv2o/iZfv/ZH7+yP7tHxDQRu/gj+v6ycP60L3Yex2/0t++H+a34Ef6I/m3WIj+7r82600qh7fuIAcbf3Zbcn9fv4eMP/fwqg9VCcP+PsHk/6fQVGh0/N/IFi39TKIWYjl+zGhUkGKf3J4GR/n+AsL/g6+iH0w//yYEDRI2/b2WT5HE2IGfxOtqR9ChZw4BsvrnWXm/0/PHlsy76zWCkf8d+4BApP/7eMzgOG/eGE/0CRt5MH+n5z4gxxBI2/6D6Yf91AJB/jcdqBiwhcQfxyP4eSYT/g8vJa9hC1oX+07ZYINb/d47OGITfjQ86N/vC+U2QTh4xMHmSpz/8GGJueef+m51RDdz/XMtfQjTX5R2a5/E/oqb8Jr7EaEY/qXo9N/Pn+CUHPZKYPtB+x3wYn9CEihf4ByETypQ+y18SEHXX5Dbf8gBg+J8RGD9+OHsRQrASL/FrPwc4oNLM/3F/DTAfXNphVVbwwPpc8B5N+CSmCAGH7/6ISAkopEyGgSCRf+mIOLPBhpQkBqD52YNI0eF/ychFoCyZF9zdjAD62+lrIoC8v6ubJUIVXL95a3W9DrkBQO8cbdOKaZUfhliE2gCVMYS/zkBhX92INHmP0uAGvLUFcuznsizEKLJ33NapeEFjeAgRVCq/n7g0QQ9dhylHOk/p0dwgXj+IeTYKbfrg+QOZ/AE1bX9CeJyT/8iUzATr/r1EZn+eRJlwZOTh1pGdzp+cY4L9f31/uPYhQsBv8xk4daBV//r+SyA/N/DfxxsfHz1jRT2wqv7j9JqMCT6idALX+lmQCv/Lk+DATEAVX+SvThP0lAEfQVMn2gLqEXx84XPWmThLBr9hjPzLf738MiYWT3EfhMX7AS7W/sjrBnp4+Smeirr7y//588NsEEw6AHbf6csJh/qyAXfA9v/UIIO2kN/9lgpq96angkPHf21/1b+c0AjP95f9O/4c/5E+cN+o/B+NNjABBYgT/95OuFCseB9bXif+6/N39TAd0aievycIzd4NRB67Amf3O//vqnS/zJjk+HvX0e/5gQ3okDb+Qt5rL3aIb0SWcwQW+hZ5KenIgGQoIij1a8fv8NH1GbDUIhb+KCB1j6QsfmP7bo0DxzJjeQDoz2B/v+YkH+NX9ZdG7vTnwOhMmGzh5Dnr/NC98wHzeT1gSyCz36oJYj8IS0vtYTQvWBplJin1/f8F3hCP/HQM7f4h/iV/5H/R5iwf59f1A5sSwEH+qJ/LMjtQDY/iNg5TPUfie1hofBB/hsfvL//7B62Atv4+/gLecicbdKJuYEnyeEPA4mReEFjXv9cH1AqMewp7/fN+o/ERH9dhcLDtI/eX9Kf7Fd74/tT/vLVpwhOMiRH1p/7VqbM3dP+lyd6kOB/jPhiL/FP+9v5Tv2KnjzeJn/O3+F79pk0hwiR/06gmX/F8OdH0S1lC+Ua+ZH/AV8fsoA/k5/iG/6M7D3/acKPf4QkwQ+En+bP+nX2TWxe/AehVn/kv8HBJg/6L/2Ne37KQrCvtDdf7OzSL/HE9RHfnbAAgCL/TLxS+vCEQ8H7i/pfAc778v9Az4TEggwDC/mnBv19Mv/K/w0/yc4pOfHP85P/iADZ/riQ3d77P/Nf8s/0KF21/m49DT9AB5PCMFTXTo/r/R382f+IGN3e/t/ur+Rv+dv+zgd2/jj/E2QBv+Zv5w4I2XzyiRR+43/6f+vait/iz/BWwBPNjP15H7Z/sXJlb/2v8Gf5bf6FlAxAWn/XwTjV/lycvQIGfr/3icn4+cu//fJ2T/CbfhGjZf60/+PkVIgs6wvqALt76/901CJvjh4iv/Df+6ahCYWdYkVgYv9ff/2rwZCa2mQd+Zv/7V4fZxD/hN/M3/94zAn7j88mr8qI+cx5ZNuohrf3DyaXwvH/xaAw/7SmpKIQj/zAx8P8lBYJ/8gHPafxP+e38of8y/3j/hpbnLmUf/4+aYwFj/1H48H/W5ho/4oIPvfpH/NQKEoCpXbZIL7f39/0l/Yf9T3+ff6C5IH/RX+LX8nVQSvxtYec457+YnyfH7tCGl/5d/qNgT38Q9eS/1O/+LRR3+7v+Ef+qDpYCC7/vg/z3+0iBzxtohE7/Cv/9f/4+eC4Dav43/Fb/aMRlv8SsZthEt/EgBrf+iqheYPLk7eg+dZjX/tEQzPwk5q1AKr+WKBEn8clOU4d1/QSAFiDS5KV4D3JhLuVV9dJiCt3Nk4EcSgQrUxrUCOV/O+cwORXz+9BSW8ifnHyOSfmllophpAxha25wxn/zGTlo1m8+tTEnOFDIaQMs8APW6tTCMwCBaEv/k1NgT9vkLHoFX/8SIL4hWpirTkX2Aj8Yfks8hpT+TOhSGFX//ocIzphnTBz8B2D3/sBzff+d0+52WhsOn///Z1gbR/+2YGbF+y36QM5Jsnrud/77OHP/y9K/P/F//5z83oK65cf/Ff/gr8b/5JIuX/nth+8m26BJuHj5EzMGAw4Mm13BVMB0v7n/8//8OrrL/Ni/27K3gaQMAOZ2ECx/6dkJH396MmiAc/NA9vZTNFMeCQM5+xbC2RBP/6bdhL1qzrB9QA12bljaHbB1Xa90yxOZAAHt6SAX4TPBnDDYKbKgSeM4IAGu/6t/6QyCjQCFBbwSASyYagSI/RYAGizLSBhj1AciBfjDUgyjQCEAHA5ixv4hv5Rv4hbwYAHAnzmhbvHjnSa4AFuoD0AHlkCH/75KB+P4Q8gebzIAEbRDF35WLiT/4bKjPsBmv4EoBIAF+4AIlAGv54iIMWaxRi8IDuF7CxASAFUybXlKnihfv4gv5T37XlLKGAfsg6v7yAEwviUAGUgxZEAhbxaAFITBlXB14BAAE9Z44SYUMjVkDGAH7YQstAHGjtgjJyb+ty1oACv63oijICyZDflC/NRiv4Z1rwzAI/D+hRUJ5Yv6YBwebwRCjtYCKv4dkSRH6KhQ8sCQ2y2RCSJ4hAHz3ZVbS/X5qFp7BbsiBOBqxAGeC6J0BCv6eAFGKjIYADrZ8kA3lDWBrAsha7zTrb+4CR94/4j6wL/O7/7DPGZxwjmSKMX42QBT35lAExOAHbCOwCaH5kwhZZ4QtyeSCyZBrJ61Nh8M5z/wtAH1zCbYDx8g/VBql6dAHHjBN94rfzMp79AH09i995DAEcRD9AEu+BD/5OdDcJ6TAHswDJl53dQuF4I/BrPCP1hrH4SVCTQAebwrAHsyTNi4YqC8j6vijk+Cr/6zfwCHDLAGrgroBwOOgMLD7yY0ch8wDSn4UCo1l5ipCzMBrH6wjz714nAESyDRtqZeYXFgBbyUYD4KCy/5SQBtIAtAESVI7ECzrDXgB4l4OXgMMyR8jsID5z6ggGQYCzrDKECLl6YMitySzrA5dj3ybwgHuzC6TA5dhCZ4h5wiQCy4bvwDkyaYgFft5tui9DotAFpiCW3Bbf7nBzzmBEgGEDrysIXf76XabAGzmCE2AZpb2oAtZ63dgY17O/6n4TJya3diqr6sgEiX7LAGdtCzcD4+aSiAbEAtAHVZCy7by5KVCBhxg8gG6wD99BrH4KIQW5AtAEtarVdihc61MJygHXkiANiABbnSYo5QuD5qgHKgG/4x5v6Z7h0Z72nhZAH8gHT6Bf14GgFcf4RYRiJAtAGMXRupCigH+Ug/N772jiQDSgE2TDMX7k9ZoXCbQAlv5sgEtAEzkRugFxZaMgHsgFy/7MAE5PA0gGegExOh+sC3f4GaSXAFxhDMp7YgGEgHLAGRgEcRDRgEEr6xgEiKAi56tXjb0DsgGpghSRBogFsIDIgGG9AbAHggH/ED2Bq5gHawjhFxNIAtAGa5jV4BAgEv4x+gEfDKI57Zbh+oDBgEVghJn5PAGTyaOHhYsA4SZT1At3jBgEoPQ3AEpkwCSBlgFoCBtIBJ/554D9gHeiT514bZyQ54jgGzH7qFYYqC0yaSogVRjqFZhZhKyZzgGaPTNi6LgGhZ4aWwgWjkn6GdC3IC2AF7yB437jAE7/4rdrzmDtAFjySHgHR3IwGAngEsODSBiKFRn6CE7CW4CH/62th3/6knie8gPgFHCCj3rPgGgv7IAaaJwpX66DjnN4EwYS0DmqA7H75AFIAFWFBTbJ5AFZAHSBhYySA3YJpDWQAgQHzrbJAG3L5x3hxAFgGAhbxQQGeM6M7xuBqgQHWH4kuDyIB+j5GgxiJCG+byIA+bzrgjfgFrH498D7YCMAGPgEZn615wHJ6UgwTESpXaeWx6MDXgEUUi3gFP/Cmt7n/5HgFFJ6LRJqMC7gHngHwtrYCAkgHMQGAjDJv7TOC2LBCQGRDAzn6iQF8ybLgHB56ZTiimCUQGBThkLZyQFd0CTgEFgG5C7PYB/ICqQF9IDqQEh6TqgE8SDaiAA+CbjjAD7LAFn5pnAFNrh8yatgF87LMybnIJ+j5+ZBRSACeZqWxqMDBgFNIAo1DWQG6dAbYD9gGGsAVgFX3RYjCeQEV54nrZz8hkv4W2YzGgSdo4i4FgF1yaYsioUDwH5CGKrAEtAEZgH5hCZQjQ0DYKaIPDcJ4axZDoBSs7BQEdYDxgE4i6wxCiybn3BRgE5QE2NKbAH+gFQnAgNbdAHBgFfUDMAFlQHOgEqdSeSAkW7DoA6yb2gHegGfNaafbLAEhpTqogtQHxr7k9a3xDWgESuz6wKWgHIfxcf4FlB0CDJQHLHiGgE4RY5b4SyYagE9F4L6LKgFuwbxGp9pbt2jCgHosATQF0CDgyaD1Dj5DZkgZ9CF+BCgH4fB8gE4RYxpA7p4cgGfebh3ZdQHMgHThCdQFUyZkXj0gE4RYNQH2BrEgFUgHVQFxJ7DxB2ciajDVQGYyZ4gFvQEa7jBX6fQEaxa5QFXQGiTSogE4i7pQHqgGAwHHrqJQHZwAtAEt/LQgExQGKdD/AGDEiAgE+QF637meriCA5+bh4on4AUgEh5prH6OQGDl5XAFS54vjDrQS2QGnAGpXbmQFFZ77AGeLiGQF64y3L5bAFX2iV6LDnBzAFJQG5C7dogqQHLAEGahgObKQHLF6LRISKTWQFItgWQHYCDuoI8wHTqCcd6tAEQ4QEwFVTRgGD9AEa4QZn4CQG50z9AHrEAxH5QPBMQGswE8uDc4aMQGn97VAEXgH/YaXpQHJ6FAFXL6G1wUQHOAFpAGF+CEQFC7aGwGvRiJgS6+a4QHYKaJAHRAEJAFpCxRAEYQHZAH2wHHfDmFCPIDnSb94iZV6uwGLIBmwHst5Oeh0iDvLBVgB7Yx4sCP1SuzA6yZ/wDUKT11SbkD/YA/N5euKfjA7wDYfSMsDZAGQHDPRiABygYBut6jupiUAf7qJvxjl6pAEAwBiUBobbZwGTyYZwEp9btDipdhmwHFchuVhDkibgFUyYa4hrMCHvRWWp+AHZ75kz4Z+hmz65wHHDLyKYtwFoki5wHrJ7UAgCYCqSDbyZkoC/xgstC3kjIkjJQED5A+ubIRYnZ79AHb6D/wBN+gbYA4QCTAElkCnp472rWV7KwGeGDdkTgNQRnD2BrBiCPIDHFB6T72Boo3h8oAA+D7wHwwEEiCdwCbwGsqAVZ5IZ4OqjHwHWOQLwHLAH8ATSgCTwEUwDwwHtKQwtAjwF3D6kMhvsD4KC3wHuzDmuhfwEyoj5oBN+ht4BdwFfwEgIGOXbUxgAr7LAEniLTFilwE5wFfwE3AS2EAd9ZpwHrQFw3wWd5RwE9yZ6pBPIBQ5ruQihwHsgEvdRjvT+wFAz5VpBgu6h1AjF7QIF3wE4IFyJT/wBQwHvQzoIGp1C7maLxqjwEGixDwGfAEwIEu9A1RAFii0IHgIF6O4xTAeAFgIFOcAh9AKTL454AIENwEiBYVwH4IGQIEcIHsnSQgGx0i7SDeu4KkBXwFyIE4SaWIj5wG0IHncBrWAKIGZwGvwEoIEiBY9kDoQA6IGJwF6IG78C4gGPwEz3BrEARwGXAGOihID6hNJLyDEHAPwFg1CaIG2IH9/6R1x8oBUxAOwBHQE7wG+gjaW4uIFeIHUAh23C+IFheB7ji2IGEJCYIHjwGbp4WIFt4CXAG9HArb7GIFxwH9AEHkwI9You4mIH7yaAmLkLhCIF5wGCwBmwHtwHxwEyIGNwF8IHf+wyIHJya1wEIYChNLHDI1l4lIFuViRRC18D5IGZNwPs6cIH0WBmwH6IHATBmRBDwFJwHsYBxwEsIErb5mwGS2yRwEMIE5Z65wF2IFEnrsRDWcjWwGTt4eejrwGPSaRAEuwFkIFTIHOwEffYldC4YjgyYhAGQgS2m7UkDUkDOAHvBD7kC2m6qSCSl7NgAkUIwtCMfwFoDFIEX3LmIGqWDlkBOwE6tCYBzwraiKCqSCbIEQpSy4A3IFHOCiybflB695+9DaIC7Nj3IExEAPYC2m4ePipIHwPABAFqgBihDyXaeAGbKRkH4bogtF4tlBFEAdLaS8Ckt5UaKPTji3D3GABAHOAGjuzql7nMxLIHWwGWyC7NhAoF/oCfwEfAB2Wh8T4ygDDdCy4AooHWjDZP7HMx5GB+AG4gTHIFAoEf+CTH6eAGJzwstDHMyw/rFIFfPBZQDgoESACGQCkoHT6AWwF5sxYMD4D4sjCOay0oHA3gRF7Zt5dzrTT7mBrRvzAiAdLYNvBN0JNN6hWBcV4yC4z0B0H5zRALeAiBZ5IDj2bBh5nkTpH6iMKSH71lDDYAG/5b9oFoDyJ5bIC9D6Y8hoAE/F4ecDqFYfci/ogmoFxV6IFAkMAbF6YTCSUCFBYphruV43HIyV7y5Jar5kF41MKYlD4+Zar4XF6Lr7kX4AgyKoBJF4cPDBoEypxPF5JZ4aDhyhZqMgwoA4F4xoEYcgwUjfF479YahDPcp9GiNJBhoFpoEY+aTmCgl7Ql7geT2J40GgtkDHF4FoEXJ5FoF316WoG50yFoEiGCrd75oFVoF81CfWzuJ4moG/zD0v6ZIC+J75oGbMSE37as6PQC6J6hJ5CihmSBh8C9oGObSgnD84D1F5RbD7WgjoFwTgloEDP6WjAYvj4UCMJ4PRhjWSgnAI2TON5MnCz4TvHCrFR8l75oHMwCKl7UkQ/Tgkl41J6gnBJ0B7IFIciexAyl7QnDHoHyl7RBS7oEXiCgShYcjefjql7BQwTOC5Z4Lij5hD+QwekApJ6pdqMYCyW7KoGUl4XVQWl7xrAlkDWl5Sl5lYA4PaUryNX4/4gTQBNbAQuBG96QYEDJ6yW6rn4C0iPZ6AYGIYGcYwKP7gYG+Z6ntjR+AIYEPJ5oYFvf7gYEJl6arpYYFvoEDgpG95T9hBkCAYGRmAeZ4n7xuViV4Sml4Np7riJ2QgxjjpZ65mQzED2fYknKzkBlp7uYDGjSAYHDoDKZ5lz7yKbApD/7w5l6EYizoFpWClX45l6RYDukZQkQq346N4QkT9gbcRARt6Jl6jUAmJ6oAi3CBBp6ptQKYHiICMb4RxBCQAz3BqYHvp4VmRMcBMYG9hjQF53nY/8gqZCIAiQV6aro7yQj57nbAkdhml4XoxLz7axSr57f/Dzn79gYXYQPl6muR6p4eYEzWZml6gSAup4TVC1ihD55nDBF1TaxSKdC8N6mnDmN72YGuYElMAwUweYEOYE2l43iAmYE0dCaH69PA3iCcfamYEXP6cYybYRCihilCGYG+MQVp4GYHzN6ZV4GYE4V5EYEMA5caQ5l7MAH3qKvl6dp6gHA0KRhN4YegrT4VwithDKZ6KM7crgA96FVoYfZLl5qYYwZ7Fbq35ICp6UX5jJhR/7zQC+ggqWYUQKGuBhoGDKD5hC36BzUDuV7QhRknrP6AJTBhoGSgARN7gtb/8ycH7CeB2lBOCAln76H7oaDSNAKwZQObWoCLP4O8CWjC2CCCIDfL5N1KPIBHYFrQJXYGrcAKP636DvlCX14sH5uwa3YHx94Fay15Dk24UcBpYEFaw8diqu5BHBf75vFCv+wI0RGJDFn7IYBQ5rjvY1RjFn4ZcDJl7WWD6biCt6FkALOhDKzoIBYt6HOTNVDn27vDDVV7qz4qoC+votDJxw7qz6nMDSX5yECyxikX6fjApg6MXSaX4/DYwByqEDKX6Ct6M0CDyAWVaAAgg54V14SejaHqqECvoGkX4SGDtroc4HsX64rgUd684Fj16f2AWxgWsDsX79rZWn4c4HcgHs06AF4og4ItTOgFwd562Dn26vIB/Z7317tOCM/S04EOKjU57Xki7A6U4EjX6dBAg56Y4EmUCn94w3wEN5M4FGaARigS57n56RroZjBJLD8d5E7ij3o24EEiC/t58UQLO7H8DUDCW4FJIEoqycTiW4HWNAU4FL0oKD7coyI8hapar5DfKQo56nuCQrBgVZuyA5oBm57tuA0KReZhRFAvrCaT4LHbThBaEJvmDyoHtmq9hBYGhvcB354ynT1X4QkBHYTp4FYjBfwBaZgt3jpF7RGIl4GNN5Sl4pjB/N5nTB+sINJ5MF7XphbID9/6QPS0F6zpiYoB817JGL6xCNpjt4F0l7ZASzoGktBt565Z4iCDcV4wwRL4A4F7yHCYF7XpiOJ5wKYtQiWZ6cWY/rJPp4/IDE/h8vbr4A3p59B71WASD754Gr56FAEPP7rzTb4EEAjr57cvYF4EgYEMA574HlN5VHRH4FZN4rp4597Qv5n4GYN6FYGnp5b4G8N6PcgdYDfJjM4AZQHQh61aCZ4EL4Hj57DPjRYGZEB5IANp69kR2QhzNw/p7zih/p4YcjBBCAZ5cYGhPwfWz/iweN4rp7ckDuMDkphlV5cYGnsDOYHpIjzN62YHz4G9dCmN6naARN5Nxg8N5Op5CQD94ERgiGN4LvRY3574HkEGQf5wEFS3LpN7p7CX4HlN6TmCwHrMUBlp6lYHl2hsEGn4F0EEil44qCMEFl54EAgsEEeb49QhM3YcEFV4FM3avKCV4G3ejMYrF4GN4Gl4E54F0ISLFDOwoubTp4H6xB7EDDHCf4A8EE5J5rPgmP5iEEdhJ47br4GVYG4Sj9J4MA75YHlYGy27iICWYH5YEKp5L4HGYFqvbsQAXP42EFrN5WYFpYEvICjGCcWYqXK7N5Sl6WZ5Q5raxTYF5D4Gd579gbsLB/gFIch94F5YEbJg3N6je4UF6gHARihPN6cl6t4F77BVXZ0l4pjAyFAOciSgB/oHV4HaHo3HDrzC6EHqEE6EFSEFHxBqEGGQgaEEqEFMYCAciyyD1CD0T71BAbEDYf4FV7CF5VEG1Pj0AE58Bbd7npiawBawEvj5ihCri7tEEqYCc36ytjy35xX6uJD1n5dwiq379EFDdhowH+hjuMB+X6mMCeM6LVr1CCeX4/PZtEFj17mRZIsbXZ6LqDh+CdEEMLByX4DEzQcAkwHysxC542orcV4fpB6n6WX4rP7YwFk+h5EHXZ6tgBPXY3ADaX6iX7UkDwc4/4ja8ASd61oAWd5O2DQ15l4w/cBobbasjxd4ckSv+wPEG7F7YX5F4Hx8jXEEsL7NyzyIFiwEviAKL6lz7m9LWQG3QBckB1z590AHEEYF6g97jw5L0BfjAYF76L7Vd4LigYX5MYJdQGjtDxMQwkEDIHVd5z8QOQHR0z1d5m4ALOhxwiEkG/ebkkEEkERz6f0Dkn44kG4d4CORk97gkG3kQnd5eQHl351HD1T7Dd4ckFokEfTCW3Bfn7tRA8wF7ahLn5h8BcQFk8poMDTz6/cxnYYFRAo57Wb6sQHyvAWX4Xd4MSD5hASbTk+C1n7vHinEHNpyVEC1n4EiBmn5uKg6PjFn5uIFAkH8kHhL4a4AgZ6crgu0BZn4M15lAHQL5aFSdn5cwyrz4OEDRJ6UkHgL4vyDtpDgkFUkGwpzSOAFH6MGD0eDJL6/+zuH76kidxi+L7eQBRlQ2H5Nz7G4HaF7hkEqigYuwcj4upSzyAaxY5QBK94jb41LgdQFsUDi94LD7k4Gv2iahxcgRqD66nAgc7wraVCDVD7thJtSBFkHgBBsD6ZRBZiDPjC/MzbUDnSZwcKFYDvIE515msyZaBr9ZhoaYH7s2bYH6iZCEJ642DnLjEnq8DIeJ5OYgEiAABjInBKEhKZDg5BJr4V96wHRpYETkHUYBYgya5hdr7bJ4qrj60J7JanSSvd642BkVBvfCK1Q3ATjkEbSgcYCa7ZYKgwc4xtaXVDTF7dOABvLG4EVOi8n5IYJQyDCJ4FOjIki/2Z8HKfgHdABy7wA34iohtIG7kEQGAToFvkGYoClJ5ZojbkBqc49wFEp7LxAbqDH5agyAPJ5CEL/kBqc45IEfkHgIGwdZPEDWt6uxDvzSD1T/8wKp6IUENEBaPL/8y/kHofxgkH83KKIGDkHYUEa54Z2D30AfkEaIGq95x2DaIFLkGf6R0J5LaAmIHUJ7oATUKSLs6McBBIDjkGsfCdEC9Z7VYD1EAsUFHsBJIGIaChIFAUEvNBHwFLU7N4EkARuIFCUFHp6q7i7wFiUFkJ4SUEbwGIaDCUHH4jBIG8UGnwBAUE9cCy4BAGi9IGDkEvOQ4nI0UHxIFLkEvORU5BGgifjCDkFIUjpIGiNB1IHGUF8IG7Z4nVCYUHjkFIWDfwBqc4SIG2UF1OIsJ5NVDwUF0UHhiiwoDH5bQUFLkGd67Xs6tWjpIFOUHNIEPkGKHBzqCBUEmIFjlyPkFIP6LdxRIHEgzYehekGpsDKUHEgwzwHef7YnLC7a+oADp6pUEvPbAkA9P4JUHBwGgsqhwHSUGyPgxUHTXCcYCHl4+UGFqDW67ACCZqA555pui0UEjOYoIFOUF1IHnPbfwHwIHQ3aZIGMZ5JXD8j6NUF4UHkToOIC/kEeUFhjA36jVwFOUESIFDUHvzROUHlIFdOb6gitwG2a45IHwkKCIHuUF/Nyv4FKs5nNRAUEmUGyUGf6D/kHjkF25qHHYeZIumDbUFnKCjpAdvIt97BJ64zTckDOVgZSAWLjQ153IS15CVXY28hrUHdNTMWAdvLNVAB4GozRuGDNUGM0BkJ6AkAWUBij6GNzx96Dfj6trPUHf8Aeb7NgzDtSVXbrEADp4xkBqMDQOYSqAcYClJ6fKjAgEb3aLCCk57b6gpp6Hs7QUQGl7bJ7fUF9nDo0Ez1CF0RKZDY0HTzQrUGv/BEp6lhAm+AXUEPRCjWYE0HZ3Cf3YhHBQkDU0GAYg1vLdlD79AM0EjCCrIF8+BWWoKp4e5b94A1vIrkAIEHZjrg2AUFh8uDUYA55hY0FnCja/7C0HgrDCJ7NgyANgXUH1zDb0Ck0E9kIz6igsrp7DCj7Ngzjn7JexCPjmJ4yERwZ6a0Efkzw0FIzCI1Ka0F7WAeJ4H+C815y0GFDCMkCs0FN4ELOb3mjSQDUJ6lhCWJ6a0GrIBAF6N2ThGCa0GD15u0HwYHSoie0EwZRJmhY1QPJ7ASxInIB0FfUHrzR+sCbXb3mgENgM0FEQG7Z5CSAo+Ch0Hs1Ks978WyjwAG0HwhRE/7YsqcPSm0FwoTC7buVTBJ62Pisq5c/7G4E4+AENhJUFGr6p0EQnhU5AtxiTnBZ0Fr5jKCD9Ywi+Ag0Gi4H0lD9Yx1DBHp7pkARBixUEowDPGYj0BiQDQOa0uDO2A10E/V6lM6U1C9DCp0HugjD0E/MDQW5fLYUUiawG24yQqDR0EhHA41A3po4v5i0EXtg5XoNWiMP7R0HAiDg1ghBbu4Gr0HH77W3YUWzmf4C0HpDZH0GwmDR0ET7YhPoL6hagJh17URDX0HO743fBn0EoN5HDTNX5F7q3iAg0GbVA3AS4s7yzjSOAE0GyyDrUAvMqCX7S0F0uqMZ7F2CV2h/0ENVofJ72HoGQFfUFQVCgSA0R4HGBvbBY0FqCjZWTDYx7uAaJ4e9LrdpmUEVggFN4e9ICxb33CmJCm0EDVIb6gYtoA954MH7YSKLaTfx50H/fjPV5FaDBWiQ0HQ6CSoAH7Y14zIMG7OyYkiS/7N4EtrDHgiFCIOJLQ17mUzeMAik7lUwvn7jeAszRvfCF0yZd7/eDN+S4EaeZaKb4E0GLxCzyBYgzv5KtJ6SMGzyC8x63BjKMGFGDn94UlgwYDWNByMHUEAskDaMEHL5c0GWhin0EmLDp0R6MFOwBN9DaMHKv5Y0GXyJPHKS6A2MEU7qRYA0PSFCKEdh6ME26RFJ5dPIomASMGdqAv3jaMGOmC6Z7ZeI6ICCMFbmBF0GdqCqoCKMHbfJfUFc8ig34uIY+kGk0HFEgviAik5bmDn0G2MF2gDLUHOqB/p4O0G0FTZwAJIYf+CQ0FG/i30EBuw/cB6MEKkCkNgIkgOKinsClMGOyApnaVMGm0ErqDWoCmmhq9jdlDVMFQyA6R4alDef4VbydJDh8wRnAiQDuMGkEBgD47uCWKR6MGoV5ij5dojgEBG95TSTwYANR76AzZMHQjjy4g9MH6Az1MGQmqod5dogS3qGli54DoQAUD6NX5MryNJAzMHYV4E0HOiIhL6tojDMGsMGcuCNZ7jMGX8DUMHh4hK64RcRMsCHMF09KAL53MGwMFRl7gULwDAQMGMYCht6toiQvwQMGmrinYANR61Z5c0EU1LgUIT6C/MGFwD6rZz8RAsEBkqz0HaEBYkFQsEo1AwsGeEiaJyk0FJ4D5p7+MHVoTw0FENKW3DaMHGkEQME4BBU5AEaAc17T6hsoBLZ5F2ws4FY0EcFALX6AwbnGR50G14BZTiFCKZb4z4HXyztJ40rJMICYsE4qBdEA0rIU+jtl4itLMtw0lifv4vMHWQBJmCFCK3xAI5gUsHwGCeGB9kZFf7AMESsGgHZMSALP7isHnPRNJ5YkgoQHa0Ed1DswC8U72ED9s6w9BJyj6jy8OZx34QMFTCA7r7FqC6/7isFD0DFp6d1TEsDgZ7XVBIiTH5ZWsFQsH6FbBYxNf6GsEEvap0EH0GMUEX0Gs77+YyAP6esEGghpG72/5usHb0FAGhWsHS0H3lShb6TthmGAL0EcDBqMGYMAbL6w7iWICKLYq/4M0FMSD8FCFCInoCnZ6r0GfMCEoE56DOhSK0GFkjgN45sE/V7JsHA4B156FsHtoEC0FqqaiKBqLaEYgM0EW5ANMCKLbj4CTJ6EEG5ME8MF5yCjYFPkAAIA+k4JQDD4C1sFTAEuEKCqB50HMpQ4QAH7aoMBc0HkSxhAg8MHP4Dvp5PkCariFCK7J51yYI+CDODSX7w+THqwO0Flqjcl5zsFsIDJt6w7iHbR9kaUawJ0FB2jwH7w+RLBBj0Hqr4lCJnthvV635L4Ph9kazd4HsHip5zsEkr5jsG90A4n5SsGhIFRsH7DgPsGL4BusFj0DSMHlPKjGBPsES5hUgHw+QsiB5sFE0CEV7AcE7b5b0EWd7w+T8L4M0FtJRHsEu6ATQCTMHKkClIHw+S/X4XuBQX5iMHh4gJ0GkECeKgH7aK57vkTjD74cGB0HFuIAb5FaAEcGz5QoE4u6DocGHMCKb59kZIcFc0E1BpxZ7w+Q/8iMcE3MAzOCRMECn6dMFcUg0p7aMH5oB8MEBvAx96ZMG3iAE0GCcGH0HmjL2oCicGVdSmv76rYszRfUGg/jD0HquoB54DGiGQBvMFcqRscGFJ4zMHWqJScGacHh8wS+DV7A6cFPbjgUK4oBEsE1uiQ/SeyhVMHlUGYBz51jAiYzUCfZ67WB8t6KiZ2cG3kGjs6j3rg4jWcHmJ6K2ygVBEa4YfBG/62a5BWBQlCu8zWcEPUFb0D02Dh8xvijBX6JfgKgExCK4MCoUHBOJCcFvGijGAXkGucEAW6Q2LI5hWcHncDpBaeCDaV4OcE2cGfkLZcGecFpMi5cS3kLZcHS0FcUgBv7pahHJ4SMHlcG9r6e8xVcFlcENUD1KCVcGLJ5ScEnoDkhgEjCgGB50HQmIKP51KBzmBgp4afh/Yh1cGOMFCxD7fhXyRDcHON6l7jrV7jcHycEJhLkQZ1KDLOAzcHAMoKE794D0oGw9DuYJrEGECbkPTw0EtxiaYRAHYRoCm0GhcCnMBjlzKKgYwFY0E4sjeAhsnKK54Jdz4KCfVYPrhbuBOUECIARd6DYjrdoPcEp4RAUZdDDgUELGDAOAYlhXcGqvRWn7zSCyn6a653eBEt4A8Hy4Fa7iEzgnfCiv5yX6iaincCQ8FMTB814j8CQ55w/ATgGUUEasQG4EnfDp6IXkGe0gOqiEnK3iBRUFfyDz96EnLzmDmp78biE8EnfCToArX6o8Hn4Dk8HSkCoUE/8I2lhLQAD96k8FucHbdC6Z7M8GpcFZdBF8CnUHBeiLYA2ljuEC3QBcUH995l1RFFCRQQHUHFQB+dTtRAHUHG4DmcF8MC/UCaUEeNoguaKyzckFA8HHgH5zoZd6/kFfcGrs63PTSUGa8GgMGPPSLcFR4C4579QFncGEqDPJ7a8FScF1DCDa5++iBMEtxhc8F057q8FScHpYDoj4GiDPYDAH7YpBlbj5zqu8EHcFbFDo57AODKMFlMhy8EQuaqEHe8HkyA70EpPQr0FrcE4d5W8Fy2AfWBScG5d7R8G114m8Er8D6zZR4BScHJ8E08Fov5x8GZcHYRAQrTAkBZ8Fo56EnKdoAO0E7DgZcB1Taprik0E4NC5r4Y8GPQCr54h2TBJAx07rDCk0G0kBq5pDcE8+AE0GGkDKf5GRoTcH6yCHGCVcHDcH26gbqBYgyPjAk5ZY0GmRLh76cpB9cHa0GbNpTmDNcGoPaw9DT8ETr5MwRLQCk0EL8FfdCiWDLoAE0EQ6TLoAlcEx8Gb8ESNg4PYFWSUNh78HtWCvgg28ygYF50EEaAv0a6z7JVKhG4vaBZCK4MCm0F8hB1AHdE7y4QLsFkGgcDDMragGAVsDH8GLJ62cH1KA/8Fo+R/8GeH7z8H78HKsEi0DkgGj8G2So+cHZ4CncEgCETEB/H56cHj4D/UFYeCCIArk4LEAiIJ78GhviLkaTnDS0HTezVZ5EoS/2C4CGVGoT976oQ5IAX8HNpJIQCyPK3iBkF4EeBi4Au1q5Eg94DkCG0xRa8Eo5Do9iYCHZcE+cHyIDWt5YGjfigIkhE0BmEF4BAZkC9j5hKyTYSYCFcyB8CGO2yYCF1f4rk7EHiKQCYCGsoBNMF7TA//638G/oDmcTh8yAJgXL5l9CmIBvfBzqhJ0BT8Hlpj/bbqCGFL6I2i6IDrpbGCGF2S4/jqCFDzRfUELSw/2B8CHlOAf4Ej0Ckeg+cFrWDfKTJsGkejMrauCGQ0Gx5z0CHIVIoL4C0F8CDql7pABDUB637zuBhjCrMFrYQsMEC0FEPhAUYXUJKYHRCGVDArk4CXCaCHkey7pCitzKMEyDTX55p8xy8EM0FoL6Gx46j5u8FWoIKE7YeCBMEYORa8FaSBt0FlCGgMEVCFfUG+coVd59KBt0F1CHHcE0T6CsEn34/wpvz5nKgpyT0lauz7isH0oAOj7ZCHK8HX0F9CHFCGGQB8V7clSq1gdXpxOwosHh4j+wAIkipv75z7HVzsoFzCG3CBqsFXeRdyTh8ykd6sMFE9Kbk6r5Bt0E1jz/7BzCHWCEPMGcuDhmhHKA6+Dw0EbCx7MEbCH7dgD967MHfcHXCE6j7HCE0WDCCGNjCPCFnMHPCFyx4ypxGIAPMGMYBLz67FjigFOMEB0Apna+agjMHK0I6CFfCG3CE+sLGkQPCENr4U7oEQBEUzh8xhNAXz4VbyWziIiFLQClyaklBk0B90HI4jcJjuMEvF7hcEyogjH7vCaXOAiPJT4Dll4pQwahDgiFGUEv96DXwpEDgiGjeBTYFpMGSoB6qANR751hF17h/hrPINR4TyiIn7EiGCYA59g9MGr7TRMFZ0C9D6UaAMkB6MEKOBNMGSUBCiGNsHv16R9pt0FUiDCaANR5LQDmp4eGguyQ9MGCCASMFX7rEPTqiEalAE0G4IC/ohKiFt0EAmirt6GiFfUHGiGKiE9MHKiGk0E/b6+55dogaiHa0GDVpk/6UaD2iF6iFltieMF6yhx8iuiHFkFjMHWJh1ixeiHQWDgiHrUA556k3j4ODqiHwWCuiFosCqs7egp694RiEqr5vMGGuAo0GagiFlCsiElvCuiEH2D9CE8JwqH59Gh+oA6R7V6iJiEN6qer6ICHqkBc0EFiH5Z7a1TqkBmiHSIAp4TAibep7w0EXNRF9CKibep6k0GZNQd8A1iEE0HluhtiFY0EdiEuIaQ+j/UGgWJ7EQJIY5+A6YFR3gehZ4IgTYDtiENuQJIYRcETiHzZBTiEyojw0GBNSiObUoDNiENuSP0FIfZCxCLiFriHk4wYiFR3jOPiKLZX4hc0HdiE5sGrigLiENUAYPYziHhwDCCHLS4biHpKin8Gd1QfWA0iEfPCEJDH5a+YD2IE3Cb+UiP16ggxbRAB4FjshvMCD1Tq97S0ExdBIaywdbtODkiFfVSwdaF+ALCHHGjtQYTcE18BesHxVB6MEviCxXb90E0wDS0H/yCof5nkGeILw0F4CBw/RIYLvWx6MFIaypcHJBQbIFpMGU0BPM7XvB5UApkEU7oYiRqNC+YAkMAPME/Go4OZCSBFxAMSG/ohRHa26jNn4MSEn0AsUz2aS50zXMEwoBwmDSogKcL8SH0XCa0FMCJfUGgLY1vKMCA206w9CSSHJewUuDHAGySFeWpQpAqs6DT4MSEOCEnHbviKhd5pMGbQBEFDJexceSOCG8VrfHYkoiNeAjMGmCA/s5CXAKqh0p7vnRIL6WSHtp5K3wVAjTXDVZQeb70CpqqYR0Fm9CrcHBOaeCBkeSzOYscIsp7wkA30CHs55NBqYCrJ6E57WgF8+D5qDMZ5f+AH2DuSFyz73j4I8gqYC20FB5LgAGIygXQwqSFIKhXr6YdBmMEBb4cVzw74Lp7ZSHSMHdWi0J7Zp6WhCqsBJSHgWDg7B0p4EaBh/ya0Ht0AD95i7g52CbXCyPhRgCIZ7IvDNwBBSEsMwYkGpSHwWIdSGmCDAb7dSHXN6aSHaBiNWhVSHAhThmiFWCimBkYGzsDYsGgspdd5vJ6WqA8UFFSGRWCrJ4Y3KQnLj8BT4B4N5oiDH6i8KKDCEYIyhFDdvIrWhUr4rSGs0DPJ60MBRCGpSGM0AVd5nSHx951Sj3CHI+DnSGKSgB4A2M6HSHy4G0IjE8FDSE+NCvSFokAQ8HI+AZoByX4OoGw8HC0EbSEsp58RDawi5SHLSF0p5b6Lo8GjvJzSGrJ5fVBQMGKoi9MEz57icgycGKohVMDQ151jCB/7uSFdjwDp63+gsgFSuCjIA2p6UHKexBNSGR4DqkF0p522j9DgdSFJLDCn6YdD8Xj9WgU9oPECrJ70yHlSHncCfZ4kXgz8GgsqZcHMyEK0Avz75UGgVCnJ6XQgq+C9SHEMBkF43X7zmDYfqTSGIZ5qMhllA7M7ocF2dLytqgspSyE8yGe56aKaFWCiyHMZ7gKS656jvLcyFdiFlgRyqiB6j/8F6yGnEAvL5x0E52Da0EMWpKsAvPYjXwriHbkAY4GlYaTV4O0EiUShgHoYIcqKniEjYTQfq9HA7UITiGReCx0FEogBQA+yGlYBMSHzgroaATiGdSCrs4aVy/YSm0FGzS7V7C0EpwB4l5JRASsBqyEcmDqMCHiHRjAXcHTXAI6BSSATiGhsAgCDJezvdhzF6UgwHX75yEmF4ziHlUxd160MAN35lyEz0BdOam5oot7QSH5yFQj5eiHtSEfSFNyFY0HqFg9iQlyEFoDWiGLD4Rd6XMDGoHtyGTvCqs5ImDqMB50E+dAxcDySHxyGASFaMqfb6RyEAFhpMHukEOj5ngryiHkkCFSEisCQ+hzMHD3ammDjmBoSG5ypD9ZCxDgSHn6iViH1kaVyFoTTVyHgv7I+BtyHh66vRjy3Z1yH3j4QeI1vLpwDsf7XyFzcFNVC4MH8tTwSF3RD1yGr6QX94b7bvyHnYQZv7gaDDkgriG5yFiV5NVCwGCvd5FyGuJCwdYQKFpyGLIBq2wb7YUoATcHxkCFEHgaCSgCxb7HGxbBIwKEnoBOyE3uBPcFoTKV/56yHQKj/iGdgFEKHr0FLaCjkQ8iGCojy4QGUHYGyRcHHGyoMFxYRBiiGSHYCDniFEKGRMGfUDyT7sKFpyRpsGrTjtsFplqH0EEdi/ojS0GS+IkMESj7RyFHxSCKFTWR4oGCohrkBSKFhZh1/7cKEJcFqCwyKHdXiDiHacHsKGdiHXyFvcDZvKNiFhyFc5o6R6l4EqiEaHhz4CNiFvwDuyHNCAIcFKygViE+yHNCA70HWKHtN6k+Kn4CyPKvghv8ET4wdKB6cGcYB3X6lIgxOBoCGayFZ0CyPL+KGs97rUQ8yES5gAYFdPL+KFhKG4a4QGIot5r/gcEBYcGmwC2EJbbaIUJFMEypy2oEUyFNFjJagJtg0dA8yGziGFCL3AREyHN0CjiEZTDAWC5KG+cizZ4i8jlMBlKFkgRpsEAl65KFM3BpsEPUK5KExbAVKEpvAuSHkT4b6iDOCRWYZKFWoD264skALsEZ8KfiDj7pDoDAH7SNR9ICyk5Q9gSIC5KF5UD854hfBYKhcp66orj7rDp6CyGNcFLyBN7qZMBiyFSMh6Jy/PaN8GhKE4MGfVZD5Qip4ZKHDyAhAAvMr98HiyFjGD2HrnKFX7CD8EvMo4CEsp5CyHj8EO4gf8E8yH9DicyFu4wtcEZKFvKGL8EAfjeMCvKEcCFlZ7L8GvKFi4BGG5lMDdohdYHksjLoAHKGFDCKKF87qSUBrSBwYJlhAQqGSgGAoDEgxnwEXz4APDPMB4kjT7CpOBwyEShTCCHssh9X4JXJYjARUFpUJ7uB4qF6qC7pAoxy8Z4EGCAyFfhCpabZp60qGqZ70qGId54qGC0Df0FT4C4kG3SFa8Gw5KnJ5DVI+z6uUHON5WZz1CG8qHHSGXSFeUGnihiqGCIBwUH33hSqF28GIKGyqGjSGowH9CHZ+CsqFKqHB8FN7oMqHHSFMTC0KGMkC8Z7TSFPcEo5IkyajSF1ICOSFu4ztggLCFwiiHbBoqEoPxcp6uDQVgG24y+uA3SGOoBBWDtQYewAC8GjSGk4yYZ530CODjHSFGSAehYLWZRFB+qF2b6/PZZr7BqH9j6hqG28yjSH1gxUqE0cKZd4JSH/t4nVB4dh3X4MIBBb6f6h48DY14kig337KqAZqEz55ZCwTQBmUEVCQLp75qGLs5tcBw/7eOaZD5qc438FitBmUHll6tTrXvByJ7WSGHIJkj43XK3P7eOYIz6oEgOuA435NqHe97Mq7BOaN/6ZTbRI5z9JJUFXP6nJ618hK37XvB/s64yHIu41gov97a5y1qFjqE0T7ISEBhBnyF0p488p5IALqGrJ7rqGdqEKISj36khiwmC3MFp2gwP7mZYojjMqGdJQg/4nqFMICX0G4YgKsGYzZjoA0n61VDJqELp6NRgYSFNVBvEDxqHEkTmD4dMD5p6LqHp7DGsHfqHmZ6Yza9JLaUFW6LgZ7QXinthAsrcOpbqEAuZ8og/kHQaGa7bXN4B4G5Sq9ih7JYomB8V4qVCY35bkFHsD8IHmZZ8zjuiFhay7SFrIzNCDBUG+n6OCHr1BU5r4YK/QBHN6ceQekCrME/vii0HtM6VdQS0ET0BS0GrJ6zYipj4+qFyeBsaHdPBi14fKEKX7caE/9D4CGtWhpYHTQB7oD4KHyziUz50p5Fsw9J6BYR2r7caEB5ChQGyaHeJDcaE1YCJODxZ66dDZp7XDRIoCwda6QDDN6I2C/V7gaDN4FOX4aiBQUFGaGygCqAgQSGYN7maHViEb7ZGaEqXJE0A6aE5X6rJ72aHcJBNVC6aHZp66b4TJBF7r68jOaERsD2J5KaEHQC+aExbAiiHCaGSaGx1YDMEIMH/YAeaHcUFlZ78aF0p5FVAFqH2HqkEDtl4mzTdsFwYKsaHxaGejhiJ4saEnyy+aGsoDlMH9YxWWpcp4IBA5X6xUEgWjWt7DxCZV5QuDuMChCGVaEBqHd2RUKEQJClaHn6gjRAsp4laEFaHYsrwUEz56kxSxZDoYIO8AXL6paFPUFSuAiay+aEmaFiV6FWBiaHRaEaiDuSF5UCzQBBaERaHJeyNSFkYFXeByeCLaE/gBgaGeaFEgjj8C0aG+aHeQAniDySE7aGZaF7aH4p7baFDYq+aGBKD9BAlUE1IGnJ5fkwRPglUFAByjYFPsxmUIW0ESIBIQDnaFRvi1yEZJxgp5kpAiCBPHJImBQlA3aGb1BjX7I+Bn1Bzj5kpDcSHuSEKEC0yGBJLjigUaGXyERQDnaEqJwfSGPp6IZ6TSAIPYAFC00CI6Ho6HsQyA6GmMDK0FS+D0kGo6Et2RhID6SEB0BIP5lRrWdR2SGUV4fDLnf5S+BWSFzwYc0DDyE4URGAF0p54mh7IBDSFe+CeSEi9pd9gjOZ+SHMV6CTTyai+SFxEDRaEOJz9CHlkJi4B5aF5SQx07PTgLp7Apz/56cyB4QjMZ4+fKYkjObh1ICjaFFghWmh8kw3SE2ETbRC3kJk2xE6EuUIIcFxGijn5HaG+1jCCH2ZA+VTnaGYcE28yD17UpC5FBlR626HmxSm97ELY0fZtaGk/7uiG3KBK6HX+gPSTELY0KGA6GRCAekH9YjuoJe6HhchQyAO8ziwBu6HA4H854ldA1aa+aF90D3z6e8w99AoN4eeo/cBD8ERuCl96ZaGGQAzSESMjysDcaFjs5liEmzDJQCnJ6toxU5Bc5guSESf43lD0lblkBF17CHBf4FV6G6IALp4g+g9V5fSCgGDLF4qAhbmA0CZf4HZYEkFhCDAuk4iILlODcaEPwKdqFVIxzqGvGCBQAjCGzQKD6G+CH69SZ/5SaGBTAdXqHoDF6GasgtqGvhQ/2CD6E2nBPMEXUJ6QCD6HL0DMrarTjkqFz6FMsBU5DkuS8Z5NsrZ6FmKyRbhx6GBKD2KF2n5E6GeLiIsGlESx8GZ6EnqjuiHFFgPl4ONDgULlgj1SEf6E0li08Fx6Ev6FjlyHYQXRB36EAGE0ljvSFX6GId70cEBwGBJJZ6FPcFFIQBF6H6H/ZAH7Yo8GMaFl8CknIRujksGMaEjOAv0ZhjhV95z6HPEBSKEuJ7MZ4MpJm8ExuhL6GvQFPMFkGHcaHLoBa8FUGFz6EDJ7/cFymyA8Ez4YDJ4g8FMGGvSHaIDBcAVKGO6SZqEIEh0qEYGF4N6spBgyFYkgoGHmZYGIDQyGIcG56FrqH5ggu+A0ljg0C4YGqWBk8HTELIsHQaHuAipcFAGGU8GYzY/na/6GZ8HSGHaGHR8yp8F6GHm16u8yJ8FaGHGGHR8yhFBcp6+OwSGHAkT/SHWGEa562GHZp5CGFpCHizS8Z44lQ9AjXCE8GDQaHU0BbRBzCGKkLop4qVDaX46R7fMCx4DeGEwYDAiGzMCSAG4aH/YBJmjcRgSAHQaGFcDS+BzCG7gwJGHQkQRCE51JEiF9dTMqFmrSSoCLqGrj7ySCg2zPqFnr6l6EXBQQyGYzaESBr8GTKIYyHOGE0CbwwAuSH2GHNCFJuAIGFaGG2dgKE6WZ5kaGKGEs8ElzAqGFGGFKGFzZjAGGqGHkKEldC6GFaGHkKGJ7SwoCqGHmGE8PKmGFiGFTGFOpCWGGqGE84Q58FfnyYGFiGHm0Hf46qEFWGHXkgLihw/DpNRvJ4kH6LQBw/BhIAKGHg2Co1QY8HkKBFGHLEA2BDk8HrUCqGFnGAU1DeNDZgF3GGJSGEnLmQDZYE2SwtqFN7CdSLQaGHRD2MFBPQF54/GHCL6G9znILGqGYzZyiDaUEm1iVSGYzb+qSgMGrdgWH7Ebh3SDmcGYEztN5WBBcqQQE6oCFEyGmeThsG6Jz9SEgTL3WThdTtWAwZ4Nl7ZADhdRwHiIZ4mzCB8HRdSwyHSGGeLhU5BBPRlGH9qGbGGjk7AyGhSHGqAZyH5pB5yB5qHNKjNEDSlifdCIZ5iIITsFFQQLOBvJ73KCOxCvGHt2CsmHeEA76i/QRa0BiyG+MzEMB1TaW3ApaG5yhedjnGGZ3jQaG/YSknLR1g5CE0mFuwG/2bamECkG6mGGITV8Egc7QaExcBU5DC7ChUHSGG/xjn6FrvqgmHmZY2mE70F2mF2GGnhQwsGXIxc8HQaGvkTuiHumEsp6mdAehbjGH1SF+mE0CYIMB70GYzZemHNCGM7hkYEqRQwsHdGHy4SemGrihUcG2tTMZ6wxjn6GGtBSGGYzbmmG1GGiGHyao/GpV6Hi7IamGgSBX8EcPCRcEHtBZECZXr5p5cp6bdBn1CTCFsQBFGEGggNKEeSpxDC+mF2dCR3ZJKxq4BmmFxOyokiS8HWmGjCE6R7sUQiaEpmE36H9mHkmGumGv6GP6HxSHRmFjmG1ijNmGbYSf6GGGFhmFVaHpaB/6HWmECt5gGEDGErmFUt5rmFxmE9mEu0BQGE9P5WBC9mF7mHG4HiLQ8UEiGFEsERIBuwHcGHw8H+SHVAI4GF6KB4GHeObiwC8aHsGHsyFiIKkGFAaCnJ5vmGUGEfmGsmF87IA06K542szIYE56DPZ6smFLd5biFEGGgWHA4TcGFP+A3mE9TBZCECGEsp7NBDV+hFaDZmFuWimMCAGEzIDNGGpSHInzCCHYIyoYGeLBUr5bmE+p4EWEs8EaGFTSG9X46GGhmHYWHRcH1PLXTx+qHofgb6grUIsYEjZDjiiRMFS0QYqHaPDMaFJaATYAz55x9DD0Gw6CnJ5x9CQp5SaAAWH1xgiIJsrY1MG8WHfJKVw7MqCF+DMZ7WRh5cFdPIN0FSWFBsAvCEHtwq5iQyE6Ja2EhfTgLp77uA/3YoQrmQAJyHSebmKH2CH+TCIZ6nuAViEVMGMsA16EWWEMf4eqCMsB4N55TRjMHULC5F6aWE75TUUEuWHmWEHtxQvauMHofR4qEsRAy4D+MHmsF4qE1yGCMFZMEhWEohA+k57EATyh4qF3kAedQxKFkYEoxwkmGuMH+KGMUApWE8yFpWFEoTMZ6B8a7KxsqHrpYbQBg6FvoTZsG5Eg6WF4qGG/RDmGv8G6WHPJSCmFmKzvdjIyER8wrWDhcFVWGc6FbwoBGF9Z47CGenKJWHBoBT9BNME9HJdWF697pGG/NgrKHEAHZaFn+CNX7MRB8KGfCF9WHSyFouA0wDdE4WyEAuZn+ATiGfhDpvhBt56yEPT6okhe+B9iGR4AVD6okiE9wSKHbkC6aCIiGE9wTiHXHhgCF63a9z4JhBD0AdXoOKhu8EFHBi6EaOD4wATiHKsT0CEXEBQFDNKFg0Q0hgwWDwN41fRgD6THgYiHSNSXuBfWHlggLp75RigW65yCIjAzWG8vA1WGb0xKwF0yF90jiWElwYy4CSH7SNSC1AKE7nITsyFcUgO8Bp6GO6QVRgqyHN+TZaEmzAOvgPKFPLygqGF6EjSHw2F19RhZj8D7IYAzWGeGDUMA0hhOmgLKFHGRxV5gKDsl7Zp6qGrQX5gKCRSB02EiCDR6HPsHVqH6siQi7UiEc2HXqKH0EEhgyKG0hC+VA0Cacv4YyGc2GpcHTwpiiEZKFy4x/CEzyAQ6EqyFmqgzyBkiGi2GSvSH0GUYyrt4qyFUHL6mGSMqWcGU2FUHKnHKANiRH74NTm2Gf2boiHM2GZIATYCf2a3QAwZ44mTbH5wyA3CGg2G2H4lb7PfA3CEz557Gqq2G/Ph8qHdWFIIFwyAAiHvpDksjziHI/AQCA+p6yeiM4Hu2HuRBeWEJZ6P0GMgiZSAhWEkyFjlwQ+hLIRlWFBID9CFsHDaSF87ojYRPMEIYxBTbh2Ff+zSlju1gYqFxFCgE7txDDYBeWG10yfhCG8i0KJ4qG10ylsEFMit6HN2FyWHMTbKECYN5rIIi55jCBVkglSEPIDqEA+R6GqBt6FesqZ1C456GqDtp6S/4vL7oAT1mFiqEhGGMlgn4AOKjHSFJ8gIcH8cgNLSr2EccA+R7NqBb2HckBcljGCGXuZgS672GeqGqejbx546EuSHa5T0WBcliDGi4yGnjACxbA1TOqFbHgQuYgL70WF9GE+kiIWEuCwc8Er2xP6FZSHG8gSGHeSCnZR+qHw8E+R6HbD2mHgwLCGHcki8Z5zoIy8HUxiGmHeOZZoKK8EyoiEaFgjAoZ5tRiKqHeOYb3y3Z46ACfmERQx68GiOS4OHg4C4544OGsmHg4CMlgkOFNqEEEB+lgcbBcqGNjDyqGhiC/aE3mEdiDO8FJUBqqHRI4aqF+ljIOHoaGnQSnmFQOGLqG/+BPcGAOHgOEdDIU1C7+wyYDxmHWqF656U0BbGFtIAOqHrvTtJ7QaHJijDqAQuaZ1ATmFXeTN6EFISkcA/GEojRvfp6IgdGGnvw41AxUD7mEAfz2MFGOF1qEfGEw55L4DasFiGH3GE2lhftgpqG7tRF34UCAZqHNmF69j9CGk6gXqEp+Lmb6pOJtSDHqFeOH4p56QTlqEz4Y0khliHHeJz6FU5BhOGMaHo56Jz7hOG/P6udRhqBdYELDSC34idY/D4CaHCCGTw4z4ZFgikE5z6FQX5UcFsKB9EGMaG4Cg70Hn/CC34qaE2lgxOGFOEe551qE/aLISEbNSxKHVoh5mD/TQbL5dZTxABvfA7eJ7qFOX7fr5NOFFqF56FMIC407UECeOGpbyr36XHIuOG+aEmaymOFTWTQ0BjOHfH5257GqATEGZaEqDhWmhsuB+3YLOHAkBUcE6FQ955HaGCIAkvoXxj/V67aEowDUUGXFCjwH7OH/7BtOEAMQDKH+iItWg5vAYuzRaGVEjInoepSvd5GFx5lSjOjhkDHmFCugM4Ek5Cnt4wZ6vtSeMEDGg2nDFqHpCB3V63cAAD6smFUN6q97dMDdlBRSHtuBDoBQD44oDiRCguHuuB4kgZHDB4AIuHzKGfOFLyAYyHy+o23DouHzwGguGz2GY9BoF6smGj0AIqjih4PSE2szdIDih4y4DKmF90im2CjOjgWC4OGjGCdqFdtxP2HncRWmjMuGCWHNKiYAF0uFGcF+qFEsCcD5pugsNhcp6nVKNWEUCAWLhNsGykFgD7yCBHSB50ED5CWuDYliZSDKyBhyE7z5hojV7BpyFHVCjk5GUELWGdSBm8ExcqnMBhyF5YCnCG6uGSH7isj38DG2Eavjop6MTD0kR4khQVAH2CniFd0ALMHInKk4wSKH2uGmljy16kNgTiEuuHWuHvlyaCGeRgNTCEnK1j52uGBKCrMF4HCB0H8tQJTBE8E7MGRoYtoDk8HkMSViHs6EW9z7yyIjCuiH51hJLD+uFtMHJuFBuEZ2EyfTHyHZ4ReuEYPSTMH4ETRuGOuGuZ6uiEKSEJuGA0SfZ5jRBmP7G2HpQB0H4HGiR2Hk8F5UCuiGeLhbMGNuE7MFaiHUUHy16w7YU7rxuH+uGFcCbyHVuFpuHjL49uGZuERuFCiEO4R5uEVsCTMH5shauAxuEHMFpMFMcAXMFuuG4MFGaiFiHInJ1iD3yHnvyvqHfeTpuFMiHO2F0E5MoDGMERuCJkHnGF+NruMFkcFvyhhkHLMGe3hw/CEiF50GaXinHLUiHa0EEyTs0HZKiZoFMiFYiG3cFqzSGJ5MiEaig/s6Q4gGaSgiHVMAHfDTeAruHzMGfb4bYjzuFOME3YCt2F66CZUAWME8j5euHZsA/iETvwKmEnfCM1TKcHn0IkuGf04EcFISBLyBfuEwWDAX5KSFK8C0uHZSAEcHPxTD6HgeS1CE+CBkUHNyzUeFMSDQKED7YEcGj5isoBsnI3AQ8sFFTDEF6XcGB0FttQ5L6f2Y52FPsGOmDMaGxCAvcGr0HaPTZaGxCCB0GS/7YeFGOgEcHSeHaUGSeE2CGnhRfIDI/DeUj3yH4BQdRDPfBqeGP8HKeE6uGzfyygGQCF7TBnGFwyCQl5KeFur7W64RLg6ADa0FLsARUAYlioT5N8HiMpRFDf44EzjzJ4p8xWeFw/BTOR50HmbDKD7k8EJWA7iFV2GnHLiwAlMFY0EBeH6zZwX4O0HeeEWeFbqA/uEtm5MbiIQCWHaE5rS0H8oBOeGe8GLb5fUHJeHLsEu8GLb7w0EZeGzOFllDTsE2eH0CFwvh+sDt8FVABPs6Mlh9nDQ2B78G/QCzOE0OESMEqaCoMDkOFcoQO0ENeFgKF4CDVoRmeFTOS1eFcoSdeERp5NeHVoT6CE4BCwoDkOHkKhECFDeH/uEd4DOr578E/lCP0FFrhKeHA/7aUFzeEM0ET6CMlg5L5wcFn2GreFHCGr0GEJDX2HqHa32F5sHwDD/TTeUgJ0GHeGpOKe3gHeFItgROFclC18HWJgfWD/S6VQAXP44+Cs2E0fgmwA10EkeCfVYt0qSqHbeGseD9OGYoAPmG38GLCAIiGygRaMCGSEOwA+EAiS5EH5KeHh+DxeGpOKhICoMDH8HDoBZKEoVxisFwCHJ8Ak5BIEFyX5YGiqsCfhBrjSLb7sCE+3YKzQPSHBUDyGDo+FE+F25R5yCk+HICHqpICxZO0hVQAOeFeiQWeHutIg0EhhAS+CrDTYV45eESHwDqEdcCGHwReFHGRtd5kUSBaEm8EoQGAD7I8wsYFJ8rIYDL96i4CR948OKkNitWbr4ys+EW8GFYDF2iNqiwuYjcEZ+RmTAdHL51iLcFRUAtfBjWRu8FyMhmGDjs75ZCkr6R8E3lBcuEYcBvQBAF642DeMHTGh6RDqZBslhdkFmBr5t41MI4cBix4ZACqQDWwEi6hrKGw+FZsFXQGXIwK0EH7bMdAa35P55yuEoWGTnDsgGJ7TFKGOyD0zASgHcaC/PYjxC7QHg0AJcE0FCOr6x+EBQQ1Z5+iFp+FhTgZ+EvwESgGx+x0aGgohWmG4G7r0B5/oT0DBeHF+HI8hwYI/cB2gFnrh0c7I7AxsC7QFtIBjoB7JaCkCXAHsaET0GjsaNQHsaFYYKjsbsgG8qx3/6KogwUTJQH9+GlM6FvDkCT2BqqdBIcHG0EXoDKgEt3iVUHTOBeCDagE6IDsSGu6imnDKgGIQCAQGjvJ4IHr+Em7KfaHTaF9+GiqgkKSgsoBz7D+GH+FDSEm+A0/6szbKsSkyEX+HIgH17zIWEYvIsRCXAHAqgd8AW0HT+BnGba5xzYRraGOyDqgHUtxHOBraGVMEDQHxwg3fDdWiyURABEyoolUELCCXAHUFK06FKWyjlhABF9NgdUF8urWYHk9a3vQdSE3lBYvrTDbxv6/UF5bIm9bLAFSJqzOZivjP+GKJoe25tQE3JakBEx2aS/Lj8A8iEQ7QUV6LaE6F7qgHRzAkOCv3Y3l5XQGu0zf+HBgFh14DWifAEuyChYGLaH+0D2Bom3JKb7j8CscHBgGHHYSHhiBGSPoQupiBGt4AqSEAQRtqGe9YasSVw7kmDdqGNyhcBFnNbk9b8jbaPqaBGtOaCnADQHGL5yBG7bQAv6aBFiYCoEgIKSqBHk9ZlyA0s4T+HOUjqBFpOIH0beUh2BG04AZZj4BEcLh+NpI0GQ+jrQHdNwowAeBHHSZkBFoBEaM7hZzsZ5TML1WCbXaoQBRyEDQHOr6vp7bWynJQDQEcYCqmGyexaMD7r4bZwf961m5JBHsgHlFjXs62M7d54DQHVMQqSFU3gfQFbmgrgFSPgTyhR/6+8idECbXbffz9F5kBEjqCq97yKQpEBsBEesqUAEaeyFL49QjuUCx67YCJNIHw0CFSEMiAV7hNIFB+GVBESEAK0GkoHwMFLyG0+E58AjBELWxJSFc5o1wHnXg7PYRAASyb2VBSZ63grpUHuwHjIHUOarBE+wFVaGh6huIE+wF/IB/aF7yCcd7Q0inwA3+Hb+GDIE5OAgBEJnofABlMjFUHC0HRwFjIEdIEiCD1UGJwFdBEpwGzOYNUG5wFNUG9UE/wFmwF1IFTUEtUFFwHLuBiUBhBEAhH5IEVwEU0FSIE1wHK4h1wFh+ANwHZIFuUHzUEzUHXBGWUFmy48IFmwGAUHLXB/wEDwExIH2yG5GCwLRjwEasoXNZ0IGkt6y2DWciBBHzwGlAFmqD5Z6z2BjVgEhGTIHkhHq14iYySUEXHaMhGHwFOIE10qshEypznwE10qXwFWIHcUF1BEiWiRCCfAGPwGVXaXLgkhE7FpQUDHUH4hHqIEGIAChG53IDwGsOFAIEdvJohEUIE8IFjUFQIFfwFYhH/BGkUGSIGIIHv171aSw/ioIHEhFJSGlUG0IEUhEiyE3wFmhHr0E7BHQGEkIFpUG7wFmhHYIFqNDJUGgwHGhGxUHGBFMIEh2FlMCsIG0IFahG/PYTQCPSbmWJh95F7oaigYgFWaiQUEyqEouGqhGCIGRhF3AGKhEXMGylAJ4C0IGAIG4a6JhEybBfwEaIHC8FEUFKIEAhGyk5/BEyhE/wHYMEUUGjoafyTUUGGUEGIEOIHtKT4MGPBGmIHgSBc1j3iGWIHwwHTaG0KFDIHqgFshFkUGSAwHwGOIFnqET/6TAHpUFw06BIH0hFSUHTwGjIFLU58UH9AFxUEehYxWBRIEJIG/xjaUHlhG4gE4hG0KFBUH9AHguQ9hHiRBJuDohHdEHYMFn/johETQA70HZhGpIFNwFWUFphH5z5GH72UHIUFJhG5wGjUEKqEiIHIhHghGRhERAFAhF+UEu7LvN6xwFT4BoqHvkG5wHNIGkqGJIFT37hwG3BGqZpqUE+wF8UFJUGjIFbBH1aH0hGTBGsq5QREMoETnhtfqq4CpIGTRC2iG8YCfEABbz2VCAsH/TRp/5s57wDLQiC/2Z94pdj4cyZvqEf+CtWZKyiHkC2v6nVJDaGw7jnbyyZBwSCEGT/6iySS0RGoSCVgTKhHqED9yY6KCIKQ0s5hiBQyZwSBXz4QhGaJyYl4I/CQSCUnCj+GGYzlUxMRFeUDDoD8RFk3byrqySA23C40HlgjWBr1aTPTg0s7A0FKRE1NiAKFKWZx+iyZCFWD8US9UGIcDqRHIkLV768ToWcDgyaO6im4FS+BD/Q6RG62BwV76SF9/TWRGV5RM6FBKxR/5myGOH7C+AQCCcd7iSAOqgW0Eb4zpZ47vYOvg1vJvwG2v7gsi5sTzBEQ0C8v5uNR3SBhRGEYGThAD7iq8F8+ASQQRRGSgGXv4JRE7p76FCzIAGyF0cCa/4AWQ+WBzlxbeFFwZWwhmBGFaSeSE+7gcoCQ6Hsiw2f4Y4DdoiQ6GXiDnv6ishBCFKWyMICq/4FOwfSFYwCFv6SZLC/4cVzlUwSv5bbzTYB60GGoDnv7bmSZYYVBAbv5G9g9+Eg55XyDnv6zd5ESHNQxNYBTREAIA/KG+uSAaG3v4tRFoqFe+A/T4afIOl5rRHCaBi/7vlyuaHEdgHkyJv7eMBjMHJQiw/g2f73QzdMGBYSANjBX7tAT+55N7obWYPHp14D266uJD9ybtAQPPYbhE8iEZMAIpxAGhhBw3RG0+GI2FMKFLmBCf7uExqc4eyE+v4oVxoeH+Yx1SFCf4PNS2iFtwLPYBTRFBwjf0GX8Bo/4g+Ko2Sd1QbQCyv4FRHWvIyNC2gRd5gK/6DbRPMFwdj3wEFREjRhgD7JDA4LYK/6MCE7qH2MAXRDnv7UxF2sEhFT0xGoMCxqE3Th4l5RtQjqBpG7QxHnv65yGaKZLaB1iAql7uPQ4QDsUH0uHnv5J0D76CggznSFtpqmrgYPZSxHipq2USSxFOBqi2QgqIYPYCxGAf5OPCQxG41DcxFM/5/WBwxG0xHsxE08DQcCyk6XWA6yZkbi5yG8ObRBDvN6p8ANQFqMF4azsZ462TxWHaCj00Ezf7FsAElhnGAbRFtUCUKEVMF1ZJdf7zfhjIB8CGseC2v6FLhLZ6JBDM16YbL36GpcFMRycYA9v4SGAhxGfQz4xFff4vyD+xHR8yWxGFv6exH9DiokgrED2xE27rgUJLyDOxGJxE0WFHzDCxHY/5j5QF6GAcDe5guxF6JyGx7LEBt4AxxGZjBr8FXMEyf6GxFoOHp7x4+E6xGcMRp6GNxEWv5ycgYn4mQQ9MA9v650E0CZSSA3EA9v7qkCaxF7DD6Zg6xEj6DauSf06mCAa34/bo82A4eH/0g9v5sQBmIDoeFjp4rxFBGEgeHnmDdxF/HDxREOyDWRQrxEbygdx5OwBUkGi2RGUEgeHjt7qxFYYHBuFTyRnGCDv6UKFZuFLYBviF1v7OPjLGGOyCFV56ajLGFzqBLAGYbKHkCqeESsAbv7EfxZL5wyANLRCf75EgccEYlhu4g2f6JMGVwAYliSgD3f7b9yhiE8PL96AU/5QkC3MEpSiCIC7xHPkDchEqSDI0rbyYb1S76Fw/BDaQxxGcqEdx5BNgyf77cBFEB0E5YKhw0AlxGgfRw/CcYC3L5kbjAkDG2HwgS+xGexBHSCMJFKxE8HwkCEw6g8JFPKD7xH8JF9X5rArUkBZuFFEAiJHvWBSoBfuESJFnGYL8BvIBsJELWRyJFBHynmFxvBWF4zf5LjxZuGU0Bhv65WChAG/QTV0Fkf5S9D6WFvyjPsDRv4aJyzuG/QQXUAbv7ODBCPQY8GmuF0f4XVSnHJUQK+xHnF7I/AjYTY/5LmAJcEFKhetgeJEBYB62GV3S5+Gg/5+JHfxHHl6+xEcDD6T6ywTeUjgyZOYiFEBsnLcd6GJHkyTeqH+JzLF6iQSf16MiaBuBaf7R+DN+ED7ZyuAbv7z1IYuwx04qgiEf75JHrwoPEA+v5INCzCH6rYr/K8v4x4B+moVMGTV7lJEXVTqF4uIYTl42f5O7LXoBBWFzRGo/BFTC/QBYcEYf4mzDFKGWvhlv4DJEb6ir4CfxE9JHBhEPIQBYC2v4pXC3IC2xGL4CmxHtJHKsHxUADRHdJGZXhBCFymznlo1JGGsJh8C8OZU962v5d7wH8H96juRDRJGvCEdhFb6SaQGo/BkyBnRE7hFK8C8v4B3BJLCLs4sF5Cf4PJHe+HKqBpEE+v6vJHsSFSqCyLQWv4WsDD4AIME2YBGZ5XJEDIhNYAwKEof68v6KLD6xASqEHJ7cqxpUSIKGwpFJaA+VRwUGIpG6p4Cj4IpGEf6eoSGoDgpHTYCQpGgOaSOG1VDLWAbv6g5CduzDYy/JF4pHHRGphH1Xho/7JDBE/C3JGk55eECsIH0pGFv60pET16d1TUUTRv7t8ju4xpG7ZECTyYBPK/sA8pFA8BCf5cpGLxH+YzZECCxFNsg4t7+YxvOCRH6b8Dl95pG4ypH7yYnMAoVqlqHKUHYKbKpFEeTspEnBE6RHR0ibzjDYwWUBKRG6pGnCE657z17yrq0Mghkrf0GHoBwKYcMD99CWpGI1JmRFLcBlyAcqE3lDxyYZSDH0wwPbvlDF/4I/CnIhh4CpZ7UMCGpHvQzBv6BYTez4Bbw+pH7xFUDTtIA6pG8DCkp5fhAeAxRpFCDD79DDZ6KeDxpFChHj7qnoBmRHg7xvcC/PbnSHzWwNkRAGiFJ46REVrKL8GG9BOBrdZq4oAwPap2b9yZFWxl8BJpFUSHmABbXb0kF+pGRpHepH5EjBcCLs6epGMb5z6A3lD8uFwtBtpGFpEjECVYD6pH0kH9pFX5papHzD7yrqb4Q9TAYPZCYDBX5/MCz4QKpFBUj9pEdeFLU4NkQZpGIxgik7Xqw6yZNqBpAxCOZChHqpH7qCm+C7pEkxH1pGm/iDpE56AZcDhmZpNyeCyKLYXpFUyZXpGvyFNrBHJgtpETvhh6E8MHupH9pE3ARF8AjsFOpH9pEnWjmcGH2zGn4TpEKDjJxEwcEWpH9pEuQG/sEVpQTHDPpEQZFyGH0WDJybVpHCWGKdRe57PpF0SFZKHIZF634+NxBUg0rJfeFAZE0+SOxEa6H9pEA1B3mGEZHPpHEZEYWGkZFmpHRpEEsH0dSYZFy9g2aEklgK5RRpFE0AFJEisE4cClyZhpG8U6sH6R95upF4ax9kb99AVZ68ZF3aGgZGXpHmpFoOHL7aaH42pEWpHfpEFrDepFGpGasEXpFRpE2QB6pHnpFej5KZHW5RHpEp4TqZHfZ76sEs3hRpFntjBsGrpH6ZGGCGIaB5pHGZEgvY3dSlpE9RAWZGKpHmZHJ+H3JSRH5OsFSpG41C2ZGo/Cx1ArEArpGfkC8v4pFAVggwPbP0DzxEp2CM5J7JH3WTRJEmaAof4jsGrJEnhA/QijJHp6Ibv7RZGAwYOJw2f5hZF9RG+WEyAjeZEAwBBZGycEApHpZFFECL7h8CF0iAbRE+ZGnST5ZE7RE5ZEB5CuaEo5CPJHpZEQ0E+iE/2Flv6spFliG1ORCZ5o6AbQArWHAjB/KGo/Cg5ABJ7vYjSoEWv5k0zQcE9ZGysR4pFEFDbIHBCFV2DRJH1qDRBCfCFVV58pFNrC0xSTCHeiSFv79ZHnWGmsBNTCdZES8ikpEFGG+ZEUpF6CHdU6wiFfBaesB0pGe8zN+R3JFuZGHZG4hExyDl1IspHnZHMD73iBlUFRZHMoj1hFgKAW5B8pEipE70EROgBbBnZE1ZFp6GhSQSpHYcjhkH9Yj02FlZHYvAO8zEHjA5F5ZHELb1GDXZHqECdRFMwQhZHpZGZDApZGLyCEshJZHZIicnLG4BxZFo5Gf2b+TD1ZFFxhI5HzGFpZFnZEw5GL8HIYjLRH91C+ZGEnKTQCFZH/ZHD0GQIRLyDg5GuaF05F6378pFjMHqgCPTjpZERijQgFsJAmUA+v4kpEN2HlSAdZEnhBdZG7pD6CiuwDDZHJ/6X64jOCYpF3v6jZH0FhGQjDZGwGBWUGoRKj0DDZE94CH0FKCikKFC5ES/QDZHCBIyf4kpGxGGF/SL7gUpFzmDMqFtOj/wCo5Gc5FliG5zSnZEPZGW5EQE5GaBmmZnZGc5Ea57W5GcpGPZF8xFxqzPAEPZE1ZEgnJOUCfZHe5FzjLAmF+5F/ZHlkAZxESdYTQDNZFFZFLJ4bgocwDpZHE5G3Z5Q9iHbAI5HQ+yzOHgjrY177VB+dSGVyY5HEKGcOHsUSo5GI5Hf2EoVqOZGBZGw5GnFjZZFnZG5ZHR5EA4biREV5HlZH/S5LqD05G15G/FD/TQN5HM5FvZH/S68vTs5FO5FDwF4kiur7NZF85FYRGez59ZHAoEU1CoREcnrrZHPkADZG8YBDZET5FcoT/S4TYAzrZa5H2EATETsnrS3YTZH+7zISEkoiLZHi5H4lyjOhyix65EbZGxGEjAjbZHrZEoUpgKEG0gbyEc5E95Fic6B5FX5FCpE35HNRDXZHO5E4+EhGD3ZEHZE1ZG4k7zzRe5Hv5FzjJIuFf5FXf7t5EGnY95E5ZEXEQ6c5agjTf4PZGV5GAD5Diix5FE5GCYCL8Fy5Dw5FnZEF5F/5EnBHp5HxZEw7YjREI5Hr0GpDjQpHJ5HhZFgnT/WyY5Hx5Gy9y9qDCpH/ZFLJ5CjQ15GQFF15GXfClZFN5EA5FUFFt5Hu5HYd6UCC45HKUHdd4gIhB2gc5Eu+Cqs6VNDJQChZHOEAJWbD6A4BCY5FkcjBsjD6AcqJiFHDqDD96ylAkoCCFFWqD5Z7QRCd8wURE65JruHKFFD0Bx5HaiAb95X6B/AFE5EGQEC942YCfxGH4zlhaeyIhHBx5E0wBnd5mFF/ZFH6BHWFod5mWEI5FVZ4Id5IwDsxEF+DGT7fQSlWHIFGc/Knl7ap7TVBAOZdmb+RimCCW+YlQYCuZy2BzcGKfBk0A2f4jEZH0BJcC6v7RFGmPgQFGhFHcRA8naCwDZv7rZFNEBEX59QLYFFAOZyJEdDbcMCvyAI5FdT6dlJrmTkFFpF7guHkSyxEEHZFuCAoZ4/BC+uALmZXTykjDvHAP2gS+Dpf7hUj32jHJQTBGxf6AwDe96e+TSyCjr4AzgbECgHBzmDf8Dpf4ciAu9CHVCnsASybGLSn6BGHATEQhkGwv64EE6f4pSidsGFf7znANhJxDAFr4Yv47r6dUhxDDZr7Iv4WsHYBJVf6xf5YKgQaFR7By8Dm/4LFEwBYmDzOf7HFGwHoA97dzS997XlJRr5YYEkv7jKxPp5publt5CihNmB14GfP7pubMoJpr6wHo2p7FeaajB6wpRr73livFHhRDvFGLmAXD7H5i+giqb5nP6RqJRr4fWyzEgv74QyR0r76JiolEv34YlHPyHut7rP7hZbNigPJ501g5NQyFAELABD6LP4X37XpgzEBI77sBYTP5jJgqcA3v64qLDP7XpgbCCUj5PXARqHXpg23CHv69P4BD7cvZOyByX7UygNj5sphov6Sj6XVDWQBsphYKj3YFVQBQnBj9A3lCRt7q5hZb4H+A6WHyH7mGRsfamYC7SBf76imDSlErlBlb6P77CP4r4HlkBNb6e75jJgGlFtb4ZhKghCwb4hDL+77mlFaj5LqGP4H7eY4lElKo9b7iwQg76T4LUDC0EFp4Byj5X7A336AkAaEHFH6UP5sfbvzRjP5ElALoDoph6MCVJD2P4MH6fpgg3xor5XJgTyH8Zi1GrKP6CQDf4GrEyfZ6RNhuCBRlECkTLL7c56CYGTOh+EETL4aP4klGBzRSt75lEoP4+lFnb53L6YT5wvbOlGelG4T7GlHw7Qh94bWHXpgmlF216KK72lHXj6FGCXj7WlHtlG2lEgEHgNoOlHHgxOlHN8o7j58HysT7VlGq560P7HrpllGJ760P6PFFY+gzb4Xd6McDej4jkAl74fQ4MEBcEFCMGTj44P6xVjLlFcKHoP4Lj6zpgaEEUP4YP60EGBlF216q5zSj5jlGrz67Uiq5ZtlE2z61MKFlHNlEV169lGPlH0d76OrolG3lHP360T5dlGVX6DODAf5DlHtEG/lHblH/lF64FK+GTlFzlGJ7681yEoFTlHLj5P8FLlF5jArlGM0zvwDrlEi+CTj71xgwT47lHo74r37Rj7QVG735McBWAHgVG274g0gXlHAVH7X4V8B1lFvb5n0CRXpdlEoz71vYflH134Qj7kVGjt45Ux/v5tlH0T4ihR/lH+jS6T51uijlEkVGt75SSDU97QVF356F36zlFFlEF34NVpwVGwVS7lHYx5BsLIVH675bT6q0FAVGSVFzj6x36QOABlGHlER36llEEVFCVEDyjEVGcVGlt4e4pVlF0VG2XqoJoPlH1lGQz4O36sVFO34yww0VF3FE2VGMVHXj6UVFXQbUVHd35NlEpN4uVFPFGf34aww2z7PlFmVFoX6ET7OVF/36uVEkn6OpZeVGQD7WVFhVFBVHfb5GlGRVHXj68agxVFmt5xVEeVHvc7G5j3FHRP5GVGa36NlEBVHvc43lF9lFdb5ezofVBRP4TUBZL7EvRuNAK341T5MYaC1DAH47VjJl7AEbvc4iEFHP5f1j1VHb6Gi35FFG8sFVT4jb5agjMBEVwgTWBVVE2HjtFFVt7n/B2Qj4/AM37QkQkv6UeRPp7QBCfFENYGI1IQ37u5aFdRk35qYaDt5L6xMYZLVEyb4QlHfMATVFzCwtYEL4A/FG3eg0eYFVGw37GlE4FBiF6N2Gep7XpiHbB4PYI34B4BQ0BspinKREp5jt43CK3VFFzBu54VAREnqgPhQX4vVEhHB1540SBCj73Z6BchfThgVa9hLSQDe55B+DMAE0SAK3wg1HVUGgO5pzBTYBu54/cAJw4ttTM4Bw1En0CxViI1GbEGBQj14DQ1Hbz43t4Y1FyKYHFg/9Bh4HNXgQ5Gq7g9sHh55E1H5hAk1H14Dnt4b2DLpYjGB6GBmt58J7M4DQ1GxOZwz6Fui+GHQ5rq+DG4E2ao8Dgc1Gg1HWT5b6Q0bZD9AW4Fk1FFAHQ5p4Qg4aGjYoV7j4phosDm7Ai1EBhFgVZFdDS+B64Eo1AEiD/ragSEsYGX2gIqgGvoV/ADyG4o6i4Sv+yRJy9oDO4FtcA5XqRJzwSCy55TEHLpan0izEFxX69ky+vrI6JQl6FO7kYAzUDyy7zn4/j7HjDb2BKy69KEI16QpgzxEqrhK8DwT4XsEz3DrJxDZCiX540DHrphog8Mxh1EmWFKy5hWBDdiiX6bYTB1GyCCalGy56ZjDLpbhvQXz4tDzaoDmQZfaiIYGcYrr37S1Fh8CR1732HBd4Sbg3EH3157oD517hpqPEFEd5+p74piuWEDA7VMDW4H9GDxd6pmAG1F1CycL7O+jej5l1EgkEzCFF1RVspEsDxd5ej5gOZCjAXyjmz4IkE51FUtrIkE1GSokH4pi7SBdSE1GRYkEatY65K4kG4qz3CHddBFd6KdCo94b1Ect5GDjI4Gk8hFd571Fz1FekEK/CCIAqZBCjDQL5jmBsd4X1EVOEqeYVBAj1GFt7+CF31ECSBCvqP1GTj4fIFid5CjALCEK/DiQBTAZf1GEL531GXiEK1FUtqVz4U+itz5CjBUL4hz7AGHp1GBzQL1Gc/B8wBoV4SbjSL7Dd7VDjwc62ARiL5ieZHD5X2jhprK16OgjN1Hi2oc76aIDt1G9Hj/EFjz5F4HL1GGMDC1Fjz7n1Es94U2Gc17SaCJa5YiFvEFBPQVRRz1FBEH7z5NFhLV7/1HHz4cnAYr7Q5rB9BC542JGJd78NEncAQP42oFwvYX1HFlE3d5L1FsNF2kFfBDKwY71EAP4RhH8NEn1GyywC4EH1Grz40kEqNHgL70kE0NEr1Hw95DBHX1EH1S31GOHxW4yT1G7SBP1GmNHwYJsNHCd7Fn6a16C1Gpr4LlG/1HANHz1E8548lCsV5f1FTn5UtrgNGSjCQNEfQ7TYBXQYD1FwNGyOQ+NH50AsL7A9JV1HReAYNFso5gNHYNHAsDo95z+H4NGbEHemCLZFz1GLqCcL6RcCCCAuNGXLi897/KQwNE4LjM97Uxgzv5i1GqVCFNGhziajC4SA/3gS94O55sNE4DDVNHE4GPPR9IDK945kwuNEn1EkqDir6KNEN95a0DcV63PRNNFdNETYB1Xa9NHf1EnexhX5i1HfKQb37I1CRCC+vpTRiEYjGr6l1CLFCF8Bf6E/H6vojaQHQ5oHQDPsBRT7EF5uVj6CBC97OQ5I8HQ5rPYF0H4RL6tK6hADaYGbNE13Ln25ziDqLChkFFM6y4FGYDuZihkEfWBFJ49ZGmLhxj4aD7n25Qj5uf7PW5sf7Qj7zXzr15ypFRr4qWaofb+j6FYCC1Bqo5zhouH6Z2SLWbgtHaX43H6WORoV7g3ZDkDll59Rzf8BwvYG8D8GA+r4zXDoaAOI6kZ4XL4otFT9DOI7SsCQoDqP4K3zGt566CZqAxlECSCfYAOI6r7QvYFyMgyZ40tF81EktE81G5KBK8A3H5x+G4t6noCvd6eNhXL6FKDtghRGHONi8tFcphVeETL4ctGBbZwHhZlHp+HitGAoDMtELOhf8SA0BVVH0tG657ytHNl7qP4b2CNY4HNB+OH6QhmUIFF4CMimJBZH4FNzRJI77ymF6bH6JSE7wArKCBMAOL5ICE9NArKDQkSt37cogweHzlZwfQo0EQEIpEAat4DJGmpFNpbgWCVJFiMSRSHur5n1DCsG+tGtJ5PRZ+NrmtGzJEOL6VCCXYZBtERtGtd5OtHPqwWr6Z7hIIFiMThcgYd5GzTvD5iMS+4EOL5vcDPV5h6BGxG2r4gzgatGL1o854ntx2oDzlYENCTQC2r4bOAUt7s5QYCG+L6ewBFJ77KCDQQZL6hmJ3x7nUGZ1EV+iZPgjXa1aBhaFNpbWH5IMSAFa9tEItFOJAd8AJVGSRFH6BRNZJ0B51FJljNL7MSJ4kAsn5iNDtF5Lco7QFUn7QYjRJK/bhTtE3MEUt6qLCO1HJh6BMD4oZo+D3WTT96lGxVuBq6QH8AutHHFozxFq6TDyDLj5qUBjcEZchXP7JL7O9gnM6FuhhZjJL4ojjSX62cjoKFzNF1eDmtHYSgZcBNH6J1Faw5YRAq5EN94AQGv+zSchkyINlGmsCRrrSci4d7iBIWd6wdEk96LbT514QdFX4iU94KcJAdGZAFNP5CL6AcE45YEGATyga97IYBEX6mMRdQB/97EoDPcokdF6qC5NHEoCI96UdF0X5so6bIC/tFoUy2n7kd5MdHQKgJNHS16YdHsdEbj74d6tM7DlHXcBa14kdEjQCCNECdGyt4BRJeNGqsBWn5CdHy4FYQxW16tM77Wjr756QDEdEF+Bun4ML6u17ydGGv5qdFe16LF6VEDCMFVYIB17ydGfn7UL4t2GtM4R15OkFF8Az3CmMSx164L4cDDgdFHihFn4LlEn4AwdHIvYgP4nqCYdEL96BWBsL7Scgm5HHn7QcCln46dHWdHDd4GQEntH4dE1n5Dz51f5IkadJTQiBfn5tcF4dGxxhtn5Dz4noC0t4qdH0dGEqg1yH5tYqdEDn6JdGbV4adEm6Ec75tl74obidHHn58wBct7RZG4NGcdF8dGq55J4C0dFldEoNGtlBidHMdFbn4UUiCdFFdEh15Yd7ydHMGFF7xydE6dEKdEBT5vODKdGxxjO14oNHqdE9dGadHDdHadGUdF6dHMcrvn49dFGdHVd4mdE6dFmdF1z4WdFcdGBdEhz62dGRdEQWqpn79CAVPi7NYL95FxEIdEudFqtCgVDwc7edEOdEDA6AcFF1RWdHpiAKt4peytEGmMQxOB5d7hRToBymMTysA2z4MSBXFZsFAoBwqeYe8D4wEkdEy55Wd4GghRtG1dGFO4uIAQEA6dE4T5RaGzXYr2xvEDId58KiLF4UgKEVGLbRL14Kcgr15a4GDATmSZsMCikCW4H9j6bdHD4Df5Ew3xAVYc+Qn17314wGCVq7LUA5rCk9G6vjk9FxADS+E4dDoICyt6ZZD4X7s57lggQYATtET2Eft7qyLUAj8SK8vQ556LDB7p5aw4hohLYzs55ABxil52NYwd4b35vNpH57i9HwSAqH5qfSLWbGt66nBJ55dtyeFbXOETEQKT6g2wGQiDJIwMSjT6yCHMAG1KTUZLCJ6P+DwqEJFbVWDl+ENt57TCxsBZgDpbSToCjT6eFZVSJPL7mVH29HQQi69GjqEQZDCyAKBHuZSYaHu9GVsRPkFDcx7/Aee6t76AE41bRXT5KgIv95F3bjp6jLQnlAA97obIbqD8+7wRhIP5f+Rdl5bT5v5y5ZbYx6p9EOHIp9GyBGBmjvMQx9EcfIJw6AV4WBEZDaFNY1/YJK46ACXl6hH7DqEHN4FOHgH5837ctaitzDEEbRZ7VaZ9HNT57VaLI7ut5ilESFaWH6/75mI6jqFf75AH6hl7urCN9GWH4/Uov94FayXorzJ4375qLyT9E4mSSbQL97nHYLxZb75z9Fz778bRKBbs570zaL9Fk1GJyqb9Gu36CUY79HYx579GB9GWx5ZCBknoh9GaT5ZCAwN6SeF7qHgorrEArtYAciQ/6Wx45IAKP41bRE+xZ75V74stA1bRwN6+75l778bSwoEtFFY54+36tz5tKTlwKrZ6xNSTl7XKjJQC+76kZ4qZDADFn34ADEJhJF36f9FX37wDHUkDU95IDE6d5h75oV4v9EP9HUT7j9CGj5n9GG57b9FH9EhI7b9Fr9EJIyr9E4f7kDF/pDEDFxDwO8DO9F7EE30GX9E3MH5X7UxiNd7YDF+OF277P9H39EcDESEEf9F/9HwT5m76/9GADL/9GN1G0KKew566BwDFKz75qB7VYQDFbX6l5An36wDH7YBPlF5SE+9Hq5giDEuE60J4DqL8DHmz6S1jiDGk7wcDEC774DE0DGL76qDFfn4UDEedGYTL79FMHzUDH+lgMdE6YCn9HGDEM75EX41bTvt6U95j0AwDHcDEsP73ORcDH6DFeDHu+F8DHCDFbd4U75CDFqDEb35475YDESDFKDEN96GQDgDGzkyQDHRDHqkR39EXCBRDEcP4qDHW9GBDHztFGeHHrroDHdH6A756DEpzgsP4/b5GDG2DHeqQhDEVL7mDHaP5/F5kDH6QhlDHeF43b4ODElDHsSQ6YBMDG4VLmp6PUq39GqDGv9F2j4Xb6FNaeDGRj57b70DFf9F1DF7b5tqL8DGWj5OpTWH5tKQ0QBF16A1hnf42DHHvJ0H4MqTECw+9GRmAzDEEdiBWHpDGhDFfD7rDFoDHaDEjb4KECJaHsDFbP7tb6np4EDGtZ6mDF374T9FfD4KdZWDHj9GbDHlb6+f73DHJb5FD70DFygBxt7Fb7ZDGxCBJuCzL5El75qA+9Hht7KJ7bTwgt7/DEXRDMj6rOjYwBJDHeAjZEEPBaRMguyHkl6msDUaHzOhhD56DEW5DtP7PDH+b4bFAPCR9OF+b59P5YjEFf7PDHaoCR9HlmDPf7PDHOICUxYvCT+0BaF7ykEtl5yp63qH3a7GfSfDHstSeOG7/CMP4+9Ep4xUjGnhSjDG/wR817SLwv34AFaab7ol5A/Csb5rOjQ+iUH74fCR9HnIHGBGZiQa0wF9EYZBF9EeGx7/B3o6sb6GwhKjHL/qSbT0wCab7k37qjGjVFCb4T2CyjFheB+9GlTy99779Hj/oqN4mjGYb4l9EpuRLv7kxbmfAov4zzwxb6kD7br5zl6x0wR8EHr5/f4PN5Bb4ND7siCof6NOS2OFejH+b5Ow494CMiGnr7DQJbl5rCFEiGeiRfIA+mhE8ieSGeiRNQCwl6ftzDYAND6nSTg0BUWhpEH5kGFYJDihpjGiJ6rr7IiyBl7PaqOl7TKRoTT19ESz6FMTVu5aHrJya2chGLwQwTC75VjEneZgL50Z51jG0eY6yby2pfCDxE50cBZQD4D4QS4q+ZIv5Qj7Zx4OT6xf6fNEr2gDjELFEWtaaX6LTCNPhIm4RQBDiiQD55yClM6JkibSD0n7mjSvp6U/reASSn5gyH/kgVRijtEjD7P7Y7RjfdHG961oC9j4qjjtIBvH5KEDAkBItCqvSbOHuR7FwAsJ5a9jXoCZqEY77xQC7jEUcB90DK95lYBPHLd2ryIBvjEiPQPTaM1R/95dEDvKGfjFhpg1j6QSEApbrOCjYGygJ7iEp0bRWFuDF19Qk04pqT6n49kDZ3aykCEdGnJTITFIwAar52DEOJwgdYkkCwCExNE6YCgGjTBB5Gro96x4CuVDsDwLsGmow5z4gdbZwBKkGre4WEGETESoAa/Lo96c55xS65NH0TGB/qdgo7tGwpwbxRxk7WrRCzAkTEQEHRk4Oqg25H4TF7EQcTHUxjkZgin7L8GudZNAxcz5STGRiDrdZRJzztG/czLsF6fZ7ER+94/iCmniydbxL4857xuSaKaA+C5igP95vIAfjGJ7RodEmn5rWAAW6CFiYL4MCxNJ5WTG1n75n4k06mTGoX4fQ6TFE4nIGTGj0BykF2gAg8GA+AIKirz5y2CZFHW5B8H5bz6nEDO/qDSDs5iPd4dn5jVaDSCpdELSioKGBTGddELSisX7Yq4YoBbz6cX6ydYpTE8kGikBRTGvMG4NHrn4yTF/LC614Ocg7n7aTEgWE8kFPSH5THgrCVz68kElTGOn5lTEKngTdYSyBDdFieYkoCen6wTjaz7FdEbhHos5F6Ft6GmEyA0DGVbNSBzdHUkFTqA3fA+TFKD7K17H0D6TEPrhEeG/eYscImTEusLOTGdpzpn4U/ph0531EnlC2TErTFhSgOTHpTGrijbdEguL+dF+0A0pIV16/oAvL6jTFhdEDA4MLAkb7Yq5AT7ef7PKyfuA1TEJdEDA6SiAfz6BTFjdGPTEbfjQ66vAHvp790w5lAfTHjMDXj7l2i8aHxTEydG0OzPJ6A+BKr4gzGAL5gzGy757kDZTEZTGN1F5TElTHCdGs4EIzFXTGlTHwzHAGGIzHAzFBHDHMEvTF5dE/dHOn4NTHjMCir7ugStTEvTExTHugSsLYvTF6dFZ8h9TElTGDTFNipyM7pTEENiLEEAX7TM6d8jtl49kyJn7LTHzTGpn7OsAfEGydZKd73ljrTGlrrXZ7L5GNZ6A+A7TFKd6jCFl1QGTE3dHId6isiwzF4iK4d5mJgS0HW5CA57O4ETYD1kYLV7t16q4GQAG/TFa54H17FSIfTFwzEhI7mUDg9F+0BKr5mkB62CEzEGzFk1Hb0B+VCJoabYCuT6VsC7Z586KQrAx4HjRDSMGi1jY9Fk1GKoDbAHq0CQOAczGpgiwlZCuiu56+zE8UENzjeAgutEWiAVEDPjEncBC566nC3QCudZRcxrZGG56yOEE/Ti9hntg6YHKeBbwHGVafxhy9GVjiet4p0amzgsRDN34g56oEiY9gMHhJ56foiPQBLdZFH4eJ5TyhfUBBCFQXBIwCDt7qIDvdjtth/IAz0BNN6J7RGr7+byXLijYEUoFqECEAgKxRv3a3ehdDAS5jpJ7ckAN+F8F5rvoaxDkGyzcBp343rgRN7sDBz549zHIcC1cHK/wJQBJ57/0GAL7y/zuP55mobDFa4hFf6lt62eodj5xYBoP5PR6AVGJJ6fkGJ9GZ2pGb7bc7mVHeJ6UDFDt5ycyUn7GVHNDCESjd2RSjEpFre9HHQafFHvT7PD7ZkYNt6iCbALFuAhmowmNFlt4oaF5p7R9H23541D4Ei7Ph+9EVlh/j4YNYJK74b4AagLZ5V9Giox99HNT7a8ATqHDBqlOG4LEQLFj9GD+ZgLEsGSNT5kLHrKDbLT/zE19EatoD9EQEjtqCjZ7FT76ChDT5Ccz9b6Bh5on5WowuL5cLEgX48LHVd58LGwt6dxxu57rh5iF61daqvoNt74pYvzF6T40/oxJ6N76kwp0J5jAiSP7yVhkVACq7KtyJ9En5w9cGLxo4DFQ/QoP7HzGXzE6LHDOF6LHqDFd5BGUKdzGO6Rp37EajuIbK/zEP6aT6LlGYZ6DhiSDEcT4UlFGLGJ347v4jzGxMAx343ADeOG2uDlf5v9GhP7PzEL94kT4GJZ2T4CLEJfShLGeT6NxD334ZoBTtjBLFbCriP6yLGSP5rDDSP6iF6+LHP36bkEpLHaLETEz5GE7pD6LFZLH8jY5LHGLHNEymLEsGy+oApDFcd4Z37BbwUwBbX6AT5tCEOLFlLG+GTOLEFLEb36fj5cT4XzE6d6vj5iV5aLE8DFVD4BLH1d4xLGUDEW45CLG8LFDLFieaqLGrz6hWgzJ6xLG7j6ZFGKLF7qEC4IqLEZLEcDFzFSaLFZdCZLHsHQJj5tLFBDFxf6sSibLEP97+TGdLGLmCOLG5qQVLHWLHxDHbZ6kP4Cq6lLHk74phSNT67LHdj7ElGdzFFf7o95Nj43zFqLFbLEjt6Vj5TLFU2aPzHOQ5/J6cLEjLFNpbpJ4z9FupSTLGUDE53zxLGNxCSP44xwLLExJ6pLEBP4z36LLFbP5Rj79LHA/79DHxj47LEeLEB57dz5b35PhhHLHMNgnLHy/w2LFbVZej72LGHLH1LEuj6zP6PLHIDFbVZd0DnzGYrF2j6uKEHLG3zH9DEIdyfLFgrGmk6xLFZT4ArEatqhLFIJyiF7XDH3FSgrGT9EtaozLGdxBQrFSj6krHMrFrP4cBDuLFvLFrP5HsGmQB+oD6H4t0Cfb6KrFIhHO6z2EAT949+hMTCoD6RiDpJ5Q0CLqC6rEAHqRy7MUBFb5LqHHJ45zjRLFGrHwj4otYBsG6rGClEsGwdkTgZ5Uj48lEsGzSOFYj4fcg5SGyuD4jEwjFql5mDDZBgkjEwjHvdiEj7DByff4hr7Yj6NT69Fp0jEwGQPLHuVgCUjMjGIj6JaFAMLaLHbTw7P6LeI1f5+b4v3534RRr6UsKqtZpi6Bh4coCab6YMBkj40cie9FsSZ/zHNJ7yjGZYwkEbSb4oZYFN6+eaMK5j9HQGDQLGeAiwLGab7Y1j4EhGCBVrH7D6XJ4ND7zDCP57CliFD79rFYp6qD59rG+LHwF56f5ZkGi/74F7ElEND7ysEAW7veQOf69pHiJqUniSTEgb6hIF0F5rihKyZhKp7IDYE4LsRut4kzzdkB5PD+NT1kGBLxOOF5XJlL74D7bpZmMhXrHl6ANRF69AccG3rFVr6lsHrSGrQBqD6iQHWH4g6EvsC3rF9Ch1BHUaiTxFCEiJ2CEDBJSGeKjWBoN6DJaGQ6H06Htha8wA/9DoBGEMJgbEldDHECfaE3CIf4H9dC3xCsdAWUCYz6YbJCvQJj4kBAupE9v6jqqlsGhqgWFAEbHO1FxnYVRhKyZtRiK34mjA+VS7xHYdj4EgGuyCxFOAQDUAaogLOBqrA6xFBWDsSEXYwxrhixH534+E6BQAxRHt8AkkCNZ5CPA3ao8xGymH8bEzECOl5CbESbKsdCBQCT/69XBK8CSbH3yZ8BpSoDXPb/TAs6EEwZa4z2LF5IRbkCQQFP8AfsGfCi+uBcAHR0iJpFnp7t3KH/6F96mJChR5fYy2AH5tTjtFbp7z96TyZPaiPIBQZ4epSyZGyq5BIBMYCvk5B4DyBhZgK+1pttQ6AAhbzemBvGGvk7UByMAFTgwxEBTQYqcAKD58jZuFB6XoxbGH/6RbEesgXEAu+BJbHR3LA4DRbEwjB+bEh366ogXEAAf5+bGgb59p73LR+bFHIxTQan775PYsEglbGt/6Gb6qrGdER0Z6oAhZrHE+jC77G+TeLEXmHsT6nfLZqHbtBklE1bHGfSG9rUCxdQFjJBP+D+p7sUKv/DkAH5wT9bF22wuBHsqjNZ6dLEmzD6khIAFgpROUDB3o27LkAHzEAPqFQ9Q3v4TFEjYyvk6q77sqiP1gJj5OdA9bHsqh4twhD4YRgdbEQ+jcOo+bEFbHoAFPqRcT6ZkQNbFkOjGT5+BD5j6w0Cvk4VbHRsB0GDvbGvbGfbEPzEPbEA17myyANi9PbnbHq14Qqjx75bp5TcjrgFd7znrFHbFI76MFKdSJTQYpp6T/7dhAJsEsEgbYCZSF/TBd0FPHKu2qEv6t/5Dqihb447GujEX/6KDLeSYOjHSBgUXSCQCk7FUWFaGhesE0ZCEb547EgFZ07EggTk7GM7G/1B4FFrJFEQJhby155tJFsQJDp4VBCFv5+4AHkx5bG6xGLJEoQSXdho7EFjg87GH+Aita4BJBeHbJHNoC7JEQ7HdREzJHr8AH8HrHhg5FrJFfICq962IxE/DbJG/UBR7j15635FrJGuJD4yEpPDcdEnhA28oLrGmEjeMAC7GyMCPvAMIBISEWv4ZXDnz7pZZemQSv64rh+sEPp540DhmYxyBlSGV56SvQbRGw2Gp55lVhe/5rJH67EKrHuDLNZGw6za7HGRhnRHbJFh8Bq7GvWiHRFrJEK7EE/R+ZD9v6Ef62V4dJHwvb/iDbJGc7H2Xp55F57FVaHH3CW6Ec7EbUDrD7IcCTREc7HMwGXD6Cz7p5EPJAG4CAj7B2obv5hPKK7EzdZhULx7Fp96IEhi2yn94UOgAxEI5K67Fh7FpwGhT7+UgiTFThC7yhHj4ahCUbFB7E6NYwoCnSTbJEm7FcbGXQgn5EnhAYRgApErt6jSQbv7QhAyAjLR4qb6Fv4B3DQpHLR6rn7JjC157uh4v8j3JEBJDIpFa9rH7G2Egv1FH7GwpFXtzaaFa9p77F4pHoMEKLFxoHApFa5EQNCbZGWRAWj7D5G5ijnkYORAV8DD5HEaGVj4e+Jj7E5oj35Fqk4zjRLZFtQAOKjAT4zjS2v6H2zcpEQT6BQCzZFvKICpGoHFCpF4pEojiipED7GXJFa5HT6AA5Hx7ga7GEHHlZEdD5hKHr5FEHFLJ4kHGwFFL5HwFEdD6LYBJ5Gn5Ep5F+eYnWhRFEcPD6cxZ5EUpHr0HCNDs7Fa5FI2ALrF8ORdJH0HGZZEhSj9v5Cf5w3AU5EaohIyDUFECuZEHH2p5J7GobFSHHEHFJ7HM5HIHF4HGx7Fd5Fa5GgHFxnaqsD95HcTTB7EfciC5ECuaFZRmDCpViAwB4pFk0DQcF1Wgz5Fa5FSRCjZHChKL5ECuZoF67Z6pqFbJHrZGrQApD75FGa5EuHES5HpZbJRAH5Hf7FLD6mEgr7GmHHEUDa7Fh0H9Dh4pG6HHpZbx3gMpGQHG4hHbzSP5ExHFzhEesh2sDu4w4HFzjLz54p4Tf5H+RiP5FZ57YHHpFGB5GFHEEHHyHHlZHwZ6W3C97EqHEoF6f2zVHHwGAQ5GeoIkX6q5FiHGBXBIFECHGsHES7GRZECuZRb4Tp5YFGn5G8HFs7FV7EdHEEFFJxqE5GiHGdRFZ9Dl5FkHHSHHlfxyHHsQqIP6b3DrRHD5EKHH6p7MwDJ7Fa5G4HFij72hjD7F4pE30BvJGRn7cFHrZHEoDh76kngCFExHGLQD6p7H0zEpEp1KzD6C5yZcB7HEyFG8p68YjpZ4xppqMB0F7AVxIHG90CfWH9tid8zDZHaFGUF6asi7v5y/5cT6PGEN1ECuYniG1p4f+Bjv49rDmsETrHRHGn5FVZ5pmj+1gOFGInG7WHUp4uFHr5GdmoiZaeFECHGfPqXiE3HEoAZ20brZEyYAzLEHUB4pHX0BzcEVmKRFGv7E4EixFGwHGSLEm96R97G6DJFHf9Lbz6Lf4upSirFnQA8HGPLE8nEsGzzDBLrHzwaWrE3FGnr62BqPHasb4VJ6ab44SgtjF+nwzJ55rGxD4zLGWuS+34RD5YT6raA4DE+D7ZLFRrHLF4anH5LFanGVkEcNAbbGhrE/T7WD4YSGxiKBrGFD7zrECq7SOEFr58AKYv5urGmsGinHjrGOrGhf5jrGnSQCq5OrGmD5phYG5zOsEDHG2rE+nF4nE39IISBYnHGrEe4iRIoUpFOFE39Ka5CEnFInGRnE4aFymxwnHprEAyDi5HXWGJnEtMET5EGFGmJ4siD/HE5iHdtj4sEJHHfHFruG/xrFiE4HFL0CVj7IvzAiB7HGnKQ+y7ZBDYeiVnH+TANJZM/hyJHWRg6WGh1p/JFocbguAX7HFPD/CChhEX7HMwCdtEc/z4/4X7Fup5/j7emAX7FVUDl9GOrH77GS5CtEEDnGX+HqmgotZulEvJHAZanfAW7GDEi6KH3OBO7GAAiuQFW1qeF6bnES+CQp4gJLmKHbJHNn4KrHlnGLl4vFj3s6h1qQkAtZ5MwQTKCZnFK2GrnEOFDbHG7IhZnEp7EwSjVnGcyRWxGtpiWWGpnHDJH50DuzgsGzTCDRJFCbgDeCxnEo1B57Hf9LSQAomAQXG8nEgpEn8AbLHcnFwXG/NgYrHsnFb7Hmpa2/iJFFHKB0nFPwBTnGToDD3bUnH4t6r7FXyhJGE43qbnGd7JHN6cyA4nEaWGrnGGMD6WEbSz1nEQXEx1H14QuFGNJHrbHLPatowInGPnHvnHwnFjv7RtzbHFgnHjJGtlRFuEPch6FGrnHNn6QF6MVzHnEdiiRp6fHHbJFVMAoF7xTyvHHLKzGwFWjDCNi8XFQ4DkD5WjAowAjFFh7GnST4p5O8gPtFrJGEYiXRGHHHLEDHnGhhHPHGKkIc14LYSs9FLHFVZEp7FnYBp7FiLii7HTVjZ7FjHGcd4sMj7567bTDHGY7FbPreXGzgHIXZp0JAAEeyylmZvbEQ7EVbFPbHeHFWjGOl7crjfbE4lGxXHubyT/5owRhbyT/5RgKc364ZBxOHSBiedH4LGI+iELEgAabp6T9CiyaKZ7D7K+bzC7GuD6VbFM9SvbGYErlbFVXFyzb1bEA7Hdk59dSnmb/eAlt4wEi/75+bFg4za7Fj1BqSG9bE/IGunYgAZmDAFx6+byDXE9/JZXHzt4oRiX7HtVEgAart5dXFQ3CDCH3PjYE7yyYvDR0F5LXGGQxHT5Gxqn4BJXFWHhKb4DGy7VGSqjcJDTQDv/4d1DuDA6yY07EpD61Ra+XG07HiChWrEM7FFgie7FJJJSgBcAEU7EY2YNDBHFF+zBY7H6p5TqBAz5ruCL0F0F5fXEqbEo7ElrEdZDmnHw7GbzEyFw1sEM7EcqL+p4B/SC+F+zB1iBHUG9jxPwC2AFg5QyPS/HHwICMAGd/4a+HP+h6Uos7F6gREbGrbR7IC43GL3iAnGZaDfXE7N6dLElM4itFw3EByhf/pNmHyAHpjhg3H91qz6Fw3G8vDY7EolTkIF+zCR2QKLH+1ibYD03EVvCjIAMLEaz5IAEUXQpD4XxBYjCH/6G1iV7JygDI3HpCBCcGb5bvXFSyH+bwIb63XGTSH9LEhOEs7GRNApD4HpFZz6Y7E0EGdzFcoG3XG5HEesh3LG3XGJNBArHrbF83Fc3HG3HvsTACF/TD/kHY7GNeLQGFg7E+jRurEkMAql6A7GZ4RurG0CSMAG78yAHEkuA+3FArSSLGbCHsqioV7Wj7AsAj/7pvxh3GKqBnGZ1SSaOBWpaMAGXbHW3Hw+gx3EIIYdzGu3EscLkAGP1jr15Z/AEzi2AFa/R19huNZNEGLbGd1gsJ5Grg5oDF3HI8wYrFFEDJcDjbEscLpJ49HLu3FxtqA0Etrww2B53HkkAZX4t3FO3HWb4u3Fj4gueFjXGiFFMrGiYAx3Fmb5+3E4EBjXGgb439KFL7ZeI2rGAXFT3G+MFR3E5L4x3G+VzN6FD4g5bHPYBUpbe3F+bGtkRGG6h4gZ3Gt/5FdCEkRUpZu3HpbEYz7LPah9yFV6i/gppw9ZbfKS0QFOAT954f4x0jGItAccA9ZYCSC2AFFrhgV5uNaTQDNXEFljXIFuNagKF+bEnKjhmhM8iMzQAPF46TW3HsQBojGyq5ftjQOZM8gEiAAPHuMAKLG9BFLYD6bE6j6uVAKkrWjEr2aebKtLEmMDOQAKbHBCpecb4CLf8Gt/63/BCDA9ZbEoD7r5Yfr/56yuCA0DyAH8pwMZH+3G/UBwQFkLSod7coBQqERbHwTSeMGg9gfFgAPEhqGAXGsqAUPG7Qy8HFCTw9tE4dKU7GLeLoQBv3HRXHVnHH77u3G1dZz/KpMGyq5OFZ4PGiCb6HYr2bb5YZsGP65xOEotYoPh2bFOxjL56sfDzp76bEbcGZOp4PHW3G5DYplY4Eicd4YxAtrGVaEKBGfRAVrEQJAWBF/RBALHmgKBbwtsEJ5axOKeVooE7FBhbbH3Mh4Z6ROTD9HjgiWPHyAFTk7/yDMQG50CQXGPj4KQEjRDa7HjbzzXG83jdthf14XsaJPGvgHFPDTHpqPE4SgsybYPbPbHpPHZPEpD4ZWS8j55PHWj4ZWSzgGCPEY2aHSF+cH/da8PE0vD34Q8PHslE1PFRqEEwZOcAlrH4ahy2BwQHo7HLPajsBhrEFbznrHV9KP3HJbwdj59PHLF4hGhJrFivZeUT6bEO8D6XHvmhBOFMQi0T7KZDEQHFwbzPHKPGZPHMQFpPFCjHJPF4IYDtGUgzPbHJwgNbHAhCNOGbPHEQH7PEk6GHPH2/7MQETQBYT7TPEqAHFBwJj5DPEKQH/XEcIYNBHY17ErAcwBDD5dPE/T6CWzbzFBZbrbFuBpOHSK4F4IYW3HMQHHb5/j57uKFhKt/4YagvyDfPF/WRAvFQyAhD5y5B8ZbgvEsMw7uZz9gFZFcAFY2zoLE5igZcCnXGnTj4CFz9jLmAx3F35h89LfPEm+B5/69ID+NjfPGtlC7Gb1RAdkS9PagvGFPEhbjeIEAvHuMC2QFcUi83FBZZ6MC2hH1HI93FlAFEH79gEaaGdLHvmij34m2xo+hBZZ/n7vdbvNGHPFwgGBcgz3HzPFSvHu4JTtjJwh9X6YqG/UCG9rvmhxQFmEAesiCvEf+FHij30AKvG2RSYTE+2KH3GbPEiZ4RgE23E7D6jsCtUFVSit3EUvHCeDqvHp7CfER4IZZ3GSJ4XBIscJBZZOvGfAHZUD4EAcIYHbEevFK8ph16beKaOB2vHe3FBZY9sJ2gG+MAhvGpabJQFxhDKczYMJCWjqvHp8GvOBD37xvEUcCP56fFzZyFJgGbt6qTxS2RBvFLr5ZvF4zEuvG+55cPFWPB2vFu3HuLFnuBRvFdWDbGCAXGHcqbAFxFCIQDPzEENhyvFDoDXGFUuB+cCk544IgD4BWpY74S+vFu8C2Bp3ai12HxvFh8BuHHdSC4oCCBFoLBMrHAaHJQGxDD6XHSGBunEVQFk9LPzHrQGzHYkuDBgHInEZtgNgFu9Hv5xtrEmQHaYDJOHv5ypOE7vEuV7y3GKBGgLGuPGNvpWch5QEUFQlrEirAKBFDBAV4CdrEv1BPkFDBB/j4FZZLQGsgIDrH2BF39D2/5DJ707G4G7ZJ4mp5i3E9tFOX6gVC1J6FSzJBHxtDmD4OxqnmZKJIasF0sJ+jESgGVUS2BrvgzB+FEl7Z3GlxqVeG7QGEiRs3G2gTEtEIfEjojPHFlJEggFcSA9pJf/oKdGfAHEfEHHFN7AeTCYfFYvGCF7XngofHNXhzf4qAicSEIfEkvHPHHv9CYIFpvAZkD4F6glDqgFEl6sZG9jww2CbAH8fEibEB/S2hHlmBUyDPHESH79ybAfEOvFWdTrbHCfEh5CFvHMizY4F/vHeAQiShfXHkfEaRD+vGvXE63HCHDfvFWjATQCeHASgHU0DuDBGfE1+F/WoiSh4kRRGF39Cf57bCBW0EmfELcFFvr2WCcwEcXGzp5mBDpcGDS6PWGcPFD5BOwAUgHkAxzbHzt6uD4bSz61hFvp6p60gFNwCMKG/owbCCYwFTBFmfFGYBXQFR/QafELBHrQFJfHkGyPXG7QFg8ZapD+nFvvFZfFagYH0aSLFHQHGnb5fHuwALzFiBFWpb6BH2DHuLHrQFAnRcnF+nQf+FwBD275e3E4DG+dTGRE53EXqGtfH5LEjvF0jE7BBNQBMrGvgjKCE8tBYsCaKZGrhv/6RBFoMCSrEDfFlBGwyLnrHdfHY159/7g7HtfGcwE0jBA7Hx3EtfErfEzvFK8pBOHiLTB74rvGuBGLvHagFlfGuBGFfE2BGSLHrQFRJIbqFurG7QHVoR1fGuDESgGBKBYT6zvHHqFXAhtfHczhGD6J+GLYAYrF/qHzfGofFDD6NeJhrEwfGmnG4CLWOHAfGQfGTYA+rG5fHdlD+p7g/HEIHz1IWsFa4gHqHnfEaRCnFEI/EjZKZfEX9JVui0yZpZQY2a6hg5fHY/E4Shxr6NQHvWCQvy5nG7giJfGsKL97HAmgaX4UgE6KEoF4LjSAZHt2iyCCU0BWJ7igxwgEaxg77HeVgp5H+fGCqCnnGOEj3QFkKBkuCmJ4HJ7hhgNmFpETC/F0XzopGvOCMhG++TYpGc/EQpGx+FfTgKLFVSCM5KN+E5oBLD69XBhHGSOggZH4mKRsESgEYIDUV4u/BzxG7QH6/FcbGlTC7hF6/HKX4NJYSV52gFl4Bd4E2nZ4sBwKYIEi+1hpmhbbyefEFfG/+DunabdgKD6cJCVUQNJYelFdmZ1gGjNHWihH6HKgFsXEu/GX/S6/HTDZsXHVnE3l5TV507FQFCh1oAnGh/G9oBK/HtagH+HiXHh/Eaz42BEnnEs/FZ/Gn+H7nENJa+lFXQF/nzbnGvOBOFHr+EzD4E/FUT5UoI0yG5nH2Bq8i7tvbk9aiCageJIf7XDa2gG0vGy5riIC5BGfYBAPHH/bk9bDnHlibyZaWBHtIBl1RTPCsnH6BFNFagV41fHtnESz7iHThKGN/Fz/Fp7H2/D5j7cnT1nG5nHl/E7vGVULLsG61w5z6rvGlnGZ/GWFFTvEFnGj/FRFiaFE7vH2ii+1p9JTJBEgnHVnEdmiFV5q4YpnGPJ5g0QVQGH/FqJ77/HBgHP54Zp7pkJaZE7vGf/Ge/GqoDrb6//EhnFsWzUXGKBHKcwgAnap4A/R4IbyyZ61BT/EhvFjvGUnHQagCQGEXGKBGIEhJig4XHlfEAvE9/FH/GIAkcIaW3BpFFqBFwAl4IbBfEffRGFpjvGETF9gprWFhVjGrGS4hhnFAAnonGQPSRWEf/ExnFDFb8J5LvHTCLVmFDFbaX5Y/GwnEbM7qiRpnGNyj2ii5h4Hyhut5tug5nFDFYHyjtvFzShruH94jvnF7/FqMBItB6MgvhirvGbYDNzF6Mg2QBjvEojjsmEliiDGhH/E9z7Y3ZEAJLxg7vFsoBHT68nCHWBXQFiTCLfHKnAqcCaAnAMoNda8DDvfqKBHvdjebHDVbxbHsAmOKBNs4JQBmYGKBEeAnGVYPRiubF8vFB4Db2iZMDeAl8wwkD4x5ZbjHJQHQmKX3YgXAaiGXAHRAkjTFkhCeiHLAEJAnGVa12QQCHvdaneFsVAzUDxybqIigAzMiwGs4F2Y0Ni+57W5AojiRH60hA52FszG8Njn/4J/BY4wgdYpELAV4c1Bw4xItC5ICrGHeVTo9j1An9FBIAEvNBU3D1AlCYCyPH/7LcH4lzg9SZ+bG+wEp0b2WCFAl7VgMTFVCQX3H9GCMCCB/qLmDdHEWFQSsB5zGApb73HGXRt7EDuod7HrAmzMAH8FTeqkHEWBoXRCq94tNiD7Gyq5WXFHsFDOTm/Gyq7rHGqTHOiIpoFG0g7RHRk56YEtZ4PAlDAlY1iXqTsPHUcAyzEbCzdIHrAmwL68TFGUF1ybRsijkRjVYaxiffGlbG1ijBsjUkgmEDn/62khNQChVZ/NxWPH7qCRQAU/oTpDCTB+bHMwAZzFognPGYElBSsTRk7NATap64gkAUR9y7nILhTEgAblwLMAF+0CDGjSQFxkwznGA+DIYAqbGGciRFECzHqkSMAHS4BABCydbrLhTV4NeDIXHos6ij6Nl4NeB+cDNzFZxKWHE7Ake/HrdZyd6wgnekSrs6i1hSsRb3HtMqydZq1SSPF+sKTTG44AOqhSglnGAkoACzEwtSSPGagkOzENDAYqCjAnos4D0FUvH2EIXjjMiGjAkWLgOzEPJAIPiWgnj9BItA2gmlPGFsL6TECMh5HA7Am24DO/riqJuBr095K2Bh3Zyz4a36CgknwJjVbp7xnuG9XG8gnMtYIOBcAHsgl4Lbf2xtvGH/5Mgn9nGjjhM4C2AG0gkRd6jjjigSpXHx/hezG8OyAAHrAn5oDEgkJChNj4YglVZKjdYARyEgnIgl6GAgpYhkrf3EcLjEHgUUydEAj/5f9zY3ZkyAEMBjXHDFG2TFCEDj3HLVqRpadfC9bGr1QygktgkiHG+byr1Qk06DgmRH4ylRItH1gm2XDkAGW3DnoEJCjVgnn/4heouAmFgk6rG3bE5+D3N4z2gnWDxglYIRd15ZOy5gkgAbG5AyzE81hd/F9gnt/HMtYNqIpgn9ujW3bp2xtv69bG1aBzcENFw0nF3gk4KEOgnMTwowDkAFh1jBglUNAoBGdUi+mBfgn+gnyAGMgjvDCvgn7Gop/5IoE7z5euxugnsqgcwBgpFh3a7oJcAHVZAEMDMta7oKEgmIy7yVAWgm3bEhzEpkzXoDkAEwQkTr77BDsLB4l7MtDlNHagnbRBt3HrF6ETHNSDqgkfgmVEDv17A6JbL4fgl/gkSglygm3bFh1j4p6ygnTVhjXHUwCQp49jiE153gmsnGydb8gnbglVujXgmxCBPgn5XFngnYq423C/M69bGHgmOTF6PiX+FMrzJaHpTHUgmH/5LglJmjUerPYA0AH+HAtqAkgnGL7kyZeWDFsAoZ7UkgDmCLgmR4CwlYTpAol63bEQYC7eE5OSkNjfXEhuFM1Ekgl3eCnJjWQl5qTGVardgWLjjbFoXC7gk/AltAng6KbZHvAlhHFRHAsEwkgkI6A9oEin4rjEyKAjtHdj42GBgzZrAltj5xQkgdbwYBRVHyd7SobHeEo572/JPAnlUxLgGrVChQnYDw5QnaQk5lB0gnJ1GpzGSqi5HH5Z6XAkiTHXVBMpEkgn2/7vN41QnwHHRk71QnF3HxHHiTE3OHObHMiyYHHLyJFHHsqjxHG8TE3OGN3FQlgA5H7Amn97W+Qg5EkgkcbBjQmMgizHGjQkBglIoGdRFbAnMHHQQmdHHJzg/4AIQl/Nxm/ovowX3EovRm/oQwA+XHYBKqQAtAnIcDswC4QnzKHwTGYjB15iYQk9/GrAlXF4UPGFBhgtEp0YmxAVZ7MtDIkBgTEiIJ636vQkcwDxQlSFHF3ETfGod6Y9ggCBxJ7MtDx4SrAl4sC6qiQ3H/XzBVBO0j3cEM7FoRHQOYFIaieF+zBDYqXt4FIa0QGnZwU55ownI7Hwrw8QkNwgh/4s7F+oBHzFamSvH4hby7zCNUTKF6ADLZwIs7FA8DWbFIm7Q0AmHEb/6F4D5y7hwD6tGt/4IkzZwIUwmrAEj/4EaAAIDQwm5YAptHL/7JJ5K65nkjzECT/4uqHFXYQDDObHiwmA/Qt3hUNEnLBT9DZ3HtFgBwBSwmwsjvKFKwkkeGCwkkwmA/TWwAX3HswnsSEVlinii0QFl3LaoCA/T/wAPnEnLA5QDGeGtlhrPLL/6OmD72FM/Ru6S2AG+EhocQOwl5aAs7EN0GpVIYShM8AS3HBdi6F6ZcwfPGdHg/gCc/TAhGFPFAnQsHb9OinXFhwmc/Si4QBXGvYqNZ49FjPkAUPFzqgcEARlAtWD/MAEwnp7ATr5kKibYBk3FvKKNHFitKmt7C3F5wn6c5MmCN5F+zBp/jcJAFwkciAy3G+ZFij4XqTZ0As7FhBz5Z6+3S9t4yER1QGfAgltoy3GtL51r65GLGfFw3EgWgRd4j5CvVi43F7oB0J4F5rJaG43Hu4RyVi62D0Yq43EMiEMCr3miHaFw3EdeHXAggqLpZ5ohCJ/6fAhaMCEgkZkwbgk75BRYFAAEIMDuBEabosUA8iEfJBZiAxY6tMongnRTDEHgznG3ip7ES2AHuyycsGDK4JRBsAH6MGQMwP7AoAka9S6IAA+7/7DvgkM7Ga0Rco65Do/glQ7Sq17AIkBgk4yA4D4abrwUEp/6JjGgGh25BAEw+wmK2ATr4ImTPiEEwnQ2AoIkSIgjojuwkfwnsYi4pEM7Hs5bgeAjYxPXGykKwQlznRqWA3/6kIkoImzwBz2AZwnNEixXz7WhjQmQInv15SMx6GAs7GAImoMzPdhMIloCBprHtDBhZhjQlMxhW94weDQoFAAHJaGQMylFCvwlAAHKUDPwkETIXwlAAG3wkRd6QlBhkEB3HkYD9nEglD70AqbHDGE+BGjqxPwD8z5wwk8diq15P0AeQEM7FEcDbxYVjSNwkLECKImWigxRGKlHVlASQjKUA2Ins0BSRAxY6hWBx/7sIkT1RcI4Edhar4s7HQ0Dg2GLDDgWDAwntsBar4SQiuzDFvEM7GY77UzY4MDIUDuwlS6BCQjZIihn5+zBv15l1SX2hJcAQInmbj/+FJe7nSEP6AewBxIkJWCT/5wtCfiC5IlZIlVkHQuZJe48uGt/5SdzSqFJe40p62AHM7CYZ4goyfMBV/50z6aKbeMw69EVIkoqicgF3XzhCFNIn4wDg1itIln/Go3bpwDBsj+InV7BIAEhfCnihiqgBImH/6u4hIUAHWZeIltAkzIk2YD2InHTiH/7JQi2JGxGROsKMAGm9jCZHTGRuImt/6HOKGImQsCT/6+kBoZ72InKyH7IkkOyod7fUyZDC2AGcZYNiHAax7uBEiGZdyAwCxXxg/5Z/7xyJ3wkWiBQQDHIlB5JqIm//wyQmX7DRr4xglQMxyIkXIlt/iG3QSIkEAmBHAXeAdiCzV7QoGMAGmeiGQCgrYWM6cQntIn9D6q14ooljQmG9AICHP4yNP5V/6fWA8AH5XSMInn/7BqhXIB4MwUgK1Il71pagk/jwUIlNIniIk6iI4QntIniJpqfRwlHyAGkonUomGeAsJDTIlUoklV5YImzgFNbiEokIImVJDconcqCG3SxNRuBqIom+gmtlrpiHyAE0jSwokabp/wmDl6uGDksA/fQgIBfwngMBFM59K6SIkXIkniBqImqmAPwnvIkqcB3wlXwnEQEBdzSMF25DNCBnwkMIQFgmKFoxb7vIkjCA2okDsDuuEXIm78BToCLAhrwmyom+8BimCfAgeon2okzQCrwkkoBQyaHMCzkCk/QguJOQEXImL8Au1pAmQYV6AoniRDWdQ/IqbD6Aom1cDW3bc5BToA4AFElA3QFd5Cxbi3IlYihHsEtwlCZ4msBy54bV7KaxcAH2ewH8FVwkbHEl4y3IE0/SK+BTmD5IltqBuXEJwk8v5MongsG5FiamGlonlSDhwkNdRNIlgkC7Z5f+TXN5NInl4BNJ6fyiK9Idon4wBB/7Sqh0iH8ok06Rt7EhICcbhjIk3BTlon50ioomAokPkCq97tFi5yGeonNeR5olDlDVQkZomUv7Sqjtgj3An7ok4OaP+CdgAvAknok0/TzdAEoBbIlUgBTmAH2jBKCf7GBHDDF5ZwlB9D4ImAomn4Co3Hyqia3YXImfonJajbHxKxEDsAD4iA/QqQCEf5AYmS/EAYlgYm/1hP7Hyqirt6Fv7YCCfYCvNCPomOZGevSbZFnok3ok5v5MIB94xEtGmxEJWhc5G7+B9tQ+v54YmqZ4EYnpoDwYlUIIU56kYlv5E+7jpoBXonCX55HGUKDpoAPon0YmCxH+lptCHtFj/ATZRE0yGy9pDrJt4DgxGYjAaL7gLFKxGsogiiG6XrCYmi9yZbHSqi1P6mxGWuQ7yQRlDeSA4so8xGmrjjnbeSAbYCjRGy5q+54p+R9IC7RGbYCseHSqidoBQyYmZow2DMYmwoCp2EcbGLb4i/S8fwc3GI/DrEAup7uZSwz5BxHV+DN6H1dKrqF/xHzADxE6yrqGJH9rHMYmjgHSbFKxDxADyYlxDEav7+Ym3l6ffSKdDBYk7RgYvH1dKXLi+xEKECe3E/+BDZQOJEn4A93HG9Hxv7Y/6n4Ad3G7+AnyzRJGnSCHjEywlcCGFv6vGA24DawkqoC2v6ucixXYq+amMB5JGj16A/RoaEMpFK1A8KEA4pzkE5YmRpgVYlqQo63EQqDkFA1ol7tBHKHif6ZhiMvFLKgQwB+j7g5AIqhPHKVbLQGEjYlVUCo/RnDhIoDpYlm+GpwlH7K/xGEbIHnTrokpWgTghzYnzEDdYlMQDewEzf5J0AuMHntIhSG7Ylb0BiV65Iq2sTpYkDfGLAgAko6JHmWTNoAbV79KEJJEUj6hom/xjb0CZJFMlFf5BhjDnnFFYk5SFcKj+wCnmadYmurFQdKt9Baf7tWDr0GnIpA7HA4lhD6zKjLJjGf7It4pokYagYPFQKjuoki0Htf7DlrTODZRHR+E3fDK5CwpHZVRh17K5DUYCsYl/WDw/Fg4k9tGiah2nGA4mujGk4nmD4/YkAmEK/5LsHEkrtNi1nG04m+gio4lrdK6IBixElZ5PYmxOb8YlLmCMZ6Z4qRDDc4nPYAAW4OtLnnEg+KCYnC4nZRHxoHw/RzwiabErRF6uCAM7AhCqwJ1RGL7iDwmeWQ0IFyv5UILNwnUWLNZGoYmlsGpok8bHq4m/aE9wmYYjRv5eiC2diLAgm+B/RFADhOQk15CnYAMpFtriVgk+olLqDMnFIWB6J7uomBonRJGevSKl5ltJTsEe4nk/rLgm2om+FENwjM573AgHwnq4nNZ5d14Wok/wkqv5jyTJIkmolQYnwCGKIn6oldEAqv7fN6m177IjaokPHq4YhzcEd0agomZ4niQB+V6XQjIYAwxEh5BgIn0agoBE6lKl4lpbHzxGQvC2RAA+4wImq/5eCGXwnDQlVv4f5bPIhwaEK/6AB5ADgU/5iold4kzf7/qjwSrFJH0QaPfQ/9DA4nGrHAPR0DGj4kyvHj4kinGThCQHi++6eKwSyb/Ymhb6oIlk5FfYlPHIr4kcV7aOgZ2aPfTOp5Pv67PjQiGiSqxWKFYnGqDXSQKonMtztf5GQnUzZd7D52Gz4lIXAH4m8eDD0RlYmZhiQrBrWYfYntf7lUw5SHgeC/YlP4kf4muVBf4lA4kWf4g4lSHYgxhf15vyiQ4m3jyANiT4mxXaQlD44nH4n0onDzHkyaI4ksMawpG1wQl/ooEnr7YD4nd4k/fQj4k6xHpDaQlDY4l76I3fD4Eno4nvt4l/qwEnibEov6yIkk4mraBk4n/4kU4k0EnmD50El/YnhuQgJEP4kGn5ixHDcw/fQbQCywG04n/MBX4mrzQyYlq9hND735B/gkcEngjQabqVeGPSZGYmsEmQHIzGGU4khV4SIiNPG3v683F5/ob4nF4ncsQ4nJ25AB2DRJF0SIo/FaElQaEd4klo4B5At4mN4lGEnt4nYxEdYBK65J75z+GDRHMEDwIl1nxQQm3v7AKSYIm+uQt4nOElAImuEm+FGHyHTDKsol6/70omX4C7GbpFAGehco40Ilnt4ExEYIkhEnWYSLkHYxF2ElYMyVEAHAnpRGEsicIl80H8Yl1iAYolutQrokrRGMkDGV6Yom+4mUnBCImceC3xDe/5yeCGB7gNIbv75MYyIkgokoAnkbyvwkl/rKInR4m214xY5fIlznFbODaIn5XRvInq4lldiHImzQDGIkPHpMD5mIl2+CJv6WIlco7WInSbHslzmGAbxbnIkFRGLgHiza7InVXYK/6NYApRHTDDHTjtREoQR+InxUDV7CrElebGqs79InMJG9/Bx/6aBZQjKVREw1TIygvtqIElfVTIygelF6/5GcHKQjMiG7RGfv6q94wkxmUKrEnkwkBm5RSBixH0eDKQjvEm04kR16RImpwj9SHECDmSHKQjVUxAJHgeSpPABm4g4kwJGdoxij59Dx73GYbLvwDQcG8550hA9v4oVqfb5XDBEsCOYlRFCbzGDqQ3YDRJH/yDc2xXNDzEBlhA9v63YClP6Ekmi4h0bGnl5/ElMUGGp7+vIiQBxIlb8CaGE9wbuuCXEnb6B0bEyd6XEn+7igknwQBcZ6M0xozE9wb/kD1Il2PD/AQkklBNguIlXZD6EHMklkVBzInr8DDbaYbLMdCNHHKIw9kCUkkjAzi3qhsDDYkd4BK8CgrbWRhTmBQkmgfS5InF+h6knQkQoIkikCal4okkLiiC45AngDv7mYmnKFJe5lRE+v43jSPcimugcoBRGHSEnsSGRGTjr6q/4qEniknwd73f4MEmqEkE4xXf66EmaEluHiVPFCbFunESQjYeAMpFjY5LsDmEnKEmoMyrSaAElj4m/nRQEmm16xkn4KCpknIolGYYz4lgEm9HHAazaEkvf6Yj5yQhQ9hCf5r4l/Em+kmD4lbIBkj4ekltPFzYkvGF2knswD/f6n4DUtENkmw3HLYnr2p2kl2wkbYlfomX2ijkAWv6yXAxSGmuiOmCL4kDknegHJgYRdzpYmsoClsH844XbBHYkUoAjEkmvhU3HLYkDfHikmmV4EJGyXBVUAyklYiGkt4jYlsvEBm7ZYmvYl5YlajAFYmFknFYlXNA+YCGYnlYmm17nzCu5iAEnr0EVIycoHA4mIP5SjA1tz1WAQ4l+r6vKCBvEWf4G0wHWakqy9Ym34kULh0J45EzIZ51kkd3HuShkCFCf6d0I93G6gK8vEaJHw8Fco5NmBnPFwUkivFDo6+N4zf4CnHKqiXsAk/4g0ygraJDDYUlT4l4UlyJFWagqvGYUms/5OYmkUlIUmYbK2YlGG4wUmYTFVdBGvE1GSXeGgklYkklV77lKtUHdFDV7BLJ7uSisZ67REBYB6s5WtApJQfEkfhFDo5P+DZREL1BEElshTZRFjIA1pFDo47EJSUnj9CKIn5LQlRExdBBMxDo4SIA4BB6/4buFcI7ETg30CDRHCEAIUkF0qXVHYxHCEAxY7ZZCzIlTREDeEGUkUbHiYnTVj/EDKqjWUk6EnL6HOo6PPhWxFugjKcDV4xj9iOUkzEnw1iD+SDl6B7jOIk6qi6kDAxGWvTdCBDo44OFyJHjEk4OahtC4ZG/5hIoksr7LvDnnHjEkkdDRUmLl6jfK+ghSjAJUk/Il2nRXImZUkx3HbIlJmjJ7xutFV/5UlHmomosDR9HFUnP97aUniPzvzH45hFf4GUnOQDMUHtIm9MHukmspBLSD4ol89Iqe6EX6PSbvLg2bZ0iDdPHWGKbi6+RA1l5T6CKkLBsg0JbNAFMomjUnXz7gkhwPGTUmfEDTUkq6BLXEiHbFZFLLanV49omkdHDLbVUxAgmzwCraFLLbVUyk55T6BPqGbUmCJJsomumr8OBLLb51icXGA7AIqgF3EP6S8vSnXFpTRvNgXUm8vSfQmpghXyDUB5ZVA9WFV/5+uAitaRS4B0CNAnMAwyeF946h3ALomC0BOknrebzkmhXH1zCnthJDG4VIOf4ffQuDE5fHj/qXoo8379Y6qJqPC5aDFCjESLzRLFsjFzrH2/6m9GWvxnGb/r5wvYAFZdDELD6R35sjFwN71kGLFKrsYAFZwN76nE3r6CjHxJjGnFUsQ2D61KSvPHTr5OjFJDEGyQ2nE4oA7r54jGlf5rr4WsHEiSI/EYb62jGnFEi0lo/EMD4I0lX9GzgHQ0lzWGbDEZfGIvFN2B0r5YjH4FDMQFfsHMCqAiQ6+C8QG/sBvAGAiRLYqvgFeiTGjH0+gaPGBbxTYA54z/pDHoEGQmHBHwH5W0lPICxbG20kJFY83GZMDiQFRQGybTHoG/PHR3JrN7rJbZeHhPHXniew7s17ZECrPHD2HctZ86B9yTMQH1EDJQDW1Zo+j9yZGgz0ImIVaU15q6HEPFSQAPF4VvDJkgp0nXgDxJIn+E1AkVJTBd62rSBMAhPHVFTR0krrq7ICOwAh0mC1BIkYaonj5GePEB0lKVbUz5s54ZuZaMBMdFABx5yBu0nvQAI9FhWCpUm20nRJKnpSgpaIvEW0nwH4KchhWCIQG20m7Na/dhFXHcohYKiK9FCFEgIAa0kjXwZdGz0mkvGBThHWFPmBJkhKyZMhDAjF2NajUAb0nShA58Bmq470m4gGhcB11F2Na5CD0dHCERE+xAlZn0mbAEbMCtz7IUR2PgB/GQHLe+H30lGUHpgEzGjn7JMVYxEAvxGRQFlyDGt7nXAPTFHVYiKDZ7HiM6RNDC/EZgHaNAgMlVMCmvEdYDRj5sUSkWBv0kwMmpWZwMkOfTJvG+iRRNYVRhr4GAMkwMkaK4o7G+QHn/FYknmtE0ign4CXAEp2jU95XKDJ6rOQHt6Q45bs5SlAFHKRkz5iMQ94ARQF1X6LFBiMRhiCR972gFXdGmeSPIC5BEQCA+uYrKCYOCbAFjQFk6oN6CcuI2BG/4wXJ4N6DBjEH0a/4xPcgldBFfEqgEsMlyMk2BFuwYu9CSMlHQHCgH0zYiMnn7ESgFpeEGQhaMmrn7b1AxEAatHzlxs563dh6pGsMmc1jc/F48BhtGcQhhElefHLoAR8gjXZ+8jsMnnmrXGFiMT+wBs/F6zBi4BltEr0QUgFyH4Bq6ZwiKuEvAFyH4Ps7kMnEMm0IHu1iSYnIMlDoARMn5PBIka4MlhhG+8AgICnx70QGXAGiTQpZGQMnrMGggH1sGf0k6PgB/Et/KoUS5MkaPTwwF62DPH7i9FDdhwgEyEifzjlMmvNEOIFBIDfJCn0mebLrQGOiggCDk9HX0lXQHCJJ5UHiKRBQSbAGdMkmJ7dMlSRDRIH0ai3NBr0mljJXQEGagm+C7NZJkjlAn8wFOIHD0llhDjMnHjANKHzMnA4CSwFmgiOtYAIisoBDMksxHMAFhchu9JywGUdj5tYP7AS6HKwGFcCSsGY5bpwAWoG11YecA3YEXMkr9jFIHpzRE/6hMQbEBQhFJeDN0EF0k3oDohGq6JOpaWtFmwFAb7bF4gL6vMn/MmJ0lyeBPhFvMl7VY98AS+APBF+sDvMmQsliOaBwHUohPMl3ag9MAPMmIskz3C6UjJXLrQGJ2ANMBrOjh0lOcCrhHuYBLz5nmATkCbAEdOAICEpKQZUB0V5z9hePRFa6BIE7MmB0npZBJL7KwEW5BYjAe0lPIBOBpcwENKH20k8mAjAFIokIq7W0mksn0aiTMnpDHuz4yfEGagWwG1KSeLhMgHisnosnUiwaUnKwE/Uh2l6smDq0kOIFTf5KslPuDOHErAF5UHkl6iv4dMn19DyKZ3LQGnBNhGA0Dqsnqth8hGlMmZl4NiDz7EOIEWsmD9HH8CBJHt2gFMlHZYogbHpHZMn1l6o2A8J6qhF6qBxl5c0LRxFeskmNhmI5EcBsIFJMnukajLQ9kBTQHVOALMngV4q1GxMla0CWjHSQA+XGYgHkPjoV4q1H2BqRsmcJ5vMQo1BHN4vQFbMlUWi4UqmMkirCJGEejHqpQ0/Hm4GeFZkhBIagUgF/oDN9GU/Bb0BWMmOMk0qqV0m7QFFF6YjHtkCbYR++GSgE3VFumhYKjyMluwaLFBGwg4EnTDbzQFpjGDsnSMmuJB4WijsnTQGtsm2H71/HIfyn4lGwg9smzsliJD9sltslnLEugFLyTAt4kMCXvET1AFkR0ZD2WCuzAVQEEMl5slZyG1vHmQmKH4pslRQHqvGxUBgOZhsm+InqvFej7KwajLRLwHqgHUrjzRCBsnrJ7qvHY4C9hCjLRN4BEQkDlBvJHr/Cwz4x3H4/x2YnXBY7SToIlY74dxLcImnL5hSinsBRGFjQJS1FDo6eFDrwntCInPEk/BV14+wlcNieMEDSJ/SE+Ik894ZUn50BuBqDIAwMQeUkc9juInuUlIcmeUka3GCZ4+Un9BhKolOImUCFhUlBUmNwnGYmmUkEOHAck4PFIL4pUnYwmUX7xUkEOEsclDoC/kn8cm3bF+uCXt7ccnkAGiclscnhUkJ3FFxg30CBUlFUm3bETEBLImUcnfkBmQlKcnJUkuUmAQka2DwFZDo4OUkzglDIm0cnWUlbXEhqZ9IlmUlK+bWQm9Im0cnI0pGUmSqj/XQR4k6UmaH5bPjOQASUkBkqnwDjbGtonuSi1oChXHfeQ4S7JijGclOfEiUkGei7mZRFRIthVUnvlCnYDkAG0HgiUkxUmM4Spb6uGSpUkyKC0rE8hZY+CZgnrIGlM45EwbYBsgkaoDN3GmtBkCGXgmKoBgUmomASl5jXFgkDZJG3w60QHbEg9kDKqiKkLgnGQpA0wBVUk1cmnXGyyxCcHgUnFcm9bH94DxYnOtCgb5jXEdcnwIn8SCZgnYipVUmKdCT/7xuTW65r1EjclWjG4UlhdB9X5NAkkUlqUlLXEjGBokn9cmj36NoFp3FqtCXeF4PELeC7Z6eckwUT6bEHQDayG5cmSfETPFwckEcmgSCw1Ep0m1ihyfEmGQM6AmbGlER6YklGQM6C0PEyDhEEkM8g63EqGjBvEPjy+mB9wkr2aqEmvck/N6zPH6qiquHwcmmghN/oCnH6bGvdIvcmzkzpvFabFcI6CJhs4kXckfclbCpTEH6bGXcnj/D60GMAF2JL3ckBAIgd7HcnGYnKQgnkkp0n7ckE/RTggHkmE8kz0AhV5YeAj/75tRVIl8kneUi3ckIqg5J7cowSF5Pck6IBockHDBOUD08mSUCAL7s8mtUE2eL0kmaBbEvi6PGHvJCkkZ1oZkD6bEiHgoE6X2jqklwQGxZ6WkmdEDWknb8YiCwhIn2kl7cmvPHIyhuGAQ3EEwb7RjukkrJHWOEqGj00n2Il7154PG1ijGsExKzLRHvcmUEkSXRHZ4o8lE+xNEnnuwHUntjbZXRxknjjYuXSZgn6Oppkl4YRjXHu8mY47u+EZkl9gmZD4JknGElRgnb0j3kkG4w4AFxXJ/4kUvDfXER8l/Em+iSMgnfHHVkm68kp/6yCD1kl3XyNkljXGKoAtklp8ltknXPhEOwqjCZqDxybXPiH7EqjB9kkZ8mjwBKV44MDtKRl8ntwkijDL0DNXGQ36uzCmuirbG9bFDijCsncoyJwnbgnNQIU8kw1SMv4t8lponakkbciF8lKxApjCnEkCyEhbwp8lgUnA3zWYln+z4TASQheN7j3FfIBjcmohIWUDj3EAqH7klDFD93H49GNI7uRCMcCb8k1yH48mOp69bFjYDb8ncD5IAGvVL7aEBm6/ogCgkG2JXImLEhuBrqgCX3YU0z38nLUBNJ6DqRwkm2ckTYDwIlbtysWHucnUURz8lT3E+cmP8k80zNonsqh2ckD8nEoBvaEWcmqcnK8nKcDjbG9Il/EmhInecnacnDIkbEkZ6EzbFDImTIlFmJrbEu+DJUnzIncgkhcjKcmxGQrImZ3GUkQD8kGRE9yamDBOpH2Il8YEycmickLknKUBbXHZ4CsEmjElt3G4ky38l27iVok7FGC6SRkmPIl6AEzsgvIk6IkdElSAG1Ek6IkaIn8AGash/IlOPAAolSTBISFEEnBqi54kyCkqolDV5lEnkAH1WDyonCIm3xAyck7iBSonFDD8IlqckssmRElcIlqcmk3HJEl4olrgngCQMIk5oBmQnD4AconwlAUom13Fkok0olMGDuclYMwBEkbQlg8YsonMdBack2Cm8omeElqQllDK2Cl8okbQkebQtIkOEmOckMpK0LYOlDfwBbXHaCkkvq65AyomqCmionbWYn0BKokH1DD3Y54lfwlz9CaokvwlQonMFAXwmPfS1ijJ4mt/62V7Golt0rEQHBtzmolq+L7gmSqhXyCOon2MDU7Hakx1Cnbwn+CkniBuok+olTsFacmtClLJ4AbKjwDkAHoQBVaHK5CBol/QmoUCUYmmtjhonQQlF4kLwmRMiAEGYQmRIqLAh48CJok1CkzQDTwnG4lmQkniD4yF64mh7F9QmDOB5ola4lt3Fh8Dromq4mzgGC5zlomlwmfQlgpSzom1omdFEzbG8AwLYmGuBWTAzgmRHjYzZAUTjbENL7YzYzQAV3Fv/7dYlMLSdQk8uB1r6OgyZgnM4mAM4Aimr8nJQDAikaNIzPHffje0FLKgCUizgG6b5mbFLKgYtryAE/ahWwm8YA28jj3FYjBC4lH2JToAYik+NAMCpuggSYEt8mjYkLYllhBd3Hh3ZlMlLKgp1id8kgdhjYmalIbH4gAZTYljwkssIZcCpclTkmnm7zoDEUAZ8khAAoZ5kKggdju3H7J6LX41bKekB5/4N/AZIk1bI5QAvAls6jzkkAggniFn8nJYAmxAAgjD0Tn/40zQLF5CtJTmBHN79DTuYAAgjwSA0gmfQzv15OIp2N598lQTFCtKToBPIkTNJtEl4dIKYAZ8lfIA8ineYGlgFEilVUCXV6JwlLXEp8nayFVwkvYmyQlvYnObLfGFH8l9P5f5Df4n93FFkmfAiSoBE7HbVKg4lf2IiPFhilY/QRimXgne8nm4nkEl9gnXAhIiQGQnYJY15C0QE9cBLr4j5DpikYfC44nCnIYPEW8lE4kximWbGlETGsHEdBTwC6PEm8nxwlEeiHv40Gg2D6/lgfYl4PEMwDxolMmApSFrRCvPErCkNTClYCq8km8mXYn9KGoQGumqsslwgj8gy50k6IBC0F4dIHkz9imCkCnommuSFJji8kgSDtjGyMBuckp0nC8nTYl9eyfQlkJI+kTjKhTf4UCmP9oi/R0injglRFgl0mUilusKq8mToDdYmkinfXHuuTu9jjKh6kEHiniWJAuHU4qYqQTPEUwHTYn5aGzgF7UEkvo9FiCUkp0lihHPJ5fikjODHckahDgik9SYf4G1ime8ic/Q+tylyYUMjCUmWWpMyHK0l42Cnm7SazMQF4iKiYkieS78mIvEoSnw/RoSlbRAjgE/YHxE4tWAskDrQEwmAfL6WWqJwnsgE8hRqH5+FprOFXQEUSnEkqXfQH2D9gHcD5YSk4PHWsmNyjhd48ilCkRU1E7vFIgQH2iWQnDyDBgFW5qtHaSUCx5g7vEgrgZr7+1hHcmiSkYuz/on6UwzjE7vHeRHxwlgjSOmBiBFNRFElbN+QtgEeIHtHyF0RywnuwADCmEzAoZGNyiKUrfnZ6oDsAmnEBocmgkCL4DIgGbJQIqFjIjqr7JBF5TD2WDpra5l6jQFTJgS0Eh3CYpz6BGv/FjIjEUAy4CeSmP/Fx3C3WGNBFCAnEUzayDT/EX/HprZ6MDmwlnqg/HFAN7fWEZBEFnHNwlvSIVnE1BFVnGd2igMmCMlBZj3IlvNCgMmMBGeMQi/RH6jKgHEkoFSmuBFFSnHkSM/5bjYj/GAM6qMCDnH7fHqinfgZazCz+HYAmJR4H+ECgGDwnVSmX+Hx5b4Rw9nGuBGAejZSmN+GV/FpSm7QEF/Hprb51hjzFvvEF/FpSlHnGx+HSXGd2jfWH2BoTzE+WGxSnFnESgEOFBjwm5lFRSnkqIE+GMiihSnNsncXHeSmBSm7Sk/nFSwgOKhY/HewwAXGPmgnWESgG0XGY4lOIngXFXSmUCrk+DQXH3SmvE6n+HwXG2F5HP6BGH4/6vE73tTEBHxE6+nRCzCvSlPE4HbF5QF+GhfSlPfxI3Fx/HXVwkXFqwjJQHsGyKwiwymU7o7sC4nFvvHXSkgh6KyyAAm4G7XSkPR7oynIwE4mqR3ZaRA0Ngql5dZTFiEr2jEoDmFErSn+wgr2g0kT3/GbSljwmdjDgfG9dCLSnsRALyiJ+EzSnDnYZJQkhEeHw8ik0NDyFFDSkOMk0/Sw5LqlH3fEdYCbt4MwjeUhafFP+Aq+Ar2ijkRyTHF+E4QAOj4RkpHHG4G5a7HronnFwc15nHHlokWYD2XG4G6p7EtU6NQD1ChXSnMwGAM7SmBosC7QH57HHoBeQGKfHmyntDil7GYyk17EUwnTYApAF2ynzAkOynvDDhmYoniEGAOylLIRWykDJ6VQl2oqGp7Rhghimcwk+KjLIHs5oNmFFuw/0C/BFD/QRgluGCn94i4hailh3Y5+Br6HfhHEMmudY2glGAkIslHV4oE4UOzRnBNIGgbFpylc/SFAmj/QjwjAXpU7IbNHfhEjwiB/rYLBHN6j/TOQAZzGkTAIxG5wGHbjXgndYh3SA9IHp+F2ChiTHtIHNykFyl9sivMmi1GV5C5FCoskDyk7UZrBEFVj46ECvChYE9IH7eGJPHev4PBFOdhxrGLl4GwDLPb04DZAHDNDBby+UBAz6pij5CnBbwLghrymHOSyGElLE7p7B3TQ2DpJ4mqh71YGIAznGjrjfInOAExWDf9IxMhbyl3ymJPFLymuSjrnGKWLZAHi4Sl/H//ACF6koHCTANJYq9Q4REzkRHzFc4BZJEfyk7sl4Z5SjgtSGkoE/TGIPFCFHmwk0VDa4g39L1GDLIG6aR2WHGbzgECzBGMNiX463Qy+SlwRHtYDnSmDiKbhF4KlfxCP554mhJuBIRFSqgakrLWCkoGcJ45/z7ymhxQJj65hi3yn3/z4XHfyJQolUwBEnHv9AFAEJugQEjzKEvIFJfDfIlDJ7rKR+AFhmTQymBmJgKm0KniKk0KnsXF/wJ+j4D2wCF48fEINg0KkkKkyXGanCsoFYKkyKnsQBXUnZlBZJFSfG0V5UoGbdgE+GRn7CaAUKkwKkiR5nYHqKnwICLSmaXA1Hb4oE7skKrGcVBSNF2KmbkmAnHiCDsbGoShHxQjfHVdFCykeKmfMCaXGZ7LFkG/ykRAD6XHCgGyynOKmkjDPHEhZFhwGrEi6t70Ab/vJgKkGlE0HEsjDVwnQKlYwFhby8wkSKntqCTbGILiYKkwYAeyww2A+XFoVB2fHw74ql71lDDbHz56zyA7tFlKkV4AVKnHLQGKnTLiqrFL/wyRF2KlIoBt7GXtApEKkoGJKl5VbLeAoKk7kyEAi1LRlHGsnD5zgPp6OoHqKnpUHB7GdMBgKmM0Bc2EsszqECYKkLij27ESJBkAFwRH+4A1AEaogBwA5KgjBEowDWj4m1QREEpnAzKlujBnYDcoHZsBqh5DUAtZ5DKkG7HJ4Ry56koElLS1T7bHS0yallA/YFGLbM57qKmtKlp7GPpEGykeKkSj6cPEcWRHBHI2q3D6CkAGKl5KlN7FDn7KKmbwnt7F40A0KntqCXD5Bb6YoH/TDi7EBXLHyg0Kk5OCUgkeuJAxTIqnNoD9t57dSGp71lDvUHd7FMILLIFVTCm7HInBQ9iEqkTngFoBsj4rd73IFsIDT/5cERNmH3IFBX57zFtFx58GgoGdBhjkmIsgzED/IGdBiX3aIsh0iEMqnVn7hr4NHHvil3G7sEgz4ku8nXsATcmRCkSqmlbE94nIPH+8l+r7SqnyqnQEmiqmFPH3zFjcmiqlwikh8nz4lIZTh8lD2HL4nQ2jR8l6qnr4kGqnx8kIMQFUnJwFmYkHgltSA0UlrRwe8Dj3GSoAsIkbMC+gjB8ntUBp16XQg34mM4RjkQKomP4nj3EuD78EluF7PPEx8lrWYBim+ikA4m8eDlile8mfEB/4mc2jzyH5XFRqlZklBchWPFRikHWY8IjbgkDGB9Ik8IhQSlqqk+8mq3HIikHhYgaIKPHDgkfjy33HJHrwlAlqn8jaiFqSqmyqklqmRCmJXgo8mkEk/jzZimgGBh15QMxeAg28mW8mZqlJPF2JKm8nsshE7HdqkKElPYA1iku1wyEkQDAB4ATPGcEnbWbD0S6PEjYxiJ6X5CnMCnXEAmgxiA91ZPmHFikWCDOo62qndUnDqnYdAWqlUvH9qlN4ltcAcV768m0EkGqn9ikqKCaEnoDQ4AG9/ARknlo4B2AVinD4lB8n8ql6JESFpxknTIGB16SMr6gG4RzcJCnpwr/GfqkG15lBGrVD0wBvqn/qlOrqk15vDBx/GI2CQ16VKlt+HeOyS8miFhWhHH35io6QAmaxTpYDw477rRGhGdAhQe4RwHQfElqxe+Bio5XyBykmOslFBB90B4alyH4UgGLCD/T5upLEHj1AEJpBoMC0cnTLgUgERHEtUlWHjexgvAFyN4GUkbUBMgEsFh9fF14w8GGpfGGAhu2EPAIksHzSm0pRZiD1qzSPjQanhUB1gkPjxghDQakhkqXRE+0zMEDAalyambt4KakaxBafFL0BMzbDCrDbB6/FoREvknKfD/tGuBHWdLXkm4EE2BEwkkL4GmakEckwYAahEa7b4sRScnEBFrTGKUmdvJnq6WakdkSfAG3XDQkZgGA2BGp0Cw8n6anOvEROin4lsjDWqkIBFbjHNqyKamfAGXGzc15khBGrSRBHroBco7ePAPHEpSlAUmxIBNQDQBFBmj2wnJAJCamcBHZwKncm8akCSnAyS0ckcanVgFkhGZ4w7n53AEZEJZjEqcnsAlebSM+6En71AFfPBGrQkakeimNyg8dgbQCNakEaltug3Yabpzgcn4MnWNioanw74VQFD9BcUlwalkBF7l6RV7DakEDZQe4BwBySkTalBI5gakZSmjal/qkkMnurBhF6k15lBFL3IrakpSIr/Ep2hWMGk16v7j3/HbanU153Z5WSnuXKtakF17zAHqgH1amnECJ17LMDVgHVamY16hwHsAnOBGKImb4T5vHBZD+GD2V4uuBJjGiSn5an2V5b8B7ERZaloMD2V55cipanNVDpakY77NVAuSn1CDw1j+vzkyEx2Yl2DTkl81qvIDBanc14k8KvjH+BFWPB/CGAtitiC/+EPBABan67y9UAH+HeanQ6msWDpYCz+EHebQuHNoBk6m716/lE46kOalco4sThzQG2am717EBEwkkqyrQ6Hj4SGAZQyDEz6GaldQyc6nrZ7qanwwmc6kJhTQakaal6V4k6mMIF1M7+KlY6lyzF5+GwkDk6nKYnpZ6GMnqgmxw6NeBI/FDn6m14w6ktgFBPQuMCGAZq4AnoFlRrcann16i+CXAFm5HTMEb15/antvGNlRFzG5qQpzgRfFhiDNJGAEyBzHsgGDVEUalUE4HAliDDpiAj17JqHJBE4akqanEDxDkBmhG8lAG14QUxpsmqxRBCEv9z5p7wam3YmralB9SPqmP8lelD5j6vqn4Y7DKhY/HtDSb+5O8EZSn7diW+7WNhEylM3JuXG0W6vICMIEAZ5t7E71jt0DAV5VHi2XG0eY2QDqwFasoAH7EnRlHHuwDxJBij4HOjqMDC/EVEKKUEt6lXAknvG5UQvT5k0wskDBgE1YDW6lUeZepFsSk4QC7Z6A1gQNhQyZkdRiQCWz4sHicYHcSk96niz67IB3SmGSk/9A8L6YYAggEVEJND7vVigYDCwFJTA2UTiz7lwKlmacHQvp6H6lr6meSmCqDUB7SJQnmADQGsWGzz4l3zu6kY3D2gl9r6mYAg6kP1gkL6Z3i4gGNfGqgHZL6rvHlODyz7S7ZOAmPTilM6WRzDyDuyn6yClL5AwkNgHUB6Gshlak+WgCfFCSR76B/6mexiCbazsmBKA/6nONi36nv6moGlCCGNBHhCF+VCeNhCCHxSl36msSaTQhItEX6kMZH/RzT6BLanIWpokmh3SdjE7vG0Gl8r6+j4Bylb6nOo6tIDDwnySlr6nEr42mFLamjoHw1h71w0BEZEJSakDNjUOxHQHUJS3MmiGnkYDlAnqrbKr7uoIXamv75u0DQ0DFQEDbh2YG1Rz7BEKGkiIIE/S+RzxvGqMGqbYvsnizQbsHqGm6YnqvEuY5KGkJ5jBQHIr4q1Knsk2nDZsHKr7SGmmvG2Glicn6hRDgkOoGTgn0r5iGmFgFtqCdRGKr7vDDqvFvDDmokcGn5qD+GmnYDJUlBGk/QGW2gUI6yPgPfH9gGv/AgZ7eqTod6fAHYeKgra3wDwwBESkfTDRt6ydoxGkpAk5cCXKkJ0pd6kRjAbhFSjD7wgpoGFGmPAkSr7XgBMgEcv5DAmKr6a/Hs5ptfHKr4AQHxAkT+hkIn2Gny/HvdbfSBHsF+qRXZ4Z8LwpEDNiv7ga0nRH58r4DGnK0nRH54r53Z5CQGHoBWGmk0DAwnw8AhZEY66YoBPolFPwkX5qr5Z0nRPFDwHFGkmvhXUkQeJHZF60pd6k7Gm4hH5GmO5HIAY+SkCGlOGhv5FHagoHHqSSnGn6bEavh9Imh3T+5Er2Z3GmbGmRHju3HcajN5EabbwYBjQnvGl417q0oHAk7gizHFUGl0HFqPFNGmqbZl6m50lTr6jL6ZOizYkXcnLBEfxYv1H1qk3iZ26IHQmpjRI5Fqoia9Hg8mgmnsL7tSH9imSZ5LJ7e3zCaBwQGSZ4gGnSJRlwkr2bEmmz6k6KHrikepSipFPViOF5ovFwuxspGLPwdYDsZ4HGnsSHvVgsmnhPEKED36nPlytimm4kDz4ntg85HhPEAIAoE5LDHogmIvGbYS2kksqTU0AhbypWJ5YD1jHPkBGv6IvHtIBMmmd6kXGktspPZEBtrwHG3Gmt6k6Qb16mXik0mnN6n6mlPckUmn1jHV6m50nEmkBuaPLDfGl4YSNHHpEbNHEp0l9SETr6l6ntHFqPHesl6mmK4gwmlabFwmm7zAImmwml/iZwID8HFummjHG11gYmmOmlYmkfxw4mlGPFrGn4Y6ikByHEAmkrUnUGTiRCgSk/GlRL5pRScCkamnN6khLTaHGBbwqmmEz6klwFokXkiQ/RDP6s9HMQGKoD94SfoqfXaDoGIvHlmlHsGs1gDJ7PPFzGkEpH1mmv+GTGmy/HsBYyjFIAHqihBymVmkF0qMomxOI2nCOb5mUn9mmBby8AzOml7sxKongn6S/F01iFL69GlfokzmlHQEwmAhUDI1gTmlJGktGk6QbDmm7GZX+rD4DKRao4TVmnvda+n7LsElmkmHHZqg3JG9mkel7kSm5GlZmkaXFVAEb7Apz46RQ/QGMsg+YHnmkFoC4wF22ih+HUyjbUQVvEE0Jgb4Pmmnsl5mkbmk3mmfsmXiErmmzcEB/EEGBhUKgWkmUD7mmAMm1mkuY5VmnzfEQWnNmkIWk2GlTGlQWmdmmmGmHoDXz6bmmoWlMMG9mnI0ojmnSexf6FQWmAc5JgFL4DTmm/1DiGkCHjzmmUWljvEC9FFz6rmldgHjLDoWmMCAqGnOBGxhYIWlH/GHmnUB6qhInmnt6l1mkFmnVgEkGA8WmMrSp6nnIIH8F51hFGm36kNmmsSYIrifKmWBEyjEuY4IQjCwFp6nJ6kZ6lx6nSz6NIBBmlJ6nMB6jsKSIEChRRL6LTA/qnhRQgGnQGBmynRgzXz5mWkmfHUB6/r7bfEQanreb+UjTakoykWWnNeY/QG/qmuWmbAHIalBCFL+bY0CiAleWkfUm8ATJ0lfwGTKKVb4ZCztam+6lFz5hWmfAEu6nQz6JsqOEmVaG0ambUlI1EvAGMamsSbKugsalefFsanDLarSCcan+uQDiFLLahsA+zFefHhchu2FHiRT9DBfGsRKiamfop6qxOWlK6kiGk8Gw/Uiyaly6kU85FNpxH6y6mACAtWnbRDaZi4G6i6lGLyiXh3AEcFDzoDUB79Wl+alrPwtWn7WgwAmHKjjWnLmAWambUnQcClAHFZBWoDN+5Y/HZZCI0F7UmbAHual7UnzWlualtnpGzwzWnr+GoDHjWngl4bWm46mOb4jWnI6l/CHzOi6QCO/ERakvT5kNptWlw6mxaktWm7SAJakx2ZQ6ktWn0cSNl5YdASJ4tWnvwCyZ5qBHZanDLaFWkyfEgGKikDZWk/2QD6lDkAr/rpWlwGlPakBuaGciiAnMnSZcDNebsLDxWmXaksUzAlFNak+AkvUkvT5hWmO/EHanNeZIfjQfEHamRWmBWmI2nLan4mntdADQELakeWnU2kBWmOWlfWkB3AWb5LWnU2kUfI2Wkn5jn/GDamWWkc2mCAlc2kMB56WmHsm9anMB5ihH7alUspPHJFGzFchjvEtamXWktWCACBdgEvUkBuay2l4TEmubuuCK2l6TTu6nlamHz5gwjrKSQ2nvak1qqI6LzfGg2kEGly5B9fEA6kgGncojK0K36lAb7ctZgWAQ6k8MkwN5T5Cw6nk9bw6lzw7jdDT/EyYDoBzGLQUoCK6kRalEsm7FzYdH/2j9KSWwj4EDUKQHWnw76b/Ah2kWQGbWlHcKwF5U6k1qr3v6YIGrWkVal6LwnWmIV5l1TGLwnWnN6kOhCAanKgF1XYx2nc6nTDZGakDqKBsCx2k6alosHB2kumAWQGDWkb9GmfSh2ntWmaXFe2ky6nF+HNWnB2ne2lI/GSanThBnTx0MDo/HHt6ye7GHF8aklWnwc7CEjJz7JQFcan5WlkORkcgm6kU/HOmkm2n/akpWlCpGsSa65pfalefH26kU56Xu7CEDO6lF5AUalGjHUQkUIEhWnzb4gwGSIEhWnc2npQHZsn+WkMB6/imh6mdAhq2ki2lpMkmWnS74C2msql+clYb7Qjh0Z46WmkyK6QAVZ46WkNdquxF/Mm5244cAxAEwmDn27Y+FyKlGwESNHURgQQHdwGw17B4GXwBuKnohEj/ELO4XD6UhEqwHPNFJaAOgEEslrKkiWEvgEHMlZZ5Ykh4aDbMn38DW4GZ2QByHKwEa4S9hDHJF9AHMsnD2ywNar7jCJhUOncwHefYueG5AlswHmQb6VLl0lrwHzAFapZsOnChEIJjnoEsaEbAHwwHZwLbAH8OlUyBNhEHAHLpZ/mxXwGnAGtS7vlAr6mM/EPtiaVSDojNESYwEPAEbvaCwDf5EowFvAErIT1gEOIHxJCAgEYMCXiDsgEAgHuF4GOkk9EZhHC6FH/azmJ9NHmOnDnBfW5WOlwgFgwEhNaJTjzgHcIGuqmWOnaYmJMnu1jql6XMCbgGxslft4+Okm+HyOkDNGajDACCmrjuykPQHB56hOk+GGlsk3QE3ewoqlWMksgHL8AhkqMIH6UycgFJOlS4FvvH28BEnpz0rmoAIymLb4y6LrcQWgE6Mnj5BC3CFOkGeFDsk6Z7k265ij6gHygFdUgAtH7fGcPSKWY9RDagEvREIo6tfT6gFjQFYUDdq4E8jlOnk9YcoBcf5lOlHQFWgFQ5o5OmCgFkBHdpTqojpOk1QEOpTegFTOmMIFegF155xOlw574Mmtp77/aBZBnQElQFktbI1CToDQMlGFBbOkzICBOn5QHZQEBOm4gHxQEbFADWhpgFXskiRB2OnaYk5gEhQHwH4t2AFgEhGn7NGPOn2invdZeQEPs6mOmiXGKBEuQFknraOlEiF2QEOd5eECfjAaSn61RspFKOm+HFeM7oBwREJrij9gFgqgR1GSOnNGmjgFoNEB8Hqyl70k5J4iOly0mKQFCvrcOnz0lpgEbvYvRHrgF7gE84G0OmF8nEum+vqkukMmnjdj11QUOkleE1ml3dg0OnxOR0V6kkK3gF4OkTUmxOJzYQ+uZYOmR5iIvFzYTW4FoOlPkEkQG5Onn25IOn9ikAQHTA6wOlnti3GkomCINEQOlYbFPGkAHraKywQG3GkLO7Y+GIQHYRY/2nuP7AxCRXqaumYQEKWCINHjdR6oDSukEQF05gzUCREK5mmkQH2vr+FAUClUQEqfaBzT1D68un7YRcumiFj4UAcQEsQHtfCWxiE2BlmkMun/rb98m8QHUukWxgggoSwED0kSQH21FsdCmykhumbgH/rbHd5G0lyH4wNE6IAvn7LgGv1GV14swGZAlTgHS1Ea0xEynounbNF4mgMMx8vFszjANFRSCONHvdb8QzB55uAQSIB6QEDgER1Gs4CUzhdgGmt7/rYcwAWQF2xjgumH9y2QEikBAuk0zTjCk/OkWUAKNGoSAH8BrmkfOkWxjJbx4MnvOn+QHQ1HDsCO/FFgF/OlwNyw9FJgGeLgG7HANxwwFJgEqb541H5USQwHLunXtGrunRBAf4FHOlZF5m2w1Um7un6q7Q2DAFj0AkyUmCRgK5grOkuyFdsDlQGXunmQYVWC1NhdgHbkDUAiB5r/7A+wmsZgvumcUEmIkM5aHT55/4/bTgpZJEJIqm3XGMCAGQjt1Zr+EAIlqGHQ1F0txFwnR2G7A4DPH/clxIQyEFZRhSMHL/4Bv6WjC8RgDMEoemZDDkOlHiJfwk7LAtwC8pYpLC5ClpoSfOmyF4xXEjgilcnQ1Hp7DXwknLBlMQkenet5nwl5TBcZ4cUnp7AhbxqCym1HxEh2RCCwm0r7L1F1iDfdG0gQvUJz1FaAliwlnxCzuEdAqiwnL/77di/vaaSYnLBYsh7unSeme1wvRGCenientIlzWAwNG8ek4AGylBmbHdFAeNwhbyaek7GHQ5p2wkA0mumpwJEGenh+DrgGPUlSanMen0ikyemaJwpg5bbzVCnc+Ap9ZlEKkf5V/5eClRHa62zSMJV/5JLCtuE+7i3gnwZigSASNE4encglV2F3/7oen/wmrol1sIIvpwek/Im8t4f1ZwelIAF6MijwmQenQDg5ok8oDelbNoigQTvImW3CmMDQ1FUkBgemAomcTgLNGRUyAelJonfuknqDn/6csimCbWd7hmb0PhJMG4FY18F5/7mYw5elmNbxKFJPFWMiXaHJHAJZ7vIlpel3ulZrifUDvIn6jzolHgKRA8CGonYwBzRg7yQjekXInKGDxRg+vrpolD9HPNEu94t/6AokxbEKNEd4CQ2GGolc5pqelLSA5oleJ4wNFm4BKonD1wLF5sPSm2G/5iZqBcNFhwSeCAqv5nek84EXelFZ5oFjXcjGazkykPHoaQGBulk+gCAm/5hZ6lszZiLbgWDkYkahBGqg3xCtlBs55XEwj1EPWzEMDnv7+Ui0ZAVpAp1EK/52wZvVGutoDJ6DRHfMASNFcaneiT0xG8civekMiE+7Fn8DFAlQq4LbHqYm6dj4wF2og/v4FFQUaEajD1THHEnWNAZX642BXZ6GxAAHENukOl5JYl4Qi7A4PSDwHDfkk3dRhukMiGD4lxECFEFE+kPNF9Ync+kG1G4dp8+m34m9BpKy42wTMJFNbxzmD/rZvwAI+kWf5b940umg+nRv6VBgtjRKy5bRBSxEhCB2V5Ky46MFfnHIv6Td6PelpRGS77DSRrNHOAlyXEjmCT1Fm4DzxHO+gzObWQQt7GnhTDyD11Hbel67FMTBw4FrekquBO+moUB6pgB1HGf7pOirumLb5al7G7H0NhDunMKiw/gL7H0Nh8a4TelCf4++ncZh/IBEKmrnGiFHKwaKsCyBHu+n2+l5ph6n5/YkqRQp+mJ+lhv7bgF6kR5pjPCF0V60tzeSHcZjPCGB7Hr4B5UGWjRyICbnHO+mGf5FDhMsliXGoUAfWy1+k7f4NvAhHDvHAufTvemPQSa+mGfB7ETtf5bBjUWaGMCf4Baf7y+mN+m2RShyFy+lFbJt+mj+ljv6S+loV7GHIv14bf6SDDKpZZpTR+Crf6mYAyFDmaLNVF9YkfFi0ZBz+llv7feTA/7hZZOwAmtH8+ns+mH+l5V4eJFM+mH+m3QAeXFfgSjlGyOBpRHjbwZX5AfIP+mk3D517MfAgCm3v4E+lLV66HIv+l196z+l7aLH+m3v6w+nIlHL+kmElOUCv+y7+nBUl/emAcjjuhzmCJv66dg9NBmDhCWBu/5HrHjNYD+np5FXNjTX7jNY9D5jv5SriKEHt+lWxEisBNzHUWb1ck7f5EBnf+m1+nr/6HekMA5yfQjunR/6uoDF+k3ugben7QLcZhp+nMBnbnFZ+lcAHvTh76DR+kuRCeonTekeJgTelwKYV+kNiEY2iaVoDemRekmWZ+toJelCt4wBZgWBLYpV/7TGBculjXB8Qn+enT0m4FYaxC5CmibA+enkajiQmXpjTYDuekwvIx3Fy+BOelCT6KQkaDhxDC+vq4Fh6Im/6h5yA6f7eYJBokWelgOYduhSQK6elX0AcYCAcgXYAbFGKBlrmAyFC7UANTCuek6gHcZhITGOBniMrkQb68qWZ7L/6yel+BlnDY0ellYBpW5eq4nLDwSAgAERBmjGBcemrThCij+BlJPFsenf+leBlUwkM7E04A54wuBl3eASekxbFyKbWBnSQHkemof61UE1SmcLBkYkWxhGBmMAF4elLz6SRh6BlD3LNv4aBnt/EoenzmBoekqBmigltxiUiGCBnSBnsIl9Ai4FbTqDwclkhDIiAtenl9Bvulssq9ekNemUInvukAFCvumPunv0EaBlOdFLanwIDegHOEKfiADQGugHfVFZtgDwHtQFapaHBlbmnDOnlBlfDazmmdOkgekT4zLtEx2b9Ol8W5eAz80FjsmwQG4FbZsnygGPBnZsnLQFC3CLdzpAHXfGbQGLfYg0AWfFZOm9ek5KizmmpOmNlanBkRfEjZ4p4GHBnk/E8/GwhnZIhE/GUgFlun3uk1QEPQEVNFohkfQGRslft77uluWmZWLql54hkAwG+8BAwFZExtkkogER1EAQRJQHqIHP0C+vozunihEIwEmOnDunIwFXeCowG+unxzib2lpKlKy6C1Bdul4wGKOmtumj2mrzQR1EJMiowFiOkUwGjphUvJthG8OlxNEfSAN6lswEu+kpunJBEsOn4pgJumcwH8wF8NHWxF9MH0OlN96ahkRulnpBdAGiwFTArBun6hlU7IO4FBukYgFkskpg4IrRw2HXMn2lR2umy2FYskoOmwNYuukOukIsl+nDelaKeE9yY5AEqXGMpCmwFQOnpAFeZhmumgOlazBeZgAOl2wHcqnHfC6umXIHP2n6lFJ0Tsv60Yi34F9lHaD7BNAHFG1oI9tFXTzTrEclF8lGQv65f74v4f+SHv7GLSqsEjYFNEGtD7fvQ0n612jEj69jFx35FFbqVGDjGaVFq9hZTCxf6bj6q5b5NLhD7ukCRD6BA6F4BVVF5+qTlEolFgj6PPROVF9hm/NGDAZDhl1Z7uf4x4Auf4qN4b+SThlyF7WlGlKnzIGMVHzhkRhmAcj6hhbykxjF6YnXyyZkH7IEXaEpEE6iI9tEuAFeN4NYE38H6AIy4BlEH3FT1f7nFwKlENYmYBwyyZbxCGsCDDbIsHIhk8N7D9739S1tEr2newmNjYXeAQYB+Ml3eGF67gBl26kaZG5xRy8Cb2mHMrLsEvlJ6ZEvAEviA11TkPQyfFBLDQRlmZGQRkmZG7kAypH8/FQRks7auZFefEviBCcHIRmLpHBMkqpGQBiqVCNIl4RmapEFJDapHBMnsZGTfC4QgwAnIxRc+HfUEeMAMakCZF+2ZHNxgJgpWm2pGQBgMLDEoAUgGg2ylsEX/6vgib2mg2ybt68Rkj6nyOnSyCAL6ZEDez78/GiRlXd7kRi9oCYwEXpFMRl+ojNpFefEB9iIuZfGjJBEcigIilNxjJpEvAEqRlm9a2tB8al5VR+VBv9AcskmCilkDFFHnSHUpCKpFZ1QmRl2dBAuFt2Sy1G4G5hICQp5aRl1pEM3iNpGdlLZ4G5AkX7jvKHiRn+pGZfEWUAoE6+RnWQCZfHnJ49lK3AzC+mLBqKM4I+Cw/jtvEOciWKScBiNMFI/EQNj0KSdlL40ABykheo4onPizfQlmykzDAKRkxbAXFGZOlo54ps41eEdsmQrDMBHRRnev7Nsk/2AOj4AEG78ErSniqSkRFlbQ/QG7VDkMhS+i3RgrSnvdiHd6jjAS9DNskUQkeBrVBE6ymA57T2Y7MLuEDNslc8kKRkLX4f+EdZAnlATRl7EAYgFkNoNmFv9DCwHXDRpd6cOA0yksSkx8ZApHsMm7VB8eCoBgYeF8fGtQL6WEMMDcinNsk9+lm9Y1M5eRkSrhKFH3+AsRmYymAHJm9YbBlafHTLjsSHFkD1EBH2nht7A95RFCZEnkyxvRknt7B2qh6mkjTPd5lDKesnBWnBcC5961shON5mhEHEnsd6YnFQxn1gx/d4jD5mhH4sTYd4eLjzfHsBAkSl96AluEUIFoMDYRlZWisEHYxlD/x4R6dyQkhEVlAg8HQRAtTGSIHy8CYZ7kxnM4CuhFWX5GG4uBTv8ljAgPX7W97H3G+hHMvFzd7KmKJMkTEDshH8jjnckAIEmvGg5YKfHJhEiZ5A5brbHBskgrhjfoPqw7un++Rh15TfAqvHJhGlv6XfCMPGKxm2+GjCHJQGhjTTGjzr6eWl38HH953fGiIF/8nezpSgCSIFXkSYFFYjDEhmjEByxmUhD5vH1si2iFaTRhIkCxkwUSfOEaz7EhnO74BOEMWqzklgIEB0DMqGpGmWqmEamCQCbzF6biHjHsxlZoJUFY0vEhxk08noySEWl/aiM8l6bjpwDEhmVVFMuGKywJLAUIHWxBPMERbiWvEO7gMZE7vjaei+hH4vGXh4m8mYIFOjiZ+gk5AFCC2QEewZy2ClxmLYB5QE20igMGFfJ62Dsxly2CTDTa8k6xlKcnfJHLBkg/H1shfqFLjQcV4pbQgfEP5HEIH++Tw/GIaii0kUIEn/jC8Ez/wFRlKrgCi5K0miIECi6T/53yHz5ELxlAomH0GUKA3XGxOJPyEWeFrxliqlDTzkKGTxk4AHR/jhsE9xmymmqxA5SFfREQ/GMTAYTHq0Yc0lCQG2sSf5Etxm3xmMcDQFFyaED0nO2AuUHlehI3FCQGtGqXh6KdAh+kD0nONywuEpwQHxnIkJjknOEIOkjiQHTaGlxkp1hCQHxcDn5HfJJLkmmNQ+YBUFZ03G3xktkCf5Ffpwp/7y0Ed3FBxnT8l69C4knih4RUBF0lfIDobGjOiToAxWGIvEXoA0+FwKk20myXz/uF35hgvGePHuECTDTmUAzPFgwg+ODYRAW2liqkO0hvJEw/BB+HyAEgTzW6n/IQR4xb3EQ6FR55RvhSgkhoCCSFJtSbQEiJmh+HJpzh+EiJkehY44lJPEavxHeEJ+E7AkdynuPSp+GebGaJk18CZ+E6JnZ+GmiD6JmHAkjwhW8F9nBlHHevyikBG8FbjHpbF8imL8HdSDxCGHAlzaA+R6DGhywl5wQJylF2JwV6FbGAHK455McB5/63gzSmF6agLcBjXEnBHfJEQAQUN4DXF6ISzOFf4EaikIkSXt7IASglA9cmwGDR5FrxChck9clQyAG5G2gTqJHkgkFV7AmEviD794gAY2jCuaHVmKP/69bGP1gwSmRJzBcmB8AQaBilhIoA6979hIxGG1JmDEDKikaspCdjq86qL7bgkSJEBOFm5FLinkgmLmFKChzaG9bEYuyLh6RYAA7GH6At3jLGGnt5jQnjJmaeHYyoHX4lcmKd41uHIz7j8mtJmgqElxh5qnYehtJnInIe8C6qnaRCYkjC7DsLArJl7JleuHkKDMukDVJH96Q8H4JEuqnpNHf474JFyimdgBUp5jSD4JF5qnTygWeGYJG04Be8lC0CxGEvkwq+BcQn+UjCWGR+GNIF3gnBkFeuFf0GIQHqxTzEFGOhzhp5qnveHY5FQ0DB8mW+GdqFJOHk159gkWYlZuHEHhkinLbRkUEt4C2vGyQnH3GMiZasIuqlu3FDxFasIrJly2DdZFl4Dm8kyKBLr51thfkkHgmI8m0pnfcmfFQx06RvEZ8mz2EPJAmUDB8kctExCJJvEt8kpvHgiFUkDQ8m+bxUcGCRzw8n0pk0pmipkxXG8kiuvF6cFR2r2qmILiyPJvQm+ql7oBtZFENH18mGCLZGENaHDUkKQKBxk0JjT8nGfx2Ynx9ppYnWQmjCEYWGgVCPbGBT5YcG/2m3bFVuhd16OppzkGqClSgBqMFGQkA7FFwyhYnOqCq3GqCkZcC3ME3Lxk5CKCni3EJIawf5AAFnwHfmH6HGNAn9vB7kkeqDZUlAAEnmADYkFtiQN4xpkj8ltZGCCAZAnDRj7Wgv0b2wg/om//4hYCfCG+oBvhlppnWvHqCFuFBLXF0TAEQDMraf4B0OnRTB1DDYJlM3IhoCHwnEUDlpmTfwiAFQlhnVEoQpvxmPwmmTCDMHd2SfYCHwn+0C5pl3xnyIkc0kVMFXxmiIlXqEEli/XGjpn5GFGpmNhl+zBv4AcaEt2yg7GJIIXuELpkNQnm8jupmOpquYkAJgElhXyEAJhCUTJME7pml2RzPEbpnxXEUPBJrEsnGKDK2wnhb4JIaL0GselwCROOHTpnDUmWyCJiDDpmWIAoelI7F8CG2sTCelC1L2MGNIA04mcLDfplNMHTIoUPFwaTkKGCRwiPEgZk36ETRhOwkpuov8FtqlswkMnZMzCBIDL/65xEEwkoZnhInbpmbpkjkBxD4JIYHpmBr7ISH0qDr54s7FBIZVyFwwmd6Hv/44iEgJG+7GlVEmImCb40hh19Escn4K7Ywm1GFMZkDhrNXFlT4lGFrX4UClrTDlRmyQQ9XHlwmyiGvdZJBmET6ByDL/4qj5GRoT4nwZk4Ul98HO8kQZky2HuDHn/4kBAA4ltA7m8mKZlnxmUpmHqlbtzEj6XcG1knwZnCaCJqFzmrdPE3Lz3pnshiP3FGZm52FM1wXqGtfh8BHPfCu8F83HxbEKeElJAQLAEIk91gYlj+4ikwnx1Bh5FjSClWKUIky4DZQFjSCGjg+ZnmH5ZuFSoD1ommika54vVASok36R8JEw1SYTHXQSrTjBZkgII5oksjx/WFUsr196AoleCDVCHsQypUlyMhFmGmLgHelPgi5xEjgnvIlJHhWKElbLObFbfhHzHvYhZxEyBklZmeCFZxGeolb0ptZF40Bg+k6omBQCvp5DKxVYnvIlJnCGKH9IA/IkSKRjmHeAjrMFwdxjoC5iHHEA/ImNZkBxE94BcBmeZ6lZk/0ACgk5ZluxFj6nFZmtomS6DzLA5oneVwb6gjOD5ZnJZl9JGcUnvIlkylWmjqPCQuYRok0Nj8WET5Se8j7ZknmCyiGg6I5on6l5wwazQK3om0xToZFutC6dj2okgd4YWGAwDKSkuokgd40ljqSkVenwYjb7bud72om0KknVBxUH/ZnJUCxqEsRDwuEXInMEDHwmGaGgDhZekixD264Ez4xencUBLKHS+CUokbgi6qHyymY5kATGW7ZIwCN0kK8xa8Eo5JdilMolUaAbJFoHIREEjUlSlG/PYzhFMom03zsUGVQHTol+oAvQagALvem2fjLbFaPIp/EkolNrRyfEnVD+wjfUmLjHIUHLSmRZh+cBliGylA2KEqemfWCZeEVVBTSnPbATED3InTVADeCKBlUyAE/SrvbwZmuE7q5mcLCa5lBazlSk0ekHkzC8GDui1BlCZl6H6xUGYemnylm5m6ZkSOrBUGC0DmBnazYzYzwiG3pmsLZa5l/TDEWIPPZEcmMfE8qF3oljSkX/7+aFK5mM4mc3HT/TH5bnPSpUnalGLSnWUEi5l/TBJLBFuH85nvWFwwkOqhjMEXAxPWGQ3FlRmLs6VQGrpk5EKtmFs5mxwlpJ7eqFpawMelP4jGJH55k7wl7yESmBPSmzpkcZY4f7e6gwMlJUHYwm/QDD3YimBdBkFBni7Z+L7kZlYs4YaRFXGjpRbyFMYJfwnvCA15l9aEs7FISHPSHOeh/TAviDxYlCSASM6UInhgEW0FnGA6ICiInpYCQ/Qt2CO6QB3HPkC/yHDaGMsAycmKfalqEWcDGcl0sQIMFa4x5/5xtp7wn8xFC4CRckvN6ggz2RH8Qn+X5cxFgN5cQlLUI35ntRkgAa3iAsbH+YwjwgtJl75kwPYIIBvOm+bwAX7FpE4oSXgmKkJRRGWsGJRGyQl2cHIxEgFn0pnuuB+ZFz3G6wBApFLU4wFntsnZaH3nh9BF5gkKMEIMEoxETclIDrizbHJFztGFbEhFTGxGwz4Tcn04RoOFg0xtxFnAlGMl2y6wz7sPFgrjMqGBoT9xHrAm1GpIZHVFTJ5myq7NZk70EQUBfcl+bHKaxRiFK0qNAn5xQHCFpsFM+lcAH8Fka568FnCFmwVQGiFpsGLtTiFl5xGxGGZTKNinGXGasHDcEMGgagz7iGI1LPikTgiJsFOyC3ck9WhS+mNKGcFkp0k/3idqF0Fm7qnL3hYcGLJ7qumBTBDaGMpHBAj6bEPBnoFmL7jAwnfkhyJkAtrjpFPGmWwl2y7bqAKQEnZG0FnpKhUvE99imKHFqDSUluunz97sFkAOwAbGBby6dAf3E56BM+ldmk2BgCFkxFnaFnnPGw/iiFm85RYukTX7cGHSFllmmQrByFljDLLxnc54IcHyFkwvH8gz7iHd0mJGCOMk56ALcEa0khim2xG7KE5Gk4JH9CGSfb5BmZAm6km8U7/JyYIE2qQUZECrg30kRAi4D53AGdFm30GmEiYjgjgFp/jgiFIQAwWlcYKMzHR8xmtEjgEldF9mGFZQ0SlISgr5GIiGEFmMSlyV576E9TCXmn3lhxxF2yHqwGaDK/sHtEryumU5Df8DLGHQqgfQHxDjH5kBlRm0k5PDn5k8PKX5lhVgOvjC8H6NxXQkPFm5ih0E6OwCgAlPf6qJFrtw/QF5SgG/F4JEod4f/FbjEJZmAlnn/FtPFeuH84kg2nktSB6FAAQxRGf3DkMTiJEQFlOAlgFnEJHhRHGAkjxA0JGzml1Oytz5TZBYll8UQVFk9ZD5RGZOkrkDfJlDBFkmkW4ipt7vZ7iRDB+GRBAYiSWHYRig6xkwFF+dQwkquhEi0HtZkf4y4fEIIHtYBliFs6HQjGEak3AQUilldAXaBmhHyZl056O76EamtsJjMGK1H9SGLlDt4F056n740cjGT5sPQr/G3m7Kln6gHLYT+74mCAKlkalk8lkj7RafGP6BteEmvjS/FeAwsOHQhyhZ4PNJDHz5zrCL6KfH79BtCFQPivkQ0fGhMwVeHgEDqwHiOg4rH2ll0JF5+GLYABOG8SJnQEzQnMqG+lnmln62EcaHSlni/FoiJSllGlnvN7pxJyln5zoKllD5BKlmhYyOl5WBDylkr/E0jBfbGxlmplnNMG6lnw7Thal2JiGllqUHC/GgQiLfFldDHbHO2msqBW8FMUFnBnWjB2lnb3gOlkjalmug2lgZUBfZlvWl9fG3Z7BcCelmUBHelk/Z5mlmZ6n34R0552b6VfFNfEmCDillQnRXbH5zp7p6NBEWEH9CGJlnVgGNlFallbakQU4zlkf/GbYQQeFLlm//ELvEplk4lFYnSrfHjlnsT44XjFlmBlm+vGRQDr2E9lmmGkTfFmJmiv6nslToAST5nPKjkTrQGs0g4lkelkRGktpk+lmnllJgEFV6K8GVlm+vGSlk+R4FlleGmSlndlkFllXQElpHrplrlnvdZzllqllJlmuTaQVmXmlSbGrlkfLL9gFSbHZlnK3HN8YSPHE57ill18IHllmlknxnHlmyiGBllF0mDbRgS6BonlXF4JktqHiBIY7GyAHRsFHeGejEUJk3pnUVklskUJlBsFNOFk7GMVmZ1C95Fovi8QGbxn15G/vGRFnYnQ4Zw0Jma5ntlYF2b4RE4f7MRCbllQVnRVHzln6gGCk6JlkDukt5FS2nyVldgHiVmzlnCZkwVkCSniVk8BEAuZCVnJllneFeanKVnKgEQVlgVka7YaVlzQGKVkvAEiVnURmLlkIVnBMmqVlGVkxoAmVkpWlmVlzxm30HaVlaUqP0GF5wYPE+3heUTMVmTrEAIEqcAiVlIajOvFdxnwVlBigkOkAIHeVnqHbixE6xnw2o+R45QCLCC0IE8vC1eHsIAwAkcemhUlWCAaIBKyYF2ACeGyMa0hHZIFxfHN97joljyn+FAtfDDzE4RGiNS+jYXezZIEbcmt1QLoA10nIhEYmA1Rk9WD+wCLMnLVpJmjprywwkmhk5QCocF4TBIwnXMnYipJ97RDDC/FtYCd8z92ZRXwcybrXA/cBr8GNcljvGT8bfJElzAdVmKBF5yCK5mGaJHkGLVkciC1ZF7IA21GCAns8wdXpYiFLan2FLaUGzJQUoAf/Fi4CL8Gitxx/ExuizwHiiZSiGaVlvxmmlhowBqmov/FW1gbCFrOEqGmmLhm8FHCg+NAv/EEoC5xFhV5H/FWH6yiGNjBxxAVQGGWHTZHG0jVgG+oDHV7BCEi2xS2ky9L38EcslqkAjCDdE43okWAlEdzgUKi5pjvF7ERxlG7Fj7diQAkgiwehZr7EA14Q4wIn4dXon4CaVlpwECxabdDhemKBEU1k+cFBijU1lhIwxGziiY+bxuWiZXos1m6bFoqE8AlpSAtqGBkAehFLrwyWEevZPvFMdhwYIWQHsBH4YKi1nWd5UcFX7CvplkBFGt470GujTD9E05xuqFiWlL7Y777zHgGfForI2BGIjAyLG9QqdimFSnA2kJZEswCFSlNQCFFncTSNylbjZgqiccGZSAf+E16CUvGiraQgGNhrPmE1EIvFljslMsDaME+Jmz+G3FnG6D3FkH0aKoDIWHe1lvRme1mO0IJIb4Knp/HDKi8U5RziMIFepgUam7Kwz0DEBFpE6x1nAODKgEJ1mXjz9/EpnbIgGTMYKgqzsmSoDISF+2wdOmKKBr5mSSAs1kxBCHtG7VmUUndQGbX46R701m4wHyuqMeEFGHtODxSnxBHeqGE1k7umgQgTWBtZFO4GQAndUIfz7B9rt1kIBEZMF19oIMDJ1mPL4rk4W5B4BFYBH3Vk9dhJ1muBHpLDCWHtkBx1nNsm++GM2H0FE6ykkqG0D6OEhQ9jNsnT/TBmEbrG9RlFcCJ6FbiyKfHpAHR5EIIrAmmknh44DpagjGlsSkLBERmGDlpERG6GwpV4YUAbclixF0sR4R49kB4THrvSjkR4R6jkSk5mYbKkf6i971JTqDHaATf8C2+GEVkrxHVVBy+HxuAVZ5BJkzOY6jSn4COYnBJDUxm/qDmkljfoSv41VrTGgB6kcbFq/EYNluFC7mYlPRbkB396GPE/EllxbrfoFRFSLaZdw8xG0LbzNA6YnCTHMJko378Ymhj5JxlnGBPkG8JkvQbjiBQYk3EBZZ4/sBpRFL2mYkhwGp5HG8NmwuH+N6L4lOIiuJCwuESH58pEYmyP0EpBxhxEfeli4CpcEC5AoYkoX7xJlSdBJLDuv5KVA+xmvXyfRGKNlpVlQWCGwnnRG7bRhiClxkKVgB/4m7Ev5Fq5FR/74DgekAjkHM8xQf5SdAxL4lVlnALe/7SOHTGhz8Gf+n8japDhiUkeNnINkLEkXIFG+E9RHqL4Rd5zbjMEBo/6IQTsmGjfJIWwqv4V4CoqEdfAXFiSJ7cGBziCQNkeLi7v6iNkfz717jXWne/5eN5G+Hr0CgEm8Nk2NnK4GLf72NlcNmpDiYZmVjjWNmONmYZkjPC0wlq94FZEIolbFD1X4a1yfiBuBlIyCms4vcrhUAhACKBlhKEEd7etHr/7VfBqaEIAoJ4H1/6IRESuY0+nab7UxkBeEyyaIajcRA7D682h0UkgShTmCXD6IcAf1k1jEcwn/9ZCWjAnHxyIqeHSuazJLDZFk1jwRlnYkT5FEzQ1VmWsA3HFJsCwNkZDTwNl4pHa8DnSnCIoxHG+jYgHEPRmLnF4pFIWwfd5zqjG5kxtg4XGQBgeXFmMETnFX+CwHFMQAznGl2TvNnURageDdSlEXGgGi3NkgpF1ID3NkX7E3oCBRkx4A19FQ2TwWA1Vm1P5tnHT0iwjaCxG/xyi8bkMRtnEBSxij7zEQlBkgpGUzgU55WBph4BoXH7TQsUwL+SIxlEtl7Vn92bDkHktm1oD9GiHDbGhk51SxzQkdAITCzgkX7HlemnDZWPAxMlwXFBAlUxYe1kgpHOIDLgmHXDuYAX7EitnF2hoqzNCAStl/oBMjarIDLOlEXGDemDDYKtl4NnSlCbin54SRCACJGh55QRBN3AVoGEbJSkQ8RkJCxm0k6xD76FCjaSMqUbEyD4wYBgDKRYDHpHTPiXki0Si2tl8ybWATeRFgDJs+CvHG46pIL6vVTf5k78AKCR+2a+MGCbFR/AiDRutnIxnY/4q/g1FEBtl+YltAgpRHT3GhZnv16xtnd/499GPVRD/z1onn5Bc94rqDy4R1NmZHZ5Ind/75HbwZlOOG5HbwZn7YDpXHzVg19Fc3KDT5gDLlaHdUlrNaGt62wn1jaJInhmjGDaJIlYLFT0hltm9sD4LEYGh5XFbpkrmKZH7oZnlZaCwnoha3pn3LT9tnwZnDtnQ1QJWB+8mVphwD7jtnNDFcAHc6B5knHGjW8mjtnVPGcWwqZl90g5SGrtkaZmEZRkj6smw6ZmcLAs5nEi4RQCGZkFBAFtmySD6jzIZlXpms2Z19SWZkzkRJrFEVjjPGSZkxb71oa2sGCwkrr71obEQHG8YfvDCekPcozIbdtldjZ9tlXtnEQEFjFyD7ZwANbFM/yXfEvBBAdk3MGoEhBgjl1laRmpj73tnHqFj9D5GFU/QgfHUcmGLGodmP3HQhDZf647ZTAFFwnM0mtWYkqQniaQ3H4TCTfBEdl83EomCHynIxCtlBLXE1tyQvGK2bQvEkdl6UormJIqE7/5yIQ7uafRCovEjwmzr6X6rb6DYwktkD4CGfRD4vEB3HkLiAgHIxAkvHn/5aSDkvGK2aUvFcAFSdn+TAsdmtlCFPHugQDYm7tm23EWWCRplLahtcnRTAEQA93GodmZJ7FCnzVDxYn3tkrcnTYiAHH3tkxplOpnvtmpUmuWDJJnWdlbXHvqJc94nkgy4l7vBV2T5xZpJm3bHSklBNkAFA1xF9CkfFjT2bxkChGGedlSoDW64gf6YMlc2CQkDUxl4UjeQDaQmjpGCohkRnQQnzpGs2ZxxDP8nLpHJdnSQFP8q+54YhCSekyckNTAAxGoGoD2aqClVaHITBydnYcgpRlmhCzgGytAgWgBdniPw9p6aEQF55duZr+l8ClSRmKXZWKjPPH39QQwBdubVRHNpkqRl+XaL4AUPHbFyaRkqVxE7GDdmPjZ3qySdmlGxGRlY2B8CmGRmqDY4gkNXA2QB+XbzdnmWRWBHJdkxVmD5knBF9dl4SBE3HuRk/drZ4FEZkR+ByD69DCvtEmIndpE1dlISGfQm1oJnpHchBMSAkImOTSFj5cAiUIl5Im4j4hoBMZlJdk6fQqKBvdm2BqVjgWTga3HppGEBh0CHYwn3dkA9lmGBFwnA9m2D50CEa3Gt8Ab7HeMEa3H2WChT7swCSkG3XESRkrt4cakWIln/7Dt7AHHo9lfpEyj72/4+wluxCiZ7CiABBlwwkR+Azj4Y4REZngEARd7GRBIUA4AGTOixWB2PZdeAFokKPLF7ER6D/OFEZmVDBSczBWjiCAHdk9+mc9mmsBPImEzClIk/3CFL6lARwTFScy72FERFW2yP1nChhzNkbJiY1HeZ5Y4w9v6qwLizYK8Yf1k9rgmgQeRmECFK9lmUIvRkl1kqYBK9nKazDRnRr6CRFUUl1sGqRn7djzHHneCjkCoBhT3Emii/NkMMDcwmLinlhbVLTCekalDm9n7eHL/7AbEitZncr0D6VpgPBmuBpmzFztnRED1PEwwR/pkyelBilKviaDHd/4OrHb6i6DHR9kAf6tlKQEntIkQyTW3ZQ0FwZmbphm9al54GQmuWaiDYWwmNtm59nV9AttkNl5bbGO1AdtnYhiBPHh4bb+DyAGV9kesqXpmbXH92Zz9LL/45IDlRnjvDzXH92TGjaptnGrHOwrd/5d9k6kaptntt6DDbVUEUCmZ2R1KRN2Yo1ANQmA8yad5l4Ayf56T5tCHh2ZMxAcyZtIiTVksdnP1kUJmv1ksdkCeFcmkB+HQ1SK9IBglxYF2YkOghtP68QEwcnKgj8gzhPEvL7XgIiDTn9kQtlLoghHDH9kdyl4BpX9kSmkP9m4IC5sTX9lv84YKnv9lQDLqJmePEP9k4EDaJmBbwVoSp9kH1FXMnGsgQtkgDktF5gDkP9L/0gMmlADmTfBN0hLgEdjHADlcqAOslgDluTi0SgWdGYJm5vjYRn/CBv9mOunwxmPVS6SHLxm+RFxHYHQC+oAh0kEDmklC6SGpPH1CBiRmR1KgIFuPG0Dnmtn40iO0mqZIb97tGBBonWhQP9KbQDoSkcukX9mmQznvBuPHWCFllJJGCNAlRtg4nLnSSKfarPHH0zLK4WUDm1G8um1P6gC5yDlEQk6aiBcFI8buriOcmqDlfkG4wIebGRFkAOmh05z+CcDlTpAqZHW+RqZEUJkYUQOZ674A0QDJFks3hllKdl5AgnhihIHJ2Dm/aH3PG+ex2DlfYz5Fm0jBQRAg1COyBxFnVjTLK4xEB8mnngHUxmL6jC9GXxlntgBDkCxGvgEPgQSDnjfyO9GxOIBxkMxnjfxhiBAvFQ5mgC7FAmIDlUzC2QnMrin4Qa0kLeAGDmMIBN14YSkc0BllJnFnLxlLviqZ6dUimRGIVn76F+2ZXFk7umsvGitn1DkjgE+mzIOaeKiLFn2ECEomHVD5yktDk1RnUHgcDBrmmr6B12jojyPmk50ITr7XVBIlliRC+VB6G66oSXmlzFE1FFrvhwlmqmBQFkiDmzmkwYr6E7/+xHQHrDnjDmLDlJlmZ2TBtnYm6TDn7DlrxGbDleGlvKGi95rvhnDnZcEzDlHDmHZGB6ETDlollhVgIlmrDmPDlgAkolmHDmvDnw7ArDkfDljvEGZEvDm/Dn5JkYm5ElliuLZDmWmGeSH87R5i6MCBjvGXqSJHYYKkKGmXqS595uTx1VkQjnp94u0hP9ly1Y4FFojkM56iSk4FEjFotF4ojm594jFrPQHiwmEjk6VBYxE01m4jlkjm5AnSwnQ1TXtECSl+6GLcZn2ED6kyt5kdmXrBAplsSlIRk97xeGnvDoT95KVxgMkUII1FFcjnavEZ1pAFnn9oioHvln2iGLcbijnBQGlMnjDlCjkGGn2EA8UE0GgkD7qvGRCCci7jn7Zsk5fC2RH7mK+bE5GnDKZ3pZebHB+HLmwSFEtMlcbB6jnp4A62atQJz2nvdbrsAGjm+uBTQG6wj+wB+2Y01CsZ79gEuFF5/rKgi9VmjOL7TGn9lKvEyRC75HthDSjnaLZxAkrmLT0gf+GDug2IF7sYqjk5GmjQCS/RtRDXN5RAkaoCitnT5EfQF7Qici5ZoCK6lFMiDcHIxAGBmLFnqULlhYNvRZumLMiNtne5pT6nvX4FsGsmxw+F8vF83xQRBrxnM3EF2aeKi5RHUdniwBbFntBGKdm0QFk/Rz9lrxmTmbXMm5sQ6bGnQE/T4FmTlGkhSi++ERMmtokRjBtP6h6krUCAPbIxjIjnZ8BTFk6fR2H4UIGLIBc2TLtjfOQ2fFt2rIWGNnxFCkIIFhCiFj458DyWmKLE81E6fTKoE6xneQAWJGMFAiCC0IFQlD4wEnjmbpmmQDr3FrjmgP60IHGYE73GDMA/MEUIGvjmhT4DeD3/He+TayGhD6SSkAIHj4BqT4SsA4SljxnATmhT6gTlMgHReAKSGIBhmYBFxlUzA2JDLtjXt5bmm3QyLTjITk1cmuhG76n4Eg2qSHWEJVlEyA6NbM0EbjnqT4zJ4r5hhp4UIHIWooF6DkDHeHwwG+Wlvjki8h+xmMWLoxFc+ZhFG0Tl+qlwTnvqFdhGZMCEj6acAasHwwGyOGNT7vjk9fHy4Bfj5r8ScwG3byjPFTyAPtklhGlGD6XFSTnbfGXohzPHCERdhHuh4Ap4YE6s2bLmBNhGbvENNS3vHaEh7vFdIgHvElhF4349oaqsnxtlmCa9jlJtkGTk19EFmQVtlW2aYaH9AFyD6aTkKsmOBrIgFQb77jk7plTPAV8DuTnbwENjFBT4waZTQF9/g4lnCERLqD9AHZ2YY2ZV0HGX4mhn7Gqvp4afRg4HKwHFVm2D5k5qOhkJTku5SIRGhTnVVkaoi6InmllIWB3eGsdCyKSmMm7lxs9GZTnB4CCTAdkGZZZ9gAQWa+HoSoGQnqTT7ioE4H6SoEUOh65AiS71tFAUGw1KltGZOIEoCRcH0PLixEQzSKYGDkEC0AkSmvEydpTjkEDTlV3ZPxnrkGjTnI3Zt4DZ4AjTkRsA61nEGA94DSUEtXD3sEGexORmzTkcRDQymRNw/ylLkFhGzy3bzdCVUKzTm9pTg1hNqAlklLTmzALNellM7/EKnUF0TAssnI3ax4AOvizTmhviqZ5TxRNtTXTnWjCXUC/AATRSswkic5G8DVNm80TsoGzTlcGHWYhpYBEFBvTnaPQitb1ySk9i3kH9CAskCHs6H6AgunjkGVBhlkGfTlP8AtZlzFCoGSnSEfegot71ZAkKnUc78645UFm1BORnMM4Itht6FOpCNP4sgBXeBcCGIzmnQFl1TqCCebKnUHKgAfFnEznmCFpWCdpTMzl7CF3LDCBFtOgoFlKSGQAEsJ7qCAe9msMEteAIPbuNGBMEXZBaKYozmnYCcilCzn6xD9WgamCK9mr0FfHwMyFLSJ4THzuA2zJSSFhuja0Hq/oLoAe0E8eFhpT+0HbGwJ0GI6LB0GGznJsHfgLYyEu0FusG+d4z5nx0FwcFVkg1vIMHhOJ7F0Hp0F7MDh0HLeHLBF9lwLJHuzkwRGbBHlUFjAkrBFuwFOUH+zk2hE5UFAYl5UFb+EikHlUEaUHySH3BFhUGdIHvBEvBHlUHNIGfaFvwEucHtUHNUE6hHdUH5wHfBHXNG2a7mUE5zkI8EDUGy9pFXCJ9IjUEoUHqhGZqEb/gXhHKhGCIETUESKSohGCIGFUHpKgbUHbtT/wFjXaJIHPTlU/EyKHdND8zlDQwOsmuCBkhGcwZOhFS8FLwH/BEz0BcSma65DhEshGfcFWMR0J5MWjgUECUHshHzznSUH2pzchE0hGEMFcUHNhFEhHmhFcUGlUGihFTwGo8Gpzkb3bShFLkHYUFyhFahEfkEphG40EqhHHkFqhEdvJXzkfkF+hEmRE/BGnzkTvgh2EGhEsqnHkFgcFNJ6as5AUEJMhChE7M5nBHHkFbwFZUG7BGvzkgLldlz9hEfkHmhFgRFQ2kfkHfznQqHYeioUGH9yPtgUSHGCF3kHGPHehG/AnHkF6hHQqEdzmnUHQ6D/kH+hFcIGvzl3zloKGdF6kLkxhG3hEIUGyOSf4CXhHHVmvzkphEOUE2UGvzmZhHH5bmUEkUEOIB5hGKIF0UFnzmlqGKIGecFUUGyk7JzlcUFVhE/RHhUG7zn3BFpG6NhGo8HNhHBsHjhFU8HZUGLs6z/6KLmiUGWsHyUGzzkDhHiUES4BuwHDhF6UFBIFZKFeHgvxGygSexBThEcUFkF5M4hzhEixESLn6LkdzniLlGUFOUHrJ4HhHtUEWUFzUEYUGeUF1znVzm1VAoUFlzkwhGuUH2UG+LmDUG3hFOJ66RjAhHELnsjltUFBUGfhFNtRxzlPBFvkHYLltUHRzn9YymLlNzmthGwLnRdF+zmLmF8SiBzmr0Hn0D2hE7YkC0F5LkbBFlCDuznP3Fdlwv0R5sFtl4U1A7rSGrG5Lm3YCq2E+34numFLlWOFqNAcwB48DLeHv0Sa7bPiFPsFL0C2iHXsBF9Gtfg89j15YN4SDsFr7L/uH6OQTcFu2AcRDYqFBmijLm8vCXREimAsSG5Lkp4SH0E4sgG3EgCFuySnCF/FLlL6QCGTlg9+HNigg0Fw3D1Lm/PZsYFKeF14AAxFHWS4cmQCEfcgyWHaVIteHfmhqc43LkZUH9RgbYAiS63J6tTlWUhiimURg2nDVmbdAA+7xcuRjfA6+jQzmm7yqilCjTOHFbyCs948fg9TDArl/QRAFE30D9TmCyD46G5ARsOF/LnoUQ8JlsJk34nWMDAEEYPaCRRECFFLi/sF31AAp6GJAE9lmUFvKEr8HCX6P0G1UC8pF78HAykwPY9un1eHKd6pcHZhH6CH4UBu2HkUHEUGQCHMUDD0Gfcw94A0rlVkhVqGjyihsGYEB6SEUSEaSEM0GKDIt5kcAxv8FkhCEMF7JbmCG8zDu0FoLmVCGFoqeoEzYw/2AYKHdhBgGBlaFoMCjLmIdqILkN0Gp0GIdpPMFKMhDv4M0FkJmt2FV0GEtkC0HmrmkqEZcDS+GC2A6rml0EstkH+RfThgKHfYBWQkC0EpjGVQaA0BF0EXj7tQbAWCKSHT0EuALC7aQAFrsFZrg8Jm4TmYrnJsgTCEozlQXGGSHZ8C+mAUzk8uD/kkwlAbqAWSHS4C8Z7j9wM2GxrnM9HYJpLqCeMFTxRbYj86ESF6VUGDVFc6EgKk8oF3Tl+zEsp6hrGkp4eyTv2TFrnL6k9M68PSZGFn7i1P7aMH44RECHj9Ab6hKt5F0H/SmMWEmxFiCE3OE0rLjwQ6eFHVATZ6YEBRhEgCFqWAbJG4JTKMFsiiqrku6CFCnw0GOSioMAik4Cl578GNjnfJFoiBnLmXWBqMEbrnXLkmxF9kY0cHVEAfoF9kbLrmleHn5BWUFzrnpeFjFQ0ZHr4ROznRPguznkmwjJ7EkA0WFIpHz+mxeELyldPKdrmleHRBDPrnXEiPrl3rkgsFvQCvrmYyhWUE6JhlQmCnJnrk9MGDj46eFiUD0dlZIRKeFbrltZE0TF78EbxQQbkVz4YKELrk+cGmz7qeEoyjMrbzZCXWGwdD1CGQblpYG0CHeMDtMGgbksrkszSfCHS+D2rnbDAYuwVKF2xD3LkwGAVp41QrwpmYCErZmWhBrrn86H5AHR5E8bkI6GZ6EiwikJmC0Cxb4Mcwd6GfOEfxFx6EUcCXh6vOFvJ7vOHpalXOT7BEE0E3JBucGKsBj2CqbmkjJi9FZ/j/1Bc0HnaJKjlw+L5pm1GhmZ7X0bPYHa0GUWl/DEFVkK+FY0GWbmQNkM8nw0F2bl9baumrnEEFDR62A2NnL2GJiEqQQ9QF394MSBablMJl8FFgWDxQD+bmP1hJ95BbndWn75YpDCaNmi+FabkpDDaUG9HD995ablvDAQeE5RD9z5JblTMDIJltkk+ByWCHc+ES+Gs0HDrjq0Y28gJ0F3dh0JkzCE7iG12QOuFJMDYV55sF3dj3OFG2Gp0G1bk6c5G2FazmlOTy9lazR5J7irmANjCWFoUhF8DJsGr7Qv5FuZCN0ERfAFXFv1x0+HH8HjdiXh4FpGQCHV7BZKGBvRKeHuEBliFzbnobnyGCwuFTbkgCFMZJUJl5hDUaGwUA+rlic5K+G3rnbRD1kZVbmy+GleFByCnCE/FjtLkheF8+HtZmpbmGSFPmlgD4JbkRFkT/IS+G+bnQZGR8GgGAnqglVm3yKLcH7bnfuiQoD3yEq8oa+Ggbxa+EW8E6+EdfB6+HF8G7/jIJHfAQ2URScFm+GUgn0Pi42GzTl7uAkJkTfiUp6ioG1TmHrrVTmzSayLx2oDukaEH4GdlCEg03gM14fsw8qKab6y0HvwHEXA/EC6jE3YCC6EwtinqGnYE0qi5C5kGqOt6ASIGfa8H69Jnut540B5yERkGuPR5P4KcLATCyH6SH5C1i3QA7wBC7mZGHU6xOqHqH5fRkdP6q2DS7k8ung67aH6UwGJAhDL5WdCGH6u2FkF6uH6cYDuH7OH6gr4BH4vkA2H4RH5DT59FEKwH30APWl3L6If5N87RLSZqF9RxyWGri5S6C/YHfYBzsBawGsJGOCF9RwWdzti4q6AS7l5OJSan3AGihkTL5jIAj4Eq/LBEGYNjSUkMA5ovLGLmpRyDAyQEEDM5ZdGgq7rn6OP4t2xLmDLL67SAk16F9lOcCzL4n9TpwDhZZcEB2oDLL5HqaIBm+EhCfH57n2gkgBmnSSLDFNMg76i12j+FAhP7NXxCihzqguuBnV40FDUH4clEIF5IH4jEAUd4vBQBQDjDHxBA5pZIzC18BN7leUCCUGN4HhchUKHqKqroCz+n84EXP7j7mHbgd8IDKz9b6eGo6f4U0AYeH9b7ysFVlEWOxz5n7DEyulfFHsOxhrGNVE5Ql2QgWtDgmD9b6vgijUBgvQ8Z4GF7Wgi+gnvRifokn7nEWIyFC9zRKmnvc7sJLvHCjTnsLFEFB1XZ6wrLH53NJnGFf7kBr7s1Ibhlv7nNT4zpEfWyP7kzDHyurswDn7mn4BFT7c2i3NCz5h77koSRUaCT7m77nQ1551jYPTG5ifUBWrnut6lLGIBlT7ms7nW1nOBlttRzhGRt427K8ijHFgr2GP775Tm0EHFoGElETPKf7l3Yj5J6P76xWDCsHIRkr7mP74imnr7lPOSoHkFEwfTnLhCXNnPDHwNmRrofUCWAFgjFihBn7nK5i/oA9P4BazX7kU0C37kCHnqWIP7kLcpP7nhrFfX6v7n3L6oD6fl70HnqHnPDGf0C/7m86wZb5u3GH7naHkwjFv4BknqTuAZYmoD6mHmpWbmHkFJn0jGJSG4HlcHkcjFWQLIHlvOSoHkI978iGsHlYHkcC7m4Ex7lGDjef7r/AR4Gf7lXzTm5jeF4gzlWlHw2SU9FPa4Qikkv6Stxyj7vQJBHktHCMHlRHmisg6f4ydBeHmRS7W1mq5b5bGb7mAv6bYC8HnZHkpP5ZdBf+HV8LH7mfP4aaH7v4oOy2HkjiQvp6gHlwuw5Hlpi4aaGTlGVHkzDG8SKLb7H5h0tKef7E/iKHkdHmfP6xcErhkicI5rGGHntHnGCGGGxIokd8KSHlijE2mHWHnNHlZD4H/BwHkFHmib6nvzIHn96GoHkPRAskDopgbQDpHkfPAJTmMFK3BD+f7W4QwtDmlGR7m2WI+6EwwSjgj+f4Qn69lH4UAsFmPC4LEDWHm8zAfb7+f6LWaGVHgNr1HlFiQyumqlHoaApP5ksmZgHXpjEUDd0E32Sj0CNphO4mzL6Y9DHEA5VFIthId6Qb4ORrT0T8Ziqb4Jbk5KhaZiy+Fxt7TOAOHl3eDmwlGgJSZ4L+S0rH+f5CgmHHlD5DSWC4nm3YAWQiWQTU1mP2RrOFGHC215HN7eKqnMDtFHpYA3hmDjFqqY+EEMCg5LkLFEXeCd7lxpDd7m4v7WWGd0avBB1yYWjDv4EyFBqCi/dEND4HnSz+mF/TeAkm8IbTlhEFf6HAV65LwJRA6f7LhhYHnf2SZHn9gaHWCFV4qnk+bnxrDqnmc0nIcAUMHankiHkND676n7v7tEjQHlGnk1HlqnmSHmOjESFmTlGmnnKHkgORllCZYHB3E0xbDXD6rwIYE7p6/KpJckoYEenlE2gbhmSSFi0kW4kfWx2nkLr5OYnWHnBnmBD5mMFwHkamD8Hk2jEK77inldWD1Hn7/DrKR156dVCQ1nTr574FYnkSnlynm3tDMhE2lTAQL4D4GxitNlXgy18CtD6hCqM/acnmSklhsnAQLDHBJfijr7LKyC/HnSQ17kMD5QmAYeHrFHrHkCoHw4TMCoVwj2Z6kD4gyDwNkNYGzMDhD7hyx+d7EvSEnnNnmqpjYeGjnm8j4jKRXL7YnmE7k0xa0WmwlGOnkdnn7sl2lESmDfOnH/pWnlInkN+krnmSHnUHnInkrnm5ihrnk0HmtD59nmDV5/HmPcimD4tnmUWhT4EKnnEH47RiwQlGGgDIkLnnigyLxG5zCw7njnncmnSX4FECXLhXnkusKof6tfhF4kdnlZEDnnmAXnanED1Ijnl4iqnQnjnlk5qP4FQXmBD6JUjhZao8n3nmYFCCvbLnkwXkTHnUWbYV6iya4LxbnnjNbs+HAXlD0Cf7lWDjKCG4XksLJYXkm7EoXk4JHWW6C971kGKGFFnnVyIrD7AgglnnUWbJEGuD53LSj7kwBnigzWYltKQDKz0WaeGqtD4OJitnlc1boHn4D4eHw6IDBBlIHmkD7iXlRHagbysYBiXkC5ojnmDMBjnngC6KXmP4HKXnTnmhr4YchY2HznnEiSZV6psCUD4KXn54mnp66Ri1oCmD4FbR+d6mXlsIAKXlVMDVBkVWA9QE2XlfHkNBkeLFTFFCXkC4H/NSn968XkihAEenAkDY0AKXl38qhED0UTB0ltr4iIJnumXohHwEdnkxd50hkZ4i7Bnjnn056wemEZTKnmqdC6LkGenRLQIXm/InYWZ5+w3v7UiSL7n11HLeC9nmRz7kOkR7n5z7AWpT9AuNGzmGlnnXcBeaES7jkt4Fnn3/zYeHKxEbnlj/yWXm0lnWXkMD7nbHVBn7TlTKHtXkpuiUAGcppCzCmD4MERKhF38C5MqBD5EMmrNlGAQRJ49Xm50z+t6p8AIF7pXnc4FoenyzlXZ6jLQ5lDI4HiYFLkn0iSfolQq5SXkdnkUoDVBl7YTrMHMiQX7kTK4B97pXn8f4mXlN7Bkgkvnl5V72vrNwC6XmTTlYdZIFBsD5gHl2umQUAbnlgHk7a51uhtXlE7koHlapbyVAOXnjnn7XnMCp6mjkTm/XmYHnI4GATBi4B1nlNGCC/GyQSHbgdnmLXm+vr7lLBXl0BaAvbyKadrIRXk9Xlt9zRJ7SaRqMCVXlsXmu4HAOBQyYvi4pXmRSq35k9XmW+Hn1ESdDJymxnm3YSy4HMtwVZ6FLTAaEfNHhUCLl4A2qMz4fNHeAgHrHbQGNlbtsA19Ec3nHwlhKwC3m83nLpb83kpSFFjGt2BM4H7V483m4SgOvGOKzRl5IORu9Iiunq15K3lnGEK3mjD4T0zWVabQlGnndM6IOkB97WnnkyASunRtQ8D4TPBhWB44GzkxuCHk0lPyEW3l6qE9yZvsIYpnn24v3hWD6oPAC4H0qDQ3l9rF8XmmfZghlT34jcIuAnZ3JYiFzrGj7lgVZi3KtUE0N4Qp4afYdKwND6uuSvVb4BTNFmFD6p37LpYieyeGBIv7NRB2UmmfaoSFE0l22hAulqwBrWD6nElqAGvqUkDBMHR3mcXkbvb49EHrF1NBw3khhBNnkgb5rXlcOmAISbXkvhDbXnefaerFbr6x4HVBmQNpHXkBhDQHm/NYQYDQXmnr6WokmXlz0DXXnf2T6XkYv66XlJqDelb+D5kFmFD6D3nHq5LsH7r79Ko93mAtb5ng/XlDrFfHkIo7/lwkSGinFOXl2OmrIBg3kWnF13k3OnmoCeXmV3nnYFrlx+XkLD6niguAnLlyo3mFD6jEHyKZCXCHbBCZ5kS4D7mLNa+mCxXkLFFtpFmg6FUDKnlAhEbwEcMBpXlIv6s8kqZD4+C03n4S4j/HcV4NSC+ggXz432Qs3ndOnyymUj4DsCc3kIPnc3konmK0y3NCz2Dc3lfD7IPnHwlYPm0LGn/y02GLNZPHzT7krLKQHndOncqB7H72XkOvGcWiNX6Xu7cllqI63/CElHUPnMAG0Pk4PnB9nRuFsPn+f6+ykwtC0PkxREH6RMTBTAYI0RBihxt6DVoCCn4PkpSEei5V14hNZLohlRE5rET7n+tbXPSFHkG/CMvGAPnBKlRr7z1GRrqsCD8sCef5qalNOkZ+Qx55gv57oCv2gcMA8dg6YHdzQAIBF1QckIq+BnV7aiznsC0f6AtHbvZHdHFebjKH2Y54iI9kBRr6EYhTcFQcC3iALsHFebSAFto5l8DLH665wuMGnaSjEDM3537TnOk20BV4AAlEfWAIo4P7AS7nrYAjZlto5EQLPFEf7meq5sQIaPmNUD2Y6pPmfP4KtnOt4/vjSb5qN6Pu7mxkzDFRczkPmnaQX7ntrEeiA+q4b3nVPkoPlAKROXkCjHoHlto5E4EuH68YAJTldyDz7nQnmX4C8PnvX7HHkBM4qWY7rQMDnKb6CJLRJJaLSSkn5OTVnmkmZPKDWYlGgJe3mocACXm4nlH3kzPn0aC/YEg8DN3kRiC7XnQnlCWBRHZbPl5blNhkBYCaVTzyR6IiNl7CEg99AUY7H34ynGXQKFMkHaBh4Ckt6Fr5w4zp1Yop6lmZXTwCXmqY7dPlf3kIF7Gt6dtQvxH6ALd7np1bLbQrD5iEpR1ZRcyVnlpTTTPm+cDfPme3neXlxcBLPkLD5tPlaw4vuGaH5vsK73k3chZVCMz4ND4NqB7PkYvld3kFVh+d4PcBnXlGnk8Z7K45SpjTnnaj5xK7MUAT3m87HTY47EIM0kkvlqo4L3menH4vkat5fkQ/4RYvkb3lwt7b7kcvmbPkAakH3nozzCXloCQn3mjr651CC/EskQT7m6nnzn6hEDivmB3lZkHB3kOI4lKnMvkx3katEf3nXPnbEG1y6/3kk3k20ApXmb0RAPnHFFrULGt6qhIZ0kLFHaSASMkC0DJFFEv4ntEWtDiID1kG+r5GtH/cxsD480rYeFXKD37m4v4nXlMVZ/gm3L7GLScvlMVbMUDb3n4S6MMnMCrvETsbT9FFpzAUd6nKAiXKeXlbfhLV4RvlhjCDl54ORQQD4oZhio6OkLFFQMkqZBqlY8xm2vkw1FrtHXfRvQCjFGM1SOta+iEnYFdFGQ1nxMlKICESnpf7h+BDtGFYJ1VlvPnybFAlb1dFavmddAwdFXjCOmBZvlaKlotEwdga37dc7MhEYSL5nkLD5vRlOVaPLAMDkbqIsXm9F6WKGa3mLWREnpwbTQvkIvkLPmYTA13mFD4vPmYdFp4CN3mRpgSXkBdGYvnXr4+vlWdHyXkLD4HkwEvkbXb93mFD4Hvmnp7lcgj3mdhFKVbiwDUvljAkwpaGXn7vkMvkXMmuvkPvnL3m3ciCPnU0nrvl7PlY2H+vmVLxovlcWAhvlYvkrPmhMTCvndD5e3mEsQSvmgfmN7kd3YKPl9rHyvkrrrgnkv3nyCmo97lCQf+AtjHmRytNnarQnqg5f7l3mFNarlgU3mXFGeGoHF6R1DgPkJiSeGrctbxnJmXHHFGeGqew4UfnJhnc8D+t6bOSPSZ4hbUv5i2pPTHUnljGiybEgsn3jF7FG1JTaHo6JI1YA5f4In6nDEy2TPBlXTxfHlEfn14DanEp2Z+d5wVZEvnHFGPvmyfkj3k7MBVuCBUjclnxhnDJn8o7kFCOvnugLYeG5UjPvmXFHuvl6fnsvmxf5Cfm4sneyS+3mDujN3nxKQAfldFFAflBtnNln4S7AiCC/HTJYQfmxf5OfmhEAufmyvmjjFwfl96TP3k5hkXozUl6woyf3mPC5zM6El4dkjpHndIobwG1KR6vmMyh4UjmoBJDFn1DgPl6Lz03k+9HhoAMSl7D4xRntfDEiRs3nSb7ZwLCsnEiRoPmab7ZwK3NAFfkEPnCJLHwmlfkMlGlTx0CCY0kf97T7m2GzkPnkl7ewaiPk+CAOvE0l50Pm9hIYn7tfnSb4psH69EOBjSb788xLV7dfmab6DfmY0l+ckjfmh6GCjHdcmvD7iQBCDHLKGzHkaImfN7hxSRTmsb68pFhflAnkuH7255RfkgtzHpGHubm4GWsmprjKPlUnn8+7+wGwPkSoBHJ4o0kM6BjhnrtlYDE03ibKmfP5uEFt9FK8pVflq0gVfl3fk836vfl52nvflnV5AiyNfnQ+giPldZ4FERtfl3+z8PnxNZu3HusnT0iA/l3cn69Ev+xQ/nonkwN6w/mhHmuvTRuEjKQM+mWHnInnil7c37vDHDmACClfzzEnkub6mV4+skekxmrHb2GSLxXflYD78PEijEEQiTJ6fTxJfj8+7MEC7flQzLxfmWl6NJDBb75kTUN5a6zpfng67YwArUm4LwfoCslGm7z5fmVPL3fng663IFPfmdEBVfllUlvfk2UCS/mm7zaIm6qor16cH5+mrusnPaF7H6GtAKplqLy5OnQj7q/ldfms+i0HmADJnGHUiSK5551j5eE/UrG/lHbEo/l6/mg/lR3DiHnHXkA/nAHmXnn8+4S/nT7kOrIRiiXood7iwPlPtx2CEpl5DgkV1io2lQnDH/r0oDMj4FX6YZCsTBfID9b4T7kc/nDdBc/ma36TQG+l4QGCSPkTVhnXk/UrNfmzb7clmew621mg/mYkC6/l8/Fp/lennUiTXb5a3k/UqF/kG0yRl4fJHOj7a1y2/kcIoi/n+j7LWAw/kJ/nT7loHJu/lqLwuuAx/mDRwKPmWl5mJ5WP5fJlU/nb9IxlEaPR2l7naJSHlKMgfWCD9FGaDBcBZlHTViBl5WGhQbmeNjlt6Wl6+oBj9HCiDfiH1jERAAORl3L6w/jHMGA1gv4G17kuoF0I52Pi5b6UVH36iA1i3d67b4vjEAH4Kzwndkhj5XmDiz6F4D96nDDHMwB9XHvVi0Z7Mj53Ir1IB0I5ahxVJ4aNg9Tgf/l/QTt7nPYDymnsL5cn6v/mw56UgkF3w6ikMrEsNikGk09SX8CQAVfBiCbY6Pjl5n+j6OAhjUkTmwz4EBdo3DQabalYCrGGLPw597Xz7QhHa8BHb5VaF9RywxB1Z4UvmCbYgCBT9BEAWUiEUAXNPFkAWbdi3gHqSSmnBVVFIylyi7bwmjZ6sAVcUlOomOEmLPy3J5nGnsAUV/lHsAE+GLNiI+Cgr4jPAC3ESr4t9jdDHcwAyr7fwAePnDDEAAWm16eWT6tnZ+Y//kDNhLSSH/k1nET95ivzyr79DGP/lXImOgx7qFaz49SaGAah9ZAF7GAWM36epy4mDCj60z4wGDk6lXGG/YER6CZNCCV52D70AUl4CCV7a4iCAV19QUqn3Gazky9En+j6pmAHWa4IC76lvNFMIDUzak6jAJheH5j4m65YNHntHywf7XfkJraT9G6sE7z56F5vORYD7WqbvSnlP6RcFXWkH2CvNAYGGiHn0YpJmjORAdwA/DEbzEoXIJ2hBQHhrGwF6rAZk0wkj6wF51wm1AVQ/m1aBWwmNAVI/nNAXNwmtAVRHlGfHvSntIDKHmaLzK/lPE69AVSHkXZCsYCDAVAxEcjFC1InYnztlvHnr/AG5m64kUxHpHk08ApTlmRDRNRglG1nnYkr9vmAv6fv6rAanuAlnmef5Wt5SE4nSlfD4QTzhznTQi1nlFrHRNR2E4+HkjflpnniE4rLm/YGp4jN3k7oB6jIVP6PAUYSH/vR7vkIeZ7nniE4NTDHvkei6YXkskq/AWzHlZ6kUwkAIDznnz6QnTGJTj3vlfAUZYkUwnxJDfOn/AX615wgWkNiLHnhCHW660YCJn4cj5GWlvf5zTgqcAvYGpvQd0mcmT7YSa7nLpwMZEFIZa0BYgV5wGC/Gq9Ch6G6jHf3nE1Yxd65fljPm7jHxXnsPkP3l3k7OchzPmXu5e3lY4DwvmxflhvmQzGs4DtnnQnmBvljVak8hbvn8gWBvkLAmwHnMPlwHHrz5xBByfn8gVz3kgdYgHlPHlVaHzeBqflqgWETFsKDQgWPC7KgUkgmn7n8lFo0rygWm/Rr3nKb4+vkFQmA3mSgVovmWgUH3mliQrPk5OQgfnQnnX3nJajakiufn8gUugXczF/WQVP5O0i/dGKgl+flFfknUnpTGofnSb70gWcgnE3mLHlpH4VzF0NKM/mpvS/3HxmRd/mHD5kfnMtYUwCUfmH/ogPlfgmpgVlPnM8wFXFMLgxL7k7nN9kpgX+TCUj4UzhG+nxmRu4iogWRiHGVbVyyBKDk7lcl71s4sELvek3D6dvFh3YLFBW2GGGxLqDNzEZ1LLQmsb7vlDhKGDjjPRiUgWhj5fgnHKALCEdgUmwANgWz5k07ldynIQkZd407n9VS3TY/LkD97lGwy+C3TagGAQwmZBaSUCETEgzEtfkHt50J6nFybAXKjETvnMtZAvnsPkBfmlymDvnsPkyUDhzmd6IOhHQnnufmB/rrAHG/n2NkVd6UuzCgVKgU2gXqNwSgV6gUWgVfgXrMELTzL3ktnCKgWPC5vcGVQlA9p4tF1YCETGRwB93HQnkaflS3Zafn+f6gQWvtZMvmIQXuvmoXDvvlPHm/gUZDD+vlFiSfgUZDB2gWr/oOgV8dge3n3gU8gXwAwI3mkQVQfnDVbpUk+gUHmAyUniegBgU9PlBUjQa5ZwDUYDcPnMgUSAmofmLHlzM6bt7Fymtr4Kb4J5kyJ5UalijERMHcK4qeh3Bmsb77Qn7gVTyAUz6ab5wQWzUjclmLHnyQWvEG6gXSjGPvlswj6fmSQVoQUkN5mgU3zQWgWesg4QV6QVPAWesgEQXGVwVd6bGIkQXpgU8gUHWQUQVWQVUQW2xAwfn3D5wfkRxCMQWH/oBfnh/H98nHAWvM6uFYS+CLAWtQKyUEU4Axflpi7Z4DxgXAAhJfmRS4pfmAXEwPnMj7pjSJmmEJo9l5I/l5fmD3GFfmJQU1flH3GK/lI/mjwHpJ7QiDJSlRHmyYDYPGDMljP6MxRmqHczjBH5Q/m2jIHnEkWCtUHX6QsDnPzFN6mtJ6AclHAVK3FYfmoD4A4QPvGcbEAnmDpzM/k43qs/nlb46v61J6VJBt/mQzwFDG8Kn8/kkj7OHnrh58sA1/lejD2HlmoxTQU83566BF4lDJ7EnnjQWDnl/J7zQXKrEDAVycwfH5q/lb/ByfGzJ50PkNvDK3mXJ7G/lHQXGeEHQUCrFfX4eshs6j6/lXQUt7Jo/m6lEY/nbQVY/mhH6O/nLQUZQVcK6vwl/J6DQWe/kzIC7sne/y9QXNT7Nl7a7FtUD4fkJK5IVCzD7lGCIZxmF4xsD957n/AQNhnV4olFNEA4EivgiAjG+EiL7iG9ptUBrSCX7mpsiMZ6eTj43kK35NQU43oRxHs350/lDJ5MnmX7n2yT2LGoRLhQV+FD1WCgfEUnkbb4jQVvzFjQVHb49nlwRjEnlxt669a3NDvcgrQVswVLQXHQZ8wXDDFi/l/J7OH6N/mwPg73HZND2/khj74pnUp4PQUywXHQVQp6ElEPRhenlKwXaP5etjc3E/mEBP6m/lywV0PmG1TiHlvSzSwUW7lvQWCwUfQUVlFfQUMLGMwXtL4bTkiLGAwWCr6CnnkwVgwWiGk8nkkEYkwV1tF46Trh6F0ThlGhkEdYBInIplBjUDLNGwLQAfG9HgiSnOQ6aHlrvGFwjJL5dHkkEZKr4QQhO/5nEjBWi6r7uEx7wnDxDc37NtGMkCqrFBtkjCAuL5PQVuOpGwWEEImwVnEj4/kEn6w2J0nGDODqn5nxAEwC5J46l7dH70wCMKl5EDHiTV96fZlTtjs15Pp7c7y0zimyxAT7ztFf9Qejnk8y3YAh95Ur6y9rV9AAykDwVstGtWb2nBGukN97PsDoj7u6iL1QNlE+14ABiEsGN55dNHTYA1FFLwU1L66tSUFGODQTNG6tTlhbbwWSH5+qRZQBJ96MgSE3E3NGpjHwObZtHur4JGTjwVaygbwUJGTxtlfPDg0DLNGzIm8jl+FBIQDsr5pTjwOYnp6xL6nBBDUA57arwXLNFM14I7kxcg7kHtL6PIlExmzQAA97bubmd7Yd5AGAfYG22lkjA/6oR5FZH5xxDYd5A7E8jHESnp95l7CFuSAr4X9nYIXpKGgq50tK6+FXZmZ7kicK597ecD++mgq6n7FTkEoji7SFfRyyzklVkGICjZ4IIWUFFbfg8AX0IWCcSMIUpFk4r4wIVnZag9nNtE897JaiXAQaIBMr52wYi+F2kKAn52wY6c5BckHZ44VgU1BdYBo2gVL4vhiAD4zp46d6zWSWYAGna4Yiir7qIXeqGdPCqsCPtHnwXGdDeOQGIVlYBic6zfnNtGthBq5n2WxErmOvw+14Ci5X8ndH5iQCTJGWLnZRkrwWjvFYRFNREaTEEZ7uVmKHB2gW2IUKdiw+HqMBHtHlMBHT5v3jRBCOIVd0lnOEJRDtN6Ovys8lu+G+Xno77/ihxjnpRHztF/1gfeGnGHntEZJgw+GpdA0QA857N6qrdmMExzwADwUb5n/S5vdGZQmwVQN5lt6pBMn8P5ORlnOGfYDyumEEIUWBu+FPTGX16Ovw94DQnSRfHr/krzLRLRD5YB5ARb7Qml1yju95Ad6fTzD9TMrZvF7xhkf951yg4xkannuYJTL5rMEuIDdr5rz6nCE7TCTnCLIVSCB6FkKgp0Z51Uj6cDHZEQ0D1kHvmiYkiQvDgybYcCv3HuDDY2Dap7YcCiv5XHFK4q0RHsupsIBwRjc34ebxgqSMvlQYlC1KEhneSABv4p4l4XHTNGSRH8p7q4msAh+vbIskRcn/IXCokUNG+oA3nErLJXul2VTKHmiRjNZnM1EYoBpv5ADhO/40SClYA7klxwU/Bm0dSC/4QQjdoi5ek5v5u8DW4EgShigF4oV+v5mNasGFhv4GqB9XlIUgRnDuv6ZcnxRjLkhBOG3RGvt7u2zLKmPRHsIAHBklJBQomCRj2v5vBkwWCEBlnQDFv5mNbvt7HElLBmWvxuEkM5ZKxH096VxmdK4k/5b8DDv422R+emI/AioV3eCYXGS2SuCZ1SlK9lYelEdY+dxjv6SoWvVbLEG69iD57Q1EEEm+xirukdKwE4k/ECrv4EenxJDUElnZDQumraAMVnYxFibLQ1G+ezMEnN1hvVEVLIY7GbgT1cn11FI7Hnv7E/xFXmC/lPv7+ATC/5VdCllnuPSfv7H1HsT7hoWGj471FWxFr9h1j63PRQf75Ejgf6JoXSbHJoUvRhnSzgJGJKIzemU35oNlPgjVBnMEHUemlCBYf64oU6xFatnn1EgN5kbhOemFoUYf7eji1RhoSmt/HWxHbRg/17Y/4crAeukDhlRtkcrAXJ6poWQUmoNJcf6xoWGJEaICA/6hoUzpmEbI8mCRhn3bxI7642SSf4c1G+oXfkkdKyFunwfF9YkrcHbNH2oWHv5QKiZaBRem7my7v7QMQsgEw/AsVl9YmFZRfekSVIw4mcFgVNHAIQI4mbVAlRjTUiIElXoX1oWeeiEbLpWBlun6oWKhhzf4jxl6Bk78AM5Y5wnjf5noXOXnKoXMnGvoWBekcoWLf5GFRa17OEKnf5rf7SoUQYUpoXzJKTtm34m+xiLfZCoWnf7aFGq5YwmBvXEi+kkRHaXlqzRXf5K1A3f55pgOP73f5tjwJt5V7jmnHToX4YGEHAexEr2AEEFz/B0jG9kH8f7BBlU0nY/4qvE0yiGsjHqEajBxd7BBm28mtoW9DBloGJBlNoWjRj/f6R8p0oXPJR65lVoWfOlmBmIJEDIhE/4Eda4EkscKghmjxEGBknBlqcBznHpoXCYU2nCiYWqYUeJh6kkcbCIBl8YXxoWOP4oNC8/4D6oOKicYU4DEw/Am1FaYWMYUK/7+oWoYVtN7p5HAISXv6+8zy/6kxHXoCy35TyCkYVTuThur4YVjpmDRELoDoBzWbiR/FOEmeSCeBn3zBhkl5hQpnloYUFRkGoWI5pIYUG4kLFDLpawYUO/5r6lFJ4Y2hGMnGv5SiHh+magXq4lpF68YXYYX3f7YCBwoV5piQf4QoWAcAuyEW8D+/4NEkFQGWjTXngqv7zoAll5T6CcqmrImfyTUWaaCkqbFy4ibwlUUDGJlLMBXyBloHwoDeUgyBlecl2Qh9YXyslg5hxwFcXnq8E85nHQCKEHKxiEKG/6hgilK5Y5IA7/6L5oDqFBfDKEEqem9iEgBklNqIQHc6AVfiCvZT3E7YXe+HP+nCemEGDBFb3+nHYWFkAgBkn2GcLC30gMA7i8xL/7wZm30jfnl3YXr/4hpTSlEzYVsdmFZwZS6W5qzYUuzBKjREq7R7DCRmivi5CCT+kEiAjYWj5l/IBM3acoRyKGD5kQ4VcXmkP5dmYOrnb6AENZ6n5FwmgbAQBkNN5F+FSTB+nDolEJ8wpxndTDh1HDNb654vQnhtFFBkY4WnXGSQx6pFcDDXXmt6Jz+GgnB9L7RhkmelNAngglP2kkp6Kv655BrhnLhnaQgGejHykLhmZv6+oQycnAp5hTCkAHMulEAGUAGFjCAPhepl4AEsAEGSmSqgK4A1EE1whvwnt6Qp36cAGwAHWHFzP5mgglpm7KiCAHmTB0uAp/6iAEpBnhihBICldmH+BhYFrEICSExpnpNQ/35e2rBckX1AKlEN6odllY4XtYBX2hMQgBMFzwn+4AOAHLgiBIlptgGMEXTDcsDvokAJhKjT0v4ENB0xEFBkkMDO4U9hQzTlFtlyuCAcilvjlsEnLB2xDSlGx4VWPGsZwboHkVom9knLCSmldUh4zDRl5T/7QLA1gDCemSmnBFZuJ6ptnJcCyXnF4Xd/6l4X9oE1gA2In33CXiCgnAjogvQml/4F3FT0grYEXInqOlmHlPcQh4VJok9YXSv6Dgj+4UJ/4uAl8jlJuG/onkSEu4VF9anen2jluAGJrmW4mB/7SlG+gXGBF6v5lYWG4UwoVrEKFYWk+IYYmdEkUwBcQFSpJooUev4Ov41wg0oUxECxoHknQbRHOv6ev7knTM5E3dzBv5z7JEoXq4ke8DX4WQHCiv6Jv6B+mRv7UoXP4URv584WJ0AGNlJv6kgHxv4F+npv72n6tv6coVn4WOgEhkpozm/5j4wC2/7O/52rEW/4Y/6lv7HEmYHB9PY6xH1v5u+aDv6aoVxv4Lf6gkmIEXxwIqoUdf5ljAYAnIEXoEUjv4foVJPlSoViRCaUmGoWdf4UEXFNFmf4I4krv5FBleLE2oWdpT+YVuLF6/5OoUqf647EFRG4oBK/6mNQKf4FREy/4/37Sf7o4km1EPv5vv6rEk5gzSYGXoKjoV8/5KAEFsCwpEtGx/v7fv5xoX8EDAf6BdlJoUNoC9aEgf7qEXkYAwf4pT5TxF0/79P4O2F4knlSCof4kf5FoU2KAloX0AExxGIcBQP5o/75CjEf4qYJFoXUf5MP6Uf7RJHOEUGv5Mf70f7tfBaEVRtkI/6sf7xAUeJGZaA0yhKEUJJGcyQCf5vv69oX38AEEFSEV74kORr4YG6Bk3v4Pf6mAH0N6eoXqf6sf5siR/Ynqf7GYYOoW34mHf5rv6b0Ebf7aFGsf6BP6rf6mf6Lv6CxEtf6dv4Q0C3oV4EW9f6EbL6kg9f5nXr1EUBekJP6gEJjv4Tf605ZiwgK8mEbLYEVdv4AYWzf5wvaNuYKoVLf6Gn6Nv6VEXJv5jEWnLCkgGFzw7f7jEWq+bwEX6f4oYWm/4unEWf5nf785KYTCBYXXf7Kf5FPAQ/FJEXx8h5SjWOEQqDT0n7EUxOhhrHCf4/f7SeHp5F8f6A/6/f7vfFQ/5BEVrH5OJBmYWcf4w/5PEUMoX0f6I/44f7o/4s/6GJGNYCeTAhXKiYX2EW4/4ItQqYV2dBE/4rPaI/Ct0kmJ4QkUhQQUeklBbBWiSYU6EVC4WY/5Xf7M/57rBkUm57nmRYc/5Af5mn48/6j34yEW6TByrEd4kWYW6TCorE6YkiEWkkV/f7S/4U+g/AEff4bRHHv7XX4HEU7kla/7q/4GsHG/5+YXSn4bEVBklP8CWoWG/6L4n0EXLEVS0mkxGW/4LEWdEnxYV2/45fGWv5O/4GSg3TjkYkmv4e/5RrQlYU+/7kn5+/6eEEPHqz4UqkV+SBTXET4Xh/61+ayspNYUx/7Ni5x/5tYVz+AuAlnqhdYXZ/41/6dIz1jmp/45/7WkWNekU9GfH6n/6A4VN4XB8i1/6EglN4Vb/77sL1/6Q+jg/5r/4dokN/7J8hr/5Ztml4XqFYqLmbpil4U5+anNEF4WjQAzn7RkXL/6Z4Ud/69hGSZkq1RhkUfYBNBkr/6pXb+kW2wmb/77/7ziE5kV7/7Ni7b/5IIl/YWF/733iUIn0QFX/72kWUInyZ5ZkX99SlJndTBO4VrAFTJiJFEf/5k/66SkS5hvwl//6akXQyRnwn64VmX6qkUBgkCAFQAGe/6pUnsAHwAH8wktkCq4UoAGTkXAwm0AE5+b5v4H3lMAFpP6LkVPImi4XIkV/4XuwG84Upv4soUfADbkWOwF/2nIQGAOkhhlJAHk+DBhmwQGDEUPlCQOluhnQOngQFSundwEIOnFAGImEYOmawEfgFVAEsLTc4Z1OwK7nXMnywGxC73gFrMltAHvAFXgGkOn38AJX69AF0ukmhmjAFbgHigyVpnXMmjAECeY5+nMOn0ajTAFTWTsOkmhlTAELAEzAEb0nCJLnoHjgE5mlbAEukHrAGiOl1MniOlDgGBrmVaH9ukRrDO2ByOl8hk9gFf4Hk/Fchknhp87KYwE7yQG/5Cbgpvnqq6Mhlf/6/AHJBHGOncUXAgFGhF1p4G/5IyjWOmEal1p6N34iUUOOkkhnl37U2qOV4ogHFf6yUWeOlabgJgG4gE4hnJv7AriHOkYhmkgFNf7hOkohmpXZqwDROk6Rn6xCKX59YWKtnyOkwhlHf7ZiQpOnGAicgEGSijSmlRlLYDXX46ShjOm4G75OkhuYygHqMmSgErQHmgG9OnZbiuxGABZKgEz1mOJ76UUhFHTQGfH4maAtOmvBmKgEr/GdOlGeYeUWpan9Ong/4eUVLsliJGckXTnF2gHHBnugEZOlNQGAEVOgHzOkT1DegF7BLxOm3ulhgGGUWCAkdn7kn4GUWppmHukqUXAVnmQnZQEEgGJgHBQEqb7J8iKUVv0krulZgEuOlzulRQGakWwgFeGnzumz87sIDzfHlgGvEU8UXVgG/OnSn7sUUAuntulNgFkX6gumdkXtgG3AGo1ndgFUUUnWprmnwul1kUBhFXwHoukFn5EUXBfE7UXTgF1GEMmlxsli5JYUUnxlxslmn5YUVEumFUCfbmZeaq2Bkuk3UXJv6IUVUukfFjwtrgUVngEzdjQUWqAL+0koqkRrD/kWOun0QG1AHYOkA0XvgF1OyCunXQyDFHjHAlAFiukyuktG7AQHGunYQFXkXyunaunQQH/7JOylPGmJRYIQEY8lF+aM7yxbFoQGpXYHkWZ0kyukEeavEiTwX/gGw0UmwHmulCumQ0X6wFXjFuPHEgUCeY0QHEDlOukMQGHpQ2hksuntfBsQFeun0uk+GHWQEwomFml8QF8kEwolWPHkumCwFiQGRum3UUVGJahmxOIXUWUwE17EKQEnUU67mY36XmnIunuH4aQFFjmjgGVwFjGh5uk5GkbUW5C56ITUwGmQHSn6kwHy2lWQFiwFAwlH/GNgEkkFQ6G4wETsAXAFuQEkKADuljuk4i7bUTIwEjUUBQEDOCVAU/0mhQGwwERQFFgHRQEF+CxQEbum/HkQwHQfFnOnXFAM7g7ulxgFZF69MISKSoMkTomx0VNLmLVkVUUkW5Q9gKECHsmrOlPQGo1lbBl1564nDI0R7BlfYwnrabEitQEx2YTOkf7rF0VnQHnBkkW6HQGzsmJUXl0VkoEZUWDQELQEN0VeBHHrAzQGLQF+UUKgGzQHFOlSgEkW6TQFI/FuUUJLaTQEIykghnV0Xjn78/E0GEnQELWRnQH6UwsgGXQExOlz0XxMxPhljWQA+BNrAPunBMmvQGTG6XTDp0XLjlabhobbfQE6xleOke0X/QGuOnyQFpQFvMCn0VjcGh0UaxlpUIwwGB0VLuklhF6OnuF5IwGchmsUVjEHuQHqRnfJJwn44wHRWkKOnG0U2QGChnrOCckHHkT6xBihmDil0si1umqski+C0wHa0VyhnIUXJl7KQFKhnIUVPwHcBkvn5cwF8NFS0V8wEDAFEn5SQHCwEGhkJX4ywF4MWmhnSwHiwEWhnMogKwHZEA2hkawGM0Vs0XqwEfkVcQFM0XwOmi1G00VehlgOlrH5qVLmunehmDEUcMXBhlmn6E0X7IExhlHkXhhmCMXC3CwREIsljAlewFTIHrBF2ejZUHoRFBwHDIHfXKY4UARE+6EYIFv5HvhHtroJwGuhnIhHJzmpwGGhG/BECLk5iKyhGosl/BGGMVdUGfBE9UHxiJ9UHlwGYUHzvTDUHXhHlzn1wHjUFtwEIhHgNTgIHwhFmiDAIGNzl7hEFihv1T9wGLMn4LlfzYnzkmhlILlN+gILkjhFQ2lzwHDzlrwGjzlzwG5VlrwGrBFzwGMhF+IF7wE63kOIFEIG3wFbwGnwG8n7XFC2tjkUXWIFQMHlBxChHwwF7zngNRhMWVhG6IFv+xBMViUVGMW+MVbUFjxmbgE5MXM7gMDlMmL/kAFkgPzmpxl+MWmMWZxlvznJl6aMV+WluhFTMbakVYIEALlf1RALkSlk5XrXkBgLlfwEQLmSMXoalOhEWeguhERMlihF+9AMIG6hH4hFdIGPGn7iJELmhNKAUHcIGNzkiBbtwFGhGwUFlIFuUHJhFiIGhNKOUH1MWJ9LiIEsLkZhF9UFaIFZIEUTlcLkPMURQFyIHB56qIFDGicUVHznJIHPRiGIGcgGoIg2LkyTlSLmhNIaUHGsk2IF23AKLklhHpMU+IFHQHthHuIHJkXoUX9hEwsU+TlTzkBIGeIEGLl+9ASDjf0nhIEZQ6gsXKwF/hGYsU1hGCsl2LlxIFT4DeMW7eEfMVf2nHhG5IHOUH5IGTUE3MVXhEIsk3hHVIF3hGVIE0sXeUEIsn5zk7MX7hGvMlRLk6ixfhGZynhUEbMX/hE3BEqMX9IHHynyMUffbUIHAV4ewFiW6+zkCMUCqkWehiMV7kWc4W2m4nZ6LBFpCyrIGahwOH7WwFbIG4EbICrS+C6sUHIEMxDYLDg0AMqkf7lNkFN0I84VXIEqZBEhxfFjUqlbBIyoH7nyFrGsqkg55IIGfwCAdiXIHfIG9MVnhp8yY4ESAoFEoF3kClmZdlAv/5EoFtSCQoGfEj6sWwoFwqkLcDqwYLQmaH6DuxooFAQmnwUeKnw+hmgAe9F4oHgvAXVG0oFdaDqKk5b7HroUoFf8G/ynKDIwoEZ1qeSHXnAkXHMoFCQBjKkm7IcoHDincoG/xkMxAfcF9X6yLzXnhUxDNsXvNBlTm/daO+F5t6zSZEJ5iUC8SmHXjyl5uOiqs7QBDA/7t54izA9N7iE40dmTF5PSKGbEuYBTcgLp6HFDa8C1J5Tcgo0Gsp65CCuyxUinnl7l9Cuyxlsmip5JZQkEZW14aZ6nFDb/FXeB2yGSYEgIB7J5qgkb8FQV5HOAPvHD4HxSFG9hdQAMLHphFGp6s2FliYjVROp6s2FqYTMQjfsVd0C02b7nz3MGJl56rFduZGhBLsVNET+t6Cogr/g4Z4gJm9j5Nmz70DKZ4TWlHsFLag45Gip6rKCsjlromWqHCZJt8l6EQwd4Jp4VPgzDmgHLKZ5hZgv4ngOZeUIaZ6kcVCIWweSmYBcYF69h6G7f8DYjkbp6QwDwtlSQBLemf4E0AVUxasBHGZ4X9nnaKwqEccWDjaP6A8cWccU72YMlkNp5vrHLDa/+BIaFW0i3IAs7bgrBD57WoAbvnb6gN1nOZ6XQL8iGo0Gpsh0cUSPFVlIBD6qcXQ2B+uHMuaDL4KcUHvkABhFlmTek2YEHkzwcVmcX7mH8tQ/Ll0ub+igxZ4tjmyk7nmDt55STlhcGyaEekC94EMMxp5nYp5JEF19SxqHn0Aprm11jR55YaFJzHG7l7oBbLmHZE5oDTZ47iB2llrIk835wOzp3kb0G6jli25CYBMrmS8xDT6lLGgqGH2xRUKBF4mv40ljA5D+H5oaBZQA0ljq5jJNHfWCbt6mtmyMGy94/0QoTbrIEWDEVghyjTq8562AIL737ZhVY++7TsXTz7TtngIKn75kQbCZldOqwb6KLCKJAVE7HdnOj6GF4prYIqgS0DWF4H+lPfxCQD/eF+/nQrlXB5QjEJyHnV7JcCAM6FQzxDkJK5r+Bl1TQBDb6AvYGAdzzzEeF5zM7B/mwEy9SkZOEhzieBGzh7qLxdsWibp1TndkEzT701LSoHwrZDYkLCFlRCKoG2JbB9k/YUEkDixHcdDVIgLKRhoEhHA/f6/r5vV76oH9wGri4qLiTJ71PCO3m/sg5QX+l4WLgQBmC2RIqHBl7Ikh2QhGBLfElpp6/+xV4VLmAnMkY8WdyHQnDY8Xef4FmQfoDXfbtYCclm7p7SPRCnnftw9TDicVXsX9gbiRC3sWarpVyRY35eoBp4BD55M8VqvbiOErp4b+GBEFVugrN5kQCIYXPkBkaFp4oCFkYlKz4DGZ58ODOXmD8HJ6F62pn6hydCL1qsF4iezawjqCDGMov57i8y6l5zYHpYALYENGxqI4OXwVhG+o5rYHHfAbYETGFMHnbYG3YH1nFVVFBPKHYHEtYImDFvng66I3znYHSpmgMWP77V6E54xy0QxsnO8WuAyKWZBHx9NinYFvYHW8UfYF7YiHcVPMDitmP77A4T+ta8vBOJ4FayQNhtOnXEDRrG8P7efZHtFB+D6elVsrojkhI5p95z1HTDlu57p8XQ5oTAnLj5okAEDnaATeRFZ8V7kA/IUvgGuT42inJuk5iHRzEFBAN4HTdBMeBu542imJa45iEXP6QlDB2rL1G7GD81HrNEmXkv8DBJlk1HrNEwNEd8XNEHWOTa4WcprzmEhI7COSBXmKbwQTFoHJAFmEJF/VFlwQJNZFpD3Z4h6B3V5z8W+76roAekFr8XwDGeSDuelT8VC54T4jajmMWDJH7N37JH5ea5mtm+77NEgbxgvgGt37PIg8q658X78XcqkZ8Wp8VG5BGDie+l6MAt8Vq+I58CjphBQX+5DJH5apZxPE2VF5UB2oUcLiZEmyeC1DnOoUfRm+760r6DNH2oXVqGX5CbQC01GTYhZ94iIhRJRY1F7kBv9E78X/8VICWg54r8XukbmYUI14z8VoNHL/Hz8UT8XRXklvCRcHEeATaaICXkCXa57aCh7umwCXsX4ufTEgmiain5m+zEfRnM1HB2r81EV8VboXWNBfTH58Xgv41Ao0NjOzF7kCwNbiBJziBZ8X6Xn9vFtykN95J8X4NGDGjSCUA75MblrH5pcIKCVcd6ZV6UAzP8XY55PXY/An1LE+0wiCWpRa6SGyd4l8UGCWVokQ1gY8CJRYR94utHhBAN4EbSz18X0d6N8UzX7n8UoT5t8X/O7H8XOCXAYnjHDJH4o57/JFmX7GfwUuAYT5UCVMHB71EBCX7qxBCXRjmFO5BwQFn4pxpC4HS2FMHA7j5/oR3V7wVCq54JCXukZJCV64GYCVhCXZJks9FmtmuCXAcW4o5TqAJX483HeAm18nhAmeC5DDnz35+ckzxZ+tmrX45XoaCWqCUlCWjNGIDD7qyrX5H1GeC4dvgutGHYTncTBhYhqbO4EFCVnAEIBDYZ6y57gCWeC7pn6OCEtDy0V7Bhbpn5i4FAoT8/73Bj0z4zCWN35zCXz34ZCUC+azxAUCUpCUk0W9KFEd4HDlH7g+1HD8WhED1BgUCUfkDa4WHCVKd798WTCXmCWWX6cCUXCWsCWFO6N8U5+YDCWgCVFLFeX7dCWBN7w55MSxjAEa4BCCXvCX6CVtCXv8VKd7Z8V1CUPjFLcDQWnBhYYdGcn5mH5WP7YeAA+B3BQ8djsLGBlQ4i74oU8jEJkHNUaZ2RdVDsLHB4DpkHz4g4ilZkG/og5kGC7R+skgb6TFFUxA81glkHtUDIzmAszWKIND75qC7sm1kGlF7UiVuZCWsWnzG7/hiiYIswY7lYH53cVO+F9sUpFgxEHtsUZ1rggXdzZZzE5sUsubmV7BWQbvlWsz1xA2V590j/T4PMxbmDCj7AsI83xEoGBKCxqkZo5LQC0iUnjIpsWqiW0Z5AoEDEHuV68Oy2sWHKhmsWiiU3l4+sWdD6xb7p2yBiDPcXOIkv579vA//m/Mx//lSiUidhOsWqeg+oHLvBsiSOm6ObR6iVsdASAUj05dQAA966OzwAW2m7yt7x961uycIUfcV/lqVF614CYAWMihoHHuV5igLz3agkBbUKjV6ewG3tDl4CRiUtCGBNKTVnUaGCLh4AWZiV0AWjV5MeAdLbE8y7SGhiXj66YMBq4lBV6amEmJ5KCyw/gpJ6WXA+3YG3CQxmiiVYOA+iWOoAiIWiiUidgffaSfbyAWHI5OiUiBYJWAqAUWiWLFCRRCKIWiiVlRnuF4jiWLCl4ThBCDRejWAUTsUR/HxwHnrz6IWiiVqiUdLY69C/JkriW0Z4h9DriXS+F92yOXEcBx9V5SiXWQBk/5gxDptDWEE0yB7l4+eiVAUJCieiVXiXD0RqV78PE+uYjIEVEAPiVdQBKa5sklF1696IfGoLMXZ6JqV7Ol5szYVizqrkA8W5QEWeiyLTASXl4BriW5/nRoH+YCRDBSsVQSW+o5SzlknqNrbpV7+UC1iWgSV8oDpF5r0XS9HPiXVIU79anTk1kGxyLyl5YSXbiVzRTyl6VLZVcldejuRCvd582DbjJ3iUMF4uw7pQBKa46qHyiWW9L+t6niWqoAv54C4iQ0WRFC/xisF5s5kGQhNRDWAV8SVgkUg/ZQ4QPRFIcjP0DmIHdiWroFtXSMcmbOpdt7Ml4lUC8IFJcCfiWXrQjOiNiUbOCKSXmjQiBYqSUySVfDaA6kfcXliUuEGK1SOJbM8zEUV9B76GGJiU2NL3oEYSVFiXNKihwUhobZ6LwrbBiU8EEpAinp6+iXMqhaSXqSXsUKwAVSl6SSUkiXKmCgIV9B5udhrIHAAV5F5niVWiVtcA4F6osj0zb2iWOXFdF6M1SXnbxlmcSUhgFmgCGiV33meQjeOTwrY5VTWEFcSV1XZX8o63E5mgfbk6iVBCBGJ7CilAoHKiWjYHWnCecVNsUUMBsIn5oFqlFLV7HMxKsBAF7WnAnKGlsV8CACtGZQD1IUh9BdDCUdi2J4T8DViUdsVAUGMznZ4DCoH8oFLkHRgBTZnjSXrLndACEzmumhVsXWLCTSVT9q0oHxXa3kEqCjoDnHMxFEChCFsECM5K9SV7RBe67LSUDDktIEkug+8U7Tm6PwFsUZsUsYElKCrKk4oFLIFvTlAzk1kHxsUwrnTIqIoGADKXbkic779BF/hhsXeiR3X5w5E5MlEszLTSzTnEs454yfwBEPiecHhYjk4HZSWdgAXkEtnnKOG2m7QiD/Wmorl1FGxVh2sXT1kic4bTnMCpHIFGiUYyWZcBNkG7IF/SUDTkFaHasXFl7rTnIxnwrYnZ69z7dTkx97d3Bprl0UGOfytiW2z7gUEsvAuwHi4RvV4XnFZb5WCx2KEQyXr8DTF7ySULIXnSUL5l0ByeoQ/2D4UFzYqHIG7ZSkzkIBAT2E3IG8MnSUE015XL5Msx5YAXkEKyVOsUhCHILkNSLwH5KyWb2GsLnb2HwrbOnlIHi0Ni2m4GyXN1DIOFNkHPsAMLmFOGF75qyUGuGIZ7TRncSVoqxCbmFOHsIBJSUgNDtp6bVC/smyyUjZ4iYHbKHC3CPThkmmxxCdTkrMVWwAPOBOp4V2EkSW5PnmYH3WSaVQGRBGaHOFnRuEGRABekKcX/kDuSVQ4W+Z6CIEASVpyVgaEf2oll5aRApyUsp45yUWej8J416F5NBouGDg7rNHGZ6ewF4/6ZqCVyViW7D4CX16DPBJyUWeh3SDgnHzijcREeeg6j71SGFyWwBzEF5cYEpyVIBzwgkXp6zuBxvaFDDTTHIuDRyV4Byj14Jp7yt5OeiXqQ5l71yWzyW26FjRGMeHY9C4YGXojb0BIByJNkpaEu1ywGB+wFLyWP8U9yVqkX0Z7pX4dyUxDE3mGnL5dOr5qDnyWKyVWMjBGlNqFpbFF1TUxAqgjZp6+iFd3BHUK4KkIOG4YhYyX7IgpoE/RrjdhTvTNpzoaHgQUaMV8socuF93lmgCgKXHSEdcmUXYXpmn2Ee+kg864YEvbRjSWbFC0aFAKWPwAbDEyzi/yXp7HhkHUxC9JGf2Hpr5NSVyfSR4V/2Gv7h+wEvp6D2GkKWl5ZnyXaqGjUBNSVc7jcPGjSEf+D5hCROp+NqD2Em7JayWZRCABkadRpH4LMW6omf2HQKUESURsBgKUaQGLiVCKXHSG9kQcKX4MI4AWEFRzvryRDubmsmEOMnji7zMHUaH0Co7ClKsW4mDQOFl4nEBz0KVcmEPyWiKXAbG9z4MICKyWGAn1SFZ4hpWGXyVNUU6p5MYDpiDNyWsAjwV58/FKsX1yWwcWyLSgSWimrOKUMjnC3BTmDSKWp4ioME4SWAt7Z0gmwl+yWkAWvKFVyWrDLM2FernC3AxbBUAVfKG5iWRKX5iVfKGFiWgSXMAX+KFJfhLXqmnC4yGnUiRWBwSV+4UiaGtigNiVrRigAkORBQAV+MbtiXw2FRQHMAHuQi8BD+KHlKUdLZ31QqAViRBtjRjzYhILM2GmJDv/mbkC6AU8yEwom9MXXeKHSXw2EwonxwE9KXrsVsVjnwXNkBVOQzWHTKloV6jKW/xgrKHrFBPwE+HRPp6INT7iXgNS03zkiHpwgmJ6zkgRMHLWHAAXAIHXiVQfo6ik7KX3iVEKF+iW3wFfHzKMErdqcJ7bTgJSAeuGywCtha/iV6yHEMkyH569BASWDyG6fwpMXm7EHyFU3S/wGe0HTUEaL4wSKB0E/KXJnrYWKViH04SpuHgNSC1BI9k3Cax4DS9GXKW4SWS3iI+DukYwqXKMEkPHLwF4EKYTHcShVKUHKW/0GkSG0SWuMVUSVzMEIICUxYnFBUSXPuHpCD+t4bKVErnvPit6E5iKc5EkqWJvkCSWDKXa0HBZSxSVZWDiSVKljEqX/1R5qQPMHOp6qW42TCQOAPMH0BIRNIFKUO0FKHyCqVkKSaSWsMH0BIVKUFKUTcHEDDqrlJKW1iUPMEk7FxKUvtqKqUTMVrsDWSVCzm2SUiBaAoAOSU0xROSUXMU3KX8qUlUAZIHHEAJQVKSECqW8IGmqVkME6zTaiFmBwQAWsMH+N56IFhSWsMHeEDiQDaW4OiUuqV9V7uqXxSUuqWgV68IFDWmBMFupqAE7Y/xPwV6MGJvldUghqXTuFl3BaDAfcWj0Cu0FPPJ7j5kIilSULuG6AWBNI30AxeHEiGVCAyUn0IhtjRHuFZqXf+yONLwsmZqVlyDViWFqVi+F5dBo2hpqVtjQESGH14MxCs4h5YA1qUQWAh9D1qWX16Pha/HIfcW4UqdMHIqXMKVv+KGSHdqWmSX5skliGPoKgqXbSlZKWuiEgqX+IGd/4g0HWAiBL6BNL76HBiE/KU4IHRkUqiGLqXxwHxkWDyEgIFISXrqU3CavKVzqWcMGMYntTmMij7qVk3TDIHLqUgKGxiVzqWFiU5yGBQDuSVTqVfUGz8BA8BrqXj1rKJ5N0m6KFx3BZyFpyHL4xPiW9qWdMFSri5+kh3AyAVbKWXiUfcUJH6TMFrKUffZlqXPWHWiVVqWBiChKEv/l5iWWYBwaXnwVJqWFSVEj62sUBSFkYFyom9MUYaXibmNqhtKUMz62Kk+RCNKW2IEeqVlKXcwAdLYmyB7l48yHlKVdiUQ3xBSXJKFnMSWjDwymAkQZWEfqXiIGGqUZKFiQDej6TiWFKFCFGIIVzRDmcXJKFJfjtfACaXSKUlD4JiXqqWEAUxKV7fY/DJcp4BKUqIGSaUz4FEAhstFUxAZkFX/mBJJyM4MxAEaWAt43TJBiWb9lz6HnjlpSV7dQBGGU6o6zlBiVXcFfzCyrnmaULzmGAgTqEj06r9lzFDywgirkj076aU/TkFZEGiyyzkfLlYtiFQ6RgFAj7nSXXN7em4xcheQn+aU/2QA+AxBDvx6AzkD4CJvYItQEzjI7ntghPwHcaKWKWLyD9cAr5ZmkoJyFslbEsD/FwMkAj8GxeEfci/KVjWJ6hlCxCV1DNVDXFARwoRbnO+C1oB0r7+hTIoFXbkwLmIlyLMVXbkILn5JZSjHD6DrMXLW4+hFXblPzkpFgBhEOeF3zknMIULmxeHHMX9aV3hFUMDnMXN5A+LlXblMLmIXDghGXrn3MURtZ4UGzaX8j4D85qIFXbk6hHLaWfMWMeAVMXeCi/MXXLmgYDNUY+yC6UEgCGlUEz3Bpux05lwCEFUHcvCQsW38HQsVi0jhkXXaWyMXcvCcMEn7SMvERykneEJMW3aVPaUYsWXaXKUHirkpLmIXB4sXWrlWLlgPqAsXT0EksVi0grhG2bnNzncdCEOzAhGxbkSKRi7mLIFvsUtPLVznjaWMsX75Y3hHDaXcCGI6WVwHYhhTrn75ZcsXdaUBUGQ6V8sW2hQCsX75Y/hH/FwEsVablJLmL5ApLnU6URwFobb1Ez6bmBMwyUlAOxwLmQ6W1kX/FxWTBJKFJajM56M6VkQAh7leGjWoBZaXwJAWbnubEGfbKkDEFlabkPED86WwL5g6GMGCj0D10XF+h0H5xwjP4BVaXVzyVF6m6htHmIlzeMB00UC0hPEA54xdlAUuAXF6g/iJaGR5Z3gXr4EjOBZaVfyWfoGuEgbDEuAFcKVMEg8KWIlyVKTuV6v9RWbnBCjGCFFRJXyVc6Ve6XRGKWlnflBjyRu6WPwBzvqB6XyKVSl4BtGCvAdzA7CnMl4w+ipaV4kDx3kPUiqAL/FzlLhCEEQuLC/5G6VBqF+SWuigkW6dTkqH5diiLFAtlAe+k8EGqVAu9BF6XA8FhoFxEDEgktlCjQCq8UNwUqZBQoGMsBa8Wt6Q66Xq75qV6It4JaUcPCOCGp5C1P4f7oYnhXyXiiFXL7W5AiKWD6X1hbkH53yUU7oSdhF1T7BALbnLMFM5rHFAuBgfyXEiFqECQOB324ASlpMGi9jRQFWOzwOHEiG/+DtrqCLi4eFG3D/qgH6WB0Hbgpv5wn6VCiFLsHKwYX6UPMFb4XMCos5C0KVEMFCmD26XjfwYMHtEgxkGL6WXWFxJwzSEz6VpH78qVSZ6mdYe+n/6XNUb96VJaX3PivQGC6KXsBf6UGFwJQGH/R8qWsME5Ilb6VkiLS0E71TIKXakhB6VhqXO+knranSAryF76Vi7k4GVCiGb6X4GXIfw4AUh/hAwHoGXh6VwiFfyVvFyciLbbkNMEeZHAlzV7DBfmA6hjyR96XsawJMHLdjT6WrOjjdij6URdYj6WiiVD7KWjDD6UD6VJZ4gtwVan/upkdhdV6bX4A+CTYDONBdV5GJBi7nFEiOAmh0AuEAnrYniJ1Vk8Lgj0nXFDb3i3X5SiVRclLA6YxF6GUAGV8GC7yijV5aGXdrZnNTt57HDCr6ViUhDWkB56Z4DeJCPKWDghIyBJV5QkC/wFsSLpiV834jZYYSXhV4WMgpMVYjDYdExmRWPBZwEFVg5OBJV4XH6CvDzKWtV4GFynanNkD6lDWEGLVCAgGDDirsKMEjIrzKcnh3BAV6VF5pGXf+y8Tm+YCpGV/FiOMlGOr2oDuV613ATiXK4gm7H5GUsknwc6bkCUMKsF5xJyM/TYXag8z5GWquHdKVXhzYwDNGVWPgoKXUKX5oGez5TvTdGWWoG9GVDO7kKVdF58KVOeiiUnQ15mAmXaGONTdFEkl4aKU1kGqGqTF5A1KWlni9CAKW26VBPn+Obw778EHUxhuqX8UhMSnMl6I6K3wFmtzpV5SnwZyHNkC3iCZd7hwH1hZlHB/AWXGXJiL9GUhoaZV5nkhAGVSl6P9DT6XvVrEKVIcgelEpMUhoBL6WQPRzGWdhaCRQNJ4jZ5i7nowg76W64hnyVv1SD14Esj5qDeS7HGWDEjn6VAqVYcjwgXX6WImVSl6XED36WgmV8V5qFrdFEAmW/yXIsgxkH1zAzGUrp5xGlLV4nFDPyW9545XpPGUT6VyZCUmXXGVdyXR7AzSHqOo8GUgYGCRToLpzGU0F44mXIIGO6XXeLIKXh3B8KVImVGaDSX7Aw48GExZ4Brm1KUrXDop4vIDFTFDO7UkAd4GDMD44T9O5kjF0l6VCVDGXPGV9B4qmX+9D3GWz4GrGWP1TAmVD4E4KX5yLwGVxEGcmUYzjcmUPYy8mVAZQ4AXZRLwKV2ejN4H94gQmW2mVbGWGuDLGWWmVymU8uCyKWumV/oEbEBZZ6mmW6DniejisQ8qUVsDMGVVF7ubm6mXCMEhmXo8HuQh6mU9GWewGuTRJaV/CzJsmamUiGWn5CJWLSj6smr8ImMEh0cALF7nMzKUE4F4GaiVJF0mo2iiZmVSYWhEB5sxgAHFmV+sBvf58oFEqH55AowAiaXDSXsiWdkGciW9sUSZDI5Gprg6qiw/r0yWzWBqECdUlc7JeaWhaXV4z5PmAzkDmXnkkV2EIrkSl7JahNMx8ZmorlXz4D8lnMQaJ5pGA3LgaboxL6CLmmpSqEmrHKJV6o8GWpTrqn4pTCUHemD1mHYbJ4eCrmXAGHLsE55BceBcUGiRm9j455BckBUKHRiADCmLugh7l3mXjnZVHK3mX4UoJx7d7lUyX7mUmYVZtawFlG95MPQUim+iXqPmo8FC0DqCmAWXYzkewYiuEj06Ql6DkEQWV5/pQWVQ6miLmjwCnokOPA70WOaUXVRSmkBSmkkCiLkpoktgnuuDYWW8k6K3RjyVsiDA4A0/SBIaU6mo8H1cld16CDhebFcUG8oXDolTNLll6rdQEWVcNgpUGqhj3cmtPp/zmLbS7yVjIjfQntl4+hoXJkioDic6kLnKkmJR7KJ7yJF2cU8WViWWBCi2Qn3XD0WCtJ72JzR6mCWWM1TQ8E7VFvJEHRBLLk/TlfqARlBJQBeX7DmXEkpoTIySEzmWs96yxZa0BdmUTmVbdazNqMWXLvBpIDiE6YiW/kGCoHsbnwWjfKSucXHFSiwE7oB2KG26WsvBZwnLuAb4ExZ78vHiE6SiC7kWz4G0uIH2hNyALEIvoGMCSVChl6mPOHDAJxAUTyUKKUDCmL6iOJm4ihNyX5VItyUYyHO3BzgnkhwDtE/RrPmWt7BHyUTBD9yU9naDyWn2EUuE/mVbyXzSHWjCkeFMsy26EZ9CoEg1WWIKVWDDrokgW7aqFOKW1061WWBmnsWUL4DIHxiqE5djFr754XHSEQLltvy9yWjSH34WUYk8EAbyXHSF5knqBBOKVTWWg4l8VAYyRTWVu8DjWV3olOAGjSFDWXQWrswDyWFtqDcWWHAjDJliqHa4Bi1YLRH5SGdWVRonlmDzKE0KUoskEXJNxknWWOwm/E6ZPmjSFU95UWUWtwcuGzkRjwnnWXINF/2HlMAyeH6IBGaF2yDnnl7WU596VWUpjFK66bWWa8mpSERKXFVL9yUKKWpWWJswVyVNqG9KFRWXxWVSl5MKoTx4ItQ1yUo2VG8BFAV0cD8cU5ij3mW5vi42Vz9gDCl1jlzqGQQWX3YHGRicV/56gSj4SloVoDKFJijFGU5DbN+R88VPwC7WWfyg1WC8N4s2VInJs2VBsDGZ7PIRyViCWLGQEWcWqInawlV17GcUFyEi2WnVkJp7YPR0YkZJSE8WC3i4akzFhibIiYEe8A+YlzX53nYojhQ1nqAjdsGeN5hZhXcWdFBkaE/dxeYU+lC9DACtHglyYWAlCg+tjxN5LYpXcUwBA16GoQA87mKAgTrj2KWjkQpV6TVFXqH86Gk4ycD5pVKl6VyaVWUigqXZVK26G+Xwh2FpVKB2UTnituEB2W4YG2kiYxG/m64YHsgkJWbe2UIcDq6FZ8nQBBB6Sy6GlORkz6KAhZqXRaH6bgKyklaENxmZaFeAjiSnXkhQQDzaHjnbslBN9BE6GoXkZ4btSEpaE0zTmSlT8BJcCA6FNqVUWWB8Db0DRaF8FBOF5nxAXZmZaHcpnPdIFWVkuhbWUlCjjfmZaEDsUySlw8hjyUeepnzSOU6aJzxqFhvCDwmqlCfYBcp6aQIitZJChY4GN6FH7Ly55JCgiIJvJ5xpBl2U0uGjKG72XKPZTmANyWcRICWXvGq3iAYyGuNDCNEkXJmaEpuShx66MDr2XaoA/WUvVC4YE4moSAXH8o9WU5OGfYDPWU5TFf2UvsX5VImzFG4IH2QAOUAWHumF11nVmXcaGeKjsWWB+QT2V8Lys2Uv2VL6FFLli1YP2XUGHseH3WVPuk16F0eFElbH2X7GFUeEQgbf2VL2UXBQ2KU9k7pEDr2VIOU8AgENA16FwOVj2XcaACaFO3jrcV1rS8GFkwTiRBFOZ48CuYHMOW64kIuwYqEGgnsWUZfKfWUz4Z+uAwXLzVByCFz6G4oAo/EvagjAmiOVLNiQXJckDl6GqsyUYng6Dd2WMaEEzhjimoSCbpk7swLEKQXKx+zr2XriJ1r4jAUY2U6sGP4TmgaC0AGOXX0ERAD5ObH2Wk0EBBhlyUUOVt2XS6XfgFkU7LWVWOV32XLTYoOUc6WUOWDU5awWw9DfnHv2VKcxoOVabkmOU/2VylABOWfYDxE4P8n+bnH2VElbMeGiSjgOXhOWQ6VQOXNwmyXCf2XeOUxOis2UEjTUeHkOVJChuOUpOWEeEKOXPsHggUL+BCOVXl48sFZ8hCOWBOXkCFV2UYggEOU0rkvL4taiWOXobnhsmDsUJOU6eFCYDLBHdXJOOXobm1OWshgFWU2rCD2UZ4Z5Ll78Gj2U0/RJOVjyVxfAYyRROVSeE0uFhOVUeGXrmROUFS4EcG0kBZED3WXBOVXbkYOWeOW5OVJeHcTRpOVeOVFaX3jiuOUjWWxeE6il5OUJOW8+EYoBFOY4OWleFnOUZ4blOWleFHOWvNCHeBrWWHOVtOVMgl9AUZfhceEZ4ZreGTaUO8DmgZSMQSMFxhBt2UW2WNOV/rkoNR62XHWWzOVLOUgYnmCGunnVWUvVi7rnrNGAuUXWW7LkeOUW2VQuXfHEA2VgBApvF4rmYuUkJ6UOUrrl+Z44uVbWUNOU2OX2IDpEBECGVOUveiLWWr0FRclVOWUuU5OVoOUlCiReCdME88rmgZP2XsiHpOjbOWfOUpOXoaw/OU3WVabnNOUIuX8OXg3AguUW2VguWQ6XFOVIYlGOUhOXjOU8HbmCE+OVjwl2uqCuXEvR9OU+lCyuXhZDouXsgkO8DS6XYuUeF64uVauV72WsuUO0HWOVn2UPOVZiFPbHGOXVOWiOWknHDOXfJKmOVWdRBihj2V9IB/IWMaGsd59onZqCTnDr2WI9GDsWD1EjJ7sn4hFSQXKYByX2U9YT36iyCi4CjcaGCtjQOaZ/TsiCEOVXOUG/SzWWWuVCOUIIDBaXKOUZTmKAjZ4B4N53cGXRGTVF14Az55qeSDb5lt4IsHQaHNqmiynckiPGktsxi0SmwnmOVi6X1IX6ikDhkSMGUFBncmA/Rs2xkMHhyxtOV4mgFuWQ6Xk+A/WWhYx1uVVti+OXemD14CGuWuvQwuVTnw9uXKoUeYkjuVi6U5wn82UTuVablTuUSuVoTQ9uUU+jsWX9uULihmrkP2WNuWVuW5CGtuW6p4HzGAkD0uVM/TB4XW0HYYnX0Bjqmr0HotmUbIWuXTrm1OWB0i2uXy1yLloXOWQCE30BZWXuTRkMHJMJn2W+UityXgFJTYmmwlssHkrm92WtAk9OVzShduWyr6GeESejjuUaAlOzmd5IUr7tFgLNlwuV9uVnxCjOXQuVUWWRBCTOWMuHjuWAOXi+DAOWz+AYeWLOXgOUoeW3rlrOXawn+OVXblAiT/ol7YCB0HXji8qikeXWeEIeWUYkfuXsiGsoT3uVLOWXOVtOU3uWQKFX6DIHzBwmkOW3OVytn4il7dTKcGy2gmemonzTEAOeGJniM2WEuUkeXruXjKi0OWTaWf0Cvp6lFjG4B/rkX2V8eXN2VeeEFNQsJ5SbKPcg0eVo56UYmfRJmeEEOXRwmouWj2XTYmqeWbrnIuXSeWouXEuHizahFiYuWdOUahDTYlWeV4uW92XdpKvOVvuVUWW6SDw2VHaVIyCg2XT2A/EA1OXjnZseWjLnnuUryiXuXT0HBeWDlhUKF7uWceXjKiIBA/iGnnjieWdMFF8jvOWulrAbEM0HM8AsHZvEA48X75ZLuVRom0ajA1GQ6UnjEaeWHFAwyWzuU4OWGeWpeWQ6XKoXueWg3Y9uXEMBFuFybJreABOXmeUpeUM8X46W4uWc/QTygZWn46WU9ksHavICylHE6XLmDMSluNDS0GqWCazGM2UVeVAaFakndYkaiiteW4Yzgny1a4coCjKGgyl3d5TyglAHNmFGQmnm4/Thj2EPOoN4HCeVOKmTEreAibeUieUJGEj6Be2W7IiKmkJGF+pIntZSCBg6Gs/DNwm+eUDaGGXCq1ExeXo9QKbkRAj8ta1a4t952yXdPD+KkpljnoncaFx1mXt6RWov4zUGE+2X8/QkhCEOXTWV1jmm2WcOjXAj9QWaaGOMAuKTm3S5wJveW1VlRomJdr4smxOFqMCXV6kaAfJlz6FpEHXAhlSGJOG/RizEnyBkuGUGaW6IA/s665BBJ4I+WWMAlo5uCCEOXGggA+6jv4qKUdZDBGUFCnS2WD6En3mqokhAC8Z4kFhMQCd4lIay1aGjJxidm8eB82W7aFakBDV4+57FaFWdjcfGjqz0lGE8X1NgZqmhgi/GUKpBeJ4l/rU2V8blMQDJIk6WVEqHy/wbQBZknn+ms6Fh2WzEm6+X86EqgD+2WQlBGaFB2WQ7Jm+XG+UW+XK+V5V4+p5RNHldmt8UaIBW2Wrig5qlGMAaZ4a2Wkp7EeA+54QcUa2VxCnpQg40HK2W0qli+UpGVyZ6RQWiSqL0LKZ4T7mTmVX7AFyF0cXi2Uabqjv6E8WLiKnmWoz6BGWj9irsL0+Uq2WGl7S+WHmUZmUrp6c2Xee6jVHd0FFtgM2U+onW2WL57U2We3S5wIFyVNOzk2U42WjKFk2V3YmgMC5Z5Y2VQ4k6v6RcGdWRrdijqyyj4z4GS4hvODUzbJDDQ+G5Z6mHSoMzdMROJ4vIDTVge8l6QCGWVBvwMj6jqyysSZqFqFq9LlT+WIP6a6US/SW+VLsBwmXPkAh2ESXS4YGonnh2VH+W+Z6vwmm+Wp0mcEG3X5T+U+2U8cXt/6RkkTrjZp57jRrcnLEnbzE6N5SmEhIlq2VLl4n3mHElWPDKZ6l1AOj4U0xZeWE/DA6EPDBssFvJ44kXT+6SMqqfFZiJ47hxalqgkaGXKaUIcD1qwGuFIaH8kiZ4zn0C6qU3iI2bbg0A8AVEAiP1gFUmSpAMLD86GCz5RUm8Ox+eX2+XkamYUn8GCQBX/xCQ/QetBAOFHaEw5FCcmQSHa6H8oVgkCYUnywHnaFZEBLcnpCDEV6SxpDj7OtBtbhp2VS74acl6PgajELOFVaHnKxbWFW6HwImlOV68Uw6GxKXJALa+Vu6ElaWS8lsSx57kj2Xe+XQkZM2Vx6EB+VCXrs2X6BU40GGBU82Vz6EwBCm14mLB89IqaGx+Vz8mi2U2BUp+VXXyS2WiOXS2Wmuh+YU6OXR+VS8nk+WMaGFSw0UnCQgjmHMJ5xCn45ZZblL1DPdhxIlkxj6OHMJ6cD6g3Tv+XSGG8l4qakY+RGmVrGGe+VT+VO2WLGEO2VgdBpBV6GG50wlV5GmxJBXEbgo+UJkl3+XSGEH+XTkm1sgnGEH+UsInlBW4OGvwmzqnVBWsmEX+V28klWUVqEQ+VFBWJ2VNqEBQAVFmZBXu2XRqE1WAD8kRBWf2ETrjRBX+BU0KXeMlJe5+YWtSEsNBABVRyCPOFohRxIlZoBJuWl2GyxizElPtywBX3ShP+W6BXt/5lWFg+UPjxYiFIaFJPxu+4C+UgyGM0HVcn0wWMqExIwSzlInpJ+HZ2F8KGYUmN9maWFIQQoInlkKjsmKSgSQFWUn9ICTJ4zyCbgG0cmgfSqyYgyb9YgbUCy9r1YplcXrTkiBDlkmLwhkyU9TkbxYxdkIrnnjmWBW8fQLCHUyUpokM+CqiighXxv6DAXI0rMyXi0h/SlzmjsyXhYg/xGDAV3/I8yX6l6jsV0FkCyUic5CyU9AWqAhiyW8vDMTmcDil2nHkF6qGAL6JiVx94fkEEWVntiJ4GMhWiwg/2DJt7g5DchULijrkFcCAQuVjIiJKGsWV2R7C8rggWXkG+OWk9bPkF+aH1NC88jn6mvzkXeBKcVQWW0uWyhUWdEaeWzKD9znLxDtIU9nbyWXzHzKRA/mX6hULqDpsF6hWZXGMLmLQDBsgj07j5COCHexCMKHmgAYSUELlMNLMhWqdCJrkkUGg4mKgKBrnVCDhimRjQ6YE62Qk/FbwkQSVYUEsHi+OV1HCsqWPkKVwAD8nvqJiWUzwhiin1YqjqqNmXlTnNmXiBgtxjSmTEAl+6HFZmf8m6oj3mh3eHLZmdPGBzTjZnjjkYRg0lrFZkBcmY6pmOnQomN8HpZY6ABmjmc3FaIWFj4KX6Rwk65IyeFiRAfoEU9mz7m2D6iQq43HPEnGD4qQCNAnYjLtETLR4WLjwekiLwzjlb8CY0Gzpka8kI9kw1miIkS+BBCH4EV33lIJbTDHDt4X3Gj5gRQArhVvwm72xuHFX7ChqWGdlbhUrt4hGF8Ckz6Duh6i5qldkz6BMql7TGOcnRDCUbm77ESikxpmUayhT7jhXNpmbJnNj7voBFXGUFDDrm2D4nHHG4UmZF2BqrSATdl/DkJcaf/7NdkCdnIj4niDSQHXhVRRlS2Ey1HBXEQPFLE7KlCnXFQmDAyRtub+X4qIkB15yD4IkmpCm85mHd59PHlXGIbGsLZqYQsUDBXFVqLdcYhADWjm2cmUMWWjkZcBkmnwQx/mRQc70XDjbELLjohYyeWFJnW6HjtlT3HqDCjGCLcZoHGXgn99AK0nn9o8RVtgk5+Cci64HFSpnb1KFHZvKJP1GuvCo0AktktYSg7HDbSaRlyRXdUkG0gdZ4GuawmAHV65mlhD6zy5a8QkoG8unMAWnOYD0hut71lhpd79HCbZ4h0kQtkQfHMundyVRxT+GHEDkptk17YLghxFmLb5vJGvQlGIBF0nR+C/Hng3DJBmwVnUYDc8aPoK29H1FkChSNjbCN72BrvTgfd4tXBe0XXeJpVkvJDVDgjgEy6U4c4gXlrmmXEB167+Lg9FnJRU4c5BPmDDnUGkN9mVQGMSkwoASFH9vB5jR5RUt9jGjYNIjNGlBgmhdmf5IQNiBAndogXDbp7CGPklulu4iYnadVGJjlJQG597FZCiyGBAmnVmt1QNdxljnzzTfoEccYKTjNGl62ADRVJajYDg9Fk2YB6dkA3l65n/Igu2VN2Z6OnDRXNeTLDYXdgByl8HBa0BNlLiynpGmUKUNUjV3FbRXLBGqbFXMlVuIYqAiTZmMSXmllMGCRlJlgI6BwulE0CE970Cad2ad2GhjnEhzpGm3/QO9401DWoDfmk9MBXd4lMC8bnrAkreFW2a/rm/RWtolR3jTDEdXEhoA9lKeL5TkW/RVwbkq2bjwT8JlkKDoDmheBvuDBck2pAfTmIxXlUxZqlhyjpjkLMnB8mG+FBCGfRAauQDcnXzCEdkhyX574PfJrrljca/X5kxXQimH9luBrZqC5IUUxW0xX9IpInI0xWsikwbltRAXrmgFn9OksdkExXKpmQrnsah46URWDLrkwxVthVH8nRcHAxWfrk/5lixWz8C6UlH8kMWE5xaMnifJmsWE5xav/BAgkonFFTlJRDWQDrwl8uioxXNlhHIBcQk1Rith61aDD3EZcUd66JkKkxVfGHrhV2TnP8m12GPjbRCm13H0xVWxXGck0Fk5xZZInytR4xVrEIR15rbFThWth47UJbXFa7wvjZThWZ3FGxWmxW0/AZdl/HCqDY0FkScnvdl18I/RX7bHBxULmI1RgbQn+xXdcaexBJHnlQnexXLtj75FbXHSFnwRWgRX2xWIblS2E2dnC8qWxXW2EJckmxVtuZ5xXApldslYNQCdkrJnECjuh775EIpkQPENxWUazbgnWBA8Rn09BYHnG+SqRWs2apxVyiknwIIxWGhDQ4FH8mgRUJxWcbmyQlIRlFUFOyXCpmTxV3lBVJklqjdcZEsAp3myQkb5ngxUG7Tr/6zmA1xH69bFaBcikIkX69YgdhyikS+FDwXOOmCDllVDLhVl9bKFlYtolxXKhRlxWFJC7Z7isg3OEhJnXzD69ZMbljXGG+GAcWWpSaqm4xUfxUszTbgnL1AdxX0ihBon0SDfKRM2Z5hAdXGDj6tdkG4hwxWfRVJ94xlq1oGyq5/RVdIgAxXBQGyblfRXd2TTxV5XLVgnPsYahBE1m9pFW9HIhCZcB3OnYGAhxXrWamvHEJXPsajhIVvHkJVl9ajhL3lmfgyoyEoXx8uFXOngqULmLCyGmvHEs5Odn8EBbZ6AMmoMCVDk4Mg1hV2vGQuFrxVjs5eGlRJQPcqe2R3OnAyScJVYOAS5jqvFSJWmxUyJUb0lNLxBwms2a57nOvHKJWUtkOtHp4Vq4bVNmGhDCyH/VntERPHJ6JVMkmeqhiimMJUf+FPeRCIWrHBMJX4MmBVQUJVj0DsAmK3Y4RVXxDe/GWJWAcVlFH7VmGJWtdlUYBc1nqRXeJW/YTH6nJDC4mCSBh+hCEWn95ov6rblh3OnuxFrxWRCB3Ok6YAGSVFNTCL52vFmVRrxVZjKlybE2Lb9kCRXc4X+GmiSFLsYOP50JXmOWLcbU/Q5JUQtlhuxn1mUVEsOWPs54VEfRUYxkZ1JOKkSfQqQCZjZ5xEtgGDVCIckrJBVJD9UUgz4qtkENimvGVMHxtk4KyQPGAMk9MBd15hGj5elDJUzykccY9z4hGkDkSTJXaiAGGkENBtd4fVDwJAhGm0Qk9RWdECYIH6VLgkkrJDX/hv0kfcg4lmdPh5xGfslA4w9RV+oDB+EQPBi9kccbt3JeGn4ak9RURH73slhti3JWarH3sn/MC3JXytz3snZ2aNjbG8FhViAam3JVUWnhsXQOadPg8zmLVneQAvhkAoo7ulz6hMtkgNB1amb6j3xW7ZQkAl5Ax4xWb8iPxXGAnOxWPs4xUl+ZDUKSQ/TtvBwgGk6KwpXzd4mgG4pU9RW1xUD6k8dkusQdZ4kpXCXmInaUbkCSmtxXGjbNxU0pU9xXGwIwH7falMbn92bDxVy1ajxUN1T0izqJUEOFV2aYpXsAk4OFdsYgxXySn3TnInaM5Q8pWZaDsbmR9SecV5amspXSuZzhXVgGH14XDZCWVy1bmoB4pWTtECSkAAWnDYDJ6eLhiBHt3KQBgkKDQpURWbUxlOdDEBHARkBWY2BkH0YYIRkTZfwA3v7/2g3cEGpVI14HRnPT59DlNygMfFebQGDl0sTgakHyWzPjmSJDSmUjnmpUdslmUJZdm39m6pV5+FvMCsjnoayDjkPKilM7YBpERm4G5zhFiRmLRA+zDFOm8cHjtn8cER+GpnS1jm9Fxd+E9OoApWJFCF+DCanUoWp9nmshTxkovTYRnQGimzgHRm1VmcD4sxX/BmhdmGij7UGppW4n7xjlhWCq/GUEn2PGHTH3fFk2zZpU5QAs0HhpWMKHaukMmFQAxYMGoeYXyhI/EqmWhNT+GEIymTpVHMimCFDSkeKU+RAYURBpURpUg9ngPk+/FF96c9n8pU9cm/hV+4ixxW+bzSNDqcwY+ErJnk2SdLGuGK6imGayeD54sACxVA/IKdnLtijghNcmqjzbhUSNikxWdajkxVa9pZIlvpXQilwGKMxVgcFLD531SAimopWJnZu8lzhVLE6/oCvpV1T7PpUPpVbXFQxAzjnXpWSJ5jJDxxVqk6gZUuClHpWRxXWQnvdmu2z7pWIZUR17i9mJxWRcm+xUFPZwRV35lcxUjxxiJDlXEDRoyaHTjDIpUgAZ/pVTtgrqGZgl/oAlxURYRlxV8CBuHHh4E7LkMikGxVkZXEpVlJk8dnzjDkpV8ZWUpUCZWZDBtgm0pUjxzb6BdxWH6CMpU+2LMpXkgm1xV4ZWNqHyZWfhU/3D4ZXtcm7pVn2oYJUG1LX2VYZVaZX5gjXdk0ImJFFsLTFtlXPr0kGY1nRLGQG6ewDK2nUBQCWW+dRejn+UCU+VxHGg7HhBF9fj157OZWuSnbHF8IgTcnTCDdKlZInsxIBbHWkUxXEu57McE7BD66H1/4WZXsvERpX1/7oJF6vHmRChBkNMBNjk1GK0QESYIcIaDyUcyYKnA8N6FlH14AdNmKcll0HH1EiRCZ3Ef4nL1F4di2Hk6zIq+l5goHQk4WCntisOljcITAHepHOv6WjAN6BBuHqpEgxFnvmFxTLxXyrr4/DQyTb2iuqE6RGwx62DHnOSekDYFkBhDhD7IPlsGFF6hUSgMD6iQGZOQiohACWtD7qiiLYV3Tkaz6BD6bGT/t5TxTQpGmD6rHDSSnMM6fiB5CU0xYdOCjUCcc63QCGRHujDFzkZrknZUmyHaM4tHAy4nnlxhiXqGBxrkWv41vAm1kJZFyEnRkUvZWBElvZUisEl9afJHsOCZMDMMHgnlctnWGBdsGLtQX7G48w41D45aEiWstn79B9XFeEDnF5oXFTqDayE+PIW5CEf4ZHGJqGWiRR/65EizIDCLliTFtnG3d775k4aAUnG/NixqFNUEUnG1aDsLmSym85G6cjOIUjZXS5GydlAGgz2XPNmKd5VqGjskiWEB4Df0FepLSbEikBqAVM6AE5XpFFqeEIMFEEQpJGuIng0n+YzaCmY5ES0D4JWw5Vf4HpZH/XSl+EQ5Uav6+MDucV4OlANlNsgxZHXVHVZHkKFRCxdK7v5FfsE4sHSEXkjKl+GqMBY5Uc5Fu9g6R4zN7nnFu9Ap1mOEj8xkQnGr2C5iH8mBfHGMICjwDAia1ihC5X6eEWeHurSqBkCuZ515NZnX+l7HEgfG+5VREWM5VPSHdE5uNms5Vv97hcFh5UWuxND5wmxpRHR5VTWFh5XwkAHt5BcFB5UgpG3d6ZeFDqifxE1IzN1lBuXvv6o5WDIUO5WwtndF7lpkZt6nJElFIEllG5UB5mstm4TFRWFWRA/ZW4THZcUr0lZ5UT/7vZXtf7u1iX3bZ3JyEl1pwd5ULDSvZUt5UnfDcD42f6fZXbSA29j15XWGBk2HyUA9gXZ8y/YRAHa3yKg5VJ8iGx4Iz72xEz9Aw5Xac4PCkgpEI5UU1DLKxMHqstmb5XBmH9D5oXFDPC3MEoTjtESdnEDDlfWE5knx5VV6HRl7cqykH7X5W05Vk5Wd6FNuHrZHk2SZZnGknB5XaDkxyBTuGU5U+5UX5Vlv6OShB56M2GFcDD5GSyT75X09gm5X09g28xF6GEf4G5Xr1lL5XkFGQ+hG6GT5UKFFjGF2dBoUne5GoFWD5UwFVK8oIcG9yD65Vi0yl+EhcjPBleECm5V1Ta3YAW5U4oAJ1nsjQ25WDoh25XSlgkICO5XdV5euGLqAvn4xpqAFXYlhWoBe5VLmHc5WclSfxFc5UEpHTMip5Vf7EHn6607qN7h5VpzYLcoP5XLkCiFVx5VU5VjlyJmoo5XTCLIKVsJB/uFLnHp5XAmHwqGH5XkKjyFU0T51VlyEDk2Qdx6gVCaiWTKxd1BkFX4cVEtkL5Vw/DZwBA+mO1j0CF4FXiQCA5VREXwJEHt5ctmLmG95WBEnd5XJ2HXfRUvHT9Id5XtdB95X+zlVdABFWLmG+IBPSGOFV/ZV3HKRNASv62FW3Z4hkqvRE4iEElkv8BGkBTnHQ5WyiH0SDr5VEXGb5X85HE0WKFV75UWLpTbJaFVY5W1Jm+VC45Xn5Xq85xkm35XuiGFsmCbHx5Vd2HH7Hx5WudTaMnCFUB4AgnJNFWmHGLJkq85yKE/5WeJQq84VFUAFU+eGNCAlFXDZGr2CudTE0Xi5WkFUSdaUvHYFWy5Xbx7/WwK5U4FXR8G0/Aa5UP2EfDLoFXv5HkKH+FXa5UrppK5VQzD4FUzFVNOHz0CCFES5X854yEhxF4QFUJ1mnFU0FXC5WL8E/b7GFXBDC+d69Tld4QlnHsFUmLnPTj+5Xc5Vhlx8FWzAICFWfFUKD7iFWlIVnxGA3IR5WMEyyFV05X/TSuCGk5WRxkESmKFV45UiVms8V/FVJ5U7GXXgQPiG9nHaFUQzQpEB55WFHKI5W3FV/Ykr5WyiGXFXxFXl5U41A98BtH78tkz5XqHZ7tHhFWgqG7FUfGVtmGNlnDpFgolMSCzeHdmVUvFb2SXRGZEDoMErJl90ABJ7PixO2nGETCeicBifZktJkUz68jm1sDgEBZclvxliRmpsQl2HGEQt8Z1ICBrmylVm9YbEFKxH0i5HNxIAUNUQ5FFtnGuoCVDn3uC9nHhgnwOapFGLf40PZcDAjwUgpF+2ZPubdEWzjBgynCFIfoXtsChhH+FGbnH2jYBFH0i61sjIykNUSgXEwxkMXHG7G1iF/d6onGrnGQuFujZnf6CxFhkAkyltNnQnE87EjiL4tm6FHgnFp8x3nGWfCswJctkRihc94VVDPnl0lpHzEaFFOKkqaSBFnD6CvqxTnHUoAFd6aenkJlEXFMIVd2bhfhQf5R3DJWHpJRalVnuBc9ZalUiHh4R7TLmmxFTzBoN6IU5QjI/ZWC4S497JyAM/EFth+8jYLYf3lD5Xcv6VDnpgx00WY5U3NlydyYlVZFWg5bF5VF5WmFXEnoGFXz5VvFBQRCG1RV5XT5Ub96BsCbKVklURFV11wuFVwXHFdnyHDBFUQtlv2Bd4XV5Xj5UcJljqRT5UxFWvMieJQLlUEln7bKQ5UmFUw5VXdwZFW75UGFUGnZu9i5FXk2Tq0am5WolVFFWy/IE9KlFVHxm6xEcHGydlmIU35W1FWgVVSFUx5UnwEv5VM5UQVUf5WlbnFpXdFXc5Wz8CX5Xu5VnlUjZJu5WgFVvlXgFVO5ETFUD/jS5VnZH7FWjOjEUBFlU65VK5Ua8CvRGq5V8IXq5VfZE4FH7lVbFWK5UocXrlXvv6wFW6+GjeHnFWUtltXSeoWW5WoNnzlUT5F0FVXZbTlXrZFO5XwcX95SsFX9FWhdnjlWU5UqUh0J5KUDgl7D5HqUlRlUClTr5GN7mgd58nxIhGqyScPRu94sDk4HGgGCBRlAbyc7kxpot3i1lUc5GEn5G66h/6wbCtiGIU6BUUPZGJKGfb45lUVD4y5WpSnWVW7/FfZH7/EG97BWFuVUxSkZlXYFUGf4Ed7YDg+v46Sg1RnRlXGFEW7KmFHWghPekHZEw0lWFERVU2FEsAn2FE//EPZG2FGSVXRLAYykHZFzkGp9mulWgAl+FHhWYEnHZFEXwXD5EZFGyVWeoQ4HECQm2+bjn4cHHmlVagKWlXxFFkyGYXFE2jhFEuyDDEWH2xBFGalX5VVZFFeFHsRlBnGOFHuFFqlVKxE654DFVm0HXDCOFFUTGdlLz9iCFHRVWmcUSCm45HRVUERmlMnQ5EZnEH+Q3EASv5BVUb96fknmwmK4TeVVyiI3nHBMCeZnmIq5QUHZF2VUXDbbt5A+mulX3InCIrK5lO5E0wmDDYF+m6xa88h3NkwuZPNkv5WVSlfNnnqzS5EselWcVPZCv7FNSmdlLfNnapSAtlvNlznEgtlDMGiYUgtn3VUgpEllUwtlEtmRWEs7a7nGg5UohCw1Vy5nV5VsylxRTXnGKFXsiCLSn7VU3nEGpKyVXrVUMpEGpL4tnrVXu7GlWB2WGoZj3s7bJEBlWZ9ksOA87ESsA3NlR3CfRER1hHRn01W+FGqlXTsRIAWKlVdVV0AlP5n7RUFExk0W+bxXOB+RUzUBbVn81UiDSnDYtjmGqm6cHtwjoZVP5nRxUTWXTxWKZ64ZWX2ZqZX5XGEZVI8Y0dC6il4LH3xWB2EUZVsAJ4xV88A0ZVAXpAZWU/hlxVNIDXxUMmCZgmF0l6G6DZlJPF7qRiJ6dUi8ZXTXGkpXa1XB8n9VRiRna1Xbgm+ag8RmxmhAJUa3AocWxmhyinkFWhdkXDBJqmq5pSpXB1UIZVwRlNlLbpW9XFIRll4DCpUDXGcpW86UixUDXH7sFrJX9OlJJkFvnGja+xUZ1XdVmqWAzOB5qnOQC9xHxtznEGuvC8hFZ1XLmByinydBUxZvxmZgkDynBVSRWArJl11Vh0FfJ5DJknWDm9l1Fnkgm2yVfNkhGFtglghmqRmjeBh2FThK4UpfNnxBBZclTYCquC/VXxBAtJm15AKZ4ZIAoOaxREeNrcJAGMD1GA+v4wmCcuD6M5a9mo/Cl3QCfHqCDYIHBRFgL5YsDEzmSCFb1VD2HucV0zl6CFJRH3vHprlWUhgKmfWDp0Hn1W31X1yVdOaRVwxRHWaJZEAXUEv1WOl663TL4zszmv1VSHF5/rn1WdX5wRH1vF9yGRVzOokeKl1SCAL50zkciBwqkqylXZUkznFsU0oEozn4zkUKk5b4RyFYzkA15ZsUBJ4Czm6QBgKnw+iL5nwzkEIV2KmQqAkdCQzk0kSkoELcDaYggzmbmUeKmARIr+FcKBZQB+AFgoHHTlfTmuD7+sWPQn3ZXYdRfIGeCCj+H0DA3ARbkWk3AdaEeyQ86DUql694nHZzUpLkmt6IST5/MDWqKXIEbAGUgknTnZ4Bcqn9dEgBFdXl4l6LMIQrFbTlGsWijDNrlNOQysWasWnSEr4BwBks4V6JHCMASGBLhkiMUBzkFLnIhGBFXZLnWNWysU1vJEIFyMUs6UoE7qyGRzkIslJLl3BFsUFNIGMCDJyFmECJF7fhF1UEJzmfznIhFfBHPzmtUHFwEdUHWsi5zmhNUWMVu+BlwH2MWeUHqhHbyaVIFEhGAIHY17nhEZ2VZaRIhGZNWQp7ZNUMDlpIEtznyhH+MW1Ql4hHHOHKwEhMXPUHLMXhMVXVk10pRMXoUUxMUXHZxMWIsUpXkchHC/HJMWcwachE3aVtNVdhFnwGdzlHCB5MX8hHbzn1NWcUUlMUoojVNXlMWGhHHznlNV3MWFhEdvIXzlXMVKhGJuReMXRhGtMXJNXBslPznxNXdMW4LnPBEhNXi/wnZ4xzkITl1aURzn25jYxnWhHr5C2hEEIEbBEW6USlnzMWTqFkhFLMUHNXJLmMIHbbRehGPkGDxnFNXhLmBhHhhEMEHBLlHMVULnkLl3hFKrhIUHuLmWyWEalTaWgtWyIGghFFhGPMWzNXZrm4UEraVwtXnJEk5WTNWShFxYS0UGvwFgZ7f0Gs8XBfFmIHsUEA6WcUVyLljhE/aVpMVKLl6LlQsUPaXqLnosWTIFaLkosXvaVyUHosXJUHsUGthEThF/aUNhFnaV9VlA6VfiGHaWctVNtQYPYpIHksXOLkcLnOMU1IH0LlnhFNwH2MGnhGosk3hGAtUVIEEAWbk7M7B46WRNXf0FOLm8sUpIHRLlKMXJwFxLm24xWLk9IGWIHuhHARGDIGgRH3NUGCAQRH5LlzIGqsVWNUWtWWNUOGBezn2MURQBG+EzjREiEa4gOtUidYe2yvMkmAn0CESxTWelSmVH6EWLq+n4PBE1M4xpFcKAmv7agGo0BliFwHJMgFV9nrRX4YKCRWuBEzN6VcUIFrrpW21mS374YLp6LF/HW5Ut5nWJBEymlxRqGkT0DCL5mpVsRVW1Qlqn3NEvQZSnySqmORX6ZYfjmebGV+ntQYgwFHhXhtVas412EvAnOChrznemDQp7BXEyRWbXDttVIdn2CqqVC83ZoHF8CmG6EXUElxD5kSHwmlBBNtXbD4xXHLqpttXhxXjtX5oC6NVZIlKhzdQk7xStZHyIlFtWNWy0QHEmh4cG+3ag7ENmiXTHrxR7tXJ+BkcGbtX1okFirUhGjtV4zFT6CkegjtXNtUFokhfCQJH1XZosCkNG1Un5kTI3ZLmju3EVcTns6nRXFUnWhGsWKScFook8RXLXDLZRGekYtpyhGfWDsQBNIk3tWVXZgxV1NnntX/BEgqXGBnHtW/UEmGX1om3xAHtUgGAj/6mpVNjmYdXiClBwQRyH5yRApUa9QA1Ab3ZyH4B3HkyDFznluhgF691WNF4vMqV/Ew4XtQZ/SEe5kN5mdRYKJiAoDMqGsdWESwsdUHty5CmqMDC7bYAnUwkt5mQWSd5nL+meyGZhi95mEkCbTnpm4V5mONX8dlidVDwF4QFr7H6WFlvBelWzpmPL4+RFVnG43FlRlM0Hv/Ep5ktSH6SFL0DcgkQzAE+HL8BJ/Hx5l0z6VvIGQGNwlj4D/BEcqI8clB5mVvKH/Ea3FKjQ36hInHOdXkKmudWOVUAIm1oCU6G+XivbFHNCemA36jCemsLaQYhN9lidXuuCt/FkGgiClb+EuekPYWAwDjSFXBF6+Cm5mv3YSekG5kW0EeMAftkE6qFWBT/ESem6BHEQHFwLhKGhdXrYXu4SudWvbEhhAaDT3zkb/Hy5nS5lpNVudXtImZDCeZluqCeVWi5mwwWOdXPnkc5lyfGmdXfOkddVEhGXiAX3HnJWAeiWSHP/H05mIcBJSFqCmftVPZBhyC+SF+lUzZgmF4dSEbOBpVXXtVesFQCDXVVQdU1vJDwEekUg8oYvKl4FNImIjAXpCwsqQUD1onqkl/rFi7EioncinYyEw2BFXHuD7N6ETaFYf4DenU0CuNV1YAsJADelg0QHSFb/DUekmsBDWFvdVsfEhby6wij7HySFxVn/ZnM/T6hEtlzPlXfATfuVzlzvlVZemfRXrdXflURomXMmkyGfZTDPHPIiDH6WRFiqm4TkFrneEw2IkY9VQNXeEw/InJcBND4GWiwpE4MgWkn6SE/v4k9XaDlE9WCbGVfJ2RE5klJigM9EjOb/lXGv7XVGw9U4VUPHra4g8SGg9WAYl27iDhXH+FB56Jv5lyAW0FL2ZeUnrnGmmCKd7ZREAQGVQaP5UC9UgJUNqEDDk5v6/QCl+G/vIiNkf4j856nQhnFUG4lLd51tV8VUPHqM7iLRHZwLGFVPKUIcHXFzqlX09UDFX+UFcFU09XZZ6/YTR4lvOBlhHmbiu0nq4nOIBbJlH0FQYnO9VAUZ/z6Gom3dnj7r9/5qPjuiGe9Vgom+uD0CHtWSO9XpZk8THrKE29Xw9V6IjH5b++DrgFHUKI5XxwKaiVQrkw5Xq9U25WfdVqbHuhGklWrokPdVYaFPbjfXEu7Ka7ZL6DMums9kXyHzMCIcCnUnptAEqFltiWNk/AyxGE+WVMcUzZiV5mF+Al1X07CMdW1iU85nusF0dVc1WzdUFoCRaFMAmTUlTdUNWgohBNIkM5lN7rSXEj9V3CBF7pJlWnUkN5GLs7V6hGRV66R85lJ5kHUlhZFruER5lQN7fLiWBnC5kHVUYUA1dX0ZZI1W79UVdXKqBNiEq5kldXjka5dXwGjHYVN9WO5mpdU7ykzYy8gmiZl3lkzLlIAFAIi/NlgmCCwnW5mxUEP9X5tnX9Vgtl59mX9XsIk+dUADW3XFKjTf0FGKEY3Ge5n79VV5WghDH8DB5kwSj2dUYKnb9UvAnGdX29V5iEy3HR5mJ5nfHE3HnNgz6dVT9Xk1V6dVZ5khgE55nqdW/PbD9UM7G55kVpH99UydVd9Xs1X6w604gm9XegkhsKGLk9oCBPHRKQEvYowDaalnAn8cEC5X6RWFbGhwE4rmM8GFbHjMAviE45HiFnHQDYtU45FSgld0mq2G6qDzmDBbHIdWMUG+9W6VJo0CggwuIEvTBNjlLaBqDWbbhe5k4tWzsnM8DLhFkdUjAHBJCzOGOuBisl9kBy+XrCCc1jsgEPrE4oUta5j0BhIFWkkFd4EAhJdEjAFACXObm3iCrQBGDUj+VnZZ0tiuhGFKgjJWwbAZ1louDkPk+1yE9i36nTVgMxlrsCnAmWBEcQX98zvMFkBF++kq9lRAxhKlVHgwjkvcpRKVVll2Dq8jk/QjIkFWwLpDYl8iUOWcBGE9hzd7iQDHvleTA0wkK97VF7k1m4cCl7alDWuJWTkUOWbxIlkwGn2RqGkiJTwrnOQEWYmc/KrYBUWn+372VWnuDDFmb/HlOCiVX5xByZWKBGI+B3pVq97Z1XGAlExUK97BxV1unvpXpJQWRlX2TUxVM6LkAl7rlu95LDV02DMxWrDVyJWjrmzDWexVkWnYxUK95TDWZQEExWGFHp1UZvFCxVtNkoZUZvFixXOlDx1WAMlQjlA+bR1XBQE+17jNmOFjOvG/Vj2jaEQkWQFsUCkZWMeD7sFyJWBp5VVWJDWnslIxWTfAPUxANXBQFIxVQRCQjUmgE64wyaH0fAG1WfZDnxXUeDopXLDVYpUKeA4pWTjD3xVwjVLalQJXBFGIAEEpVoCB4F7wOZp0UNgEcECCRmWigVhW+qjyXFAOawL7X/ELsjGsFBfBDdgqGnMUCd8EuvgaJDOQEENhILaSgGY55sSnxIJd+ZjPl5am7GkjUARDWaVnJsCLxaXdXe/GouS04BCjV7AXjOnckSwjWGCJMMlNFi6dj0jXbEC5Snjslpd4EdhcjUJDXbEDuHYWEFhSmajX0jUWEG5llAvlcDbXIJ7AGdRy/NXweBjp65SnSjVG66SjWuOlxABOjVhDWfjnVjRQm5SSAyfEpNGE97ztkjxGpxnlf6mjUqXn8llAdXuuZAW78llFr5d+Zk2zEhkcRC4hH66g1IHXjlUkDjDl9RBTAHXjk4FFIiBlYBnjk4FHzbEYJU+9CHjZIHnqwH5jW+jbS1UiRmJ1Wa8rJ1UiRmp1WdlLwZURfHnhUKRnQZVVsmJxX2cX576BrgLDXiwQ2RmNP669lagL8/FJyFtVkXfy9jVG1UDjX+fGgZUtjWmMmSXB10Go0F2HG5fGq1U+BwXDVqfGK1UH+Q3DWYymToAFd5PSJJb6YynG0THVXh1Ej0X9OniDbN+SRCBjRnq6Sw1XHumYfHY+WZjaAvg2BG9fjXRlG3D5pkQMwj0myBjj4BJlnPzy41UNKzPjUv1Bt4CyBjt/4tSmlBAKRnM4A1OmAcCPIGdlJL6WANA2YBc96/bjfRmXFxSpFWZkD6myblm9bsLDOQGUNhTVXcJiNQGXID7NE9visAhyJXkQCWjXICBMgEntiBdj+FFIiQGGkzODEOVqHLSTlYMld9iLxaMYBQoneoyl6X+FFvRkIMk76q9s7ywVYMlr+DKjVX1msTULOAQjUTGlkWmc6GWjXFch7FnDmDQTWWF5eGn0nl7wUOyzcjntXyLwUAwgGvHpiyitkXUzK2lAby66HuuZhZVJgH/7wocXrDH5vGY/SkjWbaUCSAVvEJtXSTVc5pEynaTU8nZGTV1UXX8JrwUxQKqoCqjlFtXHWjC/FRRy06F2TWhRXsVqNtnOGQGvGpH7yTVUYVJwmyvDKTXruFFLi43EqQD+mGY9SXdn1DJZKEkFhLgE4zALEBZuGHWEX3FjWHOZEw7KOImRMh8yHPHIOpm3XFmMReuGfECJTWMNWs5F4YSJTULl7xJkYt5FZ4/BDT3iU5ERTU5pU1uHvx4y3HLmDMcEe7T+TXhIn66HSlg5FlFwmpynAmEVkCxTXMP4aFXZn4y3GIVViljoiHMulLqjKFWGxB9pUxIkWeGSfJNpXNtmPJHKR4VghYdU6so8ZltOhLZkD0mbMTSTWrZHKRWYjBRz7uPgSdhAvFPIA3jXliVbTUicCyBiA8AMmmIHQHTXEJnVFmrEGyBgS+FuulNNRhRkAOziCXK0lIQRTVVwfRxFkHl6NRmY75EQnAmiPtXbJVuQyq8n9z49RVB+BBokSVInwJEpWvxXLimTN4qtkCdl4PGVhxNJUcwDObHy4BVWlJaj8cFPckuKWvOY/tXLik4FHin50NGP9lZdme0Abfji8mrpXgObRLH3Jl0DHVWauaU/5mnwAjJXgRK8Dk/5lvcHmtkmzHnVBEcEYDlXZ70zVkcFLeBMzUpsyBRkVqWMCkLODsDnAYJXtUlbTMcFS3CiBG/onKWW1T6nSRfTi1YVHSA7D7O3AiiUPHr/d57zFJTAEZ5XelIWWIEjNBA0wn0xFKAhYqmt6HNZGJTwxtWtShjtUK/7mKGZvEceXgPnFUKLgGAj6BKLS/7Yehb4JCKAE4k6tEoF4rqHWTXWYXzECoqn58WZ7HEoHbHGuzVyXGyYD0ZVAnh0UmE0D8PFSczuEBQnlx+ndF52PYxsDEdn+lWvlUjxzeiQ75Vf5VxF6c9kFFWJlW/lUBfRDFVEtllFW6RAVFUB3A08nGRBdFUX7FF6EXhUYlV5zWP5XKk437FPFgPtpqk6lzUDxU/s45zU35XwPBqAVmMioVX6kk+zWRCXD5GPj5zdazkztmHHHF4VX+qgEVVa5HGMr+p5sFCkVXlPLucV6exANk8/5cHE0VWbHG8HHDXDLkA4HG65Xwvb+sB7HH/lV5TmHFUxHHdzVRyCeoXQQWDqAyHEDxVfHHMUBpE4h8gDxXr5FtzU+E44fR/YmlQrO5XrKltPHD5FNzVybEYlU/ZVQ/Fqh4pyRoXFQ/EKLG9/wIlVlzX6XGyjWolXXVE2bFpRFZzVND772j/zUSyCcPHfzVpzXJ5W/QKj/lLnG7SBIlWcHSR9VEXH7pT9jlK8B6FWPtT/jmX8HGFUlEw4gWHzVoJlyXHc2AqzVLHl7nFKmG1T7iQDLwViXFXyDbHHB3IoknmxmrQYusLZRGE5plX4jjlApVVvTe/kRSjDBHq4kQkT3bGiOTeAmwwZ3RFbp4UgW4BnhxU+bEnwIcNmYZWx4jd9WUXGAXEXoBuzUX9J3ekXUJiKk53ZIXHWlVrpAiXJoXGMnHtETMnHsI4cTgEEUILX6lUIyy2lXEXH1wUUXEpZbknEc7H4nFulUgXF0XEonFpVWcyBMXH0XGJVXvhBsXFQnHvHHy7F7SkYHLDdWPnGUymup45iHy7Hc5map7fOkXnHWKlF6puzU5/E8fHNdXvhATSmqXG5lVyXEw1WRLVedVx+kDSmRLWgf7F0yVlWf9CJlVNIAiSjMJEv8pAPEHJk9p7vYikz56Kl7XHvYiVaWRp5zKk+7Gr5C9lUcF79lVctlu9KfXHyVVJzUEKmXIyLlUU1VRzXKxxCVUhzWzlVJJI69XhLWWFUsEj3oBA+kB+jklVCeQblViXGnlVFvrHSXHnHF7FBPKBEnac4eyyDZne+kusJblXAOgA5Wa7FA5XB3rXlVGXE9LVM9TJFV67HF5XVhV25XNLUwd6KG5Q9VrJGjVHLPZNKkY5VIyxnbGHIKn5XgLVoPG80A5kkALVubF15E/ZX5zXz57vKUn7HSFVuZUP7GfzWV57vLW2Ehs5VOZW1zWlWA7D73LX/5WXyTWj6yVA3LX2HEjFVHLVs9UCub7zUbJ6vCERzXe5XLzVVbH85VzzUjzUR5BjzU+pWEgji9U4HGDHGiWBbFVVEEKrFD5DSEWdCW89VeOHEFVbzUbJ6vZSbzVMvAHzW0rWvREIig/jGGfFtLUCuYcoBbJk2KmlmbcqwvFVsShvFUknFjoAKLHKgArAkX7ET3j8XFHEJl5VuRVOXEv1AaVXvnQuyE+jA6VUCrU3JmqXF9nDzxGBFJ1DBnIUgHFmVWarUxHHXVVnIU2VXe5WnKQiR6UdhDzUVpT0PHVoiuVWbHHuVW/HFhLVvHGFnFBLXZnH7QVgnGU5XBSleLUxlW8AlOLWRVXxnGcAluLVXUmmPKjVXMXEzdX+rUDFV2LXsxHJF6i3F/tDZVWkAn0pDEHiEnEl3o3zVEAne/w3zVlVV6LXVElPk4X7o1VXoXEgmHMnHk3JUnHzdDNVX69RcnF3enRrUKLUBnGSLU0yHhnHPbFiLXqlUaDgMAkgKnDVVonF2FH1rWfREerW6ojAaRL6XerXSnHzVWOrXSPHLVXr5HhSl1/Fx5lWrUxSlFnFQN52rVlnGu5DnnFmrXb/GJTwrlXTrUNnFw1XHHF6rU7nGdnE4Sih/7Tdbmrh/9UFtjMgmOrFvVVDnF1SntthxJ76FUAymHrVTnGtSk3zHBaH3f4N/HdnGg1XLnGh/7JLXp5b3rVbnGrs6HnFjSn0PKBFmvrX9LWMym8/EPODnnH4hXWKlnnGsXG+LX3nH41VCXHPnGnhQ3HmcpCuLUU4DdrVvnFHSkwbVJnGmLW2LVvyQM1X/nGkKkSmByOkSLV5rniLWvFyQXFSLXONnxon1xTGf6eRiaYmlxwBFEqCrvuWFHJk5FTTgi5Up+TJsAK9X+cDSqjSNDIrVCfiHWlM/RiYAav7GEh5okcfSvREo3jxokLGA8z51RHvdlQ4owTEK/6fiDcbX+YCb1libWV1E02XOV4q9V19T4JWn4qcqWdElp5IAghsbm+4n1vFZwl5NAEEzGv4rIDd+XKECIoU297W67EdBUuhEYkiKDfSXvYnHOze/6ZsILik5WljEmS5CHCngCD69nq4lsbkkYnw8Cq0Aqv7BGUZr5VHTlElc/QJ6Fd5At2GebUGggaeU7Nh4NmInCWAXeVpMUHe/4ncC64mpvxSMmCRiz4Q0/QuNRfVmdEmYPZQ4nNCmYYnB4lbwmh4kPHrh4md4mnwm+4kx4lN4nGMoYf5seilCmFCn2bWp4mh+4ln6FNkr2zZ4mfwkCLX5EkF4lkyGhgkFRFpEkeElV4nqYntbWPfRV4mrEkZUBQIlMVjRCmq/54dg7z5ComOElBEmtGlBCmDREREk91Zcol+Ek/fTYwD+4WEsD+EnEInTbXBEnkonOCnhEnrbVOCnRElBYUJ0lEolWClTRGGRApqnLJj1SVtbUZwWcIl6Cl1RHZEk+8lGCne/754ntV58qgtF6+5rkQTKCkZ4m/5hVbUQEnVEllbWKIn/IkRUnD2A6+V2gAtEk9OBtEmyXRBEWZbXLglPUxIolRNlpdkPIlLvje/4J9HLInDkEI7UYICx8m/sBwKbN1bkAxyQhE9KGbWLbULkknwJhpWZ4mDnkICkMLBkBnBuBZpHjBW+wLGv4qKAD8mjvGJv4j8mmuiBv5yGBZqWM7WpTV9EkQCB+BXmbVhv6eWItlUJIzb6B/FU87Vicm+JDbRDqYnUBzaAXC7Vt0libVLQAoCmdIwRJkrRHwQBU+XYaD3YVtbUK7ULknsjDxyacRjbRDgCk3kGpEmquEMkleX6OUlOIX/8k38EafKU477WULEk3EkBm7ZwCh/4CCwAxG857PElTRHSBXP9Ik/5CWhlcmwkmGJFZ0nb8nlIkFxGbdkBm4sNgIZEOr5qWXRyzHpHdOah+GahztYA9ybdOZ5WVmZ77r5R7XBsGfrhPIUx6Tx7U9HlUZE9ylLU6frgBpF4dj4UAYPbDYB+REYVqVJVMKHjKHGZHclVmUEu/7qpE9RB90D45X0NhKZH34TwGiu5XnSZKWY27LpqHiZ5RpG1mHKsFJQBdQAN7XO2p92Gg5lviVRpF1WHmcGZRBDgj97VbuD267ZemhpEW9TPCiIKELXzMZHTzHOcWjeAT7Ws0C9aFoKGjoV/UEa+GuUH5yxRpEzQiM5lXZ5PMAbJDf0HxDVAZFFH5mLmH7UnpE5JCgJmKtU8iF+GC57UIMG/aGhpHe+SEJCwdbZelKRGgSIU7W1VCU/m/pGU/nN7VvcAfpHP7Wl7V2IEfpEL7U57XI0r37WV16vt6i5XI5UjpEezn8oCFL5NqBtOV+Ghl0mAHX5yzb07TzFKpEZCyuVBEszTzF3pHoHUH2gklTYr7PpHmQD4enEgjckCCZFc8ghTHeTpbuBrpFqmrvWX+gxT0GB3ad7WVCj3jEfZVYNgObEJfT34RpxFUNB+In3ECexmEbI3YBmRkPcmG+GtoWKoCOal7kAetlcqBG2UPw7lMD9kniHWvp6SHX4UDY/5zmCmIVDo5obkzf6KHWaEkU0DnnE3vFqIkaHVcYnSBU6HV1RHW7VVUnzugS4m78CmcmnhTKUkARychajNmWHXVcmglC67VzkG2HV7sR1REK7VTcmcYAY5UY4Ai7XKqhuHXGf57jT3p4JjwPkCi7WkcWYUlrcVeUkKKEEcmD0LMJHM7XDv5InqJUmTL5fqnD4Q/IkukDDIkJHVZelJ8SYUkxclz0Aa+GajxFYrdekTWnhHUhHUDelH4UGUlDr41ekO4h/MFeHWHmA5ol4iKSYkz1FzpZt4UecmGdBOHX1HWo7JYeBP4Vt4UaiDi7Wipgy96rokdHWNI7sjDTZm76EoZ6QIyNJW5HXLmC5In87VNYU19ALklYvGxbEB6BITlUDHY9V4YSQMynfw/Im6diXaFUDGrHVGkCUgmX2gMWHLZk6AAICmc0rrZmQrBxIkciDfhlgonkaliqhfUCN0k7L43nlECmA8XvImzcDX2XLEnI7UuonpwCRV4NeG/dX+CAFglQ7XUmXSOJlz6Rkl0GCfHUSGACCntEng7VTelnXSREnyGEmkW6omA7XFiF5UlAolyCltqDqonRfgQokDbi5Clyonh6k68z9Bn45gsslZkl3bVookGCmXbVlz7FUkmClq3qZUiUokEoktIkqdH/Gnsom5BVRElQSm0nWPbVw/REQlKKSzV6rbUtokLbW+ElMonvFgA+7tNmbdXf8CBCmuEljokWCknwmIIkknWq7aDbXFIlZpQ6CngImeon9KUeEmKomfHXgomqomHbTTZlPyFEEnp4nonW/Imx4mlEQ7jmBHBGomJ4llCk/InAnWh+4FbXA5n/HXZbV2okuonbEChokZbWvHWJ97uolTsEyBkt3giGlmorNEhdZlp4B/ikFRBgTmAon3s6VwlliCVAWF7hdKTzCm07k5olLbxe2WeRjM9FwdyZMCXV51sEUClcNTVWUeUG2KnFBnnSkmbVWbURolE5pPYl19TNXEYNB9XFKbVp9WazgYHX3GzQDX93y5eWSbUOFVt4WrSBGG6dr4fGUofgoXIt0o+FVPYDhwnZwJQSmlnXVnU8bVGRWlnV8eWzQBx0mFnXMYmbb6eonoIB5nUs95g9UaUAQ9UoggWyU/ImJhAoXJYmj0bUXIlRjGUgkpFp5UDfXHveLRFmdt6dSB5hXXXZITGbnVG1pZImE2whlbEdi8rnznX5MHGVaXrTAoWAokxuW3GWuendlCUglXnXtIm7ID6FaTUhBmnEkDUBySF6SDXd/4rsWKJ5kSEfnXrJVWVhkSH/cnKJWYwmQHAdbHKJXsSFeuIN4R7cmURVDp6GDWE8k/QCTbFgEVAgkZey06GEgguIFAihSpEoXVUWkJRC1D6E0BBmleTBmzUTp7vnVcGlhWCzLVjJWN6m/nUTp7MAU4Am+NwpbFIMpt6kLHAIilWBCwdUUgEDGAKrGBcIaRXsug4JUPm5hjAYgGcxS02zQHEixAUgF+4XKk4rsVT2mzmFsj5VpWCXXFdkRnJTxnYrzOjnCwTEIGyXWhjkyRWCXVzqANpW+8C28XyOlxOxqXWYhVa6mTUzMRV48A8XV6XVPOZgkCW6n0hwTElJahBsCiXUv1E11Rq6V5QFelBbJkr8jIjW8XXtRVfFCQdUvAEz1iNVlopKHjlvfi3YDGjbkr4RfGEJAgAG1GgYkmb2mbQBEHXDvDUYABXU6MHLDZZzFx/HLVKmYDGjaUeCChlnDBVwVT+DOIBFjXw4AB95spW+mCCXWM1T9JVXJhT6lqHhuRHBVQqUCCXWxijLDZB6RVAHByJmqjeRT6biCXWpInInbNCA2nBVsnrUCZjaDYTUalUVCscUZt4mgHE6LiDbdXW/0XHhV9jaCZXKRnNxVDXWiZWsaniZXg3D0pUTXWMpWyFCjDVpZRypUWBxKZVljUqZXA3DOvHFjU1VkvDX8lk5jWaZXqwFirF4Alk5Vkak7z41oCHXWQRnHXWCWBhFWQRleAh6vGsvCiAnlGCDLWBijqDFwfyLlVtZZqeHk/Gw16RrFwCTPlWAECHLUeTbHLVefEyp4ryliwidzXKRmAYB+/FM9XmVnICCe/F8sBY/FjUScPHQURwllw3V7zHQUQT0WW8E4SiwKV/vGM7geQXGln4oXVzUI3VJlm7VD1zVXqmnSlBZghrU01DAFWN+HgZU4SirIAg3VvvH8UQbJ4v+UcslkOjAFWvXX89WGamV2mEAi8XDPdWGanA56c3Xd2QE4HTDZ0iDDeF4IZjJLzfExkzPJ6NyVM4RzQHb9LZhUj374jkpZY1p6XzHZbhQYardVBUUelXOryqdUa7Y+lX+ZaadU9SnwDVv/HOLV63WhlVP/GRVXx/FGKlX/H3/HRtyp/Edmjp/HT9Xi9rPnmOtAAyD23X1JUl/GF/F1dXTDbDSnr/FxLVWpUJLVl/GZlmOF6qrGEJZN/EE/GzsnN/FoaCt/HytBV15tZbj/E1BE/VULPADQED/FBZbEGkvVXtpYx3Ux2bFPAt/GiAkbrVB3Vz/FynGz/HNnFWVV+3X6gHzrVe3WkVWr/H0PH2/CWrVOAnWrXW/BhLWp5IjrWn/HH6kgnGX/Fp/EZ0VcT4W3WeJWP/E6/EXVkcAlDD7QtSG3XUAkBrWwZ72LXnuh1rXf/Gb6nmrHVnERHFtunc5YQAlLakxvGiVmcnEKLFffqKBG4AkwFaVSmYAk0vDqoXySnEvGmlVqBEprWQmI0TVL3WavEj5lQAlkAkf/GKJ5nYET3XYnFDFZnYEI1kCHgDFXCEENrWD3V2FFP3VCGm93VqS7cAlvVmWFFWVjaX5Rlk3/FG1rc5lt3XY3bEdhRSnSAkyzFKAlQN713WeZmyAmS5mNyhb/G5h7r36mMkl3VDFZIPUKGnG0QZzE4+aaBGKJ6FllQlYScB/9VGKU7rUC0jf9WUBEHrVDFbxSnjnHhmgnk4jamSQnEPXG5mXtBWVgwWAzRW8i5NFwV/FzCmoPViMkxLXcsgn9X7fEI1UcPVI1WO3VEwmQPVwgH/rXg1iwPVQPVW3WKAl/wLtvF8XHCAlAPVG3V2WHZRL4DVR/H63VcAnj9Vq3XnSlv3Wt0WoylWVhsAnEBFY/qUAkcsmEZbaODpLXS3UtrHIsiCtwGVn3vFoAkJIC5AluyCIcCqvGBWK4gGqOjEaGMPXxv47WksEC3jGGNg8HVrIws3XkPXaFXG/HvRWnnX6vBTQF2wT4JVZVka9WuUWhSSKJ4qLEyfEOJgsrW64hsrUfZxfom0AlIAVXAgvFU9QhJ8iZpX/OFSPWPN4SakF0C5PWnlWZfGRmG/3UuIEiAjAlXFylHQFI3WKJ7m7X2MmW8GlPVVPX+gzKFWpZJCFWaXV8CC5h55PU0/GAYAsQXWzTmlmFsnayEb9hd1AManpAFqS6xPV8akb8VkTEhvAFsmQdi+1oYF4VnWYRnXXWivHjLVnXUL3XgZXZjXlPEvpXrPVtJaf14BynA1QBhVYrjbUSh6kupWB/pdLi2hFpcg16Qz2hFuli3XNfSqTFttT+4U0ZAaIE9gmYRUtSlk5WjgkNwVwlmlpmTJG1hTmPEH0b5zXQ1a9ZXxtWwVWXPU/PVUoIArXAvXRl6xIJqAVh2wz4l+BAZPUJFhQrXO2kwrVh3bVoS03W9fGQFVh3b8f4cskZHEUrU2Oxs3WUBHzzWxglPXX2wHMtaymEwAnEvXYq7dlDa5Vm7H5AmlWDCRnUvVCcEH6VYJEJ3XPkmydaUvWZ6mxbjZTEmgkyFnGglLvjcvUkvUFjhwxV6gmvgkoQnpbFCvXIQlDiFcFkgWVVynpZCOEn8zAegmlymgQlb3Higl+gmnHV5qlfwDqCmDjht4BKonLkrD3aPglfwnRgkjTFBd7X8mMZpHgkyDhiRUQNB0gnHgnEQG5zTZgnRrxnwmdhgFgkZOwP37Fgl4gmbgkdckYgmwQGudY43Aab6/RW6SGlgk5+BSMmV4QSxFzlAH2Djgk3vEIqmblB5qnEMBI5GRvVe8nXpUdtZ4dhDgkTVB4sBvPWJvXjgm0vz+2VOhQNgnZxWuxGPgWV5QpbXoCnYwA9glbgn6cljekgpbuvWyQm24lrgW9AUtJlyQnngkZgle8m0PVJgmeel3gnuUAFynhd7GvX3glY/qRar6vUaOBCImavUTwmsQlMQkqvVjemMQlMTAngWqvU0QnAQkngXMdjF3EUQmlyk3ECyvWIQlkIkd5ASvWYQkkQlwQlJyn+CmwlboQn94WIy68rAjmnEQlIQlSQmEQlmQl4QnZTG8n5QSngQmUQlqgn/GlAQl4Wmm5C7rGsCnDvVd4AOHHTQk+CC8IkcQnTJl9vU8QkigmXgldvV8glxgl/JnSMKcgnt6QIplNvVm8DSCnFYEyzGMzmKQk/AltElMChBgmlvXLgmaQnXXmGQnRcEmQnuriRcn/CXRk6McX/ckS5yWAVpDwimmBilNcXYDyyX4rJklwhQgkHaj8imSMrXs6ikjilUIpk/GoeQliNA4gnUEzX55tBAM+VcQn85XRk60KLDPHeNB16EkgnLEC03Wr2TovUhzgVaB+xWorUi4DtUCupm+zUXQn9ClmQk55GVUB3eCrXFY5HWFZy2BICmvIQXQm9vHaQkNgh5/oAsbG5WKcl4VVa9iYBxFxXNwBpE7GfXmFWgCkCVUnUAYoGRclMFW7jHa7nDPGcnmP3W0Mj8rUSQlQvXmsgX3EbSjgnm7jFZQCh9XCpkiFWUtD7EmMZXi9W+fUbgW+bwVaAbM7BfVtglk5VhfWNgk7WHNPWefWxbGGcgRMG+fWlBFvxVolVBfWx4F1VlIlC/XU2fVDPXrAlc7J0QnZVRp9VN+QVFn6fXQDXGPTY3aB4jDLWHAmjLXQTF6p62JnqgVW5ymgkX6BbQnKfWSPF0/RGG4jeBVyRSgl0/RigXXfRx0llfVkTHCASQ5XMSodLU9UAVaDpbGZIADPXXtA75XmUzyoAkgm8fXB8mVKnizGt2VrrHDXFgTXBVCbpKLCnSRWk8XNQmGti11XcpXNQl9nGXgnWJBiV5Y1jAGErJkGegaQlilC8vSXgmmwAG7nBjiv8HDUl4eFCeU3ERMTF5glNji8THGL7yDX5gmQ/SofXlgm9hiOvX/GFofU2vW3nUpShIfVDJkQfUKQnx8kRoAwfWqxBQfUGvX9TE4vjcgk6vWhTEZTC5Cks9QavV/vXsPGdUQkvpfvUSJl76XMQmZElyvWwr70Ql12myq4qglVAn6cUaglWgkNTGXvW6gn0/WkQl2MkWBohlYHvVVlnFYWcvW8vUJ3UEvUOGWO+C5ln9zUo/XHLRTQG8zCifU8NiRPXXDbvlX+gWWfWIvUJPWATgFfX3Bn2fXYq7j5BoMWJIKP3X9HBufUOBE9FUkgnwj7x1kB5XRk4rr47WlVzW8TFyiwV/G/zW6/Vh2ERXCfLXBjhm/WuBH5zWG/VW/U2MgQLW2/WlD47WkwLW3AmP4SW3VZRqYZ4zOTIjm0sB5fUK/WaiWWugTfWrOiy/UbXHlfUgUxV5XEn7Y3YieHzPVvvG6AHdfVx/XrRmvEk8LgnuWJ+HqgXyVCXXXKykuIDHAnfnEmgHqID/dLIQlqDFI/G/xmeMFJgl5aWvwFgxUk07oqAG4BV/WcXXDVYjxAYgEt4h8XWJQgCXW6OkBIVt/X2mG61yETFJPwAdWP0XFdlvam2HkagZtJVEBzUmWAJKZJV02iqWrlwEGgg2NkIthjylBtXL97z/UetWz4BLlWZAGU/X3hGr/XX0ZOwCBtVb/Vkbo7/UL/VSwCOtXNRDOtW84WT952tUKsV6JGQWLUHBwRFikH1oYR6E3KmM8lGgxYkE3KlEFAMxmQvDPIGv/U5MnxjlVKFwRHep7SMHvckM9FBKnjvX7mKozW+KlZNHE2YDuXBAFlXrayE2eKgfQjBGrQDy8bNrG03UcKl6Ijy1bsoHuwECzyvRXXEAPKn5FCoKE7Xhs7UXykCUhJpXCLTMKl9NhND4EA37ykTyjlzWS3jIrWNPALKk9tnDzHFIEgIipsGS3ggUHMKkb4FqXUi+AIvV0siQgkrmIjZJR/6j/RKbFyXVQA3tIFcgQejm9/BAA25wG+ZHExX0fxmwFMJkwxWCbXSA06cnzNSibUIskyA2th5NNm/BHoIAejkZiiLBGGsj4JV18LKbWZylKbHdcYNUn9ya8A3N3GABg6bW5wFunEfd4+wgKnkcA2mICVD4DJ5e5U1QisA1shA0NV71bUcDv7GOuQKD70A2crWrHJUA0MGGeD6WMFkA3EA2hA0HVUJ2yoKFcYJLylYA2+1pbMD+fUS2BVtEVxVeA2oA0EKnashqbEIA3jnXWA2aiW4nAQA309ZTYm/ymWHStdkAymAKnCX4b97hihVtFf/VblWyAF716P/XEi6EJC7GY6WmqA3NA1n/XQTCRWAGKl3/VeT6dA0NA3qcydySlyasaLSuEFPajIDpwGXIDf/WjBK//UeKn//U+zXrFDsZ75A0EEwqD5oDrZA3/jkmIg75X2VCIA1XpUsjikoGyUBbj5opI8A3xA1DhVW3lztZBIBDD77sC4zWeAF4A2cPFgjiv1VXA0XhXrkD7ynkA2iCZgjjBA2k9W2D7nSEBA3VzU3A1f1UsA07D6KEm4A2IsmvhWzaHLF6WA3fdkh5AoA0GA0bJ4XDh0A1gjgUrV1jDfwCYNVtyCy9UcGzA5DyA0qA0RYRKA3qA3og1iDTa5WS4jIg03FlSbWcsU6A34LUxcDPBlCA2MbUYIxE5rtIGg1HtT5ADg25Wgg0+E4uAinmYCshzJF5TlXJKYA2Ag3qbG9CDMA0j3qG9obzUWA2/A1qh799CFV7uA0EpHE1lJA0xzGcrX9rnMKnUA3fda7KCPA0RA2sdDdrnhA0xA3Sg2XA1mBDKFXig3+A1YA3b/F2Wgig2CDL9jm9CDoREwA1SzXJ+B5A2ZjV9XHrUxFA1//UlA00k7AWDlA1nYC+1rxDjx/VDA2LLXOg36g3r8C3D69A0mNU8qk4g1MNWWtUamJIAVoVDf9Im+BBg39ZA4EhxA3MXD1wVwSlztYSL4oZY9iTsKk8Kk43rH8DcKm8EG9J56H7MKlxg1zQXCKmZg2byktwXSEDSKmV7IvymUKlOX7u4TKKkKKm/HFKKnEKkKziVg32LU6KlRgAZLWO6SlKmoKn2p4dZCwwXQKmeGDirVnYEeg1mKmUSjcIW3/USL5/XFatk3Kl5IAOKml9hwoGfykiR58dnzA2Tg2uKlZYDGg3HjBvynCyCbplBwBGICqrHCyBgKlQW6iCYbg25g1QlCLXFyan7ymkimXt6LrBSCA8g1M14S3X+ITqkCpIEAoBuqInXESM4iKlYNikPFWjBatlehkGg2Rp5rkB1VkbA3jnVL1BpElwqmlMmNT4FEz0g2CQoVFlOVjR9U1A29PZLdp636ug073FLdoeg3dA2V0I3/UeKnwQ3btAv/W3/Vv/XwZ5HOA9gWug3A7G7KgWA3AQ13LUl94zg3zzSWg09KzPlVfg3/jkGNW31WbA0BHG3iIUKm7A3pHGADIHA0ag3wZ4Grkqg2gLUboi3A2/1iTJF1WgJAF3A2QG7hsUyg0MGH+7Go+nqg2yg04Q2+OE/A1C1oMQ2sQ3qg2cA3wZ7q5g8A2ujQi5XUvUQg2For4JUMWiQgnaA1sbUaIJSA3qA0YwXVhWlnBog22BqKpRrFVFRLGQ2voi4g1Ig0krUZMjONXiA0fU54yX6A1qQ0bJ6AQ1LymQg2+yykH6hyn5vUTr4/g02A0IskRBgoLHyzgvn68nDOA0wEhmtw8g0tyVCrVSYVehnEshH+GdLWzSUhVDXnHYE4iCA5NXjQjyrWiaGCJIcA0NEWCF5TmCc7nBQ0c9mGfGuQ1CXEzJ47g3fhG9oDSrV6oBv2nLuBH9XNEq99X6MU6ZGGfHIXjyA1Ng1Dg2jdVNQ2tdUcF7Dg1twGw/i+1opsz7r4r9Kc5l2uUmKnZIFatlnIX6KnDQ2jdWjQ2WBl/MnIXiKKl1g2E3IhrW4YVpVXjERXXGyKkPBHS9GX9C9oDap7cF54Kz7ymuwiawWjRmyQ023Cd7IJZVTV7BQ1mox8Kk1wFn0Al3opg2e+G2jFUnFsKmNl5mAnqMDXQW6hB/MnLPZMKm5wHrQ2Bg3qNUzES07HEUlBg3zQ1R3HjLBbQ2Aw3PzHAw3jQ0+rXoKlL6Ui1qT9VUuCDg15VkDQ1tVo3Hn9Q37QU1VrwKlTyDtQ3YJq6KltQ2eZkgKkNg11Q0V3UgDRlVloXyB3VEw1jykOFBL/GkNl71a/hWrynMKm/hWr8J65nbyn9nHXymX+HbLhUdmL0j7yn+4hAPER5xkA1rin+bx7ynMKnjjkMw2PylFvaLylgKk0kTp5bduHOKn+cy9Pa3/DbTnTA3+cyJPEqKkjg2wDWRnH4w0Dg2IDWAXHYw1wRG9g3VvHa4gdg2IKl6w3Iw0tg3VfHww06w2gKlWpajg1AqkqKk9Zb+czlg10XFkKlyOnBg09Zbg57RhmKsVuNauw0aWmrAnjr6KfGp/UReDqfUZ/XTAl2p7pJXqIBOFUp0b9CmiAmhw3VfWDfUTpWbLVPeDSfUdslfTh9XGTfUiPTG/EtLWaKKQHUW/HxzWCfWvyC/SmjeE8fVlSE46kwLXbfXfWArWl5wHnsnYhyHfXKgEO/V1Qm8AwvPV35W1w3C/GfPUbM5pWBNw0/LXNQlaMWgvXaDn0fUQvUhlUOzE5MhiWm3zVLfWFw2RBFIvXpKJwrVovXhPVpiC9zXdQGSfXxw14vX9/F8/WDsIyfHkvVKfWTzX9/Hr0H+w2zzWy1lLw1tAjmlnYvV6fX4TzPBmTw0sUwWfUY7Enw3E1bpAgrw0lFLN3HViKK/V9OnK/Vw4COfW5SlDw1Pw0v8gH+GPzVpfXwLXa/U+fVZfV+fXe/Gs+gh5V/w3hfVdw1wAzRfX2/XFzXAI3yMk1w3iCwgI3O/WJfWddD+fVieSpfV/w3pfXHfGZfVvw1NLVZw0DPX+XDB/X+IQTfUlfVxPWXpxkTFHw3jjULLUDfW9vG4ykLLXdfU1fUfGXwn7TAk+w1ew31AkBw0+g03SmX/RpPVwymvJFM3WU7oOwAGVmO5kvSkGVm6LV23A/SkGVk2k5OjmAylPfzAykZtV4XGpVKKyQoAnahjQynwylmykTcUIym7UaGKm2QFnSmY4llfRpVXP+hMXFgxCOkDZPWqPVdQiEymlRmuLUEynuLWZOmeLXFQimt4SanAbXWI3fOmRn6XnHsyksynTSlO3XOI113XMhiQp7CRBEcBBpVcPXeI3e3WiaHsPUXUa+VFvvEB3WHU7PgAGVk1lVFravSn1lVFrZeKHKMn5LUr2hkdgYgGspBjFFJI1tLm/SnuPXSylpoknWkMPkH2hPBR00WOXA7iLDnYLBFBlkDtRuikfih4I2n1X6im30k25UR/UYHWDuhZ9UJ/WrLUskp/sBUI2J/WhWUpMh0I1aXk/AX1RWBw0Swno9Qhw3UI18wmF0Q9gUx/U5XbdmVEI0BghkTHrNiQ5Uh/XJw1k/TfXUB/UDPVp4o75VVNzZw1kzgTw3DhwWwGcmQ23DLfFUtozI3UEBlw0wI2K9AxEDvjWvLUUwnpyDVw2QI00gVtw1VzUU/opNReakdFVTjFnI0fw06/Wq9A2JUK7bcfVIm7iMS5SltzUSwmKAHTfH0rWnw2LI1YvVt0p6fWzI1E1kxBDucWjkhEvU+pXtDjrw3UvUWWUu+BUvVpCxCcHYfQzGHevzjna5DqtfXZ8VzoAGn6dfX1fVQHbLLWsFktI3Eo1DfUoFSHI3AOBjfXwiATfWgo3TfXpw2rI0qbE98X/t73iLCfXOUzCwnI1AU3W9bExTWXI2fI0RfWxfUvI054UirANw23I0W1U3I2nI0VcnuBk0A2So0hfVgvW3I02InefUOzHOXCaqmkkDogVco0IvWAjQCfWbI3CfUeyXhPWgo0SfV+PUFkCMCAyfWafUOymVvwScmbw0UZRrFUipaF4w4o0afUEvXW3CjEA6fWSfX+9AKUlqcl4VUrQiS/UifVpE5eo1p9X8fXN3GM9j3w04vQPFUskqVDBOfVQPADFUDcVe5VXgxqAXTQgdYBpqkG/UlI1ZQFkpmBfV9QjnymYMHAlXmFDxfWRfVJE65cVDJmCo3po3xfUxTXZx7sdXJfUJfXLsHxo3fw0LfWpnVH/nrgEso1+VBBo1J9W0o15nW1I0Uo03zwNI0F0qVfU9YRRonb/Tx/V8jZhw3PAXOo1NfXYo30aic/UsvWAgV9I07w3ucVOo2joXJHEUrVuo0GfUEDaeo1to2zskIrUWWXMEB1I0UZneWXz4jB/WTOiho2gUB1DCcwHq/XGbV1o3xSnLOB0ykipyJ2kHGCxQ0Rkrm1kOBFMYAi/QQfhIhEXmFaVXDnby1h5QEQVIbDmNrZ0SFABGzhJJE7sMmGHThKHCRAuSkYPUCynsOz51lb/HhI2hX5Qo2ZSmVo2KJRzI1iMCeZnMyl13VIY07cUV3yzskDrUKc7o3j6BGLVX5QjeLUJDU/3XDnZkylx/FJ5U+rXmI1XUkpZDxVX6I0zdVUY0MAk0Y06I3Eqo/k6eGC2QHURaJyWxrV7BkqI3BamZFFKI3+BEprVWCwnoCkY0WZaTqDaLV9OliI173WoBH8Y14io0TWXGw8Y28I3jOkprbl6lsY3NvgT/nrAl4o3356PDB+bHqY2mXJg4VS3Aj0loykdviF8my9SO2HDnYdvjiFmNcXcynvTn+JnDdAYGlaRA8qLpbEuuAsUx2Y08smFfUOkjZx5a7xBZWSRVJE6fAXVgYGIBWhVP2JexW+o0BY25ZVLSSkymF+AxXHTRkH4laRDJjVmQkPkRA+WoPD+fXqQxk6Gkyn2Y0kCk+54pY1DoVBxWP1jhI1fSWH5lkeAU+GmY1hlG0CkscXZx6GY1t3GqQBblVgxAcvHlY0To3AWjI5UKfWg4k6Y2MCmg4kqY0vAlFszoo2tY3+CkVY3VnV+ZyWNkPrhDoWiwggdhJ9lxxXZY0HfxQqH+CkPkRVSnazjjiG3bFxY3shX4ECIQG7VBRJEHfx1pkhY2qwgh3CrY1nAl+Y2vND7eZEFluY0rY0j/6YuBOY31tBxsk5bH7xjzY3dNE5bEUwA8ikQexU5nGY1e2W9Y1QSn3Y2gk5DY0jo2UCpTASpanjnadY2cY2DY27yjT/E33WPmhbWGzsl//GDY37WF7BnUY23SlhSleSnHSmIbXp3VEY0w43vek2syDgEihU7SkJDUAnEhSlDrX9/GGdVTY0zsXxSlxqWJSm6cgHVW+dRmWGTSnR/Xs1RZSnHFhjSk7BDLrVAN6n+GlSk2/E67pdSkzRU1dD9nEIRz0PUKH69j7Y/yNSknrU8WUtSm0PVs40dSmxpZM43EIFC43FSkJpW+3V9Smy6nXDCk41TRnPrUy42+w0o1VvNBzSmsylOI1LSlQPW0yk7Y1tMAbSlgbUEWWRSmRw26p52WEBSnKPWFRlHSlG40gTWaI1TY3WclJRlNiGg43P3UoykPSlA41MI22SmO42sI1cI6mejKUDuCkrbUe40uCmTqleCkOCmCnV8nX+Ck+Cm8nVoInmCm6cSinXColrbFBEXYEl2xWKcm4nU9bUJCk2plJCkKokpCl8CnPiA94lqoncglZCnAomanUCgkUKx6om6nXTtUoQSlCklbXiCmv8CVCkDygOemNClS4n1ClXvWx0BNCk5bU1CnpwAlwlFVHNXGQyBWCnm4mhIAj/5+Gj/Hnm4lv4nBplQ/GXV6HbDCBlepgM15d5ChnVAAGfED4L5cKh+fXiCnD4Drz5Jlo8dgB3FSHVUWVJnVIClJ9iYZ5pnVbmC4QmZnUbV7ZnXF3HcRB5nWt4r+o0KQlFnUpLDQDUAUxlnVPNHnCk7kztnXlnU7QmMKIZeUS0BJxWtonHWqoQ37bFVnWnm49nVGRWX43dnXteAScmsYD9nUcbVacmH401uWBzRg9XiCjjnV0bXzfWQE3/t7QE19Y2jTA7I1LnWoDHBpmaIDMYkpsE/hWoKEX+CEA2esR7EAy2VZplSTCyzm9Sn4rbiCkswm84kkE3BXFfTg/s7YE02IkF8yNo2cnjHA1Y4UIg0mYk7iDDPGwyK0bWznXCfUYQiKbUjnUe5khdlwWWTeGkVXPizIg2fyj/43edX8bVA+g2o3q/pP41qA2Y7FABzASmugEa3EybXYzYQkGUIkTMFOY3H42h5n5ZC+o2aE01kVlV5TCkyUBJ9UKaSXzW/lgGbWiInME1DKimbXmE14ICWE3pnWNkUzXlDKihaVSIkbQArCnDqDObU3wmOimxnXbUDNpnEF7ebUVHhvwlSCD+bVBVo/+HyInBbUrCn0NlSIl+cCc43enXtdkHGD+2VunWBvW5lFZWXJbUocndmX+4ncAX49mYPZTCl2nU6dlvkD5bWWokTdmqIk6nWl42DpnRdX3wl6nU+yyVEm541vwliIkqnUKCnfwkFEmF4nU1lNxgdaHxCnM57sIkXbXLmWJ438Zm14nD4lDbV0ImjbVhClIIkzbUMo6h41+zDIIkeEmB404ImcnV+40EIle42HvV9NKtGmhEl/slUImREntUoy3G18CjbXUnXcInTLlVBWnbXIDU8ImGClXbUAIk3bVEnWk/WCIl+V5YnUdpm1E1vbW5ClPwke8krUBZ43NfifIlSCkx3FKhySClQnXiClHwkwklYRBgnXIwlpbUAnXQ7WQ3Gw7Wg3Tw7WGdnbiinmUEdgvHXdTCe+Vo7WCwB8CkYICBKXVNA47WiIl47VyQgIjE1E3E7UhImk7UIk2jgGNI4t9iOclH6g/8is7U8ckM7VJe6UxVQyQFIWX2hTEl/TC15Cc7U296/ukasq87Wa1Fa7VKE2eIKmugTHVsk2oLl87Ui7XOdWNJXOkkjHUAImq7UC8lAV7sInCk3i3o67Vik1a7Uik3dHWu5l67XG7W6Y3SE0Kk1fdmZ4wwUwHE1TtUEclqk0+wkPqQ0UkvOyWNki0AFY21HXDY263H8k1qUmekQ+wlWzVsckRHUVkVhHXBHU5HUmIlJpnpHVaE1fpzxHUespbXEyFHJHVuk0fglpHWoUkxcmSExKV6EKCrMkicl5HV2k0zY37bFFHVeHXmk2Z3G9HUVHVjHXRk1FYqxk0IE3QtmOHWqY37bEecmtHW6Y2smAJk0Sk2eILxk0mY0mnw5aX7XERk12kmCk19Qkhk1Je6ck3Bk1ZHUS7WxbF88B7sSs7U2Il1k3LHUn3iOpkWkTkk3P8lqeHbHXWMyxZn/8Q8dghImHHWwAHHHVyQg0+SK4UXHXFkkQ+mqCkaxCbe542AITU2pkixCeIm+wkqAE41Jw6Ggk04gnV42NI5//ioQn140MBXJF5ofUVCnbHW/E2WpV1DRlE3NEmaIkSCmwnX1EmGdmyClu41InVPE3p42lEnvbVnKhBEVwomaClrbHx41q3rHE3sqixClHE3EnWKcmknW4okb/XTHDh40HbV3vUBCl0nXrE3+43gU20okYZWuCnsnWX/WP8nu40jmktA3fqkfqn32lBI6ANioU0GWmLanmWk/JWranQalABWQQJ2WkgamMXzAgE4U0lL7xV532lYU2IamUU28lCM+4RwH9MUYal9alBWmEanH2ltamO/ERWltam/0Xkal+V4oszxWk0akO6kwuh3XUNLDW6ketAmskMUXPuDsanGHFVsmRWAwkmzhAxvjMXVop6e66ZakmfF2KRialRwASal+vX1qwyalDSkt2lsjCKalNWkdWkPjyCkmO/HV2larYuuXG/G6anNqzWqmZ2m86mRXyeam52l6amOJ6zWlhUmuamM6lLWk6qj2alpV4GUn1AGbWlhSiuU2uBHmonmalh2m/cm+aknWmp0AsIlBpScDWoBEY6mi64TZQRbl3dQS0Gqanm7myrSW+XxakS1nvWm7BXqU1W2k/WkPjxQXHwpXyNk5anyU3fakxvjVclSU3cSkjVRsckuuChsC62kBJ6iU0SJ4NgGIdj1Uk1/kq2nI2kmY61alLanS2mM+74amaVnS2nI16x0DtakE2kmY5Yan/Vn0kTmY70U2OJV82kUU2s2np0TUU102mQamkU0jakG15zanTU2ocHpZIDallcXoU37VmTU2banF3Vi2l+V7EMGi2kxL6Hakh6ny2lqanXaly2k7vGdU3nU3WZXknTh6kSxQa2m3JTJ2nG1BO6k1U2gdCYuDL2k01k/anm6mZ1hCWmA2lG6mW2lkBGg6nr4mBgT66kIwTE6k3iQtgFlrSW+WI6k0BG3WmGAYK6nu2kxU3w03Y6nBU0sImKbEb/WB2kEpH46mk6kBU3k6lc6kb0m+U3G1A06nVw1eU3M6luU16EkM6mGam/15VBTXo0wkm0MjH3652m2U0nbz86kWU3l2kd7xzUCs02aano00S6mRYkqamo6lfBmRYlABX803t2maU2+AX0WBI6kqU292kHjG0akKU066m+AV66mDjlj2ms6nG8jwYCYwESU2/ak/U0MakL2kfam26l+Mk/2Tw1gvalJlkxWkj14yJV7XVEamyHX+6k+6nm01vqnJqFn2lh6nB6mChBX2m0U1BI57amUU1w0BfqkJ6lv2ln/UoU1f1Vn/WWRzhDWS1gIAXIGngHX+03GAnAGkwGkpCAREFOqiQGlSVHR01YAWqMGrvHh02CbbUo1bmlOJAoGkabZoGm9DoR01oGnYGkZ024GlYGnP6l501uGDJ3WIZxgmnkGmEY2X6mCbbwYBPokn6moUCYr6nYD4jn76nGTloEKhGlH/HI8zsGkFVhJ0WN6mIknhGl8GlwThnGlyWGPalbjFnGmeGlMWn2EELGkOGkVQELGnyGlT01nL5BIC/FmqGkoZ4otEmGm//FAwn6Gm6Gm3HKSSQGGnlaGeMHL030SFJgFmGnMKgWGk8JXT01d00EnB2GkuGnlAnn03OGnecxX00aoCW+WCWDTglqTWjvHjGmD00hGkOH48GkxDHv02RNCf01d02MsjFQD1013pJujkquAtInRvac8XvOmpdjQAU0kXbUUguK6QnKSTkLxrmlMUEhV6gTBr/n9gENySgM16TQThUF2Yo34lV6yLZrI378j/t7bubcRBlBFI3I7I1oELRnCVukaEEpGkwsAwvXukA08kgEIsTUZ8Kio0MM32TXEYA2/UsM3Lxl4E0Kr74agdjmykDaDksM02IklBK4M00M3pFmRtHUM1fBjDPGLCQi5VEM1wrVk1CifVfRyJp7Lxnqth5/r6QhiM23Gk2OAZ03UrF4pZwmlNyDrw2smxImmP96hXFUH51mmHUijoVLahGo3Cz7PBlyM34JX+3zeo3I1DI5Xiz7NDBx0lSM3OmnMAxJ9VEeiV6F0I5H6kvUUvFVPVhDylCQEzRC3/moMCvgGekDNmkYdisDlcM1X6mEd6jGkW/UhdqLmlsM3b6nRvHOTWIjC701JM1rFku/XvVga4SDDn0ixRM3tWD3/GkM2YZ5+M1YI0HmmIAEkL625nQfEEM0qM1uM0s1llZIJBFu3zm0Q9FmfdApz6QxhLYnOeyOwBRM0+lKrRXV1Li2l9wLTTGP7Ltgg8L70QEwM2c5GVb4dIJboEoJWt023/m76l1UUBGm5M276l0JVNYCdRGA1g9MDIwEQWkeKEsqREhXqvEXETaGnmaJh0V+pScBW0ebsdVTQEjPD9L66xgTFmHqK+54t6nEM1bM35+n1jGjeCRAXBQH0nmgz59RBPyFXsliM31jEZoKcwGeggi5XrVjEM2mvFOzEY2mRwAzw1Pwy7bm0eZPNHPQGUyHj2lku4RDmxGkaiiAL471j677OTXbEDQz538kkkBujlyjVgs1oXBwgFEXyd9Evc40qnpGmiKBP/lAs3fXWVM1Fz6+JCZw0lM0bI2/M0Tw0FM1ks3JV6cwE1P6Iz5F4RY/F0M2700FHhLDkJM3ws3nXiIVnTmHVjHwRGDGktFUKmlMzXT6TaDlULIsTVseJqAW8LI7xkDygDFUTVgUM3Cmnao3Us3CfX2M02M3Es1e0nKM3Xz71ggLw1YQTucW0W5aM36M3Z6lVUALcnPlzp6nbw3/gEaM1iqSllnmM0UrUoSQUuDAJkAs0Bua6pQUVkqs3LC6317OM3c0Djml90juM0RuAmE1/YFPFX0um+M1W5gxo1CM0MWnsOwX3FCM10J4ClGtPVqYRAI3E6xT3Eis1SJbWvnJM28s2gWlZ6k8s008kUarxM1UM0BuYWOxII2Ms1Hmm5s3NGmglCFM1Bs3mlmks2gWmjGDB/WnQhNkSxmmIAGVumEs1gb5Os1VGmykB48Ufxx6QCP0kpuQgGmgQhzcWxGnmSGW+6quEByk5fBdaDoz6hRD+Gk7n4vT55jBPilJgFOzETs0epQF2mAMkAs2yWlzs1fM0es05s1es17M1NEC+s0pXD+s3NUXvM29mn9Nxv0mhM2hs0UoD3/EpFC/w2Y6xZM3xvFGs0iWlps1kWlGs27mm3s3UAk2/WZs3kAnTmGps2zmlfPAZM25s31DUaEEFs1hs1LanFs3wWlgdrmllMPDayH0ar3w3UFQdLV51ilM1iBG5FCzs2fxzIPULb6Os0fDLx/WwAmDo211gBD6fY0vL4sGTTmF7BnYc27zDZ/Wr3VZM31jHr37k2mmsAu1p6s1PXUuTzSMEIs0Lw1kXVAwEvc4pUio1mEs2Ob5qs18GmlM31jGt0HHak4M18s1cc0Ac12s10s2fM0KGmvIDOz4vM1+pm/f567J3M2wbEQ1nTTm96nk/qHjWXU1T9BHmkvrTTbFOAkpzh0s07Ck93XvWzi2m7M2W0VbjGas0DM4GMmaZnXcgRdorM2zlncGl0I4b6kCpUKJL4BYb6mo1lMGln6lw96cBHzM2Oc0khEBSGUGnX6nXw0kGniz7ZgHqwFP6kconomluXUx2b4Gkf6mv6kZSnoGn4p6h03wU3Sz6AGktA2GGxnSxR6mGWmv2lJlnuWm6WlWykuWlpc0hRnM2lEU1gb6dYS1WkAankU0q5Y6xlUU3reb4hnX2mE2m+WnoalB6kVc3danBWk0pLXz542nBsn72lH+a6vhkalzPCk2mo2kdXWr2lFz4I2l8ampWnDLbQ2Z3AGm6nOmmdagQqXyOlApHN6lkypFWnyOmD2kuY5Cuj+GA92nwzUo1gyU0aU3K6nVWlUtqvWnjSm6U1XWnRan12mVb73WkmU3DVRMzbFTxRU3pxJDWlHWmgTmM03GT7biT7WlU03TWncJUc6lbWmlBDk03p2lpiAk01rWnX6Rlw00c1IzjWanjHj3c2TWm46nXz4jWlhU3gqQXc13AG+2l3WmtWk3Wn69RInI7c3JU1Q02lsENWmq2n22lFz41WmM2lpani2nzc1IyVSdgJJWAclepLsAn4AkEGmjc1MgFvakBJ7xNauCGo1lw2lJWnk2l3anreadc0dU0K2ktc1Y2mtgFnU1X+a+c2C2ni2mf7TMU0dak7anYw6Vc3rU0bamKGzzals2m02mLU3NeYM2mpammWnmbjbfEUXSocGGGxvVnbU3y80C834mlGWm7U1HU3zb632kc83fY6X2mnU2nambzQXU3NamM80Az5RZUopWq2kZ77R5lD00palmgJeAlJlmk80r/pL2mG2n+HBg2k1qpaV5SAlH7Lm2nkVqq02A03W2mb/BwWGDjlg00oH792kxanuGld2kS00K7Zbv4R2lt2kXWmeFb+2nvBmnWlrOi12lR1mA80JFaJ83EBG4Eb52kE027WmRhY52n2/Wk03x2mp2lM6n580OU1mgIJ2k46l52kl2nzs25dSRXoZ80C6nl2nGLSV2ki6kQ2BXeiR2mZpXKakR44J4AC01yanZDGx80i01rc2h800BGVWl8fmO2m6XWzc2+80j2nSU2G6kT2kA02ZWnq00u81RwCb2n9c362l5DB26n603W80b2ltc10MDm8272l1c2e6lfT4m80780K2X682YNnTMXVc3C2mS2mB6lzUAX2luE1u02wF782kJc2u41382J6m84U181O41ZCR3EHEsWbp5v81J2AJIGf80xdD2QFywF4XlwVZZiABTm7wgOaEnrpcfAtgF7uKbinJUi/NjtNWqpj50lXnIj3VdYCNMHW1boWFkMUTAl8fmIC3WDWZAGLN7ErQukk+TlWZV52kHUDUDCOhlWZWFNbEC3m9FT9j7cly5aAF7JTkwQnO0lvKJZCWNyXT/596SzaG9MlpUKpb4AFbWHFdhHt1lTAZcC1vkkOIGP9C9DGS5AfrAOIEO8BSankl7537JQEAmiuriqDFqqZbmkwb5FTlYZDISCCUUJjko0nh0E30VbizUl4YZDU7nJhGanCRl50KRx/H5xSTnCXoqGC030Vp/inDHLqpx4UcTjtESWsmeGCFk02C2RDBmI6MICQAnVJmfiFvMS6vgMUUIrHoV66vhT2kdkT3egLHC2pjuXViUCWjHcOof+EcBIKxEzzwDwgD2mIBB5sklUi7QFxD6hC1h4BkI0jbUk0nZ3BemmhI0RN6XMS/P6p2lyaQljEc5UH+HtWB2YGXMSTsnZci1zF7smlC3YcFFJ4lC13I0/VkQt4FC0DQGL2F7sk5C28/VJ0QPN7+tCcBESIBhjFhC3oPWUOU59EroEf/Ht/4Z/lKGAOC0luq99DT9FYsAggFpTQedUal4WLi3mmFYI2SnKC3DoDpGnqYUk0kPKi+9kNjlLqB5l4I6g0UUqsoq+n8C1hGWjGlYKSybRlAnhs1E7ACFl4C3swD5FnILU+K7oWGcVlq1T8o4GlEnxn8yB20kS4AxXHWXBp0mLYTL0nIzVf80RQmePHEnkrtaCWAEvGSRVD2m9ICdgBuunpoB4La3cjpNEBM38L5XvlvGGcM058BQnB6WAxbAss0zGgq+lVjEgqF8vFbC2C9GWvSrIU5GmIIFXdF+FBVg0lulLqCyt7Ei3NXU5Gk2nB/N6SCSMCSJjkaKUaK6YBDUwHTC3IwVMVZjBAGGmrsJ/0lrdLdKGWGldEB154Zvn8cV2UVPPlMVajUDmSVYMnM4BLz4RvkOz5H/FSMFXdFiIhk8Xw7CwxCnx6s5rOQG1r5ci2MuVsjUENAUt58zHgpWX/SM4FsUTOIBu82duXLVY6i3/3WJsh8MmnNF6nXjNrsLBJvn/7IeqFqBHqUm2i3M/RDOnCOhSZ5IMQkVV441Bf4BMmUTWei1tC1MVaUTWpan44m2i1JxFVlkhGFotEVCH1HlUoL2QFltFSMlRi33p5h6C9slyaQua7zZDS3VJ2Axi2eUVr3IItERi3rRmpC2Fvn3/wXumr1nnolRNaUTWlRky9Jci0Bi1VRlPwXFi0kVVafEVSHai35i34jkRC1ci3Oi38/HseE1F7kuSABkMzSo7EGi304ReC00qnoMmGi1+C3BD45vmMuWYwEcBB5i0ai1tc3Yp7Ki2OxBTi03SBMVaYoDe/Hg/GXtFM3KCi3Li0ftGri2Mb7MkjOp4TtFmBUlhGJwlC3Bq6QicFiC33IW9F50i3wwFCC1AlavVgRQFWFAOJW7NaFzzIwG3i2pb6Yi07tHMC1IMml/4fSXXMkkX50r4oi3Yp4jAFvMDmtEx6LSzmQUV/iGY5aLElwC0YC2C1ZXeQ0BFQC3p82e/KX3kmhl4QhgC2jrSAdgAC1WflAi0x+GdVmf80jAjf80P80rrqK9UZNW84VRhmHkVtg4sRAJAFAOlM4EgOnQskfXWG4HXkXIhEXkUwOlOukFAG5dzG3l7TDIOn2lSoOndcrvkUqwG+vpoOnfkUNAGSO4rXD8S0GhlEOlMunqgH4MVgVbEOkQUVwUXUOkbvZMOmCsnwUVyS1Ps7YC1TAE1ZWEumfAHyhn13kvRE8OlCOnYNGoulY/E4UW43moul7AHQGjihkr3kppRSOlChkyOlGt5T2naoCE+llXpDc1f0X13nqOm6XVgik54z/Ok8OlP0XmQZcUhWdW6OnfAHeS33iAggHQwGu8XCFaiUVQgHOt6hS1SUW78BjcEXOlyUWAwFzvqxS1KUVYgFrOnK4GqUUEhkhOm5KKaUWUgEZS3rOm6UUDNGROnbOkz0V6zCJOni8DFUV1PWuunv3nJOmb2mT0Xk25Yr7PQG8gHZOmTmC5On/BkigGDOlFpUlOkx8VD0C+UUfBlVOmx6lBUUGdiLNZR2lt0XuF71Oke3WtOmDS19S33BklTlVOnQoEJUVHUSdS3QoEpUWImGJW4iXIuSll0WVS3ZUUzOmLOlugj0QGUMntwlLOkk81EDV2OlrcWp00hgFQnBROnVUXR0X7OmpS11UVZQFZF4nOmnsktUVqI7OOlos3B0WzYEvS13OkDUX7OkGejO9jPOlK8WRS2NM3O0VfOmMjUTUVl3n8v4NgHRi3efYuS3uAltgEh3kr97LUX1ummfayOl7AH6QHI434tbDgH1FmzH6wNb6S3OTWq0W/NbkyBYumK0UEunHiV4ukrgGxpGzAES0Ukum1ZUPUXCQEUunUy0vUU7Oll3lYjAfUU+unefbqPjRPFj1hJ3lCS2aDlvgFcul8S08y18um8S1cS1xFn1ECQ0V2iHPkVE0UmukDjBwOmSy3WH7Sy3I0X40XAOk20EqulKy0uD4qy2kS0oQG3GmKulIRWUxVYQEGunwBR81X4QGAQG+hlU0UQ0XB1GehkKQGCy32vqfdC8M2cunLpYuuns0U3gEeunWhljQmcQGwNbmhn+umvUWvelpoki0WPUVhukxukEVkSQHuy3humxun4ulrNEOIkK0XA4DJukJunJBEHUUZun0wGYy10Djxy0MaGd2ZpqAwNGlySG0VjPSFW6NukM81m0WehYTFkzUVhuk8hm20U1gG9ultOIAunu0XjulAnmXmmDulVy20mF/S3TunmmV+0X3OmwNb0hkVvEdUUEenbul7M1PS3Q1HbukGGl3S0JYXA5gHulXS24FbHukL02VQFQnDXumoWXJ0WrOlTy3EjkFUXsoUB5CNQFbS3OXmmrGTllVtFKYWmrFVlk9QGQ4HwvFXBmDQE3BlPBmN0UPBmAhmL8Ct0U6gFKYVx83zQGAhnVpUdS1vBlny0tS2/va3BnAhmOUWghkT7mo3X895mNZby3QhnuzCIhlry0L0WIhlLy38/H5S2Dy1KrHPQFaUW4FZKrHYhnpS1WBlDy34hlH0Wjy2+ciuxluOm9y2wkCX0WUhlrunYam30UmXlty38Tn+S11y10BmaOnuS19unK2kjAU/Bmdum4wFMgmE+kChl602hfFKy45y1ShkYuyDinMemC2WcUW6S3FZWZumLMkYUXL1Exy0qS3LMAqhkRy28skMOm6hlDMlQUXRummrhEMVkOmQVZfnwstkiwHW4Eey04OlWhkorR0MU8S3Wy3sl6OhkcS3Ohn2uk6wEsS2ifbWuljykMS2BhkpUjtIEXkWR4EGy28MX/2lkS1uw2hAHES14S1NlwWI0aNUbhnrzRjkGusWUsnfJirigasWvYpGNlT4Eg54/Jg3cWRPrJhUzT4+MLV+jgiA3qV16Uy4Ap9bgiBgGmVF6GPLXGHgiBctEQcVCJWw0lo+TP+XqM6HynADFFJyjp7XNk4l5XkxbV63p6K2Dql6GsmzE3q2XFL5U/mkaAgBXUODFL7il6bSSip5rdT8+6/dhIaH6ggrUA/UqlYA+uVNK0ZCCa/mooUQcXY2wiN71LS/2EgV59Njxsl1+kgV74iHlORygD2KWooUMB7AOAYPGxxA0L7c2nAGFa8UW0AxY7WsjHlUpt6PQDE6lUyH3j5AQAA4SGAYF8mwYFw3BCyS+AWnwCDJn68VZECo7JHjQnK079YoPh++W4wwFWWsaL8ImmAWZGVhoFsiQ0UmeYV6nWIVD9QWc6nxGXt6UcIJBAXYozyl52lWsEkotSHC06a5PCinmXAq3ZiVmmi5+Ub178VEB4GL5CZGX2V7M/EXL7wq2XN4eQxeUKVF7dhBV+W5qTv1XniV1J6S8kvdTscUJCj8plJo7ccUKV6KqAkq0d+Vkq0JvFOvZCcVUq3Eq2k16Z1BWmUOPDJcDoU3grCMJ6Yq1HzGa7zHGnLQ4F0q7WUW/D2sI4F5OImJU2C5w2clVFh6oDr4nCrUXGVmmh4hBio5M/isF6nZyzqnrJRHKmiGWqpirs7EdAlkAXz7S5DFpmuE03aqrV7ZDobV5xD5xiX+CAHM2/lirEEOF6BzG9ime543V4aPQLikO57Qj5xIS7eVitLzAH/7n2jlJbUNon3FHUIgON5aVi+ajKP7k+AZ2UStB5KnaP7r4QitYDSLryBNH7I8xu15D/HqAXQuBWGltvk1H6EoWN8n0r4Moo3TEoBoY2m/JLizWgdHr0E/L54DmjH5Zq3gMCaCWpq1/L7DaYt8Wpq2H02CGYtlFksBgEWoGnsiDAH6WSRgGCgz4XYAdwguL7QkRQmm0ySaX4DI6U1a696ET56MS9cV01hNXWXe7VfD5eV28V8lH/o6ySTCrFutRp3Eut7vlAilE7V48/ZVkB6p6cH6NYCLFDPaTTTX87myMqHy6Ip4kHkLRFKKbtDSeOFLBE3ompF7WcFCKbfAh9gDUjoEACoAC46ZVSb+jpyuScZAEgD7gAd4B6ACrwBAAAA=="))
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* Utility functions */
|
|
|
|
var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
|
|
pcbdata.metadata.revision + '__#';
|
|
var storage;
|
|
|
|
function initStorage(key) {
|
|
try {
|
|
window.localStorage.getItem("blank");
|
|
storage = window.localStorage;
|
|
} catch (e) {
|
|
// localStorage not available
|
|
}
|
|
if (!storage) {
|
|
try {
|
|
window.sessionStorage.getItem("blank");
|
|
storage = window.sessionStorage;
|
|
} catch (e) {
|
|
// sessionStorage also not available
|
|
}
|
|
}
|
|
}
|
|
|
|
function readStorage(key) {
|
|
if (storage) {
|
|
return storage.getItem(storagePrefix + key);
|
|
} else {
|
|
return null;
|
|
}
|
|
}
|
|
|
|
function writeStorage(key, value) {
|
|
if (storage) {
|
|
storage.setItem(storagePrefix + key, value);
|
|
}
|
|
}
|
|
|
|
function fancyDblClickHandler(el, onsingle, ondouble) {
|
|
return function () {
|
|
if (el.getAttribute("data-dblclick") == null) {
|
|
el.setAttribute("data-dblclick", 1);
|
|
setTimeout(function () {
|
|
if (el.getAttribute("data-dblclick") == 1) {
|
|
onsingle();
|
|
}
|
|
el.removeAttribute("data-dblclick");
|
|
}, 200);
|
|
} else {
|
|
el.removeAttribute("data-dblclick");
|
|
ondouble();
|
|
}
|
|
}
|
|
}
|
|
|
|
function smoothScrollToRow(rowid) {
|
|
document.getElementById(rowid).scrollIntoView({
|
|
behavior: "smooth",
|
|
block: "center",
|
|
inline: "nearest"
|
|
});
|
|
}
|
|
|
|
function focusInputField(input) {
|
|
input.scrollIntoView(false);
|
|
input.focus();
|
|
input.select();
|
|
}
|
|
|
|
function saveBomTable(output) {
|
|
var text = '';
|
|
for (var node of bomhead.childNodes[0].childNodes) {
|
|
if (node.firstChild) {
|
|
var name = node.firstChild.nodeValue ?? "";
|
|
text += (output == 'csv' ? `"${name}"` : name);
|
|
}
|
|
if (node != bomhead.childNodes[0].lastChild) {
|
|
text += (output == 'csv' ? ',' : '\t');
|
|
}
|
|
}
|
|
text += '\n';
|
|
for (var row of bombody.childNodes) {
|
|
for (var cell of row.childNodes) {
|
|
let val = '';
|
|
for (var node of cell.childNodes) {
|
|
if (node.nodeName == "INPUT") {
|
|
if (node.checked) {
|
|
val += '✓';
|
|
}
|
|
} else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
|
|
val += node.firstChild.nodeValue;
|
|
} else {
|
|
val += node.nodeValue;
|
|
}
|
|
}
|
|
if (output == 'csv') {
|
|
val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
|
|
if (isNumeric(val)) {
|
|
val = +val; // use number
|
|
} else {
|
|
val = `"${val}"`; // enclosed within double-quote
|
|
}
|
|
}
|
|
text += val;
|
|
if (cell != row.lastChild) {
|
|
text += (output == 'csv' ? ',' : '\t');
|
|
}
|
|
}
|
|
text += '\n';
|
|
}
|
|
|
|
if (output != 'clipboard') {
|
|
// To file: csv or txt
|
|
var blob = new Blob([text], {
|
|
type: `text/${output}`
|
|
});
|
|
saveFile(`${pcbdata.metadata.title}.${output}`, blob);
|
|
} else {
|
|
// To clipboard
|
|
var textArea = document.createElement("textarea");
|
|
textArea.classList.add('clipboard-temp');
|
|
textArea.value = text;
|
|
|
|
document.body.appendChild(textArea);
|
|
textArea.focus();
|
|
textArea.select();
|
|
|
|
try {
|
|
if (document.execCommand('copy')) {
|
|
console.log('Bom copied to clipboard.');
|
|
}
|
|
} catch (err) {
|
|
console.log('Can not copy to clipboard.');
|
|
}
|
|
|
|
document.body.removeChild(textArea);
|
|
}
|
|
}
|
|
|
|
function isNumeric(str) {
|
|
/* https://stackoverflow.com/a/175787 */
|
|
return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
|
|
}
|
|
|
|
function removeGutterNode(node) {
|
|
for (var i = 0; i < node.childNodes.length; i++) {
|
|
if (node.childNodes[i].classList &&
|
|
node.childNodes[i].classList.contains("gutter")) {
|
|
node.removeChild(node.childNodes[i]);
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
|
|
function cleanGutters() {
|
|
removeGutterNode(document.getElementById("bot"));
|
|
removeGutterNode(document.getElementById("canvasdiv"));
|
|
}
|
|
|
|
var units = {
|
|
prefixes: {
|
|
giga: ["G", "g", "giga", "Giga", "GIGA"],
|
|
mega: ["M", "mega", "Mega", "MEGA"],
|
|
kilo: ["K", "k", "kilo", "Kilo", "KILO"],
|
|
milli: ["m", "milli", "Milli", "MILLI"],
|
|
micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
|
|
nano: ["N", "n", "nano", "Nano", "NANO"],
|
|
pico: ["P", "p", "pico", "Pico", "PICO"],
|
|
},
|
|
unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
|
|
unitsLong: [
|
|
"OHM", "Ohm", "ohm", "ohms",
|
|
"FARAD", "Farad", "farad",
|
|
"HENRY", "Henry", "henry"
|
|
],
|
|
getMultiplier: function (s) {
|
|
if (this.prefixes.giga.includes(s)) return 1e9;
|
|
if (this.prefixes.mega.includes(s)) return 1e6;
|
|
if (this.prefixes.kilo.includes(s)) return 1e3;
|
|
if (this.prefixes.milli.includes(s)) return 1e-3;
|
|
if (this.prefixes.micro.includes(s)) return 1e-6;
|
|
if (this.prefixes.nano.includes(s)) return 1e-9;
|
|
if (this.prefixes.pico.includes(s)) return 1e-12;
|
|
return 1;
|
|
},
|
|
valueRegex: null,
|
|
valueAltRegex: null,
|
|
}
|
|
|
|
function initUtils() {
|
|
var allPrefixes = units.prefixes.giga
|
|
.concat(units.prefixes.mega)
|
|
.concat(units.prefixes.kilo)
|
|
.concat(units.prefixes.milli)
|
|
.concat(units.prefixes.micro)
|
|
.concat(units.prefixes.nano)
|
|
.concat(units.prefixes.pico);
|
|
var allUnits = units.unitsShort.concat(units.unitsLong);
|
|
units.valueRegex = new RegExp("^([0-9\.]+)" +
|
|
"\\s*(" + allPrefixes.join("|") + ")?" +
|
|
"(" + allUnits.join("|") + ")?" +
|
|
"(\\b.*)?$", "");
|
|
units.valueAltRegex = new RegExp("^([0-9]*)" +
|
|
"(" + units.unitsShort.join("|") + ")?" +
|
|
"([GgMmKkUuNnPp])?" +
|
|
"([0-9]*)" +
|
|
"(\\b.*)?$", "");
|
|
if (config.fields.includes("Value")) {
|
|
var index = config.fields.indexOf("Value");
|
|
pcbdata.bom["parsedValues"] = {};
|
|
var allList = getBomListByLayer('FB').flat();
|
|
for (var id in pcbdata.bom.fields) {
|
|
var ref_key = allList.find(item => item[1] == Number(id)) || [];
|
|
pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index], ref_key[0] || '');
|
|
}
|
|
}
|
|
}
|
|
|
|
function parseValue(val, ref) {
|
|
var inferUnit = (unit, ref) => {
|
|
if (unit) {
|
|
unit = unit.toLowerCase();
|
|
if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
|
|
unit = 'r';
|
|
}
|
|
return unit[0];
|
|
}
|
|
|
|
var resarr = /^([a-z]+)\d+$/i.exec(ref);
|
|
switch (Array.isArray(resarr) && resarr[1].toLowerCase()) {
|
|
case "c": return 'f';
|
|
case "l": return 'h';
|
|
case "r":
|
|
case "rv": return 'r';
|
|
}
|
|
return null;
|
|
};
|
|
val = val.replace(/,/g, "");
|
|
var match = units.valueRegex.exec(val);
|
|
if (Array.isArray(match)) {
|
|
var unit = inferUnit(match[3], ref);
|
|
var val_i = parseFloat(match[1]);
|
|
if (!unit) return null;
|
|
if (match[2]) {
|
|
val_i = val_i * units.getMultiplier(match[2]);
|
|
}
|
|
return {
|
|
val: val_i,
|
|
unit: unit,
|
|
extra: match[4],
|
|
}
|
|
}
|
|
|
|
match = units.valueAltRegex.exec(val);
|
|
if (Array.isArray(match) && (match[1] || match[4])) {
|
|
var unit = inferUnit(match[2], ref);
|
|
var val_i = parseFloat(match[1] + "." + match[4]);
|
|
if (!unit) return null;
|
|
if (match[3]) {
|
|
val_i = val_i * units.getMultiplier(match[3]);
|
|
}
|
|
return {
|
|
val: val_i,
|
|
unit: unit,
|
|
extra: match[5],
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function valueCompare(a, b, stra, strb) {
|
|
if (a === null && b === null) {
|
|
// Failed to parse both values, compare them as strings.
|
|
if (stra != strb) return stra > strb ? 1 : -1;
|
|
else return 0;
|
|
} else if (a === null) {
|
|
return 1;
|
|
} else if (b === null) {
|
|
return -1;
|
|
} else {
|
|
if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
|
|
else if (a.val != b.val) return a.val > b.val ? 1 : -1;
|
|
else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
|
|
function validateSaveImgDimension(element) {
|
|
var valid = false;
|
|
var intValue = 0;
|
|
if (/^[1-9]\d*$/.test(element.value)) {
|
|
intValue = parseInt(element.value);
|
|
if (intValue <= 16000) {
|
|
valid = true;
|
|
}
|
|
}
|
|
if (valid) {
|
|
element.classList.remove("invalid");
|
|
} else {
|
|
element.classList.add("invalid");
|
|
}
|
|
return intValue;
|
|
}
|
|
|
|
function saveImage(layer) {
|
|
var width = validateSaveImgDimension(document.getElementById("render-save-width"));
|
|
var height = validateSaveImgDimension(document.getElementById("render-save-height"));
|
|
var bgcolor = null;
|
|
if (!document.getElementById("render-save-transparent").checked) {
|
|
var style = getComputedStyle(topmostdiv);
|
|
bgcolor = style.getPropertyValue("background-color");
|
|
}
|
|
if (!width || !height) return;
|
|
|
|
// Prepare image
|
|
var canvas = document.createElement("canvas");
|
|
var layerdict = {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
bg: canvas,
|
|
fab: canvas,
|
|
silk: canvas,
|
|
highlight: canvas,
|
|
layer: layer,
|
|
}
|
|
// Do the rendering
|
|
recalcLayerScale(layerdict, width, height);
|
|
prepareLayer(layerdict);
|
|
clearCanvas(canvas, bgcolor);
|
|
drawBackground(layerdict, false);
|
|
drawHighlightsOnLayer(layerdict, false);
|
|
|
|
// Save image
|
|
var imgdata = canvas.toDataURL("image/png");
|
|
|
|
var filename = pcbdata.metadata.title;
|
|
if (pcbdata.metadata.revision) {
|
|
filename += `.${pcbdata.metadata.revision}`;
|
|
}
|
|
filename += `.${layer}.png`;
|
|
saveFile(filename, dataURLtoBlob(imgdata));
|
|
}
|
|
|
|
function saveSettings() {
|
|
var data = {
|
|
type: "InteractiveHtmlBom settings",
|
|
version: 1,
|
|
pcbmetadata: pcbdata.metadata,
|
|
settings: settings,
|
|
}
|
|
var blob = new Blob([JSON.stringify(data, null, 4)], {
|
|
type: "application/json"
|
|
});
|
|
saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
|
|
}
|
|
|
|
function loadSettings() {
|
|
var input = document.createElement("input");
|
|
input.type = "file";
|
|
input.accept = ".settings.json";
|
|
input.onchange = function (e) {
|
|
var file = e.target.files[0];
|
|
var reader = new FileReader();
|
|
reader.onload = readerEvent => {
|
|
var content = readerEvent.target.result;
|
|
var newSettings;
|
|
try {
|
|
newSettings = JSON.parse(content);
|
|
} catch (e) {
|
|
alert("Selected file is not InteractiveHtmlBom settings file.");
|
|
return;
|
|
}
|
|
if (newSettings.type != "InteractiveHtmlBom settings") {
|
|
alert("Selected file is not InteractiveHtmlBom settings file.");
|
|
return;
|
|
}
|
|
var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
|
|
if (metadataMatches) {
|
|
for (var k in pcbdata.metadata) {
|
|
if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
|
|
metadataMatches = false;
|
|
}
|
|
}
|
|
}
|
|
if (!metadataMatches) {
|
|
var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
|
|
var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
|
|
if (!confirm(
|
|
`Settins file metadata does not match current metadata.\n\n` +
|
|
`Page metadata:\n${currentMetadata}\n\n` +
|
|
`Settings file metadata:\n${fileMetadata}\n\n` +
|
|
`Press OK if you would like to import settings anyway.`)) {
|
|
return;
|
|
}
|
|
}
|
|
overwriteSettings(newSettings.settings);
|
|
}
|
|
reader.readAsText(file, 'UTF-8');
|
|
}
|
|
input.click();
|
|
}
|
|
|
|
function resetSettings() {
|
|
if (!confirm(
|
|
`This will reset all checkbox states and other settings.\n\n` +
|
|
`Press OK if you want to continue.`)) {
|
|
return;
|
|
}
|
|
if (storage) {
|
|
var keys = [];
|
|
for (var i = 0; i < storage.length; i++) {
|
|
var key = storage.key(i);
|
|
if (key.startsWith(storagePrefix)) keys.push(key);
|
|
}
|
|
for (var key of keys) storage.removeItem(key);
|
|
}
|
|
location.reload();
|
|
}
|
|
|
|
function overwriteSettings(newSettings) {
|
|
initDone = false;
|
|
Object.assign(settings, newSettings);
|
|
writeStorage("bomlayout", settings.bomlayout);
|
|
writeStorage("bommode", settings.bommode);
|
|
writeStorage("canvaslayout", settings.canvaslayout);
|
|
writeStorage("bomCheckboxes", settings.checkboxes.join(","));
|
|
document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
|
|
for (var checkbox of settings.checkboxes) {
|
|
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
|
|
}
|
|
writeStorage("markWhenChecked", settings.markWhenChecked);
|
|
padsVisible(settings.renderPads);
|
|
document.getElementById("padsCheckbox").checked = settings.renderPads;
|
|
fabricationVisible(settings.renderFabrication);
|
|
document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
|
|
silkscreenVisible(settings.renderSilkscreen);
|
|
document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
|
|
referencesVisible(settings.renderReferences);
|
|
document.getElementById("referencesCheckbox").checked = settings.renderReferences;
|
|
valuesVisible(settings.renderValues);
|
|
document.getElementById("valuesCheckbox").checked = settings.renderValues;
|
|
tracksVisible(settings.renderTracks);
|
|
document.getElementById("tracksCheckbox").checked = settings.renderTracks;
|
|
zonesVisible(settings.renderZones);
|
|
document.getElementById("zonesCheckbox").checked = settings.renderZones;
|
|
dnpOutline(settings.renderDnpOutline);
|
|
document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
|
|
setRedrawOnDrag(settings.redrawOnDrag);
|
|
document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
|
|
setHighlightRowOnClick(settings.highlightRowOnClick);
|
|
document.getElementById("highlightRowOnClickCheckbox").checked = settings.highlightRowOnClick;
|
|
setDarkMode(settings.darkMode);
|
|
document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
|
|
setHighlightPin1(settings.highlightpin1);
|
|
document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
setOffsetBackRotation(settings.offsetBackRotation);
|
|
document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
|
|
initDone = true;
|
|
prepCheckboxes();
|
|
changeBomLayout(settings.bomlayout);
|
|
}
|
|
|
|
function saveFile(filename, blob) {
|
|
var link = document.createElement("a");
|
|
var objurl = URL.createObjectURL(blob);
|
|
link.download = filename;
|
|
link.href = objurl;
|
|
link.click();
|
|
}
|
|
|
|
function dataURLtoBlob(dataurl) {
|
|
var arr = dataurl.split(','),
|
|
mime = arr[0].match(/:(.*?);/)[1],
|
|
bstr = atob(arr[1]),
|
|
n = bstr.length,
|
|
u8arr = new Uint8Array(n);
|
|
while (n--) {
|
|
u8arr[n] = bstr.charCodeAt(n);
|
|
}
|
|
return new Blob([u8arr], {
|
|
type: mime
|
|
});
|
|
}
|
|
|
|
var settings = {
|
|
canvaslayout: "FB",
|
|
bomlayout: "left-right",
|
|
bommode: "grouped",
|
|
checkboxes: [],
|
|
checkboxStoredRefs: {},
|
|
darkMode: false,
|
|
highlightpin1: "none",
|
|
redrawOnDrag: true,
|
|
boardRotation: 0,
|
|
offsetBackRotation: false,
|
|
renderPads: true,
|
|
renderReferences: true,
|
|
renderValues: true,
|
|
renderSilkscreen: true,
|
|
renderFabrication: true,
|
|
renderDnpOutline: false,
|
|
renderTracks: true,
|
|
renderZones: true,
|
|
columnOrder: [],
|
|
hiddenColumns: [],
|
|
netColors: {},
|
|
}
|
|
|
|
function initDefaults() {
|
|
settings.bomlayout = readStorage("bomlayout");
|
|
if (settings.bomlayout === null) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
|
|
settings.bomlayout = config.bom_view;
|
|
}
|
|
settings.bommode = readStorage("bommode");
|
|
if (settings.bommode === null) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
if (settings.bommode == "netlist" && !pcbdata.nets) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
|
|
settings.bommode = "grouped";
|
|
}
|
|
settings.canvaslayout = readStorage("canvaslayout");
|
|
if (settings.canvaslayout === null) {
|
|
settings.canvaslayout = config.layer_view;
|
|
}
|
|
var bomCheckboxes = readStorage("bomCheckboxes");
|
|
if (bomCheckboxes === null) {
|
|
bomCheckboxes = config.checkboxes;
|
|
}
|
|
settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
|
|
document.getElementById("bomCheckboxes").value = bomCheckboxes;
|
|
|
|
var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
|
|
if (highlightpin1 === "false") highlightpin1 = "none";
|
|
if (highlightpin1 === "true") highlightpin1 = "all";
|
|
setHighlightPin1(highlightpin1);
|
|
document.forms.highlightpin1.highlightpin1.value = highlightpin1;
|
|
|
|
settings.markWhenChecked = readStorage("markWhenChecked") || "";
|
|
populateMarkWhenCheckedOptions();
|
|
|
|
function initBooleanSetting(storageString, def, elementId, func) {
|
|
var b = readStorage(storageString);
|
|
if (b === null) {
|
|
b = def;
|
|
} else {
|
|
b = (b == "true");
|
|
}
|
|
document.getElementById(elementId).checked = b;
|
|
func(b);
|
|
}
|
|
|
|
initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
|
|
initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
|
|
initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
|
|
initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
|
|
initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
|
|
if ("tracks" in pcbdata) {
|
|
initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
|
|
initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
|
|
} else {
|
|
document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
|
|
tracksVisible(false);
|
|
zonesVisible(false);
|
|
}
|
|
initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
|
|
initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
|
|
initBooleanSetting("highlightRowOnClick", false, "highlightRowOnClickCheckbox", setHighlightRowOnClick);
|
|
initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
|
|
|
|
var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
|
|
var hcols = JSON.parse(readStorage("hiddenColumns"));
|
|
if (hcols === null) {
|
|
hcols = [];
|
|
}
|
|
settings.hiddenColumns = hcols.filter(e => fields.includes(e));
|
|
|
|
var cord = JSON.parse(readStorage("columnOrder"));
|
|
if (cord === null) {
|
|
cord = fields;
|
|
} else {
|
|
cord = cord.filter(e => fields.includes(e));
|
|
if (cord.length != fields.length)
|
|
cord = fields;
|
|
}
|
|
settings.columnOrder = cord;
|
|
|
|
settings.boardRotation = readStorage("boardRotation");
|
|
if (settings.boardRotation === null) {
|
|
settings.boardRotation = config.board_rotation * 5;
|
|
} else {
|
|
settings.boardRotation = parseInt(settings.boardRotation);
|
|
}
|
|
document.getElementById("boardRotation").value = settings.boardRotation / 5;
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);
|
|
|
|
settings.netColors = JSON.parse(readStorage("netColors")) || {};
|
|
}
|
|
|
|
// Helper classes for user js callbacks.
|
|
|
|
const IBOM_EVENT_TYPES = {
|
|
ALL: "all",
|
|
HIGHLIGHT_EVENT: "highlightEvent",
|
|
CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
|
|
BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
|
|
}
|
|
|
|
const EventHandler = {
|
|
callbacks: {},
|
|
init: function () {
|
|
for (eventType of Object.values(IBOM_EVENT_TYPES))
|
|
this.callbacks[eventType] = [];
|
|
},
|
|
registerCallback: function (eventType, callback) {
|
|
this.callbacks[eventType].push(callback);
|
|
},
|
|
emitEvent: function (eventType, eventArgs) {
|
|
event = {
|
|
eventType: eventType,
|
|
args: eventArgs,
|
|
}
|
|
var callback;
|
|
for (callback of this.callbacks[eventType])
|
|
callback(event);
|
|
for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
|
|
callback(event);
|
|
}
|
|
}
|
|
EventHandler.init();
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* PCB rendering code */
|
|
|
|
var emptyContext2d = document.createElement("canvas").getContext("2d");
|
|
|
|
function deg2rad(deg) {
|
|
return deg * Math.PI / 180;
|
|
}
|
|
|
|
function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
|
|
var point = [
|
|
linepoint[0] * text.width + offsetx,
|
|
linepoint[1] * text.height + offsety
|
|
];
|
|
// This approximates pcbnew behavior with how text tilts depending on horizontal justification
|
|
point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
|
|
return point;
|
|
}
|
|
|
|
function drawText(ctx, text, color) {
|
|
if ("ref" in text && !settings.renderReferences) return;
|
|
if ("val" in text && !settings.renderValues) return;
|
|
ctx.save();
|
|
ctx.fillStyle = color;
|
|
ctx.strokeStyle = color;
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
ctx.lineWidth = text.thickness;
|
|
if ("svgpath" in text) {
|
|
ctx.stroke(new Path2D(text.svgpath));
|
|
ctx.restore();
|
|
return;
|
|
}
|
|
if ("polygons" in text) {
|
|
ctx.fill(getPolygonsPath(text));
|
|
ctx.restore();
|
|
return;
|
|
}
|
|
ctx.translate(...text.pos);
|
|
ctx.translate(text.thickness * 0.5, 0);
|
|
var angle = -text.angle;
|
|
if (text.attr.includes("mirrored")) {
|
|
ctx.scale(-1, 1);
|
|
angle = -angle;
|
|
}
|
|
var tilt = 0;
|
|
if (text.attr.includes("italic")) {
|
|
tilt = 0.125;
|
|
}
|
|
var interline = text.height * 1.5 + text.thickness;
|
|
var txt = text.text.split("\n");
|
|
// KiCad ignores last empty line.
|
|
if (txt[txt.length - 1] == '') txt.pop();
|
|
ctx.rotate(deg2rad(angle));
|
|
var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
|
|
offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
|
|
for (var i in txt) {
|
|
var lineWidth = text.thickness + interline / 2 * tilt;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
lineWidth += fourSpaces - lineWidth % fourSpaces;
|
|
} else {
|
|
if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
}
|
|
lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
|
|
}
|
|
}
|
|
var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
|
|
var inOverbar = false;
|
|
for (var j = 0; j < txt[i].length; j++) {
|
|
if (config.kicad_text_formatting) {
|
|
if (txt[i][j] == '\t') {
|
|
var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
|
|
offsetx += fourSpaces - offsetx % fourSpaces;
|
|
continue;
|
|
} else if (txt[i][j] == '~') {
|
|
j++;
|
|
if (j == txt[i].length)
|
|
break;
|
|
if (txt[i][j] != '~') {
|
|
inOverbar = !inOverbar;
|
|
}
|
|
}
|
|
}
|
|
var glyph = pcbdata.font_data[txt[i][j]];
|
|
if (inOverbar) {
|
|
var overbarStart = [offsetx, -text.height * 1.4 + offsety];
|
|
var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];
|
|
|
|
if (!lastHadOverbar) {
|
|
overbarStart[0] += text.height * 1.4 * tilt;
|
|
lastHadOverbar = true;
|
|
}
|
|
ctx.beginPath();
|
|
ctx.moveTo(...overbarStart);
|
|
ctx.lineTo(...overbarEnd);
|
|
ctx.stroke();
|
|
} else {
|
|
lastHadOverbar = false;
|
|
}
|
|
for (var line of glyph.l) {
|
|
ctx.beginPath();
|
|
ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
|
|
for (var k = 1; k < line.length; k++) {
|
|
ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
offsetx += glyph.w * text.width;
|
|
}
|
|
offsety += interline;
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawedge(ctx, scalefactor, edge, color) {
|
|
ctx.strokeStyle = color;
|
|
ctx.fillStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
if ("svgpath" in edge) {
|
|
ctx.stroke(new Path2D(edge.svgpath));
|
|
} else {
|
|
ctx.beginPath();
|
|
if (edge.type == "segment") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(...edge.end);
|
|
}
|
|
if (edge.type == "rect") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.lineTo(edge.start[0], edge.end[1]);
|
|
ctx.lineTo(...edge.end);
|
|
ctx.lineTo(edge.end[0], edge.start[1]);
|
|
ctx.lineTo(...edge.start);
|
|
}
|
|
if (edge.type == "arc") {
|
|
ctx.arc(
|
|
...edge.start,
|
|
edge.radius,
|
|
deg2rad(edge.startangle),
|
|
deg2rad(edge.endangle));
|
|
}
|
|
if (edge.type == "circle") {
|
|
ctx.arc(
|
|
...edge.start,
|
|
edge.radius,
|
|
0, 2 * Math.PI);
|
|
ctx.closePath();
|
|
}
|
|
if (edge.type == "curve") {
|
|
ctx.moveTo(...edge.start);
|
|
ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
|
|
}
|
|
if("filled" in edge && edge.filled)
|
|
ctx.fill();
|
|
else
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
|
|
function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
|
|
// chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
|
|
var path = new Path2D();
|
|
var width = size[0];
|
|
var height = size[1];
|
|
var x = width * -0.5;
|
|
var y = height * -0.5;
|
|
var chamfOffset = Math.min(width, height) * chamfratio;
|
|
path.moveTo(x, 0);
|
|
if (chamfpos & 4) {
|
|
path.lineTo(x, y + height - chamfOffset);
|
|
path.lineTo(x + chamfOffset, y + height);
|
|
path.lineTo(0, y + height);
|
|
} else {
|
|
path.arcTo(x, y + height, x + width, y + height, radius);
|
|
}
|
|
if (chamfpos & 8) {
|
|
path.lineTo(x + width - chamfOffset, y + height);
|
|
path.lineTo(x + width, y + height - chamfOffset);
|
|
path.lineTo(x + width, 0);
|
|
} else {
|
|
path.arcTo(x + width, y + height, x + width, y, radius);
|
|
}
|
|
if (chamfpos & 2) {
|
|
path.lineTo(x + width, y + chamfOffset);
|
|
path.lineTo(x + width - chamfOffset, y);
|
|
path.lineTo(0, y);
|
|
} else {
|
|
path.arcTo(x + width, y, x, y, radius);
|
|
}
|
|
if (chamfpos & 1) {
|
|
path.lineTo(x + chamfOffset, y);
|
|
path.lineTo(x, y + chamfOffset);
|
|
path.lineTo(x, 0);
|
|
} else {
|
|
path.arcTo(x, y, x, y + height, radius);
|
|
}
|
|
path.closePath();
|
|
return path;
|
|
}
|
|
|
|
function getOblongPath(size) {
|
|
return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
|
|
}
|
|
|
|
function getPolygonsPath(shape) {
|
|
if (shape.path2d) {
|
|
return shape.path2d;
|
|
}
|
|
if ("svgpath" in shape) {
|
|
shape.path2d = new Path2D(shape.svgpath);
|
|
} else {
|
|
var path = new Path2D();
|
|
for (var polygon of shape.polygons) {
|
|
path.moveTo(...polygon[0]);
|
|
for (var i = 1; i < polygon.length; i++) {
|
|
path.lineTo(...polygon[i]);
|
|
}
|
|
path.closePath();
|
|
}
|
|
shape.path2d = path;
|
|
}
|
|
return shape.path2d;
|
|
}
|
|
|
|
function drawPolygonShape(ctx, scalefactor, shape, color) {
|
|
ctx.save();
|
|
if (!("svgpath" in shape)) {
|
|
ctx.translate(...shape.pos);
|
|
ctx.rotate(deg2rad(-shape.angle));
|
|
}
|
|
if("filled" in shape && !shape.filled) {
|
|
ctx.strokeStyle = color;
|
|
ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
|
|
ctx.lineCap = "round";
|
|
ctx.lineJoin = "round";
|
|
ctx.stroke(getPolygonsPath(shape));
|
|
} else {
|
|
ctx.fillStyle = color;
|
|
ctx.fill(getPolygonsPath(shape));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawDrawing(ctx, scalefactor, drawing, color) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
|
|
drawedge(ctx, scalefactor, drawing, color);
|
|
} else if (drawing.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, drawing, color);
|
|
} else {
|
|
drawText(ctx, drawing, color);
|
|
}
|
|
}
|
|
|
|
function getCirclePath(radius) {
|
|
var path = new Path2D();
|
|
path.arc(0, 0, radius, 0, 2 * Math.PI);
|
|
path.closePath();
|
|
return path;
|
|
}
|
|
|
|
function getCachedPadPath(pad) {
|
|
if (!pad.path2d) {
|
|
// if path2d is not set, build one and cache it on pad object
|
|
if (pad.shape == "rect") {
|
|
pad.path2d = new Path2D();
|
|
pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
|
|
} else if (pad.shape == "oval") {
|
|
pad.path2d = getOblongPath(pad.size);
|
|
} else if (pad.shape == "circle") {
|
|
pad.path2d = getCirclePath(pad.size[0] / 2);
|
|
} else if (pad.shape == "roundrect") {
|
|
pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
|
|
} else if (pad.shape == "chamfrect") {
|
|
pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
|
|
} else if (pad.shape == "custom") {
|
|
pad.path2d = getPolygonsPath(pad);
|
|
}
|
|
}
|
|
return pad.path2d;
|
|
}
|
|
|
|
function drawPad(ctx, pad, color, outline) {
|
|
ctx.save();
|
|
ctx.translate(...pad.pos);
|
|
ctx.rotate(-deg2rad(pad.angle));
|
|
if (pad.offset) {
|
|
ctx.translate(...pad.offset);
|
|
}
|
|
ctx.fillStyle = color;
|
|
ctx.strokeStyle = color;
|
|
var path = getCachedPadPath(pad);
|
|
if (outline) {
|
|
ctx.stroke(path);
|
|
} else {
|
|
ctx.fill(path);
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawPadHole(ctx, pad, padHoleColor) {
|
|
if (pad.type != "th") return;
|
|
ctx.save();
|
|
ctx.translate(...pad.pos);
|
|
ctx.rotate(-deg2rad(pad.angle));
|
|
ctx.fillStyle = padHoleColor;
|
|
if (pad.drillshape == "oblong") {
|
|
ctx.fill(getOblongPath(pad.drillsize));
|
|
} else if (pad.drillshape == "rect") {
|
|
ctx.fill(getChamferedRectPath(pad.drillsize, 0, 0, 0));
|
|
} else {
|
|
ctx.fill(getCirclePath(pad.drillsize[0] / 2));
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
|
|
if (highlight) {
|
|
// draw bounding box
|
|
if (footprint.layer == layer) {
|
|
ctx.save();
|
|
ctx.globalAlpha = 0.2;
|
|
ctx.translate(...footprint.bbox.pos);
|
|
ctx.rotate(deg2rad(-footprint.bbox.angle));
|
|
ctx.translate(...footprint.bbox.relpos);
|
|
ctx.fillStyle = colors.pad;
|
|
ctx.fillRect(0, 0, ...footprint.bbox.size);
|
|
ctx.globalAlpha = 1;
|
|
ctx.strokeStyle = colors.pad;
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
ctx.strokeRect(0, 0, ...footprint.bbox.size);
|
|
ctx.restore();
|
|
}
|
|
}
|
|
// draw drawings
|
|
for (var drawing of footprint.drawings) {
|
|
if (drawing.layer == layer) {
|
|
drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
|
|
}
|
|
}
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
// draw pads
|
|
if (settings.renderPads) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, colors.pad, outline);
|
|
if (pad.pin1 &&
|
|
(settings.highlightpin1 == "all" ||
|
|
settings.highlightpin1 == "selected" && highlight)) {
|
|
drawPad(ctx, pad, colors.outline, true);
|
|
}
|
|
}
|
|
}
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, colors.padHole);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawEdgeCuts(canvas, scalefactor) {
|
|
var ctx = canvas.getContext("2d");
|
|
var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
|
|
for (var edge of pcbdata.edges) {
|
|
drawDrawing(ctx, scalefactor, edge, edgecolor);
|
|
}
|
|
}
|
|
|
|
function drawFootprints(canvas, layer, scalefactor, highlight) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.lineWidth = 3 / scalefactor;
|
|
var style = getComputedStyle(topmostdiv);
|
|
|
|
var colors = {
|
|
pad: style.getPropertyValue('--pad-color'),
|
|
padHole: style.getPropertyValue('--pad-hole-color'),
|
|
outline: style.getPropertyValue('--pin1-outline-color'),
|
|
}
|
|
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var mod = pcbdata.footprints[i];
|
|
var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
|
|
var h = highlightedFootprints.includes(i);
|
|
var d = markedFootprints.has(i);
|
|
if (highlight) {
|
|
if(h && d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-both');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
|
|
} else if (h) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
|
|
} else if (d) {
|
|
colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
|
|
colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
|
|
}
|
|
}
|
|
if( h || d || !highlight) {
|
|
drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
|
|
var ctx = canvas.getContext("2d");
|
|
for (var d of pcbdata.drawings[layername][layer]) {
|
|
if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
|
|
drawedge(ctx, scalefactor, d, edgeColor);
|
|
} else if (d.type == "polygon") {
|
|
drawPolygonShape(ctx, scalefactor, d, polygonColor);
|
|
} else {
|
|
drawText(ctx, d, textColor);
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawTracks(canvas, layer, defaultColor, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.lineCap = "round";
|
|
|
|
var hasHole = (track) => (
|
|
'drillsize' in track &&
|
|
track.start[0] == track.end[0] &&
|
|
track.start[1] == track.end[1]);
|
|
|
|
// First draw tracks and tented vias
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
if (!hasHole(track)) {
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
|
|
ctx.lineWidth = track.width;
|
|
ctx.beginPath();
|
|
if ('radius' in track) {
|
|
ctx.arc(
|
|
...track.center,
|
|
track.radius,
|
|
deg2rad(track.startangle),
|
|
deg2rad(track.endangle));
|
|
} else {
|
|
ctx.moveTo(...track.start);
|
|
ctx.lineTo(...track.end);
|
|
}
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
// Second pass to draw untented vias
|
|
var style = getComputedStyle(topmostdiv);
|
|
var holeColor = style.getPropertyValue('--pad-hole-color')
|
|
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if (highlight && highlightedNet != track.net) continue;
|
|
if (hasHole(track)) {
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
|
|
ctx.lineWidth = track.width;
|
|
ctx.beginPath();
|
|
ctx.moveTo(...track.start);
|
|
ctx.lineTo(...track.end);
|
|
ctx.stroke();
|
|
ctx.strokeStyle = holeColor;
|
|
ctx.lineWidth = track.drillsize;
|
|
ctx.lineTo(...track.end);
|
|
ctx.stroke();
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawZones(canvas, layer, defaultColor, highlight) {
|
|
ctx = canvas.getContext("2d");
|
|
ctx.lineJoin = "round";
|
|
for (var zone of pcbdata.zones[layer]) {
|
|
if (highlight && highlightedNet != zone.net) continue;
|
|
ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
|
|
ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
|
|
if (!zone.path2d) {
|
|
zone.path2d = getPolygonsPath(zone);
|
|
}
|
|
ctx.fill(zone.path2d, zone.fillrule || "nonzero");
|
|
if (zone.width > 0) {
|
|
ctx.lineWidth = zone.width;
|
|
ctx.stroke(zone.path2d);
|
|
}
|
|
}
|
|
}
|
|
|
|
function clearCanvas(canvas, color = null) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.save();
|
|
ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
if (color) {
|
|
ctx.fillStyle = color;
|
|
ctx.fillRect(0, 0, canvas.width, canvas.height);
|
|
} else {
|
|
if (!window.matchMedia("print").matches)
|
|
ctx.clearRect(0, 0, canvas.width, canvas.height);
|
|
}
|
|
ctx.restore();
|
|
}
|
|
|
|
function drawNets(canvas, layer, highlight) {
|
|
var style = getComputedStyle(topmostdiv);
|
|
if (settings.renderZones) {
|
|
var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
|
|
drawZones(canvas, layer, zoneColor, highlight);
|
|
}
|
|
if (settings.renderTracks) {
|
|
var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
|
|
drawTracks(canvas, layer, trackColor, highlight);
|
|
}
|
|
if (highlight && settings.renderPads) {
|
|
var padColor = style.getPropertyValue('--pad-color-highlight');
|
|
var padHoleColor = style.getPropertyValue('--pad-hole-color');
|
|
var ctx = canvas.getContext("2d");
|
|
for (var footprint of pcbdata.footprints) {
|
|
// draw pads
|
|
var padDrawn = false;
|
|
for (var pad of footprint.pads) {
|
|
if (highlightedNet != pad.net) continue;
|
|
if (pad.layers.includes(layer)) {
|
|
drawPad(ctx, pad, padColor, false);
|
|
padDrawn = true;
|
|
}
|
|
}
|
|
if (padDrawn) {
|
|
// redraw all pad holes because some pads may overlap
|
|
for (var pad of footprint.pads) {
|
|
drawPadHole(ctx, pad, padHoleColor);
|
|
}
|
|
}
|
|
}
|
|
}
|
|
}
|
|
|
|
function drawHighlightsOnLayer(canvasdict, clear = true) {
|
|
if (clear) {
|
|
clearCanvas(canvasdict.highlight);
|
|
}
|
|
if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
|
|
drawFootprints(canvasdict.highlight, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, true);
|
|
}
|
|
if (highlightedNet !== null) {
|
|
drawNets(canvasdict.highlight, canvasdict.layer, true);
|
|
}
|
|
}
|
|
|
|
function drawHighlights() {
|
|
drawHighlightsOnLayer(allcanvas.front);
|
|
drawHighlightsOnLayer(allcanvas.back);
|
|
}
|
|
|
|
function drawBackground(canvasdict, clear = true) {
|
|
if (clear) {
|
|
clearCanvas(canvasdict.bg);
|
|
clearCanvas(canvasdict.fab);
|
|
clearCanvas(canvasdict.silk);
|
|
}
|
|
|
|
drawNets(canvasdict.bg, canvasdict.layer, false);
|
|
drawFootprints(canvasdict.bg, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom, false);
|
|
|
|
drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);
|
|
|
|
var style = getComputedStyle(topmostdiv);
|
|
var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
|
|
var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
|
|
var textColor = style.getPropertyValue('--silkscreen-text-color');
|
|
if (settings.renderSilkscreen) {
|
|
drawBgLayer(
|
|
"silkscreen", canvasdict.silk, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom,
|
|
edgeColor, polygonColor, textColor);
|
|
}
|
|
edgeColor = style.getPropertyValue('--fabrication-edge-color');
|
|
polygonColor = style.getPropertyValue('--fabrication-polygon-color');
|
|
textColor = style.getPropertyValue('--fabrication-text-color');
|
|
if (settings.renderFabrication) {
|
|
drawBgLayer(
|
|
"fabrication", canvasdict.fab, canvasdict.layer,
|
|
canvasdict.transform.s * canvasdict.transform.zoom,
|
|
edgeColor, polygonColor, textColor);
|
|
}
|
|
}
|
|
|
|
function prepareCanvas(canvas, flip, transform) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
ctx.scale(transform.zoom, transform.zoom);
|
|
ctx.translate(transform.panx, transform.pany);
|
|
if (flip) {
|
|
ctx.scale(-1, 1);
|
|
}
|
|
ctx.translate(transform.x, transform.y);
|
|
ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
|
|
ctx.scale(transform.s, transform.s);
|
|
}
|
|
|
|
function prepareLayer(canvasdict) {
|
|
var flip = (canvasdict.layer === "B");
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
prepareCanvas(canvasdict[c], flip, canvasdict.transform);
|
|
}
|
|
}
|
|
|
|
function rotateVector(v, angle) {
|
|
angle = deg2rad(angle);
|
|
return [
|
|
v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
|
|
v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
|
|
];
|
|
}
|
|
|
|
function applyRotation(bbox, flip) {
|
|
var corners = [
|
|
[bbox.minx, bbox.miny],
|
|
[bbox.minx, bbox.maxy],
|
|
[bbox.maxx, bbox.miny],
|
|
[bbox.maxx, bbox.maxy],
|
|
];
|
|
corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
|
|
return {
|
|
minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
|
|
miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
|
|
maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
|
|
maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
|
|
}
|
|
}
|
|
|
|
function recalcLayerScale(layerdict, width, height) {
|
|
var flip = (layerdict.layer === "B");
|
|
var bbox = applyRotation(pcbdata.edges_bbox, flip);
|
|
var scalefactor = 0.98 * Math.min(
|
|
width / (bbox.maxx - bbox.minx),
|
|
height / (bbox.maxy - bbox.miny)
|
|
);
|
|
if (scalefactor < 0.1) {
|
|
scalefactor = 1;
|
|
}
|
|
layerdict.transform.s = scalefactor;
|
|
if (flip) {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
|
|
} else {
|
|
layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
|
|
}
|
|
layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
|
|
for (var c of ["bg", "fab", "silk", "highlight"]) {
|
|
canvas = layerdict[c];
|
|
canvas.width = width;
|
|
canvas.height = height;
|
|
canvas.style.width = (width / devicePixelRatio) + "px";
|
|
canvas.style.height = (height / devicePixelRatio) + "px";
|
|
}
|
|
}
|
|
|
|
function redrawCanvas(layerdict) {
|
|
prepareLayer(layerdict);
|
|
drawBackground(layerdict);
|
|
drawHighlightsOnLayer(layerdict);
|
|
}
|
|
|
|
function resizeCanvas(layerdict) {
|
|
var canvasdivid = {
|
|
"F": "frontcanvas",
|
|
"B": "backcanvas"
|
|
} [layerdict.layer];
|
|
var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
|
|
var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
|
|
recalcLayerScale(layerdict, width, height);
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function resizeAll() {
|
|
resizeCanvas(allcanvas.front);
|
|
resizeCanvas(allcanvas.back);
|
|
}
|
|
|
|
function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
|
|
var A = x - x1;
|
|
var B = y - y1;
|
|
var C = x2 - x1;
|
|
var D = y2 - y1;
|
|
|
|
var dot = A * C + B * D;
|
|
var len_sq = C * C + D * D;
|
|
var dx, dy;
|
|
if (len_sq == 0) {
|
|
// start and end of the segment coincide
|
|
dx = x - x1;
|
|
dy = y - y1;
|
|
} else {
|
|
var param = dot / len_sq;
|
|
var xx, yy;
|
|
if (param < 0) {
|
|
xx = x1;
|
|
yy = y1;
|
|
} else if (param > 1) {
|
|
xx = x2;
|
|
yy = y2;
|
|
} else {
|
|
xx = x1 + param * C;
|
|
yy = y1 + param * D;
|
|
}
|
|
dx = x - xx;
|
|
dy = y - yy;
|
|
}
|
|
return dx * dx + dy * dy <= d * d;
|
|
}
|
|
|
|
function modulo(n, mod) {
|
|
return ((n % mod) + mod) % mod;
|
|
}
|
|
|
|
function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
|
|
var dx = x - xc;
|
|
var dy = y - yc;
|
|
var r_sq = dx * dx + dy * dy;
|
|
var rmin = Math.max(0, radius - d);
|
|
var rmax = radius + d;
|
|
|
|
if (r_sq < rmin * rmin || r_sq > rmax * rmax)
|
|
return false;
|
|
|
|
var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
|
|
var dx1 = xc + radius * Math.cos(angle1) - x;
|
|
var dy1 = yc + radius * Math.sin(angle1) - y;
|
|
if (dx1 * dx1 + dy1 * dy1 <= d * d)
|
|
return true;
|
|
|
|
var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
|
|
var dx2 = xc + radius * Math.cos(angle2) - x;
|
|
var dy2 = yc + radius * Math.sin(angle2) - y;
|
|
if (dx2 * dx2 + dy2 * dy2 <= d * d)
|
|
return true;
|
|
|
|
var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
|
|
if (angle1 > angle2)
|
|
return (angle >= angle2 || angle <= angle1);
|
|
else
|
|
return (angle >= angle1 && angle <= angle2);
|
|
}
|
|
|
|
function pointWithinPad(x, y, pad) {
|
|
var v = [x - pad.pos[0], y - pad.pos[1]];
|
|
v = rotateVector(v, pad.angle);
|
|
if (pad.offset) {
|
|
v[0] -= pad.offset[0];
|
|
v[1] -= pad.offset[1];
|
|
}
|
|
return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
|
|
}
|
|
|
|
function netHitScan(layer, x, y) {
|
|
// Check track segments
|
|
if (settings.renderTracks && pcbdata.tracks) {
|
|
for (var track of pcbdata.tracks[layer]) {
|
|
if ('radius' in track) {
|
|
if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
} else {
|
|
if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
|
|
return track.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
// Check pads
|
|
if (settings.renderPads) {
|
|
for (var footprint of pcbdata.footprints) {
|
|
for (var pad of footprint.pads) {
|
|
if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
|
|
return pad.net;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return null;
|
|
}
|
|
|
|
function pointWithinFootprintBbox(x, y, bbox) {
|
|
var v = [x - bbox.pos[0], y - bbox.pos[1]];
|
|
v = rotateVector(v, bbox.angle);
|
|
return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
|
|
bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
|
|
}
|
|
|
|
function bboxHitScan(layer, x, y) {
|
|
var result = [];
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
var footprint = pcbdata.footprints[i];
|
|
if (footprint.layer == layer) {
|
|
if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
|
|
result.push(i);
|
|
}
|
|
}
|
|
}
|
|
return result;
|
|
}
|
|
|
|
function handlePointerDown(e, layerdict) {
|
|
if (e.button != 0 && e.button != 1) {
|
|
return;
|
|
}
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
layerdict.pointerStates[e.pointerId] = {
|
|
distanceTravelled: 0,
|
|
lastX: e.offsetX,
|
|
lastY: e.offsetY,
|
|
downTime: Date.now(),
|
|
};
|
|
}
|
|
|
|
function handleMouseClick(e, layerdict) {
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
var x = e.offsetX;
|
|
var y = e.offsetY;
|
|
var t = layerdict.transform;
|
|
var flip = layerdict.layer === "B";
|
|
if (flip) {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
|
|
} else {
|
|
x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
|
|
}
|
|
y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
|
|
var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0));
|
|
if ("nets" in pcbdata) {
|
|
var net = netHitScan(layerdict.layer, ...v);
|
|
if (net !== highlightedNet) {
|
|
netClicked(net);
|
|
}
|
|
}
|
|
if (highlightedNet === null) {
|
|
var footprints = bboxHitScan(layerdict.layer, ...v);
|
|
if (footprints.length > 0) {
|
|
footprintsClicked(footprints);
|
|
}
|
|
}
|
|
}
|
|
|
|
function handlePointerLeave(e, layerdict) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
delete layerdict.pointerStates[e.pointerId];
|
|
}
|
|
|
|
function resetTransform(layerdict) {
|
|
layerdict.transform.panx = 0;
|
|
layerdict.transform.pany = 0;
|
|
layerdict.transform.zoom = 1;
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function handlePointerUp(e, layerdict) {
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (e.button == 2) {
|
|
// Reset pan and zoom on right click.
|
|
resetTransform(layerdict);
|
|
layerdict.anotherPointerTapped = false;
|
|
return;
|
|
}
|
|
|
|
// We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
|
|
var ptr = layerdict.pointerStates[e.pointerId];
|
|
ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);
|
|
|
|
if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
|
|
if (Object.keys(layerdict.pointerStates).length == 1) {
|
|
if (layerdict.anotherPointerTapped) {
|
|
// This is the second pointer coming off of a two-finger tap
|
|
resetTransform(layerdict);
|
|
} else {
|
|
// This is just a regular tap
|
|
handleMouseClick(e, layerdict);
|
|
}
|
|
layerdict.anotherPointerTapped = false;
|
|
} else {
|
|
// This is the first finger coming off of what could become a two-finger tap
|
|
layerdict.anotherPointerTapped = true;
|
|
}
|
|
} else {
|
|
if (!settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
layerdict.anotherPointerTapped = false;
|
|
}
|
|
|
|
delete layerdict.pointerStates[e.pointerId];
|
|
}
|
|
|
|
function handlePointerMove(e, layerdict) {
|
|
if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
|
|
return;
|
|
}
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
if (!e.hasOwnProperty("offsetX")) {
|
|
// The polyfill doesn't set this properly
|
|
e.offsetX = e.pageX - e.currentTarget.offsetLeft;
|
|
e.offsetY = e.pageY - e.currentTarget.offsetTop;
|
|
}
|
|
|
|
var thisPtr = layerdict.pointerStates[e.pointerId];
|
|
|
|
var dx = e.offsetX - thisPtr.lastX;
|
|
var dy = e.offsetY - thisPtr.lastY;
|
|
|
|
// If this number is low on pointer up, we count the action as a click
|
|
thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);
|
|
|
|
if (Object.keys(layerdict.pointerStates).length == 1) {
|
|
// This is a simple drag
|
|
layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
|
|
layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
|
|
} else if (Object.keys(layerdict.pointerStates).length == 2) {
|
|
var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];
|
|
|
|
var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
|
|
var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));
|
|
|
|
var scaleFactor = newDist / oldDist;
|
|
|
|
if (scaleFactor != NaN) {
|
|
layerdict.transform.zoom *= scaleFactor;
|
|
|
|
var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
|
|
layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
|
|
layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
|
|
}
|
|
}
|
|
|
|
thisPtr.lastX = e.offsetX;
|
|
thisPtr.lastY = e.offsetY;
|
|
|
|
if (settings.redrawOnDrag) {
|
|
redrawCanvas(layerdict);
|
|
}
|
|
}
|
|
|
|
function handleMouseWheel(e, layerdict) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
var t = layerdict.transform;
|
|
var wheeldelta = e.deltaY;
|
|
if (e.deltaMode == 1) {
|
|
// FF only, scroll by lines
|
|
wheeldelta *= 30;
|
|
} else if (e.deltaMode == 2) {
|
|
wheeldelta *= 300;
|
|
}
|
|
var m = Math.pow(1.1, -wheeldelta / 40);
|
|
// Limit amount of zoom per tick.
|
|
if (m > 2) {
|
|
m = 2;
|
|
} else if (m < 0.5) {
|
|
m = 0.5;
|
|
}
|
|
t.zoom *= m;
|
|
var zoomd = (1 - m) / t.zoom;
|
|
t.panx += devicePixelRatio * e.offsetX * zoomd;
|
|
t.pany += devicePixelRatio * e.offsetY * zoomd;
|
|
redrawCanvas(layerdict);
|
|
}
|
|
|
|
function addMouseHandlers(div, layerdict) {
|
|
div.addEventListener("pointerdown", function(e) {
|
|
handlePointerDown(e, layerdict);
|
|
});
|
|
div.addEventListener("pointermove", function(e) {
|
|
handlePointerMove(e, layerdict);
|
|
});
|
|
div.addEventListener("pointerup", function(e) {
|
|
handlePointerUp(e, layerdict);
|
|
});
|
|
var pointerleave = function(e) {
|
|
handlePointerLeave(e, layerdict);
|
|
}
|
|
div.addEventListener("pointercancel", pointerleave);
|
|
div.addEventListener("pointerleave", pointerleave);
|
|
div.addEventListener("pointerout", pointerleave);
|
|
|
|
div.onwheel = function(e) {
|
|
handleMouseWheel(e, layerdict);
|
|
}
|
|
for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
|
|
element.addEventListener("contextmenu", function(e) {
|
|
e.preventDefault();
|
|
}, false);
|
|
}
|
|
}
|
|
|
|
function setRedrawOnDrag(value) {
|
|
settings.redrawOnDrag = value;
|
|
writeStorage("redrawOnDrag", value);
|
|
}
|
|
|
|
function setBoardRotation(value) {
|
|
settings.boardRotation = value * 5;
|
|
writeStorage("boardRotation", settings.boardRotation);
|
|
document.getElementById("rotationDegree").textContent = settings.boardRotation;
|
|
resizeAll();
|
|
}
|
|
|
|
function setOffsetBackRotation(value) {
|
|
settings.offsetBackRotation = value;
|
|
writeStorage("offsetBackRotation", value);
|
|
resizeAll();
|
|
}
|
|
|
|
function initRender() {
|
|
allcanvas = {
|
|
front: {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
pointerStates: {},
|
|
anotherPointerTapped: false,
|
|
bg: document.getElementById("F_bg"),
|
|
fab: document.getElementById("F_fab"),
|
|
silk: document.getElementById("F_slk"),
|
|
highlight: document.getElementById("F_hl"),
|
|
layer: "F",
|
|
},
|
|
back: {
|
|
transform: {
|
|
x: 0,
|
|
y: 0,
|
|
s: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1,
|
|
},
|
|
pointerStates: {},
|
|
anotherPointerTapped: false,
|
|
bg: document.getElementById("B_bg"),
|
|
fab: document.getElementById("B_fab"),
|
|
silk: document.getElementById("B_slk"),
|
|
highlight: document.getElementById("B_hl"),
|
|
layer: "B",
|
|
}
|
|
};
|
|
addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
|
|
addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/*
|
|
* Table reordering via Drag'n'Drop
|
|
* Inspired by: https://htmldom.dev/drag-and-drop-table-column
|
|
*/
|
|
|
|
function setBomHandlers() {
|
|
|
|
const bom = document.getElementById('bomtable');
|
|
|
|
let dragName;
|
|
let placeHolderElements;
|
|
let draggingElement;
|
|
let forcePopulation;
|
|
let xOffset;
|
|
let yOffset;
|
|
let wasDragged;
|
|
|
|
const mouseUpHandler = function(e) {
|
|
// Delete dragging element
|
|
draggingElement.remove();
|
|
|
|
// Make BOM selectable again
|
|
bom.style.removeProperty("userSelect");
|
|
|
|
// Remove listeners
|
|
document.removeEventListener('mousemove', mouseMoveHandler);
|
|
document.removeEventListener('mouseup', mouseUpHandler);
|
|
|
|
if (wasDragged) {
|
|
// Redraw whole BOM
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
const mouseMoveHandler = function(e) {
|
|
// Notice the dragging
|
|
wasDragged = true;
|
|
|
|
// Make the dragged element visible
|
|
draggingElement.style.removeProperty("display");
|
|
|
|
// Set elements position to mouse position
|
|
draggingElement.style.left = `${e.screenX - xOffset}px`;
|
|
draggingElement.style.top = `${e.screenY - yOffset}px`;
|
|
|
|
// Forced redrawing of BOM table
|
|
if (forcePopulation) {
|
|
forcePopulation = false;
|
|
// Copy array
|
|
phe = Array.from(placeHolderElements);
|
|
// populate BOM table again
|
|
populateBomHeader(dragName, phe);
|
|
populateBomBody(dragName, phe);
|
|
}
|
|
|
|
// Set up array of hidden columns
|
|
var hiddenColumns = Array.from(settings.hiddenColumns);
|
|
// In the ungrouped mode, quantity don't exist
|
|
if (settings.bommode === "ungrouped")
|
|
hiddenColumns.push("Quantity");
|
|
// If no checkbox fields can be found, we consider them hidden
|
|
if (settings.checkboxes.length == 0)
|
|
hiddenColumns.push("checkboxes");
|
|
|
|
// Get table headers and group them into checkboxes, extrafields and normal headers
|
|
const bh = document.getElementById("bomhead");
|
|
headers = Array.from(bh.querySelectorAll("th"))
|
|
headers.shift() // numCol is not part of the columnOrder
|
|
headerGroups = []
|
|
lastCompoundClass = null;
|
|
for (i = 0; i < settings.columnOrder.length; i++) {
|
|
cElem = settings.columnOrder[i];
|
|
if (hiddenColumns.includes(cElem)) {
|
|
// Hidden columns appear as a dummy element
|
|
headerGroups.push([]);
|
|
continue;
|
|
}
|
|
elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
|
|
if (elem.classList.contains("bom-checkbox")) {
|
|
if (lastCompoundClass === "bom-checkbox") {
|
|
cbGroup = headerGroups.pop();
|
|
cbGroup.push(elem);
|
|
headerGroups.push(cbGroup);
|
|
} else {
|
|
lastCompoundClass = "bom-checkbox";
|
|
headerGroups.push([elem])
|
|
}
|
|
} else {
|
|
headerGroups.push([elem])
|
|
}
|
|
}
|
|
|
|
// Copy settings.columnOrder
|
|
var columns = Array.from(settings.columnOrder)
|
|
|
|
// Set up array with indices of hidden columns
|
|
var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
|
|
var dragIndex = columns.indexOf(dragName);
|
|
var swapIndex = dragIndex;
|
|
var swapDone = false;
|
|
|
|
// Check if the current dragged element is swapable with the left or right element
|
|
if (dragIndex > 0) {
|
|
// Get left headers boundingbox
|
|
swapIndex = dragIndex - 1;
|
|
while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
|
|
swapIndex--;
|
|
if (!hiddenIndices.includes(swapIndex)) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
if ((!swapDone) && dragIndex < headerGroups.length - 1) {
|
|
// Get right headers boundingbox
|
|
swapIndex = dragIndex + 1;
|
|
while (hiddenIndices.includes(swapIndex))
|
|
swapIndex++;
|
|
if (swapIndex < headerGroups.length) {
|
|
box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
|
|
if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
|
|
swapElement = columns[dragIndex];
|
|
columns.splice(dragIndex, 1);
|
|
columns.splice(swapIndex, 0, swapElement);
|
|
forcePopulation = true;
|
|
swapDone = true;
|
|
}
|
|
}
|
|
}
|
|
|
|
// Write back change to storage
|
|
if (swapDone) {
|
|
settings.columnOrder = columns
|
|
writeStorage("columnOrder", JSON.stringify(columns));
|
|
}
|
|
|
|
}
|
|
|
|
const mouseDownHandler = function(e) {
|
|
var target = e.target;
|
|
if (target.tagName.toLowerCase() != "td")
|
|
target = target.parentElement;
|
|
|
|
// Used to check if a dragging has ever happened
|
|
wasDragged = false;
|
|
|
|
// Create new element which will be displayed as the dragged column
|
|
draggingElement = document.createElement("div")
|
|
draggingElement.classList.add("dragging");
|
|
draggingElement.style.display = "none";
|
|
draggingElement.style.position = "absolute";
|
|
draggingElement.style.overflow = "hidden";
|
|
|
|
// Get bomhead and bombody elements
|
|
const bh = document.getElementById("bomhead");
|
|
const bb = document.getElementById("bombody");
|
|
|
|
// Get all compound headers for the current column
|
|
var compoundHeaders;
|
|
if (target.classList.contains("bom-checkbox")) {
|
|
compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
|
|
} else {
|
|
compoundHeaders = [target];
|
|
}
|
|
|
|
// Create new table which will display the column
|
|
var newTable = document.createElement("table");
|
|
newTable.classList.add("bom");
|
|
newTable.style.background = "white";
|
|
draggingElement.append(newTable);
|
|
|
|
// Create new header element
|
|
var newHeader = document.createElement("thead");
|
|
newTable.append(newHeader);
|
|
|
|
// Set up array for storing all placeholder elements
|
|
placeHolderElements = [];
|
|
|
|
// Add all compound headers to the new thead element and placeholders
|
|
compoundHeaders.forEach(function(h) {
|
|
clone = cloneElementWithDimensions(h);
|
|
newHeader.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
|
|
// Create new body element
|
|
var newBody = document.createElement("tbody");
|
|
newTable.append(newBody);
|
|
|
|
// Get indices for compound headers
|
|
var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));
|
|
|
|
// For each row in the BOM body...
|
|
var rows = bb.querySelectorAll("tr");
|
|
rows.forEach(function(row) {
|
|
// ..get the cells for the compound column
|
|
const tds = row.querySelectorAll("td");
|
|
var copytds = idxs.map(i => tds[i]);
|
|
// Add them to the new element and the placeholders
|
|
var newRow = document.createElement("tr");
|
|
copytds.forEach(function(td) {
|
|
clone = cloneElementWithDimensions(td);
|
|
newRow.append(clone);
|
|
placeHolderElements.push(clone);
|
|
});
|
|
newBody.append(newRow);
|
|
});
|
|
|
|
// Compute width for compound header
|
|
var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
|
|
draggingElement.style.width = `${width}px`;
|
|
|
|
// Insert the new dragging element and disable selection on BOM
|
|
bom.insertBefore(draggingElement, null);
|
|
bom.style.userSelect = "none";
|
|
|
|
// Determine the mouse position offset
|
|
xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
|
|
yOffset = e.screenY - compoundHeaders[0].offsetTop;
|
|
|
|
// Get name for the column in settings.columnOrder
|
|
dragName = getColumnOrderName(target);
|
|
|
|
// Change text and class for placeholder elements
|
|
placeHolderElements = placeHolderElements.map(function(e) {
|
|
newElem = cloneElementWithDimensions(e);
|
|
newElem.textContent = "";
|
|
newElem.classList.add("placeholder");
|
|
return newElem;
|
|
});
|
|
|
|
// On next mouse move, the whole BOM needs to be redrawn to show the placeholders
|
|
forcePopulation = true;
|
|
|
|
// Add listeners for move and up on mouse
|
|
document.addEventListener('mousemove', mouseMoveHandler);
|
|
document.addEventListener('mouseup', mouseUpHandler);
|
|
}
|
|
|
|
// In netlist mode, there is nothing to reorder
|
|
if (settings.bommode === "netlist")
|
|
return;
|
|
|
|
// Add mouseDownHandler to every column except the numCol
|
|
bom.querySelectorAll("th")
|
|
.forEach(function(head) {
|
|
if (!head.classList.contains("numCol")) {
|
|
head.onmousedown = mouseDownHandler;
|
|
}
|
|
});
|
|
|
|
}
|
|
|
|
function getBoundingClientRectFromMultiple(elements) {
|
|
var elems = Array.from(elements);
|
|
|
|
if (elems.length == 0)
|
|
return null;
|
|
|
|
var box = elems.shift()
|
|
.getBoundingClientRect();
|
|
|
|
elems.forEach(function(elem) {
|
|
var elembox = elem.getBoundingClientRect();
|
|
box.left = Math.min(elembox.left, box.left);
|
|
box.top = Math.min(elembox.top, box.top);
|
|
box.width += elembox.width;
|
|
box.height = Math.max(elembox.height, box.height);
|
|
});
|
|
|
|
return box;
|
|
}
|
|
|
|
function cloneElementWithDimensions(elem) {
|
|
var newElem = elem.cloneNode(true);
|
|
newElem.style.height = window.getComputedStyle(elem).height;
|
|
newElem.style.width = window.getComputedStyle(elem).width;
|
|
return newElem;
|
|
}
|
|
|
|
function getBomTableHeaderIndex(elem) {
|
|
const bh = document.getElementById('bomhead');
|
|
const ths = Array.from(bh.querySelectorAll("th"));
|
|
return ths.indexOf(elem);
|
|
}
|
|
|
|
function getColumnOrderName(elem) {
|
|
var cname = elem.getAttribute("col_name");
|
|
if (cname === "bom-checkbox")
|
|
return "checkboxes";
|
|
else
|
|
return cname;
|
|
}
|
|
|
|
function resizableGrid(tablehead) {
|
|
var cols = tablehead.firstElementChild.children;
|
|
var rowWidth = tablehead.offsetWidth;
|
|
|
|
for (var i = 1; i < cols.length; i++) {
|
|
if (cols[i].classList.contains("bom-checkbox"))
|
|
continue;
|
|
cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
|
|
}
|
|
|
|
for (var i = 1; i < cols.length - 1; i++) {
|
|
var div = document.createElement('div');
|
|
div.className = "column-width-handle";
|
|
cols[i].appendChild(div);
|
|
setListeners(div);
|
|
}
|
|
|
|
function setListeners(div) {
|
|
var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;
|
|
|
|
div.addEventListener('mousedown', function(e) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
|
|
curCol = e.target.parentElement;
|
|
nxtCol = curCol.nextElementSibling;
|
|
startX = e.pageX;
|
|
|
|
var padding = paddingDiff(curCol);
|
|
|
|
rowWidth = curCol.parentElement.offsetWidth;
|
|
curColWidth = curCol.clientWidth - padding;
|
|
nxtColWidth = nxtCol.clientWidth - padding;
|
|
});
|
|
|
|
document.addEventListener('mousemove', function(e) {
|
|
if (startX) {
|
|
var diffX = e.pageX - startX;
|
|
diffX = -Math.min(-diffX, curColWidth - 20);
|
|
diffX = Math.min(diffX, nxtColWidth - 20);
|
|
|
|
curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
|
|
nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
|
|
console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
|
|
}
|
|
});
|
|
|
|
document.addEventListener('mouseup', function(e) {
|
|
curCol = undefined;
|
|
nxtCol = undefined;
|
|
startX = undefined;
|
|
nxtColWidth = undefined;
|
|
curColWidth = undefined
|
|
});
|
|
}
|
|
|
|
function paddingDiff(col) {
|
|
|
|
if (getStyleVal(col, 'box-sizing') == 'border-box') {
|
|
return 0;
|
|
}
|
|
|
|
var padLeft = getStyleVal(col, 'padding-left');
|
|
var padRight = getStyleVal(col, 'padding-right');
|
|
return (parseInt(padLeft) + parseInt(padRight));
|
|
|
|
}
|
|
|
|
function getStyleVal(elm, css) {
|
|
return (window.getComputedStyle(elm, null).getPropertyValue(css))
|
|
}
|
|
}
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
/* DOM manipulation and misc code */
|
|
|
|
var bomsplit;
|
|
var canvassplit;
|
|
var initDone = false;
|
|
var bomSortFunction = null;
|
|
var currentSortColumn = null;
|
|
var currentSortOrder = null;
|
|
var currentHighlightedRowId;
|
|
var highlightHandlers = [];
|
|
var footprintIndexToHandler = {};
|
|
var netsToHandler = {};
|
|
var markedFootprints = new Set();
|
|
var highlightedFootprints = [];
|
|
var highlightedNet = null;
|
|
var lastClicked;
|
|
|
|
function dbg(html) {
|
|
dbgdiv.innerHTML = html;
|
|
}
|
|
|
|
function redrawIfInitDone() {
|
|
if (initDone) {
|
|
redrawCanvas(allcanvas.front);
|
|
redrawCanvas(allcanvas.back);
|
|
}
|
|
}
|
|
|
|
function padsVisible(value) {
|
|
writeStorage("padsVisible", value);
|
|
settings.renderPads = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function referencesVisible(value) {
|
|
writeStorage("referencesVisible", value);
|
|
settings.renderReferences = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function valuesVisible(value) {
|
|
writeStorage("valuesVisible", value);
|
|
settings.renderValues = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function tracksVisible(value) {
|
|
writeStorage("tracksVisible", value);
|
|
settings.renderTracks = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function zonesVisible(value) {
|
|
writeStorage("zonesVisible", value);
|
|
settings.renderZones = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function dnpOutline(value) {
|
|
writeStorage("dnpOutline", value);
|
|
settings.renderDnpOutline = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setDarkMode(value) {
|
|
if (value) {
|
|
topmostdiv.classList.add("dark");
|
|
} else {
|
|
topmostdiv.classList.remove("dark");
|
|
}
|
|
writeStorage("darkmode", value);
|
|
settings.darkMode = value;
|
|
redrawIfInitDone();
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
function setShowBOMColumn(field, value) {
|
|
if (field === "references") {
|
|
var rl = document.getElementById("reflookup");
|
|
rl.disabled = !value;
|
|
if (!value) {
|
|
rl.value = "";
|
|
updateRefLookup("");
|
|
}
|
|
}
|
|
|
|
var n = settings.hiddenColumns.indexOf(field);
|
|
if (value) {
|
|
if (n != -1) {
|
|
settings.hiddenColumns.splice(n, 1);
|
|
}
|
|
} else {
|
|
if (n == -1) {
|
|
settings.hiddenColumns.push(field);
|
|
}
|
|
}
|
|
|
|
writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
|
|
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
|
|
function setFullscreen(value) {
|
|
if (value) {
|
|
document.documentElement.requestFullscreen();
|
|
} else {
|
|
document.exitFullscreen();
|
|
}
|
|
}
|
|
|
|
function fabricationVisible(value) {
|
|
writeStorage("fabricationVisible", value);
|
|
settings.renderFabrication = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function silkscreenVisible(value) {
|
|
writeStorage("silkscreenVisible", value);
|
|
settings.renderSilkscreen = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setHighlightPin1(value) {
|
|
writeStorage("highlightpin1", value);
|
|
settings.highlightpin1 = value;
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function setHighlightRowOnClick(value) {
|
|
settings.highlightRowOnClick = value;
|
|
writeStorage("highlightRowOnClick", value);
|
|
if (initDone) {
|
|
populateBomTable();
|
|
}
|
|
}
|
|
|
|
function getStoredCheckboxRefs(checkbox) {
|
|
function convert(ref) {
|
|
var intref = parseInt(ref);
|
|
if (isNaN(intref)) {
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
if (pcbdata.footprints[i].ref == ref) {
|
|
return i;
|
|
}
|
|
}
|
|
return -1;
|
|
} else {
|
|
return intref;
|
|
}
|
|
}
|
|
if (!(checkbox in settings.checkboxStoredRefs)) {
|
|
var val = readStorage("checkbox_" + checkbox);
|
|
settings.checkboxStoredRefs[checkbox] = val ? val : "";
|
|
}
|
|
if (!settings.checkboxStoredRefs[checkbox]) {
|
|
return new Set();
|
|
} else {
|
|
return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
|
|
}
|
|
}
|
|
|
|
function getCheckboxState(checkbox, references) {
|
|
var storedRefsSet = getStoredCheckboxRefs(checkbox);
|
|
var currentRefsSet = new Set(references.map(r => r[1]));
|
|
// Get difference of current - stored
|
|
var difference = new Set(currentRefsSet);
|
|
for (ref of storedRefsSet) {
|
|
difference.delete(ref);
|
|
}
|
|
if (difference.size == 0) {
|
|
// All the current refs are stored
|
|
return "checked";
|
|
} else if (difference.size == currentRefsSet.size) {
|
|
// None of the current refs are stored
|
|
return "unchecked";
|
|
} else {
|
|
// Some of the refs are stored
|
|
return "indeterminate";
|
|
}
|
|
}
|
|
|
|
function setBomCheckboxState(checkbox, element, references) {
|
|
var state = getCheckboxState(checkbox, references);
|
|
element.checked = (state == "checked");
|
|
element.indeterminate = (state == "indeterminate");
|
|
}
|
|
|
|
function createCheckboxHandlers(input, checkbox, references, row) {
|
|
var clickHandler = () => {
|
|
refsSet = getStoredCheckboxRefs(checkbox);
|
|
var markWhenChecked = settings.markWhenChecked == checkbox;
|
|
eventArgs = {
|
|
checkbox: checkbox,
|
|
refs: references,
|
|
}
|
|
if (input.checked) {
|
|
// checkbox ticked
|
|
for (var ref of references) {
|
|
refsSet.add(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.add("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.add(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'checked';
|
|
} else {
|
|
// checkbox unticked
|
|
for (var ref of references) {
|
|
refsSet.delete(ref[1]);
|
|
}
|
|
if (markWhenChecked) {
|
|
row.classList.remove("checked");
|
|
for (var ref of references) {
|
|
markedFootprints.delete(ref[1]);
|
|
}
|
|
drawHighlights();
|
|
}
|
|
eventArgs.state = 'unchecked';
|
|
}
|
|
settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
|
|
writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
|
|
updateCheckboxStats(checkbox);
|
|
EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
|
|
}
|
|
|
|
return [
|
|
(e) => {
|
|
clickHandler();
|
|
},
|
|
(e) => {
|
|
e.preventDefault();
|
|
if (row.onmousemove) row.onmousemove();
|
|
},
|
|
(e) => {
|
|
e.preventDefault();
|
|
input.checked = !input.checked;
|
|
input.indeterminate = false;
|
|
clickHandler();
|
|
}
|
|
];
|
|
}
|
|
|
|
function clearHighlightedFootprints() {
|
|
if (currentHighlightedRowId) {
|
|
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
|
|
currentHighlightedRowId = null;
|
|
highlightedFootprints = [];
|
|
highlightedNet = null;
|
|
}
|
|
}
|
|
|
|
function createRowHighlightHandler(rowid, refs, net) {
|
|
return function () {
|
|
if (currentHighlightedRowId) {
|
|
if (currentHighlightedRowId == rowid) {
|
|
return;
|
|
}
|
|
document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
|
|
}
|
|
document.getElementById(rowid).classList.add("highlighted");
|
|
currentHighlightedRowId = rowid;
|
|
highlightedFootprints = refs ? refs.map(r => r[1]) : [];
|
|
highlightedNet = net;
|
|
drawHighlights();
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
|
|
rowid: rowid,
|
|
refs: refs,
|
|
net: net
|
|
});
|
|
}
|
|
}
|
|
|
|
function updateNetColors() {
|
|
writeStorage("netColors", JSON.stringify(settings.netColors));
|
|
redrawIfInitDone();
|
|
}
|
|
|
|
function netColorChangeHandler(net) {
|
|
return (event) => {
|
|
settings.netColors[net] = event.target.value;
|
|
updateNetColors();
|
|
}
|
|
}
|
|
|
|
function netColorRightClick(net) {
|
|
return (event) => {
|
|
if (event.button == 2) {
|
|
event.preventDefault();
|
|
event.stopPropagation();
|
|
|
|
var style = getComputedStyle(topmostdiv);
|
|
var defaultNetColor = style.getPropertyValue('--track-color').trim();
|
|
event.target.value = defaultNetColor;
|
|
delete settings.netColors[net];
|
|
updateNetColors();
|
|
}
|
|
}
|
|
}
|
|
|
|
function entryMatches(entry) {
|
|
if (settings.bommode == "netlist") {
|
|
// entry is just a net name
|
|
return entry.toLowerCase().indexOf(filter) >= 0;
|
|
}
|
|
// check refs
|
|
if (!settings.hiddenColumns.includes("References")) {
|
|
for (var ref of entry) {
|
|
if (ref[0].toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
// check fields
|
|
for (var i in config.fields) {
|
|
var f = config.fields[i];
|
|
if (!settings.hiddenColumns.includes(f)) {
|
|
for (var ref of entry) {
|
|
if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) {
|
|
return true;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return false;
|
|
}
|
|
|
|
function findRefInEntry(entry) {
|
|
return entry.filter(r => r[0].toLowerCase() == reflookup);
|
|
}
|
|
|
|
function highlightFilter(s) {
|
|
if (!filter) {
|
|
return s;
|
|
}
|
|
var parts = s.toLowerCase().split(filter);
|
|
if (parts.length == 1) {
|
|
return s;
|
|
}
|
|
var r = "";
|
|
var pos = 0;
|
|
for (var i in parts) {
|
|
if (i > 0) {
|
|
r += '<mark class="highlight">' +
|
|
s.substring(pos, pos + filter.length) +
|
|
'</mark>';
|
|
pos += filter.length;
|
|
}
|
|
r += s.substring(pos, pos + parts[i].length);
|
|
pos += parts[i].length;
|
|
}
|
|
return r;
|
|
}
|
|
|
|
function getBomListByLayer(layer) {
|
|
switch (layer) {
|
|
case 'F': return pcbdata.bom.F.slice();
|
|
case 'B': return pcbdata.bom.B.slice();
|
|
case 'FB': return pcbdata.bom.both.slice();
|
|
}
|
|
return [];
|
|
}
|
|
|
|
function getSelectedBomList() {
|
|
if (settings.bommode == "netlist") {
|
|
return pcbdata.nets.slice();
|
|
}
|
|
var out = getBomListByLayer(settings.canvaslayout);
|
|
|
|
if (settings.bommode == "ungrouped") {
|
|
// expand bom table
|
|
var expandedTable = [];
|
|
for (var bomentry of out) {
|
|
for (var ref of bomentry) {
|
|
expandedTable.push([ref]);
|
|
}
|
|
}
|
|
return expandedTable;
|
|
}
|
|
|
|
return out;
|
|
}
|
|
|
|
function checkboxSetUnsetAllHandler(checkboxname) {
|
|
return function () {
|
|
var checkboxnum = 0;
|
|
while (checkboxnum < settings.checkboxes.length &&
|
|
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
|
|
checkboxnum++;
|
|
}
|
|
if (checkboxnum >= settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var allset = true;
|
|
var checkbox;
|
|
var row;
|
|
for (row of bombody.childNodes) {
|
|
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
|
|
if (!checkbox.checked || checkbox.indeterminate) {
|
|
allset = false;
|
|
break;
|
|
}
|
|
}
|
|
for (row of bombody.childNodes) {
|
|
checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
|
|
checkbox.checked = !allset;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
}
|
|
}
|
|
|
|
function createColumnHeader(name, cls, comparator, is_checkbox = false) {
|
|
var th = document.createElement("TH");
|
|
th.innerHTML = name;
|
|
th.classList.add(cls);
|
|
if (is_checkbox)
|
|
th.setAttribute("col_name", "bom-checkbox");
|
|
else
|
|
th.setAttribute("col_name", name);
|
|
var span = document.createElement("SPAN");
|
|
span.classList.add("sortmark");
|
|
span.classList.add("none");
|
|
th.appendChild(span);
|
|
var spacer = document.createElement("div");
|
|
spacer.className = "column-spacer";
|
|
th.appendChild(spacer);
|
|
spacer.onclick = function () {
|
|
if (currentSortColumn && th !== currentSortColumn) {
|
|
// Currently sorted by another column
|
|
currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
if (currentSortColumn && th === currentSortColumn) {
|
|
// Already sorted by this column
|
|
if (currentSortOrder == "asc") {
|
|
// Sort by this column, descending order
|
|
bomSortFunction = function (a, b) {
|
|
return -comparator(a, b);
|
|
}
|
|
currentSortColumn.childNodes[1].classList.remove("asc");
|
|
currentSortColumn.childNodes[1].classList.add("desc");
|
|
currentSortOrder = "desc";
|
|
} else {
|
|
// Unsort
|
|
bomSortFunction = null;
|
|
currentSortColumn.childNodes[1].classList.remove("desc");
|
|
currentSortColumn.childNodes[1].classList.add("none");
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
}
|
|
} else {
|
|
// Sort by this column, ascending order
|
|
bomSortFunction = comparator;
|
|
currentSortColumn = th;
|
|
currentSortColumn.childNodes[1].classList.remove("none");
|
|
currentSortColumn.childNodes[1].classList.add("asc");
|
|
currentSortOrder = "asc";
|
|
}
|
|
populateBomBody();
|
|
}
|
|
if (is_checkbox) {
|
|
spacer.onclick = fancyDblClickHandler(
|
|
spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
|
|
}
|
|
return th;
|
|
}
|
|
|
|
function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
|
|
while (bomhead.firstChild) {
|
|
bomhead.removeChild(bomhead.firstChild);
|
|
}
|
|
var tr = document.createElement("TR");
|
|
var th = document.createElement("TH");
|
|
th.classList.add("numCol");
|
|
|
|
var vismenu = document.createElement("div");
|
|
vismenu.id = "vismenu";
|
|
vismenu.classList.add("menu");
|
|
|
|
var visbutton = document.createElement("div");
|
|
visbutton.classList.add("visbtn");
|
|
visbutton.classList.add("hideonprint");
|
|
|
|
var viscontent = document.createElement("div");
|
|
viscontent.classList.add("menu-content");
|
|
viscontent.id = "vismenu-content";
|
|
|
|
settings.columnOrder.forEach(column => {
|
|
if (typeof column !== "string")
|
|
return;
|
|
|
|
// Skip empty columns
|
|
if (column === "checkboxes" && settings.checkboxes.length == 0)
|
|
return;
|
|
else if (column === "Quantity" && settings.bommode == "ungrouped")
|
|
return;
|
|
|
|
var label = document.createElement("label");
|
|
label.classList.add("menu-label");
|
|
|
|
var input = document.createElement("input");
|
|
input.classList.add("visibility_checkbox");
|
|
input.type = "checkbox";
|
|
input.onchange = function (e) {
|
|
setShowBOMColumn(column, e.target.checked)
|
|
};
|
|
input.checked = !(settings.hiddenColumns.includes(column));
|
|
|
|
label.appendChild(input);
|
|
if (column.length > 0)
|
|
label.append(column[0].toUpperCase() + column.slice(1));
|
|
|
|
viscontent.appendChild(label);
|
|
});
|
|
|
|
viscontent.childNodes[0].classList.add("menu-label-top");
|
|
|
|
vismenu.appendChild(visbutton);
|
|
if (settings.bommode != "netlist") {
|
|
vismenu.appendChild(viscontent);
|
|
th.appendChild(vismenu);
|
|
}
|
|
tr.appendChild(th);
|
|
|
|
var checkboxCompareClosure = function (checkbox) {
|
|
return (a, b) => {
|
|
var stateA = getCheckboxState(checkbox, a);
|
|
var stateB = getCheckboxState(checkbox, b);
|
|
if (stateA > stateB) return -1;
|
|
if (stateA < stateB) return 1;
|
|
return 0;
|
|
}
|
|
}
|
|
var stringFieldCompareClosure = function (fieldIndex) {
|
|
return (a, b) => {
|
|
var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
|
|
var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
|
|
if (fa != fb) return fa > fb ? 1 : -1;
|
|
else return 0;
|
|
}
|
|
}
|
|
var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
|
|
var compareRefs = (a, b) => {
|
|
var ra = referenceRegex.exec(a);
|
|
var rb = referenceRegex.exec(b);
|
|
if (ra === null || rb === null) {
|
|
if (a != b) return a > b ? 1 : -1;
|
|
return 0;
|
|
} else {
|
|
if (ra.groups.prefix != rb.groups.prefix) {
|
|
return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
|
|
}
|
|
if (ra.groups.number != rb.groups.number) {
|
|
return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
|
|
}
|
|
return 0;
|
|
}
|
|
}
|
|
if (settings.bommode == "netlist") {
|
|
tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
|
|
if (a > b) return -1;
|
|
if (a < b) return 1;
|
|
return 0;
|
|
}));
|
|
tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
|
|
return 0;
|
|
}));
|
|
} else {
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
var valueIndex = config.fields.indexOf("Value");
|
|
var footprintIndex = config.fields.indexOf("Footprint");
|
|
columns.forEach((column) => {
|
|
if (column === placeHolderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "checkboxes") {
|
|
for (var checkbox of settings.checkboxes) {
|
|
th = createColumnHeader(
|
|
checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
|
|
tr.appendChild(th);
|
|
}
|
|
} else if (column === "References") {
|
|
tr.appendChild(createColumnHeader("References", "references", (a, b) => {
|
|
var i = 0;
|
|
while (i < a.length && i < b.length) {
|
|
if (a[i][0] != b[i][0]) return compareRefs(a[i][0], b[i][0]);
|
|
i++;
|
|
}
|
|
return a.length - b.length;
|
|
}));
|
|
} else if (column === "Value") {
|
|
tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
|
|
var ra = a[0][1], rb = b[0][1];
|
|
return valueCompare(
|
|
pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
|
|
pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
|
|
}));
|
|
return;
|
|
} else if (column === "Footprint") {
|
|
tr.appendChild(createColumnHeader(
|
|
"Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
|
|
return a.length - b.length;
|
|
}));
|
|
} else {
|
|
// Other fields
|
|
var i = config.fields.indexOf(column);
|
|
if (i < 0)
|
|
return;
|
|
tr.appendChild(createColumnHeader(
|
|
column, `field${i + 1}`, stringFieldCompareClosure(i)));
|
|
}
|
|
});
|
|
}
|
|
bomhead.appendChild(tr);
|
|
}
|
|
|
|
function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
|
|
const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
|
|
while (bom.firstChild) {
|
|
bom.removeChild(bom.firstChild);
|
|
}
|
|
highlightHandlers = [];
|
|
footprintIndexToHandler = {};
|
|
netsToHandler = {};
|
|
currentHighlightedRowId = null;
|
|
var first = true;
|
|
var style = getComputedStyle(topmostdiv);
|
|
var defaultNetColor = style.getPropertyValue('--track-color').trim();
|
|
|
|
bomtable = getSelectedBomList();
|
|
|
|
if (bomSortFunction) {
|
|
bomtable = bomtable.sort(bomSortFunction);
|
|
}
|
|
for (var i in bomtable) {
|
|
var bomentry = bomtable[i];
|
|
if (filter && !entryMatches(bomentry)) {
|
|
continue;
|
|
}
|
|
var references = null;
|
|
var netname = null;
|
|
var tr = document.createElement("TR");
|
|
var td = document.createElement("TD");
|
|
var rownum = +i + 1;
|
|
tr.id = "bomrow" + rownum;
|
|
td.textContent = rownum;
|
|
tr.appendChild(td);
|
|
if (settings.bommode == "netlist") {
|
|
netname = bomentry;
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(netname ? netname : "<no net>");
|
|
tr.appendChild(td);
|
|
var color = settings.netColors[netname] || defaultNetColor;
|
|
td = document.createElement("TD");
|
|
var colorBox = document.createElement("INPUT");
|
|
colorBox.type = "color";
|
|
colorBox.value = color;
|
|
colorBox.onchange = netColorChangeHandler(netname);
|
|
colorBox.onmouseup = netColorRightClick(netname);
|
|
colorBox.oncontextmenu = (e) => e.preventDefault();
|
|
td.appendChild(colorBox);
|
|
td.classList.add("color-column");
|
|
tr.appendChild(td);
|
|
} else {
|
|
if (reflookup) {
|
|
references = findRefInEntry(bomentry);
|
|
if (references.length == 0) {
|
|
continue;
|
|
}
|
|
} else {
|
|
references = bomentry;
|
|
}
|
|
// Filter hidden columns
|
|
var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
|
|
columns.forEach((column) => {
|
|
if (column === placeholderColumn) {
|
|
var n = 1;
|
|
if (column === "checkboxes")
|
|
n = settings.checkboxes.length;
|
|
for (i = 0; i < n; i++) {
|
|
td = placeHolderElements.shift();
|
|
tr.appendChild(td);
|
|
}
|
|
return;
|
|
} else if (column === "checkboxes") {
|
|
for (var checkbox of settings.checkboxes) {
|
|
if (checkbox) {
|
|
td = document.createElement("TD");
|
|
var input = document.createElement("input");
|
|
input.type = "checkbox";
|
|
[input.onchange, td.ontouchstart, td.ontouchend] = createCheckboxHandlers(input, checkbox, references, tr);
|
|
setBomCheckboxState(checkbox, input, references);
|
|
if (input.checked && settings.markWhenChecked == checkbox) {
|
|
tr.classList.add("checked");
|
|
}
|
|
td.appendChild(input);
|
|
tr.appendChild(td);
|
|
}
|
|
}
|
|
} else if (column === "References") {
|
|
td = document.createElement("TD");
|
|
td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
|
|
tr.appendChild(td);
|
|
} else if (column === "Quantity" && settings.bommode == "grouped") {
|
|
// Quantity
|
|
td = document.createElement("TD");
|
|
td.textContent = references.length;
|
|
tr.appendChild(td);
|
|
} else {
|
|
// All the other fields
|
|
var field_index = config.fields.indexOf(column)
|
|
if (field_index < 0)
|
|
return;
|
|
var valueSet = new Set();
|
|
references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
|
|
td = document.createElement("TD");
|
|
var output = new Array();
|
|
for (let item of valueSet) {
|
|
const visible = highlightFilter(String(item));
|
|
if (typeof item === 'string' && item.match(urlRegex)) {
|
|
output.push(`<a href="${item}" target="_blank">${visible}</a>`);
|
|
} else {
|
|
output.push(visible);
|
|
}
|
|
}
|
|
td.innerHTML = output.join(", ");
|
|
tr.appendChild(td);
|
|
}
|
|
});
|
|
}
|
|
bom.appendChild(tr);
|
|
var handler = createRowHighlightHandler(tr.id, references, netname);
|
|
if (settings.highlightRowOnClick) {
|
|
tr.onmousedown = handler;
|
|
} else {
|
|
tr.onmousemove = handler;
|
|
}
|
|
highlightHandlers.push({
|
|
id: tr.id,
|
|
handler: handler,
|
|
});
|
|
if (references !== null) {
|
|
for (var refIndex of references.map(r => r[1])) {
|
|
footprintIndexToHandler[refIndex] = handler;
|
|
}
|
|
}
|
|
if (netname !== null) {
|
|
netsToHandler[netname] = handler;
|
|
}
|
|
if ((filter || reflookup) && first) {
|
|
handler();
|
|
first = false;
|
|
}
|
|
}
|
|
EventHandler.emitEvent(
|
|
IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
|
|
filter: filter,
|
|
reflookup: reflookup,
|
|
checkboxes: settings.checkboxes,
|
|
bommode: settings.bommode,
|
|
});
|
|
}
|
|
|
|
function highlightPreviousRow() {
|
|
if (!currentHighlightedRowId) {
|
|
highlightHandlers[highlightHandlers.length - 1].handler();
|
|
} else {
|
|
if (highlightHandlers.length > 1 &&
|
|
highlightHandlers[0].id == currentHighlightedRowId) {
|
|
highlightHandlers[highlightHandlers.length - 1].handler();
|
|
} else {
|
|
for (var i = 0; i < highlightHandlers.length - 1; i++) {
|
|
if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[i].handler();
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
}
|
|
|
|
function highlightNextRow() {
|
|
if (!currentHighlightedRowId) {
|
|
highlightHandlers[0].handler();
|
|
} else {
|
|
if (highlightHandlers.length > 1 &&
|
|
highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[0].handler();
|
|
} else {
|
|
for (var i = 1; i < highlightHandlers.length; i++) {
|
|
if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
|
|
highlightHandlers[i].handler();
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
}
|
|
|
|
function populateBomTable() {
|
|
populateBomHeader();
|
|
populateBomBody();
|
|
setBomHandlers();
|
|
resizableGrid(bomhead);
|
|
}
|
|
|
|
function footprintsClicked(footprintIndexes) {
|
|
var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
|
|
for (var i = 1; i <= footprintIndexes.length; i++) {
|
|
var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
|
|
if (refIndex in footprintIndexToHandler) {
|
|
lastClicked = refIndex;
|
|
footprintIndexToHandler[refIndex]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
|
|
function netClicked(net) {
|
|
if (net in netsToHandler) {
|
|
netsToHandler[net]();
|
|
smoothScrollToRow(currentHighlightedRowId);
|
|
} else {
|
|
clearHighlightedFootprints();
|
|
highlightedNet = net;
|
|
drawHighlights();
|
|
}
|
|
}
|
|
|
|
function updateFilter(input) {
|
|
filter = input.toLowerCase();
|
|
populateBomTable();
|
|
}
|
|
|
|
function updateRefLookup(input) {
|
|
reflookup = input.toLowerCase();
|
|
populateBomTable();
|
|
}
|
|
|
|
function changeCanvasLayout(layout) {
|
|
document.getElementById("fl-btn").classList.remove("depressed");
|
|
document.getElementById("fb-btn").classList.remove("depressed");
|
|
document.getElementById("bl-btn").classList.remove("depressed");
|
|
switch (layout) {
|
|
case 'F':
|
|
document.getElementById("fl-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.collapse(1);
|
|
}
|
|
break;
|
|
case 'B':
|
|
document.getElementById("bl-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.collapse(0);
|
|
}
|
|
break;
|
|
default:
|
|
document.getElementById("fb-btn").classList.add("depressed");
|
|
if (settings.bomlayout != "bom-only") {
|
|
canvassplit.setSizes([50, 50]);
|
|
}
|
|
}
|
|
settings.canvaslayout = layout;
|
|
writeStorage("canvaslayout", layout);
|
|
resizeAll();
|
|
changeBomMode(settings.bommode);
|
|
}
|
|
|
|
function populateMetadata() {
|
|
document.getElementById("title").innerHTML = pcbdata.metadata.title;
|
|
document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
|
|
document.getElementById("company").innerHTML = pcbdata.metadata.company;
|
|
document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
|
|
if (pcbdata.metadata.title != "") {
|
|
document.title = pcbdata.metadata.title + " BOM";
|
|
}
|
|
// Calculate board stats
|
|
var fp_f = 0,
|
|
fp_b = 0,
|
|
pads_f = 0,
|
|
pads_b = 0,
|
|
pads_th = 0;
|
|
for (var i = 0; i < pcbdata.footprints.length; i++) {
|
|
if (pcbdata.bom.skipped.includes(i)) continue;
|
|
var mod = pcbdata.footprints[i];
|
|
if (mod.layer == "F") {
|
|
fp_f++;
|
|
} else {
|
|
fp_b++;
|
|
}
|
|
for (var pad of mod.pads) {
|
|
if (pad.type == "th") {
|
|
pads_th++;
|
|
} else {
|
|
if (pad.layers.includes("F")) {
|
|
pads_f++;
|
|
}
|
|
if (pad.layers.includes("B")) {
|
|
pads_b++;
|
|
}
|
|
}
|
|
}
|
|
}
|
|
document.getElementById("stats-components-front").innerHTML = fp_f;
|
|
document.getElementById("stats-components-back").innerHTML = fp_b;
|
|
document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
|
|
document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
|
|
document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
|
|
document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
|
|
document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
|
|
document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
|
|
document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
|
|
document.getElementById("stats-th-pads").innerHTML = pads_th;
|
|
// Update version string
|
|
document.getElementById("github-link").innerHTML = "InteractiveHtmlBom " +
|
|
/^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
|
|
}
|
|
|
|
function changeBomLayout(layout) {
|
|
document.getElementById("bom-btn").classList.remove("depressed");
|
|
document.getElementById("lr-btn").classList.remove("depressed");
|
|
document.getElementById("tb-btn").classList.remove("depressed");
|
|
switch (layout) {
|
|
case 'bom-only':
|
|
document.getElementById("bom-btn").classList.add("depressed");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
document.getElementById("frontcanvas").style.display = "none";
|
|
document.getElementById("backcanvas").style.display = "none";
|
|
document.getElementById("topmostdiv").style.height = "";
|
|
document.getElementById("topmostdiv").style.display = "block";
|
|
break;
|
|
case 'top-bottom':
|
|
document.getElementById("tb-btn").classList.add("depressed");
|
|
document.getElementById("frontcanvas").style.display = "";
|
|
document.getElementById("backcanvas").style.display = "";
|
|
document.getElementById("topmostdiv").style.height = "100%";
|
|
document.getElementById("topmostdiv").style.display = "flex";
|
|
document.getElementById("bomdiv").classList.remove("split-horizontal");
|
|
document.getElementById("canvasdiv").classList.remove("split-horizontal");
|
|
document.getElementById("frontcanvas").classList.add("split-horizontal");
|
|
document.getElementById("backcanvas").classList.add("split-horizontal");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
bomsplit = Split(['#bomdiv', '#canvasdiv'], {
|
|
sizes: [50, 50],
|
|
onDragEnd: resizeAll,
|
|
direction: "vertical",
|
|
gutterSize: 5
|
|
});
|
|
canvassplit = Split(['#frontcanvas', '#backcanvas'], {
|
|
sizes: [50, 50],
|
|
gutterSize: 5,
|
|
onDragEnd: resizeAll
|
|
});
|
|
break;
|
|
case 'left-right':
|
|
document.getElementById("lr-btn").classList.add("depressed");
|
|
document.getElementById("frontcanvas").style.display = "";
|
|
document.getElementById("backcanvas").style.display = "";
|
|
document.getElementById("topmostdiv").style.height = "100%";
|
|
document.getElementById("topmostdiv").style.display = "flex";
|
|
document.getElementById("bomdiv").classList.add("split-horizontal");
|
|
document.getElementById("canvasdiv").classList.add("split-horizontal");
|
|
document.getElementById("frontcanvas").classList.remove("split-horizontal");
|
|
document.getElementById("backcanvas").classList.remove("split-horizontal");
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
bomsplit = Split(['#bomdiv', '#canvasdiv'], {
|
|
sizes: [50, 50],
|
|
onDragEnd: resizeAll,
|
|
gutterSize: 5
|
|
});
|
|
canvassplit = Split(['#frontcanvas', '#backcanvas'], {
|
|
sizes: [50, 50],
|
|
gutterSize: 5,
|
|
direction: "vertical",
|
|
onDragEnd: resizeAll
|
|
});
|
|
}
|
|
settings.bomlayout = layout;
|
|
writeStorage("bomlayout", layout);
|
|
changeCanvasLayout(settings.canvaslayout);
|
|
}
|
|
|
|
function changeBomMode(mode) {
|
|
document.getElementById("bom-grouped-btn").classList.remove("depressed");
|
|
document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
|
|
document.getElementById("bom-netlist-btn").classList.remove("depressed");
|
|
var chkbxs = document.getElementsByClassName("visibility_checkbox");
|
|
|
|
switch (mode) {
|
|
case 'grouped':
|
|
document.getElementById("bom-grouped-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = false;
|
|
}
|
|
break;
|
|
case 'ungrouped':
|
|
document.getElementById("bom-ungrouped-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = false;
|
|
}
|
|
break;
|
|
case 'netlist':
|
|
document.getElementById("bom-netlist-btn").classList.add("depressed");
|
|
for (var i = 0; i < chkbxs.length; i++) {
|
|
chkbxs[i].disabled = true;
|
|
}
|
|
}
|
|
|
|
writeStorage("bommode", mode);
|
|
if (mode != settings.bommode) {
|
|
settings.bommode = mode;
|
|
bomSortFunction = null;
|
|
currentSortColumn = null;
|
|
currentSortOrder = null;
|
|
clearHighlightedFootprints();
|
|
}
|
|
populateBomTable();
|
|
}
|
|
|
|
function focusFilterField() {
|
|
focusInputField(document.getElementById("filter"));
|
|
}
|
|
|
|
function focusRefLookupField() {
|
|
focusInputField(document.getElementById("reflookup"));
|
|
}
|
|
|
|
function toggleBomCheckbox(bomrowid, checkboxnum) {
|
|
if (!bomrowid || checkboxnum > settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var bomrow = document.getElementById(bomrowid);
|
|
var childNum = checkboxnum + settings.columnOrder.indexOf("checkboxes");
|
|
var checkbox = bomrow.childNodes[childNum].childNodes[0];
|
|
checkbox.checked = !checkbox.checked;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
|
|
function checkBomCheckbox(bomrowid, checkboxname) {
|
|
var checkboxnum = 0;
|
|
while (checkboxnum < settings.checkboxes.length &&
|
|
settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
|
|
checkboxnum++;
|
|
}
|
|
if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
|
|
return;
|
|
}
|
|
var bomrow = document.getElementById(bomrowid);
|
|
var childNum = checkboxnum + 1 + settings.columnOrder.indexOf("checkboxes");
|
|
var checkbox = bomrow.childNodes[childNum].childNodes[0];
|
|
checkbox.checked = true;
|
|
checkbox.indeterminate = false;
|
|
checkbox.onchange();
|
|
}
|
|
|
|
function setBomCheckboxes(value) {
|
|
writeStorage("bomCheckboxes", value);
|
|
settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
|
|
prepCheckboxes();
|
|
populateMarkWhenCheckedOptions();
|
|
setMarkWhenChecked(settings.markWhenChecked);
|
|
}
|
|
|
|
function setMarkWhenChecked(value) {
|
|
writeStorage("markWhenChecked", value);
|
|
settings.markWhenChecked = value;
|
|
markedFootprints.clear();
|
|
for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
|
|
markedFootprints.add(ref);
|
|
}
|
|
populateBomTable();
|
|
drawHighlights();
|
|
}
|
|
|
|
function prepCheckboxes() {
|
|
var table = document.getElementById("checkbox-stats");
|
|
while (table.childElementCount > 1) {
|
|
table.removeChild(table.lastChild);
|
|
}
|
|
if (settings.checkboxes.length) {
|
|
table.style.display = "";
|
|
} else {
|
|
table.style.display = "none";
|
|
}
|
|
for (var checkbox of settings.checkboxes) {
|
|
var tr = document.createElement("TR");
|
|
var td = document.createElement("TD");
|
|
td.innerHTML = checkbox;
|
|
tr.appendChild(td);
|
|
td = document.createElement("TD");
|
|
td.id = "checkbox-stats-" + checkbox;
|
|
var progressbar = document.createElement("div");
|
|
progressbar.classList.add("bar");
|
|
td.appendChild(progressbar);
|
|
var text = document.createElement("div");
|
|
text.classList.add("text");
|
|
td.appendChild(text);
|
|
tr.appendChild(td);
|
|
table.appendChild(tr);
|
|
updateCheckboxStats(checkbox);
|
|
}
|
|
}
|
|
|
|
function populateMarkWhenCheckedOptions() {
|
|
var container = document.getElementById("markWhenCheckedContainer");
|
|
|
|
if (settings.checkboxes.length == 0) {
|
|
container.parentElement.style.display = "none";
|
|
return;
|
|
}
|
|
|
|
container.innerHTML = '';
|
|
container.parentElement.style.display = "inline-block";
|
|
|
|
function createOption(name, displayName) {
|
|
var id = "markWhenChecked-" + name;
|
|
|
|
var div = document.createElement("div");
|
|
div.classList.add("radio-container");
|
|
|
|
var input = document.createElement("input");
|
|
input.type = "radio";
|
|
input.name = "markWhenChecked";
|
|
input.value = name;
|
|
input.id = id;
|
|
input.onchange = () => setMarkWhenChecked(name);
|
|
div.appendChild(input);
|
|
|
|
// Preserve the selected element when the checkboxes change
|
|
if (name == settings.markWhenChecked) {
|
|
input.checked = true;
|
|
}
|
|
|
|
var label = document.createElement("label");
|
|
label.innerHTML = displayName;
|
|
label.htmlFor = id;
|
|
div.appendChild(label);
|
|
|
|
container.appendChild(div);
|
|
}
|
|
createOption("", "None");
|
|
for (var checkbox of settings.checkboxes) {
|
|
createOption(checkbox, checkbox);
|
|
}
|
|
}
|
|
|
|
function updateCheckboxStats(checkbox) {
|
|
var checked = getStoredCheckboxRefs(checkbox).size;
|
|
var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
|
|
var percent = checked * 100.0 / total;
|
|
var td = document.getElementById("checkbox-stats-" + checkbox);
|
|
td.firstChild.style.width = percent + "%";
|
|
td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
|
|
}
|
|
|
|
function constrain(number, min, max) {
|
|
return Math.min(Math.max(parseInt(number), min), max);
|
|
}
|
|
|
|
document.onkeydown = function (e) {
|
|
switch (e.key) {
|
|
case "n":
|
|
if (document.activeElement.type == "text") {
|
|
return;
|
|
}
|
|
if (currentHighlightedRowId !== null) {
|
|
checkBomCheckbox(currentHighlightedRowId, "placed");
|
|
highlightNextRow();
|
|
e.preventDefault();
|
|
}
|
|
break;
|
|
case "ArrowUp":
|
|
highlightPreviousRow();
|
|
e.preventDefault();
|
|
break;
|
|
case "ArrowDown":
|
|
highlightNextRow();
|
|
e.preventDefault();
|
|
break;
|
|
case "ArrowLeft":
|
|
case "ArrowRight":
|
|
if (document.activeElement.type != "text") {
|
|
e.preventDefault();
|
|
let boardRotationElement = document.getElementById("boardRotation")
|
|
settings.boardRotation = parseInt(boardRotationElement.value); // degrees / 5
|
|
if (e.key == "ArrowLeft") {
|
|
settings.boardRotation += 3; // 15 degrees
|
|
}
|
|
else {
|
|
settings.boardRotation -= 3;
|
|
}
|
|
settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
|
|
boardRotationElement.value = settings.boardRotation
|
|
setBoardRotation(settings.boardRotation);
|
|
}
|
|
break;
|
|
default:
|
|
break;
|
|
}
|
|
if (e.altKey) {
|
|
switch (e.key) {
|
|
case "f":
|
|
focusFilterField();
|
|
e.preventDefault();
|
|
break;
|
|
case "r":
|
|
focusRefLookupField();
|
|
e.preventDefault();
|
|
break;
|
|
case "z":
|
|
changeBomLayout("bom-only");
|
|
e.preventDefault();
|
|
break;
|
|
case "x":
|
|
changeBomLayout("left-right");
|
|
e.preventDefault();
|
|
break;
|
|
case "c":
|
|
changeBomLayout("top-bottom");
|
|
e.preventDefault();
|
|
break;
|
|
case "v":
|
|
changeCanvasLayout("F");
|
|
e.preventDefault();
|
|
break;
|
|
case "b":
|
|
changeCanvasLayout("FB");
|
|
e.preventDefault();
|
|
break;
|
|
case "n":
|
|
changeCanvasLayout("B");
|
|
e.preventDefault();
|
|
break;
|
|
default:
|
|
break;
|
|
}
|
|
if (e.key >= '1' && e.key <= '9') {
|
|
toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
|
|
e.preventDefault();
|
|
}
|
|
}
|
|
}
|
|
|
|
function hideNetlistButton() {
|
|
document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
|
|
document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
|
|
document.getElementById("bom-netlist-btn").style.display = "none";
|
|
}
|
|
|
|
function topToggle() {
|
|
var top = document.getElementById("top");
|
|
var toptoggle = document.getElementById("toptoggle");
|
|
if (top.style.display === "none") {
|
|
top.style.display = "flex";
|
|
toptoggle.classList.remove("flipped");
|
|
} else {
|
|
top.style.display = "none";
|
|
toptoggle.classList.add("flipped");
|
|
}
|
|
}
|
|
|
|
window.onload = function (e) {
|
|
initRender();
|
|
initStorage();
|
|
initDefaults();
|
|
initUtils();
|
|
cleanGutters();
|
|
populateMetadata();
|
|
dbgdiv = document.getElementById("dbg");
|
|
bom = document.getElementById("bombody");
|
|
bomhead = document.getElementById("bomhead");
|
|
filter = "";
|
|
reflookup = "";
|
|
if (!("nets" in pcbdata)) {
|
|
hideNetlistButton();
|
|
}
|
|
initDone = true;
|
|
setBomCheckboxes(document.getElementById("bomCheckboxes").value);
|
|
// Triggers render
|
|
changeBomLayout(settings.bomlayout);
|
|
|
|
// Users may leave fullscreen without touching the checkbox. Uncheck.
|
|
document.addEventListener('fullscreenchange', () => {
|
|
if (!document.fullscreenElement)
|
|
document.getElementById('fullscreenCheckbox').checked = false;
|
|
});
|
|
}
|
|
|
|
window.onresize = resizeAll;
|
|
window.matchMedia("print").addListener(resizeAll);
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
|
|
///////////////////////////////////////////////
|
|
</script>
|
|
</head>
|
|
|
|
<body>
|
|
|
|
<div id="topmostdiv" class="topmostdiv">
|
|
<div id="top">
|
|
<div id="fileinfodiv">
|
|
<table class="fileinfo">
|
|
<tbody>
|
|
<tr>
|
|
<td id="title" class="title" style="width: 70%">
|
|
Title
|
|
</td>
|
|
<td id="revision" class="title" style="width: 30%">
|
|
Revision
|
|
</td>
|
|
</tr>
|
|
<tr>
|
|
<td id="company">
|
|
Company
|
|
</td>
|
|
<td id="filedate">
|
|
Date
|
|
</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
<div id="bomcontrols">
|
|
<div class="hideonprint menu">
|
|
<button class="menubtn"></button>
|
|
<div class="menu-content">
|
|
<label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
|
|
<input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
|
|
Dark mode
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
|
|
Full Screen
|
|
</label>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
|
|
Fab layer
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
|
|
Silkscreen
|
|
</label>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
|
|
References
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
|
|
Values
|
|
</label>
|
|
<div id="tracksAndZonesCheckboxes">
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
|
|
Tracks
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
|
|
Zones
|
|
</label>
|
|
</div>
|
|
<label class="menu-label" style="width: calc(50% - 18px)">
|
|
<input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
|
|
Pads
|
|
</label><!-- This comment eats space! All of it!
|
|
--><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
|
|
<input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
|
|
DNP outlined
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="highlightRowOnClickCheckbox" type="checkbox" checked onchange="setHighlightRowOnClick(this.checked)">
|
|
Highlight row on click
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
|
|
Continuous redraw on drag
|
|
</label>
|
|
<label class="menu-label">
|
|
Highlight first pin
|
|
<form id="highlightpin1">
|
|
<div class="flexbox">
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
|
|
None
|
|
</label>
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
|
|
All
|
|
</label>
|
|
<label>
|
|
<input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
|
|
Selected
|
|
</label>
|
|
</div>
|
|
</form>
|
|
</label>
|
|
<label class="menu-label">
|
|
<span>Board rotation</span>
|
|
<span style="float: right"><span id="rotationDegree">0</span>°</span>
|
|
<input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
|
|
Offset back rotation
|
|
</label>
|
|
<label class="menu-label">
|
|
<div style="margin-left: 5px">Bom checkboxes</div>
|
|
<input id="bomCheckboxes" class="menu-textbox" type=text
|
|
oninput="setBomCheckboxes(this.value)">
|
|
</label>
|
|
<label class="menu-label">
|
|
<div style="margin-left: 5px">Mark when checked</div>
|
|
<div id="markWhenCheckedContainer"></div>
|
|
</label>
|
|
<label class="menu-label">
|
|
<span class="shameless-plug">
|
|
<span>Created using</span>
|
|
<a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
|
|
<a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
|
|
</span>
|
|
</label>
|
|
</div>
|
|
</div>
|
|
<div class="button-container hideonprint">
|
|
<button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
|
|
title="Front only">F
|
|
</button>
|
|
<button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
|
|
title="Front and Back">FB
|
|
</button>
|
|
<button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
|
|
title="Back only">B
|
|
</button>
|
|
</div>
|
|
<div class="button-container hideonprint">
|
|
<button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
|
|
title="BOM only"></button>
|
|
<button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
|
|
title="BOM left, drawings right"></button>
|
|
<button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
|
|
title="BOM top, drawings bot"></button>
|
|
</div>
|
|
<div class="button-container hideonprint">
|
|
<button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
|
|
title="Grouped BOM"></button>
|
|
<button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
|
|
title="Ungrouped BOM"></button>
|
|
<button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
|
|
title="Netlist"></button>
|
|
</div>
|
|
<div class="hideonprint menu">
|
|
<button class="statsbtn"></button>
|
|
<div class="menu-content">
|
|
<table class="stats">
|
|
<tbody>
|
|
<tr>
|
|
<td width="40%">Board stats</td>
|
|
<td>Front</td>
|
|
<td>Back</td>
|
|
<td>Total</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Components</td>
|
|
<td id="stats-components-front">~</td>
|
|
<td id="stats-components-back">~</td>
|
|
<td id="stats-components-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Groups</td>
|
|
<td id="stats-groups-front">~</td>
|
|
<td id="stats-groups-back">~</td>
|
|
<td id="stats-groups-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>SMD pads</td>
|
|
<td id="stats-smd-pads-front">~</td>
|
|
<td id="stats-smd-pads-back">~</td>
|
|
<td id="stats-smd-pads-total">~</td>
|
|
</tr>
|
|
<tr>
|
|
<td>TH pads</td>
|
|
<td colspan=3 id="stats-th-pads">~</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
<table class="stats">
|
|
<col width="40%"/><col />
|
|
<tbody id="checkbox-stats">
|
|
<tr>
|
|
<td colspan=2 style="border-top: 0">Checkboxes</td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
</div>
|
|
<div class="hideonprint menu">
|
|
<button class="iobtn"></button>
|
|
<div class="menu-content">
|
|
<div class="menu-label menu-label-top">
|
|
<div style="margin-left: 5px;">Save board image</div>
|
|
<div class="flexbox">
|
|
<input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
|
|
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
|
|
<span>X</span>
|
|
<input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
|
|
style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
|
|
</div>
|
|
<label>
|
|
<input id="render-save-transparent" type="checkbox">
|
|
Transparent background
|
|
</label>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveImage('F')">Front</button>
|
|
<button class="savebtn" onclick="saveImage('B')">Back</button>
|
|
</div>
|
|
</div>
|
|
<div class="menu-label">
|
|
<span style="margin-left: 5px;">Config and checkbox state</span>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveSettings()">Export</button>
|
|
<button class="savebtn" onclick="loadSettings()">Import</button>
|
|
<button class="savebtn" onclick="resetSettings()">Reset</button>
|
|
</div>
|
|
</div>
|
|
<div class="menu-label">
|
|
<span style="margin-left: 5px;">Save bom table as</span>
|
|
<div class="flexbox">
|
|
<button class="savebtn" onclick="saveBomTable('csv')">csv</button>
|
|
<button class="savebtn" onclick="saveBomTable('txt')">txt</button>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
<div id="topdivider">
|
|
<div class="hideonprint">
|
|
<div id="toptoggle" onclick="topToggle()">︽</div>
|
|
</div>
|
|
</div>
|
|
<div id="bot" class="split" style="flex: 1 1">
|
|
<div id="bomdiv" class="split split-horizontal">
|
|
<div style="width: 100%">
|
|
<input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
|
|
oninput="updateRefLookup(this.value)">
|
|
<input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
|
|
oninput="updateFilter(this.value)">
|
|
<div class="button-container hideonprint" style="float: left; margin: 0;">
|
|
<button id="copy" title="Copy bom table to clipboard"
|
|
onclick="saveBomTable('clipboard')"></button>
|
|
</div>
|
|
</div>
|
|
<div id="dbg"></div>
|
|
<table class="bom" id="bomtable">
|
|
<thead id="bomhead">
|
|
</thead>
|
|
<tbody id="bombody">
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
<div id="canvasdiv" class="split split-horizontal">
|
|
<div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
|
|
<div style="position: relative; width: 100%; height: 100%;">
|
|
<canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
|
|
<canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
|
|
<canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
|
|
<canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
|
|
</div>
|
|
</div>
|
|
<div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
|
|
<div style="position: relative; width: 100%; height: 100%;">
|
|
<canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
|
|
<canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
|
|
<canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
|
|
<canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
|
|
</body>
|
|
|
|
</html>
|