{
    "user_id": "11962320",
    "tenant": "nb",
    "uuid": "d9ec430c8249c17a25f01eccf201d35a",
    "status": 0,
    "content": {
        "data": "{\"textPanel\":{\"list\":[{\"title\":\"目的\",\"data\":\"<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">探究高吸水性树脂的吸水性能</span></span></span></span></span></p>\\n\"},{\"title\":\"用品\",\"data\":\"<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">实验仪器：电子天平</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">、</span>100</span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:Calibri\\\">ml</span><span style=\\\"font-family:宋体\\\">烧杯&times;4</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">，</span></span><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">玻璃棒&times;2，镊子</span></span></span></span></span></p>\\n\\n<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">实验药品：蒸馏水</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">，</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">高吸水性树脂，脱脂棉</span></span></span></span></span></p>\\n\"},{\"title\":\"步骤\",\"data\":\"<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">在</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\">100</span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:Calibri\\\">ml</span><span style=\\\"font-family:宋体\\\">烧杯中放入</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\">70</span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:Calibri\\\">ml</span><span style=\\\"font-family:宋体\\\">水</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">，</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">再放入1袋</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">高吸水性树脂，称量质量（</span><span style=\\\"font-family:Calibri\\\">m</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:Calibri\\\">₁</span></span><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">）</span></span><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">，</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">用玻璃棒充分均匀搅拌后静置</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">，</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">观察和记录现象</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">。</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">倾出未被吸收的水（</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">若水被完全吸收，则继续加水直至树脂无法吸水后倾出剩余水），再</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">称出吸收水后的高吸水性树脂的质量</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">（</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:Calibri\\\">m</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:Calibri\\\">₂</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">），</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">计算其吸水率</span></span></span><span style=\\\"font-family:Calibri; font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">。</span></span></span></span></p>\\n\\n<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">取</span>1块<span style=\\\"font-family:宋体\\\">脱脂棉，按上述方法进行实验，并计算出它的吸水率，与高吸水性树脂的吸水率进行比较。</span></span></span></span></span></p>\\n\\n<p style=\\\"text-align:justify\\\">&nbsp;</p>\\n\"},{\"title\":\"数据\",\"data\":\"<table cellspacing=\\\"0\\\" class=\\\"MsoTableGrid\\\" style=\\\"border-collapse:collapse; border:none; font-family:&quot;Times New Roman&quot;; font-size:13px; text-align:justify\\\">\\n\\t<tbody>\\n\\t\\t<tr>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:1px solid black; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">吸水材料</span></span></span></span></span></p>\\n\\t\\t\\t</td>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:1px solid black; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">高吸水性树脂</span></span></span></span></span></p>\\n\\t\\t\\t</td>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:1px solid black; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">一般吸水材料</span></span></span></span></span></p>\\n\\t\\t\\t</td>\\n\\t\\t</tr>\\n\\t\\t<tr>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">吸水前质量</span><span style=\\\"font-family:Calibri\\\">m</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:Calibri\\\">₁</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\">/</span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:Calibri\\\">g</span></span></span></span></span></p>\\n\\t\\t\\t</td>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\">&nbsp;</p>\\n\\t\\t\\t</td>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\">&nbsp;</p>\\n\\t\\t\\t</td>\\n\\t\\t</tr>\\n\\t\\t<tr>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">吸水现象</span></span></span></span></span></p>\\n\\t\\t\\t</td>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\">&nbsp;</p>\\n\\t\\t\\t</td>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\">&nbsp;</p>\\n\\t\\t\\t</td>\\n\\t\\t</tr>\\n\\t\\t<tr>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">吸水后质量</span><span style=\\\"font-family:Calibri\\\">m</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:Calibri\\\">₂</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\">/</span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:Calibri\\\">g</span></span></span></span></span></p>\\n\\t\\t\\t</td>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\">&nbsp;</p>\\n\\t\\t\\t</td>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\">&nbsp;</p>\\n\\t\\t\\t</td>\\n\\t\\t</tr>\\n\\t\\t<tr>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\"><span style=\\\"font-size:10.5pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:宋体\\\">吸水率</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">（</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:Calibri\\\">m</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:Calibri\\\">₂</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\">-</span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:Calibri\\\">m</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:Calibri\\\">₁</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:宋体\\\">）</span>/</span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:宋体\\\"><span style=\\\"font-family:Calibri\\\">m</span></span></span><span style=\\\"font-size:10.5000pt\\\"><span style=\\\"font-family:Calibri\\\"><span style=\\\"font-family:Calibri\\\">₁</span></span></span></span></span></p>\\n\\t\\t\\t</td>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\">&nbsp;</p>\\n\\t\\t\\t</td>\\n\\t\\t\\t<td style=\\\"border-bottom:1px solid black; border-left:1px solid black; border-right:1px solid black; border-top:none; vertical-align:top; width:142px\\\">\\n\\t\\t\\t<p style=\\\"text-align:justify\\\">&nbsp;</p>\\n\\t\\t\\t</td>\\n\\t\\t</tr>\\n\\t</tbody>\\n</table>\\n\"}],\"x\":212,\"y\":132.5,\"width\":600,\"height\":400},\"chemData\":{\"chemBackGroundColor\":3422529,\"viewStack\":{\"x\":-902.7764958988455,\"y\":-544.0945272155068,\"scaleX\":1,\"scaleY\":1},\"magnifierData\":[],\"microAniData\":{},\"children\":[{\"totalAbsorbWater\":0,\"curAbsorbWater\":0,\"resinAbsorbWater\":0,\"breakImgAlpha\":null,\"labelTop\":\"\",\"labelBottom\":\"\",\"nbSolidGraPos\":{\"x\":53.754362869840364,\"y\":157.02638352904324,\"length\":34},\"pharaohSerpentData\":null,\"x\":1282.444,\"y\":1459.976,\"rotation\":0,\"index\":0,\"name\":\"SmallBeaker\",\"uuid\":\"35056839354624714\",\"addedNode\":[],\"currentPlugCurValue\":null,\"currentArea\":null,\"plugAnimation\":false,\"fun\":false,\"holdAnimation\":false,\"scaleX\":1,\"scaleY\":1,\"areaWasFullAry\":[],\"constructorAttribute\":{\"dataBuild\":true},\"medicineData\":{\"liquid\":[],\"solid\":{\"高吸水性树脂\":{\"dat\":{\"chemical\":\"高吸水性树脂\"},\"mol\":1,\"sediment\":0}},\"gas\":[{\"dat\":{\"chemical\":\"O2\"},\"mol\":0.0010219079722275821,\"temp\":25.000000000000004},{\"dat\":{\"chemical\":\"N2\"},\"mol\":0.004087631888910329,\"temp\":25.000000000000004}],\"temp\":25,\"ion\":[],\"dissolve\":[],\"ionMedicine\":[]},\"bringToFront\":true,\"instanceName\":\"main.reactor.SmallBeaker^3\",\"pivotX\":0,\"dataVersion\":8,\"plugAnimationOpen\":true,\"children\":[]},{\"breakImgAlpha\":null,\"nbSolidGraPos\":null,\"pharaohSerpentData\":null,\"x\":1693.638,\"y\":1370.732,\"rotation\":0,\"index\":1,\"name\":\"id_1_aq\",\"uuid\":\"1381237049605306\",\"addedNode\":[],\"currentPlugCurValue\":null,\"currentArea\":null,\"plugAnimation\":false,\"fun\":false,\"holdAnimation\":false,\"scaleX\":1,\"scaleY\":1,\"areaWasFullAry\":[],\"constructorAttribute\":{\"dataBuild\":true},\"medicineData\":{\"liquid\":[{\"dat\":{\"chemical\":\"H2O\",\"ions\":[{\"count\":1,\"name\":\"H\",\"valence\":1},{\"count\":1,\"name\":\"OH\",\"valence\":-1}]},\"mol\":55.55555555555556,\"temp\":25,\"solvent\":\"H2O\"}],\"solid\":{},\"gas\":[{\"dat\":{\"chemical\":\"O2\"},\"mol\":0.002483118860249574,\"temp\":25},{\"dat\":{\"chemical\":\"N2\"},\"mol\":0.009932475440998297,\"temp\":25}],\"temp\":25,\"ion\":[],\"dissolve\":[],\"ionMedicine\":[]},\"bringToFront\":true,\"instanceName\":\"main.liquid.H2O^1\",\"pivotX\":0,\"dataVersion\":8,\"plugAnimationOpen\":true,\"hasCovered\":true,\"labelType\":2,\"specialLabel\":null,\"liquidActiveCount\":0,\"children\":[]}],\"capture\":false,\"moduleId\":9}}"
    },
    "is_folder": 0,
    "thumb": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAhIAAAEsCAYAAACWpVr/AAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAACEqADAAQAAAABAAABLAAAAABKMAyUAABAAElEQVR4Aey9eZMmR3Lml3WfXX3faKBxDDCDwXBmyOFyhuQulxSN1GqXFKU1fR99GP0jk9ZkJq3WVqaVLaklR3NyBgPMQdxo9IG+u+67Ss/v8fT3zXq7+gBIoBsoj+63MjMyrvTMCH/C3cNj6Dvf++PdpkJRoChQFCgKFAWKAkWBT0GB4U+Rp7IUBYoCRYGiQFGgKFAUMAUKSNSHUBQoChQFigJFgaLAp6ZAAYlPTbrKWBQoChQFigJFgaJAAYn6BooCRYGiQFGgKFAU+NQUKCDxqUlXGYsCRYGiQFGgKFAUKCBR30BRoChQFCgKFAWKAp+aAgUkPjXpKmNRoChQFCgKFAWKAgUk6hsoChQFigJFgaJAUeBTU6CAxKcmXWUsChQFigJFgaJAUWC0SFAUKAoUBYoCRYFHU2C3GRsdbkaGR5rhod1mY2Oj2draamamp5ul5RVfz85MNKNKQ9iVz+Tx8Umfj4+PNZOTk83W9o6v/Uf3N7e3e9fDw8PN9PRss7a22iwvLvXiH3kyFClGR0ebkdGRZmhoSHWHw+aVpflm7vDRZkj/xsbHmwn9FhbuNaur62r7RrOzs607naC8I6MTajztjzL4S7s3t2irSqL8vbk6BRzM0wISB/O911MXBYoCRYHHogBsc2p8pFlavNdMD202a9szzY6Y6ZgY//jESLOzvdbMTI40Z0+faQ4fPtIDEnfuLrr8EaWbmBiHBzcj27Dl3WZ7x5zazF2c2Ux7R8x6YmLCjLrhficoCbzd7Lvl7727wyPDFNFsK//U9IzqHxUYWQEJGLyQcFgJACoAh4mJSR0bgZZpx3F/dFilK83qymqztLTYbGxuNsvLy0q347YBlkbHRpvp4bVmc2SuWd1UnQJUFYICBSTqSygKFAWKAkWBB1Jgckw8dnezmZubFUcebk7NHW4mp6aaKf1g/DDw4ZExM9YRMfEtzdyZzZ+bOeoymcEjjZiZme7UMdSMj40JiIxJyjGmGf9WSDpGRlQeM/+ADQAEpAkjxIupj+qIFIS7u7sd6UZb8q4AyKZAAEAAQAGY4HxEYGNrc1v4xDmbtdW1Zl0SFYKqcNnDw0PN5sa6f9tbm5ZYLMwvCFAs9QDFVjPWTOu5NzcXm92hqUG84/IO4p8CEgfxrdczFwWKAkWBx6DA7u62AMO01BcBGoaGpNoQgx4TCBgRANhtpObQNbN9WPKOQMCkwAH8erRVMwzp3pSABAFQwW/Y5WhWr3/bAhEcSU8Ybo+UBwAgP8weZsUR9QUVAFgiAA4iADLGJDngRwj1hO6TZHTXgIBSZmenm9lm2u3spVES2gZoWV9fl/pjpZmYmm3G791rVlaWDWBG1R7KOnnyRLOwtNasrGcbqO3ghgISB/fd15MXBYoCRYGHUmBbs/mtza1mfmFRYGG12RDz3toKcT+zewCBVQtm9oIDmtXDaFEJwJD5MdPnSPoxgQ5sLHb1D6ZPPMybABhJoME1oIU7YACSAE72HEmkSKQQO610gnP+URZtIz7VE0g6RkaC5W1uYt8RIID7bkNbGdcZOAforK+vNRvrG7KxGLFKZFFqj91dMhQLhVZFhfxi6lgUKAoUBYoCeygwOTXZHD5ytJlfXG7WBSi2ZOMAIAjmLMYu4QCqje2NTccHGGiLkObATJlZvhg7wQxeQGJTqgNsIowU2uSkSYkA8ZEHZv3gYNggZp/MfwcgofYBbqgrgIBUGq1tRpSUZQJRAqgg+aAxgB63i6sW4ISqBXuQCZfJQyOpmBZtrt+ap4gDHwpIHPhPoAhQFCgKFAX2p8CkmOfpM2eamUOrzd2797QyY7NZXVsTs0YqgUAgmLGlD/DnbpxUEDDhSBGM2SBEM3yYPDYMydKpfZsVFEoM84ehI7EIpMEaCaXsJiZDJyTTHxnpJHIDyaZ/FNwWQFq3qW0Yhpjc28b2AlWKJBk8X+Qjb0hUSDYulcnhI0ea5569YHVHAYl4CQUkOh9jnRYFigJFgaJAnwJLWob5zttvSYKA0aIYO+oGcdQeQBCzRp0Rs/hdLfccNxAYURzxqDEIGFRi27AlScQwcWLKwcD7dSUoyZi4hsmrDjP7vPP4R4DLlsDP8Mi4gYJzqqxuXUhZjICshhk2oOF5dgQ+qJ2AimQXyYvAxtbWrWZjdalnrBkpDvbfAhIH+/3X0xcFigJFgQdSYEvSAZj4sSPTAhLbzfikfEYsLWsp5JhWN7CyYcvnMOZNr4KQ+aWAAnlgwgkA0GzgX2JkeMxqB9IDJPL+Axvwj7yB/4dJSREsCRnXURISVDEpJgFCDGvpp5rjNBhZssKEdtFGHWxYSj6kHRM25Bxv5g5NN+9/+BFP+I9s4ZcjewGJL8d7rKcoChQFigL/5BQYHR3Xksvh5tChQ17JcOrUKRsbTs/MePkmKyqWlpbkt2FddYdEYmpyyox4TQaKGQwsJM1AIoF6ZHFxweoNnFqFdCAYMrYK2EZg3DjcGkayFJNzytjeXG+Gx+QwKkOrnsjLHkJQBLe2tZxzpE2PU6wZtRvQsF+Y1sqUFfmRADwgcUH9wpHlpGRalaOshfl7krhwb0TXmzKXkH+MCmVsWd9AUaAoUBQoCuxPAasthscFAGKFw5UrH3kVx7R8QqDG2JS6gyM+Jfiti8kuy6FTgIOQSHjFhiUbAhKyj4ApT01O9J1PqWrKACiwrBQG7uWlUjXEjH8v5zdj7zQ3DSpp44aAQxpermuVBeCB9Nhj4DdiTUs6aRtLWEMq0S/71vKi0wFuCJSDhIIfKzdGpZ6Z1FJYJDEfXblqdUk/d6dBB/B06Dvf++OixQF88fXIRYGiQFHgcSiArACx/tmTR2QjsCn1hjxDaqa+uiI/CzLGnJmd9TLONRlhwnDHxvqgIMEB9QAo8Co5KRABk4ahJ4AAMOD9kjRbqBEEJjh/UAAYdKUGnPMjABwoGwDAkR9xXk6KVAMw06YjTUpFIl2ACMpalgqHdiJ9AdxggAmeWl3baJYljVCxFVoKlGqjPoWiQFGgKFAUeCAF4JcYJF6+fredxS/KeFL+FOTyckYMfVgMH6bKagbsDzyjh3ljPyGVBHYKZtLiwuuazfPDnwR7X8T+FVQ9FMacnVYE8w5DS/Jzjd4Bg0cHEM6+zDxsHlimiYSCRJhNIj1BZUJZBjICCdh4hJQkDCqnZ2bdZoAH5ysra83i0qraLNfYar+r0599q41WHci/BSQO5Guvhy4KFAWKAp+MAjDgUDWI6csp1fbKhpnr+OKKwQKl4VESl9QAClxJYz+BZIElo5hf4osBdQOSCpxD4SYbQ8iQPmj1h1Qj1MM1x6iz307iU/KQsYNpiMefBOwewMBvCymF/tEunFF1ocDcoTmBlCG5wuY5boaxKKl3t7SpmNp0nwVA0oGaKkCBAhL1HRQFigJFgaLAY1AgDCI9wxcvZeOtIa3COHHiuIwxNXvXnhRIKg5pt80VqT1QgywtTdqwcnoi1APjMsS0d0sBAgw1kTJQKqtACIACGD+AwUswBSy6ATsFDDYzAEJ6EgpFYvvAahCkISrM5XMOkKBcAAxgpQ8kdpvZmUOSqgw3x48daVaWFrzxGAaa16593Ny8M28A4ifv/Uk6ZCvqWECivoGiQFGgKFAUeCAFbOcggHBkbro5fGhGDqrO2jaC7b6XFufNuMdkQzE7O2Npwa4YtVdfSLVw/NhRMeppqxCwURgbnzBIoExsIgwkdM49AkACx1SAgTTwjPhwgOVEzZQPStLLF/HAA5QYOJwS0tF/wEOE2JsDlYWlHqrDaXSTOvVfkgqtMlGhqENmJTm58MyZ5rTsQia1tfmcNiqjPbdv3W4++PC9ZnNnVGAlVDZZ90E+FpA4yG+/nr0oUBQoCjyCAsy/X/nK880f/fPfby5evNgcP3GimddGVh9++KF+HzTrAhSoDC48+2xz4cIFLQVdE7Pebe7dm7dkANCQ+2pMSK0R+10gLWAfDnm4lDTCBpq0o00LALDnS1VucCHjR44RWlfWqgPDyR4I0U0kD3k9OcmqkgAOSC1YdgqIsJMq+cRABQOYwXvnmNo1J6nKupaxLgocvf/+B36OmdOn3bajR482L7/8spfBXrlypfnbv/t+8/M3/qFZ1nLRCqXaqG+gKFAUKAoUBR5CgSkxZDarCh8Mu82Vy5ebDz74oLms4/nz5w0esI2YlXEiSyzv3F0QiLjX3BWQWF0NvwwYXY6LaaOuwMZhVOlh+IAMwEQaQWYz+qABD5iRDhEDeVFDbEs64CWcytCXOkRuykQ1MiHpB9CD+wAO6s49OGhXD9wISOwqDT4yTp060ZybO2QJBM8yr23EedZbt265HIDS4cOHvc/GyBD+JFCVJMDJ1h+8Y0kkDt47rycuChQFigKPTYFDMxMS6d/yDB3jyRs3bjQ3b96MGbuWRp49e1Y7Y643t27fkdj/ko0Wl7Q7JowaJs5veWvV6g6kEKFKiNUYQhK2kcBeAmbOCgpAALoGJAcEwAPLQX1k2afKZaUI5Tqt0qS77W3HhZ3E/M6il5dSH8s8CaRHSkEAzCBJAdAgqbgi3xAAjHNnTzfnn7kgMDHXfCSwBCjieZFEkPfcuXOOm8BTpswMl2SkedBDAYmD/gXU8xcFigJFgQdQIHbFjFUPMFnCnTt3JP5ftDQhGPOWpA/3mitXr3q7cUDF/Py8GX8YPbZSg1ZSYOjQqiwAA0gQLIEQw8eHRISwaeAc1UraM8S9/t+0hwg1COUEWKBccrJCJIGLbyoWQEKctzzXNZ448ZOBemXzhpxXSeKBygMJzInjx2X7MasNy+4ajPDcqG6QouDcanzyUL8xB/isgMQBfvn16EWBokBR4GEUGNUM/pCWR54+ddLJliVpAFAkALh793bzkx/fkvRht7mt3UHnFxaaBW30tSGvkqTBQyXgIJw+heQA6QPlIj1IqYUZO3BBDB5jSwAB6ggkBoEkwiCy21bhD4VQjaQ9he0udANtA3Epsch8tIk6vHJDabzsc2zZoIKlqFNTcpa1vdncuX1DK05Wmm984zV77KQsAiAEkHTx4kVLXm7dWciiD/SxgMSBfv318EWBokBR4MEUQKJw4sTJ5itf+YrVBDdv3rJvCBgyXi1RR9y9e6e5N79sR1P3ZFPApl64pwYAkC5+Yt5IG8TkYe5IITj3PcVzRO4AsMiAmgPGbUOHjDR4cNKMcXldRg+Y4BoJAzYRmSXqQGsSQIJ2kI62AFrGZVOBMSht2D08JzBx22lTYoJr7BX9Q+WBncQrX/1qc+/HP+u14yCfFJA4yG+/nr0oUBQoCjyEArua2rPMkU27YKgsjUwxPysZvKnX6IRm7dvN8ZMnm9Na5bAoO4q7kk4guQBQsHkX5Rg0yM00CAM7B4wUYfLeclxl43LbwKHXHq3saM8lPAB39AJqCQABwW3c6AMQwRO3C4dSuzuyt1DGKbn1RjKCm2uDmAbpgzYX0z9cdnM+o2WqM9q4a07LWOfn79o4FFCBT4wFSVruSb0xJwBx7NixZkLlUf/8wmKvTQf5pIDEQX779exFgaJAUeAhFIBVv/fBpeaVl1+UX4XzTomagtk6x2MCEyyfnJU9AfYIG2Lak7IvOKyVD4ACfC+gMvAeHdPTZuIYTiLpQK0wIkPHTTP43WZjaty2EAADEEas5tBuoXJtHVuOD8teYdKrOLCZgJGTljba74QNJxsxeTm9kjSixRm6G1ub7whEoE5hFYiqtoQFqQTtnlQe/GAAKgAPw8Oj9szJao1r166FcamAEftukJZnevvdD5qV1f4OpybOAf1TQOKAvvh67KJAUaAo8DgUYNb9xi//oXnm/DmL9OHcMNtlSR4uX7msVQ5nm1lLLNgmXFIAFcrv6JHD9s3gFRVi3CwBndKMH8kE+15YNdLn9gYZgINROb8KXxPd1kl2oDKQGuDKOstEouAVH4AK/dIWI3MCDAw4fC836EK9EZKRAA3hy4INxVgi6t1MVRnlvvXWW83Vq1dkWLnqcpBcHD9+rPnFm782kCB9hfIjUd9AUaAoUBQoCjyEAhg8/uatdyV9ONK8cPGC9s0IHwyLiwtm3PhrmJVB5smTJ5qzcmHNEtEVrWgg4O/B4EKMnCWbMGmCJQxi1NhNpEEk4GJEIIJ7SCMAIxhlcm4RhYAEviqW5YobcOA4/UV6EbYU7ZJSIpQbaQgqEOdXelQbtIWf7SUUR93YUUwKRCCZwAU3R5a4vv766837771nVQ7qGVQ52F/ckJ3I93/wEzuvohUVCkjUN1AUKAoUBYoCj6AAG1393Q9+3IyPatmjlj9elk+FaakqDsl1NCs5sCPAyyXeI+2lEidSYuIwaEQJrN6AaXMEBCCNgPlPzM46DvCA2gGgAeNPcEGz0m9E2DagupjYt7WAA9JwpAyWocLoqQc/EnjQpO0Ep1Fa4jdXN71lOPG0Cy+XK3qmpaVFgwxAyYKkMrTj7NlzzX/5/o9k9xFlk6dCAYn6BooCRYGiQFHgERRAAABDfk8Op7ATwMfCa1//evP8Cy/YSRPXkzJAXJOL6eWVZRkszhpIjGmGz8oIGDrSBdQF2BcAKJBQ4K8h0yBIQFWBVAInUYAL+5Wgcp1nYNMv+6fICB0BDqQHIORyU3Yf5Zw4O6RSObQTMJGbeAFYsJ0gP+kItBOQNCPpBys5XnrpK80v33zTq1PYSvz6jVsCQ05af1oKlI1EfQpFgaJAUaAo8EgKIEm4cfNO842vvWgw8JKWhLL/xPXr1y1lQBoAv0fVYaAg5mxX2C04IB4pBUdAR7irHtGKiUlLIAARgAu4NIwd6QTghTzYTNiuQQwcYGJ1ieAJbSKfgw4ABvLkDqOc440S8EJalpQCFLCl4B5AgvvYZSBN4T7PgS3E888/b0kLK1Foz1U53BrWChVADhuTdcHNI4n3JU9QQOJL/oLr8YoCRYGiwD8FBcSHxVBHvCcFvhRgrgAGfjBjmDIAQf8NCILJN1YVAArGtZICYIEEAjsE8sGUuYZ5I4kYUfkcXW4ryQBYACRCatA6q8JplVZshJ+I8ANhYKA2ARIoh3tuw5oQhtrO/d11jDnF9hSF/YZ3AuXBdE37AUI8I+3hmVB18Ex4t7x48WLz9nsfipSxUkRJK7QUKCBRn0JRoChQFCgKPJQCZshiritavbAq9cWEgIFVFmLC61IVoGrANsIbaYkvw5hRNZCP5Z4wdhhwl/mGBAMpRthQsPEXzBxGzpGA9IAA4ACENLshmdjRNt4AA5aQ+r6OAA0kGuTH30VuQw6I8TJRtYW6yKOarMrgGliwu02jd3ugaFO7g3KPZ0yAhMRiZaWWe5rgA38KSAwQpC6LAkWBokBRYC8FzHCZuSvAUI/I82PaFKy3TFt8N4ACvB2G7QhfcGnGTAozcjFopA4ADUspAAm+h6GlAIGYPeXDxPkBGuwZU6nw47C1hQSEjbywb1CZSrMDAEFSgcTB8EDeNVU+u3cMtdIJ8mE0mcAIgEIL80/WhfEoz8yPQLzVH5JSqOgKAxQoIDFAkLosChQFigJFgQdQQEwUg0pE/RgtwpD59ZZ4SirQ5bOhtkBdIImCZ/exIgPGnECCNHDyYNpx5L4ievFIOgATAAPAQDJ5klA/wYBCjqRQbRDSLsIgxPt3IJGILcnJD9Ahf7aDYjYBGpZ0hE9N0lE+Ug3aBIjqPp8rqj89D6RFiqJAUaAoUBQoCjyUAqgBWAkxJsaaDJjVEXi3BCiwKmMTRt5yWxi1g5m2LojQD/fYMHwACPtcIBEgP2AAhm3gYQPLACoUg5oDdQVF8wMUGHC4gljSSduwbQiAEzeoAwBAPYAQAuUTeA63iXOrTuQS3PYesbV4gBtJJAAybZudsf7soUC6Mt8TWRdFgaJAUaAoUBQYpACz9nUDhbA34D7ggR07rerQfQBGqAq4GRIGgACBo38ZkbEqGEa/oyOMn7LAHKzUCGkH5yRWOoGJDBHHPfJrl1Gt2giQENIG4gABlMM5RaAOSbVMtCfaSD1ue9tKwA7XlMcqkFjpUZ4sk/bdYwGJLjXqvChQFCgKFAUeTAEx7LW1WDqZs3q4c6yAQHogRgt4cAlx7Lq7DklBa/SI+sIhNvQCFGAHkUyea6QOlGdJiBi9pR4UrpsJMkgPQKA9cT9q5xqJAnH8ABSpzoh6A4AAWIA3AA0CkgnKzHZkPD4kqIdnSEmFM9SfUm3UN1AUKAoUBYoCj0cBGCmurGGuMOpk4kgp8H5p6UHL2JEwAAZSnQAggGETYMaAhmT2cQz1BkwfFUbkFzBp05IVMIAEhPwEVCGU6VJVPqoOmHwYbIahJvcwxuwBCqeJOTTSCdIDVMjL6pMsm/K752vaoKt7zf0KQYGSSNSXUBQoChQFigKPRQEYKS6xsSOAgXPNDB5mDBhIuwmm7oAMRTuewmH3rHxI8AAWQFqB1AGVhkGJ4pJZO10LGkgbkCGkFlZTKDKAQ+ShfG9NTlsECqwiactlpYYKtkQhbCuQVsSSUsoISYVqUJosO5+JIwGwlG1zRP3pUaCARI8UdVIUKAoUBYoCD6eAGL7UF2bCLSjAbwOzfRgwzJufOLKdOcGEuQcDBig4jdIFaMD+YTPOdS8CKovcATQZfLApQILBicAFIa6FMBSC2XPeXjs2Lrt17yItUfuRqmR7wjgzMgBeSI8jKp4jQQR3eea2+Ehcf3sUKCDRI0WdFAWKAkWBosCDKMC8XDxWTJhNsDYsRQAYABRSpSBu63PkB8RHCMkFXiSRPOAcCgZtxuzZfrjEdnrHkz58NyTgiHJiRcUwDN0B0BGqCZelOmH+sUIDe4cAFiEBUR7KbkFIGHYK2Cg9z0Ba8pJ2b51RE8+HJAYQVeF+CuQbuf9OxRQFigJFgaJAUSApYKYfKgvvpinmSoDJ5o8lmrZjCG2AZ/choSAlygf4edzkYKdViks1Bnc4RwVCmQSucamNq2rABvciPo4BSIwTdI9dRgEDAhGqAFDAj4A0AhBCuQYyiqM8yic4j487XqFBXN7jGUq1AUX2DwUk9qdLxRYFigJFgaLAPhTAQHFVzqhgsqgBYMoxi28lDcpDHIaLMGDucY1hZB6ROBDfX4qpVRMysMTIknh+gBVkCqhOlNF1AQKoUxFEtccAKFyFkSX2D7pQOpKSnnjqJp4jAMLXeoYAC85AEbKviNUfnJOGgPpjHWdUVF36DYiwJxSQ2EOOuigKFAWKAkWBB1EApgyTx7tlnnuGrwxc8yOk0aWlCvBiM+RgyoAA1BwRF2oNAAf2EqgqKMMSAAEJ6oJx4+QKtQhqCO4DDCKEzUaAj8iXAIa0VIuUYmIipBmRTmW2AIHtxCkPoID3SgfqEaCh7QmWuL9pIAEyaauuQ48C+TZ6EXVSFCgKFAWKAkWBB1FAcCFsHVrGTjp466o29ArGD59upQQ6or4Y1eoMwAPMnaOlAmLUGDUCLNjxk5UWjpe0ACbOD1UJzJx4XF4T7FlTG4RRlyULjg1sMKo0qEAMApSXdtkeQmmpG4DiJZ66TmkJaXgmAuWNj082EyqDOgkAjTXZhLCnCOeR0rfqT0uBAhL1KRQFigJFgaLAY1MAhrywsGCmmplw5xA+HSIGY0wCrDhm/CydbAGGGDT2CMQTcvkoQAFGTnzXXoFrlomutn4c2E10fT1UK4ABGH46vcIOIg0o2cMDT5cYWJIe2w3KT7sMpCYAGa7Z4pzWZlvxYgmAMYjRkWfe9g6hbnL9GaBAAYkBgtRlUaAoUBQoCjyIAgIAYtZeGaEjTBzmm3YFOYsHQaBS4JojDBnGDcOHmQMeyAcQ4Mc0H1hBHEy7x8SVP0M6uCJNhLjHJXICH9tb1IGqBMlC7va51TrSyvK6ZRjxqAzsMnK/D9run276ufpN2VtEXZVny/oGigJFgaJAUeDxKQCvRr3gVRCetcNoh1tVQXByeC6eLjGmTM+W2D8ABrA3SBVIqBvCNTV5UlIBM7c0QMycNIAHmDmAgbodlAHwYJWJwAhlUxc+IkJCIUmF2hd1SQpy39JNFUClhBaAYIcBSDJwSABhgCGJCitBdB73nKv+tBQoiUR9CkWBokBRoCjwmBQQMxdDhVnD3PnB/GGuwfD7howUaOdVYuZwbNLwC+bfX5aJPQMgA4YfzB5/EICHfpOUzSoK+L5VE0S4/r6tQ67u4FaUA+yIfPY30S+OWP8nag8wUJk8R8Tl86mOFswk4NhTVF2URKK+gaJAUaAoUBR4PAoYOIjZYgOBtKEHJmC0nrEHf4apw4zZNRODSRg5gbhYcRGgwhtpSfoQkgk8YoIPQnKReRypP4AIJB82pNSRPIRsBwCCQN2x+ZdATpuG3OG0KtJ0/3bwip9ndnbWoAaJCGFbAGd1Zc3Hbr4671OgJBJ9WtRZUaAoUBQoCjwGBdg2fFNqBJg6wTP2Tj6cRiFRgNnDiAmWOOgc8IHqgiMzfEsSxOiToQM2Aojcz56GlC/UHyH5YKWHV3yI6ZMvwAa1xRJTgwHVw70MTsdlW7+P7aUBjVQybpvinE/p1mSsmeqYLKeOfQrc/6b69+qsKFAUKAoUBYoCPQokQ0b1sLy8Yh4MmMBPw2BID5TB3IORs4LCEoV2tp92C0gpkF6gtoC/cw3YyPrCcRX+HXBwFU6rKHFE0gfnU3kBMKIVAAgYP1II7B7AEaHoGGzlftcJaeIe4MIuwVtAtF+Ogx5XQOKgfwH1/EWBokBR4JNQQIwZpo2kIcX/rJIg5EzePhqULkEDTJ17ASdipu88LZMHMOjU6fvOpkJoEOWSH8mGpBVIIbxraOyt4TgBCsoHfFAXhpe5JBRwQlyoOdQCUIXKASB020s9pBtW2VFWLP/kHCCDyGQvxCBHBShQQKK+g6JAUaAoUBT4RBQws5ZUAqkDIABQAMNNxoxqglUdgAMv7xTjTuYME08DTZaE4rOB8rgfNhPhettqEQECygcUAFrAADu2zQhpA3nSsBIAEsBFjqzsI2K8XTkSy0mpy6tBVAjlZHk8eICXMLSkTOqmTQRAxIqcbaWKhvsV9lKggMReetRVUaAoUBQoCuxDgWSgyUZhrDmrTxVEHpEIREhwkYqFYOLM7cmP6oHloKg8YO7ICrC3CEZO3pAScA8gAEAgUdhQcNSF0vTbESoRO6YSAAAs4HSKdvED8KQUJdoqkKK4riEmxqGEvN9druob9ec+ChSQuI8kFVEUKAoUBYoCXQr0QEQ7G4dx42mSZaDM3M2oOxlID+PXDd8nPQyatEgjCEgWkFYkY+fcKhHFkx6QgKSAPNRDmNB+GLjbNhBRGiQQ2Ez0wYfUFbobdez2gAPXAIJ8joAslEg7WP0RahikI5RJSIkFLrWxkeiuIumX46QH/k8BiQP/CRQBigJFgaLAQyjQgoeYoQcLhnGvrKyK8Qdz9j2BBu/Y2aYnJRIGGLJBRaeKgBL8DWYfwCGcWlFW2lYkyGCVSARKDHUJeUgbKotgZWz1DUBJQ0+ASWwwFmAHQGKwInBCsFpF7eXo1ui8xTkBjlQ+6XFSlQDIGevPHgoUkNhDjrooChQFigJFgUdRACa+srIiJhsGi8zQR0dCbRGgIc6T0SNVCMZvIYWlALGaIoABUgFUDDBzpBBj7aZcSANQO4QUgo3BVlxO+I4I+wXsJ9grA1fcU3KJjbtu2gUAAPAICziAb/Lc+hBidY/bBkJKQL4EL7SZ50IaQTn3BQqsYAqEqW0RoyhQFCgKFAWKAo9JARhsqjXIArOHGYcMgohQLyjazBhmHyqDkDaYo6sMwAMz/fFxqUE6jBk1ApeBAfp+IKgjbBoiOZYXqDaiDYCXcILFtuOWhLDfh26i1iAAcgAYGbyiQ3mwvSAv7aCdPB/59z7nAHBQ+gpBgQIS9SUUBYoCRYGiwCMpAFPNAPPfaO0WiIOneqVGJtBxyysuxMTFyoMpY3sQxpfDQhhZHHmTecOakQSkZABnUyRMnm0wouuUeuAUi824AB5Wj7T2DdwHGAAgiAeSGNS0UoZ8kgAWYVdBPdQdgIdq45q03WfXZYUBCpRqY4AgdVkUKAoUBYoC91MAxszPQUwWe4jVtdjO23G6B8N1GnHfcC7V9+2QjBl7A6QC2DGEg6kdlwXYwEdEqkGQNOB2m5UWMHwV7XzLy8vtklEBBCIFTlB1AD583bYtDTRzhQfqE9tC6D5tIwAyaAtOrQAdsftnSFcAH9xPOwrrXZyr/gxSoCQSgxSp66JAUaAoUBToUwCma4bdj8pZOpKJYLaxYyZMPyQAfWdU4WMi8gaYwG5BqgwF8seW4gESUDGQf3Q0fE2wjBRpQ664iLJRVbDbJytAwgU3yz1p5prADcaWG7lCA/ChMlIyEbYT5GGJaawaAYgQT5pcWULbwrdEtMv2EkS2oQeoMuKAHwtIHPAPoB6/KFAUKAo8igKtHMLJABFcY4C4rj0oCCzV3N2J1RkpuUDy4OWbAiEwdxj1OMs3sYtQ3Ib2tEDSYBfXkkSsr8uRFPcECghm1sYwYa+AOgRQgJQi72GT0VU70CaAhwGOJA3cW5PUJKQK0QakDqgvtgUeiOccMEPdstO0GibbQDu8OqWrxiGywh4KFJDYQ466KAoUBYoCRYH7KJBSiVYlIA5tlcC6l0XCuHEtPWImzIoLqz20wgImjbMpAkyb5Zk2ghSAgHH71+bj3EabAiUw+ZRshLMqAAOCkbYulUmdBi3AGgBHC0BwdAWAYLUF0oYV9gThTHnX5KESaQWABpUGoIRVHnNzc77ebiUs1B3Sk/BqyeoRggGMz+pPlwIFJLrUqPOiQFGgKFAU2J8CCSJ0F8aMegHAkBIBQIOZs5g4s/j5hUWXA8NfX1sVgGCPjHZ7cUsmwiASAEEZ7OxJGkq3sypJHwAUSC8IqB2sshCzb7GDwQt58zcigJHAhXppj9UfkogkkOA6PVlOaLkoS0spclsSknWBDCQYBEBDzxlVC1J8o/7cR4ECEveRpCKKAkWBokBRYD8KJGjgHoy6uwQUBr22ttFMTE41d+fnm4X5Bft92BITx6gy4AAMWntiyNAS3w8s5YT5B0DIvS3YojyXaIZnTBtimrHHKgyYPDt/Ik1AqkDgPNIBJqwTsVTDgEISBqQMOwInqFISiCA9mZqeDvWG2rS+uu62UB51YDsBsIh9NsJld97jWCEoUECivoSiQFGgKFAUeCQFuiCCxDBXZvwp7ud6fv6eGPOM1QpIJFBnpKGjEop/i8ErhHohDCtnZ2ajLEkDkD6EJEGGj/IBQbivXgECAAOBtATbWnhlh/JLhYE9Rbi+9m3Hrcml96hsIXbGAQmx18e4QA4qGZCF8+mc+ig3j5aIIPWIourvPhQoILEPUSqqKFAUKAoUBYICyciFA8Rc+1RB7YAKI+0JuLO4uNjMHlpyIuJxTw3A2NjQUekDTIRqBBCCqmN+YUGMm9l+7rERRpU7YvzYPSAV8K6dwg67uyzJzP05sJvA70NsxIWKhPICXARg4T7XgB3agypmeWjFcIa0U1NTzdj4hNtL25eWlpqTp06q3DDwtBSDtjlF/w/3E0D1Yw/uWQGJg/vu68mLAkWBosBjU6ALImCkBgpizLEPRUgGYNrEI4WA+bLMEpBAvBk8aEQhGTPlBIiAWescaYNUFNhIkBdnU+RDakBWykZ6MDIcZSKZkNlnM7KLVCE8WIadhS974IQrgwOXTRlNMz4RK0j8LAIcywIR4xOTvcYRv7WVQIT8zlZ/9qFAAYl9iFJRRYGiQFGgKLAfBeCmAQYSNKASgOkyQ8/dOnNvDEpwOkkVkEyQjuDZfHuO6oBTQARp0z6CtHEvQAu1Rn4xeOdVvm3y6jeiX94XCMHZFWqUzE+bbWBJPQIoBhs6R2JBwM4CQENDDIJ0BLQgDaFN+wba0AKjfe8foMgCEgfoZdejFgWKAkWBfxwFzM5VhNQK+psrN4hFVTB3aM6MeEx7ViAtADDArPH/AKM2gGiLgA/DqDG83EKCAfOGacPclQYGnoweBk99vUBmBWINJFT21o4MNFUf9VJu7gCa6dJmIlaPoD4JoECbABfYTwyzgqMFDjisWmm3SqeMeJZOKwpEQBaHsFjJqzoWBYoCRYGiQFFgXwp0mGjL1mG2GDGGykHqgslpGz6SfRxnU/rBgNOOIUoASfAz3w8g0AID0oZqQkcZTOYyTSd+yB+yp7TCyRzRz2AzT5VNGuqg3dhLYG+BbQXn0zISJazI/wVGoth12B23QE6Fh1OgJBIPp0/dLQoUBYoCRYEHUIDZe9o4IJ3Y3MRrZOxbYQNJwID+9YwgYeQtiMgiuUYaYOmEmDxLN4dkxoCNxMOCQQe2E0rEuf4YeHCOz4n9Qq724B7eLGkrYXlpwe0a1kqRmamJZlerOlCLeMUJS1cFVKiiwv4UKInE/nSp2KJAUaAoUBQQBcyk91DCrNsxMFpcXbMCgxk8XiR/+MMfNrdv3iSnVQ8wZMqwxEDnPXVFW2aqEuDW/LNKY099+19QbvqnsHpD1yg7CN2/jqBkRRJP+QCbCRlWTk1PuYwrVy43d+/eddJsDwafS3oejEkHw/00GUxxsK4LSBys911PWxQoChQFPiUF7p+SY9OAJCEABaBiU7P7xebd9961XwYkAzicIsB8+cHE7TAqYv0X0KGbpPKKjU0xbwwg+VFH/PI8jkhCcGlN/agqSOs6VAo2D5RFidQX9hqoP2IVBteoNHCVfe/evWZz8Ybuxd4cqDUAJgY0qhtwk4EmUmaFvRQo1cZeetRVUaAoUBQoCgxQIGfglip07oU6A2+R8lYpho0TqRMnjjcbsjlYknfLrRYIwJQTSAAKYPFDI7KD0HJMPFR6S/Ft2JHsFwABYuQwe+obl5+HruFkp3oDCEAMK0co37t3klcqFewfABiUFyBjuBnHq6UCIEKRza0bN3S10xw9eb4ZnZj2PSQd2d4NqWuw/wjwAKAoJGEiDfwpIDFAkLosChQFigJFgf0pALNOMAFzhcmmoSXqDaQKR4+fbnY2tVGW+O66nDwJL8gIc0yqhBlLFkbllhrX1JQFSJicmtRqj0O6DjCC7cIhX0ddU7pvxr9Pk5BG5H4flIdTqfRrYXWL1C44tULKgJ+IlWXZQgi4bG5sSZKx3hw+NNUcOXZcS063m1U5z8pnA0hYdYKkw/ghoMQ+TagoUaCARH0GRYGiQFGgKPDYFIBhR5BqgSWU+hEAAlJMiFHLodTQpDbAEmMentDSTtlQwMy3NwwehhU/MRnSg+2dde0IytLP8DwJI2dr8pWVFQEPJBG4yW4lAa5l7x/awg8wAXCY1r4ZsVV5GFui/liUqoUiuL8zJACjfxvbsnsYGmvWtoaam7fnLf1oNTAGE+QjIOmI+n1Zfx5AgQISDyBMRRcFigJFgaLAwymAagMJAJ4n008DNhGbwhrM/PHLMD4Ryy0piZk+s//NpeU9Bd+4edt2FtgwYB8R4ASgEjYNexJ3LlgZgkpFtVmtgU8KrnPZaSdp7xSVCT/yCIVY4kC7iAMiDSsuHGvt+tkskejlrpP9KFDGlvtRpeKKAkWBokBR4JEUgAGvSRrACgekCYMMnNk/9gpfqGB8oZ0/JWnB/qLCoynwBXvDj36gSlEUKAoUBYoCnxMFxHQBELmFd0oHmO2n7cT9LQm1wWA80oBPH/Yv8/7yuulY8RHblQOIHAARlkuE/Qc2GBUeTYECEo+mUaUoChQFigJFgQEKWOTf8uVkvrutEykcU6EzkJagFzB6jGWZvajOSYfBd/J0Etx3StmAmB4IUIqQfjxmAUrvZ2iTY2uBoWeuEKHcKLvTtvtaURFQoGwk6jsoChQFigJFgU9MARgvLBYbCY4YPB49elR7Z4w1C4sLXinhpZRSe+BfAtuD8B8RNhPYQwAEMniZpi7S2yTOprBVELt3WWnXEHGyifDGXNyNgAQEoBIrQvBcOdaTOGQ9UYakDZStJaAjeNEku9p2aHY2Vo+oRJ5tQ6s4MPrsNLGtqQ6DFCggMUiRui4KFAWKAkWBx6YAIGFtba05fPiwgcSiDClPHD/RbB/ZbhYWFrV3xWrDEk4YPkwbxowXTAwpCROTEwFGMLRUWTD5rU3t0NlKCjCgHBudctr8097KyzgqcnJy0kAEEAF4YL+PDOHnIlZzpEGmwUgLIg4dmmmOzM0afCwsLPiYK1KyjDruT4ECEvvTpWKLAkWBokBR4BEUYOY+pWWa6TESEHHr9l0DhVVt5rWlZZZbWxv2F4FBJgEGzxLRURthyk5B4AGVCGqELbxKKg0qBpZgGngoxhKFFD24lIE/SohPijF5qqRNSD5i068WcrR5KSelEkvaX2NGG3UBOvA/sbW1aX8VY5KCUMbMzHRz/NjR5uq161H/QJV12adAAYk+LeqsKFAUKAoUBR6bArvNhLYLP3XqRHP0yBHlCqY9OTEupj7WHDmS7qu3JbGQzUQnwND9U9wq6gMduQ5vlGHgiHdMmD4GkcT3ghIHLmjRQXuDXUNh/gkmcGLFj+WoBhcCB4SwgeAcr5njkpbEfhvc9o6lkoAgMRkdHZeqY7b5+PoN1b+3LhdUf3oUKCDRI0WdFAWKAkWBosDjUgAHVIfnDuk3axsIVBIw7uPHj7V2CjiK2rBTJ/xNELCTEFcXONDSSkkAYOfzUiPgwnqdbbvlfXJV5cD4UVMAJFgRgutr4gjCGy3gYJ+PPsAAFGAfEY6sRg0Q2FV0WkAh1BqjBitIPlK1QXkUC4DAvmJTEpF79+5aVTM9PSyAdNjlLNnvBWAi2kC+Cn0KFJDo06LOigJFgaJAUeAhFIDp5sz/xPGjzTPnzpjZoxpY0u/2nbtm5Kg6pqZmZNAop1QCHKNi1AABPFXCxO1ISiCBc4wc01ByZmamtXNg/42QKAAMAAkBQgJI4PIa407vs8FKEfP4dkMw1yMgISAybumI8qouVo3YN4TybrUSjlyZASBZW8VJ1pDBhKUjSn/82OHmla+8IKnELQGMebnRXrMK5iEkOpC3CkgcyNdeD10UKAoUBT45BdgTA/BwTr+TJ46Zqd66dbtZXl5tVqS+WFq87dUQKyvLUjMcktRhy0wcRg5YwB4BUDEqj5fEcY09BOex1FKsXCoKxARgAyQZSC9WVtYsDEjjSRg9NhQAk+2dEYME0m/JDgPAsi3bjHvzH1vSkZtw2ZBTbUjQggQlXGArozJjy0E7WMnBRmJHtBplaGikOSPVzfmzZ1TeQnP9xq3mw0uX7YTrk1Pvy5tj6Dvf+2PoX6EoUBQoChQFigJ7KGAVgyQCh2anmzNnTjUXn7ugFRnHrFJYXFxqbty4qb0slg0CYNDYFrCsEkYPk2dxJVKJiQnUFPhpEHCwVEJ2Cy2QQHqRwIItu1N5gOoEcEFZrcjBUopsoLf3brlXpAkX3Bha8o/2EM+yUsAI1/lDAoFUA3fcm2zsRb0CIKg2OAIoAC2AHhUne48jWpFyRNKSKaliFpvLV641H12+6nMkHQediZZEIr/KOhYFigJFgaKAKQAzRy1w5tTJ5pnzZ5uXJd4/cfy4424KPFy9ek2rMySJkE1DSAFy587xnhojNs8abSYFRDBoTFVFMPogNGAB5EB9D2PGqEfsd4JsJCTDQ0KU1y79VHryEpBiAE6wx8B+A6kE6orcQTQcWskGQ+ADHxL4rMBWY0FqG/KdP39O0onTzUsvPt/c1uqUN3/1m+aDDz/S/aUW8DykUV/iWwUkvsQvtx6tKFAUKAp8UgowGz9+7Ejz2qtfbb7+6ivN2TNnrH7ADmJ+ft6GiDPTGDCeaDY1S2fWz4wfewfsGTgCIjjX9N5AgjK9O6iuHRIIiMlvSCLg8DAkEcgg0j3mX1aOoFqZ0Y6g+LoIpBKVoO4gsNEYPjB4BsAEAIN0AA+kFzSX50CKsixgAfBgd1JAxQsvPNe88spXmrfeerv52etvNh9I5cGSV+4dtFBA4qC98XreokBRoCiwDwUQ6WOg+NKLF5uvf+1lSSLONRcuPOOU169fb95+++3W06M25xJQmJVhJAwZiYOZreJQB6CymNA54AJVhrFDCyBYigmoyICKAeNNuDfpOSI1sDFkAosEHZnJ8SFZYNfRbkDqYaNMiSx4HsqjfKQgAIMM26orwA27f0ZFgAdLKwQoWK4aS1HZFVQqDwGR1dUV+ZtYEJBojTeV/rikNK+8/FLzzDPnml/96h+an7/xq+baxzf0LFu9crPOL/OxbCS+zG+3nq0oUBQoCjyEAjBRGC4MmFUYX3vlxebZC+ebUydPmkneuXOnAUTg6RGwgF0BP5ZZHtHSSCQPuLSGZ1NGAIchx8N8bQypFRLEExJEUCdMGyYPw6ZM2sIPhs89Vliw7JM8SDmIp649PiUGno10ASBwUBXOqUhCHPcyoNbAAdVgAAAQElz02qJ47EHIQ7m2r9Dz9Wh34oT8aZy2EeYPfvTT5o03f2OVSZYzWM+X7bokEl+2N1rPUxQoChQFHpMC2ABMyCMkNhCvvfoVu7bGD8TU1HTz0UeXmkuXLjV37961nQDMHWND+2qQW+sTAhvM/gEM3EtGDaCAgXJEIkA89zFsGNy0C0ZNfoAGR/Lxg0FTdl4ng9+P+fcetU1vA4pWihH1RgrqyqCkBjlcY2yZgbZSJ2kBMDwDP8rBpTeqEgxKCYCRjQ2tJlFAmkIbz5492/z5n/5Lg7Hv/+AnAh+3DIgo88scSiLxZX679WxFgaJAUeABFABEzMqHwx9893ckiXjZqxIOHZozY3333feajz/+2GoKGKlVF62zJ5h8/pAO2BBSgAGnUmkEyUZegAgCthGUYd7eMnjfaP/g2hrGPTo6rLpj463gu8l8A1D0/UhkfBSQPHpcy0hh9qNjAi7yRMmy0lV71AxwYpfbavt+Eg2kDL2g4qkBsMGzseoEyQpSCAAFthTcW5KhKas8iPfzKe6QlseekHTi9OnTWip6s/nPf/23zVvvvKflseG9s1fHl+ykJBJfshdaj1MUKAoUBR5GAXg5jPP8+TPNH37vnzUvPP+cAcXc3Fxz4+bN5p133pEU4p6Z5phUDzDq4WHNynVyT8aWk1rKSYD5w0QJ6avBFw/8Q82hNoARd2fpgI24DpAAw/aZ/gBauO5KCx5RhW+PCbzQdkszVB9LTBPcBPigBkk+BKiiZbF8NG0nfFQKVnBwbk+bamcEuQeXdIZyNiWNQFLBMtDNzTtuK20+fepU82//+79ofvzTnzff/8GPm1u34l5bwJfqUBKJL9XrrIcpChQFigIPpwD7Ubzy0gvN73/vd+UX4rlmTm6umVH/6te/Foh4z4wXg0n7UVC8xBI9RkvJsF+Yfv6Ig3F2r2HQkTJZNKnIFyoCgAQSAoMHncPk9xhYkpZ/VBaQghNLPRJQZJ3ZOHxH7BdcjupyepVFKurOELYUcRUGoth8RFkJKjIt8VkLBpzYcKS9BIAlpB273gwMqcSzz14waPvFm79q/p///F/se6KrYslyv+jHkkh80d9gtb8oUBQoCjwGBWCAx7Sb5Te/8Wrz7W99ozlz+pT3xUAN8aMf/URM7iMxQtk2SCWAzQLOmAIQBCtnxk2ABSMh6IZg+MQkm+3eVR4lwIsk6o/BvOwKurHdt1PInJZyYNeQzFtF43GS/PwSSCTTz2Pm7x7zXvqJEP/vhR5jp3xJJwATSCkI26oHlUovvwAWTwjQot0GJAJa0AqAs74h1YkABX4lKBf1xzNa+fLySy9qT5K55j/8X/+pef+DS7avcAVfkj8j5y48/z9+SZ6lHqMoUBQoChQF9qEAzA8Q8fvf/U7znd/+plxcn7UuH6dS3//+D5qrsodIEIAjKvwm2FmUYu25ESAgprpX6kBFZquc7BPSuDKWXsJ4LYFQygQTXKM6AGBk2XlUBDKJqKGVEPTuqQzOCRn3wKNTtelVDgClmxaQwFMQemXSnvYX8eAZUkVe4rpSDWjVlV5gVMqqkwW51cZPBVKgUwJuZyWlWJK9xB05swKkfFlCAYkvy5us5ygKFAWKAvtQAPZ3VA6mfu87v91867des28IjALxTvmzn7/e3Lx1y7NppBCT9kApt9CacaOGgLH2VBA90JDgIdnv/ZWipkACgfGjJRhiqj3mreTJzDk6QVuEGXkLGogK5h0M3MtMkQi0P900yGmz7jmkBCEjXbcuog0tIAIoGBhEPHkS4GR+00FpaBLnCZzczrY86nB6JcLnBNIM0vrZdA+Jz8qyNgRTGQC4s3I1jnOru9oELFejUMYXORSQ+CK/vWp7UaAoUBR4CAVggIcPzzV/IHuI3/vd35bjpPNeWfDe++83P3/9F80dLe3EPgIDSlZmwKzFbc0EmTDD5yPAzPcP3b0tYKiI9D3bVmayI9EgLph4zOgDQMS5GXibtltD1kgZqA1wZkW5PgqgZOOyiaTnPI+uu41zGh7GD5QlR1riAmjoKHBBAQYrykuIvGTFuRV5tQ26niccaTmJ/3AfIJIrPagKh1mUSXpAw64kFXgKffbZZyypuKkNz1CFfNFDAYkv+hus9hcFigJFgX0oAMtDnfFf/fE/91bYZ8TAjh071rz19jtymPRLealctYdKJBH92XYwzCiuz3AHi0+mSTyM0rtoCkTASPmR0wy4PeZMn7icqfcYtOKCwXPSDXvrpwzXC+NXnVl+/4S8xEbtrKQgAFT6JfXPuEdq53Db2xJ1bnUOCTp5abeftW0HLQgw0S8TXxiAEGwtsOcY1dJRFWEgBZDw/h6S1pzRbqLsKMryVFZzZFup8osYytjyi/jWqs1FgaJAUeAhFIB5opf/i//mz7xj5yltvoWzpL//2c+bNwUivGxTDA71xcTElJYtigHqH4w6GPGDC4fpIRWItMEkASNIC/bV+6vMkEBkmcGw+etZep9/W/JgIAL3VaAeOHHWBde3ykX3sLlIKQVpDTLUhgzYeQAT2IqcIwHmDpMfDM5F2bqRRqVCROFZs7XMpEU8R7QsfEzQfiQ6EWLHU863tgBU4QCLMsmH2212TOXReD/PPPNM86d/8i8c/4s39E70Dr6oISnwRW1/tbsoUBQoChQFBigAY//Ot78hHxHPWpWBTcRPf/r3kka87R08Dx8+LGYmr5YyrES8juogAEQw3CwORgljpzzPmsUQzRg7DJslkD11RmbkqLS5WRZl5PJOmKhLUUGoRRIkKLnqCikCzJ50+GigbeTPFRUUDTNGhYD9wd4Wcxd7hiHXDdOPOuLpUDHQ1m7g2YAQCRCiwLgivTIYLHjFh6KzPmhDSFDGOctYaTepkPKcPHE87hOjB8TV+Pz8ooAGG4INe3noX/7rP2tuyxX5pY8uq6o+EKK8L0ooIPFFeVPVzqJAUaAo8BgUYIb87W9+vfkXf/g9i95RaVy+csWMCuaVzA4QAVM8IWaHNKJrF2BVheJgfjDly1eueXMuttweDGa2GWkuG6w2QQSgwf/aewkcyIKqYL8AQ4UhJ4igDTDfADWjljLoihL2y27PltzYhfG3dWTKPEbGAByUD90AGQGq2lQ6QJstpBqBLexfg7xnZTjZDTwXEpKkI23luXNvDtLOaKMzgAu7jrKHCdKV5+TL46/+zX/d/E//87/z1uTk+6KFAhJftDdW7S0KFAWKAg+gANKBFyWF+KM//G4zre2zz549J+Z0u3njjTftpnlKqzJgZIMuoVmCOWTQECoLeGaACSbkuzIQPO0ajz6g3owGAKRInziYK7+uFODSR1e4k1nao9i1GXXLrWHBAgDbysuN5K2ACzP1NlcXlHQL7KszhvS8fTZ3QeqEqKebOs7DTiTOQ6oQbeG8mwegQNuy7nxGr9QAPOhniYrACelQa+BnYkOutUkL/dcFJJa1kuPylQ3tazLVvKwdRP/1n/9p87/97/9BPigWnW9Ppfc396mK6VP4qWpWNaYoUBQoChQFw3RengAAQABJREFUPgkFmFGfO3uq+ed/8Hue+eJZkdktSzyZzU9rNow0woxVnBEe3Zv9tvw7r7tsHuYXzDQkFJwH84xJOrNuAstEARGUm0AB8T9SEOLIQzgnI8MEKY7QH2b9GCaG8SLlwIDDaDNrcSrVnRt3RWlZwsCxrc8AwH/iPoCmCxiIDdCQtIAQPC+qlchDuwEG+Vy7KoM80DSfM8ukTWSziqJ9XmgAeCAN971niDY9A2AAeN59913f+87vfMv7ePz7//if5MhquUcvZXnqQ63aeOpfUTWwKFAUKAo8mgJnTp0wiHjpxecb1BnMdH8iu4g7d+5aXD8ioAFDZEkijBvQYGYshhaMs+WcqgoeCCMNwOBUZvIweBgijDL8TEQamKJXOujIefieiBUckQ5DTCkjBA4SeAw+Uc7yaRfqEuqmLJg/5xxh4FE3jYwfz+IylUYJ46db2GSQj/v84z/paEP35/ykU9moOEgYTD+eO+7zvEhpKF9JSKX0lJ+BdicQI4573IXe1A2Iw8eEaeV8USc2FivyK3HkyBHvz8H1tWvXBVTCBiPLf5qPBSSe5rdTbSsKFAWKAo+gAAx/Vis0flvGlS+99Lz9FLCrJyCCHTxhZOPauROJhf1EmAGGHh5miL6eI8HMDwYoZutr/eFOxMNM456ZoUBFcFWn0L02nSUTwXjZe6LPOHVf9xIw9OuizPglM85rjjB96uEe1wlIuqCEMlkxQl29+tQeVnZkIK+DDn7a9pkTKITKgvSKCXK0mCHyOU5lBICI54t2UmqmSWlNpKPNpOef28ZKDtrRVsApAGl5eclggtU1+P1gczQAYBeYuO1P6Z9SbTylL6aaVRQoChQFHkkBcSKAwnPPnm8uysnREa3GOH78ePObf/gHgYjrliJ4JowRoMT1cNAACTrhvxgaLDBF/snjzCCpXDfF4p0u0yBtMPCAQZrhBpNMppoMPiQUKoM0VMJBFQAE8jpiH/1XMgknog3d4PKavXHcp815dJo2Hys4YvWF2k4St18H0YcsMPshS01g/RGAFuShHIKgSpTBuaKGVFB7y8dQc0Ra0iethAoCDIl+lnwI2JFqZEtGnsNbBn1IJU6ePNn87u9826tprn18o1cvZT2t4QsPJIz2/EHzUcdubKyfxvIWXSDe2riekeERL++k9ornRR85ctgIna1zvVZZb4g8uC69d++uEfzsoVmLo1bXVv3hHDl6xLouRIZ0kjGh/PCjPuNlPSBJ1gmzm95g6H9WuuOLfkzvrHcymPuTXPc/audqe8OK/LuzGQ9rmRGZ8fx89ffkpjVDVs99ZikE4jY3N9q12I7yhx10D8Tv9CqLTr4ugyJy0enWVte8aQ1Lm1j2RK+FRtAM/eJR0VPdVrTVMi+toZ5XGgypqJPy6ZzXrt9wes4rFAWKAgMUUD/B5uBrr3ylYTb77LPPNZcvX24ufXhJfUjidDGrcY2BdCoY/NBOMP3o2XvLSrVF3FNm97kWNCipgUg3i5KElEBJ1UGT0Ua+yK7YvVIBMdHPM+A3ohtoo9i56eB28pjCEPCEkHwoteII3Zb27ikeACIyRtBRI5jPY4wiV9AspQlJG3gGATATtI6VIju2nyBux/YSSJPOnD5pd+YrKz+WdIKx8+kOXyggAXMhmInFWXP+/NnmuLy3zc3NukPBqEiVBjlzc4eb2dkZ7yXPi6JjgS4BCbzgLTEwGCF6KYvMtrUuWUCAOkbRZ+l6R+K5VTHImelJx4FYMQwaHR3WGu3pZtqW0LhC3WmmJsdV1lqPEdPMVTFUyrd+jI9J31rqAGGqrIXmQyadgbHu8znu+ZK5fozAbOOOGDfrr8c71sr+qEWY1F0yW6F86MZOdTwDjBzuzYdMewFMWBAfFeh474OrzYXzp5oPPrrmVhxWvlMnjip5PA8DRnQYisBIqnWVK3CxKxpOTchSeWO92Vhbbkbx+DY+3EyLVnQq3tfOxGgzM6VlUe2D46wFoPaLN37V/PLXb3tNOOVXKAoUBYIC9BsmLS+98Fxz6uRx7eNwTsB9sfnwww/lMXHNaowY7wTK275vsb/GIIwaLRloiZnSit6gQ+EK/Xl5jLtxv72p/si4Qrekz3f7Z2+DLu55Bh62AQYz7vFRPj2a0hg/qKt7TYq9cQ9KG/Gk7+ffPy3lMf67HRrj+ed8PIdOemN08HzfY2xmnMpAOo97Og6JsLvDJI778I0Ya3WthExefU1mj1+qH9AiKUqCiVjiqvFagI9JLEDw4sWLBof4+PjZ62+aR1HE0xq+EEDCwIGXrh9AARHet775W81vfePr0gm+2HzwwYfSLy33ljQBDNh17cbNm3I/eksdS9u2ijHyHq9ooxo+eJyrXLr0kV+qX47iYKBG7/oC5uTAZWxMaFZ5zCB1MjM9I7HhUbdjScwXBjwmQEFZzLrpPLfu3HNxybBpszuYypmannJ9y8urEaeUdCD+E3zefpC9yLjh+4/7J9uLpAUDK6QLNlDKilTQ1OSkP87x8WDe7gb6w3Fo+KaOsWwKq+LLV284/6/fWvazAzDmF3j+FTeJzsJzEiaZ/bgcrQEXbbzUbPJQMy3UHVKiWHo2NTXhjWwAgQx+PC+zhzG1Bz3usuI+/vhdg4uXX3queee9jzw4upL6UxQ46BTQeDUmPxDPPnOuOS0QgTicJZ2//OUvm7t376lvbxuI0y8Zi+iLML9kajnD7koZGL/oy15xMEhf9el0PEU/JjCeUrbL8jAWAxmSSdtBKA31kd5jks4jXzvg+UoST42fxDCC7L3TJujcyzR57Kfo5897HAmAKcIuY5Qa7fbpGtgCfUaI56fA8/jBfBV/sL0Y6gALP39bOGN2PFbb8jY+pNy5soPiwydGe1t1673oH/CJugF2oyO73vPk6tWrktYe9e+rWhYKz3raVRxPJZAwsU3c8LwG4zolpynPnJev+KOHbZGME5W11dXmRz/6sZjM+xa9fyx9Eo5XVhWPCB+HKNlx8rvgA5+dnfZs+/mLF9UBj6tMzaz1DyaYH12oOO4JoKzpw9sSUlzQ+bq22w1ROyJ8mCwdBMaXFsLUQ4ezZEHnPAtt4Le2vuFrVJWjw+3H3d7v7nmvqF7Y1+Vs7+7jnaBDteVwJznlgoxjCVPnhk6Hh6ODDeoj83pehkAZjNbbTghogCYAOQc9PB2KeH45O5rQ0ieADKonfM2fOnlC73LFfZllT+tSJUEv1sHfu3evOSLpx4vPX2jelGSiQlGgKCAKqM8Bwl+UNOL48WOSzJ5vbty4YVUlfRtQge8C2Bv91rr/tp9CP09u2nu6Isp/dzFfaHmiI/MPccIPsTwz8tuQUnXFBCgSbgvAZNnEMD5wbadVOobUt8OVlSbT71dtlBpt4zzT5DHv73cv09j9t56d8SfjoB/thh8Y6GRB7cNb4qDEtB+C9PIpHc/CuB7SC/KHasNFtAkZv1yUEpKWZ+QWvIFz3hH3SdeLU7mTGhfv3l3RzqxXPWYeP3bYLs5va9txJsNPa3jqgAREZxYNUz+t5UzPPnvB+qIRIWUceNyTe9F33rukPd2X5WpUOnV9uEtLS/4YeOmTYlIADGwfnjsh4yOJ5WckCTgkaQMvHqaPQRISBDrY6uq6Efxt7YJH+VyzFIePb0Xl5BdE3jFm9/rwQO3UxQdIPF8E9ZJ2c6v1l65zmCgqED6YBwXKSvASjDpEYXxghBkNCNDkHxU+dQH3Z/TyMT0XnSHbvadtPKtoQc5UW9BpuSYv9OOdocbRf1mbzzQfyw4CW5azZ45ZNYR06Y6c6KD24cdGNyNjom+FokBRwBRgLDp/9rQkp0hJjxu8v//++2ZQjHFIGuhzMCyfqw/mmJKrE/Ybl2JlQYw9jHEh0QCYjHlyNkj+Lotl/NoDClQBk4qMoy0AjcGARIKxhF0w9x1TBjM85Jo20G6OWRb182Oyh+GpQ+fhPfFpgUYWnaoehrP7RkHKU3w+y1Y7VsMLwpBTACHLb8d+ymOyyCWSnxjrASpIJiIgNVpfQ4Iz6gkUbs15t88/d6F57/0PNU7ebFM+fYenBkiIxv4AWKZ0Urr3r73ykplM+GcXWFjekLThupn8hoz/0OHjxxw7AAz5QOW8qEMCELwki6j02jjelTTh+s3b8iy2IdAhsKAZL+gO9ga6DDEURoV8yLGpCyAB24Bu4NvgxcP0RrUhDGADByyWTKgeAuiSzseHw4wbMSHPEB9j+0nyrIglFPjAkZ5kQEyYHY+47dX7O16mzQ6S1w86uj1q957QfuAZ162Tc56ffN3ANfEekPwMcZ+O2+tAel4eljgCR/IQGEjoyBhvDg8LIEm/iC3L+PiE3x3vDZoScJ7DuxufnLYK5eZVvOFVKAoUBeiHx44dkU3YaUtWUWtcu3bNE6vJqWkTiK5LF2ccgqHSZ+nXjEdDQ31DahLBFqMnxyw9KUweVI12YEUkidpxI8cUmGIGxtMEFgEgVKf6MFKIHgPPxG1RpIu6o2DGAIBOMtpOlW26TgFtGcSQLseczOvn52YbaOuG7LVIDE3gFwSPfaIN9nIZXFZ7nzE/Qh4z1d5YyuffnrHTWUQXlc94hr2YTvuhPR+X9Gh9nQ3UJvTsssmThJaJLdL4o5LCn5c77ttaDgqveRrDUwMkMKzDgO/InLyvSbS+vbXRvP76W81rr73WTIjRYHswOsqqiyNm1qgeQGyWMMj6f3Nz2yDj4xu3PIOF4D3Rm14WDIsPbFIvhgBg4eX6g9KHiyhramrSIkFAilGq0vXeuU5Isy7DyO7L5IOLj0Sdhn9KB5hg8xnKAJmyEiE7XgANpRkPSQX5aYM/Zrcs/1BzMG7ukd/itvY21wwK2Wk6Lc0C3BbiI2+UF32j7zaWj5uOQh20nfsBrlDP3N9xAAys/qAToq4gMFvhGfj5OdtslA0tGZAol0GN9e6kI4xJ2rKrQQZxHp2Pd76i36aMMnn2XaXHuPPu3b4qxRnrT1HggFKAfkp/Qx149MictwWnj3300Uc9sABp6Ju2dVDHY4ygD4Z0IgjHaOBxxSw4Rw9i+8F9Vpc5LqCOpF/uFyiLSQB1Me4BPjY1VloqqTGOkDmpBbutqD/qjr0sYhwa0j3Suo1tPtKmjYMHk2yU7hNIy/P1gu4j4XDQg3ic1n1PatqCSR9ShGgZ0d024jIcurFaleAxqi2D52QsJzgfxGpDf0yOPPAFJogaId303sMpPfyBsZR3RRuRxvPuVlZ2tQJw0WPjqVOnGmwl2O/k5s1bfWlHVvgUHJ84kIDxsKoC8c2kmOvly5dkKDlvL1+81vGJSa8mmBEAGIfIYj5bIvr65o7UHEt+AZZaiJjM7HnxvBDeK0xvRCsreFm8ZjNs3Ud/SL2slojPQC9U3yAdIABIiMVg3PmisTHwSo0dGGwwWRXrchDZdz+eLJ92UEfOsmkT97w8VWVQdqgKdK4Pk+DOpYQcCcwI8plAvJThz11HnoF73gGPBxgI7nwqh3aQLpi8C3A7eHY+4ETQpCMMSkW6xUbuvqQB0LGpgYzBzJ20kxjwlvYU1M3gApAwvdQeBqY1SYfYPCgMLccl2tOSUSFxeudtSZLiHXUKrdOiwAGmAEwHdeC5MyftBvvEiRPeS4N+dujQnG2OGGMYPhhBwtBaYwsX6rwcOPHYoKscZ9pojxE+1x+YGuCfsYOxk/6bY1+kYTSIEhn/uJ9jKJJa+jTxnlCpjKgz2sTYt6duCnSjYbttuQx2pOOa03YMc7peep8wGEb+Nm3cjkkU6XN8NXhon8kTJe4pMeNTN1BXPFk/Nsf4BCg8FwEJSo6dkTqITZlr62uWxnC+o9UdSGG7wdXy3Dox+INuojV0RmWPih7JBKDx/LkzdlQVS+z3ltMt80mcP3EgAVN96YWL+j1r0RKzUl4UDORbv/076hiSDojZARKwXRDF7asgPu6Y1fPBepYM40afzuxWHwIvnt+wXtSwlhvSGXj5vFSOSCBS9MbkGl38hJYp0hFj1gyjjx3hLAbTu0MExQvHkIkPFAbKDIEy+ccHgXiKkCoT2gBzJg3+LCYnp7yCIz8FmLEZvfKgL3TnV/tpAyCENtImJCy0h7aH0ZKYuM6xN+hKK1z5I/7QRnxIICKFrnMahAaDmhudie9cGEOPAPn573jowFnqCpl9JLLmHgPF8WPH/D54P7wnbEloP8/Ls/BcDDpc0x6encELELKyIqNLXVcoChQFggKMCdiOIZFgJ0muMcxjvMS4nH6XE4cuzWDH7r860r8Yk+5j5OrwOWYxVjHuIKoHICA1JD0G0FwTKIcxgr6bIY3QOSKRhJGua+yOa1QdLaBQWeSjHVaJ0DjqVHyOL26DrgmetSs9Y0hAiz4YIn0vLw3iklL0H5UK41KUohvUKUcQjJ+kZIJIPdDN9ZGZOnvlEPHwwDOlNKRXj7Jgx0JRpo8q293SBUW3kl6ehTpzsupq1SrGRcZLbMUAE2z5jorjhYvPNh9eumw+9fAWff53nxiQgIAYVB6TWgJDSqxSYWoYl5w4eUoz8clmcQk90YpBBAybd4tEwoxZL8+GjqIZHw0fGjNclmjiaQzCE2BGpKej4RdiwzomZuJbYvjyC6GXnYwfwz4YG/VgS8ERlM+Mm1kyzBrQ4BetD5CPPmbzML4wKkKiQVp3VHUk0tCZ6NzUNS0dJhIUOqbbqPt+Hh1Vnc7pXKESoROQlnzQC4DFh28RooyWABHM4BlAqCfVFBxpuztodqHuF97GzS8seskrq1yQCg0GdyyVS+ieQ2vaAQhkyayfTdcE6AANAX+0yW3Ws4/pmrDk9ykjShxX6T5pDc6gq9Jh8zKtd7hlJ1gSleo9VygKFAXog5rISHqHkSUrn1gieFdG4tiIMUYgsbTEgLGpHXugG12Yvsgx+zHM+L6gBIxFhJxhU+6UJj743WEG722wFcfokmoB+jzB46zGdMYf/FgwXq6uTjTLo8vOS90GFKpnB6NLBrxolJkt46pDG0+byUMaWutzZ4nxrfcMpLnvPkBI9mn6J6s38wcTUGnz2XokUOFMhjB2JI568ToVYAQQQu1Rf69Njtn/T7SmA7AUwXshryU1ag/PEgBMteg87vWlxpkevgfNuH/8+BHzSxxU5XvavwWff+wTARIwoklJAwASzKavXvtYYOFws7qy1BwTkBgaDt8G3EMMzg8GzvXC4h0TFQQJAJgRA5zVqgyuA6GHOM1fqV7gPa2pxp5CVTofeioC5THN5qNyB9ALA2ywUoMlhwAC7rFKBMbNC+XlZqfhiyM9jA5kyQfij0EvfMJgB5VD3z6A9iUg4IPFRsMifXX6LBNQMqgeoK3E8dFRPh8dzBkQQbtop4GFBoAEEKTjgf1B6wi96Qow6vh4ab1AkNqB4SkJAU55jzoJvQ5HQYjk6FyUp+cFlPGc6EFNwxGJNjXAsCJjZETzmJ2OAanaTtlJa+rCYNaNUtHk4x2gc0TSw3tcWxu2PQrAqkJRoChAlx72CrTzWgbP2Mn4h20EE6AZAXr6s5mSGDmBcYChwBI/ThQQrdMXPQsWMGhHCd8b/EN/ZZwEtDBWUSd9E6mEx5ZuBkXQ9ynb4yVjphjg+NiKxwnGMCYfhB21l87v8Up1MA6gHsgBIZ8BKa5n7b4Xz0P+GN9iFQRpqDPHTQBUGn57GFTZjC3YWyEJoDyI4pUrqjjG1JbpCw+ltMBjk54paNjSjnFUeV0+Ddkn0HaIQ46cBAFSdv3oqk/tk5y810Y13e8VbBbSEejA/agrVq2t+72ykAD1xqXLVwpIQGhm4gEMVtUxJpvXXv2GmMlI85vf/LqZkxhnXF4O57U887oMJ6f00d6VyBupAB3l7JnT1hEeEkLG2DIYtBiilm1SNjNePmSYFS+BI+DADE/MD38QvGY+Mj4KPkBEdag1FGsmzfdBudxHIsKRkAydDuYPhQ9U8TDF/Lhogz9clx0rN8jLxw5g4GORkF9lxWoGyoQhZz4+vvyI+NjJR3kZaAvxpKcjxifLx8gMQV+wQhoJRatVd9v+bfIqnf7IevjBDDrLd2lRpPK4ZA88zDSGhgL0WM+oe6B/EqVNB89HXUk72ooBKsGdXuYpDE7kofPyj7IAE6g/NmRw6Q6ouioUBQ46BehHjDswEoA3zJyJChIJxgjGH37uWyJW2iBwj75HfpguaRjnPPHBz3PbrzMfdHZUS3DqZMhg4gOI4Ef/pNxunja5D6ihGSNQaQB2kHgy7pEeqQmTINquRNHHPYqqzVmITmhvSlVw603gGjsD6s5xxUcNdHmdReRRqTWmSFpD6RpGKYPxhufKCdaQ2kUNVj+rLv9TmsEy85p0Dqq3d95WyJhHWQEKdNYOwrRZBcaYqDZsa+WMeQb1aBKqUTHq13WM5dALvhQqfSS3TCBfefnF5id//7roF1LottonfvhcJRJ8kDAY9ljAjfPZ08dtRHLv3h3FMxOdbT744P3m5u1FAwh05qTHEPOonK/gxvmYjojkAyDgFCrF+rzcYEaWFIj5ssQTsT+MmHNeCksN0b9nPt76zgZ5tYJDH1R+XI7XC+flO14fHnksCdBL5MVifMlHg0rFdg4tw/dHQ2s6jFSXLcPkLAJ1Ub7T6zw/Sj5Yf398fPsE6qRsArMAns91tenbb9f3KT+vKTfz0ZG6wXXqPsEdppOvmy7Pd4DQbkO0I+JjhQo1bm/HbCbTU92uZkOUHXVLzCk6Tk/1P0HaRicHaKYItNf4LKiORYEDSAH6BmPhee2rQTdlcydUGlj2E8xcOaFP6j7XvTHO99UrlXHHInsPO7qO8YWyc6riegbGBooFeCBRZdIFIDAj3icdjbPtmY6p6/c4SR1ihIzbSEaph4CtAs/jRnMYCDD+PaFtaHdy5fv5AHsSixz6Z/WG2kzYlsetlMrwDLTD/9QcrsPGSxciDRIgD/BtmWb83MpxWU3z6NppYo62HkPbZyQ7tCNkvF5D5G2fj3eFipfxj8kk7gVoDxMqjC3T6JKxEUdkKz27uKCjC3+Cf/qj+GfcCB4X5vv8xefssvrC+dPyDa+1sbfvNbsSz7OPw+nTp5u/+dv/L2wjpI5gKejXX/2qgMcxSxpuyY7irbffM9MG6dKxsDXglx8mL8ovjQoFenmX/lh0ghSEVQL53olnJu0ZOC9QDDln75AjDY94yTA93DojPaAcUC51IWUAXffKVD4+AO7lB8c1Pz7K/KAon8ZRd4rAHKc/0CnRPmg+y877tLOrDnFdGhScLnqln9l1KlO3LfGhQ5wIVh34slOLyvCV4i0KzMTtkXIRc4Z4VfYQogHtRc2CRMLF8WzMfnqDlfJInYW4E+kPgfzrsh/B02h22LSTQA+IfUunVW3tdSgKHDwKMFZhqM3ePkjuGCNuy2kbYxN9L6WI9HUYI8HgQh2oy+wY7/b0KZVLyPi4cpQlraurIUlgwoKEl7oolyPjAJOsweDJmMrliGSXiZ3Ta7xuq3OWGMOocU+LBotrrx833d7slGyJDNJQ2iTa0W7oyXMwRg3j/1qTnG2PVUyCsoz+RI7at/UHSQMG4DD6LfmEQM1rcg88AnVudySw+Kggb04e0RTz2NAVoJW8grKglSIszQFIwF8SFDL2v/TiRS8FZajv0jNb/SSOnwuQ4KXx8l796is2RPzuP/ud5iPped5+91Jz4ZlzmpXKLaikD2+/+4EkDsebP/2TP2pWtT97MNld7Zmh3SNlvcosFWYESkXNATPHx8RggLi8J34wN78kXYT6QpH5BjhyqZ/T6yMb8RsGKbcqBRUG8+dHJwVBEzZ2wnlJgg1H6g8vml83ZP1tiwxGfF/l9T6gTgaL/vjwRLNoYeemTvnQRpWXZ+t9SAMJ3daBdmQHojSDl/b5962ERFkmxDGFiBN4UrkMDrwPyuRWgiFWzXDNOwd0ZYAmKxisOoK/+ikdgJDOlICF8tLQiGeoUBQoCtCfGhtZAr4xSGfcQK1Bv0q7hbQnyr4I3bp9qHtumqpQFes09FfOCTkmDWucxXncxob8GmhCYwbX3ic9DBBAk/no0Kw2MECg7+rGnrGw25117vENiYTKpDzax5H6yd4bW1WOi9M9Qj+dIJJudNNFYZk+jvrr/JHXRbgOj4dx6Wwk6j+LU7d31T6BINqFVIXEMPYoN1Qn0D5UvhoP2+CxkXOl5xkpn7F9MJBuRGrpSCOaKQ2gA9ryfIyzrKw7c+aM7QRZsUOAVlHy3lb75uf853MBEkgOvvLiC82JE8cEHM5LqvCO1Rjf/vZLzV1563rn3Xctuvn97/6udH/acXL+bvM3f/03zcuvvNLMHTluJmURl19gR88OsURDyMhHvuejVRxoGDEbdg6kgWmB7vggeEmWJOhFBRoXShWQiI/Yr1Q5FHR/sNz2hg/734sUe/6qSOjQ767yeyGmO4mdQNtBMj1tIDyqbMSMfGjCtW43bX1gUB3ZAR+YZp8bDEruqAPfKjORPdKVNi/SGs+O9imLKDogYjkQe4QYkPyCFMF7xBo8OmamaZPWoShwQCnAzPmZZ85qTBv3WHn9+nWpCWJrANS1TCoIMKBgPiH145w+F8wqxkgzUCYACu5hA+MP4wizbkqk28PIUKFYzC6GxpYD9FOMMMc0M2cszUBROQxRd2w7oL2PNNbRXtoSEyWW+asOrUrL9G1rNByG5CK2GwiVTozL1BJjAkyU56AOxqgcM7Md3SPjVDBd5da4syMJBJIBG6FKhyEZtodgJjOUPjDUuShsO/aEttHEb+wEreN+pON20oL6UVtvrus9tO2mFlYXkg6aJL7A/oTVhKjfoSuqDGjIAgBW6djoVTyNCfiHH13p0G5P6z73i88cSPAC8SXwta+90pzQBiSIxw4fPmRDyXfffc82Er/12qtaHbHgzbfuyIMlW02zBBJjSvbK+PDDj4Lptx8RLwEDx5QS8MYGmS4fBD9Cl3mjuqBN2E6Qn5dIIC16q88t/GMq7HzpdKTHCXzA7kzKCxOniMfJmcaU3TpcvcrbLzBIJJLOzpvpuI5cg8g/U8QxN13bG1tXRYGDSQH6zSFWp2m5dRgoN3b0Rt9ncpTL4C1mZ2y06hBpZ4x1NhxvSRdSBdkNaNzD8RGTKIOP9n63VzOm8hO7M8Ni7ESqS/+0elf5qT/7ORLIKD8K89J7SRyYyDGjXtIPwEPdHrdUWQxfYfSOd0sY6LAkzYCEHfEAQAWJPFy26bc2ZVivTQ+ZzDi+bTt0ACiQF8lxLp+HlzDWE3oqIM6VmWfvhyiNvxH6Z3CRBwYl4243NWkp28tcdYf7e9VAQVPSEYIOITUHTBAM1kRfJDzQmIkvanzCETmounT5atDRMU/2z2cOJJg1f/3VV2TvcEgur3/e/P1Pf9p89WuvWv/NUr81OZxiR80bWqEBE2JDrXt375hwuAa9cy+WX/ImdrZCv0fHYJUHH7OlCfpwBl8zLOs+XqdEMFReEC9lS2/PH6w6U5bzZF/Ho2vnOZMN8/GBdB8HTIDYeVY+eWiABmd3e/DTv79+OuZQuxok7yK5QbrSDbYGV4OyszDoeHveTiLiaDOBd+N17/I82g28G+pkFtSXWnRT1HlR4ABRgA6jznJIdkT4bcGvDWMXhpb0FX4x1oXEEUkCbJf+DtPmfk6W3LdEOs/eGTtUjv3ySDJAgFklKHFE+4dVGOsap1FlwJBJx5FxmEmD+zwDkwIGg+lgj3GJiSOMEL8xAIsVgQrOaUOOBRxRb/Kco2xdIBAAiABQMNpRHnHwi0jHGKE0AAbSATaU1yoVHQfHQ66hQY5/SCIsHVZaVpLZTgJphMcmwJcfxZIOaEt+npkfIY5OHAlJo38ZEsAhcSEH5QLIyE4bXF7Ls4iDlvYdJJrwbnnmBEnYYgDWyM87R41F3Nkzp5o3fvmbrPKJHz9TIAHRLj73rPbHONG8/c67zd/97d9ar8cKij//838lkLBkVIXohplvoG2ovt5853e/Iw9uJ3X/ml8cdjCBHne9/MlupulEehN8lBwHP6D9qEsaRGGkp2MR3LF0fJz8zvCE//DxRVvRD8oPxdD9erf9mhjPiUhQNLNh0X6p9sZFp9kbxxWdNzpm3KPMbQET6uA9cR/gAGjJwFleCisoLQNY/xOk0/JOaNsColSkRfTCCkWBA0wB+gwbFOIamzESNQOMMSV/dCr6qbcIaPsLfSeZYJIOhkyIHinGy7VsnWCC5OcfTCyYXTvGOEr3NZavr4cTPKJy7CRt/nJMpb0w/AAAwRy9BF9tAtxYbaK60xAbJtrt5m6LCuEZKYsWW3rCUMC4pbFFLTJwcFrGM407PIcnNIwrjD9MgpSfNATqYNzkmiNKCI2GTkP+GB8jvcdI5dfj6QetUmUB/8H3D2AkjCS742ACCsoXZTxh2xGQakmrFqoN+hFHPtoCeOAcuzOO5M2Vh6SmHtIBJmgj53wLAJAd2eqR/kmH/ij+GbQEb4nocl5/45fNpQ8/kJXxnearMrh89tnnTAyQ6V05jJrUagioy0wUpInl/3e/9z2L0PjwIFh2At5IEFMfs4ieLzg/jnwM0dp15HXv6PjelcviRVmE9xS8kH7L9j/zJ6N28rz8PnkIkefj5qO+/Wph5oLBawbeDyh6T5sGMu+5R7kD7adMBkfiQfO8Zz9vVlLHosBBo0DbR/D6O66ZKb0R1QLSAMYsz8JbmtBXiHPQBaxyQ5sZZmB8pTOncWKCfPoZce5tSs4wiNSRtAYjKsB9UTe2N7K8UAlTttOSh4Giba8ZtZgvNhDkBeQkYOCaSUQOt/1jsHbyht2axjkVicombaaQHgBA0rCU+re1nCKYOfZs7aRKZUAbQECofGhatD3SurGKo07GrWDqlEf9TIoIHPOJkWLs6HpTYxOBMY/HDXfbOuG/IngeSnc81x7FArwMAUA0bsb9ACfkoZ3kwgaG56MN8KV10Yrn4H3TbsAVPkSmpP7AK3RsLU5byf/kwmcKJJ6XNAK0deXKVX04u823v/2t5t/8xV/okYfkzfKanVGhnliT8Z0ZiAi1pu1TT0kSce/eXa3suCpiAhbyVfKiWB45Zv/j6AK3tgPN8XHeF+Jb2BNtUb1fWkQ7CW/+CxSiI8bzcs5H99kFyn7wR4pEhE7AAMaHz0yI2QNZcqDKtg2qNgbLpbOwKofVHataFpozlsxfx6LAQaQA/eLk8WNWG8AoYSb0eY45g/UYqTjGg2SyHC19bYkWwB3GFj0vGWwYGYrdKf+uDAcog9k0fRgm6PFFmag7xp4Ybx407pCHiQCpAjDA1HM1G+VRlsYv6lOaYJzRyJBSxrmZMmUghZAu1u0C8PTG+mwH5fV5ROTOvwCPdqSBeShEu/WEAg/cIe+wdpzuueh2qvv/JF333gmAYIMLtdE0VHtpO+1MNwFB+3heP4frpmExIQyj9pzQkl/L42VEC8ChfX0gEe+ARQRHZGsYQGJvi57E1WcKJDCqZOMRJq4TM5MCEf9t8/NfvNnIcaW3Q+Ulfuubr9k3BOI6NtfSJ6GVDJPNm2+82Vy/eVsus0+pwwTKhLjoi05q+QtLYD6+fkPWKbHzZHp6SyJSVLy2jIkj0g4+ckJ8oPulirRP419owABgdB3foT/Gz6qtgL5+4P0AEFqvnG4H97s/XSoZtM2ZD3nuC22ajKejkZ5BjfeNV7z+gJGp6lgUOFgUoL9jZDknGzOAOrNT+gVHJmmMe4QwVAzp7bYmV4xqMCfAPADePVT9NoCHJh+KgOmFCpJ07Yxc/RIwwT0zch2pjx/ecBkBKJuJ4YP6J2DAEsVeGW1+lQGHRNoQpdBy2hFH4iLEMRh+934Ak0zdP2a+fgxjUjxrDI+kAEL5mcEPCs7VayNliw4agz5J2NvGKJ+SYxIUtO+1w29Bd6GdJCHQ0WOk2hBAIiQO5MceJdoawIl3jaElxqj53ue0GCECb/fJhs8USLwu0MCaWHbU3Bbx/uP//deWRIzLwA4jnLnZieZb3/qmtsT9XvPBpcvyI/Fec+fWgvbOmPQLvS7/ETOHjlinBqkAGIcOzTQvPn9Ra6mPWVUC0XlRIcbqotW9hLU+CccoYlT6zP112ap3Nzbb4gPvfNF7Mz9FV9npeGaWHdn4KCM/g3byMcfWtzFwmOFLSsQA1RXp6TV4hgRypr9oWLqvNeShIzAI0YnRlSKiy0Ac9aVo7zN8rKyyjkWBp5wCbJQ1ZSaSs276CEwvZrmdfub+FZOunCzlw0VaDBcFRAQIUEd4kqCZuMujz2pMYRhkFkz3zXoMIsz8ozTy7cpD5GBIYEH/dvd3X45h1WW1kgVlVlaX4nGAe3tD55n23vhEV5QL+Mpn9/OqKrdPihyrE3heUJWfF8ATVUSefnWURRxH6PSwEOl4Bt4TKhzOVQXEjUc3mGAUpLyxNh6pEvyJQDzX0NT01zVH6k46s3KjH9qC+xGf69lnCiTmF5b0MNoJTlID0aG5O891vMjxyWltprXa/M3/+zcizkhz4cKzzb/6sz9prl+/qRUcHwtQ3LAuCoKymgN7i5Mn5VJbeiH22UhVCOVx/8EvN15idhLInS+Cdcq0yxa8+pIAI5970EeUs4LHr7vt/CBbdU6e6bMK0D/pxXmEoCkV0xkycN8zIA1U0HQwcB/x4fCQ1pDrHJ0vhrfTo7FTK852eM93tWqnX+pgKXVdFDg4FKCnzUrqwHgHkKAvMiPlPJmdu6USpsQC6mSfbfli9CclJN7Swt0AC7oMni/Gynms2kCCEX2cv7at6HVIzZ5Vt+ukIgWAfzDnOKdETxachz/6ZSM7GblDe1K1YX6qyDxSdoaMu++oBJTTDZmGOMo3mGifx2MYdWqvIALNMUNXHDyCtiRgcILOnxz/DOiCPJ27FAYY40YAMj+qx+dITNkEq404UXomYxyxm2A/qNGpWD1CXnLlO+Y5qJfxkzh41SH2PZHx7aqkt5GaQp9M+EyBRDwSOqj8nCMGooSb5GFtzHWnWVy40/z4Rz+0i+yvvfpq81d/9d8JNW81/8v/+u+aeTGVRmuGj8q3/Dn5mWf5y7nz55qbN25a2kGJ+YKj9PgLI9vVlmuQ2HYY6/028GHxg4kRaN9+34VvftZ/9MWoG36iWphtWBLBF6jgJV/+aj9RMY+duEtfauT9OTyAaPstISM9ed0x2nwMiHPatZDgTqNOmHpbR9afosBBp4CYBhMnVLr0O/wxYBsBU+GIcV6G7KfhyCliiTPjaxP1mWQwexgfjJRZeTBU/tK/BSXUKQMgEBeBcQdVCYGycyzgfPC6TWSmxz0lcB2Mt5nPado/JCFw5H6qZIhmfBg8Ou3APU8Ye6N5tI+6czmlxx9de8xUHdhzxdOSlhIBA/dPguJO52/bVmL8bO2teIa2oPYeqn0CWUjLPxuo6tqgQLwOftWtF9pzD0k6vAoJPtLeBCO8e1bw8F14kzQqeILhcwAS+z9dEn9iarZ5RiDhxIml5sb1j5sf/OAHza9++cvmhRdeaP7yL/+y+T/+/f8p9YbSaPUHG3atSopx6uTJ5sMPPrS7UPwN7OcmG50THYgP0D2i93GFYU6IkULXnx/1E5FI7E+eB8b649IHRSfTt/TUBlbTsNX4nuDOpz9tJ0QCwbIwnO3QIeg0qDrW5QEugNKe3HVRFDhwFGD8OiqnfDFbjpUIjHkwEsYtmBLjFgyMOI6WICgfYyxjIN3NDFRH8lCW7cN0nbp5hkdARdfYUbcjtP3VHRcOp3Ip2/VToUJek4Yox+rEY2qbxumQotLuThzx+429qToNZhvG3JTLM8FceXYbz9MmBZao7upeV+nCmEJdm219XllGOjIojnqdhvytNCJpRJLHCUESl+hnTxq0zZKKAmARqhGexbRXI5FEEzgyqWUMjFWKIZWgHbwf+Bfn+d55dq5JjwSXTSzbil3ek/jzxIBEPixoit8J+Y8/MzbVzE6NNdeuXm5++MMfNj/72c8EME41F19kx7NjNkyZEeHeky3FLS0l7Yr188PIDuMPDV0dO3cNBN/TR4RBCy+Ol/LEQvSBR1bvzq920in4+PfreI8s5HNIAMV5pP0MLen4uMqF3qhASIkLWI5cWj+oI3YUFYoCB50C9AlmnYcPz/X6O2ABRsqRcYy+Q5/L+Bz/iGOMcF+D6Wrc4J4NtXUv7CSwZMLQL3TzaTtBZ8SwcjAwVlIuZVEuR0Jex3lcc+4xqk3DNZMfJnCZzyAnyyDBQEhGS3Q8ayTIc9QvObPPrNGivIo28NyZBzU4tnFWvXbi/WAMSQq0j7Z98gCNQ62RwE+l9Z43nhsbC96DwJzqsPdLVB49OsQTQF/Tm/j2oXjHgAmCV3HovbJPFc0efG4n+hz/PHEgkc96W9uKs+f9xpbcvsp+4pkLF4U2t+Rz4kLzP/zbv2zOnzvvjb5+8YtfyAXsWnP+mQv6UOOjtF5L5OTDtbFfFtp+GHnZPfJh4fTDHEw3eh2wfaHdtJ/tOTYSoNT4FLofRfecD+uJB7UzAIBa8gDaeuBSOp5mpEXc2e4UJ3Kdgw8dY1RW6QT0hAwedPYcbHyj/hQFDigFpgW0UW2YuWsMQB0IQxnsH/cxEo0nIW0Q2OCm+qv7JqYRYmL8uAbwh+o5Vk3B0OjaMOiUbCTpYX6eISsi689+TBrOsx24wc6xNfP7fjvO3Qci2vhMu9+RPAkI9rtP2+8LXbDQ3rSkQ8+H513KRCJBcG6VkbygTf7AQx8sdOkBwCILkyWIHWTIpjF+8g/1NNTqymx5t92NDgcrhn6otnhvdpUtGrP4wHTOCgYzfU7X3ef4nKrcvxrogHjn3sJyc+zkuWZy5rA3K5nQkpcz2l6c7aaXtCMo62Yvyy8FRIewvH2LwfWC9oCI/atxLO85Eb1nzsqLXn8Q3T6kiH/SWzwHH68/YB+jeDp7hsf9uDP9Z3FkgKEjR1v7bevWFQMTM5y998lDh6XzxXPqvUk36HfGC1GggzFj8fbhbVzcqb9FgYNIAVZsTMtfwBEDeMY8vAADvh8lkcROwrNeMR0YlsfKDglRYYRhoPr0/8/emwZbsmX3XVmvplt1a57HV2/s15N6ULfUUkSrG5mhpeCDEGEQWBKgCAcRyIgPEEAERGAEDmP4QAQfJH8xgUEyMhhwY4WR/Qm33IN7ovu9fv3moeZ5nm7Nxf+3Vq7MnXkyz3DvOeee+27uqnNz5x7XXnuvYa89pGiSeNuTgF+WXEsPwSculkOSoIrX+EIewnXWKsSEHKTMz/mGFwofgR/wq1VTKTN96atEpAlH8C+mzGhHilMPg+fRmviVgIj9udMTOWO/vOVuidWn4YUzviHV5MK6RJ0oE7jNm+dlkfCN6k15phlW5fbTrLmtLiHq4qVLRkDbd+zMrly+XBDPDX1qfPPcevvQF2MUIUQHQjCM1PqmTsJMQUA45/VhviMx+RhECC60RIjH40ph2Qbi2MOpXw0qf14Dmme4gJ8nsC+HAz4GNPhmrbHNNV3sQl7bZJW3k7yUk5oQTZHL64D5da7DwGrHAIrEtm3bilkzPIFJEM84KZHiKCybfJUTrmcCS/wCWoulAmiRJQ6e4WwTn96DBzqPcT5DKtLasdDIMMSz4FPKS/60viGyLz2J2l3AkJaW809rveAa1VFm2w88I1d4KlGl6HgLPIRsShOB4+jDggcqI3ySH0okP8rgO1Z8LbtWTVrc1Pwzp0j4oNWFVZevZtt37rHlh0uXLtrHZSCKXdorsW//AZm/tV6EVUL/fE0dX31QsFvXZ8GhSdAZKA10NsRYzJyjl4X6xsE3tS7prR94YnBNEYxKVammvFj8YFL0q2+9aMyfZVmu2GGF4URPt9mygv7uZZVigMuoEBg4+BVWieKZbw4kLoRTYanI+RnhKBTm9OCd/LYcnJveiXbBZyUZF7VlDaV1fuyb/uLEgBc2+K99G4n6EbxKTt0B5+DcS0yR19lkcSh4juCJpRpqA8Yirk/14G/QL8pRFaUTTFiB9DCH0pbiA4sPEzT/equncdzlk15N4uj/sEgRxw2XsTRTVjR938wpEgUK1AN37t7TfolN+oz4Cbu5jTi+Vrd1y1Y7c8uauyPRhoApB0X+Ph7W4uk0TOvmbNDlvasAiDHt4D5FjS3KBkyMsLzUYj9C/k4aJ+x0dI4NhL4FUTeOJ5tUgzc1ZxoOvrAo5ezKzHQoeuC/fqFOcz1daIeBjzYGuLkSmkNwYYmANvDjmASZNbUirXz26vc4YHmosvjga5SBYmAKQ45CF/eF2pGHogBwsoDwkkcWkYknpXrKNwux8pE/jUuyuFKTBkzDX8NXU5XB75riBoWB4/RXpscqiyKXK1dSKlLHPRL9XMgleKT331PjmaFo9ss76bjqKJt0bSOUz8BjM+Q2rQ9e15LGPe2RMKcI62QNUJxft2renmFOGW0DGDOfkYYN9Clqyg5q71+jthJaWhdvSxnUvRUtLgRTabhgRvHe88z7pic8CQD3LIEEEaAQcukOVgpX8KL1SabO22FglWGApQ0ogW/YMBtFmPAMh1CyjXu5cDQBo0hmu+WehlKwIdWNZ4awo/QBpGbHQqV0NFlFK7wgytTTeRZlU3h7BcA7EQcs4KGh/BDyUW+0wSA1eAG7HebI1+9Z1pGUI29aLn7vL0/DO0pCG75ikkW6WN7g1BvH6JfbzawiYYiRNN2ga7FZSwri2ah7BjCZhQKBaYrvZzTJrjYdGi2dTomONG0b7bCpkIn3kI0urzvq10BhaAEfjieKxSwoFOAo1loNuIY/6SynIdqCaKH1ad589qrA+OzEhphj5zoMdBh46ldjS3l4KOUBeoFv8UsFpF/D7DTjCrpbXI1OFYwC4NaHRGiLocAHLQ3MpY+jrrplg+TwpeBRafaUevHbryVtmm8S/hRPafkGex7Q1IY07WL88LKoo9jLkuOZcFMg6JtY3siRRt+Gg4/Gvj/yEIciGcok71isuE9iud1sKxI5dhjEMSDY4cp7jndL0SrYWgiEzlundUcEc+yVIAyHUtJENBY5iT8MppzIYkDb8SzVFXAAJ+0N5WkSYAxbpqE0FJ6WTAF3S7SZSWkQSxvej3y8Zq2WrLbkjMlD2/J34R0GVgUGRAZcgQxfQIlgFhpHP4MfgoegFuKYccTeI9u8XCCK5REJMJWF8xtklTjhkcF/iiy5xyYwUYlqS+uup+WdiVmRJudtvNfLL4RmDlNTWUsKaym3DseS6mjJjEJnuC3wViYErBbQykTgGStQYlFBYUSJYByEUsExUI6MJt2YlDE970wrEiCby6pwKaIW9Knx27fvFNqamXlGwBnKAx2CMmEzYOXFtM4lJctxQRWEyg8CxBnR5c94JyY9Dkr4rDo2VfZzEHLsJrd2qd1zsjShTKT93K+MLq7DwEcdA1zt3/SNDXgXri6jbPaqQPhHCCBoDaHjPCWWHDxNHX9xHLQeDm9KNyU2CWLCAh7zw7z5ybm313pBjshTr3PU98ZyBjCTiEa5MgVLT8ppat+w8FTyNgAVdfaUR0TO/3viFOB96Eoc12WjNPJDlmGlX24304oEyLGOUYewnGHfdmfwSbNmw1+pcStBQ6fZgK5HqMMgRGbDtrlFgwcBTkfZBj9G/RQdtRmc1Cs4TKGQxYUxZeeLFc9gIZ0xgynD14yK/jgKePul4lpzFMC46Y7Z0nZdBdxpEs0Y70JXHwa4i8GsrznNQ/8ID57wKxNK+mPPOnrIAwHmfCT4CsmcLvnrPsK8FC8pDfU4tzKEP57AUXGqE15WhOeCkQf19zgDoVZbkszKoryWH/E4K0awVEqinEqAJTU4AhaxHE9CO1RWXpwnHOFv8O+Ap7fiBkDq5StJ0vTeIiy9H78Hv9TFHkLGwaIBr8OwhPeZudmysQ05sso4fUlU39pAO4agBq3F296H2gAOBeKRrns1P+UsdgSVgC3aZ4NHMNrgZmALFn4wkLj3nsHi7/Hp4Gp1ds2q0kyjHRB1v6OZwIBSwI5yTHNxvJbZTlhcICuUCDYKxX0Uwei60xrVvu3eVi8GuKAIHgX9cwlRLG8Ej0AJhxZTSyXHtE2Qi6fYDY568g59fWPrXzJkyiuhxZ+K6KogOmJMBMKTktg2PtMUHmHxjGLq7xE+yWcoENTR5jfMROMnCMyXr/+xl64+CAtTyCtww/UGTcc6A2+MBfa9cHKRMbLcbrYVCRvr/LH/Ba4QqulAKCJqHr/3vHlUxHc26KyC8NQp6p1aKZN/jcHhtA2Ja08EWqeqJo62GjPQ+zDtngTE1G94HwADWnKY2tIrstP1WeBLWRPtpWxwD3PsXIeB1Y4BuJbxJVEKNAUfKPhEIMelfLz5M2df5GfvGAIJ+vrzHb9p8XzkCUdYq6tHqcy82DxL/pYElt7SRyZ/q4ZRSBLSAsbgFL0Z64BXU1hskcQ91dfirZqx9taWahDE5Lutm0lx39zxW5kpE/Sr3q3MfMP/Op2QQz719Lfl9P0yEQff5EOHVsAgACz/ZP7M+NKG7izQPgaOHnJyg0++4uzDM1ym0sd5ZwuzLcjFqkFnoO0zy46NjMMqKX2qHjkqBibw8LMdv3kpoThYnMJsLW/kGpaeAQ3YnIBtW0v1BI5z4O3nCkZG4/XjGCi4N1Ndv4xdXIeBVYIB6MxnpU5LZoUVXcUMdlg0/FMJLfhIKBHkc/E1RAlUHQxqiOTjSZLyjqi87bm0GtOahi1pMXmi7C3zrsjxjjKhjuF/6dS/9DP7INKPF9q+PlnRbT+g0sCPgyeHjCgLmb5vti0SwgdI4hpQzDdxXhYzH8hu1RJyPJpSgJbX4NDWn6zxWTbC2VLpuazCTPWbEzB4GWD+ROx6O5il+EyloVETDLKPxFC+4OqnJDDgDVQWICsUUgJHSwpGRpMVYO1SYzHVda7DwKrHgGgCWoLuUa5tgpHTfnrDpE0wbFLUjLFv7vhti+A+inC/d+w194o+4XepgzbrgimdaEGuBf+BXmFQOD2gaYNHYcAdRyAjfco3CEvfvRD/2xaepmnyO7uhBb2ONqVtNdmgMG+vLNySE9HuePaWMkQI+HBAehJT7h+e/FyGMlGxTFz7o0pa8OiQlcGGV7166xznoVA2fZKgzDkdX3UUTafOEWpBsHBPhB9vSfsnxu8IhVWSRsfwjIHOGhWds9iBXKlgxBcsIhClEa3GicHEmIxy5CkGuI+jiFmGZwFVT93MoDy2PQ2Z4oIrLtqhXeSzvtC6X+c6DHQYyAWfyCh4FDNQJlCcLAvHHgmuVHYeVjIGfP9ky79hydJZ8L9/7NXISsGtvA5hhqPuNn5Y1lYWGb7IH+9LeQYnKZ7hWUqheV5rwxjLa1civMLfffbH5kn75Js7XdkjwvCtSVjglic/TuSE1Zx0ONK6krn8PHO2FQlhkCUIPi8ezgVtoDlCe5/RAfWY6piR5idNlA2B1oH1xNN6BygJ0xS2QmlogKEcZg2RUwhKFbqm6uyoWNqYhkTMVmhwtBMlzq7eVtr6foqG7F1Qh4GPPAbYiAx9ICwGLfn5DL9EyZ9v+00TQKnA+j0pEVUuI2Ek/trkSAdPpP42eid+Gi5qKZ7hGUPlA9jUGGrwIlJU9VMmKjilnWlGvfpYKPuM9DERHhuwiyhophUJ8Aji2CeRImzYcWS3hmFirzlMhlaurmjmGWW3EVUt+9heGSOxuZABze5r1kWB2wSsKLiAngGTM5QQvmMDZMSCKoO9lhclAvjihEYt2l5pk10AJk9ckU2Yn8KBgbWbPZvK68I6DHxUMeAKQsEFWpv5WN8NCrr88+3aE6GU6Z6Iv2Iz4QaxWQlKpih5uCn8g6tvhWsWIgp+WRPKBlubljRhwJuUCZS/1NEbATJygXZw2tCOzed3iZTpKx1ZBk/JN9OKBKjB5M0xQZA4ymdsycsFU+VdEyVGQ4NjnYy9ErF2FutmZcrJ+Zw2MU2hXQpa/X+swaYvIucAAEAASURBVMG7DRqFxmYaRhNLAEKA4SHgD+hoa7Qhwsb9XLi34EUO6AeWhrhZrx/vAV7jdAmQ9K/tr0jCOm+HgdWOASY3THZiPRy/VO4GtBhVZd/Y9peMtObz0xkkDCUiURNq+dPyEF765RMwBFnE8gxlpVYAMURasEOSp4jMSQYrP09LcLzHM0k6ktdg1Z/echy2AMUUC14smD8OQzSU/ObyR8Sn5RZpahCmaWpRVFIJalQmpASay2GKekI2IQ/h/8ZnbWIpBbJS6vK8zLQiAYJAml/nanJ0JCxZv9WwzCudw+ZNhDPlO3GOVPQYExtEpkDgY8BgpWAJZ70GDcpEwAzcwNsocKFeCeNJOS6QMpfD0FaPw4j1pDS/NaXlxr5UmTDwpXV3rsNAh4ESA9B+8Kig/zLWfXzNmMnH/7vl37SAVIkwYSWyKlkDJSZOrywlUrYTJFbQMo3nK0M8XS54q8WUlZSVFSlMePNGPWXxRfwwnsVyB29aNTctilalz7R9lkKZIz5grKQhPvlFmqZnU7OblAmUwTbHWAhnFurkPcKX4znzpzZsECxy5HGhk5nmGjDLFyYZ3Gh4xcxf6RDkdBaDw46c6trm4upshbFuSR7SYU5k4xOKCGVhpvfLQdbYpii0RhQCI54GGCLIrRL+gR42U8Xa6AOVjcCFBCiXjVXs5zDrRA4rt18+1ekTHOkcX/ba909qsmTp6MXnj2WXr1zL7ty5mz175FC2a9fO7NLlK9mZs+ezo3rfuXN7duvW7eztd943fLQVDgwb+T6Anpx/55rfJsdHiNbqE/EV10RplQTdS4eB1YuBsEqAgVAu8GNV/ceb/qIJ6PnkeCGnMx6bkkAqlhv9yd+6K2R/zkBCeBpJNtBlCNN6Oem77KfiTeKj+lcpT3BY3LDMKi+0AYy0ugF+chsCBqQbTzT4KZSnvMj6e9T0u0d/lP3hqc/bUhSffsChFP7zd/8kkpiMQZakikQROQOeFaBIcIslu5RHGwQMG2buaNtNzq7ZlgBF2Jm6ng9q28yZKy5sVDp6+FC2det89vobb2tt6kF25PDB7AUJXY6iXr5yNXvr7XezmxKwKBcvPv9c9txzz9rs4OTJM9k7731QWBSaYIgwlAMUk2NHD2cLOj98+sxZUwg2CD7cPd0CSX0oNKH04J/fPJc93aLPDOewYwZtbm3U5E/S37p9N1tYuGfpaedmLR+tX3fT2so+h+/98EfZZz71iezA/r1GED/68U+yPXt2m2I0jAUHomlTIoBiAxYOdSnK0YYNbhgD98OUXW1N99ZhYHVgIBUi0HDQ/Z+t/1dzJaI84slyBkqEEbixTjhDswGa/UywEFMm7E+CTyIGuICjNRn1U77+hULRmnZiEaPJj6WAAe9rwglhfZWJ01ImxIvv3HVlIoXBumGIvkjzTNM/84pEIAPTXaNJPxI0PPkgV2xmrEczwyceIc4+Cjax4Kjn6ZNnss3zm7LPf/bT2batW+w7H++8+4HFf/ITH8tQEm7eupW98vKL2eFDB7P7x09keyVkj2jm/q6UBwYMM/w7uu/i5Kkzlg9FA4sFig0WB77qZ06DDgaB9WP79m15kFtF7ss6AZwMPtJgrUDh8J/u15Dwv3b9hgljKDVlNF5481/GI7ObGOw3b96ycmAZc/psO2WhaN2SdrxDMPHEaoIpDabTrx8oA5zTRudMzTBwle/c2jkpYEpXOHJ3rsNAh4HAgFk7kcK5g2aZ/Ij0W53viVB0ka1FiIqW0SDMamqJyxuDgze0VjKliFwHsdpSAZ36hwIFpkd7p+DacNemRARI9NsfnPhchlUJy/BKcjOvSLR1CkhGKFvntIwP4trGDkLZylaCxw+bL0E6cfK0XYb1iVdeNmVit5QK9i2cOXtOF4rczbZv25rt3bvbzP+HDx0w0z9xWFBQLJ47djQ7e+68WTDYY0BaFJX3PziRHTp4INul5YLzFy9nJ06cKpQD4EW5sSUO1RVPE875OwoDn47FcoCQpz40fVsigWBGdDArygIfCwsLWprYbgKeJYq7slrAkbhlDQWGNL4U014J8D2RuZW20N4mh2I17VMyTXB0YR0GZhUDRsn8SUjIeNYoNJ7k7WlnXg5J2Mju9bnNIAQ1cU/tjy+n9JQx4YCUm1nb8/rww1+GRgWJh3BYTZbqAnf1chzmpZdfL3cW3pttXbMAmcHQ/wNRNqv24d8DMd3F7LltYDDTZ2aNcKw7OhyN8PSZcyZIGcwId26Hu6/ZAELd0ugDYpjv1+uHSYq9C7FnguWIrVgzlG/P7l3ZKx97Mfvw+En74uhXv/wLdoTnwqXL2cdeet4sEQEngxCh7t8CYY/BhlKZkBWhCd46/It5xyIDPoEbh6IDfs5fuGjLNs8dO6alFJlOhdg25YB84N2uNJcCER8dIzx14JMlGlvzTTlFmqjzdxhY5RiAPmKPV0x8HsqSh6KeXp8MmkYiI4jUfvzxvG7NVCnwTAXD3yJutMIt26L/UPewbmglYtgCSTdC/W3FBu7a4scRPo06RoFz5i0S1hiNaRCHEE1N4QjwNmdkwKisDYx4hUhDaFOuE1JZGvVBxNZh1J9HRX5eyW8RSmvxjSMbgfrU9j2cO38hm9MHVg5rnwXWDhSTZ48cNqsHlgCyk5Y622b9VmcJZuHz41oBZRE8tOfK1WtWL3gATpZNLly8ZML+1OmzthHo6jUdAVUVjc1MagIb2tplVpwkuPCCQz4Jz42l0T/0QXEypEjZeToMrF4MQOtB7/E0RmNMKOVEdRz5tCS3LeSR5f6ENWZiULA2QlYctG0VVEKHf+kpzgOMh6qUtrJpW5GmVsbwlZcpHT0lfgyPZXSjLyZyJX4bkw0VSM2LaUbgYJhKbBI2TMIppZltRSLvDR4gmRmy7RnIkTOow1jTj/PQKT4RWmj4fH6bMgoizetpGgRcknTnzoLNztnr8PDhWq1Tzpl1gr0W3J2O9YAfncwX2fgmSBDJfZuB+3lwlIR79+5rCWGjKTBevw9lZvtYP0Ja95v9R5sCP4savXkhXHIS7vZttSffPUwYVpZYs2uz4kTeyhPASnquRHFSJI3iCBvfVEnDKhm6lw4DqwwDcULsqU6fsRRoTgQCp2CzdT/Hvq8sPynIfMdeRY9GX2QNJkcAMwM9TdDbLMFSiXcl6ZLKGgWeighFIeLtSXjDzCP4YhRbf4/wxTxpmrfAc1N/Pcx5blk6KcCrPQtFq4wfxUddk3bIwVlys61I5JhiQNPxKAaY4IfuKMvYjm4GG7dJptqdKR4NAx/hf+3aNSPgI9pgyUmNY0ePyLJwyk5anNEyyKc/9fHs2LOHzaqwY/v27P0PjxsxGkG2g+GETKsEEBtt7HQER1dlnWBjFYI8LCgoGbN8soG+AVaOpNFncQdIv+Z3cR0GOgwMjwEEY38eIHFYXjeAhPd9DiYmVQ+sBqYEsRqPxJM6i1AAjFf+WnSTYkDSerq0xM4/GAOFVaSStIb8SpwvudeCluV1RSgSYMYUCREQ9z9gfkdz7IdixjV3LDx5JqUox7ERkQiIZz+ChGB8r8RZ29OAUH/t9Tezgwf22T0LFy5dyk7oVAbKDUdBP/jwZHbowH47BXLy9BlttLxgSsCly1dNuAI3dzGgdDyWosCeCpYP7mivxSMpKiwvsNdinzZlciwSyryruGvXr9uyDgK67RSKt2y6f9G3wLP/Keu2ExsWbrFlROfrMNBhYCwYgHdhWW1zqbA3Pgmxyvkj36Tek7lKr2kZPUm7gEVigH6o4jkKasI3qf1rr81yjC9/NpcWpU7nuWIUiQo6DLuVkJ4XkiCs63sfSGhhoij2QGCqb0pDOoju2rXr2Wt2MsJvwTyuExZsQCQfyxMId/LjZzMlFzixHOH3oeu4pIidcBzpUDhQHPCz4fDtd98vboF8/4PjpvxglmQPAWWz8ZK68DPQmgabFb4Mf9oGMHijff3Mbw+llD2j5Z/OdRjoMDA6BgYqEvUiYYip490IuB6RJir9rXwnssezzNL5mjBQ4L0psiUs9uq1RM9C8MpUJAxzQ4xckjQkQzBjicBiwV6JVieJiCB/ov0DVkz+zpFIaNAEe5I5LAYhYCF28oUSEEm52IoCXJlwIB0m1aXlDMKfPtVlUUjkxCGYA17gJ920HTAVVpxoaA0Ia69a/vTBU7vlshZtr+yRaHctBbdn6GI6DKwyDAygkYJ3wEOcD4kd5fsrfS8AeyjgUba8MQh7RXnVhP3twtW03dsiMVAVA4ssZLLZ+nHzydY8jdKhtQZ6Q9DFLYoI57gtshEkEVClH3mvh+UZTfAncVgjnE5FuBae55W/XA/TJlIpNBxVZdMmboNgYgmDjZvpJshQIkjD5kSOWdp9DALwiawYKrZwk1I0qMLaWdTU6ykwJtyTvqELdAxWV2Q33aqjxChV4KRzHQY6DIwPAwV/gP+I39iGTOMZQaX154C68wIH8YMBpayu6CZm+BHAwGwrEiC9hvhSAA/GPmv1Tac2mA0zm0cYY2KflMO6EOAbsaFVNDiWYLRFonDxLY1UiYDwU6WHzYxc3b334S5TOurWiatakmF/xSRcNMMZCHtNqrXwytFOcMuXQJuWOLgiu5bNrDFtx16rNXRvHQY6DCwFA+gARn8Qb/mSF1mnzOaaTAdpjupCWzDgqAb5w+G4pZiZC55tRcLQhaBCe35GM3Rm4MPPVNuuyI6lhsfa0MiMPp3pj7eHNDeXMhHOjnW2DCBm4TgsCQjegJHbJW0pRHGF5URFomxcu3ZDN2NespMdLMGkJomyVit2bH/8imwfNqbU5fRAO91M6lYIYEXZKY6t1SCIK7JrwXr1pROUq851GOgw0IsBLJ3wCGjc6T5J00j4BJaCCxrmlT1iz6wR3+G9okxU0zNhaCw2qXZUb2rFSP2jljOr6Y0XCjjaFn5gTf2jwE7vMTlj8rvYMkapb9S07dt+Ry1pQulNcMmEj0PwD31qQSMfhNMBdWdCW3G+L2G6AqsJHuDDohBWhVAiCA8lolcgQ9z6Z0SeP/HnP2MMFDBBZ8wl5zBmJk0aR7+x29iv7+4Forc9kcYLae65SNM9OwysYgwg+EdyZfpQItAMKgKpUmaZnmra+OhIIKzSxBUcgwPx51Gc9UT+hy7qKW+UwiaYduYVCdpeGdbDdkQlUxWDT1hHUDkI7vQIFe/LpR0zQAIWFJwYMBHW32qyPGLXeE8DngmiDZCMKTYoSaHgEKafWVdGoynl6lyHgdWDAcgjpewQJPZVXSO+0XHhNGkFW2Y/WhjlNBCzomKyEqm65/AY6JEno/ab0q8xq5HXiVyoLBXTZaOWOTz4Q6dcAUsbQ7elOWEDbdhtkQqnU8IK0Jx5eqEpHFgkwqFIeByKxuzAG/CZVsBLgmeYVWwcRW0oiClXAn3sJxmKwjpPh4EOA4EB+IBPJGK+5zTDB7aKu1oiceuzSmdBi6agWBR/XGVpLcIiquX0T1uNPXv2bHb61Mnsxo3rtmS7UV8Y3rlzV3ZQF/vt2bPX+MPx4x9m58+ds09oM9HbpI3Ye/ftyw4dOpxt2+ZfRa6WWn2DR544cTw7p7ru3fMTb4SxYf3QoUPZ88+/kG3QTcLTdjEhLOqFB44k+GU5l0X+mWdcVK9fv8HkVpSHhYkPSS63W34IJoQBhj1EaKa8Wh0mz6CdGXXM5iECiD6UCtrTMyiXAX5gcsVmuMphegE3+1zCcU9GqnxEePfsMNBhAAyUDAp+EG5cN8Xap8NVRXkFf9TXoDAYwwwIRn9iQdmsi/b+/M//SXZJl/j9zKc/k+0/cED7p8prnvlcALzupz/5iS7tu5W98vFPZM/qQ4Fp25tqhhfd0ecJXnv1x9nly5e0AX2bfluLG4vv31vIvv+972UXL17MPvnJT2W79AFFLnGaloNfBv+zOkdSIqpQwktn1U0Po1PGAGRBJ/ajgZ5OnjKMbdUBV8JHLJlaUt7f0JZxguGY02J5pUIL8B3AhWDQDGp8iA1dj59YTEUBoT3Nri28OXUX2mFgNWGAvUV8VTdVypfSfgQxgs4VihrxqmDjoUupQHmxOuzatTv7f/7hn2bXrl7NtunzAS+++FKxEZv6sTxgifj+97+nLy7fzXbs2JEdO/Zc35qBDevDD3/w/ey73/1O9slPfCr7+Cc+mR2QkoICwsb167oV+Pr1G9m3vvXNbEHlfuGLP5/t3bu3b7njjGzAqIrvDR2mTvo+lrrL9OKtslQvt5tdFSfBzGJFCycJTCgnZeE1DVGDl+cos+taMRN7BaZ2QTuxatsLruEpxWkoaq4q9BZhjEiJ6MP0BAsnOurOGVpveD1d995hYDVjADqxE2BjQoLTaEthQeAt0cMGIwDntKQRHzasrPPnhbCcgbAkDRaKQY59VidPnMj+8T/6M0v/+S98ITt08GAhbFEmdu3alX3ta79ilunvfOfb2bvvvJ3dl/KxUh1tMvmVN0BDQe0tLVbL1a6Z59oIVU4uIISY3dZPB/RFXIuiZsqDCCSuyO5bxiqJZIBu37ZVhHhA3xLZry9xbrZPnvNdkcOHMEPq0iyWJjRyUyWgQHHhcYQFoyBPfT0XQsCM+YAbPhMHURCH2ZW+6VyHgQ4DVQxgjZiEaf4pk5cmpaFG101pmES0TSRS6LGimHleZTaWY/F5aTCDAQ7rBsslV65czr74xZ+TFWOn8ac0G/xkk3jZZz772eyulkBef/0n+ozBmTTJivPDq3H2VPvCUrycDZl5RYKBsMGuU9acVv+HHbT9kBpaHbcnxh6EfulnM06YEG74sQ/E/DJxoWjZrx7GO3ERrqdeiqaBkxdfeM6UhW1bt2R79+zWx8P2ZNtlhtyoGcJzx45q4IoRkCPPZzMZe69aG1D6Aq/465dMWT4xrVA2CiDCA0PDhNG5DgMdBioYYBLUa96uJKm9DEdIpOoV7r15e9PUqhvmtbfYYXL1pLl562b2+k9es/Bjzz1vGzR7EuUBz7/woiZH89kH77+fnTp5si3Z+MMTHmuFN7W9ZMPt9edp4NP0gfF9+cXRdS1CuTm/vYDJxsz2Hgkhndsh4y6FUVBR9E3hKXMj5Ia+IrvMNlM+lAeu0p7Th68YXKwvxhilybE0wkAjPA1DToMDu0abl9zh4wIszIr3ZDY8oF3TH3x4Irtx81b2pZ/7vD6Zflr9UQ5aBnNUapaivBz8wXBYe8Wakd7/Qb6NgjvNEzB0zw4DHQbaMZBuUGxPNYaYgi845xhDiWMt4oG+f3Tz5k3JhvvGrzZt2txXwWITJssmFy9esM2cYwWmT2Eh9CNJ8OJ4NwZasuAyuMEHn0eJNIt6Q/xyBs22ImGYQSQOiekEk+QYdEU2Au7+BK/ITsAZv1f0PT+/OdvzeKcpBAhqBLQNXFMeHGcRxnKELQ0pDcoZnzO/LkIMh7UBzTYGKkeKTEHREgMDF76CUtLj0CVUnikVDdHcvLcGjRmlI3fACCOYS761EWWTChhGm3VFyd2zw8BHGwNBGwjFibqg10KhGE9tTF5ee+3HpgSUJTqvWlhYsCOg7JEY5Nhkef36NeMrW7ZssT0jxoNaMnKSg08jsK/i7t279hxmH0ZLcUMH94PJC4HjefsHFUpZg8sbVMpk4ic8GpcIdCl7FlVQvyuyKZDuG74bFwXCxDJhgbhy9Vp24cIl3dnwsGf5oG/Fargd/0oSMUDn5uayt955X2e8t2e7du7ILl66nG0VkcJLbt2+3bNvIXhMallASSmPlHkFgeekOrvuNd7ZODa/ZT5eu2eHgQ4DAzAwDYGCws9vnA7esH//gewTn/xkWSz16I1jnyeOH/fL6srYRh/7LWzvlfK23Z6bZgy9CLwxQeI3DWcTu6hcFS623zguv0b6Fflbl4Sn0aCWOmZbkWgBethgkN6kizAA7+u6bWbSaPbLtVklaDQZZ0M1zW00bgWAACnHfpAjAYtwLB+9/+Hx7HOf+ZQR8gfHTxpe2Buxc8f27KdvvWNXlKeEANzGaJ7Kk2tkdSXCQBFwdbAePXw0NWJeBDq6LB0GZhID0F9YI5p4Wy/Qw6WyfKJTrI/Oj8rlyd4yFx/CZktTJHRMM1woK1e1efK7/+w72dUrVyKq9Yk1geUKHMdF4eF1oZ1m5gOGWEM4GYIld1qKRMovDR4Y9agMPxqifFhrYv+ZB9c5aySe7nPlKBIgf7EdUMOpmdtVFp1c7ZRawim89hv8bdXbrH9NOYC4wcFcGdSWtTUcBnL9+s3s1Z+8IYJ8oj0Nfo34e+8ft2UGvnNCmme0BJJeqwssawSLFiOckAOWhH9h/VgDAeHy8JSQiVrufnDgur8dBmYfAyxvhDIxTmihUHZUPWVioKexWwXmlDvOqpZcFrNybrxEmbh584bdmrlr586KpTOthGUQlI3de/ZkO3Sr5rRcD38fkwwz+MU4H4kvz4Kb+VMbgSRsC023VEZ86zMRaJGGcpw4MMP7kcaIm+STQcU/BDLkyVGuxbTJxmIyIL3cpUFOGWjsbF56oH0jT+QHToiPsOICHBhLwllYlgitO551+4PZhXJ4w0aUHu8kPXXjKNrak1ZiMd2fDgOrCQNcEiXayk9a1VtuN8bCuwY42F/CKvqmJl3QMAkhwYTU2/NaJe3R1ZihSqxmaXgDzq3bttsSCf4PP/hAlomFhpQexEkNrKDPP/eCjrgfak037ogUn5QNb1usC1mRltE2PhZbx2LzDR6Jiy15mfMxtm1jUo2K6MaH0uJY3mA2jbBEGDJDNqVignBTlx+H1LKK6kGbXMywCrgDVM6AV6R7RIzrKRyCTxyEUcdTxNYVCM/hnyt25akkpMhDGjaCphufOkUiMNc9VzMGNui7Cuvza6TrAomN4sNsSoS/DC27lDjSwjaD5qMPgobjfdRn0LULwl7Oh6XT0ogrepr+NXDZ1Ff/uV+WQrEt+/9++IPssq7fjglJ5IQ3coX2j3/8I90nscnukzhy9GhET/w5uB3CQx3RTVApDVYoxkFYb/ETxibS5XYrTpG4f/+eZsnVi4yakOgExICsxtJn/DilYEqEFAgbvEpYS1rNOKY3zPzTqGdM4HoxgjkGb1ou+Avm8ljWlbJhgynj8ePyGGlaZufvMNBhYNwYGJ3jwDdHz9Ufbk5qYd2ElzAZqjsuqMMSihXUvg5cT1B7R5E6cuRo9mu/9uvZ1atXsldf/ZG+t3E5SfXUrBT/6M/+YXb92rXsq1/95eyllz/WMxFKMozdO5gT5lUOSMhki8luXaEckG3s7WkrcPlVmTbIGsIRwQyyutbZkNSCmP03aYRocFgD1kqrj7X/KIM4LlCyWX4EjvMJhcqNOgAgvMaNjOOEbcSyzKqAKqrGmKk1pjEwCfwNzghBUVM7D98AQxfUYWAlYIDlP1PQBWzKx6ChdI9R/7bAb5ppsS2f0egYJzzvvftu9qMf/TA7ffqUKRF8YIsPefFhLhQBJiOvvfaqfTPj9OnTOp7pH+Fi/8NLL7+c7d692/g+Cgh7I9L9IVgyf+7nv5Tt0503XIH9p//g69rMud/2TnAK5ML5c5qxr8/+rX/7d7LDR470vbSqDR+zEM7etGj38H0/PchnWpFA5rIxcmFhkXejt9APRycZvOvXrs+erHliHWQXJqlCUyJyYT+pblgvBabuglHUNc5I1xYe8cvx9E2U6iMxvLj7v7hTQn1Hm9KjocBo9hj6VTOPMMmRZm6Iu/WXo41dnR0GlgsDTGbM4ocukDh4AcuLteAkxSK9ofyPmf8d1Ge85/X1z8989nOmSCD8ufuBH472vKDPfO/ZvSf7yle+ajx/09wmu1UX4fmqFI/vf++7dm0/F09xdPSVj3282D/CsfXnlH+b9kxgyXjwAKvHY1McPve5z5kiwYfDsGDUl2UXianJZWuRWRGMEtEpEotBvwY15q5xOjoirBphmrfLq1RXhI+zvnpZKC0bahulIKY6/QJbDPyg8SgrmAn37q9bx16LKlsJZSnST+K5VgoAsx22rvKXezu4yEpes4sCY48TmECaMkgUjhV7MVhPA7uADgPTwEADbS2h2ijNJjRNdLuEslEi+B14etAmF9Rh9eRlwif4Iii/urtx43r2XVkaXv7YK/oE+G5tqnw/O3f2rK7v32fvkR7lBIUFvoIyYRMV8SKboOTtaeRHUcCknoNwCTMM5MezBRbk1rK0oQWeNHimLRIpoKP6iz4pPF4C/fZI6/OY1rjIBFPZAy2XpFc4j1rXqOnrCoMTFptDHViIgQETSgSSF8sM+zrCkXa7NhkxuOxCllqhly9fzW5pk1GPdhIFjOGJ4gCcXJYCMZgSoXJtGQYCquG+rUp2I8/NDb7Nri1/F95h4KOMATZWQmchROALdu38Iy3BDtXwVFr1zzAkyfYvZIyxTJT267PgfJRrXhaM81qqsH1y4j1NDtxgoQhcNaWZZhi8vS8shnD+DO7JQh6kDdC44JtRy+1WhCJRoph5r5BuQsp8regnj1kZGjb1xL4IBB9HHXEQJp1O3KRdDBs/hOoDjSaF6xkwikOJcIWDlvlpE1sDvHhZipC+jloiyYpBuegJjArG8VR9sS8CuHD0CPhEScPZMkeuHFmA/thxJR0ySdvLEsm9hfuRpHt2GOgwkGAAQRS3GeLH3N9XOCV53Zswl564WsAISWs5J/LKBVJf/qWviG88k73/3nv2Bc99+9gD4csiE6l0jIUO7CdYZ3InUHvV3jGMg7RMQtP39vyTjZl5RQI8uwDFzC8i0mbITWukgWnfxH0uTWpVJTjm+ajH0gDiIUSENZt38PNEgbA+FaGaWKxL5jH2A3XiaBebR9frmFe8I2AZGFSPnz0bYYnwcF9+wRKB0L5nu6AfT2VJxoDM/2DVAYdr1R8oEMCBAhFKhC1zKK7uUC5A8Hp9HEzZzNEuPuLVuQ4DHQZKDIQpG/4EnwgHvRDHguIDJgwTcvAn6sLFZKG1KmOarbGVCCtTZQ+TxXjDxjlb0nj7rbey7Tt2ZM89/7x9ybNS6BJe0nYuoZhK1igznpXI9CXHbz85FslRIuqTTMqHFy+36+X0yw1RrX42HJVHgXxQ5/KnlrL3lUHYlBbBjKBjJ2xc1cywRmibYqE9DHTQpFzsPi6BY83QlzZ4+o/6Wd4IQnbFwo8Bpd2meJIwICcIs+FCdRQDOUcPezHSDZW2AVOJbZkjT1O200oxeAPvFiK4H+aWoTxF9+gw0GEgJ5ySH1RR4pyhGtb7Nlyq3ny1kHHzliH5FcdFOeXx1ptvZD//C7+YPfecfy58oICugb9cr8igvg68ksTZfWtSJtAF721NtXwR5aL78sHQt2bwC65NQAnhmNOX4iiPHb0IOgQ6R0BxtqShitD8J3b002ryMZN7K4+4aMr3SCidlCgIhvYXzxY9fsBwrdSzlJdUwTI4TdFxhQdrA/sdbMNqDlDTvAP1LvAOFWG25PPlnesw0GGgigFopUkWDRRQRTFwvMGOVEbbSfLh6xhc/mJSAM/t27d0pPP/zj79mc9mXNB1/tzZ7OKFCxlf/1wJLuWXjfCOwLiXuz8a4c8D06ltv3TLGocwYub7jDaV+DHDpe9j8CUDKREiHAQi2h7PibuGgUO9KBEwDAYLsK3R8g1WE44skYVZvysUE4dwYAXcQGcwCyAUMGDGUhJEYxaKnCHBCMNxJh6F0P71wXWkiXzds8PAasWA33VTnt4CD9AbSxv2PZyhEAMxlnTYL8vwKfuVMp644Isc9zx96mR29sxpK/jAgYO2Z4T9E7PuBgr/IRFO79Hn0zhVuBicrghFwrRyCXpzw9HDULig3OKbDyrX1h0l6KaiUOQQInz5oUTg8LOcAQwswXADJAoU0el+CUs87T85rCg9nHKJDWAsEbH8hNKDRQcLA9YelolSOoEIzNqjxhCXN7naCmUIBlKN6N46DKxODEArQWtgAOE0UEBVUNVIaZUU8TJ8ysgxuSeTu536ENfXvvarlUo46rlZx0lXgnPe3gerfaLS9mGJn9pkN614SP+KUCS8LYgkhKl/TMrDRv8b/YaQ5u4C28goQwTHK9FV6PjlcFRbKhPuJyz2SLAc4woGio5u5RT8y+3AGdrA2qfl8SMYHPd+PGObwYD1aQ+sbqWInljuVnT1dxhYGRiINXJoDMWCbwZpS/nKAH4RUNJOJicc/1ypbiCXQ9wMTOSTXPqcCVrqlrrUn5a1FP+KUCTcFA7G3VqQfsZ6MY03s6CIkOOh7HjlXZ/sWhazEcoClgZbY7HGcGrE9xoghNet89MMKA4MGpSIqsUEvIzBiWgZz9QDTKFQQcz8zJpARM0B+5N15ZIQ6fgxsCgrvlhHNu6bYIkKc61tOM2PidaK7F47DHQYaMAAlolwWCnhX4PdEFIqLWTE5GnWzr8IDIyIb3hx6rAGz4IrR+YsQNMCAyKOGS7r8KGVtyStBENoVaHr0eWygU5pSLjVtbz1EnCcKghhWil07C9+xIo9ESgTyGr2gYRywQfK0ETZN/DkUe99EYCDwsG/pTiGJ0c39+/ba8sW16/fMBh279pp4WfPXSiWLer12AZVwXdfH92hjLj6mv0T4SdPsUdC4XFMtF5W995hoMOAY4BlVzeNTwcjLqKqgipqRoCNix9SzrjKCvhWwzOVfalSOQttXxmKhMY2ipjPjodDG+Qg+VpO9PNsFoRQ1iQabY5jh4TZ5VUKZzZtSkSefhoPFAGJ2aKqgJv7JRDS7D8QaNZ+ZvmPdKOd4UJ7KXxmAsMZXjM1tQPlIyFoBubzzz2r3dD3szn5ufAFS81mbWgi7Nmjh7OTp04bHAWg8piSY1aSp9lGKRFxwRd519fukUBpY48EyzS0izSd6zDQYaAZA+M5PQZvgRsu0cGAYUKdGw0DNQtCT+YhuwcrLss8CwsLVoTzzjH0aw9AiwtYEYoEs3EE/NymOQm2zfo07HDrgrYMIK2+ydERCDOUCSwdnJAIN21tGU2T/Q9Op2y2RFlwYYsmtH79RsH6QMscfh02cDI+t2yZz/ZJISDtSBYJVXTr9h0drdIV2rkDH1y5vXHDfVMwrt+4mR09cij78MOTGf5f/NIXsjNnz1ldkYcnOIzhzJlv6ALlIwLT2y0fPtJV5ILVXMeUHA/d3w4DI2KASQQTioLIRszfmryP0Js2T2yFcYVFgDf6q9X1iUrzhDW+b1lphin7V4QiYTiRhGKJYxRErtXMur60Ef0Wgpd7yhGG3Cthn+0NQTfFjvB9D2WFKE2p42t2OIQwloNHEsjIYc5Sc002SzOjyWVdSS0rQ+pYati+fVv2xls/MGvE3j27hBNfUgkm0oZ7O60hGCjjvspduIfW7Ff5btCyTDi3Xkgxog3am0J/dq7DQIeB0TFgtDh28mmeHkP/wQNGh3R152jjmQVWEpT/4cnP99UN4f0DyysKnq5n5SgSCV7YbOmCk17o45TIZuusYySOzog9EG6V8O9s2C2NiptVoqHdLGuYU9tYlrlz916hWCRN7Os1rMEczH7gSbEmXL16zZYbWOZhj8aFi5dkpdhqyz43b902XDYVfF9LL7hQTvji3gPtl8CywrIMe07AOfCiJHGqgzPgm2RhGjsvbAKwC+sw8BHCALTEx6xQ9FN3Rx/pm988n/3Byc9lv3vkR2nUQL/TIX8TycYbfEI/6pxVvjiwccuYIHDXCoLwCs7/8JSUiNzRjz0ahZLRB0zGeKau+pbGTM8//ML69GAaWBNCb5j7xf1Ip047SKClzsyCwj6dgpaHYGMjIOb9eiel+WbJD7nbT0TOHgssL8P+4sbMRI8wJeHtd9/PXnj+mFkmLl66bIrE/Pzm7IiWON5+531TAobBAQoFy1GhpKGgpQ4cA2us96Vxnb/DQIeB/hiAfuBbbGSGh/2Fu3+3yHDbhFBWEUxF5IieUCLI1ikRIyIvTz5QnohPmiUiT38nX27+5dt/UqmQ/m5UIjQWUCqX21Ul7HJDM2T9rBcNYxbn9EPcwxBFI3yxUmBeZ7bMDNn2KKhMlgjqSyGRbxafvtQzHshQutgz8eNXX89++sbbtofirj6M9uZb72avvvZTw9UouEFLRnF+LJxy02XktXC9o2SEMjSeFnSldBhYXRiAlsL9hTul4Im9T+ksN9I1PavCLi3VZ8FNebqw4TAwSAFL+yiUwK/e/F8bC6/2U2OSZQtcEYoECETYD+qUFIsIKYSXn4goYyATyiKcJ5peaN7UM8nOQqC6ElTCMzM+acbgwXGmpSPhjl/xTryAHboPhGjaigv82gvhwju7kFHmOtdhoMPAeDCQCqAQSulst60Wo8+WyKHpvSX/ag/uJ0/+UEtQ4aK/funm34kge7q8cvk3aflUqXjEl5WhSGB/kJCPWe2wbbRvNkgA1h1LGJSFQCs2NqrH+nV6vYzFvJsSoTpXgwPtnISxPpMfnBdLR3pHiTDCWA3I6NrYYWBKGPjKjT8uagrhlAqsIjL3hJLPE1qtKw5NPDHyFGX1stgiajk9aVvg9U1tmTR8KQxpXWmfRD99+fofpUkK/zrtheGDZfDPWXUrRKppkLcc4xyIWFS6Fsccm45mgNXX8VuyLCnYhWpJdaVvScXOdmbh1nZUqrFm09ATawSBD7n0a7ah76DrMDBzGIBf2ZIttNXgvpLMakNIpYKrIUt7UMNErD1xF1PHQFMPpX0R/fPla81KRFGeClouZaiAoY9nhSgSWAtGu9WSDuRoJ8hvdHSMygxlojHNmANT7bSwhIy5jlkpLngcbeaEDB/5MouMIji98UD3YphiMSsAd3B0GFgpGBANcbS9lbepHensNoRVKsDqTW0SePU03fvSMfA3k9MZ0S9pX7XVQF+zDL8cVpU2mNLwFbFIzazVhPAIVgny2JXMMtc1OiXAyhHCzawFSkiHNZn4GstYZCCwUcc6feFjsQ7CZ1ChYLH3Ys3TKisAX6nisth6KvlGKZNGyvGtDXaXg2fbzCqcC1oz022a645/Opa6vx0GhscAlA5d9VMkKI1Z7jd3/rYVjNDaoi9m1pWJnEwtDX+Mi/Anj+CRcpZ6evKULomVt3wrfQQmb3nW3pCyzMX6ohEOfdqGskFlqPmK18Kz2Mpb80XJrUoEFiD1bd2FnIpw5/3xtvzPlun68gOWQoBAZAYPjkdypG/Jw3oT5fJMrQO2r2KkShaT2IFqAW1ggd4sXeyk+xk26y6Ged32uXnzpspvudfTom0oTHE6xpUbdYnw/kinNjjG27kOAx0GRsMAQoTZ6TA0/uXrvXsm+tVmdJsTL49ekdYvdxc3DAZKJaLsm0H5uLKg3t+8z0r/rAiLhCkDaBENmlrfDuiD5VAeOIYYHYTQs091P56c0Z1jlhxLXfIIEDr4tsX8/Cab6dcVJmb//JbbwYzW8aVCMT4UChlPTCFEmUBp61yHgQ4Dw2MAOsJhjRjWzI0y8c0dv2X5QojZy2L/JGTbj1NC47h4RnX19wif5LMJV2lY6k/hwHqat8KCeU9dGpeG47cyW+RWquC5MCiR2oQflrJMcUhk4CCLVB2eSb6vDEVCfQfSQuCPhJBqvxdZ6Sz+8WGpB1rDx2Eu5Fho2aVF8vF5VC/KxHCfAG6vFiHM9zKuXr0u+PXtEQZs4qhjnG5OyxBcyb0YZ98xEW6BUOg1fXCjbr+clxWlcx0GOgwMj4E2gTeohFSZGJR2mHi4ZF2oDpNv1aVJBH+0vaJEwBTXVHk3DNKViVJ40e+L7fuod5LPFaFIBBJBrmlhJX5bcUMSBnprUkWw5YKTA6SxjlNn2W5o7TcwQVwTzq2VjRxRGzgj5/cMXGN9P792ul7EuNWhxSoRARdLGbQaiwRKBL1z9+6CPjy2JZJ0zw4DHQZqGLAv5j4tv72DBRXHxwbDOlHL0voaAixkm02aUh4n2gyOGULLBVq1SCy3NhtQ3jTeuJrC/O6efDlaWbk5GMfkh7yckOO6/3BWXryM6YmccAuzW274SnIIA/YbwOdJE+1kkmqyBQwgEOQKuSM/7TR5ksdZAsLxKK7JkZ+YNIvVFxWQKfxSJrx+Tx9wRblMPJtutoz45X7O/B4JOhATPYKRTmnusl40ks4HSnMTGRTcZcAAqls63OQ+bE29dU88RKD5IPeawFH9NzSiRgFWg74+wFMiaSqKeGjFL+OSxUewg1n6FOIelL+pzC6sw8CqwIARTnNLTagpiucorp465JiVAW3mQjH4SWPZlUyNKbrAHAN1fPcgxvCdM8U8MvqgmnZgSdXkU35rlrJTBqJfdexl4MpXu+dBWqwhGUk0hON7HP1M/GisCMZ6GheW0+k4xtGoyyngANhzmh8CE+NJAkZ6ZkHCX4qpuqJBVwGn7TrGHJE7lDeWlTrXYaDDwOIwAC1yIqqkqtHL4dRXOPSDoN94Rlz3nBAGTCmLfRgohmUfpDWSjP6e1X4pR1EK9az5EZz6FXdJDEk5obW3NYdOQVGxvkwTTVhCY64sXWlNoI0IXjc5egqUnBDGqSnSrS1lKdPwAUfvBk6HOeqvqhUeSneB57j067G+dfJQ90h0pzYCa92zw8DwGIBvVayoQ/LDphrSZQXoO2y+TFacxzQV7imbyuvCRsWAcXdTIGxy2JCd/uZ2y1j6aEiy7EErQpFArvPdBxyz2AoR9UNhEw00pG8Sfg3JxhZUHxCmyPh4yuk4IdQIV+0hsllfjFMnU9VQUXTojJpz60iEx7OWKH+lS7AUPZOv+TWn6kI7DHQY6IcB6L7OR/qlHxRHefwL6uW9StdpCUMy1jRL52/BALgs8Vn68uQKWKebgLFGjLO/W4BZdPCKUCSK1gmp/unvES5y6umZojQTzHROfWmj10RR5hmHj4uySgeAImHTJqQsSFBjeXEi9n0epjQoWZwqIT3pkOlNgr0sewk+4DHQHLb7D+4bjAxqHPABV73+YERpzYTVwx3+emiaq/N3GOgw0ISBUCI4EjhOF8oEZdbpOq0HttC5cWGgyh3bOCJyigl0yIlx1T6uclaIIlGid9hBTLp+V2SbAiETO67nKKZLaIubyJ+yOcXAQDAju7ltEyJmwITVAVi93aXCYWHDImOERhgzUX0oLSg04GaD7qtYL9MaLkAHRmAm4Ck7KHNnYfGSPwGzABWPkgdh1JJ2rx0GOgwMiYGCpoZM35YMvoNLlYdZFVgO6er7yymdWe6T8aq0E+pfxFSTgOpXHXn6XZHtgtvNgyGwozzrMKgLhWLMjgERUpVvUFCXa5pUJL+EeCRA2LInAbPWIyk9fOxK4l15PEVK+OMAE1jm5jZme/fszq7fuGl7Gvbt22MwXrx4Obt7b6GiNESdNsjzlxjswB59lmJxgxQS2ks890tsWO8KSpTFk3zp8bA0rvN3GFg1GEBZ11FJNO9YzrUNluIHvvHuwciogBbRG5x3OGVGWFpYG29pC0/zdv7RMdDUB1FKTLpKWZFrfpFgBp4rwiIB2jg+OLKjd5xWerOqOIiRc9n1pQ0TgBNQIgACRQAHWLa5knoUhJ96bXOl/Cg3KAyxlMBgYpMihGzwKrJQKvCP+LPCDZL8j/JTx5HDh7IDB/brfof57MiRgwbTtes3spdeel7WiWa9M13iCEYTe1rSKvDb5VR41La5jRvsCZPcvn0boeZACb/OdRhY7RiIrx5Dm9B4CBWePTQ8LLJy+ipozN47ghsWfeNNJ0ZoqG/HfxwyiAnYeOsfT2nNkmE8ZY+tFAY8QtaPEJYz9oEVqI9ancrEYgFB8ouLXkjPuwnrgtJaS1l0BKChyJgQZgau5QHxCVMOrK2CASuEKTuPHtrSAnARF0rDUQn6XTu3FUsgwwKD0nLx0pXssm7FjGUJljB27thuisvNm7esqF27dmZvvvVudvPWLfumh10fXt4jU1QXS0Ocwti4QcqBXJ0saJuFq+6Iu7twL9sqhYULa6JOT9X97TDQYQCGYMKjhY/BD9yCOQZcJXUwGYDHdG52MEBvBN+fHahKSFaEIlGCuwhfCz3QKXwI5YFuhkQ4p87eJ6hEUBfClGULGxxiCGvsprfydjNONoQ1gsRuiZBiIasA8CF8z52/mJ3XkkN9aSZtS5PfysJkGhJdiTgNc/jwweySFIz9+/cabA/uPzAYuLiLPE0owcJgipeUHjbCGvPTRVPVDaXAn0DCi/7HFdmc4EgtEknKztthYFVjIIQHz9RBc8YfauFpmsX663Uttpwu3/gwYJf3TaCvxwXhClEkXPCUc9nBzTcNzub3zWkp69EjfUBLQgwzO/sVwplgRLmoSL+IHd8T2epwygoipQaFwJQEKRVsFMXFvQ0oFiHQSff4CcL6ieIf28ewLPES/lAv+yDYI4FVAaXgwsVL2UEtc7Bn4vyFS4ItPW2iysCPBjdt8G+WPNTGzA2mRBBG+8IZDeQNfqA7JNbopt8NWtqYW7vB2nzr1u1I2j07DHQYEAawNrQJdVMkWpYaF4W8YEbK3FkkFoXBxkwJWhvjBwfCSTUWtD+OPp9Vt0IUiXIPwbCIpANBPOtLTQ4ifSTBCKEipFOCxfRfFYNNJYwvjNpSqYtoRtHhWxooOma5UFgsdVi7lIWNWGY9GQMofLgMxYHli/MXLhozeSSF5YaWOcDNnTt3rS5TvPL6iLdNX8IlX/Y0i0Qet0Zh6T6JQidTY1E6sKg8ljVDWoudEOEz6J3rMNBhIMGAad/Je80LH4gJRy1qtFfJKp8OwIlccI1WQJe6DQPjwKZdeSCl0XjtgDHRBsekw1eMIlGRtENiBQXB9jo0pEcI4myfBMqGehxNHIfgfKoPdy2mTitgyD/UQF0oA75XIW7w5Oinf248rAC+P4H4XHlgQFHAmBxCH4yAFt8QqcKFjzhZgnJVrw7YY1mF/SuUsQYLjxzKT12DjvwPtZwEUYTiAd7vaxmlcx0GOgwMjwH4Rn0JcfjcScpCf/BN20lM550iBur8Mq2aZfh+8Wna5fA3T9eXA5IBdaIxI7jCgVgFxGvj0/I0xihQxIMAQwCibIRAtOQKn5QLZSUtH8sC4VGtpdELMMWOXeJMwcnvbLB7HnpEe1rqEvw0PwcGWMzqkb8XpebwAJMtv6grihMZShubOIv0qUdpUYwC5xDI/PzmNEXn7zCw6jHgfAA09PIjaAbaS3ni0AjL2WYT+3Q+1Fvf0GV3CReJAZ9QtmVO+zn1t6WfdviKUCRiWCP0w2FiH4jQPnoGeSFGhOTYdj4HcH2eqfWBdvGOUI2fZUXQoijJscSBvhDwovTgJ6/FWarl+QPshj/1BUqBMT6BgrWHNb1+Dvir/dens/oV1MV1GPiIYsB4hag8pS2aCt3A/9brorh0qXFoNIj44DfGWKxAz2lKhOoLugx6HrrcLuGiMRDcL571grjFNJTHsOTW0yzneymZlxOKQXVr4DOoGeDMxEdyA5JDiD0EM2odIwHkykN8gAvLSnykqxCuEHq+3ILGgMUCZmJCW8oP6WbJgT+OgAYD8g2ivVASEqHRn7PUjg6WDgMrCQMIlrFOgsQrseKmLug1Dev8k8NAHd/RG/023k4OmuFLXhmKRC5+EFT2G6J9dEC/K7IpgkuuQkBXisSMz2+CzgSpykeJwKG7hHJBHHABf8z4PY1/YyMG14RBNLja/gR2YkaEpQR42P+AxozfFYqyBOCOH4RBGzvXYaDDQH8MoDA0OYQ+R6fb4pvyWFgwkHqCIOp6ePe+rBhwS4R/awN+GxO2ZQWqVnnzCK0lmoXXcoy3UUEVStKzEQlB3Ob8Eig+0Vrdc2odNUmrhMq2i5vyOhgoCGKztqh5IZwD9ni6sGYvhe9bKDbgUE7919boMYcDG3j0Ae7HlFAg6KVoR1RJn1g/ClbORfMND5jhRm647FyHgQ4DFQyE9ZV9UnXhAc/g5zPVcbLxktNWgOlelg0D9DN3hsBP6zx12YCqVVyVoLXIWXllaMfphY0bN2brNOO9/3CI2WwhuXpbQocg8Himt1qS0gT3hKf7MRsP6wODBen79LGsEfrHHgOuxEbJAU4GEic5OFbJO+n5kBZC2Dae1prIRVtRRy1qya/g57FdmOWfdOcdmGgLuOR5X8dB2xSEDes3GGMExezzeKA8nesw0GGgigFoPVUgYsJDGHzLj6m7la+ac8AbfBFNv+4srCminrB7nzYGmpTJacPQr77ZVyQ06M38z+CXg4hS4vLQlr99aCKELIIvtDxTIFQUQprZv9nnW4peajAClNm4KRKqa43M/DCKqNu+q6FKTEDbU5sZqVRpSUPa+flN2bb7W03hICp1N27ezBbuTaoNbhWhPuDDcREVuMTSwlHOuCrbIpM/7PGy/tMzFKC+JzySvJ23w8BqxgB0jxuJBzYhrI0vmoJhf5pydWHTwACzK6zLiQvLMzx/aNmX5J+Gd8YVCROdFTzwPYe6BaGSIHmx7qj2SRGLAOcflyM9zG+1jE6auEXCp+IaMPlHuR77dd1YHNYhaQ02gaoBtU7w3b9335QdTJ2siXIq4pGENpdFXblytYC/aJw8Nluhngm4tFQGN/jCAoJ9ASUCvGKRQLmo0YTgyq0Q6sc7iuRbG53rMNBhYDAGgj8NTjkgBQTcwBedVhsiBhTXRU8WA/Q7cooJb30MrB3n7aZLaMY4F9eWAEZ7VoQSZvSwILC0MczxF8gBJLfd/EaHMBNGieCoZVglgMQ0f6eqdsCWGIPFgx93L3DigZMZwIwygZJjg0bvwAesvKMcGB70NGVCebntkrD6L71Vcomg9s2ORQJFgoEOnOx7gEtxnXdd4QOlwabWS8nYNDdnZcdMq29FXWSHgVWOASZR0BjKO47v7rDMWxDVkPiBj0Cz8JnU8VoPq8Yn6ZW4X9o032r2Jxjri4b+6dwKj6ywSa5KYpKGg6fOgpt5RQLBevfuguEKZKNYDOtAenyGt54Hc1EQJXXETZek87XH4euplz3MO/2/XvseIN4YHCFQfT+ENoryIS8lQHEKoQzM8RuZgwwD2CLToNDAWLBEcEadfQ8bYHKJo61gFQUOiwppcVhdZoQeDJ7uT4eBWcVASfsIERZHF+e8nNHyTpYjjgbLSkk9fP+0YFcFuLLgk7OQEfTfLLnZXtqo4ZZZ9mjr6bUCEsyjPNAZXKMdu6Mj2k9P+NFLwug8t1jwoa/84iX1I9YO71A0/FLLJ4z05EO4Ynng2xI4NlCx0xrlgNk8dZGedDFLeKwNl4RhqWDJ4KE+I85RVZQKlBzSUrbXbcUu+x8UM+AGNtpO22i3483Bi6HPaRo06rn8tAb7QTrXYaDDQH8MBL3zhH7gYYt1IlPYSY+LOnoiuoCJYqBNJSTcZYm4JzJhRvdJzLYisYSug0YGCVvi+Yfw27tnV3b5yjWzeGAR2DI/b3sQAGHnzu3Z/r17zGrBp7v5UqX6NDt86IB1Mvn5aNXlfL8CZv5dO3dk+5RnQfsb+AjWnbt3rR5m6XxNk7jrN25kly5fNYvLpk1zpmDcya0vO3dsz+7du2fCGEFrpzjyr29C7CxlPLVPjy8BSWPMiuLAgAcuV4hgVA2cSnUGMUQ0/dC5DgMdBvpjIMzZkcr41xJoBx4WNBhlYvFtE2qRpnsuEgMxkxohOzyVJSzra3XYrCp6H2kOzox4kAUDYYfwO/bs4WzP7l0mzCFYFAuOLx7YvzfbvnU+O37iRHb27LnsyKH92Y4d29Sxa7VRcHN29erV7PLly1rv32jKAUrIs0cPK+/67N333s8uXdKnuFXGzu3bbU/AESkfT58+zt546y19UfNO9vyxI7avgG9NbN++zfYaUOeundukhNwTpfuoA068WCbwz7LwZbA30Qzwh2pRxuOLUG9r97fDQIeBEgMI/LozGluiYKkrEdTRTLn12rv3xWAA3LYpAs7dG0pV38Pz2RsIz49JWEPKZQ1aERaJEPajYiqWDdry0XnMnukgPpO9TQpD5HIHAAAzYUlEQVTDrdu3i+UGlhZ279qRvfn2e2aqZxBcuHg5m9+8OVtYuKdBgTWDPRW+r8KWXuTfLOvCO2fO6QQD+wAe6U78DVIStpoCgHJz4eJVU16uXruRzWnDIdYHHJYMlJAHD+5nJ0+ftfJZ1mDjIjN+9hKgGNmga+ICbQ0dMpz2oQjZZqzcbGqasPDDEtAgeY9ChjNigQAaOCBBwaw82pdrhgSxS9ZhYNVjwOlUvECYYMbaRGeLRRK8JehzsWV0+fphgF5r0AwttDkcHhz3SOCnz8MhBpCPy+1WhEUCRMWGRBCGVgZC+znvEpNazckUZZ++VtmUz16E27IQ7Nu7u/hglu9jeGxxrEeyDwIFAmFL/VtkRXjpxeeyV15+ITt0cL9tHiSOkxacwgBmhCtLFJxQQFFAIYjdt5R38+ZtK4fyDu7fp/p3KV+mOtljoL0EWgqJtgNDLB34htDmpi0mlPrBK4rM4YMHTQOm/QcP7MuOHjmU7AcZXDowMrYD7kqOfMzzoP0wrbaTNZV83UuHgQ4DBQYQJkww4o6BImJIT5vwaRZlQxbaJRsCA30w3CeKgkPupYoEs7tGPjsEJONM0l8aj7OmJZaF4GQ2j+NUwCAt3AVV8xXZCHPUebTvMBUh+M7L2gBx7t292+pBIJrSkJ/woM45WRvYcImiwD0OP33znezHr/00e/31t7ItuhOBNHb1c6LozG2cMyWDDrf1LpuWc030GlvOQIHhiOtFLYN8/wev2mkOllYQssBKPoQ6TzZrAvO4HWV+/JWXstu37xr8KEYH9ZvXXhEUoxdfeM4sIv3q5WQJy0LACQ541h398vCh7poQwlFe6APrj3rC7r3DQIcBwwC8CQedwF9CoOjFrYcNdOY5Rv+bV2UZqasu29L40Uv3HJjqKTuc1ZO8R/hSn1EH+FvMfjLaGgqXQVuCvCjQKCvKqxSgcsG0xTXgwawRwhn9Xs/PZAw+utxu/BJpUi3y0TBS6TboG0Z+XD/N0kdcz4zSwIyfJYUXnz8qTX+dxV29dj07evhgduXqdeuwXTt2ZJe1L8JPJDxjyxzc4rh12xaDDeHJZkwsCyxdoJiwrMHFUVzWhLLBRsvbWkLZvHmT7a04d/6CllW2ZPe0FAK457Q589kjh836AXx3ZQWJ458sn7CAgKDevm2bwdkksPshisEIjDf1i4FJ+y9cuGRLO+zX4H3/vr3ZBx+eMIXp57/4uezEydN2fXdT2Sg6WHX8YiqUBZ00qRGFvaqB63S1N4QD3Cwf+d0TXmpDdzVV14V1GFh1GAiBUSxniFiwqtbpbBjEeB4EWzV1r+pQjbcZmGh3Kc6EZlJAwB+8KIlakjfKtSmj2jky1CAn52FlWUsCqSEzHYAmIYVAdTXBiCUbPgkMVWuEstWUsoYKphK0chSJEdFBh5gGJ42t7h7llzzRgRAnP6wCUBXC/sTJM9nu3TtNKJ6XcD2wb0/2gjZF0suc2mA5AocgfE6bNCGAm7du6XTGZZu9nzl3Qac8dptCwlg8deas8tyxdOQ/duSgytxtVooLFy+ZAsOs/9Gj21JetPSh38lTp02Qnzh1xgYXM332S2DRQLnglAiCHavGqA5476mdRiQAKEfYtes3bBkDxei0NpYe0FILbcRqgMtpyvz1PygOpGODKjg0eBWWurwqwf8gm1urUyqy9JCH9OGAY9zLNlF29+wwsKIwkLMu6C6sEPFEoDCZgXctVsgFPaY4gf76lzc6v0nLX81+8NqL2xKf4B4mW4aYyMn72K0O9H+UYWOhH1OeIrJXnCLBzBdhOowzIdhALb5XwTcGkgaCvHjpSrF8cPvOgo5r3jPhSj2nzp6XMnDOq9QMQBESf1n2hjZhmkd+OpeBQPgTCcaTp8+ZdcOHQp5M8fd0HPTt944rFSl9YJHv+o2b9m6bHQUP9Z8+e8GUDEWY0sHzwRP/NgjjB0sFpYzsVB8uzcugfEnLF1tlGTkjJQIGxXHW3TrJskmWk9u3tfwiuNocezlQJmgfsD0QDtCWmxxKBvjCAsT+iDmdeOlch4EOA1UMsEeqEC6iF2gmhIj5c/5RzTXcm5U7XFJL5em7jZgjoKwnqUkHMd3owyJB8GOxy2aOmdkErbBE5Rnh0bNyRfZwErlo8XQ9IeiKQd+G5Raw7IRD3klpkrhUCiUCAcoNkuiBsXyAALRZceQNQCgkubshoi04eUmTV8W13pJ0Pmo0vBQWgyRgoEyuxGVoMcvHAkF62vRYa6XjvsIJpnV3YcE2gnLUCMXh7LnzxZHYd9770D4OxuBtctxSyaBGicCt19JL094HdAtwjQszHet8nesw0GGgGQNMnhA+PFOHNbKNHtN0o/rhR6mw4x0KDbodtbzVnN7xlmOg8tKCFeRDMNE8Cdwy+iPlqT4uWsqZcvBMKxLggkEM8sLcDUIDqYNwxV4IlIW6w6Tu4a48UB4GfJ7Uh8WDOun3SToGCHU9lJWBPQkxgGAORrwMKkGBkE7TTgImLr06fuJUT9GntGcknOFezAvYKk6vKEDA/cwaDSkBmw74NC06A7jn+ybhWLLJdYsI6p4dBjoMJBgIZSJ4REQxEQqFPMKGeaKEOI8ZJjVpoHm4UOdGwcBSMcZ+Mr6n4pbeNTa5pN+w6s6SK7n5LEFVgwXExRXTEM3QWnguiNPiIAcsEuyERaChbLgAlILCdFkOodgjLC1mvH8cFp0gCZcLaGtfqpUqHHiACxiHbn+UO8YnIJrSk5cJDt0Eyz0Y5QeE6swtJSjSq0H670pe+cnxNNUYge6K6jCwAjEADTVNmuAFbYr6sM3ECggt110EUcc0eGC9/o/yu03EUr4+TGPFEuGPKIxYpe/mNyTHuPDTjOO2Tw8DWDXNilAkTAsXQu2WyhFkDUIuNZsbYar9CGI+0mWEIsohnRGOiCs6qIqmCb41DCyzhgimJod5ceow5oAYkxGDYad4OPY54GhGqmCwYbRJmaD7An4YGWWi2LmzGnJ/9+gwsLoxwOSpLszZ2R/8CgsBtBT0NAq2KmwnIbuUvablwndwxiebNJCWylN69wJaEk4juGhn4WmotSEuV6qi7aSIX0MBrUGev5mvt2UC794PbEq/b8oE5QRvZSyk/LitnEmHlxJh0jUtoXyOPHLSAu1rlONOTmSlQc43aZYfQaE8OsWcRnxKOEsAd/is1N+iMBSFiOK50TIcAycV2BE+rSc4imUJZ2gQBndn+BWubXCkhMcySqDd0ys274a2/F14h4HVhgEuroM/pRZIBAgX3DEzxfmFVFguhmPlCHY/6eWKgRWiP8EHoWmna7/oyMJNG4BEnV8SFunJb+95QU7GNWIOrcWIvpY3zzeJh7ejZC3AL2BNjgBztJO6K20wOB0iC9d7+qSMym8A8NF8krklqIafPvnpe37k4MoAPskA/wcewlE03Do1fJl9qlt01HCjb9HFjzejjWeZ9ocV+Fze1Epg4J0BoocpHOqQ5XQI59AyMWMVbQTGGdqM6BhLMeX7TLhQK9WMIZ6iDUnydLjn/MnMdsuM/gTCztthYDYwwFIhNIXACN6AAGGJE6HCxW5Oc8bM0OeX5ExYSpHwq/7zPWMqUVXaD6GFM7pOpSOBxqekhMhCSTkhpBGc+KtOBUZ+Cp+Qc/4D8KqA+oARr70iR1xAp3wKf/pOvgiLJ+Aarigv/xHW7obrGMNvjhfqMgUiL5+J9PXr13WNwE1THBgbdlBAuMW67q1qh2DSMeVUd9I1LbZ8ITI2WlIEt0RyImAY13Zqg7wxKDAVxrHG4bp7mJpHT8OANCd46oS3nBaIektssOeBwMyxT77DAfh5CyyWd9oRDDDKgU4iXdqvHr+cPRAQds8OA7OBARQG+8aNwIGO+IUSYWvlCkfY2AVvZpGIJcLFwQ9PXKtJTMVByEaWLlCpr8cpX1hWjb6VxQSsJZRComfwWxfeOiWncp9G4p4CxxdAvaYMAEPATpi9OzejTaSzC6GS9Jao4Q9ts3Ib4pqCCt7eFJmGAWr6bm+u/NzSPUVnz57VJYULVjcyARhsXES7Knmn+1IbNdOtfKjabBw4eukQOn3tkIhzrbiuDXutCDE6AiXCOpr3pNyv/x9/pwLev/IXf7PyPu4XU3pyEdsrYMdd22LLcw08chtTUdeAP3D9RJsot2zZYut40GNdiSCfkopgvYRGphSFd88OA6saA/5VYmb44WKnPsLk2rVr2f4DBzTJ0oxUp55i43KkXewzaDkEJU/fEy0+Kf5Yn+RQj/FPpYv9G4QZ7TNTVrjxBniEfsDpFo9S2cjZAdnG6uA1qsWYDrALkEKpAGaDQ/CtycNJbTyJjApvc9bePNKrsL8W4jyxmtdwqDIpEkWqrWiDCXhUEn7w9gwKpGC/du1qdvr0aVvW2q4vSXNEn3jScapjuV2DerncIFXrR8CihVddtaMsriGI9cP/7r/5r6pZ8zeS/5//2/9ig59LoFJXVyLSuNXt1yBPlC02WnIrJU+u+05vs2SAt+0sjwupmpjS6sZv1/oOAzkGctnk81EPQ0ghoKGtGzduZHe5jVdih3d+ODsmar7mP6XIa45H6FEP+yh8aVhPMUsThsrCk58FFkUoTH7KrpdvYYKNeBQNyvYjq7RFfrVnUo4TbjZjVx3RFoQyMEQbDO4cvmqb2qEKHDQ9KSPQE/GUVNRpxVJr4tLXvB89FrytyRa0J+bcuXO2PyKUB8qmTGSjn2isYz4pfwreFWCR8MHQDxdoZ2lfRNr/+r/8z43A/of//m/YwPmdv/xXLOpP/uhv2TsvKBM4LA5//+/9cUGQFpj8CeVi0paJpMrZ82qQp8I/mBpmNj7Djtu+fZvtLmag23HQWiuwRhBHh8FIOtdhoMNAMwagNdbFc5OAJUIIs6yBReKavgNEGsJQzvnOTQiaokQEE/SWuJBV0GEoIEW0kWaeXgkr4iky5okjL0+baSscZSGUBwSd5Vd88I0owgS7Xnh/+nRpSzIF7IXH4ecvsD2j23PhN7zTZuM/eRxw4wwX7OfQNy8sLE9vkX3+UKYylCmsgf6eYg84+PXwPNKTXD+DDQWO8vQfuLHgXLx4Mbt29Yp47B2bnMFv+bFPhj0TfDLBqi2hmLpv9hWJHCU2OKvDui+yUCLC0YG4/+lv/YF1Zj2cdxSFSBfx8SQ8Bl8oFBEXz1WhYGiAp8tKDGaWM7BGcMaZge+3cToBPxRj26BbOVPHvtEHD+5nG/VZ9UeyZHSfEE+x0/k7DJQYgO+cP38+eyh62Z1/kRg+xNIGwuXS5UtSIOYUrwvtdMJDVGcC23gVPM/kkQt2j3M+5pdReT2k5UddmPo5UUU+srfxQ3ISx7IwM2Z/L63GKA0IY5ZdgmV7PRKOaz09f50r+4QCv4VZvb6cQx2hgFgl8afGhyKYJ/WSjzY6HLQPZSF4OPiwSmiEbgj2uuBlthxjZZQ4Cfz4NQK+tE49/ZzlSRLQNhSC2DiLYuhKlmIcHZbalDASK8yD/cgn/X/69Enr87m5TeK3m/VZgTnbM8HHF9Plr6TaqXpXjiKhwWmdmSA+MIXw2qhNmBpf5kKJYEDxCxd+OrqfIz7S8mSjyzZ9abOfSxUMUypURtRiECRw9CtnYnEJPNQR7avUl6dpgjdwlhI2S0Jo2CxhoEREGsrEzzdN6g6LBGt6YGcdFolAUj1h995hYBVjABqEZWC6/va3v529/PLL2c/8zM+YlQ/axSpx6uTJbO++/UZnmPHXPC1pjlVzlPx7Ujo2bZ63su4t3M3WyMy/fl3ybRvRH7RoywCiYay7CNR0uTeWIukO6B3a5jr8R7HkDA0b0yBF6kUR4PtCCx7R8nfTps3GBji5hrBN+UZSbJF7WJbBjcA4T28NLcrgKgB4mV1IqPZYOj03z8+X6SM10TVAsAZ4kO9lseV3BbAPhEkVZZtc0rH4e/fv2TunbMKV4sAtJukel7DqoCzAI8+eOWNLyM8//0J28OAByaLt2be+9a3sJz/5SfalL/2C9q4s/x6JXk4fLZ2hJ4Rjgk/PVFj9jb/2Vw3K//Q/+6vZX/v90gIRoEfautBM30nDezzJG/GE8eunRBCf5sEfSgVxv/6v/7bvULZU1T9WD3VUgytvAVslUC82iPPRGDDU08R7lJGms13Wef5IBxxhcjQ9PYknHBdlEEW57I/g6CfvKcMhDpMbjCl1pOMoU2j/RZw3qHjtPB0GVjMGTHaJWDildvPG9ezrX/+6zUi/+MUvZj/7sz9rlgruk0BII9w3b9poNOg44/s8Wu5VIczGEczQJrNZniyFIKw26mN50DPvGyXwmKnDFzi5YWnQ+s218ygjW6UxeOFK+n9XCkuxeTwSKA3lFy7x3rnjX1MmnprcquCWgiL9IjxWntq/aZMspppsorCYc2AdaAVE64K3wZsQ4kVa9/nfBG4CqAOLgG3eJ0D4ZM8CigVJmWTxjvXGrLUKxI9Swf4yrLMoPAt39aFILV3s3LnT+0B9yiZaFLZPfOLjVg7LGMePH8/efOMNfYX6gvUly8cPksuRAWE53MwrEi6sdAEHHWamMu/J/+Q/+g8KfP23f/33zR9pIQIc5iM0Q8LbXMTFMwYT6SOsLe+gNOT/v7QHw5SJgijz0gQS8YxpqxNP3UUaOAIu0tAc5Y1Wteb3ZJbW00cOG+/5HwouHZqxEbOCytTStEUM5lj3ZC1RRkEmJL7UwcYfqhHxP/X1yLLEmk9tYLZDHYbfvBL61rT6WvLutcPAqsSA6AS65vjnDgmX4ydOZt/4xjey7373uxnKxK/+6q9mx44dy85otso+CvYo8bVeX2J8JpvXzJofSgR8EIHDz8zrElKUjTkfd18KyZ1MM2zxlAhLcW6cRnQafBWS9aWUkkfAmrjPwO6RMM6BWf6B07QyUAblI1hJywTE+Ln8NtlQnK31i1/jqIN0S3PiMsavWK6RXz9wQTtsKUN+3knDMfYNUr4CBygT+KubQYEIyNwRX75FaPmkDOq0dmvyhMWFennn68j3pURwAzB8kzDSYmVav35t9uyx57IjRw5nhw4dkhXiYPb+++9nf/qn/0CKxAnVuUZfad5qsGNRuZ9fTlbWPH3fzCsShhIGooQXP4bXl37+C42YojNS0zsdw6/JRQfX4ygD15SvKSzyR754jzII//v/+x9lv/6v/ZaXCUwWyXoh63l6iTDzauART4QScvwnWhCKkQVEHqWjDis1Elp+iijbYrAXuFC4R5Gyx5GvTiKpRcLqW+NEgiZuxCk47RsaPaVVAwDJ1xu9iRELgcEMA+YI754dBlYnBtbYrHi9PtqE8N+hI3+btDa+VcerD+rY59GjRwshw36J13/6hvZMXBYtytJgGy85TaXZcC6YoX8UCWbl6bJFyQeqFA8rCZ7htwozwXCXsg74DmzFj3a6olBYI/L0wICCE459GCgRIWiZaeNoZxzHD1blLCytMUoZ/IQvUQe8hbbwC3ywNyuWUmj5IykRWHhwWEQQ0KS/By90IKoVCiQ+Npjua6inQ0lQZmsrnwGgb4CJcCZNLD2tX7/B6iEvv7lNc/Y8cfzD7MzpU9l7772X7du3z5SJ3/iN39Dx+q3ZlStXTKH84IMPsgP7D2TXb3xQhW0Z3mZfkaAjsCr0QY4NeMXTSZjuwoX2F++ki86OZ8TFM8pqi28Lj/zpk7RRJydCcP/OX/5dI+gIp2HeNhfIsT5G3sgfZdK+IIR4QsgQQr2tXi4le5uJjxkAcXbRjVds+dMNO8DGP/43ujwckyowhVv3TDmcyF/V5sviMJ2qCs+bl6Xm2myFWcwoOI66u2eHgY8aBqBDBNoubbRkc/ILzz+fHdDslBn8GzJvv/vuuyYoOcFxWUoE9Mg9LsEbePIzPiJ6xA99YV0MngHOoD3okXRYCuBI0DX7nhB+UC5KCT6sDtTz+JHzZNJhlcTSUEwkVB5LLjl7US6VmMOBH2WhybHnwgS/4uGDOIOpJX1TGWlYKgvS8NSPdQI8b9KyD5M2c8F74W0lcmwfScnFwBnLQigqbC4tLTxRvitK8Dkvl6KsL9Q02rcWK4gsRn4V+hMpgLrc78GClcceGKw+ly5dzH74wx/IanQ/26YTcc9rnwT3SFy4cEGbLc9ku/fsqeA56p72s+T80655yPoYjMxg6QD+oUV+/4c/ktnniJVAB/Ibl6OeNtcUF3VHHE+0zfreADRyZgT/8//4N614/P/F7/91G2QIdYi7noeyovwUJkB0EyYa7lrz26e4FQH0zCBgAAxkG6TCXwh8S6FEpniAUflZiwsrAfUYUzCG4rXSHlu20CvpYUiU77AF7qk5/wKonsTBcJocBLK2tkGI8u9pHTPWEZvydWEdBlYPBtikqCUHWelYujh96lTGDBS+sUfCA16xf//+7ICsE9A5pzqgOcJDeeCJI9zoW6SKH7M69O88wBV6qBgBD1+B79geKi1gPnni9P1Q4et04mLh7j3VsV77IO57OtJaep95m5IiVnDt+lVjFqY0KN4mMmZRBiImh56PN3OqJj0RFsE8nbOkIblfEdQNL4o9CrSvdKWfYOIoC8tH3DHBhAeZsmvnLhIUfJIySL9BFoNNOpWmakz4ExZ4JfDRQ8dxqEamgJFGcetzqwbKIBWTl3jCn2rCq1dzzptdbmzfsdPS0c84eDGb/S/rhA7Kw7e/9U3dJ3HNFDr6+pOfxNpiSZf1z8wrEmBHQ84HqzoHs9MXPv9ZJwJ7dyyiwbFBBkIoNsqMiFo6GgcB00kcs8Jx3AZCoFPRchGs/HAhoO1FfxjYpOMZZeCP/FEHxP8f/4e/l33z2//MZgkQEYMbsyTEh8bKgCVd6lAMzNRInAYklgTW2qjDnB7k90HrhH/j1k1LR5ilUlo7g57nCcKIMozBKI5oiBRTHE9nCq5IUBbwYqYkHEZDOWj1tL8ON7BRNyh2nIFrg4Yoq4t8AYsFdn86DKxSDEB70AIWhpdefNF4GrwH2oEfQX+8w6tIB83CkwgPZ/RofMX3ALBxDzqGzqFP8kc5Rs/KS3jQIGHUx5M8sUfCTP8SvoSHI0/AQTxme/ICFy7i0vTBbyKM8p03RIg/yRvwVWP8jTyD0qSw4icPbcUfT0rDH65eZ/Bw4qNdPOMXMNCuCCMtViAsOoTdv++ywf33iS7wSFi8By7oUyZXLEkdPqw9EwcPmRLhE8m1tuRx9ca7lm85/6wIRQIE2c5YDSg0tRhsCOpYX4Pg0NzoRAQSHYGfgUEHxaBNn3QG+UjPjlnKIy3hhEVajvoQRln4IV78DJxIw6DDH3XR+SEYydvm7ssESLrHyk95vIcZEAXK7tEncy53qQNtd5OUJmbxGzesy+Y3V09GWF1GIH7E6fDjA54/gIBJqQxc4Ae42T2Mhn7n7h0bvPdkTmPmcFlrctRLFhgRR6doE5o6+VjHJQ+DnjS0R9ThypZXo5agcWOJYLOTjqDJjIdJkPrp0507d5jGbeuH5E+UDAO0+9NhYJVhABp7UUrEZ37mU0Y7G0Qz8Ah4EBMn+B3LGrwz6eEH3+EHLQYPIw/OeZVbEikLHgl/gR7dv67gr0GX0CbHtdlT4LNkF7zQL0uXdUFMPSgS8Ctm/m6V9EkHcUyQYr8V7wWZW3ovGziDx1sSvVNP3dUFfT2ed/gTDr4UlTkeeM/L1MMtMISVjnTBz/GDRy79ohzC2fcAnh9wrFN9RTw8kzAUB/qPfDxRJshHmiiTcBy4h1/CG8Exp0z8qT0x2lS5bdtWeyKr2Cdj3zcSj4Q309c/fes9sudttCKn/mfmFQk6ApP3VZn3jh49YjuMmVdDNHzEBOsDAwqiopNs4KtjUAxSFwMhwiAUdjXbzXEKJJ4yKAtFgYGMn47iUhjieWcQQMQQKelMaCo/caxdMYjCUQeOvLgdO3aY4gOc4c6fOy84Njs9kcwGxNPszu072nizSXXd8R26Kh/LoB42KK/rSTnUR911h0IQdGIMQDAAe+Es2gkcHGLCY6YDLFvmN6kuKUmqcH0+CwqmRBkLIpabN29Z29lpTe1bt24pcMiVrntZu1Od4O/6DVlEBCvvwEs8+XYJH8AOsUDIN9TH81vmjUBylBXgdp4OA6sOA6INJjd79+61CQ/tZ6lj7dpL2VXdanlbPOKmLiSCFuFdCKbbsj5CX9Cp05xbKPE/keALhzCH9lxg6ykLA4IfYiYMnkE8Qm4tGz4VZkwKvqFwhBnPmJBQbvC5qIMn9YaDT5CHX7OLuGbFoTlPW6jDXuwLa0uWh9M+u4xL78AHPmgPv5SXwqdsmShXCijfJrl6cjEY7cVSC+9kzwgnYkiP4nV/gc2ckV/1KJ3VZX3B0o7f3zGnS/w4QcIyB3tSsPhu0DHgPdrHsU9jYffuPdYfyKHzWu4wxc24sMuZAU2dSPTMKxK0+sH9hyKYOxrQrjGfOXvOTDqhRJAGpLJmyDoSBIVQDCtFmP/oNDqaQYNgZLfzW2+/a5tc9u7dY9o9CgpEeULHrRhEu3btNIWDvKY5Upkcd0tQX7jXf/qm1g0v2uunP/WJCLbd1PHC7lvWN3GsaX7jn34r26Jy/GKXfBDoUhkcmidjY37eBfTjiNbTFANL5YIebzNpVkPFD3KHfYA8mEfXmRZ99ep1L0NZUCowTcKMbt++ZTAw6IEZprZVisYOackwOSNApTt/4aJZNCAYUwqkPKBI0QcoBxAUOGSX8pWrfkwtiOjgwf3ZhzrWxFG2C5eumAUkIO2eHQZWKwawzt0RX8O9+eZb2Y9ffS174803RWePTHmAr6FYwO8QOCjfzIThcfjDGbUrwAS9wp32FQt7iHfRZuqgTXN64uctlAb8EW/V5H/s4bmKv1Zn8dbroSzg8xp645cSUrF8DCjI4CiQJmjE7wxR5COy7sqGFzGmROT48mi3QJAAPkm8O8eU4zAvXI958XzkD6hHqXNLkBQ+wbJesm+HNlvyCYIjWuJ45ZWXZan6tMHoY6QJ+3l1U3is+eIv/vLyQjBEI0H4IQmbr/0Lv5wde/aIXQ1748Zt09o4J42WBrI3oGhIkGFyQlFAY7+riz4YzPzbqRkwbl4meeIRlBAjO54vX9HRKXUeQhqCQYDT+f0cHT66a8s0vW6gpttSljhKxOBGCUPgNzt9KlxWiSuXr+QEBWORMmO4zk/ICF8odShd3DCKwrcg7ZslEZ7BTPBzAQv0ilUJ9nH0yCGt/R3Kfvzj1yzsBz96VWfmzyiucx0GVjcG4Hv/3r/7O7qUan32t//2H2UPxK/07W3xumf0wa67xusQwEFfYmDiWWuNpzmRubkcPhZpgu/VMUuZ0LSb7iPWqZAJVCgO7NEiHQ4+CQ81Z0n7UW3wPdLg75fWi1yuv+CifuKsgKXejDwCqwS4YN8aS79YXs0SIfkEzuGJTLDgpfQFuIsN7Gbh0DsTM9J6X/nyji/1ysqdx2NFf/DgXrZedbz04nPZr/zK17K/+/e+nh0/rolvAeT0PSvCIsGg47KVN956R+aje9oRfMNMPdf1BbyDB/bLYqGlCJmiHkgpWKeOwxoB4tHedku4oa0v6LY1dhSzHHJXWh9+N1/5Bsddu3Yb9jETIeJss6PK8HETA9/fiF+8C0JKS1hKeWk5w/lhPrSXwW5HxrQsUXEBooGlXd4y2W0VLoNpkQeFi0EPRlimQJP+8MMbthxDHHs4tmiZxNbzhGvSQkRBKKzt7tix3Qjqvfc/tHXAU6fPZNekIE4XG5WWdy8dBmYGA9AWdwa88rGXsn/pa/+iffHz8uWrtlQIzUG/nMDAIuFHCP1yKReCWkZkQiXak4SrtOkZCaEmZ3uWJAghQKdB/2tLquKFvJkFkoDcFZOtMshiaq8KixDnoa5M4Cc8wixrkjbeF/usl9teTpEy99jG8gpcDmeRrlYUkiLwCs5RRvisCAoDyl3cgRSKmmMjcOKX9LEMTAiyB6XCJmzipRs3blfpwr/K3bNvT7ZNS8EsJW+XNRuLFPsEy5JqgE3ptXlETanyYatRX9i+AASOsCnhxGY9bWrRWear127I5L7LNh2CWDrglpZBGKAoBZjuWfvCMoHZj5kzgg5lAmEHTUAMCDjysJmQXkErRHDiCHqimQBxaOZonjY4IC6Ayx2au5dDQBkOoZAvTRt5/On1eJ7wV1OUb2m5ZeioPpiQu2hlUkKAEE+LAp/CgxDmx0ux1jC8IQItZ2gZY52WLbAQOa79shVwhoXoxo1bYoA3bLYEnraJEDihsiBrCB+luaG13p/89C0jigSSztthYNViANpiP9IXvvCz2Vd+6ZdsQzM8CyWcz0pflpWQ5VnoCgsFCgXXU/tmTCyxoI4/TshPxP+cD2mdXmv6OKifsLnNW+2ZJzVeFTyQfVKkYbLgDl5YPbUB32M5NOILS4UFVBhJgJNX5fy0yi/JlOaxhnjRTeUlMakXPu/O+bRNEo1nxxJDmZoaNmtPWjuP9rTIF3cOE1DiQ7aAAzt1l1snSEd5C3d14ZYSsVSxQVeR39FyMafb1ib37tDc7bKYY+2Bz3LCZouWhNk/hiV93769duXBrl27bIkdCzL1fe8HP8xuaI8MeRJRRNVTdStCkQiMXNH5WQbwKy+/YMsTDx6ya/aREZSb3C4Y8hlAzITndJc8mwchPtbr0an5WhqCDKSj1eNIT9q4jAVh+VSKQ3kDnEyE1lGsefkAQmA6sbiCgH+jNsnQuSyzOJ16WuoAbj8+6SYrlhQIs3UzjQIVb4POCJ1Rp/9FfJ7f19gsJUUuwZVweSGhJGECdSKjbgjP90r4miv127KPndYgXWygdCKCaM5fkHasJ+mYGYFncEO7UAD37Dogi5Hu/Bf+WFKC6QkT2iNxOrtw8bLlXULDuqwdBj4iGIBG1+hq5A9ss/e8PryFsGBDHwLdeYF/lpp7CZgwPXrEXQ/6toR4GRv2UCygOxz0DA+E18WTMOOVUhTws8GPEwPQLWkQelgROeFBOQgv0sMXsEraiTIvvqjH6DxXPKJu6k/9CGN4AmVTT5OL9C7Yg+f5M+Ka8qVhnjcNcX8aHn5m9pt0qyTLvOHgXTBi0kQ6nmzkj6ULvpkBz6c9hBHHcjnWBfDPE5lBOtIQt3OH9sUpTzjyIZNY9l2rz5jTB3w8DMWGG0050Qbu6SPKx+KOIkl5P9JSMHA6rFHi9J8rSpEAW5ekhdNBzx87mj179JD2R+xG5oq4dJJA6/7WQQpg1kynM1g3bfJNlnQoegDLJOyfQKDRAdAanYI2yUkJTEs4CMic3gmjPAYxisIDlU9mCAuiJi+D0QjS9mn4FzFjIIY2bOZ9aawoInxGG43D6qN87agkv52YoC75iQea8FtjLcRBq/9VMQYTJjTK4gfc/IAT5QjTG2tsKF+lcxwx8CHuIFbSgkvwSlm3NZAvKxMDH4Zg5aps4KJsiADHLW0oEzA01gYBmSd4vnH9mu0sx1LBJtqz5y9lp06ftbIsc/enw8AqwgA01OyeZidOns6+853v2j4JTNjQNRMWaBmaRKlA+BHOrJiyCMeP0MJyCs254PP7GEJ4s5bPyQJ4EnxMmX0CINqGvgmLn/E9mItchJEGnoCjTPzBO4iLesjLO0/S4MfBL4LPWED+xxUVVzCYyPiExo+K07bIn+Zp8pPWGFMt0vYz5LyINsPjwBt4ir7gCY4Dz4E/3mlDpCc8fpGWp+Pel4UjL2BEuTwDH4E7JnHAQH5brlCak/r2BnzWluvzdpCPPjtw4GD20zffNr5KeYOc9V7eh4PSjhq/ohQJQ5UQdkMnAt5570OZw29ln3jl5Wy/TlzM79qeHT603zRATgZgYQDZc+qE6Hg2+3HS4mp+auCe1hcJs8EGglUBnfg475S6oJX+YIOYDZ12uYuIx9fSREgijnXKi6MMtHUUFfw4BgsDG0sJZ4opA4UIB3xuk1BeUxw4VuX5iIsy6mmlHigOrFQHEXWtX4ciIcKVn4GMg9nEuW7g9RocXqwzdi5aMKEA1B0MiY1EbPZh0MJM0OA5jUH9KBtrn5EiJDxiZbh394ntOOere3Z8KWdKwLZZs6vbd+7pC3YXs/OyQtySaa63xjoE3XuHgY8eBtoFgCv/LBO+riW/X/+1f1kKwx3jIa4o+DKC0Sz3GMghYOEpCCFmrjzvMkNmdqwfkwRmxvCTmGg5b3Dqg+7hJ/ANeEUq5PFDu6O4ND2wGe9RVT5Bc6WkXh5s2CZN9YilvKvOlId6UVpy0LIRsNyTDEh5Hn3Cjzan+YxPKyz4Ke915+kdj1iGKIOfbUIX/sjD3jyTUZJNoSSw5M71ADz5hWXDeLl4J/CQ1yxGwuW8LBTva6n/xIlTuQwKDtqMV+AkxRqVI4DqYC/5fUWc2mhqZXTQ3j27dL3pTp3q2CdF4qCZ9kDYU2myLHtwWQgbK0kf+yIgRAjm/2/v3HbjKIIwbGmdCERsFLhHcIMEF7z/U/AMIAEiFhKJ7IgkiIj/+6trpndmds06GzNrVyfe6empPv3ddejD9PAZ3VzPzw2a6sWmzTyJF7MU6jTy94yfHcnNkj9qKDoljMN6F8oeRzq9w3CgE1MWOlO6TN/xFJU8hs6sJPyut4iJR5pY01ixvWPkT67kkTTkzlHcW/1IRNCRJ3kwS4K1fs1yg/Aj7xsvBWkjqwRU0mFtkwdHa4MfZeEZ5WCUkQdNMSUHZnR+1vo2mydaz70+u/La7h86w+OVsco693UofyHwGBDY7vtwoxx8qYEEd/AvvPv9d9/qRN8ftEn6Cy/VEg/+gy/hR/gXBYfxwD1+vndhg0Hx4VGMCJ9vID5N+YLSQl7B68gWBgukTb5c84/n+G9z8D6GCOXZN3MQtYrUhm906JZ8ewPktvz+y3PKPZWRxlV5TV2GU378XNNRrj5sqZwZn/xon4SMewypwCcMEHJnQMkgDR2QS0epD0gfveS2afhzpse1zgr56edftD/iR8/E036Zr3EdqjV4sgruSyIe7o/lOVlDogcAoNkLcanNKWy8ZLnj88tnbjg2JrGhDwsPi5w9EnAqjEYjm7nkyU7CCD6XNsjj/Pyp3wQhDzNGo2XjDI2c8VDbOBoUa7PdOowPwjA7suVEN3QsMfAhDiGQIwfieV/DhMcxGjjUaigHdaVjmzFCQAAA06J0RI64xihBMCF06PjQcm/BoPgIoffvY2qReuLA5RPVjzcwYAisbXYVcw5GMJo2ab15d3al8yF424YlpWv9TRnbidVPIfDIEBiVMwxm9a6L+Az+0xU2S5rLi8+8Zs6baLH/61MrIGYHMQL4sNeu1xaRNcxCItuQHaSZAwAGDcywQsMzHDwPj8OnlgWNflfzpDwgTWRC8rfr0injXfH/7/CQVSG/KX8aEvinbslAmsUHr6ZjiA8+lvfCwoNBtStYYS3yjDTREYRxwjAzvczkck9ZmDnHSPxb+wJfXL3wfjJ0FTJZvcRpUFb+oi2UgUW0f4YqRNB22PDwAzwPwpCg/oDHH7MAT7WGyAbL58+1UUUK7sIbLvWNDClST0up8ThoCaZhg0usMeoVKjd8MJI3YqoztNYQ48X6FTT8ZUcjTxSwDYrWEDZG1KC8LULniVSifI3EydJ5YDjWKg91WTLi91Yz6eSXPb08ojqg4KHB8ucY1tz0CS3hlANBElfeYGFUwRRk7NaGDmMB4cLsAnXFaub8d1XfBhVTd5QphNSZlyz4ngdGA/iwnANTIFhSMJJuuULgMSMw8oK4x//5yfX6HA3DWSGJ4vRFVIcGOdq8zFIphgT7CDy61ZU9XFOHgrGys0yL9FgWcaaNOJUhOTEg2LR0kBFES6Wa+xY8gGlxrbwouqXAmCz3U/nUogwXK7/QekPYx/bkPrTMh1Ml7QSdZZR0g3XKBEtkKTMNXHFuPwlB5CpVYEY3wy3vfKdHoom2OveBYgSzj2Uw3BCk+gt53gZ2kpc+flu0bzUYo8zky9IP+Ww0g+xMSUxu2FuidNwDSHOC6xjuKEf7eTCGxBQRGo7GxQpHmbMDljV9dsw6XGFMvWP5XcjS5zOtb3UeRTp3JnGPP24lBcx0IQzLVH4yUAoBZjrMn7CRPDZWlFC8BRKdLf2ZPlfaOZiUaTSs+H7zY0+57Ef5E2/qKIP7kDoRdWe5AYehkMIg4zC1SWeDHswY1WBAPNOBXGzq4oG7YySoNLQ3QrMNxEEc/anXb2+0yfS1cGHvCtY0VjL7S5aMnMy3roVAIdAU0QBEKHiECbyIbICHkDfIFziO2UM7h+FHUYdhwTPPZAzp4ZFM0nPSwZFuY2XzL0sfyAeU3i7HwARF6wGKiPBTNtJKGUiaMYho5dtKrA9DmvT3W4T3dEMZcNNyZHg85RddgTGEnKXOyFDkO7oAzDDamGEgJRsTY9TOpxkHKX3rHWGHjOwdOgoscfz2MhqjIe9N08l7DD+6A2VyOyiNYTbd6c3r45CWlzM80s/hQ+EjZfyxkwFY7x9Q4+OYGgK/X3/73fcBKIzFWRN6/VMjbBrkQssj7BXA8SrVV19/YyZ8rX0DnNxIvDcyONi8RLO/0jvccyZsHVQZQs/OapYIpg7GwwjZ7tAjo0/p8z5kyfjGyJKBQOfklbFwyTCudQTJ+6XWW6PrMjOj/Q7CCAbB8VbKX+909gb4KTrXly9lKGhmgQ90pYuyxF0KlXbnTp50dS0ECoHbEGj82QQ9SmSDX/yHMsN5SADTQRpBusb9yIvxIEfHpnVsSGOw025tZMTr6shJJar/VowyVBCY/PPASf7eGCGdVFrme4rpbLNQmcNpX0OCAw1yOSqJwYYS7/GADoU/nemg9jwDY/7x/5zZW6WR99B4uYOrdE44Ecr5l3zl8mvP5I1uc3xolG8M60xGSHrm15bW/MGHhTzYGYlDYUmLkHiBdWvIoU1aY6rRWDrhdU9G7IzobYnqMRQ5HUg6NPgTTT8ODE9gc3SkfgYkw3nTg02irIHyOilffmOkz0lmzIaQJ+FTxzvgGEVDcSHQDTMhpJfuHxkvsDp0+JlpwTjAoOEtlmSOpM/Ch5BQqDwPS1SMNS1fIXDfCFgJH5xpz4FbHK+UkrvxdnSNLIK68FneoZ66VAaKOedn3vvSG6Ive/qMev8Sdf+89x9CO403vV9Kq4WBDORgHP64i8cjbtEGETr/7TFLf8hj0zqIn0x7m8bFVVDftPM8xhD0WvaxXseNFMfxPdgZiUPhSbCJt4/ZULTsn7g5G0flh+ZV9IVAIVAIgMDdhPuoXOYods8WRp8LQfMkKNdC6FLYAtkQlDL1bnUckjm+RwI+FPJYI8qaSndfeccYx8Fod+X6nEaqDM12zHKPFHPfvvrMqe8WUobE3XCrWIVAIVAIFAJ7ELgPBbYn+92PpIVTISdRljWvGb7261rKmwsya8erylcIFAKFQCFQCBQCK0SgDIkVNkoVqRAoBAqBQqAQOBUEypA4lZaqchYChUAhUAgUAitEoAyJFTZKFakQKAQKgUKgEDgVBMqQOJWWqnIWAoVAIVAIFAIrRKAMiRU2ShWpECgECoFCoBA4FQTKkDiVlqpyFgKFQCFQCBQCK0SgDIkVNkoVqRAoBAqBQqAQOBUEypA4lZaqchYChUAhUAgUAitE4F/SS4ywiNgJjgAAAABJRU5ErkJggg==",
    "title": "白面包",
    "category_id": 29,
    "parent_id": "0",
    "update_at": 1770717594,
    "version": 2,
    "create_at": 1770717578,
    "selectable": false,
    "key": "14"
}