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class="update-_PPhhqv6"><span class="ast-_PPhhqv6">שבוע טוב :<br/><br/>המניה מסקטור הנדלן מציגה הכנסות שליליות אך ברמה הטכנית נראה שיצאה מאזור הדשדוש הקודם ופרצה מעלה.<br/><br/>יש עדיין אולי את המחסום הקרוב המסומן אך אם תתגבר עליו נראה שפניה צפונה לאזורי העניין הבאים.<br/><br/>כמה נתוני פונדו :<br/><br/>P/B=1.8<br/>OPER MARGIN=19.72%<br/>SALES PAST 5Y=25.93%<br/><br/>כאמור, החברה כרגע בהפסדים<br/><br/>בשורות טובות<br/><br/><br/></span></div></div><div class="contentMetaInfoDesktop-aqIxarm1"><section><div class="author-eECqzU6v root-XLisM0fn"><div class="author-XLisM0fn"><a class="link-XLisM0fn" href="/u/Szohori2000/"><div class="avatarWrapper-KJSxErEY avatar-XLisM0fn"><img class="avatar-KJSxErEY" src="https://s3.tradingview.com/userpics/3781254-AnMJ_mid.png" alt=""/></div><div class="usernameOutline-XLisM0fn"><div class="username-XLisM0fn">Szohori2000</div></div></a><a href="/pricing/?source=badge&feature=pro_premium" class="root-qk6QiTmC apply-common-tooltip badge-E2WHnAMC 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type-primary-pzdcWv_c orientation-horizontal-pzdcWv_c" aria-orientation="horizontal"/></section><section class="root-lxExxEni tags-aqIxarm1"><a href="/ideas/trendanalysis/" class="tag-zVPYJd3B xsmall-zVPYJd3B square-zVPYJd3B interactive-zVPYJd3B apply-overflow-tooltip apply-overflow-tooltip--allow-text apply-overflow-tooltip--check-children"><span class="tag-text-rVj4hiuX xsmall-rVj4hiuX">Trend Analysis</span></a></section><div class="disclaimerDesktop-aqIxarm1"><h2 class="heading-AgvfhFF8">כתב ויתור</h2><div class="content-AgvfhFF8">המידע והפרסומים אינם אמורים להיות, ואינם מהווים, עצות פיננסיות, השקעות, מסחר או סוגים אחרים של עצות או המלצות שסופקו או מאושרים על ידי TradingView. קרא עוד ב<a class="primary-zW9yIafV underline-zW9yIafV" href="/policies/#disclaimer-regarding-investment-decisions-and-trading" target="_blank">תנאים וההגבלות</a>.</div></div></div><div class="contentMetaInfoMobile-aqIxarm1"><section class="root-lxExxEni tags-aqIxarm1"><a href="/ideas/trendanalysis/" class="tag-zVPYJd3B xsmall-zVPYJd3B square-zVPYJd3B interactive-zVPYJd3B apply-overflow-tooltip apply-overflow-tooltip--allow-text apply-overflow-tooltip--check-children"><span class="tag-text-rVj4hiuX xsmall-rVj4hiuX">Trend Analysis</span></a></section><div class="signatureMobile-aqIxarm1"><section class="emptyRoot-oy6kGVg7"><div class="author-oy6kGVg7 root-XLisM0fn"><div class="author-XLisM0fn"><a class="link-XLisM0fn" href="/u/Szohori2000/"><div class="avatarWrapper-KJSxErEY avatar-XLisM0fn"><img class="avatar-KJSxErEY" src="https://s3.tradingview.com/userpics/3781254-AnMJ_mid.png" alt=""/></div><div class="usernameOutline-XLisM0fn"><div class="username-XLisM0fn">Szohori2000</div></div></a><a href="/pricing/?source=badge&feature=pro_premium" class="root-qk6QiTmC apply-common-tooltip badge-E2WHnAMC small-E2WHnAMC" aria-label="Premium" dir="ltr" lang="en" title="Premium" target="_blank"><span class="skewed-E2WHnAMC"><span class="skewed-qk6QiTmC"><span class="bar-qk6QiTmC"></span></span></span><span class="nonSkewed-E2WHnAMC"><span class="nonSkewed-qk6QiTmC"></span></span></a></div><div data-username="Szohori2000" class="js-follow-user js-follow-user-Szohori2000"><button aria-checked="false" tabindex="0" class="button-UxytBwxD publicationButton-UxytBwxD publicationFullSize-UxytBwxD withHint-UxytBwxD button-D4RPB3ZC small-D4RPB3ZC black-D4RPB3ZC primary-D4RPB3ZC apply-overflow-tooltip apply-overflow-tooltip--check-children-recursively apply-overflow-tooltip--allow-text apply-common-tooltip" data-overflow-tooltip-text="עקוב"><span class="content-D4RPB3ZC"><div class="buttonInner-UxytBwxD"><span class="unchecked-UxytBwxD">עקוב</span></div></span></button><button aria-checked="false" title="עקוב" tabindex="0" class="button-UxytBwxD publicationMobileSize-UxytBwxD apply-common-tooltip button-D4RPB3ZC small-D4RPB3ZC black-D4RPB3ZC primary-D4RPB3ZC iconOnly-D4RPB3ZC apply-overflow-tooltip apply-overflow-tooltip--check-children-recursively apply-overflow-tooltip--allow-text apply-common-tooltip" data-overflow-tooltip-text=""><span class="slot-D4RPB3ZC startSlotWrap-D4RPB3ZC"><span role="img" aria-hidden="true"><svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 18 18" width="18" height="18"><path fill="currentColor" d="M9 2c-1.13 0-2.04.36-2.67 1.06A3.6 3.6 0 0 0 5.5 5.5c0 .87.23 1.76.83 2.44C6.96 8.64 7.87 9 9 9s2.04-.36 2.67-1.06c.6-.68.83-1.57.83-2.44a3.6 3.6 0 0 0-.83-2.44A3.43 3.43 0 0 0 9 2ZM7.08 3.73C7.48 3.29 8.1 3 9 3c.91 0 1.53.29 1.92.73.4.44.58 1.06.58 1.77s-.19 1.33-.58 1.77C10.52 7.71 9.9 8 9 8c-.91 0-1.53-.29-1.92-.73A2.62 2.62 0 0 1 6.5 5.5c0-.71.19-1.33.58-1.77ZM3 15a4 4 0 0 1 4-4h3.97v-1H7a5 5 0 0 0-5 5h1Zm10-2v-3h1v3h3v1h-3v3h-1v-3h-3v-1h3Z"/></svg></span></span></button></div></div></section></div></div><div class="disclaimerMobile-aqIxarm1"><h2 class="heading-AgvfhFF8">כתב ויתור</h2><div class="content-AgvfhFF8">המידע והפרסומים אינם אמורים להיות, ואינם מהווים, עצות פיננסיות, השקעות, מסחר או סוגים 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\",\"id\":\"text\",\"isHidden\":true,\"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\"},\"palettes\":{\"palette_0\":{\"colors\":{\"0\":{\"color\":\"#CFD1D1\",\"style\":0,\"width\":1}}},\"palette_1\":{\"colors\":{\"0\":{\"color\":\"#4F8B45\",\"style\":0,\"width\":1}}},\"palette_2\":{\"colors\":{\"0\":{\"color\":\"#A4A8BB\",\"style\":0,\"width\":1}}},\"palette_3\":{\"colors\":{\"0\":{\"color\":\"#D05144\",\"style\":0,\"width\":1}}},\"palette_common\":{\"colors\":{\"0\":{\"color\":\"#214F6C\"},\"1\":{\"color\":\"#FFFFFF\"},\"2\":{\"color\":\"#F3F3F3\"},\"3\":{\"color\":\"#363A45\"},\"4\":{\"color\":\"#B9BABE\"},\"5\":{\"color\":\"#C74F3B\"},\"6\":{\"color\":\"#2A619B\"},\"7\":{\"color\":\"#FFFFFF\"},\"8\":{\"color\":\"#F3F3F3\"},\"9\":{\"color\":\"#363A45\"},\"10\":{\"color\":\"#CFD1D1\"},\"11\":{\"color\":\"#4F8B45\"},\"12\":{\"color\":\"#D05144\"},\"13\":{\"color\":\"#A4A8BB\"},\"14\":{\"color\":\"#363A45\"},\"15\":{\"color\":\"rgba(0,0,0,0)\"}}}},\"styles\":{\"plot_0\":{\"display\":15,\"color\":\"#2196F3\",\"linestyle\":0,\"linewidth\":1,\"plottype\":0,\"trackPrice\":false,\"transparency\":0},\"plot_2\":{\"display\":15,\"color\":\"#2196F3\",\"location\":\"Bottom\",\"textColor\":\"#2196F3\",\"transparency\":0},\"plot_4\":{\"display\":15,\"color\":\"#2196F3\",\"location\":\"Bottom\",\"textColor\":\"#2196F3\",\"transparency\":0},\"plot_6\":{\"display\":15,\"color\":\"#2196F3\",\"location\":\"Bottom\",\"textColor\":\"#2196F3\",\"transparency\":0}}},\"TVScriptMetaInfoExprs\":{\"patchMap\":{\"defaults.palettes.palette_0.colors.0.color\":\"plot_0_0\",\"defaults.palettes.palette_1.colors.0.color\":\"plotchar_0_color_0\",\"defaults.palettes.palette_2.colors.0.color\":\"plotchar_1_color_0\",\"defaults.palettes.palette_3.colors.0.color\":\"plotchar_2_color_0\",\"defaults.palettes.palette_common.colors.0.color\":\"rm_ic_0\",\"defaults.palettes.palette_common.colors.1.color\":\"rm_ic_1\",\"defaults.palettes.palette_common.colors.10.color\":\"plot_0_0\",\"defaults.palettes.palette_common.colors.11.color\":\"plotchar_0_color_0\",\"defaults.palettes.palette_common.colors.12.color\":\"plotchar_2_color_0\",\"defaults.palettes.palette_common.colors.13.color\":\"plotchar_1_color_0\",\"defaults.palettes.palette_common.colors.2.color\":\"rm_ic_2\",\"defaults.palettes.palette_common.colors.3.color\":\"rm_ic_3\",\"defaults.palettes.palette_common.colors.4.color\":\"rm_ic_4\",\"defaults.palettes.palette_common.colors.5.color\":\"rm_ic_5\",\"defaults.palettes.palette_common.colors.6.color\":\"rm_ic_6\",\"defaults.palettes.palette_common.colors.7.color\":\"rm_ic_7\",\"defaults.palettes.palette_common.colors.8.color\":\"rm_ic_8\",\"defaults.palettes.palette_common.colors.9.color\":\"rm_ic_9\"},\"tree\":\"//@version=4\\niHeaderBGColor=##input(defval=#214F6C,type='INPUT_COLOR',##id='in_5')\\niHeaderTextColor=##input(defval=#FFFFFF,type='INPUT_COLOR',##id='in_6')\\niRowBGColor=##input(defval=#F3F3F3,type='INPUT_COLOR',##id='in_7')\\niRowTextColor=##input(defval=#363A45,type='INPUT_COLOR',##id='in_8')\\niRowDividerColor=##input(defval=#B9BABE,type='INPUT_COLOR',##id='in_9')\\niRowTextColorNegative=##input(defval=#C74F3B,type='INPUT_COLOR',##id='in_10')\\niHeaderBGColor2=##input(defval=#2A619B,type='INPUT_COLOR',##id='in_11')\\niHeaderTextColor2=##input(defval=#FFFFFF,type='INPUT_COLOR',##id='in_12')\\niRowBGColor2=##input(defval=#F3F3F3,type='INPUT_COLOR',##id='in_13')\\niRowTextColor2=##input(defval=#363A45,type='INPUT_COLOR',##id='in_14')\\niShowEPSAsPlotLineColor=##input(defval=#CFD1D1,type='INPUT_COLOR',##id='in_22')\\niShowEPSAsPlotSymbolUpColor=##input(defval=#4F8B45,type='INPUT_COLOR',##id='in_25')\\niShowEPSAsPlotSymbolDownColor=##input(defval=#D05144,type='INPUT_COLOR',##id='in_26')\\niShowEPSAsPlotSymbolSameColor=##input(defval=#A4A8BB,type='INPUT_COLOR',##id='in_27')\\n##root(root_metainfo,rm_0,'Bottom',input__string,plotchar,location)\\n##root(root_metainfo,rm_1,'auto',const__string,plotchar,size)\\n##root(root_metainfo,rm_2,'Bottom',input__string,plotchar,location)\\n##root(root_metainfo,rm_3,'auto',const__string,plotchar,size)\\n##root(root_metainfo,rm_4,'Bottom',input__string,plotchar,location)\\n##root(root_metainfo,rm_5,'auto',const__string,plotchar,size)\\n##root(root_metainfo,plot_0_0,iShowEPSAsPlotLineColor,input__color)\\n##root(root_metainfo,plotchar_0_color_0,iShowEPSAsPlotSymbolUpColor,input__color)\\n##root(root_metainfo,plotchar_1_color_0,iShowEPSAsPlotSymbolSameColor,input__color)\\n##root(root_metainfo,plotchar_2_color_0,iShowEPSAsPlotSymbolDownColor,input__color)\\n##root(root_metainfo,rm_ic_0,iHeaderBGColor,input__color)\\n##root(root_metainfo,rm_ic_1,iHeaderTextColor,input__color)\\n##root(root_metainfo,rm_ic_2,iRowBGColor,input__color)\\n##root(root_metainfo,rm_ic_3,iRowTextColor,input__color)\\n##root(root_metainfo,rm_ic_4,iRowDividerColor,input__color)\\n##root(root_metainfo,rm_ic_5,iRowTextColorNegative,input__color)\\n##root(root_metainfo,rm_ic_6,iHeaderBGColor2,input__color)\\n##root(root_metainfo,rm_ic_7,iHeaderTextColor2,input__color)\\n##root(root_metainfo,rm_ic_8,iRowBGColor2,input__color)\\n##root(root_metainfo,rm_ic_9,iRowTextColor2,input__color)\\n\"},\"_metainfoVersion\":53,\"description\":\"Earnings, Sales & Volume Dashboard\",\"format\":{\"type\":\"inherit\"},\"historyCalculationMayChange\":true,\"id\":\"Script$PUB;PisXaTv6GCxoHfyL9TKafK6SjeO94sd2@tv-scripting-101\",\"isTVScript\":true,\"isTVScriptStub\":false,\"is_hidden_study\":false,\"is_price_study\":true,\"pine\":{\"digest\":\"cb7cbe50d55eb29f5519d061e508e683d5e0c1db\",\"version\":\"10.0\"},\"priceScale\":1,\"scriptIdPart\":\"PUB;PisXaTv6GCxoHfyL9TKafK6SjeO94sd2\",\"shortDescription\":\"ESV Dashboard\",\"styles\":{\"plot_0\":{\"histogramBase\":0,\"isHidden\":true,\"joinPoints\":false,\"title\":\"Plot\",\"zorder\":0},\"plot_2\":{\"char\":\"▲\",\"isHidden\":true,\"title\":\"\",\"zorder\":1},\"plot_4\":{\"char\":\"◼\",\"isHidden\":true,\"title\":\"\",\"zorder\":2},\"plot_6\":{\"char\":\"▼\",\"isHidden\":true,\"title\":\"\",\"zorder\":3}},\"usePlotsZOrder\":true,\"usesPrivateLib\":false,\"warnings\":[],\"shortId\":\"Script$PUB;PisXaTv6GCxoHfyL9TKafK6SjeO94sd2\",\"packageId\":\"tv-scripting\",\"version\":101,\"fullId\":\"Script$PUB;PisXaTv6GCxoHfyL9TKafK6SjeO94sd2@tv-scripting-101\",\"productId\":\"tv-scripting\",\"_serverMetaInfoVersion\":52},\"Script$STD;EMA@tv-scripting-101[v.27.0]\":{\"palettes\":{},\"inputs\":[{\"defval\":\"SafDQHGb5cHozZKCGgLeUg==_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\",\"id\":\"text\",\"isHidden\":true,\"name\":\"ILScript\",\"type\":\"text\",\"display\":15},{\"defval\":\"\",\"id\":\"pineId\",\"isHidden\":true,\"name\":\"pineId\",\"type\":\"text\",\"display\":15},{\"defval\":\"\",\"id\":\"pineVersion\",\"isHidden\":true,\"name\":\"pineVersion\",\"type\":\"text\",\"display\":15},{\"defval\":\"\",\"id\":\"in_5\",\"inline\":\"study_mtf\",\"isFake\":true,\"isMTFResolution\":true,\"name\":\"Timeframe\",\"tooltip\":\"Allows the indicator to be calculated on a timeframe (TF) different from the chart's timeframe. The TF should ideally be higher than the chart's, to provide a broader perspective than the chart's TF. Using TFs lower than the chart's will produce fragmentary results, as only the last intrabar's value will be displayed (multiple values cannot be displayed for a single chart bar).\",\"type\":\"resolution\",\"display\":15},{\"defval\":true,\"id\":\"in_6\",\"inline\":\"study_mtf\",\"isFake\":true,\"isMTFGaps\":true,\"name\":\"gaps\",\"tooltip\":\"Allows the indicator to be calculated on a timeframe (TF) different from the chart's timeframe. The TF should ideally be higher than the chart's, to provide a broader perspective than the chart's TF. Using TFs lower than the chart's will produce fragmentary results, as only the last intrabar's value will be displayed (multiple values cannot be displayed for a single chart bar).\\n\\nThe 'Gaps' setting specifies the behavior when the TF is higher than the chart's TF. When 'Gaps' is checked, higher TF values only come in and are interconnected on the chart when the higher TF completes. This has the advantage of avoiding repainting in real time. If 'Gaps' is not checked, gaps are filled with the last higher TF value calculated, which will produce non-repainting values on historical bars, but repainting values in real time.\",\"type\":\"bool\",\"display\":0},{\"defval\":9,\"id\":\"in_0\",\"isFake\":true,\"max\":1000000000000,\"min\":1,\"name\":\"Length\",\"type\":\"integer\",\"display\":15},{\"defval\":\"close\",\"id\":\"in_1\",\"isFake\":true,\"name\":\"Source\",\"options\":[\"open\",\"high\",\"low\",\"close\",\"hl2\",\"hlc3\",\"hlcc4\",\"ohlc4\"],\"type\":\"source\",\"display\":15},{\"defval\":0,\"id\":\"in_2\",\"isFake\":true,\"max\":500,\"min\":-500,\"name\":\"Offset\",\"type\":\"integer\",\"display\":15},{\"defval\":\"SMA\",\"group\":\"Smoothing\",\"id\":\"in_3\",\"isFake\":true,\"name\":\"Method\",\"options\":[\"SMA\",\"EMA\",\"SMMA 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Average Exponential\",\"docs\":\"\",\"format\":{\"type\":\"inherit\"},\"id\":\"Script$STD;EMA@tv-scripting-101\",\"isMTFGaps\":true,\"isMTFResolution\":true,\"isTVScript\":true,\"isTVScriptStub\":false,\"is_hidden_study\":false,\"is_price_study\":true,\"pine\":{\"digest\":\"0a5f30e1d334ec136948e92a1e219a2cdca65ead\",\"version\":\"27.0\"},\"scriptIdPart\":\"STD;EMA\",\"shortDescription\":\"EMA\",\"styles\":{\"plot_0\":{\"histogramBase\":0,\"isHidden\":false,\"joinPoints\":false,\"title\":\"EMA\"},\"plot_1\":{\"histogramBase\":0,\"isHidden\":false,\"joinPoints\":false,\"title\":\"Smoothing 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cZ0fz85TmHM35yR7xOEvai51VXV6dWto4iFFSvTM/WyWx4q6jhjZHl/qoRwUN1o9OZvZVXrigUUEB10ce+6dKg0tjfjjh1c6PCciHC1e9+Cbi8nxZO1Rv2z46k4nvccfIBYNHUGsez7qj3KSfkBu4MXRvOffI5ig1evgPohEJ7XO1kCWbmYK2WaCKJQhAh1lYA/WYLSb1nr7EctORSkp872/ugEUQSDJgN7H+F41QZ6Uj6OFwR9QX1tQIi5j6X5gljb2Q1UhE0gGXpl7BFyXUEFX6zDo/AMAvHvSupVr5G9PzzjGv2fkbTbdzX7zzrvdpGFpu4iarmyFKnK7MCHf6thl5s+o9+Jc/pFEXTdeTm8FvZi2fJ5WBF6y4RfLsFtnRdVAGgnBB9XFdwBFuuWR3kFAygjzsFQzyjCcNr/wWK5S8wMqH6vrYikUk3T6tg/ESdjAsQ1tKxONvoBZA+ZURq8qiPLybE83ZNXXR2wm/l95z77wvkcECuyb4ZFN6ecHRE/nyA4aDJxMejxS4evoHPKQamqRhUhUUCH/0zPd1F7fNfporxNYeWrPnQHDs5lgFy3BCXtCJPswcKIxZ8+qTJU+/dnbca06N2FhcX2OC9V8lnWy21wHT4O+GKuGxxdWJwAXqQphg1uMK5eBChaZALJVqw7mx7kpaz8nJaKern97WUwil1RrMbIFSkGEPYyJgMJQ8vOC8cWdFUqZ0WuYaNM7V3rA3AKbvVUwVgLoBKCfCdYAQmAJLKzI0VTYMiTlxg2jlmuAPpF1wHjqKDbNeBhfOki/78bjaAi+T/49NJXjLBuKqe3pqEpebzoLXI8D5KxoWsfWJvIovhs4M48OVVTDqI9AZWmiFpIeoAkBGgiXQiSrwpJd9PJ71kVntgdCXMwAgophL4rdqN6eWJhJRcUl3ruObAzHIjTqw7+qYXFbLF3eXxFKs+wAj/ICCRhAIFIYqZ3Qw5d8Fwxh6yw/linzta0FWRhVxMIhP8SKy7mfFpVYpnZeeAZsaXoFumnh3ds5WZkcWhXk7ZVBM+uN+EA5eWHYTJkVl5muRPidugYI8EmHj9cOsyLK4NPvkoTOOIoHGq6oUMhOm7WRgS+oyAD3SBuQXbANNPIf5GburX1joVDEr6lqxrxZupHiVUc5N8JULhU7XspAWxoaz1Xj/iQfZ0hiVZGCSUsc5MLRhLT3jJb7Zqa2wNxmhSpHgEevJar8Og/w4bCUDYtkiM+1PxT4yapP2/bK68+bQx5Yq01Ncw2XnpncYTmgX7dObr2MPBYh270mt3d+DBlfR2c2Yx3KzQCJ0MQuSdkkeF+XAU5aK0ef0q5cv9tiAqeOAwaRH0r6Jg+wOJhGDIzgTI/mmLyESIN1Ys4NyXXdUh/8Mam2FczN82KJTs0DFHlPZSVOLucPLkFBbfJ4+/loVBBafSKc5PIHFUyoqdhIOtXJRruZjqoov07ClTQYBFFrP1g4KGCoW/tGXEV9kiNM7pTJOn9khZe3jbfKyUFV1v1vDUfP9GXw4RstMHMY4knp1Z+75z7+7VOJFs9WcLW8+1w7Ksr8VHUO20UmynxBy/eRIB9HaL9yYns91IVbpjH/NcvFAFJJlPX1dyVy2ifQMTdCriG0jXgGy5y2r9z5trxky76xaaWQ4K2083tp9i/7huf189U7ZPUAPgnxmGKUKoh+CCZjXyeTFacIXSqxmhN4VAgXBpBVGW5Ga5qDQlB/7fKi6tYByOl/YIxiZ4JaxSyewejBo2qFHO/jgRUyv7HfRd5XlG0cltoIp7CvUtt2ST308itcUpPc19czr8L9F80XoIy3W0R78LeOGutJNcLxfa2QR6yQxt1USJS75BBUxZupeCYQXmbTSGRzRb/5G5/fgXEO2GKElfTQfTZPxvebP8ksArgMDW/bl3eUqMLAqXvJ7Pd6NA2htF1u243mhn4jXz8xacqsYBpbdZYLvGgpj2FxbULE84vaDAoXyuUhyOJ6EloeKgFvcjcFmY1o/pVTV4GV8c9NRds/H5lyiaPmzHta3YGTsqQL51+X7j32HGjcYLA8zSmAybC8NfEFdvgzzct0TsSlofSxzJsRJbhFY+aEbFg+NUc+S8Qkn71tObjRCLMaQ+1cRQFWOP/c3y6NUUSdp/ODQoOfQrJLBkuiXsXRlIqH+D1NqOw5ii6bZykd5dCPZyRuba7RbRBimgH5f1vfX3yipEPJL8NgSrJXN/lHili4cASzJ3ZjBGzYR0G+sqdsCQnmWV2gw3ju2yTr4OfeI2/bxYu49BndkUC56V1x/1Jp4IoCsLkqMYjcdpewh65uHu5wc9zeIdX4FU3NJivF7xFoAUZVSQ+g40D51z+ybTqpevPRkdqVGQsNrIrwacj/fUpEODiY+R7F5eHuOtaEPxq+hDNyV7XIcth4TaDDtLBHsQeZTN/HAUcU8Ni0vDU0tbvKpWsc4I9Zlv7Gc6L0b74dNZfrdRXXXQjwLvbuaPwQvQCevSPin7/SeWJbO1aaSyE40p0Xmm3IeZ/Px8JdMU432rov/0WO+z+CkyG5Gw+IpyDvcXfw5qh0P2sUHWleadkDMwra4dmE2Qo6xfoWMM208cgX2xXbga9WmoUsOeXMRNn9ik/jv1fZ8GPwVeLFObBZ1HgVdVhid89CY6clFvLqopEZu9elUwKKBbQhpdhByRZU1RPplwjpKWBIVjTc6i/X7ECDn0TxOK4yfyKc3QRtQRz8fhnQgNsFjU/LyfG6z/zyzBsbXYkn0q4IC8ZO6ycb3qGIltSA88rwZ4ObeQ3UqyfI/9TpV8LIgiPIJ5kSvuzikwnDzMnt6RscxICDQ+DB7jyYPQJylEzvWYn1iG7abLIXD5VwF+6ZkDMc3q9/TT7ImGuxHG540HKmz0tLCIziMbF6ZkvBbGn/c3o5+Nz/EhEyQny+2tiCYTn66Jv/vP/FexKofsARsxwf56/mEfhc6U0zbUlTyOBQ4iAzp0ZE7o/j0Z88g0CwLGatKQKu5+lXL3N8nGJhjD2Uiuzn/nha2dkJUuzn/wPPbJwiyG4SpDR3q7dwixN4xeEy3bVXkIzOZxm7/ur+oySKzKJ8HG5d8HG6fUPPbCi9JlQgKLfoz8R6w2rdwrdBCSxXmEfsF9qindsDLyu3iUveVdd07qHGfDFhb/FCp+NHCNJgK+mBnQfiUaZdWHyxsZGMTvtiQMpZTaNWnx21he5Ue7v4TUkMqbssOo/4eRT4ZKEvUFloUSlRHMzA1mvzGyCYJiaUT9b27WD5yRDc1F7FRduRi7Fg2CWRswvHz3wwO+eot+mrIR5thYi9aLUNvqTZ4afY1RM+P0TIpei0fYpnHnS/NKQleO4DHfPAgREK3zzE4kH/u7vlODdl8oCRp4pCrZdutwPU1Q/duJDc82tNfRuG1Q76b6CibrSmM/PGZgUSw5OGqu1b56excbCNhEXj51t54X/zQztsjFa1mGZwmmktDrtRD18uaK4qisYSPrWx4Q6GIS5ExAJf6A3zC0SV5DYNW5v5Ogkb9IcUrgq5v/kqrU4aPbLNkcWdpMWhzHcYmNnrfSSzceEsDwANvYXlzGA0RKfg2UBl66ucDsH0HF//HClTF9gDR0EykfCRIr2P43wnFcHU4g6iqzwLZDTSzZ52gJZRuf0kOJX/yC4tGPpOFv6H1+WD7A3Ik8OO3IrMWy4kqjd7WhlU1J5wUFz4qAlsKS06HfHcAONp4rkUWGnGgbKVlPb+3X5ByBOfOqQrbK8t4W5OznffZE00a8hx7Sx3PgcqM8LTHRixvxFKGjVHvyGxxcVe62puyqN3dVPaBB7/dOJVCGWPYyyqKzYo0rm78qs5XqI51eQf0z1JHQDC2l6dTm+apg3ib4BuKc22jmEI6KJMUI1NXhA7UoN7Wpt/9Qkj1RodzR3enzGJLCQten1tBJYG0SVSLz56HBOk9XBSsQYF0Pzszq7nYu4cn3PgfXkxjBYo5XTkT3MNngKqGyHk8vIUiz44gC7Ai3QsvtHGsxgcsGNLinfMhahp1maePp1qrT7vXAeqBPYOk5UWBSNuoos+ALTTY5Q4hCmheyAvFeVDp89PT5QOkrlkIDJv/ICA5MYqzfDtJbna9EGq3br9Kwv0+shTuQWA6pF2uwokQ0PHWxUNGqghwzi4dAOxQBsrRT9EEWxj9guESXlk5ld1Xe877lEb/cnX3DrXiSFBJRDiR1yYkuZ2ULzzeG+17opZAiJuIQGs1HdP5yie4hG6+1EDgIKRj9dl0LpDrfzAtV4f9CrXQPTjGJ4G/RK2b+p8uVsPjbjR9A9ikifpPhngEeONSHwzlWbfOhRTvAHjRGvqDU1sod0ddrUpo9PYaBXmuotmVHOeSLi1bb5j/kseuTkXOYXyYrd/IDWNOvTrfF+vp0p3u5FX6lewbcz7bO9wYFP9VnPysrXfI4JSws9/lVdBsD/Bsmab2JFYj+scddVsOkiSR1wIMgiu2kcFwvG5KXN5Dmd+Eve0qnhnS/KGtO6ayNvS6/ukPZ7xjWblS6DdO/fG/CC78Ic111dCTLGgMP3gl1ZdipOjSCoC0gcsnzD1rzOrkI1yV4F03SndZI1eyGpHlBNeLc1W/ibslhLbjhqWDgBaXON8+WMsjEkIOb6WaLOHjHLiWINOCJSm/ulUAiyIvdaxJ80bWnH7Vo8C6pa+SUkn+vAhY3ssBzShjrcG82FgQbAnCMykX7BYf7O/OjCCMfHuHyRdZDcVEoH9mAb6FdP2KY1T2ajfLVc6PHGPrbEGIrgKfL73y64z3fbsDSu7KwpDepQpRX/YjWBZuXJSW1di6ZMLTRQTOSrXvaJvY67hb3dZct7kOfd+wf8uVtL5v8vxYb/RXg0YmehoQc3Z+IQA6MMF9ReKXQMSJJc1Y6D9fqL96dXMEYR3mfYeenIxzMin7mfVtGa+fKSpzgmoMirkqhCqEVQWa80Vk2HMZxQ6FilkCCRNpKYW90T4zk0vx4Nf6uyHavhxdSYcMbUdKMYtvksPdqwzJDp8au0xaLXNH0i9TG9c+7H5HoYJP0blqRHP03FsvhfqDThth089HE5yJbyR9j1fN/XbGD4+0ZU0Y5vZBEGYDFO4oqc30o/amYBZZzjOvvw/Orwpy6Lwuyz2mt7WvfF126aHmP25u6ciPKnpjMBuGP2GKoHDAjSYe8A0T8t9PLcAhyuDGmPbK8GP3e9iOoT2mjtyaq+PIMr6ebjbozQt0fEYZaa+bzDR3SmI6Ci92zanbPBAQtN7g8mI2vCbFY+YLNCQUUWEPGYBkqPrkBgDHNfjtsZ7XHvp30tZHDqqj8CruXRo1NVH8U5a7YaSTAynYHSPan6q2unGJPHS0gl24c+5bv2TtepCjpl2/mhzNgtqyVlrQad++rTneSf0JuqYgHSjxRHRaGfGz3ZCrbGK6YLIDzJ55SMks/QRUrZG59auLQEdl6PaeYc93T3xpFW5uelnxbyfWpYLEb0CTV0/HqsgYr5QpB0gUvrhtf8++tYAmVwzZRBwowGwrrXp35/97ybfmHtT4hWrTiErymCCO3hpsNBrNmNKIFj0ygxlR0k5OfQIefM1v9z12tm9O+NVwYEG9q5zqQ2khpUpd4puk7fEcJiJO5OOuTMttKDjMywmqRcSkolpxtJcP4pPIe4c+dVatdbVj10vw7U9gN5GSoVPQDRrE+6Dvuw7QuNzR/i9xIv2NOLV+tgZDeZdm5NRmAJ06lTM0/Ga/zgY9ErMiMVVxI6DUjkcpSkOoHHLnXWXXjqMwXikMCNDiRWdmKyIGIpVALE3v5n/us8OxYRJ+IL5YAqULeBhgTtFXx8x4B4MhSw3xqpgKSLGS9A8GeVorDNeQeDcs0TtON6fVVeannaEFt7Haj7uhNUWgHAGpwwjPtTwgrqR/tspActZm3EW2hrHG01WWwfUn1QJiquR0hmkWpZbWSOgz6vMLLGfQ7WpydE+3FgIyHJ0yCXpGarYCZYA/Ddzjx40/y8H5IwTpL3uc1vmuVAW7MAiud0lOZTkVVOJoCM83pSmAzj8v4SPWpZgQk4d8tNaIyrBJCFlnmrSqhr9OQ0pOyu1bE8aYT2ziKFKEvlWzd6JZFsQWAkrBpx2ZQcUNu+2IBPxq2js7rSYJhKTnD7UMzL++hVEn4WSzZIc0DsEbuph2xEfOrZIFik+HBw152fUIOUg3cQ9Kixllqhs71Gqt690nzQkbFBGc1xFuzgSF4WxJc5zQlKkGdfBusisFl+yj5Le70iLaRS1fAOkBarmsWwtbsiBrlWnhqPaC+F5UsAW0Ht+vRclPyJ8tnOu1lnuJb//I+SKtYkgdBh3lyo8MdclZxSQ29JJ8xhIr4c93lfPx5lPQ0RXbXrcvjXSCYrEN7js+CmOKAUJMk+giaFVxyGcUeQZelXCaDqk5qaoBiqp85njS39aTde5ko8ZCSGYb3wYYcDMqwewlVAix1U+/wzCEtkJexWTH0G+NQJUAKuFkynVX+3U7j/7hesK6I3bgkYM5QZG/FfQHuCNR6arBAtrz9C8W90HUG2SLeucexrYORdT32vf4pYAFQClueGtTUtmzNsKV8webHxDkcoqyfzlkh7jOnC5BKCwSiDN5BbCVjOep7wvg4Uf/CsxCh9tXdHzFOi524vbORlGlJbBsJN/HBg+3a8LH1dFN9XnvzKfkta0Js4nFQvSwzE0RSjc/Wicg2YSIhcYCqPmeDLcAPPzeaHMTHhvZ7pp+CVlQEdg13VURGEBj7ETxOPF5ORv5/1aK5FtycEZcdxtj80fKYNiABV8ez4UzdobI/uBpTIB4dtqH8IoYYiXX2ixu3JcOYnEiT5A8K6VNTreg/3r06JiA7HCEppZ2iGlKKnwSbv7XKnxjRDDISMrjZUj+MwemunMRymiVTCa+rTREsm6Jff7I7WFetRSYvonafM8a03A9WKt6C4fF3VgofiwaIeZE0fkjrmN8iHP4I5M9pVK+ntlAV87lmIKO4ff4IGeBvgK7xRvK5pg4cnxpKmhz4SvOn/Cn6ZwRzCcbopVsgEZcYMo7aiUtKwos5h7iY5+LCCsOS363Cb3RhOdvcukApo+Der5U2uayl7xHjes3WTQKYm8x/Cxq2aZTuVdn0/jJQm41YAN0Kohd/UvLaBf/5mO3nJuS+8jbs1xgH4TvsvJKHp1fYF0oldJPJZq5phzyFXTH7/DX9OnYBFoDRH4hbjfr6Wt+DozBE64SK1sw8MojYyIccUH2K9uDGwZPFQEODj+BDRzuXhNS7eZLMwtTJ+DYplQNOItNOFTe5BIzjXRsqbRDCKxhrj0kYxNmpow1C6CX95mh5LfFPzn5VMCqogLFNGJpUJ6ZXennY6nhFZabiZ/+Z6Gmg2KbY6NNWhd2F7NcK4a3AqprfrAydpRO5VZAZETtXTI1t9iM0q8GNOoBePOs7wM+b+EMFkj75O+Y6HYGlVV0xjSdOUjy9fIFOatnnFCI2B6l3ajDmQ9sHttkrX+UEFzSyZmHjHw8Zl7sGewdtSAuCx6z2EcHBCXtAAmIBAAI4RIejpaC9A6VFFq7e3GBqKCabNWhUMCX8hBECesYUWJgYEekJzeuAG/GoxiIxD5BDRLgGXKaFM3Qda6DsOp+n9tgB8SOKESLMoFi+8rJFo4byDrSloTRn08kHIaAVq3T/3IViSWtftXUFIYQ/FoHfqNBIW5cg7R8Tflc1VWnIZlSQIMWcsQD97AcHAC6yWi0i/cPhM/CA4GJIu61fH1b9aMJEMW3d4iBb+XSxqxOuDgK2HekEPsSPQw1swljagXkS0yYf2nX5uAIvsnrN/Qmfl6Bd3L936N3UgmdwqVKejT24v85E+OVgvRnktdxI17rysoECzk4dQ7AW52YkXJ0ySVYr9vJduhZd3EYXE/Iv9tK0oIrVkRQwzA2RfHXnsfm+O+hhmHYonA859+Q6dkPoiQfwDP2IpW6dJJaS/H4YV3e+vIF5gwP0+N5w2vAvtOj/zIkD+4nPdVDAALJBxpY9r9bsWceZ0ae/F2lfLbtuvf9052fAf5AAhxJvmT1K2CZePkz5MURwBitf57nHDqeyd514qmq3paIMyIGN2HKzRJCwcUJ3lkj9xe1AKXJEWGwvTPi1yYj4xqGqXXwUcbe13kpe01PCHXc7J2VejnAH3UZRgamZA4CjGyxIgPI1gmK2PLvr5i5E8aYV6Pefcp9+eYfkvK6UEBy3pQaB7+bKcoVAwyr7NjZyeZlMAmA1AP6t2dmZ0ch193+BVKXkpMCjE8zFQS84UMViaF8hoSstvt8YyEd89a1KJOwGSOLWWTVJw7hr/k8Hdvrvq/hS03KeqKEXU+VTCipwzd/OnTycmTtRMhrBqN8JpDsFVL9XPV/zl8EoDvJ7v27l2bdlLIgZsMsxHoTf2gbsN7DpAeLIaeKN7x0NKzuqg6H7u49Q16M2Hh5iM6hgt50YtFFgtA1QiyVsJYrSy2sYPD+WqNEfQN6+MDJMEoZ5SjwWzLvmvm8JX4SpxCApttmQ0Kka1mHVj7h1TJ8iypjJlVyGFfaUst1VchhrQ137O2vYWD9d/KVm/3+RHwoCzaH5cc6JZexn9bBkOAl9bVIA1VsVpqAVruzTMCc3mnVG8R1pxcErQ8hMbrzARhRXJakc3nerG+W66+6DwHq1oIuQBa4md+kLhTzoWuqIQqGP7tylQ6LZJDgOHNg2llU5agvB2Auage9GMrmac5cKR/Vjf3oUZqmIa8Z1xLcdcoYl7HMP7D536FSNjQvrJPRU2fxjN4lE9FTcOGJU2IwwPrwnBHq6Vec9+OBSMEB3JjJyLD1jSff/h+g4Q2LDLgf/Tz/HN8sy8tpOqjFyi7Y9V3REfjVJAeUUnPCREi/F8uxouGLeEU1+jxnJ9PHZDi6Z5+wPjT683O3ZObFqRPuk92NglksyxINzqaLeue0Ex+eZALf3fXQVQ9QMa4MsHsXms1lnnW4QqnR0vhdgNNqHJRe4sB56TBNXkDxhQuKGoUlJQAOSAsOAcWtYZoh2OFEb8t/nWzZAiGDDjVULx/JxAmPMXGTHQ5SV1MLRwTJqVemEhvB5ELzm6+kgavF7Qtt5xNjxPB3+umvzbq6//t/1XTHSiUIdAZk5f4w7wbKfLtY0pSKTgrwQYv/gGPcv14x2cqEXdYQ/vZT8zh42kteNMQfAbX8DpQU7dcnVJ90Yh0pxAtNriZKBvjh7Gg1WnxVyjmQE77KJ+xWcGJuvldRKMSPvSiQpHRlwUIFr+JKk39SuX6RfLmYlhl/fwf2UnqnXUhpLqknwZFtS9F9Lg1LT1N40W8T9OUCv7FsupZbVldPlhh4ylld0zdtGnPchgmZyB1d0ZXNRWIJHJM4IjD57x0klky5Ui18FQxKKsCqpviQRDtYuZrMluA78k6LO1UWltqJFiA3hfwfTB5lLMUjEI+NaG5vzLvkhmgjo0bf7BGPdDY7YjB0KKfWXb59YY0E0ChgETplXVSHpoadBXBcxzEwsPFxzVnmL7i64QuUCPPTxxihH1p0SVMS8pV0aHK21nfUfb3yliYW2w6QhGQJRZfPdZ6MbeyGeS5uiFyFZmnNatxWeLVtpYbMsOlKEQd2RXNnpX/d+j52tOamx1XEj0MwyO11yPTQzen1+t/eN5C8IEV9f4aV49U9FRRLpKaYn0eFuwwrjr0DwzHqDFMsHOOkEFfYOqL3iSjioUJngSj9iWqGLd6ocRYq2P4vf8thPTbdqYqfaYi2sjKT4zlsYOcovsFlN5JdYRpMot+6Clft8GX/DexTxlO+e1aVErp9KbLyrbotXFQy/b1HRtd1Y6OaaJ3K8sWj/KFbk1UsGCEjo2onloNSkF3+ajs/iJDD7jdbKO+HgglVIDu3HnRnjkNwtJMmPnjUv/+EOuKjnlEzAkgSGGIccYhD26jf1zcWTe/azg+UrOEE0KO4i6gjpjwJSj0mf1HcWqRJVHNdZnWbfN2w7/0pMdZgjvuxbbHT/cnwUyivWEIdOJU/5z419xaKN4A/MAwqReRbsCGAIhMoYcpJ+RqLOFpwBOrJEUGpnl5RXaUjdwj+CeUQItGWIZFJZMWcXZO/gOg+sMNm3EjmUFyUNqmIkJqbOIFQF0YAOxLBgfP0bsTD6qtkrrbrZfjdR2hO3CMA2YCA9KSpkXvKLpCulDMvwrcuQjPDVIkadDbEWKX82BEsfkAABysuUxUs9yxpGZ6sRiZ0fh3aiQUEn/emRoaRsY5dBEK5XHHE+hzNfhH36KxS5erpuq7ly3IF5DFfg3Wg/yeK910neTJ3SgDJgBmSjA1/HXnmLMczdVbGdfZe+8n5hYus7qO8AG0m744yqTn0VxHYCnKFLxUAkxdPjSvxMl8QclB0Q5d+tiL4GvphX03Cxfi8rIQtgjOxqtpPCmVEd8ldAdgGHXQZCaX1QOl6vvyC/Z3HIkZNzjXToasKfnnFM7Ft1vO+UBBNuBmtkOckS9Ba/ZlEEHFoToBnFOc+CtJrJXERxqU1dME3EkpQ+Jmc3mueJuBBScArBtt9swBKTBBJkUaM4T8LHCyg6Ajem0N/U76yDBkSqnxA9Vo+g/+32ZL3XJxaX34ovqxT5YQf3Jo4l3Clx01hEDOrwlvW6T5Kx6WXQG8umedUrZWXqnoMU24NFB2psgJe2BuRvUnR3qenONsgdDoEiWfm5b71eJpIfqH9nt7PCVfQHhWw8qjEcYPdskVmoGkKS3mXCaBWvE5OzJ2FP+RUVi9lvpAj98Vgd9nue7A91s7ZwXVqjEQvRjB9jn2c5pReHnUeZcGoIsAYR3Zns8ajw+QhuSX11J0zrhdq+NWCam+7L8E0kO96IMCJbOlnE/HWXUeP3JqqZ5Ybw2DLNLr6nWoXTMd1OpPQwHaxYjU5Oo0s6dIUfu+5fRbmh8qivPskyngdPk2SrNPSkMi6FJBSLy4JdQe8rbP8puAq7Fy/hGgmufAJkrBdXqbKRysQAqt1nsV730H+yrbSyxdQJ5cKN8jxDosq1g6o0Y7P+SXS+z/l3veUK7bDHnHedv5bGravHsaTvrkfYLiHoqZHjv4Fizat6XVgZpyWXx/uE6e2Xr/nGmclNgPnt+o9gGdnNPo149rnexl0VgUBNs3TAkZcqYN73BCpJqWbyQHpa9tii3xHM0xe5etXkknJtB7SBcpj2zABIcF4FMurWgYSnjmy7+wvfyn4bIhdbI1clQG5tJU2N/kQYg3syH7HGalX1fTGEdBIlQwS4bM0KJ8QlLUKRQb+lbFzAsQL30nALB7S77UbRxYRNf+nZojLpB/AC3h+uy+kf7WCam0T86hJ+2S67FFWYj4UKeUlOMakVNnM1qxGosaonNZ+rnuM2IDYjsPAPCqOZfbyp5/Vk1MlJf5kAi2MsQWIHFDxbz5STKj1eXXEdYnr1xPUkDDsfWZYSOOJrGuDArlOAyTJZ7WRJwfDh6tfy/mZ9KP2Mj8+ItsgCYT5C/z6Gc8rXM6iFYM8xhg7MhCz5mkzOFs6/AJV6lX3ZXg0xio0dvp8qU72dRPirAMjJ/MhRKgeCo7h2LLsbEqlD/X1BX2Rvj76Ys1ufAYWr9ZvLD7172HRtfyL6VmIO/d+w3SOzU0N7Qew0d9joSDKap568UpOlUo7ja4i5g5mMTZoJreu1/fdQk2NY1ir08M3n/rkmPQhrM60Suni6SCd3C3nbBajQOPWiOPVUAUdNoTLyek6gK2Nd98TE0pJ4l7pqK5wznIQPGgkC8uqWLHdYb/CXWAVOjbeWzwy8p+8bUMhwSe17zSTyzmjioUL1xjTDdwlIdeMoES3M8L4AXL1/WM4FEqKI/lGzPibSK+RiJXEIdfovpgXpU+J1wN7sUMYpt3kSEeelZ1EJtA73uZqWiPXnNrykbyemn/eq3/EczLJk2XuCcV4PZIhoTH1iH4JD68alOBlTwco4W2mR4TYfVKcPtSraxHJVRShl0nA9KCctls33oeemYivTNwa8zQU3cNoYoF22P4/c12KM4ZbzyTh66/gEGigsGrWGGAG6+3/ORoS1Li6ORKyjkQ8EgsFIcpMl7oWxX+a5GsSv8Zf5luX8VBNbpNRPVHyUBwScy4++B+wbFkVMa4acudaaoByDmRwSw3sYPXiKgI/BOQ0d7UfT2Es1FG0RYFi2nT+TBYJaazNaC8q5DfUdnL+sU9W+AHMpV9T3HHY7OfpgdK/UmccJLHFYbpwGSRv2jImHV1zLUpsEoJumKEctdYi0NEA/53DeNZNzwEqrFBujs2jxLiBVJtDbCEygim9NoEXkD38VzlJsxmGSMVTW5vExofWk2rCn8Sl5IcL0+IByZw+38m8CsV4rlvC5ToDZ1WkB+Fpk+DMl8ZIzpbYX0M5GNKjWEaqvtdDFK3URH2C8UQC+KOLwysJ1Aa3hJihcCFBEtFe8XsrmKquertARO1eVwlHTa6vFPnr71ejX3rT7de2BRekDQ/X7VajhVNFAh5N+1TJ39TPy7VgnuSUEwDVJ6CGYtagharvNhyrWyn4bCamVF5lUvePXYh/1aQG+n9dAr6yp0klj2iTYs77OZX3fI3ke8u6nG8lbaNpb/8Vhps9pqAUmx9JR+2guQj0HABOYLomhVKLz7ikgwjdCzkYLt05dlYNUAV56gkqFxoFtjm6BSlqv/HGutEvNrvMCSy2+5xNOAQcxB6Dg05O+A8gSsc9FCbdU0UJit0VlQ5tBF1VJxCJuoOX/ojKscM6EleGUfVDObw2SyViQLJcM/1P8kZYQM1kNT9dKkOkff9vAY2LK0erAEjhJ8036QNuZ1NV4YPXrUGE47Bri38TFxit6V2CPj0u/BNRovlb6jigkEc0qSTk+zgKzBfEruQixc8KZiNT9bDMLSBs3XqIQ5MBjncIRgmxWSYvk0v+U94xURC1X4x7cZMNkGn/CBy+iF+j8TZF9KExYgWIaC7BxxFS01LHz4gv3c/zJnDPtbi3Jwr5GbV7IFTkB2EduRzsiF5oQsdrsroqc+FEbvBL2kTXS9HmitfZcumbgWA5MAV46j9XFnB1mMvQsmgyA0rx4ClzTncPu2Y9jvkzlTIKoT60Ri9g5dac9bX0R6u1Gb2QQ5UgQr2ichP5n/PglMsLpvZDDUb21yRJScM08YyrRK7XCMo5OVhiIsZkyMzi1aHbweNQgi12sp/ohkpwZ4vEeMmgcn00F98Xjc39DnraM68bmEhHEFx3TUg7hJednr+pWhJJWb3gjfIegHwjzDhnIQvJgGUFmD/9CZuZHN59tJIS4rGlHEnWiasePbFpK6Y56t+bQbXkZBCcrwjiBb9zwVjKcXweUEl6UNTqjb3ewDep4VP2h0ze6/RzBHrTZ56F9W2aHUI8AiVDLh/rPanagv9zxF35/sDk0jkPotryfTQqsaoFmmWS0FxeBB/CkTQxHIYB8/hufIv+J5rXBzMtmKe0qCiMOBM9vIlKIdRvrtf1WNn2wEvRbTV+PQGO62xkqywQdy7yE1tqGhnf4NPyS+8iBF8bxUXiXuEnJAwmBIEtRNLet8tTrYgZh0oczQMK456SeKcFCBOoRQilLY91MRGBxDNL6hRzOiNBf0X3foNrpKvV5GsjexfbnbPtrySxX6XidGNF1sJOvMTumlKcti4oTuXxvXdka+Kno1l4IoNESo7O4cTcGpG4zBDb2O1ccN0Lyx3f34u4/DcnHK/Qx3pcZ33sKkijbEb1iOzh1VsIs8rgExaakLEREBoDG321lv79hRrw9++JP+DteM708lm26yLLNrfhjIjrDuhp7btlyzhLFWawGvYFB5fSJeE8OBHBdKBdU81F8RLpvBUMNcoHcXYNXDNzQvbqovORzIyQProWXGsstUKgZcGvyh+ir1xTwKhJk6ZnqrJymFxlbtUuvZgYf0PvKWUOm0+zZNoxsjvwl8qOZYyDTM/fXVoSpNWo8Q00DoNGO8Vb47b3T6YPnI55taicQhp7gB9fIxbfYNDsnyyGefheawWbmbQEzCdSx1lgbDyNkvkru8BG4mz+cR4iV+Ke0m0eckT4jd7vewcvdG8pkRviLEb8jMY8PBH8oXRZdffAfNgSqLobDfVxFSX59MWR7c0/OZzdWyg40jSa7SlKxqzwIzMZlCTf3cwF9196ppeqO9eeuThVsTg58Dc0/vCjy0pZfx7KWs+hUHxXRYYNv2KlaJcQ/ueNwZdStcTi/GT8kvnghkSeyfShIZI9BB1Su7zzojcn0GDPT7q78B0UHbIieXOoT6z7kDdGL6Bd9kPEQyyoarNctPrYwb/RMOREtl3LgppYe1AJ4+x6zpIo8jJmt91+g90Uue+sfICPULiYKre7Yt97LCrIJgQlpteOj1GlF9Jgt92/vkiJt4AIgPG7kl77nTcrcovtSDc9MdVwYBESRMBenaDqb685Dpf4lCztKSkTHHYBls1efndhQdzoxo0XTA3aBd3/YnRjvNa3haICjNmd9bS50IM5O/iLkgmLjjIoSdMA42oYuckDrFcAyqKJaAq8XWfaCfMRggYLcasrto92hxSmyYzUSvwEwATqSFj7+vz+DvEK10FxvWYBMCLAjyW1xWJe/M8hiK/sROOB8JXOjrhqsvsxM8qME5l4r7Twj8wYFniEWWZqxB6dNdsH7gUkUgVlUyNQY1NM7A1/XNtr5qlrnNiH304+kVW6AHmPFNgCcZ96ZvbPeK99fKP61NpCLdItqdfFvgwPRL1Z1PM1ziWcLgyMwR+fBaT08NqVIF1CvuwxKmByB0HU/lbBWCXj08BZlDoWUmjaenPcf9JtdvFqvQTYWdvAx1jnjJwnVam4I/572XFKmo1kQu2oMD2otusdoVyp6Z4YtySd5EesRKCndDEhHfnFJAmTNy0B4qSmdMcdgWR/OGo3QgA8AicBUeUeCxBSDY2dZsnlUqZJrnHOI5VeOhLjGqcBcMOgrQixcfMY/eQeh9fo3+OOHox5tZUwByG4L+COuiDgXDD/Jmsg2DgrTjpeyssKlzPO2UH94jCQ4FVyTClkW5n6FzdUUXxuRfDXSUInv7JmvUDUTGSFTWDdLQD7vuiqdiH9yD3WU4fXmgh+sE+maj/GQdSZ6aZ5gWiZspnCYZiEb3gYo14e7t78i1ZffKz7NQxDsoL1AkgSKV3LNpl28dA0QBjviI/sXrbC/I1i7bi5XRsY9n0jPrcsGUPQlLnqwnDbAYdEZZIV1gtvEv9JH+K2eOvPk5OjtfRPtdHRVZu27uaLRr47dnFf8A/6wJYn2pFkxTbw6YFpOZyewASDKStnBtyjdZiaYe6s0GuRzhLQSgveNA7pYqqd0L1jpN1ivmxnP4ZkgWm+arHmdNWruw58uCfkPQQsrSphKPApSrleDo/IOggCEG3j9Msk2+R+c6+ce7SLNQEch+/FcuJD2tN2X/js5UHnWLEEjTUf3V9o7JP494jKkIho7/KzweofD8n6FMK8JyVItuJ3DTA991tv5tEEFRLKr89noGSX8RJykQeyVuD34gqkhZbrVck/yrJb/hRB2nTbWqsaGZwdp5qd4HJrOfdggGE6se/j30oUl6/6sFnvjYpgEj6GyhckVILOwsF/ewttAGq4Fr9X7RyVyIUjGgQpVDwESgAywsSJxEyX1uGX9vexU5enak5LV8P6oDn56jPtx1ChmaKMq5nPhtl0gmuOo3TVqF8TALIy5P69TmMt+Q9vrhBloM1+wuxb8nGP6+QyJdGej75mVYTffbMfO+0VhZVRTyDNpUKkaZQBBgzZE0JFJIkB9dpqe8KcyOUvpm2Efp1w+3ZaCBM76ay1E+xQz1VS2a4TFp02NdRcDKNlFtVxXF5l5ldqGqbPdjR0ayVZ0M2CZrSdrFlz/Bpqmi4bmEa5KDH0xe/36a3yhIytYBS+K4w/sf+vM0vJnQukFDyw7ed95d4S6KdVKRvvF1gpYX8gkCbtSsGZagUh2Tf8RPsV/do9WXkQT/PIt9yKSdXcPMQlWAwd05ErZMjE4UKx3Hw3EbvKC5qP2aMoQMYu8qcpdKn2GcyetfdgwSUdAMAyD/+sAdCPRHsMvyzqgGBwHRA7feD/30EZv1/dInuNdzCZ/jkhKfroX8GUV/sWlqtq62iuSobM0eiHbPQxwsjI96QMpO8OFSmUo548eVonelPLjFJD3WU6tmH6RBrD9u0Ud+XkC5VKQiBFeK0/Xm6Wdsme8vzJdir5VzDw0Arisgqoae0EIWt6XpWB87b49Ft2aidwfcnMIgpqfe1n39gQkjJf9SidduyjwuQjL/62lmkpmdgv9Rwl+SZaGIrZnrHtqSHtAgGDcWhHKkqTf5HekAIla0JaVaEY84mde/hMLHx+tNH3CNTkw+Ln3orFla34oOImuXVBHGfiRXvUp1RcfSgPcbWE2KG7u5xaMA0IevEFPfFz3vSaPblmWr1gpJlxldnZqhzEtE8g1glf45c3rF3CZ4lYuR+dQj+g/iLlYIOF6FIWRZmYtulVBBvv8ZnW0Nd7v5zpdXcCXsISPjYHLHGaK0J28Ng+9BoAuwkwT/qe6/EuCv3ICpEJ+HjM7veSoWAcVY2bZJj3u/+zTWFCpMjB2M5zFzBX2c05M9rh27+tzGpUk2IckamSK1rMUXnkSwnMRs/LmKj2MVbudGIjNt4HqwWDOF++41WOXz1Ed5sDCnIw8jGz2a4a18OgqDckGPDZKyZuPlL/47P8/vJCZwK3sYVwqY7K2dAhUwc3gD/4W0ijh1GY+hRyxd+XtrlD+u3tvGF3NBFUrdi2w3xVVUvX7TPcRtxU1TFAsABSJMUmdDrxE3zso7NpBrZxrehxA0IYkPml3BAbdMfj/499AR3/W++hFJsUpniyD9PjheAsgXu9ucJUTYBND0g7qvGn8WxTijwxkEWrn4u+5ipc0D33w6Md8OKiIE6ocJM6LtqB3twThNivrenC0VDztnXSSh53z936uVIaJqK8x/dRsCtlyboGKpxh1VhuRSc9nZsStU3FxqylyxlhoeSacNuxkdVwOGBbYvifr2p7HIozo6IEVj4TsJPjdk5Q8C+u0Exd3yW6p1wfOzl6syKZs+zX15aVcVO1dT3oc79at3MXaM14xqYLcKJJoAvf+82ts5at0QiPrKI0NYoc/wLAcvT92EAHgWyqMR1Ze0LBItV6spruHunMjDGbmr2h6kIGr4EJvwzLQo05xbOxQVRSU5HzS1o7fpHIzsZGjiPUmVPlBmZieQiUj0ta5wlib7RcQQo/jTOd+bpNdlXwYBrljvJoCT7LuLFTQcXxb+STYfnxV+S1pfjLN47FOjH/fEz81woa51yRNfmzKrrfDncWbPeIG3JC/wrYuVzMn+qHTCdY1aCrCkvp3603xc7OimlLWZmQ8+1pm9NzXNVtQsjvV/cyaRMaAxVT0ihDKnieidieF4vkYzcd6ZrdgmArw7nbrZz7ONsHnggtb7WECIJk9b5IIB5Ruxp51d5oTyiCOl2PQ8usR6EW2LwzBT6E8S+ppx7R1HaNolgry6pjX9SNjd2NiibiRAHN3kfxpGht/nTP99lG3+NWx4kwrrdhhoL7vPkX5PMsGsUGgnKUswfj3B143Id7Zv2V/k800rK+QA3bnCN2VPM6dE4G92Pu/8GtF8fb453Rxlx/alBxp44LIyUnRv9s9HHJyHYDfSnaGZxUchkpTOQNBXD66rCYEapWSTHfqIKC+N3k+X9G7DlNc2J3/iRAaBYvnFU1SzTvuTAmxvHyCdkHFdN0ALS9jrExF17+itgUvtQu0HzVGqj7J0Omn4RUkKHldi22e7FzmcTU8ums2USgy9B721p3aXuFs3f1fVjvQnxKPjYSYVmVHQ/IHW4+5wmsvkgVFRo3zZgB2WYcb4tiDJUHfJTBaz6hbPQCdioG9Fgy99iNDjDwmy10wIkpDopCUh+3YhJqVezKFl6ESEKbtrZuWenUMEQfv3BbEHHeT9rFGnRlrRA5/qrMhY3eJXlk/xQ1K7RyDAC4YjmtqVBE2EFcgZ+c97BPTdTFIMrEao5pwPJ8YiZfuA4/JBwbKQw3yRjOF3ai7XwxxpJQHk47RFYjCaEcwWQfUGUxz9txe0mMFIY3VDsZzOEmLWwXDChbnXoHsGF1N49cfoAGuHfowqOuNRIvDpNPoH6y+kM8Ptz6KptOBXLysgb7ghVBGDNxagilh8PNyx3B2RN8Xj5OgmQFVo2Bkw5MhkOZX+ZkZZyhcN8KPlOXJMcBH1BLUGGeuxYeC6FGQUtDUQTL96y30osw3Ou5Us3MsblIw1UZI6a0XkzhSXWjh2Vz2lr5LFkj/RicrAtVseah371aVHZCb4mYcSkjp9EbPzEzUP72I0ETR3zjtzuh/T0ToT6DE7zNzWf/svUwcGo5iQ+pug1Vtt58qiikVmeGuGHDNO+D2cTNqrzKwu1P5+BU+VxfdStLg8V5OIKPHDRcoXP8k6bBIQAKlZH7sSQvULopabnjqBbbkyYCwwtqOyC5z5lG2svpv3EgXKXlkA8HSzf+XWVbl4F38WalMhDY9ikyreCSlGAWR5sFadVQrpQKnUPO6+6nPh1OMyujKAP8WHCYygRKGfRfKtlXMrPaSxuV3KUriufPrpG2GDWY16gAaTKCQiRivkkntWyMZK2LVCLA2ii8vdhYezMAgCf8uCDxdldBJ0TgJnX2ecicK+BZInfafBrVyNacOwoPAhzMxOxBdrpBwDnxmIrchmX2iohvPg0uO8E10vcTTAhYMn2UUuGhpYiXf0G2morU067w32K/rtkPGoZSGph+WGWctNp5RP9vzPogXZrb1pLRASo2IXqkG2vrTjGqpb86SKrvDTyua+XEWREVmJWtkFVVRfr4+srVAQQhZdIn2UUSLLIBaQfoRsoaY0ecSuOMm5soiY+TXbmwR4Lx/zHSecvLFyAKEWx4enzjUv7qG9WJ+yiUJ7+P+uXZzzobKEhF/kRe9A36wmUhLmE2hu+uD3lgUhJP/otle6MKyyC1cfp4SbYRZO6pU/K36ajy4rZAIJEnjkiKVWs/spQNcSZc0lo8dFP6DB6xyWmzdXb5oj14IH+hHG7kqYT7dB/PVlJg8IpjzKLdLMVoPhZhz2w6s3Gdfu6ewDkvjMfoow9AsVYAxLTSbj//r/uq55EGvNfj91rN/msoA1HSDTNJWZAbLz2Sn+mBsgNI0IB0ynHjwx3t9Kzh17mucv34nkx+PNQODvRA0IBcn7sMxR2dhOMbwAbt/ItKMltfbdlrYS0GpWgONnuzsOSiUA9knjSCMrtL8hSCMLV8lkqFklmWRiw8Jf8xHa42/+fb8jQrar4EiQ5Gxb1kO+xGSCPC8MBILT/0ZKAKLaE3n4ZLnvx+72AJljsT6tcG/J01qPmKnGmcjDiOUWTj84KQ3FgqHn7DL1dc573SYAh4aU8ZH6PU6ffB8I4IbMHyl2QiXgtnjrHFG36JoKqNKOshYO5aWZH7+gjPXmCqmMhZy38jgT4995UP1fvZYNsLUaS440nSGbBVf7oAaAGzMmu00p4uvEBI6+qW0QWHV/OO5aE4nQUcO/u+k+qPdokiXie4zkPzLO9ahI5AO2DpDGCcrMeW0DC/HxWqiyFfyV6D1ztOlID9+hZWrfkmSS4Z1xIVNnDM9MkSsRXPwgb/WIRXCQnBnwWCTRsDLbMWYS/yfs/m0c7+SHtG4Tp0I2ews9xBsv72F96wr6n+4b6893sF+qsxjAa94yDwjfimChF14Z3ces5zZy9P9iBPh3y12K9q53NVlFlYM4ro1KvWghlVW4PGbGvDPUROZfF315DPuTa9FF8Rp+GRVzHXZOnkkdAtZddQEN8jH4q/L5k4iWcx8cn4JsLn45nOJzf3JidjCvrdX/y9zPzZzMuKhu7CPqshJ4/kTrbII+N770PbPfVHamKeaQ1tuyj8o1Xx2PH0NYdbIQsT2JafXR2JRCCtDxl+YBscRXe98/z0wdbg6S6bC53xTDd2rY+Au91dMM8BPymLa3VvMERf3RG3iDYwZ8kBPhCaLusZm8glmSDCnVMY6jLXaDSALO3BKh3dEbacDNqrSljMcVseO3RfVfQXiEByEgHf8YC0jOM7nc/Xlh7NDnv6BkAuQybE8GdzSmIo6kceGYNoR934SGTf1gcJmUfRAi1or56xBf6eI1O6dOm11mrVCGrLVE0/B/YP1Qxv6LlgBOAeYwBNzEfeuFcHuHh/3HLODQMtxemSQWysD4sdyIoIpOfzKM/3TNmRTVRViM9AnJ/K5gpHDrhG3qjKs2DutQ7fT0EyevNhEK962qtf2+1ykLFgHRmxx9OH7kd0lBY+pTRj9dBPEXdsQsKa6Gm5BqGjmQbgH7sePAEZqnsS7XNVb83ysQqtQdU4GnRY///mg0noUt0hMicaF4pT/jH3CSIhahEl/mqVNAaB184v6RMnMnn4h3XHy8zNxUG4rRzjwNvDzHBZcZ8Fi9tZqgomXfRl/nNOL5nV/zHY3hFHwf7kvJyJxestSoZ5P/eMufat4A7RUqoP7A1sh8DI/0SDx2GufbjuVJKOrpymBkF40nJp/smTIFwnDVztKjBuXpw2Q0CDxKQBWfwT70aFixKchNCyNem/9fI/gM3IZVKvcbIfWAobwgGHHvXrMAKNuCrBTVfs+/zu/FTZ61u8qRJKbT3/LxiHYz3AKiEy9CATjUXopBtrtNIYRFiZwIPcs+fzu+ihTqPx9RQ/1N9sSE6KXPS3b9J0TR3t0wF7K338awKsiY+PVqTn0hBuUJWIgx9CX9PwCjfXgdnREk4PcB43qJ0J+iFs57zaMYZGHL3nvA9nhobD4Osp39GUzxFDx56vCkprJNGX/PZAs4uhuzxYMSCrLcheWuJBxq85PMJwt+GiPE99E7rSu0tZjO/qJfPX29NG46NOqcwgwVdKiROCq9tum5SUidEXHnE/HbD6dn4K9VQG4TJufzhqNsHvdjTQ/mLCvwC1QMueFu0YAEfLDW7Xe14cAEqqXzjuYJtXLASGFhALbbaSoH4Q4QFTaxcpYUQVUHCJ5ZYB0n8C5Sr7pbsgmzwqyCvUt1/4d01oyDe6/HxY6HumkYM22Rm7xLMhsu8s+lmkd3/Q0gnX0hisRaAhpPlNQNcGR0aFGqUlw5FI/XVzFsfIEz1ja8l11Q/OrAKejT0Ht7+7oaTp2y05i5idGLSuEjjbGtMmzii+BsQLMKrRwjfdVaHjpbJ9KvgP/GtfK8ltMBC+fjxyX8KSmuJ0jshyNcxUoN0fX6Emm/f7vSRkghV36oHNprOqeYfrG5UtYCPPEBBZxSS1Wmod1y/wTHTjhG0eHSxQfQBeKAub12ZYvOQN5cO9sSJBkLZKqOj6KV9on1cJ+Yx4zMFp6kUkLZ6VPjF6dEdypp/RZXbQ7rkvH66kRwEPM0LsvI4kKdbZJVhtoA5RqeBTy5hnhRJrk33NF+Y5t26ixtgt8HW/Z5Sg9SlJTggoMfnu6Wecp9VRUgIGqeECOdMkcJzlXGwMsJr+omRTmy+4qybSB0SJqK8xrUaHtYfUGdfSTASTfFPsIfRuonTHmPYf/rpdNXDt70Kcl6Zgyx8tOgT8NKmFgpoKHOgd2fPVcyn6dzhpo4ykSgb+N4oBF95U3tF/cHsAcI+L4V2DJKQyT8LbjQfXn7iahaltPcFH0RdjNPfuLOQFCfNm6lWoCuhd+BAtXorg0w6RqcMkLxobvlsS4OCfcACvBbEmRSJnVBX6rxNVQFvxRUnoiqCstbcPLSv0uBIUzYKbv13q1IDhAtoqlP1U5L918NOLJKsZHvENTDhbNvviyu4o80g7vuqoGVoR2DXsVBELk3KaK6DV+QnD1tAvTH4OXBvc3ALQzQyrBKQMO3+PxLVHsdTuCdmgb25Rv2B2hpw0hx7G/Jro9CSpyPYIxUmTSXiP90CBrMj9afpIFhVIejnMZoRsgPv1AlG2RQXSJ1j4aa5WkovxPntK6fg68I9BqeHoJns1a3mNz2S7AcGcqp2SGJbJSf3KNRcct7gnRY1iEItTJqfapJG6aT4oh6yq7H+66fp+8kQQFaHJHeKO9sIYjoxyAKbCV5JgUixW/fLauJmVpjg8qbWjjSPC2KriQqJ1vS1IOOUHUebLgOkTbmYcOuu8OTcXU63o/rslSXwwRGYCXK7fu9zNDZwpndGPrB5x+Ufna8Aoj5iSmUpM9Q4d1M3slYi51L7i6B5EpYOIbCf7uoBhyAUCuEeOnST/YijIzrNxLi0tgGy5JeTZoVq5f/wSrqsuwxtlFYiC1coNV1Svn5C0RepQWHDYEvqmo97ooLASy8l89PuWqQ4WJKve1MVMggEaMhYs1GNjTVNQYoI+pjw3Rd2+WYhQFgpGRASpaYqF6Fi+++JNBnKWj0jobYl2ta2Enp8LyLmQ3DskAQ7EHJhryLg/qcQca75NE+74YHACqJzmCFIXkg1vypA1XAd7WTBjmTgbkmcmFu0kmj6psP4es0aZYmTWbpwLvvzojbcrbNzlCH0HeZ4XmMWqVUqCuV9Ctc11xx4TleVzxxQVGfKihANz4umHzmY9ne7cNshATOOxrqjPYILUlSvkKEmkcxf3zocxBDDWkJdZzXfj9hKdSms2sbIFovhdPg70OspR47znmHtZ0gjEP0IvQP1PPZ9TK9GHDD4y2g3KQpr06orUY1SKT1Arzy3avsRjCkH7odGtwMmPAfbaG3iktwEutS66r37il2dysguov6maVxEf6n0KGawHlNcCM51gkOHnFY9b/1bQ8YNZy4McqmM+BLrJ4wi0vmjIs+JxKXlL9JLohauha0jgii9J4xbsomS3K2adJgMXraOb3D2lkZFuGhMHqpuxQxJtL+8Y0MYeUAgNxegFktYKZUNi14xwOD4T1/lhSZcNwrPwdUBJiWa5so7st7gS2m8mY4Wi4NFXGkdFQFVEe9nL3KPCJZvaYFshE4ODAtCsvEG2HDD0o4ZWmwbgGr5zUotorQjr0bipESi2qcq6AMQnVwdZNQleeerXPmEUfQFYhmkgSrtQvGgi3D7AINi0LmXP5UnwLUah4/3gUh5HHW5joaGUXjTbTzCdQ2C6y477BbER0S2q/sa2n1gcGqFjqcYaaAZvz5Hke8gEZz9NnZSFzg+BU7V3S1Sd+bZvHTmJVjRZKpZv5sPEwPLHBPoTfIYxR7vyYtZaCE08O4X00vdt6NMWVDOzHA1shaQEyqMcIpUey1XZ4Es6+zEZJMn9Bcy8RHr5uxhUAURXJB46UxeVmLYyHrm4Cr5QrWFG2snScgJAFaOHvJ6Tl+mgn/zRp/tXQ90xjFB6wj7UQ44wKpo7tv23xEw9lA6+0rMMoyOPNlm9FWCE1pfDxFVXUe7xZJPmsO8T277u5AUSSsu6YP8pfioXPVW/kDZFjgPuCiCuR72oWiGDgx5yy7ONqioeXLGxO6KqYS8aCXT7cfvQBCMSbAh3P/nOQ9Vxb9r4B6P6rVOLfD/pQE9/isiVo5voibabt+D/iYv8pRqj1V3rcEZgNvtBf6DgsfQhp/SfnJF54sUGaNKu7914PSH3ejnOAL+z2QVIvkDI5te5ysu+xocsYROvdr0l4pySCKUgBZEQj+8HjP10MNjI5wtatxfpHUoql2qLZtw4nlUR96j5VBAMGWu1UzlBoKyVoLXH7EfHarYngnGHN9Gg4JgI2jkV/r4n/tPf+9h/cfV/yK/5OIE7uJAZpCK84ct70B68NtynH7jfFU2U2op/yM8LkLtlwrBn5yJ8mQjJCt/SSrmH5/mOqalcEueaVhDiN9nUmmyL19ksV1l3ic+Azks2FlrURThqkpNkMilHmVVMm2shV1Cknyuj03d2hFwocCFlPnozgS5wgirE9x53wiEnSoM2Z8oZVU3ViJoi+D8Ffd9H/KElpx8+DfFlov/UY+JvIGg6TmicMLMPJDk8i069cy3jxCqBnu3PZdrcr1a94zaZtpeOacHi5Sb/TRfM83z57xKcXA0LmAYfFjkaCTwllnTs/E+6BhCseypyl2rrz/qHi1vZ6HgrjBtmkxudfa8P3pCQWDoWssBvow5hMyunYgXFu4sCZwW8sXWCrPzeVy2vJhtvAFjKKHCTCkrnoaVk0+IkD4hA0k5Dq5rw5ddD4y4h9yO/JT0ZW1IZvB8UD15Z5YD2eIOcr7j9Q2c4G0kYq+yoY5jeVqRzNaDbRwMCPf3emITpudMpucHinKw4/J8IveCdZUwqMCcT1gvgy6eiPiZSh+dSc6G2ATinNYH+yNF/QWEi5zIsLQg8l8Z1+fHfIQ9OdM8o/K4pk7kcMHny71YUx1G+1D0pGGhRhqPH740snbmrf9rNv492Pke4qfbzmzhjmN49tLc9Wy4IXEvpXWzft9fJWXK1HsWdyE69KYRvjYI8kUkuwEmPQ7QBL9bImtLK3sQMm/xwMaLwMpePedYfZYOdluUPyKSKDnyijC+IhS0BBl974bYH4u2SkWMc7v5VbGIZXLHmPC9N/ahUPQ6lK8Oxw6btlbgw3pl7hdD6LgZupduT+7VxTbpIl9Mfl499a8rDLVv7ck1QmzqS+XRV5L8bt9LBPfLJibAY9nZyYHn81DwpDaovf2pvkxhuktMz4NJzlFOabq6UiVfYWl1YcGHJDEOWI8/sbtNPBgY34WMCmfB6EegBvo0cHAZK7rssl2N7MVzDOs0SGTZPjK8RPaWHo/VqHJ27IxuZFtPc8RHv5jT1CrGkv7UOHl3DY+84OIUmnWBc+h44XgyyU/tRCUEUD4t4XSfbADl14pQe16OLBS0sUEuz8FqzX+9D9P3f9gTYmm7CbdI2Kq1Ea4aW+iSjIT1XS200/UBGW4mQk6rAiyWJb3toWD6Uor3dfH9vzeOCg/GUhQwQVXIrAbgIEHY4y1rzTSHXwRDRTvNWh12NKQK7HHOKSwK04vDZM1LZqgiL4A3XPkdt2gJ2MFeO2XMzgfYTCsWp3LmfqEEyNqQBgL07t21ygNk0Cngl90Bid7MIKRVP6GzKMcUlayPHUOH7rFBedD/5Mc3OfLkqBdnpRLkNoBiMRtfj3GSBxtuZtBq12KiJL7vRnrD6cDWZvx3JA0UljdnpUpl4MnloZrMqee77ronb7wGLujspq9vL+nsyi9kqWbbrb8srQjeDd5w3JbV11lQHZsCLZn+deTnq0/SXK+GSAjjJBtsyz6ckk2B/vQrHPSlIllfnlqNkEa+NnocZG82aGWvR/wILQff9I0Y1ZPMwsXDsyLaZ4+wknfuFeZrUkP7sKspxQ6fXvOXh9OLub03s56WO0fLQVAFZj5p5RwuRRmAzBlIgCSsB3a5SHycss66UMRcydz3l9m6vFV4f7PnOiXPhFKPVbJg16Og5lxgp2zRO0GI+vmVamHov3q9a7ny7nHnKI+VPUxqr+Ps38fpf4zYL6p0F4C20OX2HxWNpLVgEjyUbOfzMUPJCt9Wcr/gAh/ZFtwftOLaXCmRLH8YEsnDu9x83wephUDD/f2A11uQF+HtzDUEo1NnAyhqeKgZ0Dz3gA+aMVN9mJXCYAk7ZfWQod5V2raCI9voHdKPvND0GJ7FN7wfMq9/VTarNyDWCZ/3I47+NNQw1p4nnWuRIU/fm1ydEhD+QlVAzuZo0g7JBR+XblfFkw5GDvFf0ZfiZN9iALHsJaZ0dOI0J5JIYcLFsHeGnlB7kEalgPeYdCxCOQBn03AChBVbAT891kv4oHO/CPzcaETdm0DQvg6vxIUzrTtLcV2vxxfHOz+joJVbHK239F+xvug4p+uwU/+wDwVLfa1iHCi+GhMVqX38tCEvRumPDsWduHNF8F9XTXUcXFumH/3qrGzi43lft5w/tdMveJroVLgmfAMB1zzGhfSiT2YVtgcUAzhBUZSE3/cccM+5H+15QCJtC4wV2BULyC+ftgRw1oVN0C0qH6CzChNvdMhvnlFMU/pcYaQrZIBreOJj9mYp/Rw1FJeDJNz1cMa9vIbnn3/M7xBP/MHXxarS9oicAm8YJ3lA3VtQCmDyjbXHCO01PbfTjfMWujsUtW7NBcYnbxgkNcfUvtFbsmfbRUXAnJWgRbzHOqPue6HTpn+6tqu63GXM1y82kpWTu/fa7m2huCeyYdEC6npW4LpNyd5uXfcSgXeEggpE8aDSpyWh3p4uYapDTBsFiEMbT2zk/VrPfDUJWlkcewAT9P8fOhj2WDfU5wImDd8L3pf2LD+WOQ9CseHUef4PHdgG5zzEZzGhs7wOPaJZTkdgzTRWjI1M7lRApl14AaQOwcgsyWKi4EanxqNcNCAVY5Lz8/KqcfArwaWArJFDMb8l/kl6xC9iMHOjCrn3+WCi6dVNFsrr6c9uB4zICppYffJZV9O0fIcQmeNxmO988hb/utV1rhwErMk4hsnwBCEOVUFVi01gbxfO85rCozrFBU907Gt26u5HwLgFk1X4J0ROx0WXSor1PuYpsRUr8uyqndLZDG6vy+jJQQKwWmyU5VczsYfj3UoAri/oBATOp8C37azBhSdGOQ+HrLEdTGgklHchjWH25ebtZA1CFqKMRn9DAikgUK5HJVrQpSQmwT+UowjJoOYf7GAbVllfkSmzspfYaWQgsQ4wGz1RrG8M2Ulj3UDRpFwKULNSXiUlozgB8FZjvyy5CT9xwcDO9l8r8IHLz29iWDSbdu233oPLw/MgNV0DgZMOL/+XEReeo7YZK8T74qLGi59bB5wFfxCLPjP6zIYf6RPIA1p05tlpd3O1AkaXfj3CIQbzLvONl5jRIm+6GPZYMKjNnXVjZ7+8mX4OaIu9mAzWBj8k9p59K1bUksT8Q1CiTsuyJuvRD2KG04GedlIUdp0mJv7BahhMRMPr/HQkFUT/vZtN09FxNsLar7CYiq1W3WcYMroN8wG86ob8oy78QzmEyEdM/iem0//MtWCrXMiqjEAcjQFqKgkqlRBNbkCZNA6UGv9lkTtansf8CPDlJ5ZubcLGR/AQs6O+tzCzXlZr0DO7ovgzNdz1clz1j2aSkYHRLboo9X3ebbC4pcRk14SjvLYzHIGDlzi9sGHqv7GHhnszEiUBqq7i9TECk7CXx5uy+6O6iUx2GmSHRAj29XHtOoYYMLFwwPyyVjooCQ0YjPH+qKUpa3y/3t9f/PiARyzellWr9Nx5qMqVGPzDIFnK1k3HAT/K6cqob5NmgVvUh9BeHxrTCiwBg2rwlywTC9UJ2XGOxqshUakNfWLUTN3JYT7Z6INKZ/GB9Gf3KHPNuQXCIEyoBTLYqdMr7IS7MMvdpr0SvCRo+NtB05dtnlaKR51IpJZ9JZdwgBJbxJq6DZoNevs39Ub0DXz2+r3pLiluUNWTqaYDxuKirgkCJ/9TANYh/LYiwlX5bnrDGDULK00BoE1htQK56vLTxyqgoCqRwCxJRm+VSiLnl7dDrdy38q7aXvP0cszQOwhxGjs3UrxzbJ8sqr/P4/JJjDryny1hMWj2s6vRM1loU7NGGi6ZGizDL1beItz9N9DPPIm0qLihA1Xv1oi5H615S9uX5XH2QWrPfVi4AvvewE9XquSYftuUwcCNfjFwu2UTClzeuEvGaEu0b3UmeBuva9jaM8KBIysMcl15Scm1FN9O37XVumfXtgM+8oDiNcokvy+zK6rDXbgC1qed1+1XZYynQ8zoPc3DaYb9IHKEMr8edpkpC4XEwe98yZg+4kELi6XGnhztzOFFqnPFE+9HE6tSaehndEBtW3UxxAPa/3Vbp+posSW8dzbieAsvTpzA4rfzyclLWX1GLALEse64Kx8YEq8o/oAd2hJDFGj42uHel1OKAJrKowZ+j/3fwwGY6fMpwab8vd5XRf5pvqWWlAsebttVqHJuy4E4TiAxeM2xlCFTzOnhLtB2pbz+sai07O7F7JycEGnABV/lHaQ46oWTleo3Dq/5fzj8/unXG/w/FSFXGOchpGto7+zA+URljNr8An5PxTTQLV5QkvdqBM1r0lfU9wGrIQYoyIP3zcbk3OYnhKd3bq9UwE+j2C289IgyYmxicseBiMoKRX8rugjgeg60EUcbU7GQoL9cAmqBQ2TfroREK4UpOhUrGqzUs+jUd9X4WtI7sD8EnTTtWtrPhcu0CAqFm78o8iQQEZzB5FLLxSC6Hx3WEzxa70neLvly5s5Dg2vxBwWmVM/MSJvXDVzswoq1E9JLghO5rjR2tXsC+CWKQfoMv/AqA5q2YhSdckgPP0GbtYmjJue+8jlUsDxjN4ZeUj5fI4/BoHmDaWd1hX6e2ABiB804is0tXOGp3MJAIOmL1M7pBIHUrsduJQn0ogJeaRj7eeq26UFqL4WjBWfryZg209TKY5OWG5qUC7e8aOGGVhXV2yShA1uCoS8xUvHXybuHfi8lGaEMph4OctnRSw7prccVD7SSh1bHo2AQAWXbL1N3Rukqd70crrF83h3kliLbbKJRxj/FnwcPgd3ztf0qYlOdW+aoYRbj0Rmy3pYYByI9y0a9cZ6N9Gr/tJIyHWSKfTpcSBkpeldUn+sDbpdx0fJ1KYk/P8607KhQOPz+2AWZeV0mfspQPNAnmR0VptcmkF2pR26MS+7WOTE5zcd5b2pOBSNWxCHXN0NpbRz7SovsPLhErhE/kLp/S2wJ34eaC9seiR9A37/l62lHDzq7w6q+GDelpDcWHgSUCxow0+sKzoN/G/uAZFW9Nya239gXbtm8JNDMsz4TaCCDOF6z3Vn6iWF+TQrmQ7QApwMIfcgyACnvnvzgNpNwKTymW5IHP3bGRvEvnU2MtIdAZcjsBIirfD1uSZZwlAbQlINd55N8rDoJc2gjFsEDSA0v7yCeOHUQq8KrEnZiU8WGnUvF/CQZYWL3zNqRkKG/8jZrgTLYf7f4wCFmg2OZAeEcjeGv5DMRTIpQobGL2NvwSOF+HAcmoEf93r+wc9J1xr+Psa8m5+4KK6+JSSwed57UQDCoMPN7u/Lf04mG8hdovGCaj5grLmgUuLKKcuDG7l248VMxQI598AHVbHPRA7juKOfBEYqqfSxJV1N2p2jp5800VHLv7XAOtWQru9raN5Xc9qDWZ8rJYiX/E/KWPWbDoLkqByOvIZrwR4kpWFj0qt442pYM432Vpyb1Is7KpACT5eSQ02ocJJ7CXBmDrCvpfDGDyuBB5RxU0JwGD2ab4x7fu2seIjlHmqlA0Qa4JrrJyfn9ld4h0eav8c3OiGh+0v4S3xhX5WTRDi6jop6pB04lu8RfGRXyvh23fHQbB5IM68fUerKZ0zx66biLfgZAfgthjNMcwHEw1QKuGfO1/9jrsYQtMpJgbLf/Q1a0U1SRzE6TILHNdhnAY3Q9yPnoXrIFV6lS3MWRmLGIjTktmY0btuzbtoVWathMy39qYRuCgvaTqXVdaha5tEM2ZrEpRV8k8Gdg==\",\"id\":\"text\",\"isHidden\":true,\"name\":\"ILScript\",\"type\":\"text\",\"display\":15},{\"defval\":\"\",\"id\":\"pineId\",\"isHidden\":true,\"name\":\"pineId\",\"type\":\"text\",\"display\":15},{\"defval\":\"\",\"id\":\"pineVersion\",\"isHidden\":true,\"name\":\"pineVersion\",\"type\":\"text\",\"display\":15},{\"defval\":\"{\\\"indicator\\\":1,\\\"plot\\\":1,\\\"array\\\":1,\\\"ta\\\":1,\\\"math\\\":1,\\\"line\\\":1,\\\"box\\\":1,\\\"label\\\":1,\\\"type\\\":1,\\\"user_methods\\\":1,\\\"builtin_methods\\\":1}\",\"id\":\"pineFeatures\",\"isFake\":true,\"isHidden\":true,\"name\":\"pineFeatures\",\"type\":\"text\",\"display\":15},{\"defval\":\"Present\",\"id\":\"in_0\",\"isFake\":true,\"name\":\"Mode\",\"options\":[\"Present\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Rating\",\"type\":\"bool\",\"display\":0},{\"defval\":\"SP:SPX\",\"group\":\"Parameters\",\"id\":\"in_1\",\"isFake\":true,\"name\":\"Comparative Symbol\",\"tooltip\":\"Reference ticker used for calculation of the RS Line and RS Score.\",\"type\":\"text\",\"display\":15},{\"defval\":4140,\"group\":\"Parameters\",\"id\":\"in_2\",\"isFake\":true,\"max\":1000000000000,\"min\":-1000000000000,\"name\":\"Value of Comparative Symbol\",\"tooltip\":\"Used to display the RS Line under the price. 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