<?xml version="1.0" encoding="utf-8" standalone="yes"?><rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>dbt Charts blog</title><link>https://dbtcharts.com/blog/</link><description>Announcements and notes from building dbt Charts: the language, the renderer, and what we learn shipping BI as code.</description><generator>Hugo -- 0.165.0</generator><language>en-us</language><atom:link href="https://dbtcharts.com/blog/index.xml" rel="self" type="application/rss+xml"/><item><title>Dual axes, not dueling</title><link>https://dbtcharts.com/blog/dual-axes-not-dueling/</link><pubDate>Thu, 15 Oct 2026 00:00:00 +0000</pubDate><guid>https://dbtcharts.com/blog/dual-axes-not-dueling/</guid><description>&lt;p&gt;Every chart with two vertical scales, &lt;em&gt;dual axes&lt;/em&gt;, hides an exchange rate: some&#10;number of right-axis units equals one left-axis unit. On a &lt;em&gt;dueling&lt;/em&gt; chart, that&#10;rate is mysterious to the reader. Consider the following example.&lt;/p&gt;&#10;&lt;p&gt;&lt;span class="swatch" style="--swatch: #40639c" aria-hidden="true"&gt;&lt;/span&gt;Airfare and &lt;span class="swatch" style="--swatch: #d1702a" aria-hidden="true"&gt;&lt;/span&gt;gas prices both peaked in June 2022. A chart with two&#10;vertical axes, one for each measure, can show both prices on the same plot.&lt;/p&gt;&#10;&lt;figure class="board-live not-prose" role="group" aria-label="A line graph of US airline fares (blue, left axis, a price index) and gas prices (orange, right axis, dollars per gallon), monthly from mid-2020 to the end of 2023. 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') 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font-weight="400" fill="#626366" opacity="1"&gt;&lt;tspan&gt;Jul&lt;/tspan&gt;&lt;tspan x="0" dy="13"&gt;2020&lt;/tspan&gt;&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(96.03442879499218,15)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;Oct&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(168.45383411580596,15)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;&lt;tspan&gt;Jan&lt;/tspan&gt;&lt;tspan x="0" dy="13"&gt;2021&lt;/tspan&gt;&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(239.29890453834116,15)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;Apr&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(310.9311424100157,15)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;Jul&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(383.3505477308294,15)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;Oct&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(455.7699530516432,15)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;&lt;tspan&gt;Jan&lt;/tspan&gt;&lt;tspan x="0" dy="13"&gt;2022&lt;/tspan&gt;&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(526.6150234741784,15)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;Apr&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(598.247261345853,15)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;Jul&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(670.6666666666666,15)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;Oct&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(743.0860719874804,15)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;&lt;tspan&gt;Jan&lt;/tspan&gt;&lt;tspan x="0" dy="13"&gt;2023&lt;/tspan&gt;&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(813.9311424100157,15)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;Apr&lt;/text&gt;&lt;text text-anchor="middle" transform="translate(885.5633802816902,15)" font-family="'Inter 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(price index); Airline fares (price index): 221.2" role="graphics-symbol" aria-roledescription="point" transform="translate(335.3333333333333,214.14867284190865)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Sep 2021; ⁢Airline fares (price index); Airline fares (price index): 206.2" role="graphics-symbol" aria-roledescription="point" transform="translate(359.735524256651,242.1707791702343)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Oct 2021; ⁢Airline fares (price index); Airline fares (price index): 205.7" role="graphics-symbol" aria-roledescription="point" transform="translate(383.3505477308294,243.10484938117852)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Nov 2021; ⁢Airline fares (price index); Airline fares (price index): 212.5" role="graphics-symbol" aria-roledescription="point" transform="translate(407.75273865414715,230.4014945123375)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Dec 2021; ⁢Airline fares (price index); Airline fares (price index): 217.5" role="graphics-symbol" aria-roledescription="point" transform="translate(431.3677621283255,221.06079240289563)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jan 2022; ⁢Airline fares (price index); Airline fares (price index): 219.2" role="graphics-symbol" aria-roledescription="point" transform="translate(455.7699530516432,217.8849536856854)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Feb 2022; ⁢Airline fares (price index); Airline fares (price index): 225.3" role="graphics-symbol" aria-roledescription="point" transform="translate(480.1721439749609,206.48929711216624)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Mar 2022; ⁢Airline fares (price index); Airline fares (price index): 245.3" role="graphics-symbol" aria-roledescription="point" transform="translate(502.2128325508607,169.12648867439867)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Apr 2022; ⁢Airline fares (price index); Airline fares (price index): 289.2" role="graphics-symbol" aria-roledescription="point" transform="translate(526.6150234741784,87.11512415349888)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡May 2022; ⁢Airline fares (price index); Airline fares (price index): 321.9" role="graphics-symbol" aria-roledescription="point" transform="translate(550.2300469483569,26.02693235774891)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jun 2022; ⁢Airline fares (price index); Airline fares (price index): 325.2" role="graphics-symbol" aria-roledescription="point" transform="translate(574.6322378716745,19.86206896551725)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jul 2022; ⁢Airline fares (price index); Airline fares (price index): 312" role="graphics-symbol" aria-roledescription="point" transform="translate(598.247261345853,44.52152253444382)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Aug 2022; ⁢Airline fares (price index); Airline fares (price index): 295.1" role="graphics-symbol" aria-roledescription="point" transform="translate(622.6494522691706,76.0930956643574)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Sep 2022; ⁢Airline fares (price index); Airline fares (price index): 294.4" role="graphics-symbol" aria-roledescription="point" transform="translate(647.0516431924882,77.40079395967933)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Oct 2022; ⁢Airline fares (price index); Airline fares (price index): 294.1" role="graphics-symbol" aria-roledescription="point" transform="translate(670.6666666666666,77.96123608624578)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Nov 2022; ⁢Airline fares (price index); Airline fares (price index): 289.5" role="graphics-symbol" aria-roledescription="point" transform="translate(695.0688575899843,86.55468202693237)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Dec 2022; ⁢Airline fares (price index); Airline fares (price index): 279.1" role="graphics-symbol" aria-roledescription="point" transform="translate(718.6838810641627,105.98334241457145)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jan 2023; ⁢Airline fares (price index); Airline fares (price index): 274.2" role="graphics-symbol" aria-roledescription="point" transform="translate(743.0860719874804,115.13723048182456)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Feb 2023; ⁢Airline fares (price index); Airline fares (price index): 284.7" role="graphics-symbol" aria-roledescription="point" transform="translate(767.4882629107982,95.52175605199659)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Mar 2023; ⁢Airline fares (price index); Airline fares (price index): 288.6" role="graphics-symbol" aria-roledescription="point" transform="translate(789.528951486698,88.23600840663185)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Apr 2023; ⁢Airline fares (price index); Airline fares (price index): 286.4" role="graphics-symbol" aria-roledescription="point" transform="translate(813.9311424100157,92.34591733478638)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡May 2023; ⁢Airline fares (price index); Airline fares (price index): 278.4" role="graphics-symbol" aria-roledescription="point" transform="translate(837.5461658841941,107.29104070989338)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jun 2023; ⁢Airline fares (price index); Airline fares (price index): 264.3" role="graphics-symbol" aria-roledescription="point" transform="translate(861.9483568075118,133.63182065851947)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jul 2023; ⁢Airline fares (price index); Airline fares (price index): 254.7" role="graphics-symbol" aria-roledescription="point" transform="translate(885.5633802816902,151.56596870864794)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Aug 2023; ⁢Airline fares (price index); Airline fares (price index): 256.3" role="graphics-symbol" aria-roledescription="point" transform="translate(909.9655712050078,148.5769440336265)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Sep 2023; ⁢Airline fares (price index); Airline fares (price index): 255.3" role="graphics-symbol" aria-roledescription="point" transform="translate(934.3677621283255,150.44508445551492)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Oct 2023; ⁢Airline fares (price index); Airline fares (price index): 255.6" role="graphics-symbol" aria-roledescription="point" transform="translate(957.9827856025039,149.88464232894842)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Nov 2023; ⁢Airline fares (price index); Airline fares (price index): 254.4" role="graphics-symbol" aria-roledescription="point" transform="translate(982.3849765258216,152.12641083521441)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Dec 2023; ⁢Airline fares (price index); Airline fares (price index): 252.3" role="graphics-symbol" aria-roledescription="point" transform="translate(1006,156.04950572118003)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#40639c" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;/g&gt;&lt;g class="mark-symbol role-mark layer_0_layer_4_marks" clip-path="url(#dual-axis-lead-clip2-078e815b-lead)" aria-hidden="true"&gt;&lt;path transform="translate(0,268.13793103448273)" d="M8.944,0A8.944,8.944,0,1,1,-8.944,0A8.944,8.944,0,1,1,8.944,0" fill="#40639c" stroke-width="2" opacity="0"&gt;&lt;/path&gt;&lt;path transform="translate(23.615023474178404,246.8411302249553)" d="M8.944,0A8.944,8.944,0,1,1,-8.944,0A8.944,8.944,0,1,1,8.944,0" fill="#40639c" stroke-width="2" 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stroke-linecap="round" stroke-linejoin="round"&gt;&lt;/path&gt;&lt;/g&gt;&lt;g class="mark-symbol role-mark layer_1_layer_1_marks" role="graphics-object" aria-roledescription="symbol mark container"&gt;&lt;path aria-label="⁡Jun 2020; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.08" role="graphics-symbol" aria-roledescription="point" transform="translate(0,288)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jul 2020; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.18" role="graphics-symbol" aria-roledescription="point" transform="translate(23.615023474178404,278.33557046979865)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Aug 2020; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.18" role="graphics-symbol" aria-roledescription="point" transform="translate(48.01721439749609,278.33557046979865)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Sep 2020; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.19" role="graphics-symbol" aria-roledescription="point" transform="translate(72.41940532081377,277.3691275167785)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Oct 2020; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.16" role="graphics-symbol" aria-roledescription="point" transform="translate(96.03442879499218,280.2684563758389)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Nov 2020; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.09" role="graphics-symbol" aria-roledescription="point" transform="translate(120.43661971830986,287.03355704697987)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Dec 2020; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.17" role="graphics-symbol" aria-roledescription="point" transform="translate(144.05164319248829,279.3020134228188)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jan 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.33" role="graphics-symbol" aria-roledescription="point" transform="translate(168.45383411580596,263.83892617449663)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Feb 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.5" role="graphics-symbol" aria-roledescription="point" transform="translate(192.8560250391236,247.40939597315435)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Mar 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.79" role="graphics-symbol" aria-roledescription="point" transform="translate(214.8967136150235,219.38255033557044)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Apr 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.84" role="graphics-symbol" aria-roledescription="point" transform="translate(239.29890453834116,214.5503355704698)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡May 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 2.97" role="graphics-symbol" aria-roledescription="point" transform="translate(262.91392801251953,201.98657718120802)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jun 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.15" role="graphics-symbol" aria-roledescription="point" transform="translate(287.31611893583727,184.59060402684565)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jul 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.23" role="graphics-symbol" aria-roledescription="point" transform="translate(310.9311424100157,176.85906040268455)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Aug 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.25" role="graphics-symbol" aria-roledescription="point" transform="translate(335.3333333333333,174.92617449664428)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Sep 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.27" role="graphics-symbol" aria-roledescription="point" transform="translate(359.735524256651,172.993288590604)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Oct 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.38" role="graphics-symbol" aria-roledescription="point" transform="translate(383.3505477308294,162.36241610738256)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Nov 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.48" role="graphics-symbol" aria-roledescription="point" transform="translate(407.75273865414715,152.6979865771812)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Dec 2021; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.41" role="graphics-symbol" aria-roledescription="point" transform="translate(431.3677621283255,159.46308724832213)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jan 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.41" role="graphics-symbol" aria-roledescription="point" transform="translate(455.7699530516432,159.46308724832213)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Feb 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.59" role="graphics-symbol" aria-roledescription="point" transform="translate(480.1721439749609,142.06711409395973)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Mar 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 4.31" role="graphics-symbol" aria-roledescription="point" transform="translate(502.2128325508607,72.48322147651007)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Apr 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 4.27" role="graphics-symbol" aria-roledescription="point" transform="translate(526.6150234741784,76.3489932885906)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡May 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 4.6" role="graphics-symbol" aria-roledescription="point" transform="translate(550.2300469483569,44.45637583892618)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jun 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 5.06" role="graphics-symbol" aria-roledescription="point" transform="translate(574.6322378716745,0)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jul 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 4.67" role="graphics-symbol" aria-roledescription="point" transform="translate(598.247261345853,37.69127516778519)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Aug 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 4.1" role="graphics-symbol" aria-roledescription="point" transform="translate(622.6494522691706,92.77852348993291)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Sep 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.88" role="graphics-symbol" aria-roledescription="point" transform="translate(647.0516431924882,114.04026845637583)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Oct 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 4.02" role="graphics-symbol" aria-roledescription="point" transform="translate(670.6666666666666,100.51006711409397)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Nov 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.85" role="graphics-symbol" aria-roledescription="point" transform="translate(695.0688575899843,116.93959731543622)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Dec 2022; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.36" role="graphics-symbol" aria-roledescription="point" transform="translate(718.6838810641627,164.2953020134228)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jan 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.45" role="graphics-symbol" aria-roledescription="point" transform="translate(743.0860719874804,155.5973154362416)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Feb 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.51" role="graphics-symbol" aria-roledescription="point" transform="translate(767.4882629107982,149.79865771812084)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Mar 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.55" role="graphics-symbol" aria-roledescription="point" transform="translate(789.528951486698,145.93288590604027)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Apr 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.73" role="graphics-symbol" aria-roledescription="point" transform="translate(813.9311424100157,128.53691275167785)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡May 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.69" role="graphics-symbol" aria-roledescription="point" transform="translate(837.5461658841941,132.40268456375838)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jun 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.71" role="graphics-symbol" aria-roledescription="point" transform="translate(861.9483568075118,130.46979865771812)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Jul 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.73" role="graphics-symbol" aria-roledescription="point" transform="translate(885.5633802816902,128.53691275167785)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Aug 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.96" role="graphics-symbol" aria-roledescription="point" transform="translate(909.9655712050078,106.30872483221474)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Sep 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.99" role="graphics-symbol" aria-roledescription="point" transform="translate(934.3677621283255,103.40939597315432)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Oct 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.78" role="graphics-symbol" aria-roledescription="point" transform="translate(957.9827856025039,123.7046979865772)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Nov 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.5" role="graphics-symbol" aria-roledescription="point" transform="translate(982.3849765258216,150.7651006711409)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;path aria-label="⁡Dec 2023; ⁢Gas ($ per gallon); Gas ($ per gallon): 3.29" role="graphics-symbol" aria-roledescription="point" transform="translate(1006,171.06040268456374)" d="M3.4,0A3.4,3.4,0,1,1,-3.4,0A3.4,3.4,0,1,1,3.4,0" fill="#d1702a" fill-opacity="1" stroke-opacity="1" stroke-width="4" opacity="1"&gt;&lt;/path&gt;&lt;/g&gt;&lt;g class="mark-symbol role-mark layer_1_layer_2_marks" clip-path="url(#dual-axis-lead-clip3-078e815b-lead)" 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transform="translate(0,0)"&gt;&lt;path class="background" aria-hidden="true" d="M0,0h0v0h0Z" pointer-events="none"&gt;&lt;/path&gt;&lt;g&gt;&lt;g class="mark-group role-scope" role="graphics-object" aria-roledescription="group mark container"&gt;&lt;g transform="translate(0,0.25)"&gt;&lt;path class="background" aria-hidden="true" d="M0,0h149.904296875v10.5h-149.904296875Z" pointer-events="none" opacity="1"&gt;&lt;/path&gt;&lt;g&gt;&lt;g class="mark-symbol role-legend-symbol" pointer-events="none"&gt;&lt;path transform="translate(5.5,5.5)" d="M-10,0L10,0" fill="#40639c" stroke="#40639c" stroke-width="2" opacity="1"&gt;&lt;/path&gt;&lt;/g&gt;&lt;g class="mark-text role-legend-label" pointer-events="none" data-dbt-series="Airline fares (price index)"&gt;&lt;text text-anchor="start" transform="translate(19,8.5)" font-family="'Inter Variable', 'Noto Emoji', Inter, system-ui, sans-serif" font-size="11px" font-weight="400" fill="#626366" opacity="1"&gt;Airline fares (price 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KBaVwRZiOhZe7oNvEKbdZBSU1D953nsrn5ofKxN6mfpNKowNxk2aMmOOiBgWFiQc4M7xmG4cCTzCJ9FpouAKYlsHAO88OuQy+uMh9NQUKMSf14iWQEjLrF9KvkruJkaG6Bop8XusjN1xJh5HaTixNIOyb8S+iTNy6tMACDhH4IMVG+xfB4htnwpC8vYVUA17iny2LLBlGmZThQATrX5iBa2bN+1iH36tOmhk8huxem2hOG0FHx0TFQk4dsa+6f5zLSJWPsXqvP8rIQAUWRQ/U5ubYW3dSJXmYq7wSXx/hzmZG6kyPtJlDuROfhnv43xoG8zVwLa0CK5dqWY2aSDh01p53rnGq0UR1Na+AZ3NN2j4de0sBnfoBpxViB9xWEfhs7iL4ptd5kYE8hH8IV7uNGfzIFUCKj7GbQ7jSX4JcYbJIxBmHINFNWLmQFsMvpIgfbDpxMUVaVvYwBUgmSFyulVPyVHyR17BEwBhRUzNG7EE15Tlub0QiAghTSCB5RGC3LtdiGHzSfoD7AhkwEiJwwlPAhjg2wrmKHXJmJw9lJSpirVHSIV/OxeL9Id6RiYNGjVp1sLMwqpVm3YdOnWx6QGB8QiMUKGr/GkYZVLOwycYzEGMwwuTphWUyqlUqlZDQzeS1ILxrh0X2m1bunY6wuMkORahs+4AeukVTDGQwJPm7nCpISxkpKbYlE0PE3QbIeVXcsYGNfU5nXJokP8MLccd62Qrr3G0FmDeVldAMJa/SS0JcyCaqcVZmyXwlA+TjhyPP8pyvsw6iRApil1PvfTWxyRqWrXs+nDxTZg2S0hORQMREBQSdsFzL7yEdEKgCcj4MLEIzoYRnTFjIpOGrSCM8UZuyFr213Xx8PLJ+0euJ4kWR9Mkpmquueaaa641bWhic80111xzzXVELeU9t/Tli/NURqP5cIUcOWs6BaFnZeoHt1M7yczCaoGNnYOTiztWpj93hRHRc3dtBOyQmCgkFx80W1wCKinlgRwPPfK3x5vIfMqJ/a+8cxsjE5UQ1EN72PjQjchbUyJ12TYVoadJ7EbJBVwQscFdSF0ueXRTUXr7Wb9ZGiEVERvWk9TltQhN2fXxq0FCiLBlERveudTts5RzHenI9kFZEtGRmorUy1R9pqkElUVsaP+0LY8iHBRxUILqZKq1aRamJeh05dvLch2Dd+05U9DVGoL2hs07kTX1ut56TUFsYtW0DIAS4M8Z1e4Sgm0L05W532DRHwAPAHwowKcA+AEAPwrg579SElAdAPP9AV+P9ynrm1K+0g5f0ypujX4L1X07O2n5jbHzryjH/h2XOv0Ldn5AErwrXqhNfmfXOxDvE8mQtvTh5GV+2ttTz4q/h/afVvsv7g9nLBMPLOHDUAcvCRLfnt5vjTo9fRXSlEz/mP91/uwh+6+ps1chVe7h0+Uf+/Rj1PguHX5p+Tj209b6cfT8MjW4dP5V20dRC2dNQaeOXBTEPjr2R1h+yelRyxrhTL/Vg3BuVXMofXHG4Pm+/6L0YdDinyEt1NJFtcfFpdVGl/ml37qfZS2PNb7yX75vepqx/EHu/ZLl4+kdcvI7F5fP3fym7Mr2LfNd/mOvhrs7q+HDu5f866s5Zwr/XHl7179rf/3pXx8c9298ctNbXbX4mRv//pAafnvixcv/ReVCfHfd2GcoVnafNanAh8Xbn05C+Q2HX4Sd5Ju4kjv92s2zytt51XnX/kzHdBQ+2arapUuaunP8qVfT//v9uSeGP2tb8VLKvqy+OzP85MKfkrrXXl/6nb+8ABhAnvgl/Ecu3lv5NaAcemxC2EF4aFTST8EXfm73FHzoQt55+AvpL0gZHP99b8elIb0bBmSJlzHz9dWvAXkfIB6wI88Huky/m0tG9O/s/HqLzMaR3z38+jKaQ/71Gzkew0uF1xKGPooFF3gyyGmRg9OK/wICZL3XHiESdHL63n5aUWqct/SAynsAOU6LS7KxFsAFMX5yIrOmzJprgDQaCD0ZC0sCnCKkpsA1bhbMhZfptGSkkS4Qq4lNivIyx2o6Pl5Zf592BzjTQKZxCIGojJnWEJ8HNBFBhZFk8wSZAQpAC7xdSgYcEhNGwxNvhrHSK41mFz3unfEoIDflpt2x6By7dO6kkcG0OWWukwCayxEfoIRi/3s/xwMAyKFlAr7/DvVaEFCh90M36cxaZ4uXazapCSUi94Ce4yOcRDsIcPSyiLH5s7DZ3eE2AmI7AqAO7RcA9l+bgD9Cdh7CLFQBlGoMPJo+Q85lCUbV7yXn3Z/xrORHrX8IkFeM/Bl6DDTclgMoCZtw0/jOu1o6YIFg0Y21ZpgK+pWOArb0vmmY2PTUn5Baoy5biCDheqODiP1Lt4PpAfXa3tReO8olO0cIEINx+MX2cfgNd+nu0Qy99sxRsXv7e+1benv/Wh0GsB0KgJ/rkFtn7jN4qzcUfrR2zY57FW/LDUmf6CuyHWcSMM+FTUDXhHStookeiZQ5g9l1E/8JkffKIVBFS69eI4v2vXiOA4TH1ppMqtX2MGl+u4e2yWUoB+D26lZdr9P1vzr35F/Gfae/doCYI/FRLKeCtG+gdo4dLKkacJkSS8yoyg6Ic/Se6duyiy8w82r2ZgDaLtR+dBXvEN4ryO22U/gSQIf02CX84PEeu4U//NttjwgggC/qsVcY4Y1u+4SZALFHj/2iEyyRA4Dy3ifw4uCrgODQNrJtsslm5TDtm8pxikW3Oj51zNzXZuKc0onw2x7Ci4DQ6MZk0B8/QQ4Q1FsILZjzXIugzYmINPy0NTUZFwHdY+tEwO8W4t5lQJVx/q5UkfUuHPc2Ihrmz7Ed8DOw74YcUVGD2A2wHGIzGPEprNvFFcz1DvoTaM3slr9gNhVklo3bVtiCQ59V8EjaH5SM2FulXlxq2IbRR+yyONfszqXLnsZHcrg8uy+DcWaVBlcG/z3dJ7dVSm/CcFj4kokv4wMCXwvISLJshLo5L/1GgXkQV9qTSUR3Uii0ocAF4qM1HMoGaS1jq2Jgnytek+QMhfwPTBAU0mzVljDVY0DBsE1kxRxkqMJGFqcSS6NSMp4iqLUy1OmycvQu2b29AteTKcaXtSe6TvLQxvRFfhDwLIvzFZNmUe0qrYytNe6nA+jlVUdXszp8mvSZOd/NnutNVMRhZAjLA+hebCafoB+5U1ujoyJEooqEZoERV+8dVYbmvUT7bCFRMHBfIuKuzOMxcZLaOJe00yr57Sa4EZJDmrjrWtJ8RDBs50qaNH0JzKWI4WyCmvHTHMmzmEXxmROl+Hg6DuCp58Yt5dgmd50MJVvblWdpKONlSU4RnhMYVEgBNG+umRdpFAnEwYgJZ0gsUAkYXx2xPJcVHu6bcFMRGa6HWRkKUq7VFofWm1Uq1+ZiE3FpKQvjyNDIjelvUqxAWSMlx9ZnBCJtkUAoLw2jU+UzAUNyUoViZEqSPxhwThEr04D6gqj7gOCEts4zhBzX7fNMGFyKeMhMqMxwDap1HiYqOcb4ytmEEeafmr4b6WilT6V1soxQgsX+tPygzPdzKKfDl8xKHJ9DKSK1+RmVtKB5uXgBmgzjrFKYBeFSx7XgABoVuSQTjv7unTpiqerdWIRBXqkjHYHzHap8b1jKCiTHiVPX/QSyEjjkyFusnLSAGzm2rNaKLkKW3JdaT7nHUxBMJYY9OMjRbNNHVs8na+Q029TUOrTi3Rmsw1I637lOAjwYayWbT6tE4wywTTkqq4wZgyZI425iXwzWQbZJAUPphb6QPCO/BGkhM04usaVUtAS+e+J3dh8UG9+qoQpfIdHiofCBBVOyEZNUxmDlIpLz1DScoLCtNBGb8Fw4z5AkpJKCPOmLCEUjPRfkkAYILNo36KV938EV5wtJDBoelxK8qobjQ61ClE1yFLlbOyqi4IcxLnJd+VrZPOiw5LsJjRxHGM74ASF7jivSNAvnpzn3ACqJ4tvK0JgjQxvVb8KoiJqcb6GAU4gp64Ci6jLhBtJ0ct6OVhRvXBkDpVYXAtbRSjU2TKMWXZcAtwoNkzz/7H5D0b6+FoFF+9zLG91O+7OzwQhfy0w2hEsWl7ay3EgUoynSoWVmuA5DPLTqS/rDAqXXNiOe1BQ/rf3DlpTWND3huYj5Gh+S6epc0s1e4CpLTHHYv/KyqMiyS2ApbnxDPRfKkGjsMYfjEE2qiqVfvCU/F3Cx+LFTDpED6r5VUEB1tbEexQFI6oilqjbFVNxPb+qW6tAiqqwR9wR4WFFyKRh/LZVc7UNtL5JGnMHqsi9y5VgYRM0FmXmu/6hUU3K/zr1p/cZgA1Uqdc2Ftlqg0Poe5IL2sA6o/tAm4+w+8hnX96+uCx4dXvDIO1i0z39xEdHkwJ8v2wvc2dVHvD3y5fsx4XrBcRYe+PcP+tkI/fvHaO3//+209t+/vcU/f7Rj/O7pxd2/fmkH/ujsre/6+bM5WlBNU6bAUHanJfdpfLsJ72AxugVy+50K2aOfkvQ2mcejPBDZywy693bjkrDtHqU/sDk7UnGJpAlaaaeslDOUiiXZpqQ1m878F+K9zIvHxD//wv9FTOaltaa7+EM2w2JI82oAk9li4gyk0wbfH+r2WFu1ebzPH6ANZJjYTHMAYzW4yXD+DftdAiwC9Yh35M5/8BFHP4hICb2TdWlB/NMvZnH6pTXrQ9KRXsO5kLqbYRRGUy3PkclxPB3s9riK2tw/FAzb1gyGm4Mjb85j5i4dCAjeCWwxoSspYXfdv9aofXc8yqnIPWuYWBRLQuLMj4bnsb/g6aP9/v2ry/Xz/vNAbX40qNqjA+WpDX0bjrxzxKvP64hQAqjMc9SOAApwfMpmr226dEz8y8/Mbbq4enrg2aDNY/Vq8F0PDL4/pNdWbe6Tg+3eMz/r1lz26rrhKaiqnyqWaKbx5a0cKlc2gORsPF+Y/r+EOys7bUNXvtNt3/Fct+qca+Nl3/ol60DltlJOPZldqeovVu3MWNsGdyiFY7Udthsv7wfPvA0nOJo9pkpGqw3ak8jaUOPb7XfttAe5qFJXxOY2FZDpYScQmZqJ5tN5YsRYVD9HvN/x/OyUb5qAPwAvO6geZlG6oH0naKGqAKn3dpxnYxqRjkOhWbp0UFePPNna5nrubLvLs3FnvZ1MVMQGnD+vOncyMI5c3kthTmudBspKVxf5olOnM2ytJ1+2WCirWxvBIbWhl0pS5oaePAWoR/50/xyi3E4xjj5xtrmcPdfq+mRyflo/2khetZhJl0eNBp1TR77Y1UVZGTUAtXrq63G764nTdrevp6d445usbFFzGPVE/uUCCrlYEQNvHDeTVhpNpCvjLY2I8lhqSQHjyvH8jXSxuZU/kQkaaufTra2u5862uTwddxrtFEge65++CKhHzpOhcWRlD5Wj8zscNZIumy3kX+wt6tkfx22wEyc63b8UTslOoEb7BE/3MdRTrgK4CTo2VKnRjFczDio0XaITe6VaQl0qi0k9mRcp6LQvU0DmVNXe7Xv9bv6rqUreO4Hn4QShiII9Tx6cEDCEvAcgNWHtw6Pd6+628OupTdG/Bz6zEzx/+HYjvrqpsO4FWecPVfl57jcU9NOYIp76dsQOO3O+D/bV6ETHzfK0+aD6i7lMpamQVr5DJVoe6Bde2K2qGji4f+AOavuV3rG2tx/dB7yDB+lI/Y74wr3TSe1Nx5Sqy2O3ly70Dk5YuHYSbQBkjV9UgbL9tzNv7y2n3Mq8tRd41Ykp/1hTPFvXYPtHiydZbETs4xt9k1bShsDLFzPm5Z5UnQTiSNh3dPbi26Lft9qQSumhNGFgmKse1ky0n1f9Ot6DrpAvpPKCXHhus5reQhDv+Wbc9ekTdtff5NR000QL6YqpgbQ6YW4qCm1w4J1Fn/Gpy6FFrTVaFr9I/hx4Zpnb8cHxp074xgkPatWhVS+Wmv6XkmIjUMzMK7P2yqfP8qp9z96/lCWZjPEujbK8W7ftn2v6gte3dHkNvNUt5wgtjpCKYxnhin6R2jJSQ0JxmfzgS1mTyTt2Wyvrtl/mt7ZMQ+q2CPbspjpDVb26X0EuldGrwo6kTyZP7G6pNk3dlkDqVNVewt6FDYtkBgaiBFEEKZOXyBuSJ2amhoFx9f3Dpu7ltTWijGu/udW8GFI218GKg0uqUwERRftX7UCpGL+j+eXG6JVFtVDd1lKZzHxPVeeXrowu+Iu/2MG5O2dfilHmS2FEceKVUYvqW79IUnVFD2IqCDEVxQ9TtL/tvhm35J4oVTV3l3DySX7gW+P55LmO1S8/fPSYChUPNR348OrzYEAx/8P5TuHvr7pEPywdPvzjUqfo1asOUeLmDxsnt3K8V1Y5vhwaKx3j+KyucLw7wPq2LKnYfxs3yVvn/fB8Ldi74dcIvsw4BO8gsWlN3RiuqAsidgmX+9vvvHfPmoGHpvlvWnjIqYlrDidJ7nt6ASxVbH9es/qsm+WqO1moHSkRqbbhBBYWj9uxh9TQfrhd0l9Ka2LRccZWDI/ZXyLUuFAvuJodZz+oyXDebfhjyWDrP92U6KvyH6wi71J1ONa+MUFr2L6Mm14tv7J0LS6+zQv23HJADVkC1CMgV9hv1aw4H2S9ElbtdFib5wak/y76djVIt+Sze57aVn427uz++kv+lIsCXEiYPKAIeLvws4itj+7dNWMVsmyWKAusBDF/55hSKR+TCnYrFdydTgk4ecSMTBIKzcjQp97kjfOgYpOhwoykCg94sLcgNOpw/BzKn552xeDz8k1nvLque9LE2pEioWICK2yXc+lDc4Khjsm2Zd/ehU7n05j42cCfjGn3u9Mct7+9L9VcaqjXmylFLyjzgk2uBu2fxVlg7vztyNPuJZ9tMyh+br3AffFWw5ocyYS0GZihe42zHjqdHc+ePrluVuTg0bcqym2DgyMS97PpozUcn7bBZImY2S569apT9H3ph6WOsJ1qbjrK9llZs5obbuXC2sp3aBSUHN4zHfpnqXjYGkEPemwfhSCS/l2XO+X20dslO9649Qbod+nAiaMngGmeSliKxKMJtMKC4wHqo44xxxsjw6gCb+lPZ2Z9uVk083YxF5+d2Y3ZJEg2RwZZVGZVbWtfl67heNtJwEsJZdcKpvfLDTOX7u5j7714a3ru8q1T37FHiS1SscAsYwPpMKtYLG4DVV8jZiLcfl+RJkpJFqalQMlpRBDwx7tabcSeHo8DZhqvaWzCHvDGHyyRlEJRKkDIvFbdsFyBI7E7M7juco/K4HjPNFJGGYqTtK4YVUionRkM9kiuRIY7MqP0XGsuSWyk10BwnKzaL5npSchMSKWmAzeqQ1VLQ3ubjmYfR3pGa3lqbj+B6zTp2c5+8ohDJNXy+FKNiC+vEfLlGhA9r9V4kCMeV1WIxw5yjOK+Qr7s3r6kbvtf2cMr1BJxhVaUg4/pMe5NvMdL7SsGyuUOwQCZNVpr4joHCJwaLS/aE3ki+6jJh1VLSXEIZBq+UFYjEEm0PJ5UC6Jft86eYYjHairEY/s5hoo9ZLlTm1VfE8mNoMrFQgQ3PYuUS+LohVIMJ9VvMjEa2icF3oI+Z+2AXpVD89+c3nnjz+bwG7G7Zgy292wQTL6YeTx7QeoVCbVKVKwWBE4DjZ0wIfhlJIocDzwFfXXH60RX0uxJSfa09Lm/v0ifyq5H+irUTbvsdusw0VNa6w9yxWMqlfneqK8QQfQnXNcjVhgEiE0Cdh4SycnbJITzlXXAfJBztM07WkPtd1Sg0tMwnoJjFSYOUP0tYqHJS6nDlPndyEpuLgYwayiIShDxsPXPOWWYcH/C6h28PBNHT4qJiGvv3mgIrpEQFYfUQ53b+VG03XEXbN0pJcyE2LCXX3Js1AWqefhSvmJbASDCOo/T4p+9SD26379jQQ9U0DZcsfmWLdMGwud1scyIMi1x7LgJzseRKTJ8ielE3bTrbrdIcrsIVJ0vaudlTaytQE0RxuVh4r7IjgBKchAzqW3LNuJi6YlKEkO7iZKB9wWx89rO3/4oVyhuec/d/jify7u9tULjHBjUxG/uCu3YQL9m9Po/bO7htBYFFAGc6FPZJ/d4fcSeersTQub1de5woWZKQ7KcMNYwe3RHNsBr+joFvn+2fa0rKS8lUaSlJfPNy1u2TS721yaGEDYzNAoeesrkueQE2mNt1W8gVbUw0plwfSGNXY3NKzBglcxOJqsGk58jQkDk6pKYBZA4Rj+FVlVtw3B0eEgj53t7GHybqlgkZd0sBpgP26YeRKhqXchnqboCGreqDF5UT1OLm3486356tLeD5Zpu8DuMUDUxmBWmOTTAhF6D++LbrjFUAi/kcOzAaTphNvvMXwfG+MPqUC/scMzAKUXQ/r+Bb7xVOYYXmbyIJ48L8kuJCnxeu8DzwzFIIHDgGS10nqRvjtHoSoX15FVXIHbp+2Q3jtabDhYJ0/IJdH0lh8XR8jFYHR9EOf6k3ItVtcnwm9vY/+WczqsvufbuH5QF4kE0o4EtknZNkSr6mTUcLMYIk6nmYLB7DcKJzwbH8syPB5WDICwROSYbA+uYqZlHD0q6p5OTs8/ulZDHU4NM+vjQMH2C6cn2LVvo62qTvfDsTtH8wRSkD28XTO9P9TJYEyOjrB2M8PeNnc4R5sQBGrp8APhOyc6eObThqmh6tgu4HWkCkyMSc/rcyqz8N0eywSumB6RRUcLcPHpRXuGfvQeMB7taOnY5ylPjubJWcYXe7E0eAlsZgSOXLabP1XLj81EcRG4xBWIJbUI4VFqc3V+QJUkt3IvhKXqLmKLmMrQaTqaWf+ot2sDXsmuOO8A2htWXKRDZ56d54TlIYSYmeh9pExHXPHvVRzmUZljX+vL87BhaA4HM040iwXXLe4k5+qvE3HLB2/x/uuYy2ZPZJza65ux6HSt4l/+3/M0Su/NvsJBltaNZtd746ae4qOJCJjyrQeAN6dClZAtEamML2H0jNJlLjyFSzSLs75+SXduhEO3IxmemE5MgYSWE44tLsSwRCCNK2N04WpuwNHcIV7WwflQMpwRXpmczjSUoA8uyb7ulB0mgYHEEMhJNJGPLiFSw8ZguwhFRe7+P3QdCTIsLp9F47Pu50XIAUjfPfv/9xBwYNw7cKr7/XjeqBGBcdZrOgtRUAP67Yw8alhV+8cVXOhsePDTfo8Ln5OfqtPD8uffwgXquvtgOIMf99Q9gdnfY7R3DPWBaHY3stPd0jLw4OVoJIr5EAOJuqaZDkT82/gIExTRwx83af7BeCKaEAOwL/LOA6hMSpCj4HJ5582+cyQaN/83NUg8HiJyJec185kPVFVX7woMAy8YiGqmgkAYVFRMVFnzEIE1z7Uf+i8gU1Y3H/+EsK7JnompSU7ejn0QyHlaqE3ZRdoHVdxpnts+YVgBOAyoAoMET/Gs62zidQ0znouk8v+lCmC5C08UJ06QGkENeulzDsXmK3MBfywDgAD4EQLGOq517NuDg4uETEBIRk5CSkVNQKqdSoVKVajXUNLR0aukZNpM7zuyGw/NGOI3aasy4bSZsj4sdldZMOT6AB2XGmYorWiL3bkq6l8vUf2QzTX56DCrW4Mo2pIyGFmFYvjS8lNpKYkQ9MzKdRuU77dWz+2a1Y/cEJrE0T7yhIJFbJHPtTz0u3fNkKkw2F8nPFoMKDK5LhpSPoekyLN8aXgJtRRtRj4zMOqOyaop/nr2i6gih6Ng27+XHPFxnfvtrMQD4T53sN7iM+Uouy/MMsBxAD64g4A5A3jMqpU01WLobvQQgXxr5Mqca/DWqrSBc/vX4Y427ady9Rbripl7SQR5GAzk9D1YheOqFl7ujiskGXOZd/y1fLBtNnlXwg4hnmdVJUHhgGGiEcD9bIPTahNklrMzwapAWPTD9hSgwozykD0TAa6+FetWyHJOgz5xJYk30xR/2MhIkzAroeTwT2NpeOi8fkcCXdz1uViUpyTSmBE2NyaJCzV4kftcav6wt2Hmjq2raxyUpQMfNysSW4upXmcIsbJjCoiLGcU7t9eVTxkPTQOTEwXi4RL7kPHh4fJKE571BeTKwbAwQJ9SUxdx+rTF1beEeb+Sqxn7cfAo0Of+bd0dR9et/Ni0cn2mWH/ChmYnwlzfc8pX256vC2B0zAXTpyIdGlr4e0JuFYPj8/9YAVIVfxigkO/HPuT7hGiXKMz+n3q/YBBCztdvWfyrYJrRQvyiK97t87teS/gG3BIxLnp1/dvOlgZ9osHD/29rYtCCkc/Vj1C00nfxdemflv2+aGXH/m3e2vnnL/vanE2wMPFYbh46biW+L/zjhZuJg4pPEF74wKSMJSo5Jnkg+mXwv+ZsUWEpsCipFkiJJGUg5knIr5fPUjtR/0oPTltOXM1o3FW56lb+dhcq6mZ2WTc9+kjOQS869lnchH55/raC+0K3wXOH/+kYXe2/22XynJKvECd+KkCGGEacQdxBfIF6PyJFZSAhZjrQgtyLnkWvID5AvR/moFBQWJUE1oZyoQ6gV1DPUb2gvdCIahRag69GD6GlMIeZDbATWXBpWFlT2Dq4zbgd+J0FEaCQ4CfOEa4TPhFZiMDGHSCFWE7uJU8TzxOcQCUVCR0gxpM0kNklH6iHtIZ0l3SeVkdzkjeRcMoVcSW4nbycfJ98kfyE7KG9QLlEeUcT4U3+3n8QulCxwqLXU3oXLhZuFr/7f9P+Ppt6Vv4tGq6Z10nbuut5dpVfSbfT9u38Hhe05vOev0DUofm2A3Uj2AFVDhIFrhIdXCXws4eBA0szfEsGW9WgOVEgVBdbQ9lKQcOfNOdUmiJOSEw+39Ltt38KaiqiEbUaICKQlDYGAryThE2MU8TYL6kZmCzlV1AvIDdv+1cpyWtR5+cE0E7m2k7cMUFZWvPs2ugTq0yU8T8KmGuNVDDxD/8XXEwBHvnJO2QTejLPYksXw/tjKu+XVw3VUOcE4fc72JwViLn7dvJIzDK9BQ+K7CcDHfzTHygLW/efqEHtZ5+9UJg0cGIHwrQysmVCt01q1ngZkN2oueXHZFpZ4KPp4MMDNRKOp8cupDBUz5XDm5mUVRtaoYn4vEg55fP5APPfJsXB35eJeMOBzh8LRRBp2zPfn9xlZUzCspNJFJgiUY5iEAazYTYkiNWOiozLrVDMnmNGoLMIoShKoiZzqntKGyeHMM1FSlMgiqzR4FQjvoGDUxKddcGOsJBgShbCF4s204oxdcN5lXUIEGhJEiu5xhjBcOTvLPLj54DM2ltnPLBHsd1y7cO2dj8aWPknuRc70iQcclrB+2FOqqXeWrpLi+Uz2YexsFp+ItC89nfbm1cLzKymYC4bjIF6DEepyC/z3iQt7pNOrjQeCY1kgWjWTeIIiiqOJlIrSCdFageucdNueaTYzd1jTUJ94dQuWKqsRXo39gM+Hcz/GdiTdsKBbkI1fM2ho4av/+D84TTHa6nOVuOB+ul43CN65or0t/Vo1srWAsJc/56XDI8C3WW6ztDygUPiN74w/tSsJqsMKb0MKRuYpZY9aV+2pyj3eGZ0GbGnl8jz2+pZhx2XYJqiNv4dMRphAdr48531PTOh2snSc0t8O005ezRr5TH0ajI/clvu7I1YQfjI4vh6XcyTBM1LAy6VCfh91LzjCuYpgwdkqSVVehEPxeKqtGgkQU4sn52c2bGZoosiiwotCOCZJufMRxYXdHQ50YDEyX5hOWlpzxKteejNXcKFBXamqEULDdDsM8fkSToFieqIliFdKc9Zpq+nnaWgz9rpK2hkm4BV4G6aqg19EKDkO7abO0JjP9+9ytNJOhGAMITjKWR3nkZaQdeGdhR/W9Rdxu+Tp9Cxtjl0tUSqVWGn78Vcon749fwqAt9V2XVd2nn0nmIsxsYmUHKF3f/8Bq4nMimLl1P+GbZcgEv1156jCI5JMku8hg1rN5y4LPGPZWy0u2sF/MoAvYr/zoH68Xqg/DbA0X9pXxs9kXwYiN36TJ5Pgf55tCHlsGAQLFTIJlzeIr8I0rNAdN4anGPAKLQ8kCKHEi50njq4P1tBV755PHqspbXA1TNHxhnHDFBQkYCFBotgTgiN84crPWMQj9gUbdKSASmn7d392u/tq+bPKmbQn4MxpcGLz5PPJ4CD+CiQDLkgs9lVX9asoQrVTafpif3EfVQlv+MbcwCLpUQdgVVKGxL+zEIKgAsLx41+zg4LXUTiMMH4n4LQzYasI3/wVlIglDSGIri83lBDfPW0jXn119ZkcurtzYcPRsg9Emca08Z2fS+XVot2e/KXxRL8bCnn1O4GVc1asOwtNVe+TMhqJH5HYu+r9XYYooex/fufkCH1bcWLynmtxBNemZN4COWO7f/xHwJnG7d/fmb6qtcGqtOGn9WQFdTFDs/9d9G1SMVqarl62YLDESMQBHERfzBwmbz3EIy8ZdmOhg9dpGzdpmzo2paZpgVV3eRDAqrRLCoFq6UfHAXbgrCLQFjTzagdqqwi5rmyyQEg73uq5j2D45cb/T4+nXQI7QHhGw4YaJ9oEKAGT29tZaa8GtKotsTAiUjFXDp7vTs4WPNGj/t01UCyTs/9iqZFnpOrbevGdLvvL9GXZQLWTPlVgYZXDu7enO6yPbuBx8XrbtlbRHkXw7QIg6B29r7jds6VyRP0o3+SoTrSKuyTXIkjZasptquouVwQsFxILK6ofQ5JAh2NZ5oCYuNnbpABDYIsUFiJW2LtBAkFxr0BmIlzAQyB8CwGrJ158CysMYm9GwlaLObWRIKO4qQ9Mx2vxQfyOVwr9H0yGEFuV3EoyKohkGC3hHy+EUqnNSzwPLaPdxipUXEHW/LcGsTeSbYFFvoLxcPw6ORTRYriWqk5byI1ygMtqJvm8tuKkHHVbOo1g7VT0M22HMsuX4UY2/zmRKro72YggFW8zkkcCfS3XbkkVJ6zkBXFPCsfUcRW6Wor9wn/Q0yXBo6+yqxnPN66PKGiLurdaHBtvICIJwxDKKX3FuyQ1wnQSp3jhiU6fNv2xMhlK/Weu8C0AP/1Tnp+J//YGietyO1YK29OzndoLG+pnf/xF0gwR8Dgv+VzEUODseKBl85zucHkpiATHyP4CBfB98V5OcHrX668MiN/6X2F/Yd65JKQTtK5yw8Q5T8kmtl0PfV7prdf3Q2mQPUoCkdlfKUFipxWa/7dWwyXPPJV8ZyEYg+eW60JJ6dxRRcVd3DPsdYnnkiBKICw0WFO8YYofZhC4FAlMIMMFgY6FxEcNXOLWhLojt3bPg9lPy62QTu0KPuwvNih8fJzilSEsGN49JWFotK9SHa2NDwRj9ZFeKq7XIfz1+nyfNJQHE1CcMt8bG7PsTHFzAQ4j3IXdKIHRRC18/uioi3Bp590cpS6MK41iWcTKbAvHCrwDH8JSvCMde+WnuTObhe24Kim2mqQgqmFYvuJen6FHZQZaLY7TfWQ/tZZyp/UsSBRcBEzS+RoXbekYVJgm0i2BaDNE9SXE1LUguTg+NGZGqezxHdOEwI699OIk9OCitA5I1uPHzA6Yea5Gr1ywV8Xtm4Wjh3JhM3larpjSkyk2NsgU4go16aEZcrtvyLv97yd11qLgmj0YO47/+jQtapKZLh/aqGiGWmq5m5IN2otLfWmyVx5IT0viMZmYWPakS0R8LptBSIS9Ljo/4Qi9c3t5g5ml2PLapROzY1/4zh9RjwcjsIf6ILHwKFIKgRHYCmmSk1+6tHJq7mzmH3+ZN2fmzr9nQ8ssBHAA3Ak7A1DTIwXDSM94a4dDLpXItLm4PeZemvL1p44rl3BlLeft6TSa3/Tl1+jKkuVP/1lrkQTJ98fVK3WOMc5TI2b2uEGJmxYtAW6dQN/t9azUA7RWZWMuF+VMjNPBSiaEO2XSvfZ0HlHg6fF4xXjIPWWyY+L/zKgLvfXEvd5HtbVlgWfQXljnfczujuTTjTqS9/uNaFSc9VAIrGZmNFIlwcqKxUopnS+Hbv25oiIe2ygxqCgCTwdbgvGULeO0L3G0zgMd9KanhenOge+MUVoJooyGqnCQWyhA2aMq+3c7NKcUjIklIdVx/eCvdg0gPx81RKxuCB5q8AYvzSApAbYb327eNJVEHC8UMEwsX7cv15s0BK81FZURFBnopGSigJpsvUriDgVhk7TT3OsxRsbOew5SOcItzASx1lzZZdlGGTk65ZXU2U5b1hdlHdq0vnJCW0u6JP6Art6eTcwFkJrtGn4AKxzpAvcPiuHmP+py4/Cxz64XTjYvtTBMnNA5vD0J91xbYnGTsAdSocGi1T51Nv1Ni16oOOf57TU2p45f+lwIaLkjn1ZWjAfDYHxdEbQjH8KJ9W2SxQvMnA/fZTqDOS8LvB9kMYKUikLQ14gD6uOUOChOym0c87MKbFAoDA4Wi0H9Olyw5oWQwODj86XQYyBTR9I1hlDV7OR/Rc/LNouC12ZRa3GDpGvgBLIxlVnDdDbGjd6s7MKonGXZtmny0S7GRlVTIbom4SIRCAkl6hrbQMHxtxlc6t6Lck18Q7OuFilFMNxywTmLYFERDsf+uPRhb9KffTlo9so8/8CwbF2YVf9pVvJFynj7qNAgh4U2Q9StNgUQCeEumN4yMz8Iw2dVV+qs2UfH8iWLOo/KnIqcnssrHb+usFhOWb+tUxhWbLL21CQJLIWTjTJRNgtlz9CObgGLQy97ZZ3D3CO+shBzJScQaMvWnZPDqw0vsnN+n/9RTPM/LnGULE4dZrTc6vcA0/AsjnCRc+y+uUhviukMO35dsNnw4hv6QoBDFvwA0iMBDJPg63WzYjKiLllnJ5TKjC3V5nzZH8mgaPxF4vfgbGemn/cfua3BU/eB8f30v/YuLRMHw0U8kg/SPeWMhHW8J1OgqRP94gE6GFrtFYlprQchPMuqHFM4x2Xfxw2yec/8s44sF6OqjrldLNu5dJGMGZTLEalUAsd2LccD0RDCDXtbKqOMQaKKXLmyQBWyrFBiM/c2bhEjfjnIPsGHZuFZLafjlMcvUjirKUSpXGsRBC5KTDtLAt7Gijk0jQkSDdRCjOPUFpoYlQc22WymjLWpGVZiywJ2JrzxwavLNj3t9GNB1JFF5Hqy3H2M9If2ZZLXzstZtoseRKuZak/0Ld9Gt4RfI0KsMBSdRa6fwfW9WgJWh1ZVAf4/t8VmvBcK/xn8+D5upUrf9jHrrrTj7dorbB3Goz/PmxveDRDQcFO6ZV1LTSTPD+8Ybj/tqMWCWDCSsnFb5Me8tnltgi/gnNdZFnjVdDYmm9dBYFreQPpc1mktL5LQrFPTQocl617v/9ngYqAnrF0YvQs9INRfch7a880wy53l4c/OPsMlTbA5syNn4wdfXl9Abos4/iyIcaFU93kx3XXTuHzSy9QgsmZKlI5NX5QEnldIO8Si7FhQrPMk6cgQONAdottK7SM28aXDoWyyjtYSzZiPdLqhZQ1ezsKwW1irepAIb0JQ4vYFsn3LWGDr9Xy+WmWabRVrs4ZajbZpQ9O8CFUBiHXg6Vm1f9TB6qQRcuGVmO6kbdtRWjRpY2WStWx2ADWldiAWLzpeDgIdJImpV8fAH0iEepNGk2T/V03zc/IbuIc3DGZOXv58vcgJD8WEVpKDZJ2URe1lTL1Rb06JSy+VhocrlaB2HYFs15eZElO6B1C9/z386/IdME8ND9uo7MYYypQ0nXZdJb+XGaIockKqKiR4zoALGOxdxcfB6dvUiOw892EYXAEHYShcqZtebiPPhCaGqsiQqOYVCzheOqw0KdKxspcoYLVivlzMgcNCxz1srhAY7HOT52IUOU7oqzQUwlY4gzon1PKNGWYa2Bxtg2tUfGnZxdqwF+GOVGVJYnn5fC7j6Su9zZFJ3MU/XYrBy0DH2ZA7/y3keHtjfPxecjjYb5ayXZY+JLvlb4Z5cnczYeawml+dHmwLULOur5R7mQ8KTr/wHf7X35xAAnxOy20yrvTmNv/90PKPDWoasH0TXTqXCDrxqxHl9Ay+z1RCf31taPjjrQdXr7Bt0cAqKjsUzQQ16cHRqjd5aqVTta1plFNLJzb/GK7vmMvMjrI9BS9SX5bjNmi57MYLs+yaGYMcq6Dh2CwueuEavHNFqQRMjAUXSiXDjDWrB8Py+dCygkzgaCp5XqEYeWG2WM44y0jdFpHWetYr32NeaIxxpKHS+njrXDRwp9OlH486G73BjnFMIRx9VurHTnxiDpSK930SNpNlNZ9RONGLSIDpdCvk1OsFcHQr/xKzwkOpteyPptFwsr7PqfbuIxN/iHZ85Rxby5+dZTFJe4PaRcz0+l4mgPVWM9Bf7rBEctp9UfASS3qXMZTT7MAbcIDdFzeqW4hgiktQsYPfWRxiHTS26crhJUyHD4xb7e0g0xQPL9NY1RhXbMi69bHXFhs478EDm6ZhnDJlRAOWYgpe+EnlxE/D2Y3uhNdJtQOKhiZLtw0H+GOmoowuiNH4dqEm3MGqVWrCEHjmRd5EPnY5iEQZEwhHqZP66dMNVoS1J2Elj6ljs1/U+rJsPimAg5MlX/K+Hn9Im3osvlQo0N/jfOmKnxSwr24suKi1tHazOa10K/OiZkO1WEPdNY9Xn60dpKKS1oRxDIu1XZjW0ZnYfST4fFLA29AfDWLE2W09lx/czeRKZVW0Ej2fBPBzjdQmsGEEs7ChHMmPw5YfBhZkYrfL4U5RnD9rsiY4L7upJq5FMxSRgb/eKdSzdQ63OSu+CHm8ydCCXs/SKEl7nz/ds/e0RbBZdn2dXCvpe2bH4C4OcQ9RUONoC/mx57fgwRRr2yILEcxwRWiH4jX/PrWgjovXrp7bXC0qVgDTsbrEh9zeLNnPZQj6WSh1RC3hf+UeWAD3ZNeLQk013izjhBl6KFPgzOQo2PF9sgq9SaAw1Muw+JuTF2RA3FSrnRfzKXFXnwNqADU9CKF/1nTdYE5xKGU+r+f4m4ii/oQPLvFG42GYuJ57hpk+UxiG9NDd/u/h5bP0R+Bu7bSoRvMRFC6tsVlr4xaDOxZ3tfuenBZEOtyB3hyMKFUGS/jl/iaL4wtScJzXTecdjc8x8ofnvkk47moJOAl38+aw78ArsC9N31FMuyVDlRiSaEkQSjLHKzACwzUZhtV1nEyTBH6Pe7zJKVkuWijXPaxJGiRMRqt2bfiyjNV3Pks3uU1DiW65qzjql6pYUas370hgFi51Dy4XIE46JKIag/fSJTzFYFuPtZrgNe4tWCW8qG7lgzFv932Df0epMmwqFNWdcra7Ifn1fcRha11Zu/nH23rPAD43LitWhZ17ZHu9Nd1GHPwFxaNsoACq9Vjf454tLJm7B8OsRYOcliicqU2Daa4zce15H8v+vCyeRVOLR+DSbFoYxLhs5UuivRUa03UxKuZ8KEgMa2lIMWeA4RYacK153RAboS6KJIKcTzhs+zhLP8704ImGK8lFAgiu3Icv0wlmGNNrRuFdCFSa3tZukBYIkKIIEqLA7g+3823LJCVbmNbOJoJkIRgYoLAZQVr7i31YyMWDsXyp9kiaZDgWGAUPDzJBlKrQWn2HiDPNdSyXbblyNHSyAyYUTRVrqh+zB335uQ683Ky4iabg76DY2K290LjLfqs9Dd8xGQ6tabnVHwCqQ/4pDrCB45zmHOdZNPITL5X2bVBcdgeLAO96sA3NrUuPZ1WLS+jONnKt34rzaEmj+4t92kFUs6YVtos48HywfUvRkRGLTkuVTLGWsq+LINvCQej7nFEaHItSKGzzwCYq8N2s6pOa8AxqbEJpzNHWG0vfCoAHHDh4wO3F6IBfl/f8bD14+uxCcE+LvFVCkD32Po88AOG/NOLLfIw6H8Rn7DOQA6CwC3IBbZBbL72Z3YBaodq9JhV/RcD6dt/ZgVlMcf3ttaXKOrzYonzvX4XmwKJ3cnPJWg7tcbpzBuMPi58FecnPNcPtloylKCow8lXdp5lWdJVJrYP1Cr9H+Vvkq4PqOODGwKWQ5wgawc3gKQSb98LfgoJGPWiFBTmMwKLSKXBfjmErNke22o3yFec20CVd7ZthmvxkTWRYI3w/k0lelEV9m7k+OsuFtL434Uc3ONN3v/gDBDaesizQbsns1McgM3KCz6LL3w9Mkvs/drGRDFZIyMVjOXiWOMZb+3uRfs0QmGTsZjaFJMCZ7EDsusqfaN+WvMTG+mNQC861WU6lrGXYILgJOWxW3LEFVSrDJ4e6TzUNPE/t8SMyNhu43wCp5sRnmH0iNGRVjHgHkzPV1m+v9XvrBbmzM2PCFpnBN6MCuqjKgwd8Pkr2rfaQwEfxQh8HmL5IVOcUjg79yBKV6jkO78nGDy7iQOt8l+K9wHty8SHHjWhdx+E9vrU/F4Wkx+E97oMuGMEBRKFvUH8GSxTNio+7MXNiXm/5IHUQ3pN+/E02J7s2p0CwKAwdDxGFwg6pzuUIguOSyxjYxrrpSlc4r+TwRJLiH+V/C/BP3pGPVAtmHT8KwJUeIqdvgDkc7sQ4BJP+tLR2dLQ22vvZ3Op393/OoOexx/jd+ruxYI41bVErBEQy0O0Qzk/qhmCnEYGko4fIEfJK5F2O+dpa538nC0+IT07+4wt/uK0YTsfJu/PXK9igmZHcPo0z0hHLxxm8nx4i14GemJ4AvU6yJBnymGXtLdm/b5LCQsEQ7QF4pVotDCtDFX0RJFvJ3bE2Pl7RCH9X9Kxeq8l9NM3eYfbADZi93iNs4sp+uEiiiOf3MjfvpdI2bwYyoU6q5i03BTvtoFIzxe48TNjcknlpmpC7y2+S5aPe7syNMRepGj6yD9aAOllDa40UahUZBVXZ8ohxiwy5wsIW5Vnoxycm4cYYDzGTnpjI4SoHREizSMbSIbfo+77TSiCwT4R9GWWOVJyY6QwO/RPHGs+ZPW5XrO5ZVoKGnP6d9rscd8tib0ImzvbA9WQT3pFQuBv7lJTpIRMcdtn1vfGR3w3nMWc6GUUD2tWdGFbQcesDNok+smATK3LNTP+LMqabq7ww52pSRwcJkZ8b474vJl486TizG9GQbnM78uu3gnk4ZDNKO9D75pRLcNR+aZmZJEIfWWvQHdVZlg69Kbs/pzDj9Gg1QIiysJMDVIJ0QzodIboOp4YKzZko6dFKuJoCPZ6FU97poEpv5UlObinR9ENUaKqQ06M1B84y0nUH/5d7ZOI/9tbSmQ/rcvqAJ0irAc7CTmsFFjwy/Fl4waCq4k6cxsAcDo+8bYfhvBmf6hKhKGMOwSiE0n47msbqty02pVgsVMhdpVZJzaqGpFotFdrkD0oNrC/IzcvUTZWvsyWXj/5hfHwqp+GPWiGVmZJc2vpUAnoXGGHtWNk3UAsPY9zhPFKtPcQaloptyDOnz5KWNxOBkJMsiL6sQ6R37Nj1Ztk8h+OWrOR87NqyMXZOLYZhmHTGqhQVCsV0hlu3O+qNlPLVScsYbXAdp7oaXqaeRF1XtfIMxBGJKmUClKe6CAb9WyKF+EJj4xitX59rNhrznR3bBydhNNRsDi2zzSWiGJlGW97wPzhkLG2QRMSPljnGV4amOaHG7WBK0eVWa/boLTXU8oIoxvF75fOdH/nO0NIPzeCe8DGlUxxB3a1PnUYD14tgPJXlVn+Q2Q6FMLWadN//p+tvjwXjozAyd919Av5Ks6aOPnquOrNu4183WJqAExGYqXcxfHlVlAqHtn2E4dtVXh55WEMQQAb4mMMYWugseaP8zZ7Hp1K4fU2XashIjtvAEvXtNSZYFoE5SW1vPY9KlofLBm4shrYYqbgBb8R4PIftucUSFFSaFbJxEBPO0QLLN/ZD3lThrjXpDkZKmOojn8+V688BodAp3lYPih0qFyW+YyBd5duYJKfluYqUISiGk2XTsrrTnsJ4zTS/gSSvz5+PIRf+WsjDCydHt3SGVvFjbV+F8aQqt+W8dRFEhE5xzub/L2boxF9Z/R9xmYqvpzCJNoTeFxgnwod3/lMvN2jNHkzRPvqxSnUbzLLl5mRB5N0Yo/+UzfeJ4+fPE35A5JGVRd78ZQcJQFFt0f6gkgDMXs4yaUukgicRSTquNlg6a1xKhK3/NY5yZTE5mQjO0/rh3iTj5pzNwtDQRAPupWiWdu6HYbmBM8J+W6pg17oi75+SJ4UwncsWU3AaM4zGVlZIy0CcBvP1QGVfFsrk2ZaxZXx3ZngpaqkbtdhI985NuJrg4gVRpJJZqK8oSDBXiBJ2jPFNqqfyVpQb7ctWcs5QNedjitVyIaI9ORDB2TZTK23rdGifts57zRmRjnLSN3f0W/Q2RIRx3UtWma3ABGYROtUTEJDNjfRH9SXX3Mbrfi+K4ClIJBbH82p4ieykOgq7dyVmh5J66+N93j6Dq692G6JjivNaS1+cqh6SCxe7C3inw6a0xD768n62RCYWfp4YdcMe3hi0x6cIKstBTjxBG5vZwkF2cnDOx+fGH9uAKVFq602vkERjpiPcnmSy0G5ms9SkItSYWcpFTqE94wfixrnnOKCO2HIe016miVGhcM3ESNea1H4Ud8LQ8iLZiQZbQG1Us/IlCfSbppfqegWsJgwLIB8ndtFBz6x676DsunFFjJWxfFfctHpjOQiBm/epxw2vReHF76KS0H5Vy5OV7ZVsFqxG4zw2aZEA3Y23mv7p99DVmQ12s12cDI9Xq+CR455L73CBxu8SUdD6fpO+O0QQAiL04gi+tSb7uzAYHtvFJtZVULMgBHFwPEqYVX/dq84syOqSVLt13KpUwnHLCoDRem/7mb8rZId/XNjBNTRQ1+uiqj0hV3freDhWbveefD8Nuw8BGlLU49Fyd4f05NFYS0qHG8aV6CcuS7xu1qq0vgMRa86lZa3+z+Z2dL+7WS631S58PUtYSdJJkfgmIjBUl9jQhmQ2sZLoZYdb3rfZCCyNo84cF2sMIQcSA7bB01AhU56gT11iIJEZIYkAyzQV2jAaSyUmVNisMXM1cDlo32zclrUyRkFo3Jegr1eK2zQ6wlDFLMJQvVW5qSB0VgWeauFyqXRUmxJOfVs1+UNUyY4VLecz4sk9pe1aOLqajSb8FWedWlVWflf6eXOH/HdOP5XVo/kd3Ev3FD2Uujtn939nht3zZzR3pO3Cd9q0/sYYDh5ex/WDKL+E6fXiAKF56tL3Em0adgkXFIlYpv5hquisOm6ULuWScWKyOBheb4m8DzzWRxW2v4SR4/fUEsbBYmTYZ2irQB5rwA+8gzMdpQzRSc350oUpQdaMA3piGJejK8b2zPz9j3cLHpb31lyJqNbLEie08w8DsRyp9jl8ybamsgthfdv5ITMZ7iovp4VuvSXGgMn6p16dma4JY8xM+JrSV9ZaFLGCG/bOk1/Vh7e63MJjkHjfslswjSAfpviGIxVFwf9vFMK+tqfPEZ+W0r1Dxupf2W+B0DpGSMQhB4cGjn8XSOuarqmk6T4Y04J3SiqQFQEhG1nHhphFcIdiQ87WPodEasKDaf4SG1vmHAJ0pm3akCFp4uWOkUy6+LpfQLBD+RDO3jbBOyneFtOEsC/eSHHebeGhJ9MRKdZ1mz9h6lZX6ELfkSOiYJSvXGDM8sBi8/JLsBFgU17dChSI4djFFOct/y1JrZ5IccexdQm4iAAYkEUEg/InBXbm67rkCqxluemFB0qwa8sM8MHvCmc2hHsac5SRA+m3/v5q2EcvT4KXNQDcS3FQb1fC9svkO/ACV/V6ryM7wKuHcOnSg8fX3n0LzK4KiWO/I2kXMLakuDt3wL29Tlr7xy92cu+gvGVU1eRsTxS5psIC/15TDC7or+m8VA2XpPm+s9Hf9wUB4nsFYGGK0y1b3E5LZhpIwMzHudRKOxe8Qvswbm/QElrEPVAEVipPpnjZAzs0um0sYdvFjXYaBGs5N2OUVEqxCWrnQ6mgY63ULX94RRQyn9zw1yySnPHl67NdYwE4daMEtNxY6rDAGXzwnXkP9NW3ysiSQeHECNysQNiAKUIEYbSbJ0e7pi96BsN+jwDCFCg0lxWil0HmjRBAAsS9OMTxnYSxB98haEjXF+ff/adMFTmS96nFoPe9w2FFeDfu05gk8iptQtI0VaALPT0AO8GgJShscanAFTAhwzChYKXuYVU9sAlj0kw1MmrYiyls245aDKYp8a/sHp4C4dsNUDLxIim0NDgfYOh0ve9uBYwc7lBA8zRBAWEQ+7MSSUrt9o6d6uEcfKWDL+y8ZBey1K+uhuD8lQxmpQ0HlPAeovAkWgo6ndYRHEw8RJj8BktWs+2mioPO3W/sSB8nhezh3Vdo24bzKaj5PG2KDYiBAwtInJrpr8hu9p7fuxA8sfbc5Uok4gVaMj0sBQ5vWzflVbI7zwksycj+yZpUSaUS2804wMtTsiCavxbPT6ptwxRypYlhpBxVTsuPvN/pHqLL48IjloMFvpMy2CnxY9j1B8MvbFr+4A2tmUBV2tdnJCasYMt1/EJlSSDgUnOrS6cbOS63DlpSDjY3H/lh7JVXYjuICZe169ok1DR496C+eawdDGKRGfKRlHC6+ER7nq2MzG3wzqQPxf4E68jp1oHPywo5B8ic95YZiRNNIpWarIkMU6kwCEVzQkqXu0nyTQBB2Z2uXqXAGSmk4dCydLJ14FRFpphs4mIaEFZiczFECjazAw0IQo6MDZR12uKmX3gdgRAIQTyL9Y13lWU35NuEogTBsQlLBgNyWJ3bcDoaM2E2Xo2PYTZeJQx+WmiqIVBNqVMilsqqSjp39ZgaCc6/bGOcaGgsC9VkAa8ovG61DSfwX3zNba9NKpWo1NzSMLCCqBwxvLU9Q+v9Uonr08kkXnTQxpSqSDibDRb1g73gUxNIEc12ClSS/49/ynaH/booSV85ONApNf0G7CF3eNcMkY6NTYrVWc8qCAn1InSIj+8IJOarwXKxrm7tKYtmdaPumTghTpAfW+GIZzBgHamiQbeNhrJn9dY2MHLowUpOMfPPr1pZPHkJZV8CTxJPwr4YPt2EB2L2zWcVfqkw21FW2VtQXd3pTmu3dkNGDAG3s4T3GtnPNkBgikOX9trrI+DikwetvrLJWG4+4J5nhD3pTs3NSCXK1jROYLKI8mCgMGQaXcAS1SOchJYg646VHmIZhuUkZQQ07M7DNl6uyYHXn18P1SlGnWWkEoKkXyPp5YHBUOgHENkRqpxChOmQVowmzx8by1HtZNKvowraADYahWgW3bLrrca7UHS4cD0q+63wXrDCtMMJGRusPViMcFlcSlKM69Liwh48Aeqlq4n6M9ByiufRqAvQYRFK9viio3LZIiYC3EvTXEvjSm9wz7RgRB4VGD3PflS5tfhHlAa/d4fMlFKIKgYFMN2qS2RTmK1WR0CX5PeT9G7ttPe6TGlGTV7qAmufWwcyxYT/HhqKqcvF54VrwUGQ/OufED7Lt3679g+x7sNjVvQmYu3TIR13gXlbvZujInSj+YtmL4Hv0WsbasKTgUg+Pc1PhLFRDBUF+ICRjJbIJN2WZRY4//dXswhlWgLYnXrldv6m8nFZZ3ycA+U6QDRdK8zEG/AhzPReo7EGblMEzWP1Zo1XeB65jq4JCU//uceP4ZputB1DkmRVayLxksTRAieDoF91W6OVwpSZSNbax2a3WsYpRNkVo2WYkLUxw4CwIHo4EnRyzbQv1FM7++UpT8UYlNJv2KoxG1sZTJwWSvenWMxy23ufQ9c4NyPQ3QVeKj1R+JNsAUwJfRlB2/35T0Ljp5Z2GPl4d2xvWkE7QPOLTvi2uVTw5FgcHwy8oKudyaswEXley+J7qUdxchsYOHB3HtY9XSxWaaKw60fL3MG+YNlng4DcI8/uuraQV2Re+M++t22f7dnbFYj3+588cB9tuen2Y9NELRHYLzObXyR4kVHJ6gnjGRxiRFlxRrHOqLVvmsRIby/a/5lknXBIX0YbjSrHQEdQXoh2ypQf5SLXlhOr5hCTMu7sob+aFsVuC4dow1AllpWFxtPUyiCyfYzscl2fxNIu86peL37rHkWdp8msFBsn+nqRzOWaKWsErlOuDFfpmrNsQBT1ICVV+EJT932b3q3vwcXGIFRDJ7YVAjMhOCVEaMFNKBgOTBpFUq+N8RfQ+lMULQjWuNGMV7JrDdKybVsTda4DbwiwVieUKzvck/YeTRL7ph80ktlXG/0506dtpBqaK+F1O6k22v/21l/aSlW4Gu2ixWLa2qIGnZMNauRHyy7RWE5P7CrNXQTWU23/03F3aUHV9eHcD6yoWnPLanNoSdXj3BJca4oAPIoEELwSPte9ljQp5eoWdaXRdDt5h+ptGaYX1h5fflzJPg5lHLY4jjcp2bjYb0/BjVWwPd0s58lkPz7G0Kw/qX1NyY3XChCG/daqp9cQcQejWLwRrjDd4G5It9s1Qv+bN5Oaw/uwSOPSR5Vq9YnJf0UPQ1CGXT2nWx67ITxR3/wpO2UxuLV8/w0dZegvIMCxvtZby+dMM3345b3328DgvBcLSdgthB+PKNFg8CrjpWtSo05F/87Ci+asuUnn0Ks2kheBAjS3vdNupRIXtAKJt53evuykAYeLlP3+4fB8qeiKaJuFpf4ZPfiEQJ7RCrkYcCCis/BnK7xfbgxXzv18dHRMqKDpwykLNXgybvfFzwkkgVfbQoZwb35kQn8sebh3nbbS43TYRVKrO1L+u61tmKPe1MXIY/KeIQfFDgp07aWLr7a9tMH85UYTEQySVZetJScD9bx47dFsthECE87anlg55eiks8XqfYiwrhu2FXn64ryU7pFpD9OL0Op9krk3IocdEQIyJFJJIi5s37wo29bf/kWtUIhWWqQlDxahMfLxM4Mh1UkgW9POqd5hWT2p0qTXNq0s5yZ5LjNTI/ZDgoRlRUON4nq/c7/sCdtxhvlz+iLoa9iJh1ugZk+tqsadvgRfGjyrRJXhR9ArpQTvH4v5Q66HmabAHwLIQQB422F/9/bXuv0jSWaK5NeJU80gKoUw6a2vpr6oxLHK/4b1oO1MFVzWf980dZvnSO/GFuGeYW5wJ6pUK5Rg6SgIJvyMgpEMfvW2noaXKbZKIhkcPGZOqoW3lAD/zzZcku3xZhH6tFJhKVwFL4VhcAWTXvYXsigOw1SMcN6jlzSvyEzm6FJsYvXrzo5kysE8xUmKGobP4U5HHR4ktlLCeIioEK6tBgayVmdBfS+z1sm1I3nv86voHcz2rRjbOkQAdQ8fCIl7OzlT3NXLjsETJfuS3e6dBKO0p+ZryjlmWolCYQ9HS5xK5X+67sWK4zhzlcWBdNlNBjAXpXie91r0Zv/p+yl5sQeQwRxw3tTjig4CmAb7ylIh2t0812m8D1awRBDKa0F9c3rt5cto7oj1B5k6msK7OgbsqxPZG+Pn17Uy24f7E8xv1pF9RTKc/HPnx/J6pF/cU5pv1TFIi2w3cJK08DZFk24sC/TanZKc0obi4Qsd1DFWQSksIDiQka1krLNhuOHBKpRWnmXZ6sG1xMZeK//+baHUef2mEEla3Mpej+BlW+msm56AXUhuW4ZL5K671CHjpKCMUPBdurNCBEGPtzKcZkLGoMIaoi9mcA36Yjr1/jpe6PVbL7KE1DYINwiDWpHDE/4Iytj+3RA9m2KcXKE+Re4x6bjWO1GkLLan1V1SNI+jl0+TXLZb1p/2SgH4EGZzZZlieNIkNZk2uv9/32DPcWn+/FZlgJ7a2vtPFmt1Rio/zA8OjvHs9HEJnyTiMIJuxrgOEIZJ6fLKOSMJFA6wVEgpKgSMZhzQHb1kV5pNkhOqN0OiU1QkKuFwikp8QgZABPnvBlPx1KpX91W8oiEppoYsqbbItSdl8KyZujoTYEb82ba8GoP69qULDLE71LDhQg1lkW4ej3phpnNdJ+8EZ/r+MX847aP/2isWMwzhXmbp3O2LmK1b4Xf2M6JTp35UNZv3cSeRKHpq27/+GPmbogTTvoBxIif/E5DTtWN/fp05WmMjPqlkEHT33X30Bw0MGGhgm2KvBs70MLbxcl9JyQqYqcKPIqCsTC/q7SLxaL5qSxG6I240Lh2qsx5J0NNBMvt4PsnsrYxc7urV8m/7ttOrgcroHj366TpoO7fT2g33juZYTKMd0cW7tTNUFZX9Lev9ncpou7fTq446LbWTuqqQ9q2309onBieYyTGImUy/+CpCzGm0Qeq9ot1ppjbTx3dwnVg1bzsdaJNFchK6gmQpX1XtnvOhTq4j7aDvGfmwkDOksbpPpJl6m8/n/v9mLV3Unm6dSJrnt9fJqygSGsKEJ1yBHd/Xdcpd9qqNiFjeBuhlIkrQhvqAE/R2p1zMeo26qVzslS2tntG3ikqsu4q8HC+KDqTWF+ltwJ+TevEeJv7CgOqeCUJQoCBU1DKjaKD82TwXobSLd1ihgZ78qO90JfPvrz3+IpD//Ns/jMK7/eqzSfcBf2pDq5QhqeKARiMoReiVHbggLBgQIMAoYppg4b/gLpZoAP+G8sVi7Z9OvuqjWJel3yRPYGmxHZfGMDoaALxHSpim0lVpiWwBnaWDF3AhEJtG9Uf3b4DrP2VuqR3PhdS7QB1IPCJXNbnqeq6z8l5vz7ra4ihEPS/6qg4gzDDH4Wmh56KmLoHa9oAN0BS4jwN1Gfj43bH07haq3NFLd9U3qqfcGvVh9PPI9Wu1+2OslQAmuLk4IxS7rlL/I4tfhhBh90GMQ3OJ1O0lLSMZLCZApUq3jyhBjz9BqNzn8j8q1dys5v3JJbwTV7adBaElchCudHy8Wh1vkFlYbBaPQiHtYnzZqGaiQSDRDBlfOjJIRiYBU9AI0LGNuLt7MUudt1blVGdbnyIe87HxhM+YkrKxBjJQOYd/BLhtQPfFsoLRRY5PwBe8h2qIwQ8LGIPflFVDKkaUGlz4BseRpg9NjXsw53EZkwI3RgiA+HEbGSs9RzbMB5Or9nesV49rajbFvaP3m5wr/RfzS/3QHYwM1cRLRuB1FDbv47/5H5WqtEi87WUYnAPoosu9Q2PTTEPCDhb7D49MNEgOePRwP1jMItbT+Qw8KeYhHxz4beSxY+DJmPWNdG1o6uceLHgoC9OHF00QB2HEsTa5848P/SfqJgq5FxoJDYCvKT5SsoZgjAjCRJ5J0xBFkpo7eOQ7N2dk5v7Etj/bar0zJR+zl0BUuMYYorfyPsJOshw2geyJ+t0k/89P0PPwebNLqWDyulWiz6LjSc9OZbvTLJn3BYk4s/RhrWFZOwQu+LY1ELHEQShI0h07eFmnC6HxSuaVDBql9qzBdANVLxmKsDmTJGWsVkeW/nwFR1AIYhQDUM05evS/ae13OR2qZ8xuBf4qeAAI6cEykk0QHaVU0MThhKQmUFXQvijexlNIOAqdYvazQgXQo3eDWzaq/KJLO89dx5/rd60oZGuKLcuw+hCa1isGwTMOnPVgYkkSJL8MhKL0v8fqeGPiwgv8G0zGCzYis26Wa51r5eIp1RogVwiC4XMHrEsk0mXDejTFTem4dfsCWByo9kxNlxmaJluNPZys2YvNO+NZc4tl11UUwwsCnQ9rGFqVzSA7SNjIci1G6Ba/eVC7q6uXE7ci8VRNBUWS0OTfe5tGwte//HIaBzccuMLGRJGHSRJ36O6EpJTxNOT2yicY9Xjbtti/rs93ewu5bMR1FvUsBrXjPOeidgG/5A1frvz7ZXnGq18tR702VD0odWmct5jmdC5E8Ht6WgWzUSKLPCPJjIJYQfcGUCeJ+yurFOPF6DV9ycUhtGxvKLf7moOM8pQHkRxpfFL7ctpwhXg33Ef5JuJpu2lklYa4/yhYDHAc40oJqYEQekkuQtmfxi0FxwoQdI3BEjqjuVTUZOWKpP4KQpHbC0/rsH81IgrWFoaNf7RsXXS8nmZOBpzkYoJLDDRTQZZQ0SA0nEEOUWHbh+XdnjSTcak1pVN7uA4JFaSjlZ2t0N9fgAcAjsOCv75nSqbpedhqYOWSAWuMP1F+6dGRMq+mPJDa80cXI0lXbVnuEfsyecVwTcfhaOIQ1wYtOVnG5ZBJjSDtvt/QasxRb8RvxXjDB8sFnXhS/X+HIojaIwqGvs/zxy3TjBNY0z3lRPrXrh6A1gqkKFA+DzPG19fra2tfv37Xk6Wuq+Qw+Bo2L6FzqE8OJrUOePA7XJcuk6S/GvEQyhJs4GDrRj+vfxQ2/zM58bKz4PC1wBFnsbIIkzt/R0HPagyRjj3N04rbBtL0YPxpMajVh7I6HT6MuoYj54mNWruMw33mf8AYiFAY6jpyWpxTdJi6djxapS2r/6z6YJme/hgNGe0cq1hZ6jqDc/94MRtwTt1d5lkQYWPuwOzU3NIBY28XbKZcyEW8dlcwVWGdOLKVw8dWizuSSIIsuyttJNCtahG65zQUy4c5vUQpvn8thYubhV3tyinxIlD1FNYfLXQE6N2Kyj+UY9E62fSsn/pLKojYrRAggeq2hnbi8T3F/TN6I/i2PlEZf5ZLE6GJtQjxiS/RTw/tFQlevuw2svtbcGRnyK0q/jEOtQQMxWlhCrhOJChbHNVoCtNzkdT4gYHJXH6HZTbjrUewnXRBz/Vk1PcwZTsifLLh2YxPIYBuNysYTeNqr54sIZp1TPC091K709rMq4iTAKFzY5mWodu+b9uaiq3ZTpxemr/yNlim28Epads6krrh2DYN1uepX31DeM4Hk4ab/Kz55L5oxjKIE544Ij6f07lYiWCsfBBVJ8uq1VJE7CL6Z5hNYPRVl0iyeSxJdKNE0lzCEJXogCEFQoRpfkPb5mMriX/tbaEv3nw20wpAfwC7VWat+/Nay9qS+76S57wI2lSlM7Y5YBMtjyzmnUvf/3nZD9W+531W/kzrragrrS3hqdXQZD+QrJAh5PlVWlctxWM3pS7figU9cl/pVwepFw4GYegvllsMVcMpbakS1hqJ1bx1G1pC7uq1IHYfL4UtTRwzKyjOdIbw5G0UIRRhBv7U8LWhsVKLA8t2iwM5NuzNDemSMapKvUVdnHbb4+Q09h7YM7W3s7lqnqZ08fCRoYbs2zfs9mChrdqwzfye1+EMu8FuGeeyA2m83DnIU+MyQn7FL1IhGEKzB11vY3uaPd7gzd5KNUutXXWI6y5OTBAz4ZGUnSRff8WS/wt6DWzAkEI+5QU+Mz2vdq1jZrhWl6S739/a8ZtU4q0lePZ00NaRfX94luiQIA4+Jp3xBq42shMoFp1Z313WCxLxHZzqJBycGdJpjO9saeCVxF0RL6y81c64bM2z8Bg5b9kFygZDEJKMSYEQ5YnYrjzHybALJhVynZIe3ACYUHha8pGLUcRzzwWHYqvLTr73V0tIknii5Axx3V4paRVaGrLXL5VedmdgFUYL06q9Fkb691lwh3M/2QdNJBpdHvz+Mo4SH68L4VBCCaEoRtI3uZti44VzTWZkqwv7X2KVgBtpqrJazzEFrHS4y2Rzh/vhcAKmYgYfYK9J5hZsDsdeuliN5h0C32KT3G1NNLbz5W7DTMj2lrfxv2ZQ3XBXsn2XKyE8doZfB8vlbpTABITmvZMjjK7ez7CMd7p64x7ijRm1HM4eE+2nKIiiS4TGdiOCToq7qAkwlUyTKAr21uSIuuxQo7tvJd+zHZFcy474Yyb4OBWcUTPnhs6iNL2rYuOZD8+OhTyy2lTcX9Z122yz8MKKRJmGRPKUCUal3jhE7ycWj7qVypF7CnOOymbph7Ttvt/Rz897rRYTqm+wc179X/AAqv/urXQmzuIR5p/iYGB/xKIm/Tf969dvnmzUKyuqdEbUf4N3LM/rwS1ITTuyUlLJmKI8cc4fZYaSpWPs6JUUVzqWFBySUgyDAJWq0QFa6RLnumnxkjKlRA9D1xVkb1AsBJUxBEJFB3mo38foC9OO427OKm7rjsecEiyeZl5kMHm+beBe+5bl2o7z7o0AlqFU7ScOn/jDsWTG1YNY2A8PSmwQx+bb33h7dNPNKLF2S3r3s/fAaIQRIujaCevqXRFu8qC3IcVVe9NXrX3YrL3gFqgeCU14awenRIahmEUuW18VIS1ZrZdBIjar2Q+pB8KSutQt27Y8x8XXzoz/IxHPL/cRPX9w4B+Qhx6+eMolP+B7Cys/Tr7udTV+d1T7+W67oNboPFz9YmxKANOYS+T70/2BufzINJfleC6vnjiXG8pctJuL93NJvDnlPuK8KXmTQpw3pY5zwuWzLYer7zvMbRyJ0gsn8aIlFjm8DMR2VtqQp4laEb5G0Dy0w1Cg2uV9zisQFBdmu796LGkzows5TYZ2liYawefo7pxbLIEVOqWQFuCv8N0KRBD/JXZ4yrx8xtG5rJ/twlgjRCbeKA4Gpn6mhM1B578SeyMYe27L+RQwjOXgGvkqPEdyXPOn1lW8PcUcoh+LUb3ZTXbmaBkb2VBpQksNIVJRB3QrByL14zhwTjNinAcvn+0DPAAdLTPnx9AuW/28tL1Uk9tRxxFRR6GlRmEX98KdLaypu6um1ExX7Zu5JuRbThEOgry1QVoSzxx98p6y5wYTe65WEXmg6lrpgeML1jfTaLVcwcKOJWpzDB6mL2TWaLXC9F+Obd1hfTNDz3M4CzuW6NR6eJiqeoNOrxcL1LxRzYRDYH0zZTovOMuIkNA7HTRBE0pEHnR5v68mmDfTh3BbsIxAyDQbD1PABFPXYQFn7i8gC2B9S4Zzya0BQlBEESEoNsWYjJf5vUj2cSAQifqWzHDAb2PVfuJCo/gcE0ULhQPH3N5httnX+LYO0TujAZ1KZczVn2npgCN+05OlxKrUdFZDUIgFaVlRsCP0JGk0ep2MwZEqFJxSDE9vFxgkH/6UdLlNQyNxv4km04tKPxNPmYgyPoTYYJ8mgx6F0wU8lZvkfg9pnCZSp8brTDxJhqFq3nxplFoz9Ea3C9ZpPC0N8/pT6obLHZ4vf4nGGRhjhOciFc9lizdFLR5cSXh1z67xZEjVZtuFXNKsd8XSRUzHKJXXvEbBWwBiz1RYneI21UBwUJE4mmg1G0cFTryqjIZpgUyl0iJJghUeBCt77m13JP/A4svi3sUY0OxHFts+eiFTEXExl3M6TKjwRDcnGDLA7BkpbC25VrkAh6bqOJ2JTK5VQRbZg3R1zN0i8okoSqo7lHHzXMR4mb3p9nMOyzB9hydqdjNt8kOv1JV5+Sk5hoDcJ9Xli7HgV5RW8evPfTrKJgsHUo42uO66Rpu9FgdEt4T1pZwd90lfNvysLRCtyIoi5IJaQTg2MRrDYYuNgh3LdBxLIEWLCexQ9QRDAEbOICTCI5UkcJiJynpYMGs4QdvTSFfOQjjr/KqkgGQhP8ov139Rkh134tKyqel+NNjdqakfnUmnazucUsLa3BGdJfwD9CbypJfBPmgodh0Hge/6uzD0Ff6LSXbr/278GGEcjda47JZWkgx4fB8MKkKp5jBGtAMS9i46F7bXJFyokIs+a8SdOa59F7rdJc1RC1kc+t+hGrH7+NyunT27Vx4///zziQnjGG7Z7pLffnutHFxZuXJF76xTaCpDnrIIfSkjZDQSn13DyvBMBH1Bopp7UbWiVevjo/XGP38WcVpfYwJwj7n2ur9ig7ww5y5K6W54mjx+3us4F6KrCPVMsFhqyWVm3JqgXB/Ty7kQUbWTqcfrNeGSjN8sApwJWkgOCd0rZWqi9Mzkz30VEg2g3JQiVUHN5/t4Rih6bRx2BFEl3oZpqL6hs+rk2J/7LVrP5zkjhUSnq1iuP0xS1uM4Yctws+Z5zSR8VzQL7nTWv2+GL6nuIl7br0c6Vry+XWHyVEVZpQjLPCW+xCFSSx3G/tzX5S6l+TLHhcFB5FQlhnhfiRCBryQPl0JDvbRhuoZvn5UCmxf9ZoqXUaMJm4q4eD1jXHrPqUDMQu2wN+iN2lUyXf/9HYIn2EEaS2fNarNZyCVCoil/MIemsgdiHLvGO4ji0bpyo/3EUV9sash88ZZcpmDUVwlmO4kLkRNQt7uT9oWlcrttOrZxcTs8okjupRR+ZLvmxlqp2BDNc8vxq7GN/urghcMkmfUcr6bRbPI8KOOmSxl+y384EdrcP9RfHYBTAGIzW+ZyboqBwnsx2p5cK2UyvrB5Q9mL20TZk/peE1UB1V6lTmahI8HwXYUjO6SNkENbMzMFW5cTd7MhvJB2VHFtZNsa7yWvDeN0XZoMWacN/Z0TOv5iRSbLhaEva7C7/B/Ps3S1jXHjMYvg17h8D/yp79xgkftxYA1zXMTpeIr7za4bGaIx6E0a7Bhsa7cmCaRr+dZVutXWLVoUOAlYpVdYgWsGRJa7ixD6iKwolbbro2zri+QNehm/A2trxV7Rj/HHc5wf/CVdzmMtnsKkba/3S/fOfGeOwdjWwQO4QQqw1107qV/G9L0u1TuZAgJ4xQwi5IufSwSQ+3iN3mzWoemlSP2igOO7sZfelQRaPVWuHob9jBaZWNOQCShnwaKmw6Gacl6RauhSnNOMUv0x7RUDNUvU87pBMKpmiHqBNAAivbUotQp6x6+fOf3S9mVxS2uGFXqjduFuA/woWdAbPnqRN6D7hdc3kRkGMNuJmRXdRbvgrzvvF24DBHRHMjwhFambZtRHS+tUaFeWL56pIHDppI/x9KLRqwCzlm1vPmryRxF90a4RH/0xPDN+k63DtMn8avGzSG/AmrTSeDvX6M77VZ+dBhIO0fdRaq/TN3TnxrlDBRkaVJCF5B/cy5cwikLALKmq90CWLcvNVq1fT6C41hJ+JaliS76LRv2uIjsUHFYtXwR2rKhgJrh8lf7sz6md1KxSimwUDsQdSCC54hQzxeos+eAQx9scxwCnJCcnvUe11DAM8B/mj4ay/oVia2Ivo6/AJzAcBwHrqq4p0aPj7ufEJ47jZrFCy1M+JaWGjvzCJ8AN6+RzVI5QLP4/Jz6zrK0MCqsSjlJBAHyo+7Y2cBN08+8OH5mMxs9JrgnC6qpIcxKJ2rlT/ZRSCjAyrnsX4MrM6Zh0jdGyBXyzUWnQ9PSUaRjMIeMkTdSX5a5hdb5Q2krMYAYxaNj2cni+USpWwzEsxbKyTDHlQ9z2UvIxSX7bBkbtcEOZowWIbAyVz9McBi6ORDToaOmo57nZFh+9fcXz4fD53m7syxHM/K836Vk8JdTzQG7sxQrYp0P+59VgRdQydY3L8xtTl4mxA6fY/2u/vzGjxSlvUBWGG26X9zK/Lj/ZbKjoV4oLqXcNQhX7ED4Yxmx+ZpCZuLvkixrUW/Z6Lti6ncqi8f0Uyh8O28F7OgjhHKltG6Gkpwf0ZLh+MKCdh1s6XK4pwyjod5pYKVK44EYqPGlNS6kz26VnghbBJSNnTMy8vlAYYKXT/HLsOMufdS7maxlq7DWcEKoyPmhB9blzq8fQBTZCNaoBUc3msQ3GdjUFI5vV0KbAsgLb4FttQjdsi2+2qsUSpknT1T0h2wJGdZaBCmscjeStCVq3XUf52jL9hCCWFc0gijsfUeQ/RQ+8vwQrO/g5WJKVL8pim5ODoiu3VvB/62zwa7s5nb7VG3vKl+9qMSabTSUXbEvA5YCcT7UY33qIvhIsp9XDumuOJklSUrnaHoxmlOHGKlZuxzcHLR4+J2+figjIR9LXxXiR3xl/kd/y+q+Rv3zhb0R9+1QYDoWiqurx4WBKF48Vbmez/bMuZZqU4UC9uuByZCOOp7o3AeUIdyHEpMElzcocH82xlD0qDZR1nXegeU7Rsm0aG1MVRhhaiMFIgAmgUm+3rXQIU4xG3holtdGCGTOG7YJhLSaEc9Z1K4LNypWkOs6P9c7M9qQqPir+KXm8062qcFjgRRTqHEY0TZrpSQYIZNoiXn+NvCClyLbUhraBsGXBuVe/RdcLYdsBWi67uchyJLPmcm7ijOWqAtaq2EFBfB6yWl+Pb5rXObHyMElyGSiSqbAmiSy3J2o/Gc1L89Bl5PTGC7oFLy25T9GyrHxBFNs6deVO1fqrh1V4/puIGQ+RJ54V4LKu0+jmg+j1YCMjPPW9JNI3FV8lnhlWp+qv8M3eQK2Dydt+LU2nzpW2etHBY3tSvX48dqJ+aTUCswBMxWmmyV422zeLztbp2yt7120UbZT/7xUmGvNYTWi22EN0DVY2wJBCqLc4234meqd/y+r+BgzRQZj6d7ga4nWobsGFJVtp10AFVqGyYS7zytVgkp+qoev3kBbwxM1d2xaEjZS4ohH0APjtbhVkaZp+gI58zXwsIRPDpQz+JnSRN/bdwdShWcgQgNCozI1GjxAIrich+n+bRwSNNZs17F+qJU8zKLNPz8NTAMj66ebuwOff8xUe71MrxMffD9ZJibjHsn5O+t5b5tNy6WwbffRzDhF0tf18O+TV5kAov03r3cN/z9jzvf9ojQf85nrBQ1/veWm3RraaMeS0NRpA9tdeNpuiJOXQXYXj5icDylCqTkp5Xd7Qej5msCldzAFTdo2/BaODjq0Dq/53zs4xHK/g/1I1NNzBXJCeBJTevo+zNMeHOf/0h6fqakrLZ8dl/f2HCOL8Xz4yxRxA2X6TdsOxwQ+nPVjDISnn4PePGJFNW45f72WcGtFqjZw2FaC0NkYs224O3VNJkmFA2bqlrym98lrdu/U7iCpbtIIMQaBa2UKhWkZx6HtFTbqANQrP2RTWrO2HE7kqIVvEAkBMHMfQ9pHIhBDl/cSS5h/SuBNY3pynQt+xHd93bSO5G3ru0M+q9MF/dUAN/orMvYImlHJlwr7cNHF2VHqi5LOWMusvMaI5JnbV8CmgckApYusqpm9BEq+cZweKowRT7UI3bWQMwj1bvB2Dc3kywQRG4hrLDvbMsx6+1CrenGE6Z+PlMhhhKI/G+vD1ZracWJJOdUjvDR2oh2eDR+hpbKEfopWvZgY1BaWOupHWJMFADQJ6UUTdV/U68dVFmbGdWdzbHBSF0ttY9SnZM3XVjd+kfpVthts47YWyKhX07MBWIIUrSAg6A+2GE2LWSOL19/uxRvfVFkZyFKq7ms4CdpQL7WKslDjlfFIMzyXbbDSicyxtgRV3J03dbt7lJy2PEV9BEnlG5ig2cBHBMMslSusvEURLpKTtSF2IoSPIuWiOa63alnKhOr5eo2WbgYzZgQNTe9r31fE0efkXL/ONJ/4lqOttcAdJyq4sMRUW75QFARk/M1DSkVhz3YfYM9TEph982J7jWJZpGJrPtpM9XsLsWuTD+T9+u/e3hDUX4VDGkIvTxlVd0id76Sb8voxtPIoW+OpsMI8LO9BkDZlqltY3epvYLQ6TLBm1Jil69CoTolaLA+wnnfLLgdOTkmNM9IKBhRpN22yj4j6YjS/nNb7dnmr9VY7nWjmGHZ2Evf+V0KidZVLFWSl7nHChlff2Sq56gJadrK3kGA1eUK07YpwYxFKDUwasqxRlWo94Cjbp07bhsjab4sXB31YW/iuQ5eJ5r7En+tBF1VSVIEamWF7WLMtTI1hgktYqlsGs2ww374pdrM0zRjkuUgJ5xz6hDpX/HWCPYP6sKSRTVeak5dgAv/oKWP8O//4bhV8GfPKOjZNglKxM/B1qBpRghjitrNJA/uzF3v8ydee7nvoMBlIeAwdJkstqcY1xz6F1uPeTgKUxpj/qg/H9G4AJYvg6BJgf+fSt9e6gMCjme8Nuwik3hqE3/Er+fl8t0y1DWPIvZblp6CjgJn2+3QokEuTzPLbLBJ68ywaFS7tF01z5hi2Llv/tccsmzwtem6gc7dI0itjKMDxDmqQdPfCbdwfSBdeXiNlt+mav9NOBecLUKTyw27gSR4TUnPTK/2utVqyedepU7xy6NGvI95hfpvPKkdd3qHXB456h4bQ49zsREHYTYj5swr5hb+T3Gbn8X20+0BRucizvJyFwix9MUplBqDyiLe8SgLoPts80RY9or++OaNzBIH4mU/dsJHCgQ9iiGMedRTS7b8WBHa2QEmgOrVrNoPZKbgbQ/Aa3W4MzYdqA/T8LQ0K6lAhIUApNFr5Mk62j/FU1utvr65Wjyo24CCJaHKdziZFR/In/iZ+o+CsFKokZfhNutbDX+ly6/lyNTfNtPUqPHWCQIIklqijq2zACa2Eix2W7UyqPo8OJZiuNco242dA0F7o+CJtjwKRqkiLoGAcsYGqtgjg04SDtHfE3fxS99D3Nf2qGUPIdbxNYo4brFPQgS2G7S3G+/tY41gF0SivOmoj/eVnaOxvoxsUjnej4hT3q7ZSnoHLVbRPYibgyrJUSQTtJxgEuTUJXiT8MN9Tre7tyHd3sBPpur3DNzhKOWQceLY7jucrIQH/gf/ZnV/1MGj4xa919pz1Ssp2G1C16wx+9UiN9ttAbR4P7hM1ZUe0FCSy1stHIZpPMSpgqTGYLtNjoeGpD7VhudvLZSh3r2NccqWNNasVGqGKwQYNMO0kZ7PCKCjgVgsN29YMRuAab+dXGA1WlPJ3ESdd/aoYRoeCeVMdgjyaOc4BRGAydrjEIujHfRkrhxkhED0QD+Uh5WPI/ecMIfX8L8tmjVrHZ2k5mZuJJ0eM1cEfwGnxgbvQBKlvVj/L6tRzqGBiuKJ0pRb1de4haYSMr5RVoulWzyq1u0dDkvmdZKnjn0DYLWI/QwYMHHbyrxy6JODIBgT2vEL9xXfA8bMLBnb5XztITqO6niENVyySGEiPdt74F/oFdw0i7Wyw+3N1DirpcIwyep50rT6R6NwF0/snmk3uBRAKDUOI4iARBA9gW4lAaS2MAx5mQyCph1mwM5P2UejxLEse2N847Ri1CFZum24FhwL4uPloWPVDHGHpgdI35XJ+hUNPlkmQ3x6bm0sSH99PHHTyG3cKci6IzUJpnOG5kRLfgsOBNdeNyW1YI6H4aDm5M8vkPWfHl7j5WmrS31+3jSr8OwQe32jdDW+FAvjAmtmgP6O3sznVP7nzXauV2fFEWkLkxbTIQb8ek4e6QGwfV5e8hI4aB+LY1fUy2KGLNjJDYphICFw7bX/BN201AscNWhDbNwhvlSLOhOVtAbhNwoM3xMPed1qyNFdjOCj80q/0NjJsqxdZkItf1nHTatl21206Wb9ajaENAz0xt6+1SfR1bygtrgwlDWhY+f4jggmnpOp6H52AinsuWPkAROSLFxGMvXQSjYjnh/HJKyNAxBN6A0QxTOo7d5Rt4yjm3vV39Mn7SefSMK6ZarUQYkWuS1IbUXauuQ0AIJKCVlT45M2W//6/49mQMPUmuEv88GPMXbj0zmOv4+YQ6fOTALFgs80Y+D2Ke4zhEMf6vm+iKORvQG0sFvSNeRFoHEs/Q7qrnhaEb2XYw8NnL28w5RrzPD3MFBuUGN/Hgicp7/cU17a4GaabVtTyGi+FxnoVADXSat10uj9TR1Yywre6m+W7TJTE9b9qznQ2qBhGEZktLTsPYHu1tYnpJHUGHpPND3+NtOERRB3YAFQlyg0DFdDwEkjSEIDdkueydVdNOGxpSAZijZHXfUfDOXUpAndcedQHJwmSb8b4uWzrFJXRX4jiJQ/hwuy/ydNs0bI+PY/q+r6CdAHbKaKzYL4NOo6Zlr1HRElLEPw4D35ewiQAFuxTjXM+x60piDsxOzQ2+F2nNYRtNtztTPJO83di+PVjfxrZayEUleAnYoNlt7zTL5+ecx7zeO5f3RI4nZMrWvclPsTxTSrThPlkjbr9nV2DjuKd48V9VhD4cSNkfO6FQaOcREv8qCJrhuEhgfHZDcz1atf3JHv9McOE+6k3OheH3li7w2b67oBvEu71B2/IIMc+fPswLgiS913g26MVpmpLfuQHqEByUy7W6upTXUpO84YzjvEN39A2dxyaKKnnPwMQ0boc9iSIDRNskTkJNW+f3Seu6qLkIAg4yzSS9apbL8ALm/GAW9tvhcn8FogB7KFrSmijTi83I3Z76AU+MImZ79Gp1x/SEtZ8R0FKTsD2l2cxxUC6DcIaZu5pqXI4dlDJN4lOq1UJjRHGHEREiGBH8cuBeoLMJ1ntUPM8aIyWlsJ4i0aUlsjXr5fODwB7//gZR8NL/62s/+n+1mkBh/AOHwBmPGW6lqG/2uRHD3gPsOUVdrio3jY+F4G8YmiP3Jhj5IRro4ljVO3X2PcRjcgp8vDlGhxtirWzpHCE3nRBFRfn9CH8KMc4ulU2kh3EJtfs4p1aePdXdZeyhGce2PS5BpIgMUkZguJQUcHP/cB8HPDgpe4F+WHjP13Ge1VqItTiqki63HXnrF/899mMo/NCRqdqjSrvuZUoivjMoP81YX18L3gtN1dYU+XBTEA5Ton029zo9qhJCtlmTrWjP9p0lia5P63laHUhi8iM+nwqsZfNHXOquPygJsREnDW9KquCsgl625/63SllN4SedKyt7cM5Ah/POwzkZtEL4gafN5SnE6TNCWhDZLqIIqeGeihyz8LfouK/+zBy/7Iwa0xmGRSxL0UeU1n4gYqPbanAmBecfs8W7sGWwIHS2rfb9+lVIejCUZN6Roe2SJ2mmuLs62tbAoz0qOnWzTJAqz4rZQUX81ou+0TWTJFeCIKf/WCiJEdTzu/oFA8NsX8AnFlNDGwcHA/AhMDPgtmuHmUxpH0TAxk6UFUeRFjrWvchiMEqo9hHVSBLgBcZOela1OSgZ0F7Hts+qvucYKtZ6hGy30t8Sa8+X5THdNxzXU1neEYdg/pcQpKV3RmiQPqm3dKr7ozpF1k8DVzJOu+yRplyg2eI8rtAmK3ME9VY76AdJPM/m9xrs8ebseKiQ3gWdFkwbvqQhcxbZqaH8dKvhQtilxKFeRhdtMZpSYZjTLmK+SIlDq9LsflG5cr4wMHEdWI6sqGNAInKYFI6j/Rpf6iTohS4C8IKEcSuUcCup6puf/h+c219rJGVByBlJL5d9l5vmbCkk8wM4+SQ5Sw1VOTqxPHqkd3vyVYSAI5DebNJi8OWGXvl9n88h/dVSoj9g6Sy4iVkLTtNNRoA3dlVYrpYTy3ycGXdRshK96eTKOudA0opBPLj/Ny5kCDlZopUZvm6OGXZjZznu+7CpZPG6yjJaKROyJ61Nodif2xGMcbSkrdQtFcRFwDWkDhdyvPzvM4gW0WtLpAxjtFtNYiH6MgQjZeaXRDYLi5TOXz1XqCvHd/UInXsp0/OFTdgWqEDy+GvWQpyXqawnhZxr6KhjbBAEh3wZWst1Fo8DN97F3Z3xGYCzdMDsMM9Dzt1tw/GQ3rEAfKjcjNCSFKXE+Xfa6sWaQJUvlF/vVANFvklp/af64eXbVNbWKvY1L1dVs6uaJNM+iimo1+4rkFju84IpRz1TdazBu1FCST1dzbR5J69aWuP9iBcHGbNOwJwpUM3hucAhuK1/bT2VM/e99fl74Frl+7+9g6HbJ99XfPEzA6JCBvHIAY0FyPv/PiBO/h/msNiRv976vOjfTvbOrMb+913kAhYWO6jTg/5nLX2YBFHUPZ8d27jIfWA2k7S0wX2A/lh7xOu3a6rGz1ksgRihnBKEcgu/uMilYg689851MGwQXQtIKkLQQQlj/Oau32Q3X8lrkcUvrmg4em1Td5MMJd14YwaeMRXON7eZC8FXxjR2N8pRZ8s3pxtlACOGkBAcIYIxRQinGAEyYR8e1YbmpfXhYuo+vxdouRgPMOtmcWLpGFJXICR4CWHQg08DDjDCVvBdHoZDcNvAfX70XWUT7tkBaM64rqHzcUqDHCk2pe+++T7WBeUYGXzfuzL+lyIut44fzfmAln3QggOcA3yuvIhg6H1A5WTMIsRejpxHKV/GUz4hHYo8NYM4BTRhOjqE0I+LkAlBnm7S45IbJ7+44jHDBj/5xidZvx/JBvgeoHuSjAxO6c1fv7ACYsnJNz+9BINNcGkkOy8fBVKUk4vmiVtqUdDqqBsJz4gr+kiMXllucquN0bEdMstgJwXcWBLI59YnHRH//j0bly7CZmt6ScRKdYmgfQYmRUL0+WYilGJReRUTVhttvpmZUjXf2RX9saLf4akW+tJ4IXDL5FrY8mJaOl+Z8nnkAp0jzwvZuDyjOT/n6aLeGwH5IiGsJ94TvF8XpperOe9mbt3w8oiQ0U72vBVGydI7LxOtp6/ofDEXfze05IV4ZB4In5KHZdywccPC8rdXW2wgABLLhrt3uny+vQ+Xf1vdnLbF37/sj9445Rz+y1fo+u+f5/HHNC85H+fyX5OfTfn3atB/Jmb90ous3nv4x6EPusGrHQNgkkDgjXegrLRr6t6shynmwI8jPQfQ6K/C6/Gi1wX3YxBztVuYw9Lcr8JJQP+d+AFgLD6vYwCBp3Wk/OLHgVmzleetTdOI/L+kxFrZ8iQS6TX7/2Tk2f7E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') 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with &lt;code&gt;y_start&lt;/code&gt;, a new field that lets a bar start somewhere other&#10;than zero. That one line of YAML opens up waterfall charts, gantt charts,&#10;candlestick charts, dumbbells, and lots more. We sped it into production&#10;because a new user asked for it.&lt;/p&gt;</description></item><item><title>Charts should be working harder for you</title><link>https://dbtcharts.com/blog/charts-should-be-working-harder/</link><pubDate>Thu, 17 Sep 2026 00:00:00 +0000</pubDate><guid>https://dbtcharts.com/blog/charts-should-be-working-harder/</guid><description>&lt;p&gt;A chart’s capacity to convey information is mostly wasted. The untapped opportunity lies beyond the simple rectangles of a bar chart. 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Today’s finer chart examples still accomplish much of this work by hand, chart by chart.&lt;/p&gt;</description></item><item><title>Charts built for Chat</title><link>https://dbtcharts.com/blog/charts-built-for-chat/</link><pubDate>Mon, 14 Sep 2026 00:00:00 +0000</pubDate><guid>https://dbtcharts.com/blog/charts-built-for-chat/</guid><description>&lt;p&gt;AI for data is here, and the long-promised self-serve analytics is finally&#10;happening. Anyone with a data connection can chat a report into existence in&#10;an afternoon, and the first results are impressive.&lt;/p&gt;&#10;&lt;p&gt;The frictions show up fast, though. By default an agent turns one simple report&#10;into a pile of files: HTML, CSS, and JavaScript, a couple of chart libraries,&#10;and a React or Streamlit app once it has to be live. Tracing a result back to&#10;its source means following it through several languages and files, which is&#10;slow for people to audit and costs the agent time and tokens on every change.&lt;/p&gt;</description></item></channel></rss>