Mathcad Professional 14.0 <description/> <author>Gene Massion</author> <company>Parametric Technology Corporation</company> <keywords/> <revisedBy>delete</revisedBy> </userData> <identityInfo> <revision>5</revision> <documentID>696B97F2-0AD0-44EA-B808-FC5B94AB8DB5</documentID> <versionID>C4AB313C-9DF3-455E-8DEA-07BC55289345</versionID> <parentVersionID>00000000-0000-0000-0000-000000000000</parentVersionID> <branchID>00000000-0000-0000-0000-000000000000</branchID> </identityInfo> </metadata> <settings> <presentation> <textRendering> <textStyles> <textStyle name="Normal"> <blockAttr margin-left="0" margin-right="0" text-indent="inherit" text-align="left" list-style-type="inherit" tabs="inherit"/> <inlineAttr font-family="Arial" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false" line-through="false" vertical-align="baseline"/> </textStyle> <textStyle name="Heading 1"> <blockAttr margin-left="0" margin-right="0" text-indent="inherit" text-align="left" list-style-type="inherit" tabs="inherit"/> <inlineAttr font-family="Arial" font-charset="0" font-size="14" font-weight="bold" font-style="normal" underline="false" line-through="false" vertical-align="baseline"/> </textStyle> <textStyle name="Heading 2"> <blockAttr margin-left="0" margin-right="0" text-indent="inherit" text-align="left" list-style-type="inherit" tabs="inherit"/> <inlineAttr font-family="Arial" font-charset="0" font-size="12" font-weight="bold" font-style="italic" underline="false" line-through="false" vertical-align="baseline"/> </textStyle> <textStyle name="Heading 3"> <blockAttr margin-left="0" margin-right="0" text-indent="inherit" text-align="left" list-style-type="inherit" tabs="inherit"/> <inlineAttr font-family="Arial" font-charset="0" font-size="12" font-weight="normal" font-style="normal" underline="false" line-through="false" vertical-align="baseline"/> </textStyle> <textStyle name="Paragraph"> <blockAttr margin-left="0" margin-right="0" text-indent="21" text-align="left" list-style-type="inherit" tabs="inherit"/> <inlineAttr font-family="Arial" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false" line-through="false" vertical-align="baseline"/> </textStyle> <textStyle name="List"> <blockAttr margin-left="14.4" margin-right="0" text-indent="-14.4" text-align="left" list-style-type="inherit" tabs="inherit"/> <inlineAttr font-family="Arial" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false" line-through="false" vertical-align="baseline"/> </textStyle> <textStyle name="Indent"> <blockAttr margin-left="108" margin-right="0" text-indent="inherit" text-align="left" list-style-type="inherit" tabs="inherit"/> <inlineAttr font-family="Arial" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false" line-through="false" vertical-align="baseline"/> </textStyle> <textStyle name="Title"> <blockAttr margin-left="0" margin-right="0" text-indent="inherit" text-align="center" list-style-type="inherit" tabs="inherit"/> <inlineAttr font-family="Times New Roman" font-charset="0" font-size="24" font-weight="bold" font-style="normal" underline="false" line-through="false" vertical-align="baseline"/> </textStyle> <textStyle name="Subtitle" base-style="Title"> <blockAttr margin-left="0" margin-right="0" text-indent="inherit" text-align="center" list-style-type="inherit" tabs="inherit"/> <inlineAttr font-family="Times New Roman" font-charset="0" font-size="18" font-weight="normal" font-style="normal" underline="false" line-through="false" vertical-align="baseline"/> </textStyle> </textStyles> </textRendering> <mathRendering equation-color="#000"> <operators multiplication="narrow-dot" derivative="derivative" literal-subscript="large" definition="colon-equal" global-definition="triple-equal" local-definition="left-arrow" equality="bold-equal" symbolic-evaluation="right-arrow"/> <mathStyles> <mathStyle name="Variables" font-family="Times New Roman" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/> <mathStyle name="Constants" font-family="Times New Roman" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/> <mathStyle name="User 1" font-family="Arial" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/> <mathStyle name="User 2" font-family="Courier New" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/> <mathStyle name="User 3" font-family="Arial" font-charset="0" font-size="10" font-weight="bold" font-style="normal" underline="false"/> <mathStyle name="User 4" font-family="Times New Roman" font-charset="0" font-size="10" font-weight="normal" font-style="italic" underline="false"/> <mathStyle name="User 5" font-family="Times New Roman" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/> <mathStyle name="User 6" font-family="Arial" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/> <mathStyle name="User 7" font-family="Times New Roman" font-charset="0" font-size="10" font-weight="normal" font-style="normal" underline="false"/> <mathStyle name="Math Text Font" font-family="Times New Roman" font-charset="0" font-size="14" font-weight="normal" font-style="normal" underline="false"/> </mathStyles> <dimensionNames mass="mass" length="length" time="time" current="current" thermodynamic-temperature="temperature" luminous-intensity="luminosity" amount-of-substance="substance" display="false"/> <symbolics derivation-steps-style="vertical-insert" show-comments="false" evaluate-in-place="false"/> <results numeric-only="true"> <general precision="3" show-trailing-zeros="false" radix="dec" complex-threshold="10" zero-threshold="15" imaginary-value="i" exponential-threshold="3"/> <matrix display-style="auto" expand-nested-arrays="false"/> <unit format-units="true" simplify-units="true" fractional-unit-exponent="false"/> </results> </mathRendering> <pageModel show-page-frame="false" show-header-frame="false" show-footer-frame="false" header-footer-start-page="1" paper-code="1" orientation="portrait" print-single-page-width="false" page-width="612" page-height="792"> <margins left="86.4" right="86.4" top="86.4" bottom="86.4"/> <header use-full-page-width="false"/> <footer use-full-page-width="false"/> </pageModel> <colorModel background-color="#fff" default-highlight-color="#ffff80"/> <language math="en" UI="en"/> </presentation> <calculation> <builtInVariables array-origin="0" convergence-tolerance="0.001" constraint-tolerance="0.001" random-seed="1" prn-precision="4" prn-col-width="8"/> <calculationBehavior automatic-recalculation="true" matrix-strict-singularity-check="false" optimize-expressions="false" exact-boolean="true" strings-use-origin="false" zero-over-zero="error"> <compatibility multiple-assignment="MC12" local-assignment="MC11"/> </calculationBehavior> <units> <currentUnitSystem name="si" customized="false"/> </units> </calculation> <editor view-annotations="false" view-regions="false"> <ruler is-visible="false" ruler-unit="in"/> <grid granularity-x="6" granularity-y="6"/> </editor> <fileFormat image-type="image/png" image-quality="75" save-numeric-results="true" exclude-large-results="true" save-text-images="false" screen-dpi="120"/> <miscellaneous> <handbook handbook-region-tag-ub="109" can-delete-original-handbook-regions="true" can-delete-user-regions="true" can-print="true" can-copy="true" can-save="true" file-permission-mask="4294967295"/> </miscellaneous> </settings> <regions> <region region-id="2" left="30" top="39" width="106.2" height="10.8" align-x="47.4" align-y="48" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="false"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Transition Shoulder Calcs</p> </text> </region> <region region-id="54" left="534" top="45" width="79.8" height="10.8" align-x="541.2" align-y="54" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="true"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Slot in Tension Rod</p> </text> </region> <region region-id="20" left="24" top="75" width="57.6" height="16.2" align-x="58.2" align-y="84" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="dia">tube</ml:id> <ml:apply> <ml:mult/> <ml:real>8</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="1"/> </region> <region region-id="24" left="96" top="75" width="87.6" height="12.6" align-x="157.8" align-y="84" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">shoulderHeight</ml:id> <ml:apply> <ml:mult/> <ml:real>.4</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="2"/> </region> <region region-id="26" left="204" top="75" width="86.4" height="12.6" align-x="264.6" align-y="84" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">shoulderWidth</ml:id> <ml:apply> <ml:mult/> <ml:real>.2</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="3"/> </region> <region region-id="23" left="342" top="68.4" width="78" height="31.8" align-x="380.4" align-y="84" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">pressure</ml:id> <ml:apply> <ml:mult/> <ml:real>750</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="4"/> </region> <region region-id="55" left="534" top="81" width="112.8" height="12.6" align-x="564" align-y="90" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">Width</ml:id> <ml:apply> <ml:minus/> <ml:apply> <ml:mult/> <ml:real>.375</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:real>.32813</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="5"/> </region> <region region-id="8" left="84" top="98.4" width="112.2" height="27" align-x="110.4" align-y="114" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">force</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:div/> <ml:id xml:space="preserve">π</ml:id> <ml:real>4</ml:real> </ml:apply> <ml:apply> <ml:pow/> <ml:id xml:space="preserve" subscript="dia">tube</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> <ml:id xml:space="preserve">pressure</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="6"/> </region> <region region-id="10" left="228" top="100.2" width="87" height="17.4" align-x="253.2" align-y="114" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">force</ml:id> <ml:unitOverride> <ml:id xml:space="preserve">lbf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>37699.11184307751</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="7"/> </region> <region region-id="57" left="534" top="105" width="58.2" height="12.6" align-x="566.4" align-y="114" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">Length</ml:id> <ml:apply> <ml:mult/> <ml:real>.8</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="8"/> </region> <region region-id="59" left="534" top="128.4" width="89.4" height="27" align-x="561.6" align-y="144" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">stress</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:mult/> <ml:real>200</ml:real> <ml:id xml:space="preserve">lbf</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">Width</ml:id> <ml:id xml:space="preserve">Length</ml:id> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="9"/> </region> <region region-id="60" left="642" top="128.4" width="96" height="31.8" align-x="668.4" align-y="144" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">stress</ml:id> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>5333.9022829101777</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="-2"/> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="10"/> </region> <region region-id="12" left="84" top="134.4" width="161.4" height="27" align-x="140.4" align-y="150" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">shoulderArea</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:div/> <ml:id xml:space="preserve">π</ml:id> <ml:real>4</ml:real> </ml:apply> <ml:id xml:space="preserve" subscript="dia">tube</ml:id> </ml:apply> <ml:id xml:space="preserve">shoulderHeight</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="11"/> </region> <region region-id="13" left="282" top="136.2" width="99" height="17.4" align-x="337.2" align-y="150" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">shoulderArea</ml:id> <ml:unitOverride> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>2.5132741228718349</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="2"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="12"/> </region> <region region-id="15" left="90" top="170.4" width="120" height="27" align-x="150" align-y="186" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">shoulderStress</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">force</ml:id> <ml:id xml:space="preserve">shoulderArea</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="13"/> </region> <region region-id="16" left="252" top="170.4" width="118.8" height="31.8" align-x="310.8" align-y="186" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">shoulderStress</ml:id> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>14999.999999999996</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="-2"/> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="14"/> </region> <region region-id="27" left="90" top="206.4" width="223.8" height="27" align-x="131.4" align-y="222" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">faceArea</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:div/> <ml:id xml:space="preserve">π</ml:id> <ml:real>4</ml:real> </ml:apply> <ml:parens> <ml:apply> <ml:minus/> <ml:apply> <ml:pow/> <ml:id xml:space="preserve" subscript="dia">tube</ml:id> <ml:real>2</ml:real> </ml:apply> <ml:apply> <ml:pow/> <ml:parens> <ml:apply> <ml:minus/> <ml:id xml:space="preserve" subscript="dia">tube</ml:id> <ml:apply> <ml:mult/> <ml:real>2</ml:real> <ml:id xml:space="preserve">shoulderWidth</ml:id> </ml:apply> </ml:apply> </ml:parens> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:parens> </ml:apply> </ml:define> </math> <rendering item-idref="15"/> </region> <region region-id="33" left="30" top="250.2" width="84" height="17.4" align-x="70.2" align-y="264" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">faceArea</ml:id> <ml:unitOverride> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>4.9008845396000806</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="2"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="16"/> </region> <region region-id="34" left="150" top="248.4" width="117.6" height="27" align-x="222.6" align-y="264" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="stress">compressive</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">force</ml:id> <ml:id xml:space="preserve">faceArea</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="17"/> </region> <region region-id="36" left="288" top="248.4" width="141" height="31.8" align-x="359.4" align-y="264" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="stress">compressive</ml:id> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>7692.3076923076869</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="-2"/> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="18"/> </region> <region region-id="38" left="30" top="315" width="115.8" height="10.8" align-x="39" align-y="324" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="false"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Blind Hole in Bottom Flange</p> </text> </region> <region region-id="39" left="42" top="339" width="55.8" height="12.6" align-x="62.4" align-y="348" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">Dia</ml:id> <ml:apply> <ml:mult/> <ml:real>.164</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="19"/> </region> <region region-id="45" left="174" top="332.4" width="95.4" height="31.8" align-x="220.2" align-y="348" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">yieldStress</ml:id> <ml:apply> <ml:mult/> <ml:real>39000</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="20"/> </region> <region region-id="40" left="42" top="363" width="66" height="12.6" align-x="82.2" align-y="372" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">thickness</ml:id> <ml:apply> <ml:mult/> <ml:real>.1</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="21"/> </region> <region region-id="41" left="42" top="380.4" width="78" height="31.8" align-x="80.4" align-y="396" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">Pressure</ml:id> <ml:apply> <ml:mult/> <ml:real>750</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="22"/> </region> <region region-id="46" left="114" top="422.4" width="96" height="27" align-x="138" align-y="438" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">load</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:div/> <ml:id xml:space="preserve">π</ml:id> <ml:real>4</ml:real> </ml:apply> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">Dia</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> <ml:id xml:space="preserve">Pressure</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="23"/> </region> <region region-id="47" left="246" top="429" width="70.8" height="12.6" align-x="268.8" align-y="438" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">load</ml:id> <ml:unitOverride> <ml:id xml:space="preserve">lbf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>15.843051752053331</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="24"/> </region> <region region-id="48" left="114" top="459" width="112.2" height="12.6" align-x="159" align-y="468" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">shearArea</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">π</ml:id> <ml:id xml:space="preserve">Dia</ml:id> </ml:apply> <ml:id xml:space="preserve">thickness</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="25"/> </region> <region region-id="49" left="264" top="454.2" width="87.6" height="17.4" align-x="307.8" align-y="468" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">shearArea</ml:id> <ml:unitOverride> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>0.051522119518872617</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="2"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="26"/> </region> <region region-id="50" left="114" top="476.4" width="97.2" height="27" align-x="162.6" align-y="492" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">shearStress</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">load</ml:id> <ml:id xml:space="preserve">shearArea</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="27"/> </region> <region region-id="52" left="264" top="476.4" width="93.6" height="31.8" align-x="311.4" align-y="492" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">shearStress</ml:id> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>307.50000000000006</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="-2"/> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="28"/> </region> <region region-id="71" left="36" top="567.6" width="284.4" height="18" align-x="36" align-y="582" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="true"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit"> <f size="16"> <b>Misc Mechanical Calculations</b> </f> </p> </text> </region> <region region-id="72" left="48" top="602.4" width="78" height="31.8" align-x="86.4" align-y="618" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">de59bad2a4708e1f816aec4989c37656</contentHash> <ml:define warning="WarnRedefinedUDScalar"> <ml:id xml:space="preserve">pressure</ml:id> <ml:apply> <ml:mult/> <ml:real>750</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="29"> <element-image-map> <box left="1.2" top="0.6" width="76.8" height="30.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="73" left="156" top="609" width="86.4" height="12.6" align-x="211.8" align-y="618" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">d07ff4e2b67f85c60ca73db970adc575</contentHash> <ml:define> <ml:id xml:space="preserve">holeDiameter</ml:id> <ml:apply> <ml:mult/> <ml:real>.25</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="30"> <element-image-map> <box left="1.2" top="0.6" width="85.2" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="74" left="270" top="609" width="36" height="12.6" align-x="280.2" align-y="618" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">2d84e2dad2adcf80dbcf7d3fa4af3ba7</contentHash> <ml:define> <ml:id xml:space="preserve">t</ml:id> <ml:apply> <ml:mult/> <ml:real>.1</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="31"> <element-image-map> <box left="1.2" top="0.6" width="34.8" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="75" left="48" top="645" width="117.6" height="12.6" align-x="93" align-y="654" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">223e36e717bcad1c06f8e161ab21a46a</contentHash> <ml:define warning="WarnRedefinedUDScalar"> <ml:id xml:space="preserve">shearArea</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">π</ml:id> <ml:id xml:space="preserve">holeDiameter</ml:id> </ml:apply> <ml:id xml:space="preserve">t</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="32"> <element-image-map> <box left="1.2" top="0.6" width="116.4" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="76" left="216" top="640.2" width="87.6" height="17.4" align-x="259.8" align-y="654" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">576bd8da3f62cb7951b57dadbc2f214f</contentHash> <ml:id xml:space="preserve">shearArea</ml:id> </ml:provenance> <ml:unitOverride> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>0.078539816339744842</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="2"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="33"> <element-image-map> <box left="1.2" top="5.4" width="37.2" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="77" left="54" top="674.4" width="131.4" height="27" align-x="78" align-y="690" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">80cef67469eac8cb3958c41a98a7913d</contentHash> <ml:define warning="WarnRedefinedUDScalar"> <ml:id xml:space="preserve">load</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">pressure</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">π</ml:id> <ml:real>4</ml:real> </ml:apply> </ml:apply> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">holeDiameter</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="34"> <element-image-map> <box left="1.2" top="0.6" width="130.2" height="25.8" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="78" left="222" top="681" width="70.8" height="12.6" align-x="244.8" align-y="690" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">7c858ae67dd9d98a64f12c461de04752</contentHash> <ml:id xml:space="preserve">load</ml:id> </ml:provenance> <ml:unitOverride> <ml:id xml:space="preserve">lbf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>36.815538909255388</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="35"> <element-image-map> <box left="1.2" top="0.6" width="16.2" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="79" left="54" top="704.4" width="97.2" height="27" align-x="102.6" align-y="720" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">41b2d55668e80bc20b5971caa1ac820c</contentHash> <ml:define warning="WarnRedefinedUDScalar"> <ml:id xml:space="preserve">shearStress</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">load</ml:id> <ml:id xml:space="preserve">shearArea</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="36"> <element-image-map> <box left="1.2" top="0.6" width="96" height="25.8" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="80" left="192" top="704.4" width="98.4" height="31.8" align-x="239.4" align-y="720" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">8b4e4abb293750f447585a88d390c1ae</contentHash> <ml:id xml:space="preserve">shearStress</ml:id> </ml:provenance> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>468.74999999999994</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="-2"/> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="37"> <element-image-map> <box left="1.2" top="7.2" width="40.8" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="81" left="474" top="762.6" width="284.4" height="14.4" align-x="474" align-y="774" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="true"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit"> <f size="12"> <b>MTS Stem Bolt Calculations</b> </f> </p> </text> </region> <region region-id="82" left="36" top="777.6" width="154.8" height="18" align-x="36" align-y="792" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="true"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit"> <f size="16"> <b>Bolt Calculations</b> </f> </p> </text> </region> <region region-id="83" left="474" top="789" width="55.8" height="12.6" align-x="494.4" align-y="798" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="1754A3F5-4F2D-4582-AEB6-9AA620B1EACE" version-id="36C91113-526D-48E1-8D75-AC8BF84AB269" branch-id="00000000-0000-0000-0000-000000000000" revision-num="292691372" is-modified="true" region-id="0" href="U:\References\MechanicalEngineering\BoltStress.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">92cda3d4dc1c1108af31107bea1cc3bd</contentHash> <ml:define warning="WarnRedefinedUDScalar"> <ml:id xml:space="preserve">Dia</ml:id> <ml:apply> <ml:mult/> <ml:real>.375</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="38"> <element-image-map> <box left="1.2" top="0.6" width="54.6" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="84" left="546" top="789" width="57" height="12.6" align-x="589.8" align-y="798" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="1754A3F5-4F2D-4582-AEB6-9AA620B1EACE" version-id="36C91113-526D-48E1-8D75-AC8BF84AB269" branch-id="00000000-0000-0000-0000-000000000000" revision-num="292691372" is-modified="true" region-id="0" href="U:\References\MechanicalEngineering\BoltStress.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">caac13ce64f89c456ad2f1d909291c4f</contentHash> <ml:define> <ml:id xml:space="preserve">NumBolts</ml:id> <ml:real>4</ml:real> </ml:define> </ml:provenance> </math> <rendering item-idref="39"> <element-image-map> <box left="1.2" top="0.6" width="55.8" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="85" left="612" top="782.4" width="117.6" height="31.8" align-x="657.6" align-y="798" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">552dcd7e1bcf7a11fcbbbc56c41e0cd4</contentHash> <ml:define> <ml:id xml:space="preserve">TotalLoad</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:real>750</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:apply> <ml:apply> <ml:div/> <ml:id xml:space="preserve">π</ml:id> <ml:real>4</ml:real> </ml:apply> </ml:apply> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">Dia</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="40"> <element-image-map> <box left="1.2" top="0.6" width="116.4" height="30.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="86" left="750" top="789" width="92.4" height="12.6" align-x="794.4" align-y="798" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">86cddb877b170384f720e18200f436c3</contentHash> <ml:id xml:space="preserve">TotalLoad</ml:id> </ml:provenance> <ml:unitOverride> <ml:id xml:space="preserve">lbf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>82.8349625458246</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="41"> <element-image-map> <box left="1.2" top="0.6" width="37.8" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="87" left="30" top="813" width="208.2" height="228.6" align-x="70.2" align-y="822" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <component hide-arguments="false" clsid-buddy="01350081-1122-11DB-9380-000D56C6051A" item-idref="42" disable-calc="false"> <inputs/> <outputs> <ml:id xml:space="preserve" xmlns:ml="http://schemas.mathsoft.com/math30">BoltData</ml:id> </outputs> </component> <rendering item-idref="43"/> </region> <region region-id="88" left="474" top="812.4" width="91.2" height="31.8" align-x="516" align-y="828" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">b38a73be0095e1e752bd9207a22be503</contentHash> <ml:define> <ml:id xml:space="preserve">BoltYield</ml:id> <ml:apply> <ml:mult/> <ml:real>50000</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="44"> <element-image-map> <box left="1.2" top="0.6" width="90" height="30.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="89" left="600" top="818.4" width="153" height="31.8" align-x="644.4" align-y="834" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">9dfdc7857ee6f9a0ef5e5ba03e964252</contentHash> <ml:define> <ml:id xml:space="preserve">BoltStress</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">TotalLoad</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">NumBolts</ml:id> <ml:apply> <ml:matcol/> <ml:id xml:space="preserve">BoltData</ml:id> <ml:real>1</ml:real> </ml:apply> </ml:apply> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="45"> <element-image-map> <box left="1.2" top="0.6" width="151.8" height="30.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="90" left="774" top="824.4" width="111.6" height="27" align-x="837.6" align-y="840" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">8360e3a8f63d664c0f18dd614129dffa</contentHash> <ml:define> <ml:id xml:space="preserve">FactorOfSafety</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">BoltYield</ml:id> <ml:id xml:space="preserve">BoltStress</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="46"> <element-image-map> <box left="1.2" top="0.6" width="110.4" height="25.8" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="109" left="276" top="885" width="9" height="16.8" align-x="279.6" align-y="894" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:apply xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:indexer/> <ml:placeholder/> <ml:placeholder/> </ml:apply> </math> <rendering item-idref="47"/> </region> <region region-id="91" left="462" top="902.4" width="125.4" height="236.4" align-x="511.8" align-y="1020" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">25e7e8bc49a9ea2d28481b13523f7854</contentHash> <ml:apply> <ml:matcol/> <ml:id xml:space="preserve">BoltData</ml:id> <ml:real>0</ml:real> </ml:apply> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:matrix rows="13" cols="1"> <ml:real>2</ml:real> <ml:real>4</ml:real> <ml:real>6</ml:real> <ml:real>8</ml:real> <ml:real>10</ml:real> <ml:real>12</ml:real> <ml:real>0.25</ml:real> <ml:real>0.375</ml:real> <ml:real>0.5</ml:real> <ml:real>0.625</ml:real> <ml:real>0.75</ml:real> <ml:real>0.875</ml:real> <ml:real>1</ml:real> </ml:matrix> </result> </ml:eval> <resultFormat> <table item-idref="48"/> </resultFormat> </math> <rendering item-idref="49"> <element-image-map> <box left="1.2" top="105" width="43.2" height="15.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="92" left="618" top="902.4" width="149.4" height="236.4" align-x="661.2" align-y="1020" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="1754A3F5-4F2D-4582-AEB6-9AA620B1EACE" version-id="36C91113-526D-48E1-8D75-AC8BF84AB269" branch-id="00000000-0000-0000-0000-000000000000" revision-num="292691852" is-modified="true" region-id="0" href="U:\References\MechanicalEngineering\BoltStress.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">d362e46970b03ef70a25b8f222e5bc4a</contentHash> <ml:id xml:space="preserve">BoltStress</ml:id> </ml:provenance> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:matrix rows="13" cols="1"> <ml:real>5309.9334965272192</ml:real> <ml:real>3137.6879752206291</ml:real> <ml:real>2030.2686898486422</ml:real> <ml:real>1408.7578664255887</ml:real> <ml:real>1035.4370318228075</ml:real> <ml:real>828.349625458246</ml:real> <ml:real>568.92144605648764</ml:real> <ml:real>235.86264961795158</ml:real> <ml:real>129.42962897785094</ml:real> <ml:real>80.893518111156837</ml:real> <ml:real>55.519411893984312</ml:real> <ml:real>40.68514859814568</ml:real> <ml:real>31.23490292074834</ml:real> </ml:matrix> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="-2"/> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> <resultFormat numeric-only="true"> <general precision="3" show-trailing-zeros="false" radix="dec" complex-threshold="10" zero-threshold="15" imaginary-value="i" exponential-threshold="3"/> <matrix display-style="table" expand-nested-arrays="false"/> <unit format-units="true" simplify-units="true" fractional-unit-exponent="false"/> <table item-idref="50"/> </resultFormat> </math> <rendering item-idref="51"> <element-image-map> <box left="1.2" top="109.2" width="36.6" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="93" left="804" top="902.4" width="157.2" height="236.4" align-x="866.4" align-y="1020" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">cdca782a63e1979790eadb6edc1065fe</contentHash> <ml:id xml:space="preserve">FactorOfSafety</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:matrix rows="13" cols="1"> <ml:real>9.41631378861916</ml:real> <ml:real>15.935300257663196</ml:real> <ml:real>24.627282216388579</ml:real> <ml:real>35.4922596647953</ml:real> <ml:real>48.28878865958545</ml:real> <ml:real>60.360985824481808</ml:real> <ml:real>87.8855953604455</ml:real> <ml:real>211.98778221558013</ml:real> <ml:real>386.3103092766836</ml:real> <ml:real>618.09649484269369</ml:real> <ml:real>900.58590850126859</ml:real> <ml:real>1228.9496713864496</ml:real> <ml:real>1600.7733440652576</ml:real> </ml:matrix> </result> </ml:eval> <resultFormat> <table item-idref="52"/> </resultFormat> </math> <rendering item-idref="53"> <element-image-map> <box left="1.2" top="109.2" width="55.8" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="94" left="30" top="1134.6" width="284.4" height="14.4" align-x="30" align-y="1146" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="true"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit"> <f size="12"> <b>Bellows Test Fixture Bolt Calculations</b> </f> </p> </text> </region> <region region-id="95" left="24" top="1160.4" width="90" height="27" align-x="50.4" align-y="1176" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">cc126c786ace34eff8d33a3ce557f144</contentHash> <ml:define> <ml:id xml:space="preserve">Area</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:div/> <ml:id xml:space="preserve">π</ml:id> <ml:real>4</ml:real> </ml:apply> <ml:apply> <ml:pow/> <ml:parens> <ml:apply> <ml:mult/> <ml:real>9.762</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:parens> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="54"> <element-image-map> <box left="1.2" top="0.6" width="88.8" height="25.8" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="96" left="132" top="1162.2" width="73.8" height="17.4" align-x="157.2" align-y="1176" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">028ada74b610aeb6fc313d1b7e38d89f</contentHash> <ml:id xml:space="preserve">Area</ml:id> </ml:provenance> <ml:unitOverride> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>74.845809175540452</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="2"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="55"> <element-image-map> <box left="1.2" top="5.4" width="18.6" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="97" left="228" top="1160.4" width="52.2" height="31.8" align-x="240.6" align-y="1176" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">f9525fa0361abca7f67aa7e502a57c53</contentHash> <ml:define> <ml:id xml:space="preserve">P</ml:id> <ml:apply> <ml:mult/> <ml:real>250</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="56"> <element-image-map> <box left="1.2" top="0.6" width="51" height="30.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="98" left="294" top="1167" width="63" height="12.6" align-x="321" align-y="1176" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">178a7a1b4cfd1e08e714e6365d2ea59a</contentHash> <ml:define> <ml:id xml:space="preserve">Load</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">P</ml:id> <ml:id xml:space="preserve">Area</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="57"> <element-image-map> <box left="1.2" top="0.6" width="61.8" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="99" left="372" top="1162.2" width="92.4" height="17.4" align-x="397.8" align-y="1176" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">245f3fd197d8271ebc9322df5f6822fd</contentHash> <ml:id xml:space="preserve">Load</ml:id> </ml:provenance> <ml:unitOverride> <ml:id xml:space="preserve">lbf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>18711.452293885111</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="58"> <element-image-map> <box left="1.2" top="5.4" width="19.2" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="100" left="30" top="1203" width="61.8" height="12.6" align-x="73.8" align-y="1212" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">1469909727de1063aa4c79f1aaa0e30e</contentHash> <ml:define warning="WarnRedefinedUDScalar"> <ml:id xml:space="preserve">NumBolts</ml:id> <ml:real>16</ml:real> </ml:define> </ml:provenance> </math> <rendering item-idref="59"> <element-image-map> <box left="1.2" top="0.6" width="60.6" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="101" left="126" top="1196.4" width="96" height="31.8" align-x="168" align-y="1212" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">0b705369f1955139f7730d02b3cccb75</contentHash> <ml:define warning="WarnRedefinedUDScalar"> <ml:id xml:space="preserve">BoltYield</ml:id> <ml:apply> <ml:mult/> <ml:real>180000</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="60"> <element-image-map> <box left="1.2" top="0.6" width="94.8" height="30.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="102" left="246" top="1203" width="73.8" height="12.6" align-x="291.6" align-y="1212" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">b2897c5934dabdf2e2c298313a376b5e</contentHash> <ml:define warning="WarnRedefinedUDScalar"> <ml:id xml:space="preserve">TotalLoad</ml:id> <ml:id xml:space="preserve">Load</ml:id> </ml:define> </ml:provenance> </math> <rendering item-idref="61"> <element-image-map> <box left="1.2" top="0.6" width="72.6" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="103" left="348" top="1198.2" width="111" height="17.4" align-x="392.4" align-y="1212" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">86cddb877b170384f720e18200f436c3</contentHash> <ml:id xml:space="preserve">TotalLoad</ml:id> </ml:provenance> <ml:unitOverride> <ml:id xml:space="preserve">lbf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>18711.452293885111</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="62"> <element-image-map> <box left="1.2" top="5.4" width="37.8" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="104" left="36" top="1238.4" width="153" height="31.8" align-x="80.4" align-y="1254" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">972d94ffc18666d8256b54fa02602a72</contentHash> <ml:define warning="WarnRedefinedUDScalar"> <ml:id xml:space="preserve">BoltStress</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">TotalLoad</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">NumBolts</ml:id> <ml:apply> <ml:matcol/> <ml:id xml:space="preserve">BoltData</ml:id> <ml:real>1</ml:real> </ml:apply> </ml:apply> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="63"> <element-image-map> <box left="1.2" top="0.6" width="151.8" height="30.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="105" left="210" top="1238.4" width="111.6" height="27" align-x="273.6" align-y="1254" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">5cb1e78de00888cb20be6270a41f5b2a</contentHash> <ml:define warning="WarnRedefinedUDScalar"> <ml:id xml:space="preserve">FactorOfSafety</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">BoltYield</ml:id> <ml:id xml:space="preserve">BoltStress</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="64"> <element-image-map> <box left="1.2" top="0.6" width="110.4" height="25.8" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="106" left="36" top="1286.4" width="125.4" height="236.4" align-x="85.8" align-y="1404" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">25e7e8bc49a9ea2d28481b13523f7854</contentHash> <ml:apply> <ml:matcol/> <ml:id xml:space="preserve">BoltData</ml:id> <ml:real>0</ml:real> </ml:apply> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:matrix rows="13" cols="1"> <ml:real>2</ml:real> <ml:real>4</ml:real> <ml:real>6</ml:real> <ml:real>8</ml:real> <ml:real>10</ml:real> <ml:real>12</ml:real> <ml:real>0.25</ml:real> <ml:real>0.375</ml:real> <ml:real>0.5</ml:real> <ml:real>0.625</ml:real> <ml:real>0.75</ml:real> <ml:real>0.875</ml:real> <ml:real>1</ml:real> </ml:matrix> </result> </ml:eval> <resultFormat> <table item-idref="65"/> </resultFormat> </math> <rendering item-idref="66"> <element-image-map> <box left="1.2" top="105" width="43.2" height="15.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="107" left="180" top="1286.4" width="149.4" height="236.4" align-x="223.2" align-y="1404" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">d362e46970b03ef70a25b8f222e5bc4a</contentHash> <ml:id xml:space="preserve">BoltStress</ml:id> </ml:provenance> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">lbf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">in</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:matrix rows="13" cols="1"> <ml:real>299863.01753021014</ml:real> <ml:real>177191.78308603328</ml:real> <ml:real>114653.50670272739</ml:real> <ml:real>79555.494446790442</ml:real> <ml:real>58473.28841839097</ml:real> <ml:real>46778.63073471278</ml:real> <ml:real>32128.180449665371</ml:real> <ml:real>13319.655676171064</ml:real> <ml:real>7309.1610522988713</ml:real> <ml:real>4568.225657686794</ml:real> <ml:real>3135.2969661335642</ml:real> <ml:real>2297.5751834338303</ml:real> <ml:real>1763.9001031188832</ml:real> </ml:matrix> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="-2"/> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> <resultFormat> <table item-idref="67"/> </resultFormat> </math> <rendering item-idref="68"> <element-image-map> <box left="1.2" top="109.2" width="36.6" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="108" left="336" top="1286.4" width="148.8" height="236.4" align-x="398.4" align-y="1404" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="1754A3F5-4F2D-4582-AEB6-9AA620B1EACE" version-id="36C91113-526D-48E1-8D75-AC8BF84AB269" branch-id="00000000-0000-0000-0000-000000000000" revision-num="292692292" is-modified="true" region-id="0" href="U:\References\MechanicalEngineering\BoltStress.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="9B63D0FF-1880-484D-8118-5A4C4ACF445F" branch-id="00000000-0000-0000-0000-000000000000" revision-num="87" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash>1ce8d71689098a56e5ea0a9675c95885</hash> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">cdca782a63e1979790eadb6edc1065fe</contentHash> <ml:id xml:space="preserve">FactorOfSafety</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:matrix rows="13" cols="1"> <ml:real>0.60027409009137189</ml:real> <ml:real>1.0158484601546294</ml:real> <ml:real>1.5699476202389728</ml:real> <ml:real>2.2625715703444018</ml:real> <ml:real>3.0783286671352412</ml:real> <ml:real>3.8479108339190513</ml:real> <ml:real>5.6025581741861377</ml:real> <ml:real>13.513862848723708</ml:real> <ml:real>24.62662933708193</ml:real> <ml:real>39.402606939331086</ml:real> <ml:real>57.410829642072244</ml:real> <ml:real>78.343464578591878</ml:real> <ml:real>102.04659531553322</ml:real> </ml:matrix> </result> </ml:eval> <resultFormat> <table item-idref="69"/> </resultFormat> </math> <rendering item-idref="70"> <element-image-map> <box left="1.2" top="109.2" width="55.8" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> </regions> <binaryContent> <item item-id="1">iVBORw0KGgoAAAANSUhEUgAAAGAAAAAbCAYAAACDfYo6AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAH/SURBVGhD7ZaNkYQgDIWpi4Kox2ps xmI4/gKPHKKu3uJp3gwzm9VB874kqKxoqATAYAmAwRIAgyUABuszAMtktVLWzCl+gWajrHI5 h7WZ+GzNTn+OA0jm+xd5C4Bgvp7sgnE3+Y8ALHbSO019VQdEX/RE9jvNpgJyRgBgP7V7A4iG KWVcRlco7QeGL5OugZxQAhDNzzMOVjDZE8c4A6Bk/dK2fie8xirov4nGbjTDms3qx2Km3+AH VG7pAF7VvZheCEyPhxRVnX8YAOF7fVHV4dlae18qF+FWZ5ViNjMWdvIj7FO8OQWgfnegDh2D a7ULqv2weu4iX1DeeDJ0A0LPqxD/IYBg8pFDio+3GwLwXYTFw7+KyI/cTT2vWHwdgPAfttmB Q7C130U6P4JaBeH/6+TX84rF6wDSg4m8P/n9Czc3DS2KyaQYq8RB2TeC7qZ2Lt0Ox3x4biwu AOhB7iJVL1aPNs5AuEZA8vVf5kaA+R7mbqsy4y11xfHnbFcs5XGgAzeF3rjVHa8s77zcdJij +Tl2mwCA74nPUIKBXw3B51At5cAKlYfxA/R9ANxUr17LJpWOEQCnFEcKGw8dANXZIx1wgVom rgEI9wIsAXCFaM6DsSsAYvUXw3n8BA05hAuE3vJG1/eVL7EE6wEaBEBEEgCDJQAGSwAMlgAY Kmt/APLdZwl7qUNIAAAAAElFTkSuQmCC</item> <item item-id="2">iVBORw0KGgoAAAANSUhEUgAAAJIAAAAVCAYAAACtzrfuAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAALBSURBVGhD7VeBbcQgDMxcGSjzZJos 88NQA3ZyOCaQf9JXVZ+EVB5jn83h0Ck4HAPgQnIMgQvJMQQuJMcQuJAcQ9AhpC0s0xSWjafD 0PD7WsP8VtxXWOcpTLRXhvh4rXPx+9R03pv7UzV6ENsSpnmlal2hP6+GkLIjPIwxaPiNSX4Y N4tmoUgKtwTaU8inavQkmPPvCYnwdmdooOX3w7hVId0oTjcuueYOObx+H2BblrDG+jSF1A8X 0ghccu2NJ59ki/NAULePXFJ9nhJS+YbghPYiwdujqIp6kwg5/XnSc6P42wJ+0DahjDOvXILd D7dr5n1PSBXf2hZyOAbFqNZIOIFt9vQlEB9Opk9ImL/8bevgEFIsBjh+rWtOmos0TXNI9U3F 5L/5AI7CcxDxo8WCc7WWRATxRVR5PfqVmHHKe6lF1w6pvBTncdSg4nsXpthiUdm/ytOskcqz F9alKsZdh4T4SZNdbSFh/sfftg60kCyCuhBpjs7ULUN7c6+xhj4FuG52AhawjsHo7ki9vjXH NGf/mgPa6rVvgXiswKGrIyH3qxwJ5RuJjVMxZYfpIM/tw8oHZR4yzlt+0DYedi1pHYNxS0hd vlX3xX2aA84r/H4bVx1O8zbP/ipHgv3Y5lvadIB2O+Cgrvae/LQ6kiUKgo7BuNeROn1zvnnA Hm2H8wq/Fp74tCHGdKRjXnzasPXFRJpdhW8pFrUkCN2JkA/XIpbt6oej3l4RdKgmP0ZVSCf7 Xt+RY6fgcF7h9208KqS4UCpeDjgO6hgb2kgHETHxUOTwZs302CtipCF+MFY5Mlm1fuIndorP /ntMMQt5H7LQ9B052vxm+qeksDvVCPlUhJggdlc2d2BcEEBbSHa+do61T5vDAB0MtuyIdPlG HfzfhgupE9YNjr/tj+9/DhdSN86fTBfRAReSYwhcSI4BCOEHs1HMGd85hb4AAAAASUVORK5C YII=</item> <item item-id="3">iVBORw0KGgoAAAANSUhEUgAAAJAAAAAVCAYAAACpO2fTAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAALeSURBVGhD7VaLza4gDHUuB2IepnEZ h+GWR6GUIiia789NT0IiKO1pewpuTqFYgApIsQQVkGIJKiDFElRAiiVMCOhwZtucOdL0NQzs ntbtj/yezu6b22BvHLuzJ18jdpOfsL5b2L3C66tcrSLyamLvYj6OgYCK43eTMrB7mBvByjiM 3+/FkxYA0lqAF0UQj8dF8i55fZWrVfjmMcAuzew+wfE1AQEenwQDjOyu+pX292yCMKb9VDbi yZb3rnL+AodlDZNO45dI/r8CEhOV1vJpE3GY0qFDVLxYpz7inDhtNzgsIpzEzxNboRIQHm9x pIByUjBQ7pys+4HF4cc9nwvJjldMPcr72s+ObZXt4BXCj2taGPyGXmOwVsXTHt8yL7SFA/wM c/UXELld06I5wGc5piIgHzzpzNNa2BoeQlJy0oMQsADRaC4mFhntcJHQOXsXikT8Y9Hie2+X FB33wslRFTC9zkjfIT8vKCx85lxdX0UUU7w68cm5moMk1moUss/gOZJ4WtAclOdeTLWAJIJi kqgxVjj6vbhXeEdtIuj74AcDKSOIgPtgKAIAEZqYOCqK5vq6w4v7Fuds/49xmAk+wxiLjfof KH0cCoQ7RANx3l4RHqTDL/YO7dBvvYB6XcN9cGDHwM+kwahzFwFXvvEOL+57NP8x4gmcJhSJ p1jzQUzyT3Tq+KEB+l1GFNBwb2OHdUbzngs1gftogMcwtS+tJdzhxX2P5hP47AqDWMqvBgC4 2Z6pGzFWVxg16AMZniL+Wgg/VqW4oWvzaUFOI0DsaIkYFpSIRPJDTyFMCOcngF5ZiJonwR1e 3Pdo/iuERvBx0NFpSI8bMbb/QDjCF5hAP6AT4Roo32BnoojSYEWhHbXD/0blIwy0Q33VI5Jl 7xt+F4WC2Jpug7V8pWWweIe8WOx59HIloW3CNdTNhk3bjG6yevHKMclXmEIxCRWQYgkqIMUS VECKJaiAFAtw7h+a30wTF/wRDwAAAABJRU5ErkJggg==</item> <item item-id="4">iVBORw0KGgoAAAANSUhEUgAAAIIAAAA1CAYAAACNzDMwAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANdSURBVHhe7ZoL0qsgDIVdlwtyPa7G zbgYbgivEFCx9q8XPd8MHUUqjxxIoB0MAASEABgIATAQAmAgBMBACN2ymGkYzLTQ5TqbMVzv sEyDGaicTboshNAlTgRs0NmJoGZciRXBOK/xehhn4+4cEEKvyFXgcEUQq8cGEEKvnBFCg+uA EHqlKoTVzGOIA0ZjPcE6j/4+z9dACL1SEYI0sgsMJ3IKBFaEB1NdEdwjx7ldBYTQK41C4J0C hPBgjoTAed5VQAgPZlcIPmgMGRDCU0kHSlu7g3B4RFFjlh/FoYAQLlJuz2xSWzQ/I+NzZQz5 jr1Z+5dACJeQM1MkdXyrxZIZm2es3+bJSP/HQAhXWBZvQAEZNi7LDBl307LOlxfCUEL6BS8T Qjh5CzPw+yyTcgvCRxd6YJdRcyMq7wckIcTIsjymzJ+H5TAMpiwvghQiXxLT4Bf5erD0/Qd1 3wO1L5vNefs4STVwP7Uo73EPTghi4KvHlNlz2XDb0ZpY/LUYlHWe3ff28sN35f30Qd2NyN/n q+msNWictsWYRBFf+98JwVIbSJlXe54JJCUeDF++GMyD/Jh9pe6bKNxCBRZf6EhNCLW+Kmr9 vpL4nfxpqTbAqVMatjDGXmDjv8MVyi/W8vX75f0ndf8c7RY2sO3O+qzEo/N834uJ82WahLBr jGJpq8Dl9LsJma/fL++v1L3DV10DtadpNaJy6bXOXchqOH66QeCFEGTneaBCo2rG8B3JGh4G hMrPoqx9126+XH2IEFByfWfrvoEWt8D90Ea2go5598QHlkIIIwVgcUaoBob8vKH5M73UN+cT coaOFCRm5XxqqnuTELBdW0lKqB3awBbd11oZQu6iDrvwRxy4BvAWIIQ3Yd2QX3n06uSEoJYw iOGBWBtHw3qXKgydVgTwaNZlyVYAvTuBEN6KdRNYEYDdockQAEJ4I1m84IAQXoc9SynPUSCE l7F1AgohvAi7U8g8AgWM4R5C6BZ3FqBc/Sby+D6l5CIghG45J4QjIATAQAiAgRC6RbqGcB1+ Zqd00mdACF3ifzRi46fr+Mdj/pWx4Y8yAgihV+TfBvRfCPgeQngHh0IQ9w1ACL0CIQAGQgAy WMwTxQWLE0EWPDYAIQAGQgAMhAAYCAEwEAIgjPkHI2iV1oh6CaUAAAAASUVORK5CYII=</item> <item item-id="5">iVBORw0KGgoAAAANSUhEUgAAALwAAAAVCAYAAAD8WoSNAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANjSURBVGhD7ZeJccQgDEW3LhfkelyN m9liHAkhLAlxZc/EvBkya8Cg4wuT2zGZXIgp+MmlmIKfXIop+MmlmIKfXIoo+PuxLbfjduO2 HNvd9t2OdafZx307Fu5fNnh7P1Y5bonz/fHGux+D7Mp8j9y3JY2dDeMWJyAyTtiqTn5THOq+ t8dhxnqO+35HfQX9WNrra/pjp054MlInzesLYDKTsZUN97Vi+OlYj7HvA+1a4S9B4j6fpd2q meTZoqj72J+019LyHYVqx7XdQTMiFuFZOSbilwm+tb9Hf+z0lcY7iUunMwi5Z4OAWoMqO71b Wv+TwNctT4Io+n3PEwDxWNSpAO98lVOdNH3fzOEXT+ozoeFZxQIPPeckD2K2/a39H8Tc4a3x SOwzhu1rq+oEStSmGn8l+GhTs/KfBNrYMHBfTVKqX7Y/RJfvueClXlDY+jAgXMFbOvYfIfun Nf+EkED1tcaeXkbEAF2FdFvhZEyfstBgnyR4FjG0Jzr4MGhfKynov5ojfOHW9EnGkH9/OCZd vpONyryYU7LZxuakKfiu/ZH+2GWCZ2O5ItEoFmqqUnWdoTFcmPvcOxyPx/XT+xwcLqhwMo59 wrziUk04PAIVP69T+Zpk1xnJGfiyGTKG5+9HYvIo3b6XRJm+cOV3a4Lv3n8wdrnggVOwkKyV DJIizq4zUsTht0lONi6S7z6/N7ktOPglUWfXGYcQv7LiO2JU3+PVRT/mOxY5aoQF6Au2Jnim tX9gIHau4MEL2AQmwT8oK89MlQJO2OCJTcjAVkFYgyrPXwGd0n7QIR6NpAUwftKp6GfqG4nR Wyn7jrn2bMLik/PlYSnpEby7/wOx8wWfKlNWr9cXkYuaT0hgwKDsuYNXnW4S3MNdBvytnj4M zKuaMRKjN+P6bv0GG7cwh3Si52Nffsr3Cb6wv2QgdgXB0ybWmKKBalEuDOHggEHZ8zeANhUS 03Odqb2fkH5/U0w828OhJg6U0DjfdCIrneB8x39PYxlPjl1R8DiRKlYAfemKk2CBY+Pkyz7d 1H/PqsG7cIVC49Jz0Utew78bjmOSZBNaDDj46Y3FILffZ0rxGonJbxnzna6sYpybqkaT48x/ 66/wqzv2zFjsyoKfTP4hU/CTSzEFP7kUU/CTSzEFP7kQx/EDgiBhvUX1VkMAAAAASUVORK5C YII=</item> <item item-id="6">iVBORw0KGgoAAAANSUhEUgAAALsAAAAtCAYAAAD2rxo0AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQ2SURBVHhe7ZpLsqsgEIazLvdwtmFl EVlCBo6zEGcZZw0pRxlmlh1waWiwIYB6TO5Rur8qqgLybH7bRnNQgsAEEbvABhG7wAYRu8AG EbvABhG7wAYRu8AGETtH+lYdDgebmk4NWFw7InZuDJ1q2h4zvWpB8D5fNyzF/nq91PF4HL1b Jp1OJ2xRD0PfB5586Bo23p2l2EHEt9tN3e939fPzo87ns/kNCUTufj+fT2xRMRDSiGevE/Dq VMQgdhC+A8TOib49KCZa5x2zg/CdJ3dA/vF4YK5ygvi9fliLHTx6LG7IX69XzNXMoLqm1UdU PrAWO8TucdjiysDr10zfNqrj8s4RYS12EPXlcsGcBbw8lNPQpjbgDUwQvehDKodo5k3scGCB zYbEKJz7PhAfb8CmdH/HxCOcCcQOhmjw2WaMwujr2ldBoYsD+VuI2O3XNNmMJcAhb6bNNuLZ OTOKfZObYcW03cfsAgchYv9zjNjNJ2O9EWNyJ3UnNkw0rPGbh/+v8IKM2gS7G15zIdM+cet+ T2bJ5M9WJu/tRW0QvxHZoH2m5j1TB3Qtod5GR/ZWHtswa9N5Yxc8u20wThI7AMGTQelkXR3f h6lHb5yUkTA/g/ThiqQlnX2CeA2lPP6mQrHroRu0zj4fJ9jnxLyLOsisBX4Tpzl0nW1XKndt ab5dPnZe7GYhtBMNrRPXB6BN7lAbGGZM/9t7peZQSkViG5TyKXtp6/owaKl9gv5IP58mNe+p dZXWgvXfHNNEuS9eMXZW7PaREokdjUonTQcybUpiz13bC7hmvyGxDUr5hL0Cey6xD9lQ298H xT61RkNZB5NrcWPQcYBUedw/zS8ce8KzRx1Ro+YGertBkNK1mdQQxgRTNGX4yF1qn1R/3yA5 zgodUJIa09DyuH+aXzj2ZMxOGwaeOzUQGiG+W1uzm9gfvev0xIx32CtvNiAeT+MOXOZ6zr6+ YKF9kvb/AjgO3dPgG0xyHoW16PodqQt9FcsX2RTIj23Fbu4GXcEl3xobunLfAYoaUzhYeC0Y NL4WNkzgxl/3RPge1D52jvTp0+hDlBEKXnMb5a/jBo6U7ZN6stkqtp2rHo8zbecCKKhGH/p8 f7/RwTg5tMnMck3apmGaM/bECUzYCmbDieNwAhhfu+GGG9GQtxHGkZH8UpLec5+I2PdALGCA ijAjyNEjitgBEbsDPGAQcm0HG5ZEoVxB7EFcu8azY7/2htm/4EXsBgwFNir2pGBzYjd1yY2x NoypCBG7pteHng684VbF7g9cRMQZsVuvPoo7znNGxK49nxfJZsUORG8YkglEHdajby/MjcEY 5mLXwkAFbF/swlpYix3CF+fsROz1w1fsOs6lX+xE7PXDVuypr5EucY9ta0UOqIh49voRsSMi 9voRsSMi9voRsQtsELELbBCxC2wQsQtsELELTFDqH79J9qXqOO40AAAAAElFTkSuQmCC</item> <item item-id="7">iVBORw0KGgoAAAANSUhEUgAAAJEAAAAdCAYAAACqqo6AAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAALvSURBVHhe7ZiLkYQgDIaty4Ksx2ps xmI4kgAGCA9B9+528s2w4xINkPwEdxejKJOoiJRpVETKNCoiZRoV0Vdzmn1dzHa4ry+hIvpi zn01y6IiUkY5d7Pth1YiZRR7jG27/dTjTBnk2Fazn3ClIlJGODYmGhWRMsCxLfgynbaVStMr qIi+Gq1EyjS/JCJeDt8e/HMcZmOlvbUu//9K3PzLatv+DCSAZYVfWTl8DuX19IiIYoP3nLtZ q/6IVCORiMDoz068sbCA/wUEabOfBAX/+p4TCy60EIuW/QnYGJJf+/J8rYGJ4DbXONtOAsLr ii9JI0xEM5P5w5zwbwkH1lmpGsfhksOwSQsvpi37g6DgMxEJ1QVENSpiXn2alUjWyCWizlL2 74F13lzk9b+LTNkOQReqHsyhI+miiDBPyXhSXy887/xaomBHEeVnvJ+QO5d9P19QcOhLog9W 8kw0Ymx782enCMz59o6166s+02HnQroxB1FE0VHmoRzc3BsEF0a45nkiLZQ1Uq1E5OhKtHMM i8KFeGd8QXRP8IH3cUGy3ZKNJ8Nf4sTWGbk4CEJ1KNE6qlp2xAnphoCA3xIRFwjF341XyFlZ RNJkhQEjh/BMKUjozyfxap+uRl5MveOOH2UprYqV0y2iQnK7aOWUC7QwTlFEFGxZ8ZgAwaG4 aE9NYB8lrbA1WonvFQbEzcYSYnYjBmI8Me6JcKW+Ei5voYLzPPLrQD3nQKMSyQ6LA0q7xFOz VXjqOOOAz67H7JyrYmvZEScg9w3j1ikkeVMmrwyW6uZtwfMo5RT7nEAlu6X5TsQTH01WdEgi ixJr79toBuSPL7YrCQ8D8+4M+PxRlgjI0zkH/z9Mdh9syNDPNvYIPI9ZTl3OfEdmJ0hEWCVA MK6Fu7yQXEsm7vtjp7EtDkJiS2fzBunasqQI4kbsXLM+Tss+QxIn4ajCDe3s42Hk49AY3C+0 sMmLGuGVSFEGUREp06iIlGlURMo0KiJlEmN+AIajuNbZDyQeAAAAAElFTkSuQmCC</item> <item item-id="8">iVBORw0KGgoAAAANSUhEUgAAAGEAAAAVCAYAAABWtYB0AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAHXSURBVGhD7VaLbcUgDMxcDJR5mCbL ZBgK2CaGGJy85gWqchJSCcWfO9u8xU10xxRhAEwRBsAUYQBMEQYAirA7axa3LMcydoej17G5 1ftfN9wOhG1lHKkBXs8j64TdGu9g9dd7AQIPSY4mQhTAWF+ubN8M8jciMEfvALowBbtbZ4YT AWLMpsO2PsbVACIUFfORCDROv9XFaJ9xE7h6amR/IEL+fhyBEJnsnDMZKgfv1JcnMYlQsdML GBfE4nNVeeLF1ebmpgjBiHGJ90QYOAEi8TySTv/LAyr8lJVPyYp2riF7QKXFCLiFVEhaxx18 6NzcFaFSzbEbRDLREf87IO4xEfFexU5XhAIMMROpihA8DyWn+yLUzkVHtIc2TKOL22neE/ad ELqLvwHlryWKM3UZj1vJ6ZoImwXVYidUKkBxBHepe5gN7V65v4Dnx1E+TgHhW6MbeNxKTmcR Toa5M3xYuFCe3Po4on0jYCXA074L5LzFgiXwuJWcUAR04g/ElTFAM5Gf8W9+1vnOCU7Sfi/u 4IL2rvmW7MQABJCNRmXegkB6GWdLgJKjtOScsk74HnwCtqAnVsNTpP1tvCKC9NaEb/yh+894 rxOKkTMFOPCSCBMtTBG6w7kfkwLqTmSKrFkAAAAASUVORK5CYII=</item> <item item-id="9">iVBORw0KGgoAAAANSUhEUgAAAJUAAAAtCAYAAACnOylXAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARqSURBVHhe7ZwBkqMgEEVzrhzI83ga L5PDuNDQ+IFGSAY3Y81/VWxFiMrSzwbM1j52QiZDqch0KBWZDqUi06FUZDqUairbvjwe+yOW ZYvVwGt9/qg9J9xPvvda9+fAOdty3r8ZUKppvPb1ubgwx6MoRxa4bXF1+h0QQum1ZxwCL2sQ qieKF+q5vtLnx3N1vZ4PpZrFtu4xXhEvmQtcinI4riRKge21G2B26maqnqTzoFQXItlAoyhB f+biYV2v3QJFws8WvfaJUKrLKDJPNrUpkD167RamVDFDus+PKCSu07D+KijVVfgg49T1n6RC YcKiPF4Tv3sxlOoitqXIBpY0GOheu4UhVf5dkJJS3Rs/3VTBk6AWomFdrz0du+yjF4/HbWmC VLLjM9uvgVLNxmUc3bYLLpirBLLe3cla52T3l7cb9KSSOpSWUt0PmcJ0MawFpjTfniQx1ku9 9pJTqeKCXSso1f2od1ixFFHE71kB7rUfBOnCd0M2KvuQMmYp+8VmUSoyHUpFpjMgVb2AJOSM AakGFoyXo2+Jy5eD5DeSSZUv9HwAcTEY69IuQts00Br4UHBbXV/3vJ7cm0MqLwu8E3mtawgy bkWzXQRK4IWqX9LJOWfXteoHwH8TZBbO1V8ll8oKCApiHXvM9zP5m9zWdb8lgNVflp8XGVv5 U9FA+6LBHpUKsk6FdV1Pq57cmlwqJWYeifOoVCNrIrwu0qpvwOnvd5NNf+E3qoAPnPlDpCWV rKlcMDFbOVH0/NZ1zXpye+o1VfW057s6LLlYxU5RG1vXbd7Pgq8U7oQ9/RHyAygVmc4flqqc 1v17tnqqP1YBMF3L2rHzS0P8vt3+7q8Udb++t/7s9/3PZ6qwk4QXtw6rTvCipM3IyeDG3awv dfux9hyXKhB+gfjmunKs75z+rIzSyjJOlmERsmuETJPOPc1ibUSqs/eBl/B+3ymVTi3ZKMW6 IoDb8kaWyAa/yGq3kur9vlMqRz2taJrHKdDVZSNZDLYjTJt5OX541+LukwIDa6UBw8akgmu6 cqy9tL+Ne8KU3S5jfadUnjhQGgAfPJUhBSWb+g5RtE6EgoCrYNJePt3xOEkrATXWcAV9qXyg 4Trpvii2dU8Vzn8u7vNB3ylV5JDCBWYJA4qiVFMfDrZ8zge2bq8Dkx8X5xt0pWpkG3kwzu5Z 3l+O49/XPO+875RK0SduW/dFRyg9he5JTqMYgcGVYJe7Mhz8ocDAsSfW4dQyJFWr/fSeYSrD rJyu0+treeygVAmdIvCps+oiOJhJvtAkYPsHgbFoSqX/44z0o5Bb6d1TztXsBtf4oO+UCijX RZ5mILPBVPkawfggMBZmRpR7a11cPGN/nSzt6U+P8RoFH/SdUiFugPBfTgiuLk2HCZXIF81Q WJeX/H9iweLOdVnGByUdV/Z6WufHghEt+yFtRX+re9p9D9Ph+32nVMThxCmfJslAjezVgVIR 5089xfu6tHB/E0pFHPUU96lQHkpFpkOpyGT2/R/kFs/fvjeOBQAAAABJRU5ErkJggg==</item> <item item-id="10">iVBORw0KGgoAAAANSUhEUgAAAKAAAAA1CAYAAADGZODdAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQMSURBVHhe7ZoLkqwgDEVdlwtyPa7G zbgYH4GAgQ6/nkZmXt9T5ZRKi3yOiTouFwATgYBgKhAQTAUCgqlAQDAVCAg6Oa5tWa7tMKvn fq1+vcCxLddifkdL+lsICDpw8lmRdiefJpWE5Fv3M6wv6365LQcE/GY4gtnoVAtjHhn1qhFQ RMsMEPBrMXKEaFQXJdAjYFVQCPi9nGeUCik9vi/gee0rR9JlvSjjnvvK2/H+FAgIyL4fpWAp l3vg2ExMNSACghrhCfUHAsaH9j0lQ0AQRPFPq0UaBbR1QUDQir1nS16RqNQEtPs4JUNA0Ezr fWBRQH4Y8TsgIGjDiVP3z6XX0tNuSOMktNifk/v7BOSrsjYwDjng2gTVygU0IS0prhuOOpm6 pSBR+xJBim0fyNcJmF6x+YEnufh1gsEdd2/XyyUs6scFFBeAVreVzLfJ/XaWaDkaBGwNz38B MwmtHUle1LoJFC9Ta+WCY9uunQQdEgFZ/pe6lXkbFoXfp0HA33nlvIVIO939odRdOihXbs5J u3VJPDTGSvSkOhuEUeu2txrJBaHtm0wkoEsjHNLtgDj5on22EzSBvswPHN+L8G/lO6XXesv7 xxC3zy6tFtZEyJabMeJzlAUkEglr5xSodUfp1+PmrLXbT3ALmHT43HfX+CCcWRcRJO4cTa5M T+KYUr3a/gzhjX1u6RrVW8baYbWLpFROqddv1wUkWMJkbGr8PwLSIKatkzJp20Qk5r3It+G5 evvE+SxW6sbze9Fy/y14KTf920XVbQISRpIO+YhmAbW560DO7ScWW6f96/FS0OJbmTZa6wR1 tjRoWr1Ebv9TULubz+uiZk7AtLwUsfOn/GAEtGP7g3tAPzeD5yUW0MMRzZ6bGxLakW4T2tWm IeuV5PYLPpuCGXPensOoDbU25srrEZDl4y07zo0S6nW7C0K2pz0KP0eUgmXKoMGUKTR0RBOQ Oxt1zkyuPz5Xr7r/KagfPZNR+32lvDz5iXyexjbS2Kl104Ud9v+++z/i9R7QL7dx4YY9XeLO uA6Gcl+Yqzd7vkGk53uZsOQi4qic/X2tPGFM9EnGXEmv9rxcPnqI30FPwQA8BAQE45HZIskC EBCMhW59Qu7nWwZxLwABwVDO44giXnovDAHBs1A6RgQEs0jflUJA8BzR/aADAoKHoPesry/b ISB4hGPT/wcNAcFw6Mk3yrzmQcRvQ0DQSd//lO3/qf1L6LDcqRgCgk4++1EDBARTgYBgKhAQ dCJTsF8Xn+x15mYICDrgjwmsdPd6+A7RfvXS+Mk/AwFBH/xhrw10cp2w2xAQjKQqoNhuAAKC PiAgmAoEBPOQDx5yMfd9h5MveihpAAKCqUBAMBUICKYCAcFUICCYyHX9A4E+9ngRbDH9AAAA AElFTkSuQmCC</item> <item item-id="11">iVBORw0KGgoAAAANSUhEUgAAAQ0AAAAtCAYAAAC0yT6KAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAWOSURBVHhe7ZpNcuQgDIVzrr7DXMOV Q+QIWXidg/Qu65wh1asss8sNPAgQFrKMTdru2NT7qqgKfwJk8YCeeRoAAKACiAYAoAqIBgCg CogGAKAKiAYAoAqIBgCgCogGAKAKiAYAoAqIBgCgCojGifn5+Rmen5+Hp6enYnp5eYk9ALgf iMaJITH4+PgYPj8/h3///g2vr6/+b0okFvz39/d37AHA/UA0TgrdMqQYkGiQgDAkGgDsASKr AUhA+GbBUP7r6yvmANgOiEYD0A1DiwTl39/fYw6A7YBoNAD9tqGfI1xGtxAAtgSi0QAkDm9v bzEXoFsHlcsnCwBbsEI0rkPngq+7xuxmLNi99cNlq3GvndtAl6G/xTz4PVt+l4dxthi+Df0l /2dztnHrL1n506LxtWtf76MF0QiG5KS3YcGu3+TbjXvtgq0LVOM+4ibYPh725LwxHASicyMp qsRojRjU+Wj5prHXybJkd7NxySHd0JFwXHqn4WBKONlW+XqveNiTk8bwrGisEoJKinPN46N5 0SDH+xvGnz5R+LppBcARqAjCveJhT04aw8cRjXy8TDTy91KcbDIm3lmZZfX+4tNcX8903pgk PyNkGuvzcdJTI9kJC8udTH1YKEL95Iky239mPEfuJ5cyf5wNXvc0lb+b9I8W43nf7U1LMVwn GnM+V23FGsbkxpj1kY4P1z9YclAncX2/9X2YbDSWAsMPykESBhgnGAdkO9qpMq/qvLPF+Oz8 UE92RWBy3046wHAuzTUNzjZFu8yBsv/MeNTA/y3qMn+swwqsLIk5PwT1LYr5+Ldcc+7Xgu/2 hsZqKIYnh5NKo0/nfD5u+NA2FxBvX63T9JFaZy4a1GmcSUB1CHlpWG1W2d7sa9RJm4yszzb3 mPyH1mMI6KNl5dFOVmb1L40nGDe/mvsD0HNbSkW0D0p5098iGFf6LpHZU6diLdFWKzG8+qax 1raeo89H+3oOsq2qy6MpVvpBuYVpLOTtRYUFmc6Q+SU7si05RSh4hh6DieXakdnaCKt/aTwH nwBpbn8gGnfBvuFFax+U8pa/5Ddf8F2GCPZgr1I09DoILpPlhfUcOYbtuRGGaKyyrW5Vsp+e g8yrOvsIih/T6pDlZbuEWNDaiXg7SyptOc+hx4iQw5NzBPlV2mH1L42n66y5LzDeUGaSXsze aB+U8pa/fFn0Qcl3Fpa9LfDzmJmzzMt2iePEsN3HEI21tuN6QxJ9dDuZV3XZ86RPFsj2CqWN yiUH9wtNqicU2xGcYE0ktJtfhHpnEm7x5vwIX1Z2YhIUq39hvLCGMTh0/pRMfLD2uxHRV6mg 8K0sTP//EmermRh2hLGMOJ60X2ub5ljeF8mmzKu66W8anHwLdgQltzGusg1vFHZ6THLiDnmq Xjq3EG6XEtuRY+VpXLAon8wvX2AoU5tZr/HibiMiz04JWONNy+Wa8v6SaWAeC/kNwxzt7xbq eOOk+szJxJzvAtZNKzQJ/bi5HkfbmdBKDOv5pPKST5Zs0xzt+V36Pm838VEeHwu/kAGwLX4D ik3JG3LyS78XAN6MDndyjpsT/A63+eVVjPB+rjvMIBrgcWghIOLtYBSK8VRlxpMeonEP/pai blFUNr0ploFotAadyCowjkK4WqtTrSAafBX3edw0NmD67KkVDAKi0RTxin9Q0TA3/pxo+LZC YCAahwGi0RDXrnNv1ukV9Djw7xZCDGZEI9wyRpHQefB3QDRawZ3EabMdVjQI+xf8PJE45O3W /SsVeAQQjSZwGyzupOOLBjg7EI0GoGcJH74QDbA3EI2zc8v/FyREA+wNROPkWP+7khPe/mAP IBqNgZsG2BuIRmNANMDeQDQaA6IB9gaiAQCoAqIBAKgCogEAqAKiAQCoAqIBAKhgGP4DvRd3 4MtMJ6YAAAAASUVORK5CYII=</item> <item item-id="12">iVBORw0KGgoAAAANSUhEUgAAAKUAAAAdCAYAAADLsqzCAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOZSURBVHhe7ZiNza0gDIady4Gcx2lc xmG8FCi0pfychHvkfOmTkIgILeWlqNtjGIthojSWw0RpLIeJ0lgOE6XxLtfxbNsWyn4+t7tl ojTe4z6f/bhi5XoOEKarmyiN17ivy2dG5D53ny1NlMY6wFFumdJYievYHjjNTZTGGpD3SxOl sQD3c+6H+9QJmCiN17mO/TnJF4+J0ngV+OJOf4UA+NiJlw3C/yPWcQqdceEdY5Zd/4OW78bf JP7Li2UoNjGO6Qd10QmOTnc//rjmfGrvM63Ah03yK5WuKLNTU8SR6IxL/vLPsIuT339alfy9 y//TG4gPPqfHk4iuECW0SXu5rvOZKGv0M+XMjEXpjTvNbgjuAcJUs8GPcJ0i08cM1wyQm/tA APGnNR/+VkT6ndPmz4sSAu4z5J85wjP+BGgFaPDEUUUpgfWYLgIdJkqe6mOqTuKIOxPamHPk PhScnAyIrCui094xcju3k47iNE44OvgRA31QiKG9OMKr/Sv2HDxOrrB4fIvgX920WJeGn11R QoyGTpkQw2AGr4kfg3HKohSG7/MMixMXLWUZlnGCwbxg0QEcJy24b+R10eYFSeyjQEM7jEuy HPY9stDV9x3wlQQijEmeIxulLmaoSr9JG4tHHW3DsUL8HAL8GBIKkIWhmWmJUk1UKripwUa+ 1nXThosSBpFe0wVJdWpIOEqfV/sqbXRMhLYz8eTiN4O0QQAhsPtxHHZP69+yR8hCGwv2TOS/ vRG8v0qgupnSgeIsThpKsaYkrr7+qSiBOJAPNI6mDh7qwVG5e8IuUQVD671x6LMgklrQpA0k 3kdBsUIf1vq37DlwgZJvXxYl2C/mOwL4qnT08+lmXXkqOjDGOCaNpYyrFucK+odOzBTdwelz CfJe0epbjNPLlJWjQ9qIQKC1XV0c4Vr/lj3ZpvmuMO34dvakMM7BrtBXMzMmyjCHpps0ljKu lXXSYMc3nRw40M12cffQReITJFnT4duwLxsH30FqYol2aOBwcaR/gL9XEVV8Pi2s1r9hL8wh i1DW/yt+A0CcaKnMUwLzrAjPb5ieKBv9EzSWMq5qnHXKd0osvrd4Yb3oM7gQ+SXaF+E4zRC7 +zBhNnzBcagtXsJERHvhHw9GuCfEIufoPmZonQdMs1fep3Pi/eeCG7ooyajYSMVcNUHJmJN4 yQ3QE2QxFpaaburox7dhvIiJ0lgOE6WxHCZKYzlMlMZiPM8/v+BbfV+oit4AAAAASUVORK5C YII=</item> <item item-id="13">iVBORw0KGgoAAAANSUhEUgAAAMgAAAAtCAYAAADr0SSvAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATZSURBVHhe7ZoNlqsgDIW7Lhfkerqa bqaL8ZFAMAkBO47PTu39zmHOiPzV3guBelsAAF1gEAAGwCAADIBBABgAgwAwAAYBv+Ix35bb Laf5UTIvBAwCdkPmmO7P+v9tui/56jrAIGAnj2W+6KqhgUHAPp73ZYJBAGh53qe678hpWnKk 9Vzuk8rXIVc1VF55brc5rUF8w9YxjrP3JJw7ExgE7KNZQbKYVxEXcZNJHvNqgGoMIpepbXA5 bTb5ny7fs2LBIGAfXrAsbi3+hC4TCZzq9Db2xlRrOnsVgUHAPpzgc9jlDFI28izqwCBcZ2SQ P3AqBoOAfYQriFshikE4r7eCNKYqjO6dCAwC9tEIXjbUq6jNChEZpBjIbMxTuZnDKLWHyXfY NAixwN+nrBY1VYGLSUqq4paTq5xCk0gyYZW7ZyuewgsGUcvkoWy0G844P0O/BiFx8P38Zww+ mA2DrA4+1iAb7aoZam+//tUHObs/9nOAq7O9ghwwk4dstfurfjurk1lB3Bk8AAEXNUi7YWz5 X6HjT3hlnOCdGIPYVwjKl1aFqjZgRlWdjZkPk/x1YAC9ZzBlGdtPPc2o7UjYVsat+mtPPtYQ L6dUp9dOr99E+LwG+eDzWA1CAjEx+z1/sUU49RUAFp5992YVTRGTtONNoK/dPb9nELPk+9Ru 8NrBvJogFGIdu26roPtXZrLtdPqlAvR/73lF+S8QTRAmmQ8AzsAaJPoStCjqtTaLE6YuH9YN 7uk2BX3fCHhNcjJl+oiIVhNfL2rnhX57z+tdYo7Gi7Qv8fPkv4J8uZTkCx4IKYcSfubOIUoo Xn291Y4uS0JVs7LB98Gkmb85zy2rm/QzGpsw6pcodczzInr54OOwBhHKzMnf7UhIulxFbX5H dZt2tlYQb8SC74MhMwTldTujsQmjfjXhc0j08jsgxPp7mBBLT7r0ZW2uAn5WphxaDeqsq1aT hGxeua5px2+ME1E/ejZP4gvHx7TjqnlScPi5hHG/vecV5oOPpN2DSGKliHAppRn+ocvIjC9i LMmFJHpWnNKm2vTBSdrRfdmURevuN+PT4k5jYpVGdQQ3bpVMsV4b4fMa5IfIGF5YpcBbiEMs AAADgwAwAAb5KnK4OIz6drHRbgk7D+mXDz7cgc5/BAb5Gta91LEG2Wi3nOQd1a/sac86+IBB vokjZ3LNVruH9UtmnJeZTDL6fepAYJBv4sMNQj8T8MpxYpgFg1wU+c0pp3KMXIWqjriNajtH 9j5M8teBAfTxvinL2H5quFTbkbDN/45lfxJowqxu/U5/CfucUjLPAwa5JiQUFYJc4sVTGqsS b25TlVOm7RuLLv241T3zPDIwyBUpImh+pHRCNgJhcThhNmLydYN7uk1B3zdCXhMb0/ehIEOY /NKOyYvqj/pTrCseDPIdFLHwly6K8QJS1znU8DO3CmUGdTfb0WVJsL0Ntu9DKPla4DXpwlH9 UX8JCbHq2GCQL0PPtF5AXrheXMUgm3WbdrZWEG/Egu+jQCL2Mz7RhFlR/VF//l4wdhjkiiSh XObFU87rCLyUr+aJ6g/6y59hNYS/JmCQK1KEwiEIJVaMCJdSEsEnvHhqPocVbvMZ00ZcX1uT RP21+fozSREYBIABMAgAA2AQAAbAIAAMgEEA6LIs/wCcGS6LHtpw6gAAAABJRU5ErkJg gg==</item> <item item-id="14">iVBORw0KGgoAAAANSUhEUgAAAMYAAAA1CAYAAAAanZTqAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATYSURBVHhe7ZwNkoMgDIV7Lg/keTyN l+lhXAgEQww/trZr9X0z7CgixJAHiLv7WAAAGyAMAAwgDAAMIAwADCAMAAwgDHAR5mV8PJZx dofPaRn4uMI8PpaHK+eTLgthgAsQREEBPgVRWMEu8aIYpmc6fgzTEs4CEAY4Mc9lGtojPyFn ieaMIWaXAhAGOC3PaWiO/Ik9wuhYakEY4Jy44B2n+c0ZI8w44T1iWPzKicW2ppCvgTDACXEB Pfo1/3tLKRn04UV7dIsohyxbAMIAp2MeOaCPfMfYt2sFYYBzMY8iYI8XBu1EQRjg15DfFmTi rdUiLWFQXpyJIAzw2xw1Y4R6HpwBYYDfplcY6we+0u5TmnHcUk3mJ7EoOoTR/hjyGo16O1Td Qk7LvLacDn+OsxBHRfUFt0j0bytAXqdujwzcctM7ZoyDaQhjVeKxxjXqFap+tV39mX/Xx6Kf Q4yYncLQI+qn+te0h/o3bp3Gsmfrl/aMccDIbdKq9612C87OZoz/G40+BQV7lzCcf77w4LY9 ht+9UDoF/S0uKow4jadRyeKcI9U7dAuje0b2PjJ86Pumox3THupX9bXZyvtnMmHk06v+SsjB 5lLmTZHvEztCO1+fG4FvbdWt1/N20stUqicEerJbtLfd6uOynNw9pXpK7TpMf1XyP02fMFR/ +ZT1p0aJw/upR3wO0x7qF+2T4POqGV9mFYZ64Oc0BeNjwKTP6/RgrO7g5DVYotO5nhRsdDE/ V9f0OwGLJFz39YoRhe8d1+A3AzDZLuuKyPaFiPJ6Cu36Av645C8rv4A1GGQpM7pOnzAkq0jq zURxqGdrcR1hWB0hgyGdS5Goh5TlzXuNa7JORl7PAndNvNOUtWEh7t/ONOHUrKej3ZK/9gT0 UewXRoDE2bTXBe/OuruF0dOHFaw+eidRnfST4U71ia3URotzevCC+s2gleetemRZ78xSp+g2 CDcSbvZleXSM7dRsY2rteuI9mb88pfwP86ow6Dmrdh44Y5BvrEFQ5ZVg337Yr7kwmDhSUtvR kGSHPJflEmJarN27qac1Y2gBRnQbhBeBUV7WU7ONqbUrMf3gKOUL/ncpFXF2lpuJoohn5KfO Nmx7wgAl23vZ7g+SLaXkIOs7rDnqx4eUwZM/pJg9HHSN783qCeWyILTakc5znWnaR2ztSnlc sPpcTL3dkr/M/C9AItsbYP65i/coUTDVe1aK9vgBI+WLgfREbN8xOJGlHLA+uRF9lmV4hOcg jEk5gpwTrw3uZTlrgxLXI9vKU3Caur6xTzrX2UTRad3DKLtFyoqV6jD9Vcn/KNp3cvZV4tb2 dQT4fmr2BHiQ9OkrLtqJvZQC4OZAGOC+xHdASmrmhDDAPfFLyrSGi0s/saaDMMAtec5zNkPo nTEIAwCPX1ZhxgAgx++eyt0xCAOA7H0jAGGAm+O/82w/YkIY4Nas/8MqB8IAt8XvRGUrKPcC zucQBrgI4VuEelUoIn9VaU3rkgrCABdhnzBaQBgAGEAYABhAGOAiyKUUH4s/Ldi5xoIwwAWI vwRIYliP09+B0G/R2tuyJSAMcA3iH2DRxCCPPXQOYYA70hSGOO8AwgDXAMIAwADCAEAjX7hl cu8V5j/waANhAGAAYQBgAGEAYABhAGAAYQCwYVn+AGNMkkiUfbM+AAAAAElFTkSuQmCC</item> <item item-id="15">iVBORw0KGgoAAAANSUhEUgAAAXUAAAAtCAYAAABRV/vmAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAgTSURBVHhe7Z3LkdwgEIYnrsnBaUxt EA7Bhzk7kLn5vDG45uSjb85AphuQmhYvvdBj/69KVQNI0PzAL6Sd3b11AAAALgNMHQAALgRM HQAALgRMHQAALgRM/eA8brfuFjkeL3cCAODL8XrEfeFmjAGmfnAet0cH/wYAFHk9YOpnAKYO AKgCpn4OLmnqNPn84+L92b1dNgAgQu16gamfg8uZ+vvZ3fsfCLzszwz6NAAgYMp6galvy79/ /7qPj4/hDps4vn//7q6IczVTf79ewU7j/bxjtw5AgknrBaa+LWTWn5+f3e/fv7tv3751P378 4M90kJn7z3///nVXxLn8O3U3EQEAFeTWC0x9O2iXLs2aTJ0M3kOmXsvVTZ2+mgVPB6CO7HqB qbeBDN7vzD2U/vPnj0vlubSpB+8LN8RMdtw4wGEx6+DxrHgBWVovMPU20A5dmzilf/365VJ5 rmvq7+55b9C3VjcOABZA78rz07RivcDU20Dv1vXrFp9Hu/gSVzX11+Pe1WxOltHoxgHAYvJz tWq9wNTbQOb98+dPl7LQrp3y5SuZFFc09dGuZKvXI6be+/Z3DgDWITFfq9dLytTl3xTYZKFJ KIhbix3beVnN1Ok1RIsxLRD/mxVb3Lho57Nwbh1Es3Vx33V2x/y+2XrW16ZQ7+wxofkg5xzN DZ0n6nXtcD5/hXBJXLVamfPU1xUnrZeYqVMF/k7BlW38/WEfMHZTaVYxdTFByxPrInCfF2h3 Sc3CR3z+zvOs/lmTWl+bQr28CVzWrvWc8GYfy2NoDvQemDHmbFzTtFr0WnJs6pmgN4HaM48R DW4eZyZv6nanUTVm2Z3E9Uj/ksYX1uz1VIbhdqpzOriVNqV6l7Ybuz5VpzHJ6naCOtQcmxAz zdvZm9yRqS8VayJ98HyXW/iYvAg3sdfYEW9A3tQn3Igbj+/e8O4r2lloJknrVGArbUr1Lm43 diNzeaNXHxM8IYhLzbEpMZMfzt3kSlP3j2HDYU12lB8ToqJsfOehcm/kVoDROb0Qtnww3XTd +XjPSdrUvS7jg7vNN0uR7vWU+umbaWnczkJiTkEzhY29tEzCdeXmY0yboKJQl96otMZJzelk i39NK4+hPKF/0j+oiPoj15U/R46tyQv6Y88px6XnmGmnqJWA9Uit+QJ0rak3vVPntOgkN+bT ajKMysR1kUHyjXusOKIjXJ8QxWVn687GW09soIIj6Mj2ZHfq0TFLpN1nqUmoe8W4nQUXe9Rg cxrptPt8Wc0o3tKuUJ3zfj5t37U2EX8Y9Lfp3ti1TjKtylhv0b5fn7Y8ob/ZYQ9rNrJ+3Hk+ PjJ5b8Z9zKY/wzgORl0VV6J/ca0UfG6irATVaxqtev3iAw6CSk0GDtifPxxygVF9QTvumiAv Fk9F3cQo3sbo+EpHjrVNPdDTTVbOq9S2J6hvvItZg2EcE0eqwWhfHTmNdDpaz/6azdZFUfVD ORfzqM6obsIf9LyV50evjZTJOj2yPKe/bkPBGrKHmRvDw3rZkEefS/Fn4tJtR9MJ7XNlJUgP 00jW1P1jF+exgLYxzs+ZeqqMcO3ogeAjbHwUT6nuVLynwuvjOt7C1HkRlMZNwtraMbP1bWPq s4n21QHNGLs7dQmJ63NsLXL8Pj+jm12Het4K3TLXFuuR5+b0121oeDyMP7zEr+j7vLeJVV84 JS7ddikt4bKtTJ07KALvO+w/J8wmV2YgQWI7Gbv7ENfFOj6lXRnvBNbaBa3FpqbOeRVjGiNW 31HgviRiy2mk07E+ct7JNTNxB2vQxPWsiUnqqvsi01H9xU0sd+2oHrWGR+UJ/XUbI2w8Yf2x PMeUuHTbpbQkV1aC4jIXJk3d3o2GwMO067xs2Vxv73jq/RlhGhvu0PlB6CdbtHPpuvPxnpdJ pu7GxWtoNXDlo3Odln1GZtxiRMfnIORi++qa0cI3MYRHfo5Jw6dND/dP9yVIO11Evaxrr1Ot 5t5kRXyxdpJeI+KLIF+3eMI4BVPi0m2X0hIum+lbNLamUmvqeqC5NR+4Pe4PI5b7bIMJy0Mh VBld4Dpi81TQQZk57mY3L9Jh5yN1R/LH8aYYT8AjkTX1PvYhfvmkMWhgy/zi6ctHMyelrSX2 FGNPsdf503U7up7NyS2aL6zZqI2atvTa5HNln81afsXWttTZHMoo45rLw9ej9BWH1LHPH8WX mgcG07fRE4rJG//FRNXfYlyq7/2R0krAekfyawhMHRyWvKm3gxehWJh+UcqvcPHi0ZOSNwwz J+lcnBGNDbgtp9IMHAOY+vU5hKnHJpozzsGU3GfBsBtrbVDWNHc19dNpBg4B39BnrnmY+g6Q 6LH3dRmOYOr2sV3FkTEo/5jP6Z12nWyO2jEbckbNwAGY4RE9MPXWuEfuE5p61GRSBsXniph3 Mig2ybmLYw1OqBnYH5q3s58wad7A1NtBv8zwnGE0x3in7t8Bi1gSBmV3nIMh6XQzOKY9tTuh ZmB36AmT58ccYOoNMWL3i/eUpk4MP9xLH2RE4Xn130JaG/oGwt7GeDbNwL6YebDk6RKm3goz UG5lntvUT4iZ5Ht/AwaAaszTW9U/oE4BU2+D/BsSMPXW0G4d+oFzMOlP/caAqTfA3HnlLzfA 1HeA3l3jHQY4Ou4V7SJg6tszfOd4fNQOYOqdLHxqAmssGAC2YsbGI+ktMPW2zNmpAwDAFGDq DYGpAwC2BqbeEJg6AGBrYOoAAHAhYOoAAHAhYOoAAHAhYOoAAHAhYOoAAHAZuu4/hNZRLslA OkcAAAAASUVORK5CYII=</item> <item item-id="16">iVBORw0KGgoAAAANSUhEUgAAAIwAAAAdCAYAAAB4+oTYAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMESURBVHhe7ZgLjoUgDEVdlwtiPa7G zbgYhpaiLbQIk6eTeelJSFR+/VwBXaLjTOCCcaZwwThTuGCcKVwwjs0e4rIsuaxbPNIjF4yj c2xxDTvd7DGAaNK9C8ZROfYdV5TCsa24yrhgnDFge/IVxhllD0uEHcoF49zDzjMuGOeGI25r SMfejAvG6bKHNW7s9OuCcUzgy+j8sgbg4EuXJ3C4KT9rROMnwB9DUsFfAfhFP7p68FivShDw U7abC9guUv3AXGk2/JcymlNu21UqwUCjYjh2GDLk9xSjtGD9X+gn103s0Pcze7mPiAO+TOXs oCWb5hmYKzMnGAsmmM8MOA7MF2J4QZhvsocQN/rJZfoEXx2nGAghkLxyiFwYq1b5ofZW/C7B oBPvCQYcxTfqm7al5AvE7zaJQhwEjz9eVzHRniX+RDB8r8wlG9Y8F2qi/XOgrt1yoL44n1e2 ps0ZwLL0yrdPG7tv79MkO2m+McFogiDBaIKiONUujQuG9y/XLJaDsbJXmFrRwsk80dm2qWP9 6nEBaM8e5LMMCxCOR46IwHXG7trbp5ylzCKM14GtqLS6TyK9BLwNtxevPykYmg/7X9dyvrFY DW1JV0DZBJaROHlpfxW+EsB4Yh7qI55ZQmNjllKvTo29T5Ns3ZidQ0kk/6QvJBL0sxKMkZ/h FYb3r8fC+w8IBo0pz9CJPGjXSGjXc4DmkYGiIidv7Lkb27L3aXorlLDfJK/Yp/C1BBpJNXNR 4lwM4PGsY1vfd7AFU6ucJ6Cu4/TqEuBgc15J5KCzfpoTM/Nye2/oJRzLSCQZ3RdKoW1fbfkJ a8zhuZ4WDBrCAi7vaR+UHsWAldlZ4URKHooE5zASTvPLt6x2wh67b++7DCex+KPFBAR/jqGf XwAU++uCwbcRDKeCPfnhKCUyHepgULjOA8t6aXRVBx3IqPysSqSoSyUdbPm9dEQZW3ne2vse rWAqoTN/tdW2kEVv+VDFofty1G1Zn72TF4VrhXGcAVwwzhQuGGcKF4wzhQvGmSDGHztAGtw+ Dn+rAAAAAElFTkSuQmCC</item> <item item-id="17">iVBORw0KGgoAAAANSUhEUgAAAMQAAAAtCAYAAADx7cQhAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAT7SURBVHhe7ZyJceMwEAQVFwNiPIxG yTgYHnaxAGbxiZZFniVPV+GK+EFrBp/su+2EkAwNQQhAQxAC0BCEADQEIQANQU7lvt722y2G 9W6JvxgagpyGmGHZvvLzbdn2GPu90BDkJO77+iarAkJDkHP42vaFhiBEvLDkc0MMyx53Tl/7 tkA6bqGygeLKcrutYY3RDF/HOcznpe3ZT6AhyDk0K0QUbxGtiVlMcV+L4LMRhFgmt6Hl0Fzp WaKvWZFoCHIOtUBVzCj2AJbpCVrqjA7izkQl/HSVoCHIOVQCj9uoyhB28FYRdwyhdWaGOOHW ioYg59BdIaoVwAyhaaMVojGRMcv7ATQEOYdG4OkAXETsVoCeIcww7iAdyq26LYIzSMxRk3DL RH4fthrkkAWdTGEhizndLMXQNUUKbptU5fmKT/EHDQHLNCEVNAQhALdMhAA0xMfRHl7JcSpD VIcet68YHYgCeoiSbw2hjNat45KUbhOwvd43junAlD5Y3z/eJvhfFahuMZr02O6y9PJKH3G4 4z7JZwKGiB9+9kAWuURiXhGECUVMYQKOorHy+ZYB4+F5w9uHYoL4O/NBlO52ogg79lfKF9PY M5jza9tivW56uZXIdWEcgpiomGHQ5xuBf4/QDe/2QidTDCFidFdagAoVBRqoRZmehW7cxNUT 1qwtwRmlBPyGs/lgH6SnZBVMLhNMsNrPYNbnH6P3c/jEoO+q/wZmX5PHrUdlCJttUZRFV5N4 nadM2hJmZhWsjr4YVuyl1+2r8M2s4dmlz/okH4lfIRrRG5rXF7Gm1SKbxes8ZdKWMBsb0h1n ANOb9m37F1aGvDoIR/t0xLaa/v8j3DJ9DzhD2P4af0BBPO5rchCIW1Fqkc3i9oz9uD8vrOsq 1j/O2EGwaUXZoKy09Si9ab9rpEmfQ8DY5C0BQwhmihTcliGZos7zddZweFXBd+Nha3KPcXfL M2rLCasaW8pMBjuUjm3gYVrerbcaDPoMtDdYVVlJy+ZLeakP/7NEk7XtztNbUtuzMmREZYgL 6M3Q74a8A0wW7mYrvZutOq2ARbCD26tZu7108nJoiGewd8AVQ6nfrfeuzigl4HZu1G6TTl7O tYZIH6yFt/588V3Si9QGqOOCGAJm+4Zeu8Io/WLwkH76MHTywK3t+Vy/QnwaNuOrOI4a4sj+ HttFRukXkC8m7Hlq7BeQzDe/yHgtNMQzBKEfusHqGULPEJWYgshT/W/dmF1KvBi4zojS37qv FxgPoSGewYQus5eG4gB3e4TBC2lwezVqd9jfhdgYrupabtXU9LoiXrdtoiHIQ/yVr4Qo0Cbd uaWaHCZ57WqHN3Fx8mjKZIM+e6UdQsfdNAQ5Rr1CaBxmbjeTR1Hmsk0e1OutPFIeEuJZAs5d 2l4S9jeutIfjLdAQ5Bg94Rrp8JsFJmIb7fudmEvAmVzaawwSyri0kZGgzRTq1aUZL0BDkGN0 BJi2IJoGM66mzwwxOyRbPyjoHHznfUNM2h6NF6EhyDFqAaqg6m0MrBBuKwPM8gIi2vZMIdXE FFBvuEIc7BfHC9AQ5BiVAONsWwTl43bQRbWG+g//PyXtYyBo6z+bpWeISdvz8RZoCPIYnU1l hragKvRXx8sahGfPUaTV1bLbylR5UsEEHtMqobq8EMLBGePeFJ22O+nteCM0BCEADUEIQEMQ AtAQhAA0BCGZff8H3m5tTPS8Ob0AAAAASUVORK5CYII=</item> <item item-id="18">iVBORw0KGgoAAAANSUhEUgAAAOsAAAA1CAYAAACgPhyKAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAXgSURBVHhe7ZwNtqMgDIW7ri6o63E1 bqaLcQgETGJA7Ksdae93DnMElL/kAmLf3BYAwBBArAAMAsQKwCBArAAMAsQKwCBArACcxrw8 brflMYfL57Tc83WD+XFbbuE+CvZeiBWAU0hCjaKbklA9AUpIqPfpWa5v92lJsQTECkAPvDLG VW9veczI1XR3ZRWrcAWIFYBdgpDKKrcvqsIRse6KGWIFYJ/nU21HaYv6ulify3TnFfp2X2jX +5zuHNfpFogVgCPMjz9tg6UQ02HSI6zVAaysALyPclL7B7HqR4+dFkOsAByBRZVPbZt0ijWW BbEC8H7iO6b5rOKyJ9aYxttiiBWAE+h9b22KlQ+acgLECsC7SSLb12ra4rZOfctWmsQv0msT wQ+K9cB3sh9m+zmBgv9JwbI+yyedTDmgCWH7zied+yz78GpW2cLKPqv6jZj+l+9ArMBBC6eE 3fe0/JwWKRGFWgY93bcKlkS0PpNF814biT55/YiCzG24po9gGwy2zHMRTiE4c/sElMXgeXh8 HzMCluKYJ7Nim/e5NxIngo1Yna0tta/nEOmDQKygi/nR3gKrD/wWtWoxOwcqeiWW0KTg1EPl dYjLFWtsi+mfl/afMWLlGS1vF9RgmTzZ4WgM6pi4Jz5r45SUjSTLE4NS8vO2JRtG1y9nefmu IZ3CT0/l3u9e3lpHam69zt8ijFlTCDym08Q2k2MaKP7BcaLYmeOKNO5+HmEES2V1roKuWL3J hPtUb8PnEWI1A6QGOOXpd4xgEOo0D3oyEN8fn7XxcD3ldJEXsykeBqs8x/GUHaD61vuVoY2h nsFh4nNuejIAlV+eFe0gyJhpDBp1Xhx5kOOGo50IdmlOVGw3Gu9UMvtHsSGPuxRJ9gmvWGM7 HxZs170r3yFWanCt015npPNaR3bjbBibR7TKItgZbIgOxPdvHHAnPSfr7VZwsgePQavOH2Nv C+z6B4/fOrRsDxWsQBK79RWCoA4IlegWq+eHB9D9/HuIZcZ/A24nmJhXmXmkYKxh3Lg7CI2y CBrMllH4mdgx+aCXbsuPhmLnCNcq/aAjfCcdgvCcnW2q7FhIK6838a07mz2o/FAn2fOAnVw/ jz5hJggvrUb2s76Gv4xeWSszXcrzBRbTrABacZsXaZRFtNomcdsZkOmb8nnLFlbUsqoSvXUq Ulmb+j/MW7fBYRz2dxOOMOM4+85eXRhsXaGMyW0qC5Vjsa5Owfp1b+1WbeN/RLyzpgG3K9Mj Dh47tBgg1RkrgFacr2U90blqZUW4fjl42bDhfmlQKmsvfVO+FHOhUWcVx2kHp3dLGv1B+Id+ vchs/ajANtDBmyyNUDNk1w5xKV+TUP0l/Zp2FGIlWLA5qE7lgbZ5+hn5/81s48Hwc4qr09ha WWqwTNtyJouvL12WIZ2Q+lZzDFtGIjlnzqNnzb2UViaGnJfr0GMpJ4Btue30cwnt9hw7t9/k RSHkNkrjCVt4k53umwiyjD9j7bOdhGQ73lr1mzBi/QDFgTk+ItQH4ajqBDr3Ta0UUlzk6MJR 5DOtcr108FNArK/AfdjM/LZvXl/d7Z7eotfKfe9KAy6J9A+zc/msWLPTcRja92RfckesOG2c UO9GDl65RC0dfA9k42Jb3rYLW39+Zf02eCaMY9or1p53TlmupJYOhuc5z2oSj+/QYmKHWF8h iLDrpNkTaxj66ilzo1w3HXw3NDEL54FYX4FFGLekFFZ1qlNeGbRgzclkzqyVW60PfDM0KUtT Q6wAXBGaoM2kDLECcDloh7Y914BYAbgYtV+NQawAXAg6AVa733n94xKIFYDTSAeJveeB6uea JazbYYgVgNM4JtY9IFYABgFiBWAQIFYATkNug/O1+OHMwf0xxArAKay/Ulv/npkCf5aJv/H2 P9HUgFgBOAv+mWhcQOU1EeMQKwDXYFesIt4BxArAWUCsAAwCxArACMhDJRnCeyr/p4HqwKkD iBWAQYBYARgEiBWAQYBYARgEiBWAIViWf2VQEbWujmxDAAAAAElFTkSuQmCC</item> <item item-id="19">iVBORw0KGgoAAAANSUhEUgAAAF0AAAAVCAYAAAAkeuLCAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAG4SURBVFhH7ZcBEgMRDEX3XA7kPE7j MnsYDWFJlqWqtDP+jBlrNZGXRNvDbE3Xhr5AG/oCbegLtKEvkIeujTwOc5SG1LjtEu6/Lf+c TqMEnF8omJV1KuFjlRBZRlpWbbzDhFQ6OqeO8wf6B+hJIRWBhT0F2E5+z0zoTjbTTY5/Ty6m 7Lk9zAolLaVRRRt9aoMO0tJWhDBqiGff9o8VNkYl6BhPxT8Um81JOXF9aoaO70L70FYK767R 0mOTlAeG5xdKYbW7weOGPT6ONugpkzAPxUWZNEMPV0x6UGfnVEakHeD2vdcRWHUP44MkZoGF WGAdLd87z14rYV6HjpCtTanj/OLAmPRVugMdshoV4Y26hj5XGTqL0ycixKeSl3XooJQJ58MK s+9OZ0ZJQjoq/Ztqhu6r1cbw1HkUJKxFCBXo8bkNuq+CrAMeQAf06ddLAviSiyl/7rwNppHQ cc0Gn6wnRvB9PCx/Xi2X0AwwHqvbR7IQ5faOh55e/vchCEH+RUE/K+ALyDqw80IMoNE/GXP/ PHlM90IgHVY+bAP0Ej/wqRH49QxGSKVvzdGGvkAb+gJt6Au0oU+XMS+8eds5dJ1vtAAAAABJ RU5ErkJggg==</item> <item item-id="20">iVBORw0KGgoAAAANSUhEUgAAAJ8AAAA1CAYAAABfnDloAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQsSURBVHhe7ZuNsaQgEIQ3LgPaeIzG ZAzGY/izBwfF04W6q/6qeKWAOgzNgKzvsxEyCIqPDIPiI8Og+MgwKD4yDIqP3GDZvp/P9l3c 4TpvUzo+Yfl+to+rJ6msS/GRRoLwvIjmIDxLUIgIb5rXfPyZ5i2cBSg+0g5Gu8vIB1GyAsVH 2rkjvoZpmeIj7ZjiW7d5Suu6aZNZdp2neK7zSyg+0o4hPhRWeLn4ugnXwchHXsWMfKEocO9t mOIj7TSKz7/hUnzkVa7E5/PiNEzxkVc5FV988UgZFB95j32TufZWmzaU3ZuHys+CLGgU3/WG YeCinjEa8OeXtFaYL5/zr4Mdafvr4JcC7Hjr+qflPXhRfLtDzXowGlJ5+ZNLcsgoZ/RB/BS3 Ixyhzfu54P2SnRD8qgTofZmuMfrmaXkn3p12r+Z5VV5ptIp8YR0xwjE/Y13V75vBD7AJ632k xajFYvhEyvMgflrej4HiiwvU0tGKcaNyp8XOB4hPsIFKaBH0mz8ufjHAvKflHYniSw5GJ4eO D+elCLA+TAm+EVosuHZJKZd7Rxf3yKTnp+TsyPdH24SKPQ5c22Cn1vK7Iu0pI473iSWO6DdL nNFXr5R3BCJf6EA0YPmKE3YRhDKpB85BxxTiK9d0SYiqkfGaJASrzOeBULXzLuyB56/zHK6r 5TdgDSaVVAPq1MUf/Y2iREH+n+JziGG50c6gdFwVwZ58tCk7/mwEl8B9q5HUur7BnoMgavkD SCJUkT/Zp1IUjCUe9MvT8gralufJ39P/zUD0c0ZmY0rjcVQiUM96i9ONdM867KmE5+frSqdY TjqzR4jX+EbjhbX87oQ2K/EpinJvtzWoY97T8nz+e78U4pPnOtFMTngu5UdHY7wt1shJHOpZ jQTx4TMSeH9V3zgXzuxBfL3iWqGWX+GtaReRe9YuC/2BgyuIEevrOk/L+3EQn3NFWHNo6wrR uHI01nUgTnOhXrwPCsO6jxJOzEvPbhHfhT0YXKWTT/NHIG0yO97yT0QGTL7GWK89Le+EIT7x xxciVhKRpBTJMM8lb3lDPUj+I0SvAOteidQBx6SdVblHFGtzvsmJCP4G6Xh8dik8sO1sQPho FetZ5j8t74Ed+cyRSMi7mGu+USOB/IdgpC+CWhZfDsNUHnkLWUJkPcWlEejLXPMR8gbrsqhI 5wMcRD+Kj/RDpmBGPjKCcj+T4iN9UOu/AMVHOiB7pcd9UoqP/JzwdVQ8ASg+8lMO+8bupSOd U3zkBmGvrli6VbE/wtinX4qP3OCe+K6g+MgwKD4yDIqP3ACn3XQMn73dnI8pPtJI/DDAC24/ 1v/YZG+p1KD4SDvxQ1cf4PBY8OcUH/kVl+KD8wYoPtIOxUeGQfGRMeBLBia3zluC8NQLSAMU HxkGxUeGQfGRYVB8ZBgUHxnEtv0B1QsfSDNoEacAAAAASUVORK5CYII=</item> <item item-id="21">iVBORw0KGgoAAAANSUhEUgAAAG4AAAAVCAYAAACnvtv5AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAHbSURBVGhD7ZYBzsQQEIWdy4F6Hqfp ZXoY/2CGR7E23abR35c0KcYY75VdZRdTsoyblGXcpCzjJmUZNykd43a7KWW3nZsZvTFkNO7N HNZoZZU29PaJcb0axoUE6pJxXPC/Ni7peKNxQeg46TBWXxX9FzlewGH0oHHjgHGF2683Tm6E jXZ+LzcaB0faP7SZKHq68lR0oDzSEINxhXH7VsZIntoajjyvNmnrXgzuR/Fb/U8ybhzq2tcm nbjydHBbKW29XvvG78nkEBsSx3kxjt5PxnG/J+U5r+HGXV6Ix1zuHYQ4jAkGtfoHyD6q2hM3 +D1jxqGun7QZMC5v80QccwlbRcU4+Xq4X+it4QuV4tPjTx3PO4nZ6n+Y4ROHevS0Ib407py0 WxTHiegxl9Bbo/dBODA3Jm71P0hTI6lV6sT947ujaF82LpyMxm8JxPni4Yvx9Nbo5UX4ZMYc Qqu/wfNXJdHS2FG0rxsnd3MMJGh8gytNhoI4YEZvDdqm/1HGDZMZclUaWM7l7fY/jN/3bcaJ UDSYP3RK9jCpOuarwR9TelyRvBDGhVMHcTierdHIK1VnuQf6q8h+f/XPs/KhlfXHfdUoY2FO RRswbjETy7hJWcZNyjJuUpZxU2LtH3O703K5WCezAAAAAElFTkSuQmCC</item> <item item-id="22">iVBORw0KGgoAAAANSUhEUgAAAIIAAAA1CAYAAACNzDMwAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANfSURBVHhe7ZqL0awgDIWty4Ksx2ps xmK8IRAMMb52vfqznm/GHUF8EA5J0G0mAAgIATAQAmAgBMBACICBEKplmLqmmbqBdsd+amV/ g6Frpobahc22hRCqJIqAB7SPIvAGVxNE0PZj3m/afoqlCIRQK9oL7HoE5T1WgBBq5YwQDoQO CKFWXCGMU99KHtBOIRKMfZvKZb0FQqgVRwh6kGNi2FFQIOARfhjXI8RDkXOrCgihVg4KgVcK EMIPsycErkuhAkL4YTaFkJJGqYAQfpX5hdLa6kBeHlHWWNRncRiSEPSyw2xbMgKLAYibWaKl GZmPG5vqazxl7tIjsHpUJ0RN5nUkEPTMVJuxlxVLMdhs47TM05n+zWwLgYjrUaNwEBmGNIAK smF2ywwN7urIRk+8EMYDE29XCKLmp1zWtUgIlBl4PUNnJg3b1PEEAQ4Zpr1XdwPnhJCzT3GJ YtAyx9AzonSL8wAs6q3BbPmDe98PPVsxm53cS6uB+2hF+Ux42BaCJDmhc2pgyocPnV2ekwdP GWbs+3jeVr02gpS7D+59AP193t3OjgbZaF2IsyjyZf+2EIwxtMI9Q3vn0MYGSe0XBt2pz9W6 fPbeD7AICw4sPumEJwSvnwavz99sfE3+FfjBNjqzNhiFOzSkc/im+kSv3l5flz+5963YsLBC eOaiv8beti71ezFpLuYaISzcmwO3M+cGdL29vi5/c+8VLg0N9CyHPBG1my8bw4W+DedOD4j7 eyGkzhQPL0ah9r1qGwy/WZ/ioxjUT1T5UGLj3jdzJCxwH+wgB5vnumfyg0ASwpzIrM+G+JBy vDxcHrOu/nA9oWdpS0li0S5th+7tIv383Iv40DN4s9j202tD6BXU5uP/R0qPAF4LhPAmOPT7 3glCeAshTOW4k8KpikMQwksYh6HwAHZ1AiG8lRAm4BFAWJ3pFQqE8EaKfCECIbyO8C5l+R4F QngZa29AIYQXEVYKRUSghFHKEEK1xHcBJtSv4n9gm0MEhFAt54SwB4QAGAgBMBBCtejQIPvq 7wQnYwaEUCXpoxEP/ryf/1TEXxkP/FFGASHUSvrTC098vR/gMoTwDnaFoMoHgBBqBUIADIQA dLJYbpQXDFEERfJ4AAgBMBACYCAEwEAIgIEQADFN/wBx+oe/xK2eNQAAAABJRU5ErkJg gg==</item> <item item-id="23">iVBORw0KGgoAAAANSUhEUgAAAKAAAAAtCAYAAAAp4WArAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPRSURBVHhe7ZnNsYIwEICtix5sg7EI S/DA2UK4ebYGh5NHb3aQl012ZbMkIM6TgNlvJjMvEfKz+UgCb2cUJSMqoJIVFVDJigqoZEUF VLKiAipZUQGVrKiAa6GtzW6386lqTIfFv44KuAa6xlR1i5nW1CDhK//bFCHg8/k0h8OhX2ES 6Xg84h3L0rVtsOJ1TVXMKliEgCDW9Xo1t9vN7Pd7czqd3N+QQDz6+/F44B2Zge1YV8DfAFY/ LhYICDISIODaaOudKcS/ss6AICOteATk7/c75lZAcB78fYoSEFY+KRzkL5cL5nLTmaaq7WtI ORQlIJwF5ZZLZbA65qatK9OU8v0FKUpAEO18PmPOA6shlPNtOQfw5hvsvPZFpISdmAnovz99 ZdBwrvlW3YuB3+dSaTC49+MJLx3DOlNbMWzTsett2mCAUcA+uP8+BvaFf9sCetw3OiGHL4Mx 8vIvPtCAiyvbsinOG/t+2K+A31ylfmIF9MQEdCwtgBTQ4lfSbZ0jVyYgbS/rfRNMCmhZVICI gLQSb+lBHxFQnDXEk91vO5jEqGPnmi0FJsWYgKEA4RY8Fa/ZTAn4mk86XlGfw3mtWAVhH/sx DspptbfJtSXzM9pOCOgv7DuHN5KE7lo2eBEMJx8TlmScG/OYxEGaW+E/4CcjLiBNRNU04Zl6 Il4fIevA+XNxZ0KEfYV5HN7z6iObs86Owd03Vk738nw9r+24gG4AIsiyQaSXBCt314ngJu5d gj4Y76UpxgSMr0D+N2IQr08JJMPERIm2H7vHJrfQ4PWDh3qi/FXM8zPajgoYD7JfTmlVDILt KvcBjd4b69AWwH7z4I8J6OXiD2I/5lS83iLSj8k6YjGHe7ikEmpHthUrl/Xz/Iy2R1ZAUQEK 2P/OJoEHg/9NxDr0BpvagjFm0Qkai9enTNWRkiDx8ATgWAbh5eWyfp6f0fboGZDf4AKPBvtJ 6Acf5uXB0xLr0EaJCejL0mMej9eHfCIgzStfiWw9tAU37Fp4+EfLcZ6jO+KMtlFAkgYSDYok xBQsn/x62wl78IQG4W/faPg7T2GnJEPx10N6TJBoIjwynlPxmoOYF0iDSsL2wp/FOOhHlObt cgvfofiYeJpqe/rUrShfRAVUslKugHD+iLyVKctSqIB4FlEBs1OkgK09MDfw1qYCZqc8Ae3W C29m7rOBCpidwgS0Wy9+F1AB10FRAsLWS5+lVMB1UI6A4ou+CrgOihFw7P/K4dd6ZUnKewlB dAVcByog5pU8qICYV/JQrIDKOlABlayogEpWVEAlKyqgkhFj/gCIyeWhrEXr4wAAAABJRU5E rkJggg==</item> <item item-id="24">iVBORw0KGgoAAAANSUhEUgAAAHYAAAAVCAYAAACTxxrlAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAKESURBVGhD7VaLjcUgDOtcHajzdJou 02E4QggYSKCVrjqJwxJP/YATbJK+zS1MiWXspFjGTopl7KRYxk4KMPZyx7a544q3v4n7dPtX 3CZud+6b2/bTXymIOW0yBsldx8O516HEZG1l/VgH8OKhdpgfzY3G5sDjoC9BG/2K2wQIaRh7 n3vKa5RbEA14wr26IMYtYtKzw/8yOG6+bwFenPnwjfLbT44oueaK/bKq/qRio4iqsV68x8lw 5YtwAWpV0uPDnXXM+67mkXG7Q7oGqNdQOz4I9fv/aeyrLtK2dOItjCZ4TuKyD1MEaTEK+sZY 433H2Lgh/yyMKlluKfC+YsaeL8NM7iPoIlf7ojFKLGrD83yFNJy5A3SNJZ6e6QL0Il1j3lzx jQfQCQxj6/ZTndowF9pJqIB8r36TEncf2oEoxhOSiGH1yL4875A2VXn7faQWLM+smKUJvW+s h2Jso69wFL5l6MaGTVTBDYJsRAwc5oHpBGPt1xgbywh76CZHB4D04O9ZoY3f2wlLRzHF4KaV I1AvVTv4rhraqsZy8PpUMZkkJAkGQqhYda0R/GuMRE6g/DvJkfFoRDgIkTcf7HbolHU39Ij6 pBxQL1U78MLQtlOxOll+D+aBscW1wAiuoSdUGE9IIt4Ya9PCvhPoWX3wGU9i0h672xgZG55h h2z5ut9YNA8T5qrM5pX3LETdrp4a+5vAyjJBuXXnVP8vCHR4jTVDY4fxPFCvRruYjzwwtI3G ihk0xCAxN44iGZzvW4L/80DkdM0Byvc46gS+QR0fOkgUIr1rRFaM7GpRojE2dLBnaxmtF1w4 mSO18ZobxM0VuzAVlrGTYhk7KZaxk2IZOyWc+wHuUQqAj58W/AAAAABJRU5ErkJggg==</item> <item item-id="25">iVBORw0KGgoAAAANSUhEUgAAALsAAAAVCAYAAAAehp/0AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAObSURBVGhD7VfLresgEHVd7uG2YaWI lJCF1ynEu6xTQ5RVltmlAx4DDD4zBuz4Rs7TNUdC8mCY7/GAG1NRsRNUslfsBpXsFbtBJXvF blDJXrEbLCD7YLqmMd0QxK0wdKZpWtPfg7xr+Bo0uTEpzqdrVtK31NaXeASYIfuY5K2dHDpv t61sj7j3rc1JZ6syws9RrnD+k8Sa48ASW3fTt9/hEWK+s997027uJCWwMx0Rvu1tqioIKbI7 uFPwk7ny5Iw1/wQHvsIjif+S7FRU19G/epXhbpQg15eQJbuFPwk/lSvVrf8i2ccjEYocnRyP InlHhHk78Noh9cG+qJOPSCwg6eOi+feTq0x2/wpfNsLr9TKHw0H6kBjH4zHsmKJEdo7PhyXJ +l7snFMe1l6RA9KWrsG05l7ka+q4hvWkbBCW1nbMj54fyU7OwDF473u/KTgZu4botuQAdBMM yD3DO97XhyM3OIDhONA6CNInBdbxkT3Zv8IXlhdAFCc1RGGmIBJfr1dzu93Mz8+POZ1O7pkG 7efn5/MZdkxRIjvnpbV1Y7Kujh1zB/KUA+OH4dd6QsZ9aEvpHDr0AT8wbYPez9Q2x1s1L8lO xqKnAcpJL6ND7OQ4dCceiRL2aZ0AWivmgw0xl9q/1pcNQF0dSUxkJ+IzyJ8lKJGdu5jLSSa/ i2NP1lzLiVpSDXL/DXGdPgkCSjZKtQ37crzFeZllXoCLkk4sCM5CFMA5PEN2tK8HLk7tX+vL xiDikx/UxRkkPx6PIAVwLiDIEtk9kdP5nY1d29L5Lcnw7OzMkN3VEnUxSjZmait0o2I1n24p LiHTYBy0E8VjFd5hkrXOAEqW7sQEX0jQldq/1peFGLtiZuhgMqCOTuuR3CRfLpcg5ZElu4sH fCjVaEnspZpruWQLAet8HOkPLmmjpBcR8hB1MMK8uMb0sIiKi8dE0gn7rbmfBvzqrGLapwMS stZJcHPlRMUPIbV/rS8bg+7ulHgEz1HXL8H7LXPk52zcOA/5WRW7zm9JFu/C3TsutLDvOzKm dMw2MCHna0vrcrzV84LspNwnzg5nRf04DLiGE4Zr7Ijeyvm2s86BzMMtF7ZVIbRf9kcF5WjO 4X1f5H5ESPCSjvIGyOb5fA6SB3V5mserjYSKS43YBBxwLeXyN7HroTmg3qX4QARN1Hf8SPXQ NjJ62fkkb9Pz6WtMRcUfRCV7xW5QyV6xG1SyV+wGlewVO4Ex/wBIMxKh2/eqDAAAAABJRU5E rkJggg==</item> <item item-id="26">iVBORw0KGgoAAAANSUhEUgAAAJIAAAAdCAYAAABBnTWDAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMlSURBVHhe7ZiLresgDIY7VwbKPEyT ZTIMFxsDtmNISJOjW8mfhFQoDz/+OjSf6DgP4EJyHsGF5DyCC8l5BBeSM8+2xs/nk9sS4p6G XEjOHHuIy7pRZ4sriCn1XUjOFPu2YQUq7GHBquRCcr4DHnNekZxv2dZPhCedC8m5D7svuZCc m+wxLGu6bmdcSM4ttnWJgd26XUjONPBPrb4BAODCTR8H5HcFYuFfgC+9pOp/FfyLTC/wrsTx dD7cTeh7bDKr+d0OtfPz5vILl+t6bm2nQmpGXT3oKYrBy68rCX8Q5S5xIWkX5nOhydzIe0uZ N87dnJB6nFckUv+3B80Bzq1xBTHRK/jfBBKrYgdC6fp0ZX6KTS8ZW1AVPO8nK9Y7/JdCgl8S VqJff7xh7JT91ljhynyMia5EfbCy/7WQZMmkElmFROqG74RhbDw1/ijSJbiuq3vmstpKOQD7 lcDl7w+Pt+76G7a8iXhMFbLN5vGn86V/537k+WNX+f7lMztnvLjShATJYSV0DyE7REmrlUFU CZ506JYEl8/6l5T6of2ijkFLwDxmfL4rsXm4j7X+hi2l38G+WLJ2FmQ850khcVqyu2aA38Or Qd4779E+27keI4UEm2ireEJqnx9UDm9NV5CWEFqn92TAXDFOZ4gxa/1dW97EEsbA9+n5CfSn 86V+12PC99dnYX9WSABthIEuu5mbUx8cHyhe/GvAIJ0IiZ+vG59srb9ry5ugneoca6wwOx8A Xw6BzP4aw7Qfiyf1scs/A7o/wL5sY6AvbI7zdCkm9Hc8eR0DwfnDfSiRqwjby1p/15YBrXp1 mnbgwPGOgoLuCn52fiL5cjAjjYk4pniFnqk8ljqunTxZiEcbPwyCiMYMN6fnNHeUnMgVoCVL 9C0DcawjBJpfg2Otv2vL24Boq02D+1FhZj7EQYsM1qc1snXiCvBY6riacbY53pFKw9XqArbx OSURfE5q9VQ5vqwpqaxfGncgj6kEa7vShZr3pZPztsj175CFa51niD/RnX+IRX+daF0nVbxq 6+W6j/1oc5xJXEjOI7iQnEdwITmP4EJyHiDGf6sic0nig4osAAAAAElFTkSuQmCC</item> <item item-id="27">iVBORw0KGgoAAAANSUhEUgAAAKIAAAAtCAYAAAAtFLAWAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPsSURBVHhe7ZqNkeMgDEZTlwtyPa4m zWwxPhASSFhgry92GO/3ZrhZ20BI9CJ+Lq8VgAGAiGAIICIYAogIhgAigiGAiI/ivc6v1zq/ +fKT/CzrdFXfAYj4GJKErytkec/U7yV9MxDxSVyZtZARwWEgIhiCjSw/6zKlKZXKtIQ7hZ9l Ks9iqSx7z+oZF4gI9jEiJgmnRdRjKUVGqjut+TGtA8s1SajEFSkhIthHi0hizWELo2hMryXz sYi1pJFG208BEZ+EkiVNu5WIvLOWLClTcxE3yee2hYjgMFoWPnKx4qhzxjpj6qlZ/y1ARHAY I4tsVIpslOl43ZeyXpHNXsuZpBIVIoJjlAPtIlRv16zrh+l6nkm0+HeSzT7X5QoZD4io0vkN 6CMDWsuEb+Jy02uD77EjYvlW3CFifWRgFtPg0exnxIvXBoVG5jUZMU01EPN5DCTidnG95d5l gs+RcYLfYkSUqTAV/qCziGrha0ywC+Jykl/3p9rlPmXq59fiI4e6n0RZJqQS2rT6OTymIlPr PriHImIMqlmfLSkYHGz/jCkGvBwBSF3yjf5Wz6TdUmRzA55fLxXrvOpfSWv72RlT6z169w+g N1duMW8AtLAieh+cDmS+5kAbGUqps5n/X0iVZDVednTHUvXTGxPXb73Hb0njjfcvFfoM6F9B AhKLBKUX/Bh0czZlMbteEqQnYshkm3MamWI54/XGIuyMSdqY9xhp3Qe3YEUUOKtQPHrBp3qN 9VT97IiIk9OX7qc3FqE3Jg3Vq8cQaN1vgKn5M5ipWSek+AHr6cwPPmcsnYFCIGO7lA3LWs1c ewLV2Y/ge1KxOxahPaZYv/Ue3fvgNrZrRCkUXb1TDRK9dR2RrNrNZivsff1fSLoUiYJAZEOr v4jIui1WxkYf7nvs3HfxvjDgf/GnZgBuBiKCIYCIw5OWGd3VwhXQpq2s8a8GIg5NWeveLaKc Bty1aYOIo8MbqXtFjF+AeZ2jjL0z2Q8CEUfnCyLGozbKhDdOzxBxINwfXmQR1dGVsdIeaemp 1Pan2uU+Zeqvz27t0dxmem62PzEWBiKOQgyumga/9qOTWE9JktaKqh7147U/MRa5DkDEURDh qkxhApqvOYhGilLqDCYbjxz8uk9FrGvu82uYe177s2NhIOJIiIyxSJRdEfk6Br+zmZDpMNfd E1G/fl10Za/92bEwEHFEOLtQ0PZE9KbXSP1MB78hYpRlsx4MbKbnlohnxsJAxFEIwf3qj07o XkMkrp8l9dqfHQsDEUeBg2unwnKgTYG76kcn5rWtIJtxhQ2JvrYy/n4sUgUigiGAiGAIICIY AogIhgAiggFY139zvXmUMqnyTgAAAABJRU5ErkJggg==</item> <item item-id="28">iVBORw0KGgoAAAANSUhEUgAAAJwAAAA1CAYAAAC0q4JrAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQ3SURBVHhe7ZuBccMgDEUzlwfKPJ7G y3gYFwECSRHgNDZp7/67o2cIJkh8EMbp4wBgIhAcmAoEB6YCwYGpQHBgKhAcGLAdz8fjeG7h cl+Pha87bM/H8Qj1KNm6EBzokMQWhbMmsXkikpDYlnUv149lPVIuAcGBPnJVG65wYjVsAMGB Pu8I7kTIheBAH1dw+7EuvE9bDoqg+7rkvC63QHCgjyM4Kab0gPAMwTSAFQ58jLvCpY8S7z3F QnCgz0nBxSdTCA58zEhwsSyHWAgOfExXcPnhgQsgOPAZ9eC39TTKh7zh6UGVFxEaTghufJh3 JfK1CO8L1knfPRc5mL5/5eDaz1+PISj5RxGFvAKV+rMGVTAQXHXKjL7ZVyHs1C/45WbIr/ko IZDsrPlIXDG4zE56LdaSzGskixXpN/w6XuFOxOVrsE7NqBUu7Rn+vQD33QiDbJerk2MnCZAF tW1ZiILweQlvLuE7/oDj/pDg+PTazHRFQ5T/HfKxNCr63IRHr0ywPQfhVOyxvuk/JTi95NrT Y/E6Q/VYlIckZ9nLPoPvK21yaMjfJZzyOlu5LqdwT6ud032q4m6V3w7ZYEOhCqdMb7KFz7rh VPsjpi+prgrOGL6vazI4D2rZkEZn8GwiQ8TMKgLga/EZ37dWUbkDW74vJa1t0b4Qp25n0KeW jV55A/lg46aTg9kU+buCC/X74VRSxXeym5eiBec5Sw5YyecBVYNekzW+DlC+z7bpIdou7bl9 Me30+pTrt2z81qxn4RU7PcF1fDYMpw5xTAb2Wh9+mmKb8S/DjqfEnbGGyjw5prOUsyNL3a7g wsx7Of/g2Zid3+sLM+gT36NsJFrlU0h26ollROSVRUbhtAH5ybP/Ztu14JgojjyQuSOlHzIf 69mlP2M/i/mB4BanLdlOry9Mr0+SWM/2IdAqF1wVUiXUZr0tCVA2EyevJ6zQXxtRThHu+0U3 P0aFVLnAkANkGCqdU/m8AklHZAek1a3OSJX3hMJtKbHkMq7Y7QvT7hPVb9nols+C7LBiIuGX svb+7Tfh1P2+Sbzu4ThF65KhqSwYtsk6bKisE1Lxii5fnmHQRZ5TdWIQShz1VnsEi/I16cFo tOHa2Cm/CxKT/L7G4POWhJLfpWCne6+ZdNa+L4mN8EMqADcBwYHrkSu4WU0hOHAtFL5L/M9b G7EfgODApezbplY0+3QNwYF7ofCKFQ7MQp8vQnDgTtR+LgHBgZugs8DXNz4QHLiF1hsQCA5c Dj2ZqkgaHhw4D8GBAekszWzFmtBDQjn0LamGVggODHhPcCMgODAVCA5MBYIDA2RI5WvxM7E3 Yy0EBzrkl+9RZPW6/BYy/irkvR+AQnCgT/7xZlzI5DUR8xAcuJKh4ET+BBAc6APBgalAcGAe 8kFBprBvc/+hagwEB6YCwYGpQHBgKhAcmAoEByZyHD9gvBnM9mmNNwAAAABJRU5ErkJg gg==</item> <item item-id="29">iVBORw0KGgoAAAANSUhEUgAAAIIAAAA1CAYAAACNzDMwAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAN/SURBVHhe7ZqLlawgDIaty4Ks45Zg NTZjMd4kPAwBFcfdcdH/O4ddQUZ5/CSBmW4BgIAQgAAhAAFCAAKEAAQIoVmmZei6ZZjoch6X PlzvMA3d0lE9TrYuhNAkTgQyoaMTQWlyNSyCfpzjddePi8s5IIRW0Vbg0CIo67EBhNAqZ4RQ 4ToghFYpCmFexj7EAf3CnmAee59Pyy0QQqsUhKAn2QWGAzkFAhbhwRQtgrvlOLergBBapVII slOAEB7MkRCkzLsKCOHB7ArBB42hAEJ4KuuB0tbuIBweUdSYlEdxGCCEi+TbM05mi+ZXZLxv JkM/Y2/V/iYQwiX0ylTJHN9asSSTLSvWb/N0pP9lIIQrTJOfQAVNbDTLAk3u5sw6X54Jwwjp G7xMCOHkLazAn2cajFtQPjrTg7iMkhsxZV9gFUKMLPNjyvR+MIdhMHV9FaQQqUlcBz8rt4Nl 8x+8+x6ofclqTtsnSatB+mlFeY97cEJQA188pkzu64ZzR0ti8ddqUOZxdJ/bKw+f1fnhg3dX or+fL6azs0HjtC3GVRTxsX9OCExpIHVZ6X4ikDXJYPj62WAelMfiK+++icwtFBDxhY6UhFDq q6HU7ytJnil/mWIDnDr1xGaTsRfY+M/IC/UHS+X2+Tr/ybu/jnULG3C7kz4b8dgy3/ds4fww VULYnYzMtBWQevbZhC63z9f5K+/e4UddA7WnyhpRvfWxzl3o10j8dIPAMyHozstAhUaVJsN3 JGl4GBCqP6q6/Kzdcm19iBBQyvvOvvsGatyC9MNOMgs6lt0THzCZEHoKwOKKMA0M5WlD03vW 1FeXE3qF9hQkJvV8qnr3JiFgu2ZJcqgddoIZ29dSHULvog678EscuAbwFqIQun+0CpUQOK9p PQ8IdkPe8ljrJKPFgyYpVPL5wBPyr4ctfjT33qUq8y8jFAbq6f/fzDxNiQWwu5NODxJfPzkP FOwmtEWwA/X0PHDwDk1vDDBKbySJFxwQwuvgs5T8HAVCeBlbJ6AQwovgnULiEShgDHkIoVnc WYBx9Zvo4/s1rS4CQmiWc0I4AkIAAoQABAihWbRrCNfha3ZKJ30GhNAk/ksjmfz1Ov7wWL5l rPihjAJCaBX9+xH7WxLJQwjv4FAIKl8BhNAqEAIQIASgg8U0UVwwOREkwWMFEAIQIAQgQAhA gBCAACEAYln+Az3See6LauJXAAAAAElFTkSuQmCC</item> <item item-id="30">iVBORw0KGgoAAAANSUhEUgAAAJAAAAAVCAYAAACpO2fTAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAKmSURBVGhD7VaLrcMgDMxcGSjzME2W 6TB55mP84VMISlvp+SSkQjG5sy8O22UwLMAMZFiCGciwBDOQYQlmIMMSmIHO69i26zjTdAoj sXHP1hpF8Aqf/waZ22rOXu7a2Z4y3xzjuU8GIgLzBZuLfbkd9h4QRYhr/gy+bgYaw+tyO+UN c6nzRjkeqdW0gQDJobcKNhFbM1DAeURxu4OUfAO+EDf1fxOnu5xIWNQhOwwY4iFhv2MgwHn4 t2NXCfkUnup4qaANzU8g5JELwZfzAX0VA6FgRSInIg3eKQoDyb07c0TPQLL9yoLqFpy5heR4 02neYzoit/gsXCN+DR1ZL8Z9zhzvETmTZKkhDJGPGnju8Xc9n4WBcgfIhQl/hmAyQjoMTSQM 5P9jXUSZq2cgfFN253JBQ1w4g52J3KB9R86ad08HO4dzUzybew88349548Qu2xlE4B48z+Y1 INUNntN+DL1M9IL4Uctn7xMW5jxIJYvv579zAeVA8w13IM0ngQqQuFV56znXIXn5EbjpuJm9 P4TzoOK2UHziNLi+Xj4BbwwU5/WiR3cWCfWJ71yEewYSdyDFR5grFHfGQAPcdNzM3h+Bz9EQ J6+Nb0x68hrXp7Wq+ZCBYsHYfwHsO1nsbbf2poHSM6oi9JlhftNALW46bmbvBB77hAFfumIA gKNrHQV7u4/h+rRWNR8zUP52UkKDEZp3INjL314mrmYg7C5inZ0Z/6e2KeZd3nre4abjpvZ+ GcCrMGLP/K3OiuD6tFY1TwZSl6Xa5RQTiuuZROWiJdZghKepNTXE21OcKWN3uMgSPxoHXL75 upz3uHlwfZj89zpyeBN4bqOg05DGppdPDSSWCp7X35lHa86j7gvqQAbDDZiBDEswAxmWYAYy LMEMZFjAdf0BAMFu6Nbz3ZkAAAAASUVORK5CYII=</item> <item item-id="31">iVBORw0KGgoAAAANSUhEUgAAADwAAAAVCAYAAAAaX42MAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAADWSURBVFhH7ZUBDsMgCAB5lw/iPb6G z/gYRtVW5paWpKPprJeQaFKMB2qBH8YUHp0pPDo3Fk4cAzCEKKMjiBGAkep0h5sKFwFYwk+4 VNSSdBUpBqOwHSVsrVI9aoCS4YujsDpCOfxlLNiFdbPW8doYCdXF1uEUOWxJdgh1ob7EiTti E27NQtKNCxyXRMI2Fk4Le2LusN5775Hn/y5c97qdnkPhNh/gSAtXCnuSi+kmLMtur9ruK/3r 31Jd702s/2u0O/hJ/63KoSKr11DCz2AKj84UHhvmF8PyeEwZ/1kDAAAAAElFTkSuQmCC</item> <item item-id="32">iVBORw0KGgoAAAANSUhEUgAAAMQAAAAVCAYAAAAZxEHhAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOoSURBVHhe7Ve7DeMwDPVc3iFrGBki xQ2QwnUGSZc6MwSpUqbLBjpREu1HWpI/udgHWA8QbMokza8+lSkoKOhQGqKgAFAaoqAAUBqi oABQGqKgADChIa6mqSrTXAO5Fq6NqaratM9A7x7f5GGKrOepUmMgvFFd/BgjDdEHaW3Hr43/ b106wuKbPMyTfba15W2sVA8/RzpwfpcNYfFsTb264xTsxjTUFHVrSktYfJOHGbKxhnBwO/aW +Xiatv5FHUq9/2VDUFLczrDpsckHKlocW2DrhrDwu/ZW+fjVjiT1iobot0YohC6YXCB2CKtg 3g484kh9INfp5O0cE0D6OOj+++DYlJRfYMtK+Hw+5ng8Shsi43Q6BQmFmXkQK/mgIcbiFG8I jqHXIwspGd9uUdN2T/PD28Z55jGS72x9IYZ6+4YgJRDEZ9t6JUF5tzKIVZsMghUDA+/e4RvL tfTsDRgYSnwQIL8qAZ/TE5NfYAvTE8B3muQQSR2CCv1+v5vH42EOh4M5n8/unQbJ8/v7/Q4S CqN5wMIOhcL5xFjk4uTIdENw7GtbG1xI2fhe2WZtd84P0IO2KTuTvA3rp5FqBIDSKxuClPR/ 9NCGOFo7JweuOIS+mIKc1gkgXjEf/iHmYvJLbVkBtDtgoVNDUHMwyJ5RjOZBJR/58X0kTpN3 iFgOLEZzHaUn1JOWm8Obg+KVmQgfnXLm0MqRJqMylywRQOfASEPg//VA5pj8UltWBjUH2UG7 AYPo1+sVqACOBTupfQY6XsT+ODAokElxijeEL/Z4DifnOkfnbNNyc3gR4VsqrvGlyTkUmLRy pB1fYlvS3xydbwgKql7RCT4RoCsmv9SWiehXvsTQziRAOwPxYwMQfbvdApXAaB50POGMPzVn FsmGCP+IFlIuvjm7NZ2zTcvN4c1B8YojUwsKqACi24+g1VmVYA0lOR/YvugEHTPYzeUd7Jol Jr/UlpVBdwkqLATP0e6RhPZZ0MF3iJ/zkWMR443EieBjI/Pg56R+1JmNb9ZuTWds03KzeDNQ vKIh6IN33A7Hgbdw62DskiR47OiskPO1vewI/WE4dvFvVajaLnuRQlo6Pd8WKY8YFtm/AP3z crkEyoN2C5rHY5TElDywvWF0haJkkzlTc2p0i5GD1illk7m2l3GRO0HnbCOgf5yTcT/S+WVI vfEjU0HBTtE1RPVH9sbe6YJ9wlUBFQMWxN7pgv3CVQEXQ3n6Z8F+UWER0Pve6YI9w5i/EySA VUIyKUUAAAAASUVORK5CYII=</item> <item item-id="33">iVBORw0KGgoAAAANSUhEUgAAAJIAAAAdCAYAAABBnTWDAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMaSURBVHhe7ZiBjcMgDEU7VwbKPJmG ZTIMhw0mtmsgpEl1lfwkdIUYMOYHfHlFx7kBF5JzCy4k5xZcSM4tuJCcecIaX69XLssW99Tk QnLm2Le4rKFUQlxBTKnuQnKm2EPAE4jYtwVPJReS8xlwzfmJ5HxKWF8RbjoXknMdli+5kJyL 7HFb1pRuZ1xIziXCusSNZd0uJGca+E+tfgEAIOEuPzvkbwWi4zfAj15S9b8K/otcPuCdiWPP nj87iowTJMD0bBkGcG5/+dhHGQqpfHBK5dtCIofHgfjn4AtBucSJTevaH/shSvm6jBYQt9oh 2/djeMKnE4xPJMjMb5hoDljcGlcICgvS7wEJqYodCKW5poF9CCkyivS8CgX36kiAESHM5/iX QoLjG4ODQfjh6w1jp/y32ohZ+4RIei3RfGn/hJDk/Vscqo7ktwWfCa9Yeyr8GH27z6lfHZOO ar54GI+C0ziam/0v+PIk5mnQuUpm7eEZP92sF28oJD4+/W7tdZtDSDAhc2rftryg4kh1UDjL Nx2qzGn8zZ5Rvw3+FiffgpYAO+Z8zpWYHY5j9b/gC9Ub2IklK6Mg4zwPCinZy5cs24qrs7vW Yo/jH7/tve4jhQSDaI/5htQ6n4gmP4o+QY4NKf30mAywFe1lDtFm9b/qy5OgT0oYnbXP2utv OUixl3HQ4mTw8fVcWJ8VEsCdoNHMwUsdFt5MHME0XyfVdiQkPr8u3Njqf9WXJ0E/1TxWGzFl n06Qznoz+YoSL1OJnbm//Deg6x3sZBsDfWJwtGuoXT/jm9dwEDZbnyDA2/Vm9b/qS4ePr7ay kdwMBd0UwIR9WoMVK05/rgKPZW+vB4irbWMdIIjoaHfwvHDhbFlgPgGOzRJ1y0Fsawih2NfA Wf2v+vI0INrqUyffIU7am9dapcSiFU8Oj6WOqxlnm/cciQr2VglY4Da0EG6TSp1Vti9r2lRW p8IXkNtUgLRfKaHmdbnIeV9k/2fIwrXmM8SfaNsTaT2qD8JiNTqtMipetbT2uo19tTnOJC4k 5xZcSM4tuJCcW3AhOTcQ4x//n3tGOsOPRQAAAABJRU5ErkJggg==</item> <item item-id="34">iVBORw0KGgoAAAANSUhEUgAAANsAAAAtCAYAAAAnSB5EAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATeSURBVHhe7ZpNcq0gEIXvutxDtmFl ERm8BWTgOAtxlnHWkLqjDDPLDnw00Npgg3pVNOZ8VVQE+emGPoLe3DoAQBEgNgAKAbEBUAiI DYBCQGwAFAJiA6AQEBsAhYDYANiDtu5ut5tLVdPdTRHEBsDW3JuuqlufabuaBGfyENtF+Pn5 6Z6fn4enaSK9vLz4FmAv7m1rdzLm3lR2d4PYLgKJ6OPjo/v8/Oyenp6619dXe02JRMbX39/f vgUoBh0psbNdA9rVpIhIbCQ8hsQGjqOtbx2dKrEKF4OExzsZQ/mvry+fA0UR728Q28WgHS0W F+Xf3999DpTj3jVV3fGnEojtYtC7W3xs5DLa9UA52rrqGvGlBGK7GCSqt7c3n3PQLkfl8mgJ 9oW+QPZf/wn6SOIvDe73gKDCVtC5da++wcasiYM5bf3vTqk0arxjXO4EfRAZ+9aLbZiAzZ0S v6T/pgn7m6yJg2Vt7W9PJgBlVVfmAnMo/31iSzHsbHvuPtjZfg9r1mpBW01sFn44+39xKg99 1NgnVk8mNueougigDEeLzeCOYeHHhXLst5NmxMaB71P0pBm2fJ8i67Rz6x4OZOl9kr6IRezv 8xGIFz/0vRKrHvo9BMuoPD4+x/kHxi6CNmfBwmXiYiKGxvOoi43n0vUTBn8y7uz80trGds/z w9nGa8FpYk2Sa6iTEJvrfJgcPxhPrK0rgrZ3lLOiLuf7vuejv2iKlOtQBPfItkgM4SSRr5og /bXw6940rl2unNvKfP3A2KXwY/ZzFqztnLhge/O+5MTGa1eZeeTg7+dfi7uWbY7tzvkh+pG2 RXYm6ybXMI0uNmtY1MHICMcgCG+QrSeMIxJtd0cbV5Zp9/tFCpMNMF9/JPKJ8r54zdgZtDa5 lEW12a/nVFzI6wlfZu9s2jwZ9LiL7Y7z0o/QLkpyjft2S+pOoIpNnwi3VYaT5QeyBjlH1LYL jdoMdVzhh3affBG71Ajfxk66bKiVx/3L/CNjEzxO0HAFcX8ZmyfjQrad8EXvy+GEpIsoFXdx vWw+Z1vcbkndCTI7W9yJm9Thvpgo6bS8ZhYaxaw6RhLquMIP7X7sWwp1jgyyPO5f5teMvSc5 m1WfE/M54UtSbH4MVfxxnzb/oNhStsXtltSdIPvOJgexk+MV7iZqEFSYd5MfGLjQqM3w40pR WgHzk0q1K3oPIcyE85O7EXWpr2y5nwt3TdXEU3np2KWI7Qry+bhQ6yZ8cXMRBjHPTyp2wjiL 8lm743x+jYN2i+rm8WJjgVBiZ3hifZKDBfVNMJmXRRqUrt3A4X2Z8oaNF3MVfjIq84Lb29D7 EdoY2hXZzzd9f7PLDXJ3lvMk06yxiyDHNnGgfXhIxkXU1hZqvkRlUQofLHGfYdvkfDbheoT5 nG2E9I/jcNqPOcs08bb8y1n45AFgT3qx3f6Fuiud3wWIDZwIG/EU+DL4j8hvTnS0+5OCM+8W 4fEfHImNcg72o/+CLfHvFBDbabjJQKfrI/NgO9q67hr5pRAcTiA24ug82ABzfKRjc/BZHhwO Iv1ymOOjf0GF2M4FxHYx6PjI34IgtnMBsV2Je/ifLBDbuYDYLkTuf0nxW+PxQGwXBjvbuYDY LgzEdi4gtgsDsZ0LiA2AQkBsABQCYgOgEBAbAIWA2AAoQtf9B81RRrh69TnNAAAAAElFTkSu QmCC</item> <item item-id="35">iVBORw0KGgoAAAANSUhEUgAAAHYAAAAVCAYAAACTxxrlAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAKHSURBVGhD7ZYLzqwgDIVdlwtyPa7G zbgYfkqLfdD6uNG5CeEkJKMILeeDMlMa6lIDbKcaYDvVANupBthOJcBuaZmmtGz0+Kb2Nc1f ze0K1zJRO4u7rzN9t+RRsbaF55vcCfe0zrlvXvOvWPfiCRY3vZP5wbcElo24muCxtkUF/F6w FjYNjfRMrGs+Bwoqpglg5VktRmykEOzdeILFilCvvIN85hWj1lz5xH55qn55YvfdGAtGzYnW TSLzbiWEJ7EaVwSb1QFYNpEL9km8LOnXpXc4t+3vD6wVxDaBsWxdn1RUW2IBoAJNisA+i5f1 BGzQfwKWFpTfeSWG7wpqrnm6hcl9JVhTYzTu8DmXuVryLk0nb3CNebx7KsmTF+OVcMdvyQMr UMNAVKYArC0/ZteWb0V5K/coP9c6z90Y+A5Yb0OodnN36EULI+nOB+D4rhp2YfbxXyH+zgX7 L/EcsI2/dbzixvLBlmRM4GACBkGBy3cCOigY+wtVwMcm9dZG5sf5AQwYQ3dlACUG+zCe9Mv1 TtyrgbcuWDTDJl9LCqZdDSsTlkQRpjv2P4LNwXX18YyWRjmCzSvv1LKZLcCs22BtPPLnqEbS L9c7wSLw9uTE+pNxv0hWgFW/q4Lgnt4qxVIwJw9zIJb8TM6HPOjwzsKCaRywj+NlSb887+R4 rz/r9I6V8GTSeCo5Mf2MC1Hgg+A/EcQ2ZmO+nF/ZTGFy5IWcAzZvA5Dmcd4/i5cl/Wq8o3zq i8BbAlthQKuAKlxqKmH5fS4Jy1Imh98YQPfLZhN4XVRtjuYYDVKVQSXlgDz1AmTX257GOJ5V ywI3Bo/X1wq/l/PyiR3qSgNspxpgO9UA26kG2C6V0h+3wOdodYHzhAAAAABJRU5ErkJg gg==</item> <item item-id="36">iVBORw0KGgoAAAANSUhEUgAAAKIAAAAtCAYAAAAtFLAWAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQPSURBVHhe7ZoNtqMgDEa7LhfkOmYJ rqabeYtxICSSYEBfpyLH+e45zCsKlJpb/qavFYABgIhgCCAiGAKICIYAIoIhgIiP4r3Or9c6 vzn7TX6Wdbqq7QBEfAxJwtcVsrxnaveSthmI+CSuHLUwIoLTQEQwBDtZftZlSlMqpWkJVzI/ y5TvxVRY9p7VPU4QERxjREwSTouox1KKjFR2WrfbtA7MeZJQiStSQkRwjBaRxJrDFkZRmV7z yMcilpJGKnW/BUR8EkqWNO0WIvLOWkZJmZqzuEk+ty5EBKfRsvCRixVHnTOWI6aemvVrASKC 0xhZZKOSZaORjtd9adTLstm8nEkqUSEiOEc+0M5CtXbNunyYrueZRIuvk2z2vk5XyHhCRDWc d0AfGdBaJnwTl07vDe7jQMT8reghYnlkYBbT4NEcj4gXrw0ylZHXjIhpqoGYz2MgEfeL6z19 lwk+Z/oJfosRUabClPhBbyKqha8xwS6I80l+2Z6qt7UpUz+/Fx85lO0k8jIhpVCn1s7pPmWZ atdBH7KIMahmfbakYHCw/TOmGPB8BCBlyTd6re5JvSXL5gZ8e7+UrPOqfSWtbeegT7XP6F0/ gd5cucl8AFDDiug9OB3ILc+BNjLkVI5m/n8hFZKVeKOj25einVafuHztM94ljdff/ynRM6B/ BQlITBKUVvBj0M3ZlMXsekmQlohhJNud08gUyyNeqy/CQZ+kjvmMkdp10AUrosCjCsWjFXwq V1lPlffOiDg5bel2Wn0RWn3SULmyD4Ha9QqYmr+DmZr1gBQfsJ7O/ODziKVHoBDIWC+Nhnmt ZvKeQOXoR/A1Kdjsi1DvUyxf+4zuddCN/RpREkVX71SDRG9dRiQrdrObFfa6/i8knbJEQSCy odZeRGTdJytjpQ33Mzauu3hfGPCv+FMzAJ3ZRHz9sU4ib/PgWuhpx4euHzzy+/x9pGVGc7Vw BbRpy2v8q6EnLA8af9t/+5PXur1FlNOAXpu2l37I8TXy9fwt8Eaqr4jxCzCvc5SxdSb7RYyI EeTb+e7cIGI8aqORsOP0fPNTBhr3hxebiOroylhpj7T0VGrbU/W2NmXqL89u7dHcbnqu1v+g LwxEHIUYXDUN3vajk1hOSZLWiqoctePV/6Avkg9AxFEQ4YqRwgR0y3MQjRQ5lSOYbDy24Jdt KmJZc53fw1zz6n/aFwYijoTIGJNE2RWR8zH4jc2ETIdb2SMR9fuXSRf26n/aFwYijgiPLhS0 IxG96TVS3tPBr4gYZdmtBwO76bkm4id9YSDiKITg3vqjE7pWEYnLb5J69T/tCwMRR4GDa6fC fKBNgbvqRyfmva0gu36FDYnOWxl/3xcpAhHBEEBEMAQQEQwBRARDABHBAKzrX6dxCUH0b+4j AAAAAElFTkSuQmCC</item> <item item-id="37">iVBORw0KGgoAAAANSUhEUgAAAKQAAAA1CAYAAADPj0CnAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAR+SURBVHhe7ZuBsawgDEW3LgvaeqzG ZrYYPwECSQzojqvy/twzwxtlEUm8Joi+1wrAQECQYCggSDAUECQYCggSDAUECU6yrO/Xa30v YfMzrxNvd1jer/UV2lGxbSFIcIIkxiisOYnRE5mExDjNn7L9muY17SUgSHAOGRV3I6SIpg0g SHCObwR5IKVDkOAcriA/6zzxPHFaKUN/5inv63oLBAnO4QhSii09wLxDsg4gQoLLcSNk+inx 3VM4BAnOcVCQ8ckaggSXsyfIWJdTOAQJLqcryPxwwxUQJLiWujDeeprmRfDwdKPqi0gNBwS5 v5j5S+RrJZ53zDed+zHoYpk3FpJ6kfPTakb6qnWBme2yCxWz9JIjWPn9rosu2BFkvQPuGJt9 lcROfMAvN5J97AqS/a+FSFhfxf2mo2QkE8Wc04r2Cb/vR8gDef83NCKxipBpTvI/CXR5v9eZ hLARZBaRa2zyQ0mHRC/KLstG0NReHU/nG8CxAwmSV/e30aDSEO1fJYiCbImRyYgppeOWL7Kv xDHUhxZYn+Vt0rWY4z3pXyVIHbLt6joLJhQ1YlEfinSKTQHluNInp5J8LuGUrXO5LZdwTKuf w2OqF7xVfx01IsVzK0Eme6Z5FjabMWXbk09D+1Z0dLHttb9ieUiVVZBkoLrj5uQANpwnwFE0 fHeRIeJOKwLhbfEbHzdX0bkXvpwvFeUX2b8Qr+5nZ0wtG736BuphwisHLialam61EWS2jcaU 2rBgjL+KDxw/9gjHtaNpFecBM36OFqTnTHlBy36+4EoUtVhj6wXMx9k+PUTfpT93LKaf3phy +5aNt0WFcD65cuAL0hdfHSIJh9rY7LDPJl079B+SEtbHZ0vsM/5l+MJQ4cHYiy73yUnSkQZO g6VtV5DBwZv1HRMZemNhdsbExygbiVb9BfQibDy1J8gsPB4a9SFv/Nhnz+7CwfROY/D8c7Fv tCCZ6JBsfE8EruMy9re4vyPIeMcbZD+9sTC9MUliOzuGQKte0BNULL2DHVpzSNVNtJUjm/N7 rDtmdztdC0K7L834CSplywBV7sCuCHIEk87MBqfoWFOD2veExH0pp+Y6btgdC9MeE7Vv2ejW 38RWkLlO+CLeBNVw10bbh8eRdB39eqCvK9jOIblE49OdmOqCIYtso+9Wfdy2fgqTeNV/LlVM wclRFa3+CBbttqhmrT5cGzv1N+EJklCReDMm4wt1vCPYSPCLJzRr/0NiJPyUDcBDQJDgfmh6 0YjGECS4F5oelOlHnlqJ6QgECW7lsywqItr5MwQJnoXSNyIkGAVaSZALCBAkeA41n0xAkOAh aK10+2YJggSP0HpjBEGC26Ena5Wpw4MN70OQ4CRpLdFMBZuo16Gl1NQNQYKTfCfIPSBIMBQQ JBgKCBKcRKZs3hafxn2ZyyFIcIL8cUQUYd0u38rGr3oOfBAsgCDBOfLHvTEQym0i7kOQ4E52 BSn2DwBBgnNAkGAoIEgwDvJBRpYwb3T/IXAfCBIMBQQJhgKCBEMBQYKhgCDBQKzrP0nEUmdE o4b8AAAAAElFTkSuQmCC</item> <item item-id="38">iVBORw0KGgoAAAANSUhEUgAAAF0AAAAVCAYAAAAkeuLCAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAHbSURBVFhH7ZaLrYUgDIaZi4GY447A NCzjMFzKsy2CaERNDn9CDiiP9qOtR9ilx7Wgv6AF/QUt6C9oQX9BEbqxSggrWk2ZMC0rzK8e f0rUJ27rpiX10Tdp9RYngDZtJX7fdXicCYn0YIhyy4uKcfj516GDfcXe2i96IblJbSlzejF9 f2+E7mXUrlGf1bYxOwEIimJjdn2UJMzdmklRNQbdySi4bZZ+l7VZLWG//bNuF5SJA4BGMd9S oA1G7xkNQ0+pFgygqcTTsF/7HhYAP8xQ5w+Zk4LijE+YSeqjfdD6Yejp5qXWfkPo+338xwan Lsw7lxEhizrt4iXSYOhkVVVasAq4thkBcphT+pkDY3It0uNXnRtR4J2DPlvJ9hbYqrTsyPvW u3zMhPNhgXmtprNNyYVciPT5CtG6D52XlobALww9MsjPDqGX8Rh0D7JxgH+H1lyAPqu8YMEZ u9s4e9ulBcnN65pxJ/QUxeQ52iS8L5D5+BMCexvRPFJaeuuzMFgGmY8jdFz861b9f83vwGC6 VioXObGfD61091/GuF8CkzIztSawRmmJkI7XJ7X4OT4G7xUumET60jPK0MUf5T97/MvyJAAI hjJ7/OvyJBKQp35/XQKDgP7s8ZK1/68pdDe6/GCNAAAAAElFTkSuQmCC</item> <item item-id="39">iVBORw0KGgoAAAANSUhEUgAAAF8AAAAVCAYAAAAgjzL/AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAIISURBVGhD7ZXRscQgCEVTlwVZj9Wk mRTjgiCiQV92Ny/uh3eGmWAShQPqFpemacGfqAV/ohb8iVrwJ4rh79FvW9yy+Z2GRc17F+LB b75TM29lLoa3FqG5TqH/mnYv/JrOP2JwlLyVxBHcvySH89YFzXFcLUAp4m/D5zi78L2PvpP4 c/BBR4gOAnVX25+/p/ioeL9WiB3YBpWrAR9f5E7y8FT0KHyO4TP43xxBedfVuX8tOG4wHp1r Bz4+UjL6/Bf4eG6l4nCCpo87JyeS52l9kgU/jZ12n/ofTf8j8MsRREYQab567DlBTJzvNfjo ccC5+9AXZlWnKT9w0ZIxPCmO9gvYGky2FhCBLzuBC5ELoOOxYlOFOiDGeu6+dt/G1Zgs0hce NyWUi/BReXFc4xJ89EfvxG/g6y4G5YII7FSwpiC9NTvrXwF1u2DtoJZ9C34aS1udLos2IdMf vTN8Cz6Myro0JRaj3Q3qXhitj+Kxq916l4Y7h79hWfBBKvAewGHyf/g2/Bx4fXTJHEnqYh2t r2XO09cdx47WoPMhGQNC0ilo1XUg6sxO8h/Az/OV5OqdkEb0fyP44Outj0DL3fGsTPiSLJsE roTf6HHdFQ4uFUxYz4FWX8Bnf2inIHIB2KRg1Ag0jjtFfwfF4mLIf1ZyonOR75QJf+l5LfgT teBP1II/UQv+NMX4AsciAiJxrkVXAAAAAElFTkSuQmCC</item> <item item-id="40">iVBORw0KGgoAAAANSUhEUgAAAMQAAAA1CAYAAAAeaETXAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAVPSURBVHhe7Zu5ccMwEEVVl3pwGxoX 4RIcMHYhzBy7Bo8ih87cAY3FQSzAxcFLB/HfDGYIisS1+4EFSZ0GAMAIBAEAA4IAgAFBAMCA IABgQBDN0A+X02m49Orw2g1nd5yhv5yGk7qOUunaowBBNIERg3bszoih5OQkhnN3HY9P524w uWMDQbQCXxWKKwRbTY5MfxlXQCd4CKIV5giiMqR6aqiPYwftCqryEEQriIK4Dt3ZzpCn80AR 0rU7+1mTnZ/L39/f8Pr6GpU1TW9vb/aO23Lt+yAE1P1WqwQE0QqCILizmw30Rc2VCn7tQsjR v76+hu/v7+Hl5WV4f3/Xx5RICO749/fX3nFnKHzCCtEQ4gphfjLMfwqVglYH7ugkCBKHgwTx aNCEQP2FIFqhUhD6ydJKQXBIHG5FcFD+5+fH5h4A6q/tLATRCiVB6HM2hNpQELQyxAKg/Ofn p83dG9pH2VBRAUG0QlYQdnPtTmwoCNpLxCGSO0erx73pL+FDAwiiCfyLudTTJPcSLng2T2ml KqiMj48PmzPQakHneRh1D2gMgu5R3+3hZIDiNA7YZrhNHH/0t1ddAhvOgnOQxzl6tGnbNv4e NZKXcev23xYuZCFNOs8eDBTgn6X4FAliLEgbhBlJKWdbJ/UddXUaI/tYblfYLHhbh0oYOPos IhZN0EbddjdO9Q7wzEi+4ceIn18/HkwQnS84FgTFmF1NLWa2r2pQNEPrDt7ye5l7rBB9HxhV M5lslFGTjRLGlwRy8O+MkpOlm9g27L+8h5gIopYZCn0KQbhwbr+VK97UjUaW2ibZZbGtnoek IBQm9Nmu/wsEEcX8oxPH4YDpgF/abPIKWCCIVN2GZF0WKW7MC2Jv1JgFfYj6R4k3MAiXHOvD hEcnJwhnc9P/cCxK/iAxUxDGYH6JtwZ0Ro2cfFKONqjNzxZETd2JunSWXevyvK0VyBsxluYU Rqg2pvdmXhxjsRDEFD0m5BfdOCHrsSj4Q4p5gpAMwh07cnKOdyZbbnRtURCluhlyXVF/Mm29 FZNwSUD3xTVyxhhwzFhsl0pI9+RSiZwg3Cqg+1/rDxlmCUJumJmh9EwnNChoMFdpdG1JEMW6 Fam6xHsrHGlfVNuzK6KF+uEHaWqX+Jzt1+zVailb1yeUJ9veYJw941Muz30vw4IVInYitmRH DTLXs47wRkmNlxyk78z1pbpzdfFjR9zWCvxMk0jzCsuESwx1nS/WhFG8muS4HYikILRd2bhz m+rfEv6QYZ4grEF4RYFBJCdn5QR58dq40+Tw7ly+7mxdupzw3rj+W1MTLuk2xs5Ohh3PsQnh wEi+Yc6lbZr3hzQTQfiKTJrOYn6zp1NgMP4bNdQ5oknni5oVWb4qBdbO1Z2uyxQR/s5T2qGm ItwG1ZbY0Qlr0LFt0jUKbqNjiyFtM0qhb/JryfFL/iBT3tEA0BAQBEjjYnRKidXqaEAQQIbC tzG2sOHH2vgs2P88JhAEEEn9CX+5M1tRQRDgENDsvmKF6NWmtlstqv2BIEAV9A5msR6UmOje 9avM/kAQoEywn5iLCpXsvRAEOAD0Lmb5exgKldy9EAR4eqreqKdQKwv/XxkEAZ4acuAgUrJ7 gVpy334tjsB2BoJoBvPYs9YRZWde9wkLVgjwQMwTxB5AEAAwIAgAngwIohl4yOSO2ef0j7rL vTEQRBMYAZDjX3p/PP5hRn/VuuLx6oGAIFqB/ZssOCZ0HoIgIIhWKAqC5RsGgmgFCKIKCKIV IIgqIIgm4BtpntS+oTdiCDbZDQNBAMCAIABgQBAAMCAIABgQBAAjw/AP8UqKvEKpAYcAAAAA SUVORK5CYII=</item> <item item-id="41">iVBORw0KGgoAAAANSUhEUgAAAJoAAAAVCAYAAAC+GfcaAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMRSURBVGhD7VdtkqwgDJxzeSDP42m8 jIfxEcJHExJAV/3z6CpqB8Gk02mY2d85MfEBptEmPsE02sQnmEab+ATTaBOfIBnt2Jbz9/uZ Y9mOsPMp7Ofq4q77cW7L27kUHNu5+Pxh/jL2FWqskrIWcX2E05/jhfrtGIjYK/dxUDfkR3sL o6WXfbDlTP3e14ebn4WIOdnoq1v5AK4eFOFteNGX7cxyunkW2x20XHc88C1e7XikrYxX6yov Fjsf9GrL5uzxi36JXMFoWyYjjUZibI3ICXw7tUgkiJPhCwfxXsfgyfw7WJPioJLRY637BjoT wg1vEuvEOw7+m0BGwV4S3LMrhaNWXd3YmHJd/41WGW0UehIV/5nRsDaqtfUNUd5QEhfjUZ0y 1tUbHbXq6Was3zBaKDQQzQXnK5YHX9fyik4CCkJjRrNyM8xcAb6BuO6GKdiTCLUyH6dTs06u sclrNB7tq9aEhilOA9ir9BnjsFcq/cFDF43GwfPpCcliMUgozSGOP0lhLvb2jTaS28jlp7A3 zpGrAc2cxegFiEi3SOd3KNXR1CGgE69supUzm6VZBvYqfK60jTlEXyOuGc0XJ0grJDTSuWE3 jdbLDdBziXoaXJ8HNZS4x1vfajxxV3SvMB4vGu7+V7UDaqXqxjzs9YtGY9KyKE7iC1GSxEL9 M7xlxN6e0bq5Haxc6ruGIG+AGomN9o1VaiWeI3xG4zHkN4EC0goTB23SM9RK1a3tAcKNG01P opKQt9Ado8X/ynq5W7nwc4QhiIRvottnjl4A5JhAz4TxHcfCDI6f/o/+YDwA1dCk6XI311Er TTf/TO9rxK3faNjQwiAiCd8kOU4xV/dKsVDAdu5mLh+nfFfmfw+BNx4iMr6ce344pBYRA/EQ VKe1RuitE1CrSrfAJzdS1bUyGjcoF1xfubHhYRQkcY2Eig3msazu1MJ8aBSMW7ntXByiXMch RXkeNm+pdxqJVHjX1FmsSdMW7zkEI5jrFVA3PrimR2RuEFa/0SYmHsY02sQnmEab+ATTaBOf YBpt4gOc5z/EPFxeph8gpwAAAABJRU5ErkJggg==</item> <item item-id="42" content-encoding="gzip">H4sIAAAAAAAA/+xXb0hTURQ/77nNN9vcZur8zxCLPtZIIpOeuUzERJhhoGC47eEWc/PPU0oJ FiREpAhFoB/6C0kQQV8iqi9FSBHk+gMGQU1S6INgRtCXcp37x/mUkuzPB2tnnPd799x7zrn3 3HvPzjMBgIDcgJxG30V86tQuRckHQk5kqd1b7zmseFUqATdyOSpVpDgv3AeI6Jwt8wh6p7mD 9ht4O9UpWgB8BgCjVAlhCIIKe6EVn61ok+kajE5qSiLuiWujq7GhqrNGVdoFasxEDGoFZuQN dKikdLqVtkA4pKcd24m2L+xlMh2V7UwsydDt76gMH2Er2I+cigJ3Yk11fKm1aGsQHT3CWfdg u4nZhoPINpSLIJpowDISnvaoalfA06MqbH5lyBbQkrmseFk7fTFQFhaodCsLlOW7gbKxQFky WKBsJFAbncRFxEatCIt2M+lCTRhAV7jdEyYhYx1WslwUL0nIBMsxtAOIzbhECY0EkeNxMhqH 1gcVVzCghFSqgz0pCU8C35bohC126WbeFKyg3Th2IW4Eg0YmaOdpBTpR0l6IE4+M4klaV/QV eYGzju9lkv4fcmOmCmOOckAVhBC74OjKVLAqZYM+cedJLjgOpUKx7bXtTATMjeP6PO3YrWJz MDTzVCBZKCIymQu9E78KfXavyTehDBAF7Xp+Vq9aXLOrH9Kv+P+T9Dv+yZ6RUJA9Ifef/FOS nJ+KjH/nYIRkTviXSY+l2MssgNwidh7S6K5LmtNBkdYkyL3IBayngL/6IEBPjwVY8ZnCdQKa U0ZUbyPPxZef0GFh6b0Oy1cHsh9zQRB/DqyegtCGSEo6V2FMdRX6WUEIBJ+Mfe71TxZBzqc5 mEWe/4u2dcTWgdOPt3mjtquDcLFkQv9ssRqS+A3S3iiyXk3qq2Bg5ZjD0cGxhOMWjlGZ4SuO MY7THN9znOX4QX7TeWpo+mNY3repRxyV+uWTA00v7r07IdNm/pDcn3mjeqrvrDw6Qkl+YN/c oL9yWR65e27Y0neL9z+Uv1ybf17nicrXC5p8u95Oysfk0pY7NTH5/NzYeO2OGfkQjxFgvbCM k7SeKYt9ibBbL0D2ap98dv7Jl8O+ZOzk0ucyfTvTz9P05Gt7sP0NAAD//wMA1Le79aoO AAA=</item> <item item-id="43">iVBORw0KGgoAAAANSUhEUgAAAVsAAAF9CAYAAACqOsvGAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAACTYSURBVHhe7Z3NdeM6EkY7Ki06Gq2c irbOQ/sOwwm8JCYDDYsEJBIo/JAoyXL53nNqho8kyG58xjVEqYU/NwAAeDrIFgDgBSBbAIAX gGwBAF4AsgUAeAFBtv9uH3/+3P6o9ff2+d9yVh/LtT7+hf+8U7vHVHkDAAA3bGa2/33+vf35 +3l7uPW/2+dfkWGvcB9CLblzvsefj+nMB8s+abfdDwDghYZsJ/77vP2dRPi3d3obzl9ku8h6 LV5NtjP/PhbhpvdXya8LAPDOtGUbZqvHZJs/UijKduLfR+8suvSoYg9x1s5sGgCeT1O2ixxT AUZRhVq3ucs2fUa7SK0m2+XYQ6Lxv+81H6hdd7V/zMQAAKbksl0La65UjItoHzPdIN4o3PXM djPLXajJNj5KmK89t11Jfj4W/ju9bu3cTpZZdaWQNwAM0DmzXcl1Flkiy5JgUylO1GQb75V6 7SHCgmxXZOcCALwBHc9st882dVmunusOyDZ9ZruRb21mO1E8FwDgDeiQbSLBWWRb0U07H29Y HZVtuO795Xo6g67JtnZuJzxGAIBn0v0Y4SGb/F38TbsDsr3fI73mSpib/06uWz0XAOANCLJN 3+FPKpvVlT6NsL6OyC45r1L5R8u2f6a/Hx+zYGX749/6uiLo2rnhchn5Lw0AgGexmdnCGFH2 FEVRWQVPgAHSof/73/9eVq++H/X8IlOfhWyNQbbUaJGpz0K2xiBbarTI1GchW2OQLTVaZOqz kK0xyJYaLTL1WcjWGGRLjRaZ+ixkawyypUaLTH0WsjUG2drV1+W0/ICGOl2+1PO8ledMl/q6 XU5TpuercsxvzT/HwRNgwKsHiteBuYj2dLt8hX1fl9vplwjXvWyv50U8yBZGQLYWpc98rudp 35/z7bra57HcyjZKNhayhRFePVBefb+XVGEWm812nZbLTDd1vZ1FPMgWRkC2BhVmQOdr535n 5TLTTSFbMODVA8XlwES26n4/hWzBgFcPFJcDE9mq+/0UsgUDXj1QXA5MZKvu91PIFgx49UBx OTB5g0zd76eQLRiAbC2Kj35p+/0UsgUDkK1N8Y8a9GM+CtmCAcjWrvjnus4qPHPP6nS5fWnn O6v57xo8AQZIh2od/ax69f2o5xeZ+ixkawyypUaLTH0WsjUG2VKjRaY+C9kag2yp0SJTn4Vs jUG21GiRqc9CtsYgW2q0yNRnIVtjkC01WmTqs5CtMciWGi0y9VnI1pi5QymKorQKngADpEO1 32rPKrkf+IJMfYJsjUG2MAqZ+gTZGoNsYRQy9QmyNQbZwihk6hNkawyyhVHI9Cfw3+3z7yRP EWisv5/T3jLzOWEbDJAO1aT4rJL7gS/I9Cfw7/axkev03yLTj3/hv3OQrTHIFkYh05/Jf59/ p+w+Ju3qIFtj9sjW4suxpR28O2HWs6rKBMhxpnk//P2svfB+sIisr/90wsv+QsP0+r1/rjX/ Pqa2lUcJ87XDNhggHapJMS2rZV/kfvDOhEG+GoRxYJeE4TNTRXb/Pua/a0tss8RWM8ZW/6mE e2myXa7393b/Y/z3efvb8efaENrU/kzz/cM2GCAdqklxW3YLGsr94J2ZJPOZjsBcwGt8Zrq/ H2ZU8XW0i0TJxspsGK6V7E8FXyT8+fRrb5nPCdtggHSoJsVNGS7VLfeDn8ZvlK1GW5rZrDOQ 74+PKEqCLLyBVZjFbq6fClv987b/LnPbsA0GSIdqUtxUWPjufO3cXyk5H34YcTZUmAn9lkxL Il1TPCcI8NGFB2WbXSdQ2l9jblP++8j1GK2GSIdqUtwUsv3VLAIpD2TfmYYZ4PR33PMYYFyG yNYd0qGaFDeFbH8vYRC3Xm7+Cgov4bdEOa9nrA9hf5ts5fjmYOH6K+bcwzYYIB2qSXFTyPaX 0nqpu/CbMu17I2o1G57r7+3jo/0IYov1zDZmuaqKaIX5nLANBkiHalLcFG+Q/UL6RCv8pkwX 2e6R5kLrM605Bdn2vEFmBLI1pku2fPTrl6G9FC7jMtNJatknv2K/7JKmsIhz1+dgS7KNf4Zk f/dHv3aAbI3pky3/qOH3sE+0glfZpjNI7Y3CuK8s0pI0W5TbZbPYrmfJ+5G/F6PVEOlQTYpa 8c91fwNhkBdKc4bsd0l4Dlr7+2uyjftKbaoo95wrmU2n97AWrTBfO2yDAdKhmhSfVXI/8AWZ +gTZGoNsYRQy9QmyNQbZwihk6hNkawyyhVHI1CfI1hhkC6OQqU+QrTHIFkYhU58gW2OQLYxC pj5BtsbMHUpRFKVV8AQYIB2qzUCfVXI/8AWZ+gTZGoNsYRQy9QmyNQbZwihk6hNkawyyhVHI 1CfI1hhkC6OQ6U8g/ULzqRpfFTmfE7bBAOlQTYrPKrkf+IJMfwL/bh8buba/+hHZGoNsYRQy /ZksX9NY/t5iZGvMftnqqzb0FgPzpxFfftZXYXVN8h2z3d9Pe7TdjL4iQ8Ti+2xbS/XM1w7b YIB0qCbFYoVFHpHt72BZbkXqd8r26HIzw8vURFErsl1EO7hSQ2hT+wUw3z9sgwHSoZoUs4qS jYVs/TMP+PbKsF4zbb3MLnG03Uy6UkNmw8E1yIJk9Wtvmc8J22CAdKgmxXJdb2cJAdn6ZjXz yWZSCT4zrb+ML9PbLi4/VBJk4Q2swix2k1EqbPVRQfhz8hjhdUiHalIsF7L1zzLQ44D+lbKN v2w+VzNBqcbHpfrbHZRtEGnm8tL+GuGVSy1XRqsh0qGaFMuFbH2Tz3h+pWzj7HAjySDAmnCP tstAtu6QDtWkWC5k6xnt2d9vlu1uqZnJ0Fi2cnxzsHD9FXI9Rqsh0qGaFMuFbD3z+PRBoZTB KfvdUZJX4ZnpnaPtMqxntuF66yqfPDOfE7bBAOlQTYrlQra/jd/8zDaTY0tqR9tlFGRbuH4r oyPIn5fRaoh0qCbFciHb38avlG2UXfKctS21o+1SCrKdrjr00a8dIFtjkC20+J2ynchmo7kA l75JZpod7dqU22R57H5E0Yf8HRithkiHalLMKv1HDbFOl9uXdn6hpA38LH6tbIUgzlj6y/fy Y4NSuyJJu3upM+XHcWvRCvO1wzYYIB2qSfFZJfcDX5CpT5CtMcgWRiFTnyBbY5AtjEKmPkG2 xiBbGIVMfYJsjUG2MAqZ+gTZGoNsYRQy9QmyNQbZwihk6hNkawyyhVHI1CfI1pi5QymKorQK ngADpEO1GeizSu4HviBTnyBbY5AtjEKmPkG2xiBbGIVMfYJsjUG2MAqZ+gTZGoNsYRQy9Qmy NQbZwihk6hNkawyyhVHI1CfI1ph+2YYVGlZ1vmrn1UvawQ8h+SLr0kIDZGrH0S8F72+nL6uj MV8rbIMB0qGaFLf1dbucpo5frcrwdTnNbfcKV9rA+7NnTSsytSFbEaNzuZtd7eIvUGT7eqRD NSlua5LtJV1zLBdwTzEw359l8PYvHkimFhxdyLGzXbrcDrJ9PdKhmhTbhWx90v8yM0KmBhxd onx3u/7FJ5GtMYdl+3W5nSSMnavsMjDfnDB4Pz6X/58HnFSy4OAaMjUgzDwzB5b2R3a3Q7bf hnSoJsVW8czWKfHl5kauYYAWhEumBiBb/0iHalKsVlzWfOcjBClpB2/MgUFPpgYc6PeZ3e2Q 7bchHapJsVzxI2Dn21U9Xi+5H7wxpUFaeYebTA1Atv6RDtWkqNeYaKXkfvDGlKRaGfRkagBv kPmnX7bh0wcDopViYL47+vPZ2qAnUwue/NGvO8j22+iTrY1opRiYP4BsFlsfoGRqQ/YLTZm1 Ludo++rtHiDbb0M6VJPitvJ/qruuPZ9IkPPhBxCEG0sfuAtkakeUaanfNdkKrXZpnvdqfKSP ZA2RDtWk+KyS+4EvyNQnyNYYZAujkKlPkK0xyBZGIVOfIFtjkC2MQqY+QbbGIFsYhUx9gmyN QbYwCpn6BNkag2xhFDL1CbI1BtnCKGTqE2RrzNyhFEVRWgVPgAHSodoM9Fkl9wNfkKlPkK0x yBZGIVOfIFtjkC2MQqY+QbbGIFsYhUx9gmyNQbYwCpn6BNkag2xhFDL1CbI1BtnCKGTqE2Rr TL9s8y8QP12+lPPqJe3g/Um/jLr2zf5k2kfzC74L9LfTl8gRsjzvVV7fbD4etsEA6VBNitsK y+Kcr499YTnzvcKVNvDeLOtXrQehvi5ZhEzbLLLrXbrmwa52cTWGomzLYtWYrxW2wQDpUE2K 25pke1mJNu4TAZ8ut6/N/noxMN8dfY2q2mAl0xZPXswxXfIG2b4n0qGaFNuFbH1Sk60uBjJt sHu58cDuduXFHJHtG3BUtl+X09T2dLt86cdLxcB8f5aZ03rQlp8FCmTaIFutOFDaH9ndriXb kGuo1iOM+bywDQZIh2pS1CsuaT7VzhltLGkL7086OGsDk0wbvIFsM8I1aufOx8M2GCAdqkmx WV+X22lqyxtk/tg8EwwvZWsDk0wbvKNsJ1rPjOUeJGuIdKgmxZ66niWs8+2qHCuV3A/emMJz wvhoQRvHZNrgTWXbeo4r9yBZQ6RDNSn21CLbfc9t5X7wvsTHB9l4rXzkiEwbvMEbZBrI9sV0 yfbrcrtc0/18GsElYdaUSbUyCyPTFk/+6NedPbIN1y58dlqQXEnWEOlQTYqbUp7PLp9G+HM7 ZxKuFwPz3QmDcDPjCYOYf9RwmGwWqcxa46uKfF+93YOSbGX/dgYb71XzshwnWUOkQzUpZhX+ xdi69opWStrB+xOf0d6rMirJtI8ouFj644Hy/lK7+Kojq9UvxyzPyuODyHxe2AYDpEM1KT6r 5H7gCzL1CbI1BtnCKGTqE2RrDLKFUcjUJ8jWGGQLo5CpT5CtMcgWRiFTnyBbY5AtjEKmPkG2 xiBbGIVMfYJsjUG2MAqZ+gTZGjN3KEVRlFbBE2CAdKg2A31Wyf3AF2TqE2RrDLKFUcjUJ8jW GGQLo5CpT5CtMcgWRiFTnyBbY5AtjEKmPkG2xiBbGIVMfYJsjUG2MAqZ+gTZGnNMtnFJ833r j0kxMN8FfcmVSPMLq1eQqR17+n1Nu11YxWFVrdVz5vPCNhggHapJsVbLQo9SyPbHEr/dXxlx y8DtXYoF2Vqxt98j7Xb5emNRziyL80KkQzUpFmteHud0O59lDTJk++NIl1DJRtveRQaRrQ37 +32hp910zmd6hVzAKfPPR9gGA6RDNSmqFRZ+lLXHlgUfke3PpbA4YGE2lc2eVpCpAQf6feZo O2T7evple72dp3PjCrvI9qdTkG1pyXKWMn8uB/p95mi7IOks/xXSnmQNkQ7VpLit8IbY6XL7 CvuQ7U8H2b4VR6V5sB3PbL8B6VBNiuta3hA7366rfcj2p4Ns34qD0jzULhyrPUIQ5nPCNhgg HapJcV2PTx8U6nxV22kl58M7gGzfiiPSFHa3C7lX33RbkPYka4h0qCbFVjGz/ekUZMsbZN/D S94g6xetgGyNQba/lYJs47vUyX4++vVs9vf7Qm+7cF6naAVkawyy/a2UZKvMigqzpwiZ2tDT 78s52r5au/2iFZCtMcj2lxGe5WWVvFkSB3WskmgFOQ42tPpdk61QbxcfH+il/L6dmY+HbTBA OlST4rNK7ge+IFOfIFtjkC2MQqY+QbbGIFsYhUx9gmyNQbYwCpn6BNkag2xhFDL1CbI1BtnC KGTqE2RrDLKFUcjUJ8jWGGQLo5CpT5CtMXOHUhRFaRU8AQZIh2oz0GeV3A98QaY+QbbGIFsY hUx9gmyNQbYwCpn6BNkag2xhFDL1CbI1BtnCKGTqE2RrDLKFUcjUJ8jWGGQLo5CpT5CtMb2y Xb4sfOr8rPZ9gbi0gXdAX05lIf+y6dIXTAtk2seeL2Rf027Xziu9xqPK65vNx8M2GCAdqkkx raMrM6Ql94M3IK7YkFk0SHi1ckMcqLVv9Ic6Sx/2LzUUabfryyu7Tgfzz0fYBgOkQzUppoVs nZAui6PJ9rMt4DVk2kJ/FWGzmGNfXsj2DZAO1aSYFrL1RnnBxxxkO0RhFtsU4NF2yPY92Sfb qfNXdbp8qefWStrBO7BDtmHQl84l0wbh1UTWfaX9kaPtlLwW2T7GrlTrEcZ8XtgGA6RDNSk2 63pewjhf9eOFkjbwDvTLNg7U0qlk2uDFsm3lNROuUct/Ph62wQDpUE2KPXU9T2H8Od+uyrFS yf3gHeiUbRyUhUcIApk2OCjNQ+068oq0nhnP1wnbYIB0qCbFnjryHFfuB+9Aj2zDOdU3cZBt k5fJti+vSOs5rtyDZA2RDtWk2FPI9ifTkm3/wCXTBi95g2yfaAVk+2KOy/brdjlNYZwuty/1 uF4MzHehJtvwbnbnwCXTFqE/k762+eiXsC+vhfwTCynI1pg+2V5v52QGGz+dcL6uz2sXA/Nd KMl2/8Al0zbZLFKZtS7naPtq7Xrykqy3M9h4r+ILmwk5TrKGSIdqUkxreTNsXcc+cytt4RuJ b6CkdZ/hxJejemmDU/ZDmyi4WPrjgfJ+vV1fXstseF3lxweR+bywDQZIh2pSfFbJ/cAXZOoT ZGsMsoVRyNQnyNYYZAujkKlPkK0xyBZGIVOfIFtjkC2MQqY+QbbGIFsYhUx9gmyNQbYwCpn6 BNkag2xhFDL1CbI1Zu5QiqIorYInwADpUG0G+qyS+4EvyNQnyNYYZAujkKlPkK0xyBZGIVOf IFtjkC2MQqY+QbbGIFsYhUx9gmyNQbYwCpn6BNkag2xhFDL1CbI1Zrds4xLmoVip4ftofRm1 Tv5l0+kXgqfXfZT+hdNyDNocy6unXZ5p8drJl8ezUsMLkQ7VpKjVkaXL05L7wTjLAKwvs5KT rzsVB/J60GXXbkCmbY7l1dMuZLoOMAg1vXZ7zbMtcg2SNUQ6VJNiWsuaY2OilWJgWqAMsImu BQQ/06MlASNbOwbyarbbk2m/aAVka0yfbMNKuuercmxfMTANKMyK9kpyAdk+naN5Hc45zVSX dgtka0yXbL8ut9N03vmy/P8cgtTOZcylGJgGhJeJ2dgp7a8RBvR6IC6DeZXzVOmAXyPHocLR vA62y2QcMv74DFnHWv2C1ZjPCdtggHSoJsVNxTfFNnKV5c3Tfe2S68AgRwevQhRrtU24bmlm RKYNjua1q12YvU77M4nG/Db7w5tqFeHObcI2GCAdqklxU0G22ScPSvsrJefDIEcHb4o6CHVq zxfJtMHRvI62Sx8/HLyOHCNZQ6RDNSluqiTV8HjhdPna7q+UXAcGOToIN8SPC/W9aVJ7Tkim DY7mNZDz5pdj6fzCM+GItCFZQ6RDNSluqiRVZrbfw+E3TiL7RCsg2wGO5jWQ8yLbcE5Jqg1p yzGSNUQ6VJPitvTns8vHwU63y9f63HoxMC3Q311uf5RIiM/2+kV7b1N43ECmLY7m1dFuEmn2 ya8sL/35bEvayNaYPtlOlc1ig4B3fhyMgWlDNlCU2ctyznpfj2hlYG4HYLxObQYEdY7l1dGu cp1NXtksNgi4FOqEnE+yhkiHalJUKwg31p5ntbGkHdgQB1Ws9YAT8sEbHx/oFcfdMnNaV3n2 I8g50GZ/XgutdlGk61IdmpyXXSdhPi9sgwHSoZoUn1VyP/AFmfoE2RqDbGEUMvUJsjUG2cIo ZOoTZGsMsoVRyNQnyNYYZAujkKlPkK0xyBZGIVOfIFtjkC2MQqY+QbbGIFsYhUx9gmyNmTuU oihKq+AJMEA6VJuBPqvkfuALMvUJsjUG2cIoZOoTZGsMsoVRyNQnyNYYZAujkKlPkK0xyBZG IVOfIFtjkC2MQqY+QbbGIFsYhUx9gmyN6ZJtWINs7nytdqzWIOdDm+YXRqvkXw6+aRe+1X99 fFPhG6fTez9K/xJxOQZtjmXa1y7LTPn28J5z1sznhG0wQDpUk2Jf7V8aR+4HdZZBUV9CJUdZ ryp8M397UG+XSMnu34BM2xzLtK/dZnHHmZDnas2xnnNSkK0xI7JlwcdnMLA4YLbyX7rwn046 oJGtNQOZNtttf1FGthn2nJODbI05LNv4aIEFH20pzHj2CnChQ7bx0cJqICJbY45m2tWuJtIe IZdlj2yNOSrb63kKYuesVoqB2aC0ln9pf4UeaeYvL2M72f+o2stdOQ4Vjmba2W7JcKr7ifmM uOeclPn8sA0GSIdqUqzWwVmtlNwPKhwdmHfCIJJ8Go8PJqtms1qVcO/SeWTa4GimO9qlvyC1 X44956yZzwvbYIB0qCbFWh2d1UrJ/aDC0YGpUXgZGtFmtSW2zwm3kGmDo5l2tttkE3+BSq0a 9pyTMh8P22CAdKgmxWINzGql5H5Q4ejALFCUZO+sNlB7JEGmDY5m2tOu8At1yX3HOQpyjGQN kQ7VpFiqkVmtlNwPKhQGRs/zV41lQOXtSvtLINsBjmba0W7ZVoS5attzjoa0IVlDpEM1Kao1 OKuVYmC26Pm4j8I0cLJPfsVrpc9uwyDrndUWrxMg0xYHM+1pF2a5mTDXs9+ecxTkGMkaIh2q SVGr0VmtlNwP6mQzHmUGEmcr932Vc9LBVJ/VyseEtseKM6MAmbY5lOlEu10Q8iaz8FGv+y/H nnNy5M9CsoZIh2pSzOp6Xjp/YFYrxcDsIw68WOsBKGgDM85U1pUJMp5TMufEIuN1beWbIudA m0OZTrTaCVlmSr4956yZzwnbYIB0qCbFZ5XcD3xBpj5BtsYgWxiFTH2CbI1BtjAKmfoE2RqD bGEUMvUJsjUG2cIoZOoTZGsMsoVRyNQnyNYYZAujkKlPkK0xyBZGIVOfIFtj5g6lKIrSKngC DJAO1Wagzyq5H/iCTH2CbI1BtjAKmfoE2RqDbGEUMvUJsjUG2cIoZOoTZGsMsoVRyNQnyNYY ZAujkKlPkK0xyBZGIVOfIFtj9sj263JaAojFUuZvT88XT6ekbR6lf4m4HAMbjuT1QF9GZ0Py BfO1U+dzwjYYIB2qSTGtfEmc6+0sYZwut6/k3FrJ/eA1LAO3tqSKTtauAZnacDSvO41VODZr l3WAbI3pk20QazKTXWa6+9YkY2C+iqOLDCLb7+F4XulsVZPtkmm/aIX5WmEbDJAO1aS4rZps z7fral+r5H7wAgqzoh6RIttvYCCvB2ERx0y2HY8XFJCtMX2yjY8R1sL9ul1O6//uKwbmiwiz nWx8lfavWAZ4yDtU7aWsHIdBBvJ6UJBtEPnH5/L/MdPayrrCfE7YBgOkQzUpapW+QXa6fKnn 1UrawQswGbyB0KY0MyJTA54p25jfRq4sZf5ypEM1Kaa1zGzDI4Ovy+0kQUgxs31PTAbvg9qz QzI14AWy3XttOUayhkiHalLcVJBrOpONjxbO19W5jZLz4QWYDN4HtWeHZGqASV47Zdv4tIO0 IVlDpEM1Ka4rPj7IpFqQcK3kOvACTN5weYBsn8wz3yArSbUhcjlGsoZIh2pS3NT1PJ+XSTXs Z2b7jgx8lCgjXKvwfI9MLbDIqyDbuD/JryVyyZVkDZEO1aS4rfDJA/5Rw48iG0zKDGc5Z71P BuZ2AMZzajMgGOdYXmtKsp3IZrGVcwNyPskaIh2qSVGr+8e/Yu18c0xK2sHriIMzVjpItcG7 zKbWVX8ZK+eADUfyiiLNKn0lkpynC/vBfF7YBgOkQzUpPqvkfuALMvUJsjUG2cIoZOoTZGsM soVRyNQnyNYYZAujkKlPkK0xyBZGIVOfIFtjkC2MQqY+QbbGIFsYhUx9gmyNQbYwCpn6BNka M3coRVGUVsETYIB0qDYDfVbJ/cAXZOoTZGsMsoVRyNQnyNYYZAujkKlPkK0xyBZGIVOfIFtj kC2MQqY+QbbGIFsYhUx9gmyNQbYwCpn6BNkas0e26VLme5bDiSXtoE3rS6SrJF8Svf0y/vAN /cXj+b0fpX+JuByDNscyNc6r+rOxZT4nbIMB0qGaFNPaLGU+VXERyEZJG6izDJ768igl6mtW 5WuJxYG6HnTZ/RuQaZtjmdrmtXf9ObkPyRoiHapJcVPqKrphXTLWIDPm+MJ/y6CrnTNd+zM9 WhrQyNaOo5na5dX+2chBtsb0yHaZxa4Xe6zvrxUDs0FhxtMeUPqAboNsn87hTDWO5HXsZwPZ GjMiW5YyfwLZKqiB0v5IGNAfn8v/y7lzrQalSmi3HojL4F1dY6ray105DhWOZqpxJK+DPxvz OWEbDJAO1aS4qZJUka09RwdmOL4dQOHNlcqgigO1OuDjtQsnyTGocDRThUN5HfzZmNuEbTBA OlST4rbC89nVG2SPfcjWlKMD80g7dRDq1J4vyjWgwtFMU47mdfD+873CNhggHapJMa+HXJc6 3c5nntmac3Rglo4XnhdODcJHivreNKk9FyTTBkcz3TCQ1+6fjQVpQ7KGSIdqUuyp+eNgfBrB lsIAqMlupjRw1IG2b+AKyHaAo5neGcxr18/GAzlGsoZIh2pSbNf1dp7abj8O1i4GZgv9neP2 x4T0Z3D5gA7X3zFw720KL1/JtMXRTAWLvHp/NrYgW2OOyXYR7Z/zVTlWLwZmm2wQKDOT5Zxk tpLNVMIgu+/oGbjSZjsA471qMyCocyxTw7yaPxs5cj7JGiIdqkkxLYt/qislbaFNHDCx0peA +cAMhEGltwsDrFBx3C0zrnWVZz+CnANt9mdqnFf1ZyNnPi9sgwHSoZoUn1VyP/AFmfoE2RqD bGEUMvUJsjUG2cIoZOoTZGsMsoVRyNQnyNYYZAujkKlPkK0xyBZGIVOfIFtjkC2MQqY+QbbG IFsYhUx9gmyNmTuUoihKq+AJMEA6VJuBPqvkfuALMvUJsjUG2cIoZOoTZGsMsoVRyNQnyNYY ZAujkKlPkK0xyBZGIVOfIFtjkC2MQqY+QbbGIFsYhUx9gmyNacs2LPRYWJUh/VLx1jI5cg7Y 0Poy6oywOsC6zabCt1Gn132U/qXUcgza7M5rJv8C8U27zkyb11GYzwvbYIB0qCbFe13PS6cr sl1Eu1pd9+tyO03n1oQr14JxloFbX2aln+0SKdm1G5Bpm2N5KWuXhdUW2jmvMz12nXnch20w QDpUk+JdsrEy2eoz3nnF3T/n23W1b11yLRhFGTwTfQsI5qQiQLbWHM1raveZHg3XKiy+Gdlm eOw687gP22CAdKgmxUcVFncszGKz2W5SDEwDCrOivZKciS9DVyJAtsZY5tUjWyXTHGT7cg7L Nsx8s4UfS/tDMTANyFZKDZT2V1hmV9sBv0hA9j+q9XITKhjm1SNoLdOUnuvM2YdtMEA6VJPi o5Dt22E1eLtmQBPhuqXzyLTBcF5hFioZNB4f1DPdcZ2J+bywDQZIh2pSfBSyfTuMZNszA4rU ni+SaQOjvGYKjyQi3Zk2riPIn41kDZEO1aT4KGT7dlgM3t5ZbaD2spNMG1jKdqL4i29nprVf oIL82UjWEOlQTYqP4g2yt6MwK9nzhsueWa2AbAcwyGtNKbu9mbbOR7bGHJYtH/36RsKzt2QG 05qp3Nk5A7rfr/Ccj0xbHMxryin7xFYpi1qme66zAtkac1y2/KOG7ySbFSmzp+WcfEZVn9HI h+G3x+J1Sm4m0zaH8qqck2ZRzXTHddbIcZI1RDpUk2J89prV6XL7Wp3HP9f9PuKAiZVKNRu8 QnhOWJvVLgN3XSUxL8g50GYor1Vl0XVk2nWdhPm8sA0GSIdqUnxWyf3AF2TqE2RrDLKFUcjU J8jWGGQLo5CpT5CtMcgWRiFTnyBbY5AtjEKmPkG2xiBbGIVMfYJsjUG2MAqZ+gTZGoNsYRQy 9QmyNWbuUIqiKK2CJ8AA6VBtBvqskvuBL8jUJ8jWGGQLo5CpT5CtMcgWRiFTnyBbY5AtjEKm PkG2xiBbGIVMfYJsjUG2MAqZ+gTZGoNsYRQy9QmyNaYtW335m231nLMUA7OP1hdNl0jbbb5Q Onxj/+b4usK52TXupX+JuBwDf8yZh20wQDpUk+K94ooNNZH2nBOKgdlmkV19CRWNfGkUWeJm 2ldZZ2ohnLeRbX11hjVk6pN5TIdtMEA6VJNitiyOJtKec5KS86DG0cUct8KM9IgzPQfZgjCP 6bANBkiHalJ8VHnBx0f1nLMUA7NBYRbbFmBNtvUVXOdHC6t2yBYEZGsMsn0zwsJ8iTPL+1fc F2q8n6TPktdoq7Iusg3XClV7hCHHwR9z9mEbDJAO1aT4KGT7UgZkK6SirD7nVWa1KnFl1sJ5 cgz8MWcetsEA6VBNio9Cti9leGYbHhmsP3lQaKTNakvUnhmTqU/mn52wDQZIh2pSfBSyfSlH ZVt41hsfLWTteme1gdpzXDL1ieRKsoZIh2pSfBSyfSkFabbetIqPD0pS1SXc/yYYsv19IFtj kO27cfCjX2Hmmz2j1WbEO2e19z9T4fO6ZOoTyZVkDZEO1aT4KGT7arJZpDI7jTPZx74gxM3s U/9HDfVZrbTZHivOmgNk+j7kPxf9+1LkOMkaIh2qSTH7BwuxTpfb155zkpLj0CYOhljpoCgN lviM9l6pIcNMtzarza5RFPOCnAPvAbJ9Y6RDNSk+q+R+4Asy9QmyNQbZwihk6hNkawyyhVHI 1CfI1hhkC6OQqU+QrTHIFkYhU58gW2OQLYxCpj5BtsYgWxiFTH2CbI1BtjAKmfoE2RozdyhF UVRSsx/m/wUAgCdyu/0fY2Pl0SVu3HYAAAAASUVORK5CYII=</item> <item item-id="44">iVBORw0KGgoAAAANSUhEUgAAAJgAAAA1CAYAAAC9QCIRAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPaSURBVHhe7ZrplaswDEZTFwWlnlRD MymGZ9mykWSZJSDmx/vuOcwBzCLk6wUyrwWAQCAYCAWCgVAgGAgFgoFQIBgwzMv79Vrec1r9 fpaprm8wv1/LKx1Hiz0WggFBkSuL8ilyedJISK7p823rr+mzlK0CBAMa2Wvt9mCitxsAwYDm jGAHhlAIBjSuYN/lM9V51rTQiPj9TLyt91sgGNA4gkl5yoT+nQbHBHowcBq3BytFhXNvmRAM aA4Klt8cIRg4zZ5geR8PmRAMnGZTMJ7s1x0QDJxj/dA6elusH1XTbF/tb9IZWDB5Ybv4r59j xh/f5E8KeREH6TJ6SxlfR7Nz3IFWFgbf23teQlaeF190+ROoHiwHpD711+8fRyVbRR0+ECe9 tQSB/NlhV5zMzv1EK/uLBMsK7mLIsfHrvves0eUPsSNYYkMIF9VjFEG7B8sPb6Sl837JgLqf w155GKlSx0H1eaGctNxHlz/HvmBs/2+CjVpOSYBOyNmhmLlFMI6ntfgbyI1o0HvmmJwGVvdF lz/IrmClm7eB1QrhRZ6TH4SSWuRqx9jKa8el9VQZvcBWTn3Pdry8DtPN9Ux5PCY/tOgA0z4r s3je6PIH6QWjZKjFBlqStwrByaySyQp3Kl+SRUg91zRIBt2/nEv3EJJv3KNccxW+yjaKwcMT VC1nLlbzk85rp/3Xgrk9mBDKC35U4TuC1XJ3+JXn5nuaSk5LPq+7nzc0bMTwEFnaGsReDqPL B3g5vrLka+a/jCdY2sstsARchDPBpy1qHX6Fbz3URquyCeviYsRxbmwHEvsI9Aw1iBzTxhwp urxtp3oNTswBwSg3JBgHl1uHrTAhCgferbucEKyTmumO8xK7FUPPvUMkk2JbTyuNVl5G5z66 /DkOD5FrUnWPlvfI8yIEq/eUsaUK63pMvp6S8QfBbodisJVLjaHtc/IQXf4QLFitmMHSRVYl 48U8SNlPPYk8TvdATdy66OyY69h99fgDx4llnOC+0VyCpW73bvnRyBx4sUWXP4HqwQC4GwgG rkPDMfeUtreGYOAaNB1o4y9PT8R4DMHAJb7zrHqsPO8TvRgEA/dCwyV6MBAFfUOUb6wQDNyH mo8VIBi4CfqW2H9HhGDgFua3+YmOgWDgMvTmqEbGNNGv2xAMGMq3LDOVGuL/Y8A6VEIwYDgn 2B4QDIQCwUAoEAwY5BBZ18W/XZ0cOyEYEPCP1VmqdV3/N7P/OWIEBAMa+R/Acp3I2xAMXGFX MLF9AAgGNBAMhALBQBxyYi+XNO+ai1xq0n8ACAZCgWAgFAgGQoFgIBQIBgJZln8pIlqaLZkj KgAAAABJRU5ErkJggg==</item> <item item-id="45">iVBORw0KGgoAAAANSUhEUgAAAP8AAAA1CAYAAACOez0YAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAcPSURBVHhe7Z0NduMqDEa7riwo6/Fq spksJg8hBEIITBKb16m/ew5zCjY/trmASdr5eQEALgnkB+CiQH4ALgrkB+CiQH4ALgrkB2/x 3G6vn5+fbrhtz3TmUTxe91Du/fF8bbez63J4bq9brD/F/xCQH7wFyZ9FiGLcXtnBx/1gIVl8 El3q5MHnHo4sIFyPDDSQH1ye57YV8az8rzA7bzOW8Cw+JZSZeaP8ty2UsAjM/AA4NPLPIkv5 FB0B+U8D8oPPGcpv3tGzsGUpz4GX8M1eQrH9A/l7dTPduhKPuzqWAuQHQNOVn+Ur7/9JRpHQ zqa2nPiuneJvyz9Td6euGFXnShzyA2DoyR+FMptyWmIjtKbMuh/Kv1e3wq/LXM+grf86kB98 jidLgJfVdkeel/txRnaEkqV4TPti5t+tO9Cry80L+QFw6MjPQllh1CafFcrO1p/I/9j4/L26 R3XpnwXID4BDT/6gJm+4FckqaT2hVTlV3D3Xm9klbVz3sK5YTp3X1v+XgPzgI1gaeWf2vm0n EqZQzdb6GIkm0nG43e9RuJx3JlR2juru18VF1Md1+GsDQJK/f8HNMmgXLmt0o/RHKfIOOPXd EADAYVQzv14eMTKCzg4AZRDpyW8/SpEZ5K+NqgD8dnbkD6R3nnZZ16F6R+LBo4jdWRVUM7/N AwA4g335k7CfyW9ll5WE3bDR7L82nM9MOwH4t9mVn5fldtkvcqSg82T5yysAhyRS+iiGQjug OHma8kTIug26LHmVyGXspANwRVr5sxw9SVi6IluSUAYAPfNXqwBFSpc6quM6jxoo6nZQnWpA snWqwSj/FlovfQK9QemG5gIB+P1MzvxKdvslCcLK5/3s4a0CbB6vjGpQKCGWkc5vhOylL8Jr LwLC/xVin4z/Jjz5Q2paXrPwPBjY1QAvybV80bFG3FBW85leXX6TpykjQPI37VSI6BR0xl46 ABdkQn5yjYRJy+w069buqE06LWsjLoluB46AXk3YPE0ZAX3+CLetgV56Byz7wV9ketlfOriZ qSlF59uVv86b0+SkGfklj25rEFpWHnpxQeIO0wG4KEl+u8tuQm1eQCROIUuoy6GVgj6PhA/x aKCpryrflK1C3YxOGWmwmE53kTZMrC4A6EATzLCb0Qp0eMK5VDM/AOAgJsXeHSBOBPIDcDi0 cpz8SjytSJ19tsNI+1sxmHogPwAHE/fAvOk8vnq2g8Jp+09UX25Hek1W7YL8ABwKSebsFeUZ 2FsRdPJ8yfNBu2wFu6EP+QE4kPEsTpL7rwPd1cKRmH0IyA/AUey+v/flHx87Bru5CPkBOAqa Wb+S/8Sd/+r9n4H8ABzI71z206cP7Z4C5AfgUEjw3uZdT/5Rnu953P0BB/IDcDA0i/uzvy// aR/1Bagt1YIivJpIHPIvgx58+rKF+byVMccP++KHKbcKvffPHlzWd6vTFe0Z1RHCdxcwQe9L PtQuk/7Wl3zeu/80qLTXX1YYkH855XcXvIfYjNQHEd8pq04m7ZgVrgh1RPtWtCfWYZbTnEb5 zltmR8zHaqHi6ndL5JDdgR/znvx7QP7lhE5+D0uvTkdfJ38gdcjpJWc6n9vHsn7a1hXt8eSP yBdupmbcz69zV2w7QCwG8i+H5KdOJzNXOzOd0R9c2VIbPpPtu1loRXu68gd4STyzyvjuOn8z kH85Ij/9yJ1Xj/5ZfpmdpOO5ceq8PDPFY/GAjTOebCyHFUDlp6DzZNlYiHxOEozLq9N6rGuP 3w5pq9yiuu0h8E2euM4Q1H0+Fz0Qyc/+854B8i8nPCyRn2KpI8lsR/H8DKuZTcW3NGjEkGTJ g4OOF5GaDhuDFYM7Upl5U8cS4XR7vLYpMff+QOrp7QlwHb78cr9i2TGvGnT0vfOus3fuqZSB qB7sUt0ftAPyL6eWn5BdWepgU/JTfHQsx0tniCK4M62SK3YgI0uvzk79s7PP6e0JcHm+/FKX bW7ZIU/3zilXaM49m9H1xjjk/+W08se0uHS7v7bQKesHah/w6OH3455sITXXy0V6svAsU2bI Tv1ESotC6AOSrtJWtMfPz9h3fj435R/N/IHuuUdj79voep127gH5l+PJH5AHPXqg7zx8E/dl MxLEjqzKiMi7ZfhxVL/GLadmRXu68qdys1Qxrs6L8Y78o3PPZnS9zvXvAfmXEzqv0+kjqVOW B6hmuUA14+w9fBP3ZJPyyoxcz7wxRefTZTr1vfMHUk9vT4DLq+XPddgylcBV3JQ7PPdsRtfr XP8ekH8hpeNx8B4UnaPTy3tlkKnz/9bXG4BtfBiaRohwKWRBeSDidOrs+rwgUup8OV+3F+py nHBIe8ahHZTqNtX/Z7+5zuG5qbhT6N23cO0Pfe/nByLID8BFgfwAXBTID8BFgfwAXBTID8Al eb3+AxjvIa3X8hxfAAAAAElFTkSuQmCC</item> <item item-id="46">iVBORw0KGgoAAAANSUhEUgAAALoAAAAtCAYAAAAZbXEKAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAXFSURBVHhe7ZqLkesqDEBTlwtyPa4m zaQYXwES6Ae2N/Fm76Azw5sbDALig4yz77EHwQSE6MEUhOjBFITowRSE6MEUhOjT8dzXx2N/ uGXZtxc2O0WJtT7xI+O5qtiskby2QpR+HMlBu9e2L53rIfqkvLZlfyzb3rx+7duSxDsre9sw R+ItTsAke6s/I/rBeM8VN06IHjCs6MBATBeRQctGMZJlAdXmSf3GVvsMMnZmcD1EnxRXdMya PxO9l5XxSVHHSp+vHpGQED24iid6rjNHFzrSYOF9qljtWFFKOnczuICQ4e1G0ptEjlnbOyKb dwF1nQjRJ6VIrSVRgqJwTUyVnbl4g2yayEJCJl/MGPrsrTL+YIwSs208kt6bQ4g+Kf2MzsTO 5+tBdr4gOl13j0W8L3up5CX3M+M5Z3+6rgjRJ8UTHWrxyFDkLuL7GdgXbyA69nOv875JdDMv hLVz5xaiBxpf9ORZEh0zJWZXKQ4T9i7RzeZCTLvI6MEBnuglS4Lo1RSZ4XMN73eH6DQmnxtI bZ4gGE9sihA9aJAgnWIsIdmxVAF5nJRZeTuZkesGoiLG0HF0HbU/0Y4VvQwUXS3GFPWI+Da4 c/kcvV2c4D8/pTb8M2WJrdPXQ8cL/g9kRvfOPcBrW/+M6OIMSZD4yrzUlt7yq6DskUiZ5qyw Jp569Ad/l1Oiv095YrybAYuYnfmh7CQiLCY/1tqY+jNyOqN3+rt8Zr3B5zgQHW7Yled6lyuS 9MDzWDeL0vELz4cofhtTXb+KiTfi3fW+OdfAcCA63DB1t8YvFnSD+DUUtBa6eaotF7hKRX2h j8nYFsr466rmSGvK6yt1vTje+kxd/Y7kGkpMvd5lX2obWjtbV/4c3I0jOt0ULFzkLBvbCGJj lJtem/NrnezaZENhkuxiDkwErD8WHcfpZWCspzHE9dH63DWwtvy621aO9YTNOFiKoL5f9IpY ROBxOaMT7cvH9qlv71ihb3weR2WzoSgA1p3J6LmJF4ODGycVL6ZZn7sGatNKjuWNLb4f+F67 R7B78OY6S8nrz/8l8s3jokMmUmd0kTVZ+1x/UvQSQz+2y+O8Kwpe744BFDkxrolh15Lr8rGi zaW3PhNPiKtw58+yOvSV14K7ORBdka/r4wS219c4niRGhCJyrnNFSdUsY2uwT83OJkYSzZkf n/dofe4aTq4XKckAJPfmMSCOLu9zSXQtmvyMGZd/6XDD13TRlS7dpHbDiwSYITuiJMpNV3PE 9vZ9YjxmrcNGw/X14vGsDt9f/4mUcL6j4FdA0UkCVtybgTcKy7LCjcV/l+byepOAxyfR1Ji1 rYzhTyNtSNZXi6+v5yAwXj66qDmKAfrrE6X26cXy1ls498c36n8t8wd9ZEYPbgY2Ru9cH9xK iP6LpKOQ+4QKbidE/wXKWZ8fbb6BOmaJoo5+h5RYo+XwF2h6b/nIH9l/SIg+GeKlP0PvA2dl bxumJ3qWnI1BG/2b+zxEnwwrOoC/EtWfZo8QvyqVjdIk7mR7kdF1n/sJ0SfDFR3l/JnoWuwz vxgdH30+TYg+GZ7o5Wihjy4kLBbep4rejjGloNzs5127eZw+Jh5tEjkHHouOQzXGQX2IPhlS BCtEoQjWxELhSHae0UV2Z2A9jSGu8z7ibx58HmlMtvn0mGzjvbat9OvVAyH6ZPQzOhM7y6fk 16J5//bwsrvu48XQf/TDkmNge/MrVq8eCNEnwxMdavGIUOQu4ussX44VXLTsk5EUYh39z3O6 j4kBJNHNPBkkdSq8Y6c+RJ8MX/TkVZIDjwqYTYV4KHqu42IaSZPUepMA/Cmh+5gYAG8/wp0r oOpD9MkYHV1aBlQZONXwfoeiy761jhqdEZ368LmCvPRE4Q+NtEmH9UCIPg361w5VpGUACYul CsfjpCcAb5fkhs/ZNjWeiK9isyKn0YmBG+N0PRCiB1MQogdTEKIHUxCiB1MQogcTsO//AGQk qVf2S9C1AAAAAElFTkSuQmCC</item> <item item-id="47">iVBORw0KGgoAAAANSUhEUgAAAA8AAAAcCAYAAAC+lOV/AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAzSURBVDhPY/hPARjVTCIY1QwEDAwM KBgfGNUMBAOnmRRAkmZ0V41qJgAo0owOhqTm//8B4BruWDHrkTYAAAAASUVORK5CYII=</item> <item item-id="48" content-encoding="gzip">H4sIAAAAAAAA/+xYTWwbRRR+68SOHZI4bkPSpAk1qYE0sIl3vWuvowjFP7GERAk4bThQFTn2 0m61tlNnK5pbxKmHIlVC4gwCwQEuSBw4FlRVAiQaxJFLe+i5Qpw4NOabmbWzjiIof0LgPOvN zPv5dmbX783O2wEiksCr4H4+9qHtdRqmeZwYqeBgtbyyfsksO1xDRfAiQEs9auAbou1e9ZOv IPnVUXTbAfX6l+j61MEl7h105ZB6fwNeQepXtYdQhB5TfWGiCmYNBbNUJ5scylMJbYlogBs/ h9EnSXF2nUG+zlCpVqs7+ZJT8vGrj/A1c4tZcyxnq2i+ISxHwTFdTyh6MpuUlbyiypqqFmSj kEjLmUxcN1IpLZHPqLF0NpnIxwsFWTGMuKwZWl42FMWQ9YyW0zK5gqbphVjcJfmApkWvYsq+ 8Vdogc5RDndhU5k2MX6ZChi15DUyqYHnOkdXqQpNhaIKOpMMDFOkUBKjNMXBBkA6ZBOtiXEc nIacglzGSIeHgZaRdLSb7paGRLQFwyL4hmhYBGM4ovLYHCY6wmM5lFtbXb78gmNWJQ4cAAe8 ikEeLMw1aF4umheses3PDRpDV+ploevlunQ7RwKbFzey9atiNS+yZwFFsZ0kp8G+HqK7uNYP 6C/1EZ1F/2FA2F9zE89HvhE+ONKeKeM4DWv9imOK9S2Aw+SlxxemO+TRVq6NiVwbPSZybYzG Ra4dmxC5Nn5grh0XuTa+l2uTI90VTd11tzSlvnsLUTH2hMoCa2kKqhN8uD3VEVdRHugDSKBc vbpeZykjDMNs+VDvaViALmK3LiPE7yHkz0O+hvhtNpk3XFdsM2db2KM5BpZeNwHcFtidO5G7 7382cY/20fPUQ7vNEAU8OqmNFsvxufJuk80oqHlI/yl6CN718CF1FxXxYqrjlRSlZaqhb9DW /q3gN2mU/O2cZ3vBW6RL05EfI+9s0+Dabf+E13fnl/N27f53ErYruuluJDnMzuY1ebv5h+Zm hPOG5L2fR8Vdk37f51Hpz8z/d9JfmV8ch4jYf8LeDuwUxvb8w72gO8iPo/htHJOtqIiH/o7I aI+ZwM7sWfCk0E26XCGLR0/YRfe4GMuDZ+f/L8APmp0ResMzyWnUw1HwRewFNn5RHJZtuoBe 5fbZD97smwHboigg1p9brkZu/PyAvv340ys//YPXXmTKM9e/Vso7kY/epvdid/zft05DwX3P 6qDnRxLLMV7lk6if8bLt4H+L+CqfFAfRYeL/NC+MVs2GVbJfz1ubG3Zp66V6xRT+Kxw0LQBD Qney9ZUhJiqfk0+Jyid2YOXztKh8YnuVzzOHlc//+G5pxv1qcEp8NZihWfHV4NSz4qvBLHuL PyciapaH4NIKSbJQzPBLzLWg8wI6FxfQeQZVhOd8G6p6oQkXoQlEgiF04ZBoI5IeY8pjZPKv AAAA//8DAIxA/SCuEwAA</item> <item item-id="49">iVBORw0KGgoAAAANSUhEUgAAANEAAAGKCAYAAACSBKRvAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABeKSURBVHhe7Z1dduK6EkZ7VHno0fCU qfCaeeS9h5EJ3EmcGXApLIF/SrJsyhW7vPda3zqnwUBi1Y5sgYs/NwB4CyTaAX/+/CG/ECuQ aAfIgP73339u8X69PQaJgoFE/kGiYCCRf5AoGEjkHyQKBhL5B4mCgUT+QaJgIJF/kCgYZ5Do 5/rxeN2cj+uPup1X5GewAol2gHdRe79eJ9DH7fqTbvu53j5+WSQkCkZsiX5u14/77HP5Htz+ fZEZ6XL77t3mGSQKRmiJCrPOZHZyDhIFI7RE35fH612+G293ChIFA4n8g0TBQCL/IFEwkMg/ SBSM0BKxsAAehJaIJW7wILZEvNkKDkSXSMLHfmBTvIva+/X2GCQKBhL5B4mCgUT+QaJgIJF/ kCgYSOQfJAoGEvkHiYKBRP5BomAgkX+QKBgyoMQ/ViDRDpAB1f5abhXLAjoqSBQMJPIHiYKB RP4gUTCQyB8kCgYS+YNEwUAif5AoGEjkDxIFY4lEFhe3WRbQfvh3++ztF8nnv3SXguU+QKId IAOqFfs4VpdZWxbQPvjf7evvXZy/X/f/S7d8/a2KhETBaJPIruFHSIm+xrZMxeqDRMFoksiw 9VQ8iTSQ6FQ0SWTYBPEUEv3v6/b3/nv+KRzPIVEwkMgezolOhgyoVuyDIFE7/z4fv2PpUE6w 3AdItANkQLViHwSJGslL3Z/3/yuDRMFokoiFhQbaBBKQKBhNErHEPUNajWsQSECiYLRJxJut ZZYJJCBRMFolkvCxH43pR3760Vbo5HYrkGgHyIBqxb5VLAvoqCBRMJDIHyQKBhL5g0TBQCJ/ kCgYSOQPEgUDifxBomAgkT9IFAwZUOIfK5BoB8iAajPGVrEsoKOCRMFAIn+QKBhI5A8SBQOJ /EGiYCCRP0gUDCTyB4mCgUT+IFEwlkukX+XamvgS5Yv0/t6+Cp1KkCgYiyVKzUmQSOffZ35D FYlOQ7NEWZ4cJJryaJf19/b5KX3nkOg0yIBqxV7O9+2CRFNS11O5HLxr3ohEpwGJLOj6LPxN 1iDRyUCid5k2r0eik4FE79EtJAzbZSHRyUCi93itxhWi9MyS261Aoh0gA6oVezlINAcz0clA InuQ6GQgkT1IdDKaJRq/2Zrzcb39aNsXIo+JDhKdDBlQrdi3yhkkmgOJgoFE/iBRMJDIHyQK BhL5g0TBQCJ/kCgYSOQPEgUDifxBomAgkT9IFAwZUOIfK5BoB8iAajPGVrEsoKOCRMFAIn+Q KBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mCgUT+IFEw2iVKV7T2cvnWtqvHsoB2x6MD6mv/KD1K HljuAyTaATKgWrEPk5rY965i/bl+PB67VCTLAtoTWuusEkgUjGaJruOeClOxWhJRou5y8DaB BCQKRptEWpCoI3VALR27KSBRMFZL9HO9fdwfu7TrTziJciP7r+6/8vs90msrPAaJgrFWIs6J EnkxYSBN1+C+JBISBWOVRLl91sJDOUlUiSZHc6Xb71juAyTaATKgWrGXk5e6L7dv9f56TiNR OszLX7fSB4mCsUyi9wSShJOoJAsz0Xlolyitxr0hkCScRIXzn1oXVCQKRptENgJJ4kl0ZzLr JLG0aegOEgWjTaLpR376WbJCJ9uHJImUo50LZSz3ARLtABlQrdi3imUBHRUkCgYS+YNEwUAi f5AoGEjkDxIFA4n8QaJgIJE/SBQMJPIHiYKBRP4gUTBkQIl/rECiHSADqs0YW8WygI4KEgUD ifxBomAgkT9IFAwk8geJgoFE/iBRMJDIHyQKBhL5g0TBaJdoemHex/VH2a4eywLaE93l4L39 U7iqVbDcB0i0A2RAtWIfJl0e3m/UmNpmLRXJsoD2QteHu99Pgb5zp6JZInpxF9D7KdCo5ES0 SaQFiTpqEulN7pEoGGsl6toIf9yuP/r9pcSTKB/O9UWqN7lHomAskyi3zrpnRQthSUSJhPHC At1+ToQMqFbss0nfCsHCQp6J0qFb6oj6kImZ6Bysluie74sUy7KGjuEkKrQRzod4mkdIFIz3 JVp2XhRNonwYN5GFhvbnoUmi+6HbddLllNW5B6nzKQ3tT0yrROPzH77kK5NW4niz9bw0SSTJ X+zVC1/B/+K5zJ1TWFQQLPcBEu0AGVCt2LeKZQEdFSQKBhL5g0TBQCJ/kCgYSOQPEgUDifxB omAgkT9IFAwk8geJgoFE/iBRMGRAiX+sQKIdIAOqzRhbxbKAjgoSBQOJ/EGiYCCRP0gUDCTy B4mCgUT+IFEwkMgfJAoGEvmDRMFYJ1FunXWmvnP1XnK0zDoxMqBasdfSNSg5mUSpZ4Im0aRl cKVJiYBEwVgs0eMy8Y/b5XKSDqhZnpxpWx91hhr0ohthuQ+QaAfIgGrFriY1LJHeCudrI6z3 3C7NOpPZqQcSBaNdou77iXLHHyRKlFpj0TLrPLRJNO0xh0QJJIIWibR2wUiUQCJol6iS/jfo zUS2PyZIBAVkQLVinwszUYKFBUCiVgoSscQNSNRKSSJl1uHN1nOBRDOkc5tJRs3q+djPiZEB 1Yp9q1gW0FFBomAgkT9IFAwk8geJgoFE/iBRMJDIHyQKBhL5g0TBQCJ/kCgYSOQPEgVDBpT4 xwok2gEyoNqMsVUsC+ioIFEwkMgfJAoGEvmDRMFAIn+QKBhI5A8SBQOJ/EGiN5CrHbVr7p/I tSvVDexBIn+QaC2NgsyKZkyrRN1FeNp7HssuzJPHHJNaL+501WsvtTG03AcnkkgGQG9aMUEu LR5dNbklMqBasY+z9krWcSwLyJV8hevEjiRXb8zyVa4lkZBoBY+dWtr5MjAjaWQ2ql1ebIm8 vlbs45xWovHl4do4fs2L1cdyH5xEIpnqp11f+qJMJdMfswUyoFqxj3P6mSgfspWmlwFIZIo+ q8iA9A/vxv/WxNqGZRKlv8YpuS/3ksjjjskCiVK3n9K2lvsgvkSl8xs5RBjc3v3lGu7zqVhb IAOqFftsHl+xci+UBd1PJWeQiHMiSyaydDx2siLRcMbqBq3lD987rJboHq1H91zCS5TPoQqH cgISLUQ7nGuRaG+Hc1rWnCfFlihtM3M+i0SLkR072qmzh3PKYzYCiVqZk6hNIAGJViCzymA2 epx49ne2DMDr/GePS9zTTL+zqCUxJUqrcY1/+DaQKBusZemJdfdc09+z9hr3VKdoC2QnD3+X 4hL3Lt9slW/JG844ebVOvnpyuG098phjUpJomUCC5T4YPFPpPKFdpJcoJScerzH6Zbvblu2E Vcgh3OAHy7/fPb3fW+Ta3Oke8vpasY8z/Y6ide8ZyWMPRV4oGOc5ZvU/0NpYyu1WzEh0J623 Nx/apO27H7wr0v4voUn0oGFF5cX0eVuZFWQi2vbI760V+1axLKCj4itRsnydRN1jmyS6IwXe NutNn/fIIJE/rhJ1RT8u7N5hkKT/mKdE4ym2E6cmUXffS47872ced9Set3f7gQyTn1cr9q0i r3d2LPfBVKJchM+MC74T6DUzJaGySP2ZaDArddQkyod0j+d+PLYn7+O+9O/x89a2daCbQSuZ EVq20Yp9q8jrnR3LfTCVSJ2JetI8CnQkQUmccbHfqUmUX2tcc68iLUjUY7LtAZCfVyv2rSKv d3Ys98GsRPdb06Fb/7BpLEHvvOkNicbnRAOpajPRneK2BwCJ/HGWaFTcjwIdFvD9xteJ/lqJ 0vM+D33GM15Notq2DnA4dzws98GsRPkv/KsQhjPT45b+41ZI9HyN8XP2RBj8e/S81W0PABL5 s4FE4xWvUSZ/SUurc/3nkSIebVfJdAl9+DP9/fx8iCP///mv/7wiXm3b9HQ7Jv/cxDdW8Cdp B8iAajPGVrEsoKOCRMFAIn+QKBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mCgUT+IFEwFkuUW2Wl HOnK1tcb612m7w9qTN/HHL//N37eV/Q33eU+K5BoB8iAasWuZU2LrHEsC2gJk0+SpE+e1EVK b6z3PkmThZl+Eqb9UypIFIxWibqeCu8JJPkdiZIMoymk+9zh8GNgQ+6Pa+izjUQnp02i1Nln YbdTLb8iUWHWWVr8HUgEI5ok+rnePu7bXa7df+UxjyxslyX5FYnSp/Qnn2Us3V4jCdmf1fIh Xj+1w0S53wok2gEyoFqxD5IXEwbSSBut8W3zsSygZgwlysJUH5Oet3QZiuU+QKIdIAOqFfsg SaLJSlzp9kosC6gZK4myHL1DuRK18y3LfYBEO0AGVCv2QUqypMO8JV+xYllAzZhIlJe6awsR L2rnSZb7AIl2gAyoVuyDlGQ5ykz09sLCMoEEJDoRTRIVzn+O09B+7RK3kB67QKDnYwqHfUgU jDaJ7pnMOkmsg3zJ12RmUGanvGjwuq1FIJmlhjNOfp7SYaLlPkCiHSADqhW7miRSztG+bjIX d45+eNe/ffqRn36yJNNmMfVDRNnGCiTaATKgWrFvFcsCOipIFAwk8geJgoFE/iBRMJDIHyQK BhL5g0TBQCJ/kCgYSOQPEgUDifxBomDIgBL/WIFEO0AGVJsxtoplAR0VJAoGEvmDRMFAIn+Q KBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mC0SRR6rEg26pZcHWrbL8Fcxfc6Uwvuhs8LveYKyVd lTd+7VfosXAKZEC1Ym/L8kvELQso0xVx/dLvKUrfhdT9Z17AJN9AovrVrH2QKBjvSLSPRiVr m5DcH9fQZ1tjLA0SnZzVEuVDvN9uVPJ2O6w+DRLlQ7yetEh0ctZK1H3NyrJZSGIukUljxo4W GboZbrhN9zi5/ZXaIaHcbwUS7QAZUK3Yq1k5C0ksC+jB2xKl2Ud+n7n2wMospJJeu7Sd5T5A oh0gA6oVey1rZyGJZQE9MJyJsiSlWUSbhUrUzsmQKBiLJXpjFpLsWqI7xeJvnYUStUNDJArG UonemYUk5hKZLiyUZ5sls5CARCdikURvzkISc4nyOc1ohqgdTj24yzdZ4S6tzi2chYrPk0Ci YCyR6N1ZSGIvkdT46K++MjvlFbTnbZVtxq7UZyF6cZ8eGVCt2CfJfbjfmIUklgXUJxdujn54 N7o9r6L1Min8vE1lFuok66d+2CfbWIFEO0AGVCv2rWJZQEcFiYKBRP4gUTCQyB8kCgYS+YNE wUAif5AoGEjkDxIFA4n8QaJgIJE/SBQMGVDiHyuQaAfIgGozxlaxLKCjgkTBQCJ/kCgYSOQP EgUDifxBomAgkT9IFAwk8geJgoFE/iBRMJZI1HU87b3fsYeWWcbMXdynMX7MK/RYOAUyoFqx jzO9NDz14f643n5G29ZiWUDWdDLULzPXmDxuBiQKRptEeuP6ffTitmJlw5M7SHRy3pfocvvu 3TaX3UpUmHVaBEGik9MmUT6c64v0c7t+TMWay24leqMJZCdR2j8ptUNAud8KJNoBMqBasWsZ Lyx8XH/U7WqxLCBT3pBowkyHIMt9gEQ7QAZUK/ZxupkoHbr1vzmPmUildi5luQ+QaAfIgGrF PkiSZjzz5EO8y3dv25lYFpApxhLVzpMs9wES7QAZUK3Y+8mHcRNZCnLVYllApryxsKCBRCei RaLc/XQiS7o9xEz0xhL3FHpxn4omifJKHG+2pm36t9GL+/S0SdTlucyds3BRQWJZQFuQBcjR D++Gt9OL++TIgGrFvlUsC+ioIFEwkMgfJAoGEvmDRMFAIn+QKBhI5A8SBQOJ/EGiYCCRP0gU DCTyB4mCIQNK/GMFEu0AGVBtxtgqlgV0VJAoGEjkDxIFA4n8QaJgIJE/SBQMJPIHiYKBRP4g UTCQyB8kCsYSicYts5ZcFp5jWUB95i6mq5JbXKUMr0iVK1df903vn772K/RYOAUyoFqxjzNo mXVPsXnJTCwLKNMVcf2y7hL1HgrTXglZmL5Ik9efAYmC0SSR2tUn9V349R4L7/bQrm1zf+6v 8b0lsZDotLRI1M0608b1pdtrMZdodasrXb55kAhGvCPRLlpmrW26mOT7/Or+K9s+Umhz9SQ9 ri9fJ1HvOe6pHUrK/VYg0Q6QAdWKfZCSLEeWKC8mDKRJiwgVkbIwxecV8nMXNpL7rECiHSAD qhX7MLnvXP9rVPJtx5Zo0eOyHHOz1R16cZ8IGVCt2Kd5SdPl43a57OCcyFqi4speXupu64Za O0+y3AdItANkQLVib8lj2fu3V+fWLiyUZFHlWiaQgEQnYr1EXRvhpd9RZC7R/cBq3RK3fv4z Lf70/AsEej6mcNiHRMFYJ5H+9ZMtsZdIKXxllum2Gc08k1knifW8oUUgecxwxsmvNTlUTFju AyTaATKgWrGPY/GRH4llAfXJhZujH96VD9/0x+XDOD1ZEnpxnxwZUK3Yt4plAR0VJAoGEvmD RMFAIn+QKBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mCgUT+IFEwZECJf6xAoh0gA6rNGFvFsoCO ChIFA4n8QaJgIJE/SBQMJPIHiYKBRP4gUTCQyB8kCgYS+YNEwZiXKDUoKVzFOr5Yb+5yccsC WsrchXsTco+5UtJVeePnfYUeC6dABlQr9mdSbzlNoklTR7Xd8DCWBbSErtDrl5C3M7yMfPLc MyBRMIoSZXlyJhLpM9S48f04lgXUztpmJjpjaZDo5MiAasX+SqEpSWHWmevP/SsSrW2rpZEP 8XpCItHJWS3RytbCvyJRqVFj6fYK3ew1FKaTSG5/pXaYKPdbgUQ7QAZUK/ZXkOiJMgup5A5C he0s9wES7QAZUK3YX0GijDYLlaidb1nuAyTaATKgWrG/gkQPWmehRO08yXIfINEOkAHViv0V FhaEJbOQgEQnYrVEZ1riXjgLPV+PXtznYL1E8d5szats4xmrPgvRi/v0FCVK5zaTjL5KJdLH flSJZlbahE6yfuqHfbKNFUi0A2RAtWLfKpYFdFSQKBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mC gUT+IFEwkMgfJAoGEvmDRMGQASX+sQKJdoAMqDZjbBXLAjoqSBQMJPIHiYKBRP4gUTCQyB8k CgYS+YNEwUAif5AoGEjkDxIFY16iei/uLi3bdNlKorkL7kqMHze4+C5fFl5K2nbyHM/QY+EU yIBqxf5MvsK1JkjLNimWBZTpirh+6bfG9LLv1GO70BvhBb24oUdRovHl4ZogLduMItvZsrYJ yVCETIsQ422Q6OTIgGrF/kq5UckrLdt0MZdodTusmkQV+ZTOP0h0cg4v0RuNGZ8NRp4b6bNa H63zTydReq6U2qGk3G8FEu0AGVCt2F+JK5EwFqB6HqXMQiozHYLkPiuQaAfIgGrF/kr0mSgd uvVX4goP0mahErVzMst9gEQ7QAZUK/ZXgkpUOJfKh3iTx7XOQonaeZLlPkCiHSADqhX7KzuX qCDD3Ml+PowryaLL1b54gEQn4vASrV3iTjPV5BxIm8EWzkLPn4le3Ofg+BIpf/WV2STPPK/b UqEPZgv9zdb6LCSPGd5XnOUSSBSMokQtvbhbthlF7t+CXLg5+uFd6TCtl3Hlp5mpNgtNnqMo XIdsYwUS7QAZUK3Yt4plAR0VJAoGEvmDRMFAIn+QKBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mC gUT+IFEwZECJf6xAoh0gA6rNGFvFsoCOChIFA4n8QaJgIJE/SBQMJPIHiYKBRP4gUTCQyB8k CgYS+YNEwZiXqNZnO13R2svle7zNMJYFtD/m+9YJlvsAiXaADKhW7M8U+2wnuXpXsf5cP2ZF Ci1Rw1WwguU+QKIdIAOqFft8n+27RNd5scaxLKDdkOXJQaJzIQOqFfsr7U1ITivRE72/9xgk CoapRD/X28fMtkiEROGwlOj050RIdE7MJMrnUJVDOQkSIVE4bCRK2/y53L7V+19BIiQKx/sS tQskQSIkCsd7EqXVuEaBJEiEROFYL9FygSRIhEThKEo022c7H8bpKa3QyX3hGL/ZmsO3QpwD GVCt2LeKZQEdFSQKBhL5g0TBQCJ/kCgYSOQPEgUDifxBomAgkT9IFAwk8geJgoFE/iBRMGRA iW8sQSKAt7jd/g/7ACoTPTPAvQAAAABJRU5ErkJggg==</item> <item item-id="50" content-encoding="gzip">H4sIAAAAAAAA/+xYTWwbRRR+68SJE/Ln/EF+Sk0wFNJs4x3v2muTFK//BBJJIIFwsQSOvU1c /JM6G9FcUMSphyBVQuIMUgUHegCJA0dACAmQaDlzSZF6rhBHIObNvPWyiRIIf0K0edabn/dm 5psZvzfzZrsAQEJeQu4UZQ+mrVbdNMeAE0P2VQoLKxfNgiUksIg8g50SLaztK4DtVvb+Z1jz smHMttvYzqeYtbPuhGjts+sd7DYKEj7oZJ5egGsdAPd1JqEGZbAQ3oI6mLCBP5SLKXXkq9Wa lc5beY8YaFBMT2jMqlWythbNC6QZQA4qUU01wllNVrMsLauazmQjk4zIMcOIsFBSyRipTDAc ScUURQnLGotgIz2jyHo6qslGSk9mddVIskgsGLJJPiRp0s7put8bfgHikMP9MOECMl9AFQpi GTmYw7wAa5BHWQlLeVxoBsurWKuijrcviXoODtuGc3AZKtivKJYoDQQ1LaxoEVyRklaYrDKW lfVsOCYbRkjTo1E1nDZYMJaMhNOhbFZWdD2EC1TTsq4ouqwZako1UllV1bLHWuCLCNo+8pxY YEpMviCW9Sxk7cXw+rJYBnNNNqCIHdCxGAUFIliKQQhZx04a1k1MTSyHkGNYj2K9gCUNW+iY CuoiW/J1k2l1QQ+ZWncvE5bXA9AnLLUjtbyUufS0ZVYk6ojc5hZ0I/tFU595adFcLdWqXqFQ ee9irUCyViGLOR7QtrG2nqxdptk8w/cCBYuOC8zxJthnF8dqYH6xHWAe82ttpM/ZbuUBT78o 9DtIhmXVSyublknziyP3gpsG4hP76oNNTxoiTxocJk8agvvJk4aP9qQHBtFwTjzjLvKMEfbW 52gEQ6OMm01iBEVjrP0nFI2MC3Mo4rnd2lKGFdx5OMW8P6Nq7EFSnQJo8fCthdNC8BEKPJLE 3OYm0RnbO79ZMeulQr6crdUrecsnlE8hF/HPKUGLbbf80mixuwrHAccPAQJC1IU+mqpVVmrc K0ndx/cQxb9J+FgzOFgOvegWetVrWL+CE2k0eGtsulA2U+USnvyiD2q8to/ZKfa9ecO/+86H o7fgAJ3HGe41Oppzc/pIzUofzZ3X9xockahxQv8r+gV5z8UndG/RIl4WNbwoAuI64RfG1sGj 4HdpGM+U5lj8LHgdNGnC/53/zW3oXv7CO+puu779crl6+xuJn32f2AdJCtE5rinSjT+Fzakf D2P3eo7b74r0x22OS38F/5+kv4NPERfdRzyg4zcEP/NPzoJ7g7wY7b+CcUApQPbQuc8ynDKv 8GfBCvI4ycZtLh4R2ZRc/Xlo8zHyncZ+C73qApnDgDWAvIZnQRl/AUhjuoo5xVrff/Bq+y5y md4dwPNcpuK/+uMd+Pq965s//Itjz3Dh8ztfKoWb/nffgLeDN7zfNqMh34G9Omz/QOI+Jj4T AL3K8bLdx/8ViVk+JALj7R5wQtn+JQxk8+WX0qWN9XJ+a75WNKn9gug0QeFz18MUI0+4wucg hc8Tj5Aq6ITPj1L4HNwXPp9pfuF4jN5lZ45+lz1+8i67y95lk/YXi7P0xWISpuiLxVmZvlhM 8VfGObLNKWGbiQWQpsn2JkNkYNMu21PI9qYZqRTH9sJke4rb9tQmqkaoaoRQNY4aJVTNQdVt 1BgNrbtQ44SqP0GquIM6Q6hxN+qsDXaewGY52JMENuuAJRIubcJwqbngVwAAAP//AwAwVmQg gBQAAA==</item> <item item-id="51">iVBORw0KGgoAAAANSUhEUgAAAPkAAAGKCAYAAADOjudLAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAACN2SURBVHhe7Z3LdeO6EkVvVB50NB51 Kp52Hp53GE6gk3gZ6LEIFIlP4UNKkECds9eqe9skCMIGNgFSdvG/GyHkraHkg/jvv/8YgDEj lHwQ0uH/+9//nhbPPh8jD0oOBiXHC0oOBiXHC0oOBiXHC0oOBiXHC0oOBiXHC0oOBiXHC0oO BiVvx8/Xx9pujY+vH7PcVUK+hxmh5IN4tnTPPt+94QT/uH39+G0/X7ePi4tOycGg5LX4uX19 LLP353e0/ftTZvTP23ew7UpBycGg5JUozNrZ7H6xoORgUPJKfH+u7f387tx+kaDkYFDySlDy p0LJB0HJK0HJnwolHwQlrwQlfyqUfBCUvBJ88PZUKPkgKHkt+BHaM6Hkg6Dk9eAvwzwPSj4I St4O/lrrc6Dkg3i2dM8+HyMPSg4GJccLSg4GJccLSg4GJccLSg4GJccLSg4GJccLSg4GJccL Sg4GJccLSg6GdDgDL2aEkg9COty62o+KWQcYEpQcDEqOByUHg5LjQcnBoOR4UHIwKPk78O/2 51fycO3Xn2Wrzax9wJExCOlwS8ZRMesAuzZ/b78jqZevRfTff/3XMZQcDEr+nvz782v5Wf9e dM+h5GAckfwRyRNeNcDcoN/bvsev25/SunbFz4pB/Coe4JfNhRm0Tv3YtP3lNjj+/l7KFZbs cvyMUPJBSIdbMqbxqDRIrxpgTpKW0CmGeH9/r9+DKZnfd0ryyrFZ2//9uf0qtUHw+0vNeFUf tKDkg5AOt2SM43EJDV81wE5L/ic1xYsfzpIqqMYRyZvH2jP8OlOny3Evd6sNsn9GKPkgpMMt GaN4YGriVw2wc5JbGJJv1B546bLfvk8uHluYtevfT62NlByOLskf+JKB10ouku3Ruq+1qMs1 QHI/02dVlrYr6367nXLcjFDyQUiHWzJG8QaSZ+gyuWhJiJ8ZpXxhdnTUJG9BySn5IKTDLRmj eEfJF8z72hbVh14vklz+HRWot2OmPgih5IOQDrdkjOJNJT97n16+OLxqJvfHhlFpg+yfEUo+ COlwS8Yo3uDBm8V9klvHDZD81IO3OpQcjC7J3+AjtJz6E+iVRbDsE7TqcQMk1/Ml20/dango ORh9kl/9l2FEoHjW06ftoTu6bZs1jVnUOm5nhOR6zqD91ecCbV7TB20o+SCkwy0Zrbjyr7W6 mS+MfKmbSS74e98wMg+NMmtUn8R7Oo/VtmmcFVyQ42eEkg9COtyScVTMOsCQoORgUHI8KDkY lBwPSg4GJceDkoNByfGg5GBQcjwoORiUHA9KDoZ0OAMvZoSSD0I63JpxR8WsAwwJSg4GJceD koNByfGg5GBQcjwoORiU/B0I0lNpVP44ZtY+4MgYhHS4JeOomHWAXZu/fE0SKUPJ3xP3p6l2 UglKDsZxye0sMb0xZoD5mSuIY39vbWdfcfTVnf699/HEEbU25PW3vr/17+cLS3Y5fkYo+SCk wy0Zi+GTN84juSGHT8TQLbombsgE66s7z/nmLww9SSOUYhtU8AOZYfz+wvViPc+MUPJBSIdb MmahcmvMJHnPq4ws0qwsluTNuu3730zMEj1tMGZ4M8ebl9uuZ0f2zwglH4R0uCVjOb5vnzKI plqup3RKvlF/UBVzRPJQQl32l5IvFtpQmLXrF5H690/JwXhHybtn0Y1+ya26t/xx2/HW7HtS cj/TZ00rbVfW/fbP4Bl9cAZKPgjpcEvGcswquRdL2tY9gystydt1O/l9mSW6nwdsUHJKPgjp cEvGclxguX44ZXH/TG7VHd0fd94X59whufw7KlD/fp7SByeg5IOQDrdkLMcV7sll3ItopaVx ygHJFyyp0wuKLuE7q1y4Zyb3x4ZRObHsnxFKPgjpcEvGclxJ8t778jOSu7p1mZ4d+qjVRKGe 488ddig5GJeXfJHg2KuMLMqCNev2M2omc2kGLlK60FgP8aT6ZVv3SiWGkoPxDpKnM501u+o2 e2btn0XzuvWhXDir+voOPQAsSa7nDOovzO69PLwPHgQlH4R0uCVjFukvw2h8fN1+rPKFkGMe jp81w8h9NSQ3jlsjlLOjbkHvwbewCln0tGFB269xVnBBjp8RSj4I6XBLxlEx6wBDgpKDQcnx oORgUHI8KDkYlBwPSg4GJceDkoNByfGg5GBQcjwoORiUHA9KDoZ0OAMvZoSSD0I63JpxR8Ws AwwJSg4GJceDkoNByfGg5GBQcjwoORiU/B0IctBpVP7MddY+4MgYhHS4JeOomHWAXZu/fBca KUPJ3xP39+d25hhKDka/5D4jTBCf31a5erxugPnZLYjevA7thA153ceTOthpnpSjSSPWJBaF JbscPyOUfBDS4ZaMcfiXHAZZYH6+PtZjj4r+mgGW5GWTLV6aluiuXC31kiGnz/ZySHTNEGM0 qN2GBL+/9L29pg/aUPJBSIdbMsaxSP6V5nTLxe+J1wywRcRT70uzZ9c4ieLZuj1p+qfMzJ42 eLzcdj07r+mDNpR8ENLhloztuJLkFh0iFmbMbGbNsOrWJX0pw2rhYdmpNtS/N0oOxmnJf75u HzIoD2ZtnWaA6axXmfF0ls2KlLZ7bAFPSn6yDW6/fRGYpg8SKPkgpMMtGVtxrXvyHCdiRRLh kGB+9ly2dy3TMyg5JR+EdLglYzU0PfPBpbrEFAPMC9KU8axghSV2nTskl39HBQp1eeS4GaHk g5AOt2Qsh36U9nn7NvfX4/UDrLVsDjgr+cLxN5zcM5Pr9xREpXGyf0Yo+SCkwy0Z7bhPcInX DrADggunH7yJg3KeepmYguR3tKEEJQejX3L/NP0OwSVeN8D0nvnI7OqPScSLZulFwvvfxSYU JO9pw0EoORh9kj9GcInXDLA+wfVhXDhrZjNmOrMaM23XQ72MkuQdbTgIJQejT/L8V1rDOPKE Xco/H+OeNQj1ypJc0O0amVz+/jiMbsGNY9dIVgHNNhxAjp8RSj4I6XBLxlEx6wBDgpKDQcnx oORgUHI8KDkYlBwPSg4GJceDkoNByfGg5GBQcjwoORiUHA9KDoZ0OAMvZoSSD0I63JpxR8Ws AwwJSg4GJceDkoNByfGg5GBQcjwoORiU/B3QP6UNovK37LP2AUfGIKTDLRlHxawD7Nr85bvQ SBlK/p64vz+3k2RQcjD6Jc8TR3x8/Rjl6jF2gNmpkvrQJW+eN60nYUNa5ngT6m0/mjRiTQ9V WLLL8TNCyQchHW7JGIdP/xS+SMGnZT4q+tABpllWTkjucqZJxJI7ueqpl9J8ayrkoWZU2t7T hgi/v3T+oX1wB5R8ENLhloxxLJLP/C60NIXSUcnX43/dfv9OZCrMrmkix1w4f1xPIsdm2zva oPi2tH4Gsn9GKPkgpMMtGdsxkeQb9QdOJsGs1ztjhuWyYzz5ds0zV0omWWh7Rxty6hcZSg7G Wcnda5I+bl8/9v5SzCW5K68CZeL4WTarLthelC079qTkHW0wWffbFwE5bkYo+SCkwy0Z7dDU zEuceEWSxNgBdkTyfLY7I/lpCTMoOSUfhHS4JWMz/FtNp3rwdkBy6572lOR6sYjq0m1Pklz+ HRWo/xzkuBmh5IOQDrdk7InvTxnIx164MHaAHZW8ElJHl+TCLrUL6yFei3tmcn9sGNkBO7J/ Rij5IKTDLRl7wkl+7L587ADrl9wim8lPPfRyrBeRnqfrG4W239GGEpQcjC7Jl6X5V/aWlDd5 uh6Qi+Nn6KQ+8+OrCNeOVMw6pbafbUMZSg5Gr+Tp/bd7un7sFUkSr5LcCVwXz5ods22FmXXn 7IWm1fYjbahDycHoklzC/4ZbGEcFl5DjHo6/P80ie3J+XHJBj9VI60j3H/K7o+1Cqw1HkONn hJIPQjrcknFUzDrAkKDkYFByPCg5GJQcD0oOBiXHg5KDQcnxoORgUHI8KDkYlBwPSg4GJceD koMhHc7Aixmh5IOQDrdm3FEx6wBDgpKDQcnxoORgUHI8KDkYlBwPSg4GJX8H0sw0S1QSVsza BxwZg5AOt2QcFbMOsGvzl+9CI2Uo+Xvi/v7czhxDycE4J7mmZp4t77qdKqlGOxmDnxUrZdI6 9sgTUJSpt/1o0ohajjk5fkYo+SCkwy0Za+ESOEpMJrlmWemU3IlTS6tkiOfPEUqW1XOGStvb 7Uzw+0s/hqF9cAeUfBDS4ZaMxVjTQH3cPj8neoNKmkKpS/KeBIlLmT9pXf64LLXUScmbbe9p p8fL3foZyP4ZoeSDkA63ZDTDJ3SU3G6Xf01SYTZsC3tWcl32lzKsFtp+qp15G0MoORj9krv3 k2vG1stL7mfQrGhpu8eSy20TgffIl9InJT/ZTrffvgjIcTNCyQchHW7JGEeeYx1Lcj8zSt2F 2THC19HVjg1KTskHIR1uyRiG9Tok1Jm8tHxOOf7ygzskl39HBeo/h7F9cB5KPgjpcEvGMPan 6YX4/DaPs0LKj+MJki/0CNx3nx5yz0zujw2j8g3I/hmh5IOQDrdkbAXugzfxS0Sql3mY5He0 swQlBwNWcr3PTspGs/QiWPYJWuPJtaOnTEqp7R3tPAglBwNFcn0CHs6I2WyYzprGLKr17KeQ c8Yzal6mh1bbK+08yNg+OA8lH4R0uCVjK6aS3N+fZpF9ll1a9u7HZOIYdaceulk1jAPL6I62 C812HkCOnxFKPgjpcEvGUTHrAEOCkoNByfGg5GBQcjwoORiUHA9KDgYlx4OSg0HJ8aDkYFBy PCg5GJQcD0oOhnQ4Ay9mhJIPQjrcmnFHxawDDAlKDgYlx4OSg0HJ8aDkYFByPCg5GJQcD0oO BiXHg5KDQcnxeFwfuEQX69/X+0QWrUQZ4d/ep2U5MgbRK7lLEhF/1uriWOIIOeZqpAkb8uwt PqtLENZgb9djkdfdSnyxh528Qvbdz96u33+c4Ou/K9+SCK5tX2VPEmNQ8kFIx1gypnE2E0wa jxlgz8PNPKEsfnBvAzTP56bShQO+XY+Fkd/NZ5IJRXfn689G87A+CGfv5kzuvt/aRYCSD4KS 1/AiJiMzlmoRsfm+tJ56LHrq7qkn5iWSdyznKfkgKHmNmpy1TKlHJD+acXV2yX375Pv1bXLt 02379hRKPgj5oVsypmHdk+t70Y6EHHcltgdFm6B+ENemJD/gwzKn6jGwhM4lqid6lP0PwZA8 bJv7nvf01lvZApR8ENLhlozNWF9hvHTigbenSDxsgD2RVKJWplQtnw7oo/XsBLNj9R7eoxlg C0bJvodgSB6fMrgPp+SvQzrckrEnrHekteJhA+xJWLNRTaBNsETGw/WU8Me2LhDR+RIe1geh uKbETvK1reb+GEo+COlwS8aeOHOf/rAB9gwKQunSOx+w/t47letwPXVqAivWsl55muTrNt8G a38CJR8EJS9TWnbrgI2lLQi+cKyeNk5yW2Dl9ZInzxwo+es4L3n+zvKeuJLki01rezMJ/fZs QJdm1+56EhYxRryL7TF9oBc1CXcxKT5z0FsYjcI37FsVVpxG/cqW4+qqXVl0OSWxNtj8oV8b +d4sGeP4vn0mM7Y+bf/8Dsu1Q465DipvOLb8GNwEagi+0lPPLskmh5/9wotDviqQeuKxX1w5 eGbtg6hV6zcRXaWsH2KN/WJR+kGsghsdULsoXBH5niwZ08jfUX7uM3M59mqEF/s1okGwjyUr wqL1evYxFs346Sy4RDoGs3obHkiZGWlIvmBc9apE9wjuIrH/8FzHpT9MOWafydNjrol0uCXj qJh1gCFxXcm9mOckT6XuWYIVLgQXg5LjcVnJ3VInXaaorD7CYzbJ0+WWFztYJuUXDuOYrD69 QMRtsO6vtjoa20cg57BkHBVyPvJaZu2DXPJNgpIMTq5dKi+bih7O5NGsHuC36zmi/eEx0X1T 2A45Z3DhSc8ZXHT+/fnjjittL5DfjyWRfVMxUsaScVTI+chrmbUPcsnNmTyQehUvET+VzPq3 hTWrp8dYdRgPTbY6fPlMwtL2QUh7LBlHhZyPvJZH9IGO5UfFWuf6X48l+bLVL4ud2E76dHZ3 S+lQstWlTNClrtKf+Gmd6TFZHQsiedbOABVaIjywtH0Acg5LxlGhHUpex+E+0PE4eiz6/6/Y kotTIoZfHvtZNG5X8LAslDITVIROLxAL4eogPSarYyEsX8Ns60JpewCX6+Qos/ZBU3Jdru+D Opl5ZUt4XFPy+NhtmxbqkVyPCdu6iKsriXCxILJWtw+CkuMxueTpU+0kYsMWVFYfm2xhPTLz h+VE7OXr1bTkfFH9Sd1BxM0o1OEvCt3bB7GdhwEVM8LL/yCkw60Zd1TMOsCQoORgUHI8XtoH /jnTGsktN0fGICg5Hi/rA7kV3W4//W1scDvKkTEISo7Hq/rg31952rWTPkDnyBgEJcdjmj6Q pTtn8vFQcjxm6QP5eDj88IgjYxCUHI8p+iC6P3dwZAzisOSaitnHlTPDbL9AlYWRdCF8KrxE Mj7zutICBdLj8sPy3w0pV+1/d6NxbqnjtUg7898EpeSDkA63ZLTiTArmNF4/wHacYIbQCe5X h8u/nuz2h/V4MZOPiFLSelX43VEvbVBPXiZAL0STS/73t/0zp+SDkA63ZEzD5XS7T3CJVw+w kB7JXZmy4JvQiVjNuv1vNsa/spxKvXxd+kOp8AKSrDJmllx+LlHzlrbr15R8ENLhloxx+Mys B9+WYsUrB1hKW3IvVFWamuTli0Pp3N1tMlcJdltSHtcH7nyN0224lUsa+8+Ikg9CftCWjFH8 fN0+lnKfX+7/WwcdTMcsIcfNghMq+H6WiGZWP9uG799eIxFsG7zbaG9fHIoy+1m5eKj+bYNZ YG7JW1DyQUiHWzJGoQ/bIqklTXO6rR2PG2ADSO9p9etIai9SInp6wWj+5WBJ5obkeh57/7Ml fyyUfBDS4ZaMUXjJsyfppe2VmHWAKdHDsE4Ro2N0ppWoyuZn+2hJr9sKEpsXnRBKTgykwy0Z oyjJ7JfxR15hPOsAU6JldEny8KGZ+QBNxS/NuMoutYtft9+/C8t4Fbhyn/98yd353On038H3 1GhHCiUfhHSGJWMUJZnfcCaPJC8IHMpfXD6Xjm2wXhyymbpHcOGZkmub5Hvf/x1fIK2LVRlK PgjpGEvGOOz77/d74aGfhTbJ/OA177/j2b52IejHnS+uy1rWl3im5Av+QraeLvy3sH5Nyaeg T/Ilslnbi3/wY7WHDbC7ESHiQWjOypmsqUgqYVhXfnHQusszuyXoEcGF2SRPfpYNKPkgpMMt Gc3womscuRfXeNgAewDbR19bFGYeL7qGJWpWVzK6Lcl1m0YuhJe2EFv5pH1bFB7Qyb6HQMmv gXS4JeOoeNgAI6eh5GBQcjwe0welVcayGvrrBN++Lt2hJHBkDEI6wpJxVMj5yGuZtQ84MgZB yfGg5GBQcjwoORiUHA9KDgYlx4OSg0HJ8aDkYEiHM/BiRij5IKTDrRl3VMw6wJCg5GBQcjwo ORiUHA9KDgYlx4OSg0HJ8aDkYFByPCg5GJQcD0oORpfkPseblDXjQHYYKT8P+Z9L5n//nJdJ k0akyR/2aP+ZZXZs6Q+wk8QQcbF2G0Nk/4xQ8kFIh1sy9sXxFFDzDLA0n9su3C6QLxMa5WXL M7z0/9204rLJhMd5WZOMLq5cKQVUXxtD5umDGEo+COlwS8aeuHYix0WO5nvGesosW05J7oVO Zu60Lvd1LcdbXxtDKDkYpyXXJfxlEzla1OVwPENyldqfKynThpKTgLOSu9cYH5vFJaaW3Ocl q0llCe22yc9jj9o9sbIlf9zOl0itedIa72JLaV10pI4ZoeSDkA63ZKzGyVlcYtYBJqisueNe PvmeG4Kt6EOyjhk4vUBEFwetJzqnfd9+pI1SZkYo+SCkwy0Za3F2FpeYdYDZQhn42bU1U9cf ljmiMrqKkNCLg29Tdq0obVcabZy1Dyj5IKTDLRmLcccsLjHnANOPoOpSKj0Ct5bMJRF1Cb8K XJK540JTayMlB+Oo5PfM4hLzDbBjggtOoPqDtpbkxVuDUOCSzK2ZfKHWRkoOxiHJ75zFJeYa YHofWxB8kSz7dEqPqS7rO8p4UesC2/ff0QXkRBspORhHJL93FpeYZ4A1BBeMmTSfgUXEeMa0 Zmndttel5w+PNaTOZm1fRjd0tTFG9s0IJR+EdLglYxb6HrQ7ZnGJeQaYLtPt2ATxkpn7PHof vUe+TM4ld2THWmYmbSjN/mGUBBdk/4xQ8kFIh1syjopZBxgSlBwMSo4HJQeDkuNBycGg5HhQ cjAoOR6UHAxKjgclB4OS40HJwaDkeFByMKTDGXgxI5R8ENLh1ow7KmYdYEhQcjAoOR6UHAxK jgclB4OS40HJwaDkeFByMCg5HpQcDEqOByUH44jk7o0pweetb5aSuY7P5GJmY8gTUFjFNHFE rUwdK5uMkJ8/SywRIPtnhJIPQjrckjGNPPWTfw/ax9ftJylbi1kHWBPNvpKZmedTs9IvpdlT WymaLPYsMqHkxsXHt7UkuuybEUo+COlwS8Y47BcbXvtdaJ2kqZUsyVvvIjOzruYXhyprO37d fv+Wi0MiOd+FRmpIh1syxlGT/PP2HWxrxawDrE2SQLFKLJmbtUt53/LtGf4iIafuO4aSk4A+ yXW5Hor+c/v6CL/uCwjJvZRatiimXyXUq3Tn1VVAj+StMpQcjF7JJdIHbx9fP2a5Wsw6wNr0 S+4kC+QtydyUPJ+RywL7stLGxi3ArH1AyQchHW7JmIabyf3SXF+yIMGZPEbv4SPRVMAwx/su ZanK9GGd0DOTL4WMZwA7s/YBJR+EdLglYxRe6nTm1iX853dQthGzDrA2PZL7MuYLG4KZdg3r IVpMns89iUpbrAuEIsfOCCUfhHS4JWMYukzPZC7IX4tZB1ibluQ1wW1WERtL65SumXzBSW6X o+Rg9Eiub0/JZPbbOZNby/EWrr7aL61YZJIvS3O+C41U6ZJcn6Qj/zJMUfLzgqd16QO7mviW 5HwXGqnSJ7mL7WM0jYMP3SRmHWBF9EFaGtssqct0O1Q0FS/dHnJKcsFoY0lwQfbPCCUfhHS4 JeOomHWAIUHJwaDkeFByMCg5HpQcDEqOByUHg5LjQcnBoOR4UHIwKDkelBwMSo4HJQdDOpyB FzNCyQchHW7NuKNi1gGGBCUHg5LjQcnBoOR4UHIwKDkelBwMSo4HJQeDkuNBycGg5HhQcjCO SJ6mZD6S9klj1gFWI034YKWASsv0pnU6U3ctIcRS2meqKeeBkzpmhJIPQjrckjGNKCXzEsXk jo2YdYCVyBMi+kwwQf60LFtLIyWy0lN3mnVVhS+J7sqn9cbM2geUfBDS4ZaMUZhZWX3et7fO 8VbLxaYS+ZkzKZPKmdNRt3mxqCRpXNNAtVM9U3IweiR3s3b+YsPS9lq8j+Re4MKsnc3uGe26 S3WY2307pLrWuSk5GPdIjpCSeVv+bjImM3fpVUel7QGtuouyZnW7C4ZeaCg5iZAOt2SMoiQz SN51J40Xcolo1r5DcuH+uvPlOyUnEdLhloxxaN718DXFug1hJo+X5vI9PG4mr9StAkf39rrN 1W3d+1NyEiEdbsmYxy61i4/b5+eb35MX7rd1mb26eFbynrpXdqldxA/WtHwxjAbI9hmh5IOQ Drdk7In1Y7U3frquS+nMk1DQgqyt2bSr7gKr2NbTdQ9nchJxXnL3mqSj7yi/kuQ6G2fCRbN0 /LBMsZbREV11W8QP2SwoOYmQDrdkrId/D9rbvyZJl8qhMP6jr4O/DKMz976tr+4Y+2O3FEpO Inolf8SvtErMOsBqZPe9hmQqsUY60+aSO1p1p/U2/F6h5CRCOtyScVTMOsCQoORgUHI8KDkY lBwPSg4GJceDkoNByfGg5GBQcjwoORiUHA9KDgYlx4OSgyEdzsCLGaHkg5AOt2bcUTHrAEOC koNByfGg5GBQcjwoORiUHA9KDgYlx4OSg0HJ8aDkYFByPCg5GG3JfQLHQhaYNJlEKx3UrAOs RJq0YY89KUNPGYtjx9lpppQjySVk/4xQ8kFIh1sybuFzq1uSZy9dMF+nFMesA6xEK8uK0FPG 4tBxPvebJXmaT06FL4k+ax9Q8kFIh1sybnJrZJLbM3z6YsQ0Zh1gJV4uucqtkZprZnf1s34h V9ysfUDJByEdbsm4RyFpY2HWbr0fbdYBVuLlkm/YSRxLddTqpuRgnJb85KuTrin58v0HUUrS WCtjcey4Y5LrCsBassv2GaHkg5AOt2TcA1vyjMq98UZPGYvqcYV0zCWZKTlRpMMtGfeg5CnN Fycs9JSxKB9Xyrmu+dvDY3QbJScL0uGWjHtQ8pTa/a7SU8aifFztxQq71C7i96WlzNoHlHwQ 0uGWjHtgP3izmE/ynHVFwKfrRDgtOchHaDn1j6ccPWUsascdkdyVLT3Eo+RgnJcc4ZdhRJZ4 VnUzbXiv21Nm37aL13fcTq/k7XKz9gElH4R0uCWj3ltnkbyq+N1/rdU9CAsjX0r3lMkl7ztu KZSU8RHM9lq3Rus6IGVmhJIPQjrcknFUzDrAkKDkYFByPCg5GJQcD0oOBiXHg5KDQcnxoORg UHI8KDkYlBwPSg4GJceDkoMhHc7Aixmh5IOQDrdm3FEx6wBDgpKDQcnxoORgUHI8KDkYlBwP Sg4GJceDkoNByfGg5GBQcjwoORhtyevvQnPRU8bFtSXXhInlpBAaPXnXN5LEEGnSh7TuNOtL tn8LIwnFguybEUo+COlwS8YtNENMTeCeMj5mHWA97JlcYnmcZME289VFNq7Ocupmtz88n0/v lGWGsYW2mLUPKPkgpMMtGbP0T5bAPWWSkHKXZJ1trVTHfnZPZteWvIKTs1bGzteWSk3JSRXp cEvGPcqJHPfoKePikpL7mVlc65212+LZF4eYmuT7xYGSkyqUvIUTTSXOhDrxmqIVvXD8cf+X smsk6Zi3W4Stovzi4Nrky/mo3SrI/hmh5IOQDrdk3ANZ8jwP+sMk9/tjqfP7bSGVuHmvr3UX Ti77ZoSSD0I63JJxD1zJrfvqR0veOi5qg5/9ZX99mZ8clyDHzwglH4R0uCXjHuiSV0JEe7Tk 4T1+4X5f21XzPLsYBcixM0LJByEdbsm4B67kFpk8Zx+8FY4L5ddlevVCUICSkw1KfoxcnrMf odXuv339XvjahcAmf5YQQsnBoOTHsGbIbJsx07oyibCZrOlHZl7W6HzpxUG+ttpTvgjM2geU fBDS4ZaMXe9C6ymThOy/Mpbkgoqlkc6+puSCF710nJA9GzBXDWHk7QuRMjNCyQchHW7JOCpm HWBIUHIwKDkelBwMSo4HJQeDkuNBycGg5HhQcjAoOR6UHAxKjgclB4OS40HJwZAOZ+DFjFDy QUiHWzPuqJh1gCFBycGg5HhQcjAoOR6UHAxKjgclB4OS40HJwaDkeFByMCg5HpQcjLbktfec +YwwQXx+p2XimHWAlfGZWIKwEjs47FRQZfK680Pb508TVuxhJ4+QfTNCyQchHW7JuEXxPWde /iALzM/Xx1q2JvqsA8zGkLaUd03QLC9dkud52PK0TX3nL2WrKTFrH1DyQUiHWzK233O2SP7V Fj+NWQeYzSLZn1TYXM5Nbo1eyZt1952fkpMq0uGWjHv0J2l8P8ktDMk3/NK6S3KLWt0KJScH eajkP1+3j0bZq0teF+pOyX2W19rx1vndtuW4IMrPDSg5HNLhlox79Ev+fvfkip895edQnWXv k1xlzQ/vPb+n8Wxg1j6g5IOQDrdk3KNTcr2HryzVJWYdYN1U315yh+QqZkvijrenCLWXO1By MB4juS/z3+ft29y/x+UlXygLdFZyf1z1jSs77bez6KrAvq2g5GDcL3m/4BLvI7kl0BnJjwku lM+/Q8nJxn2S+6fpnYJLXEryZWmcfYKl98fmsvqo5HqvXRD88PmVehlKDsZ5yY8LLnE1yUvv NLM9Lkuux+11NQQXus4v57SftpeuNbP2ASUfhHS4JWP7PWe6TLej9IRd9l2K9BddlsjkMcqs EcykueS6TLdjO0fH+d3yPYz6Ul7KzAglH4R0uCXjqJh1gCFBycGg5HhQcjAoOR6UHAxKjgcl B4OS40HJwaDkeFByMCg5HpQcDEqOByUHQzqcgRWzQskJeWtut/8DVbQBQWa98B0AAAAASUVO RK5CYII=</item> <item item-id="52" content-encoding="gzip">H4sIAAAAAAAA/+xYTWwbRRR+68SOHey4zh8kLdSkBhpgi3ezTtZRhOLYsYREMTgoXIqQ42zb LbY3dbZSc0EWpwgVqRISZ5AqOMAFThwpQkiARMuZS3rouUKciflm3tqsq0oJf0LgPOvNvPdm vp2Z9XszbzZKRAp4DTws5QDKQbdpWcdJkA4O16uljUtW1ZUWKoOXAFoe0EPfEbUG9U++ghbU J1G1Qvq1m6iG9Niy7B329Ih+dwu9wjSsB+JENyJE8ZEiVahKLjnUpBKdxzQqKC1YdgB9SE4t Umk0HLdQcSsB+cBxOU3ZYjVc290pW+e5ZQycymTmtMz8yryqFTRdNXS9qJrFuayay6Uz5sKC MVfI6ansyvxcIV0sqpppplXDNAqqqWmmmskZeSOXLxpGpphKe6Q+oOjQaxhyaOoVWqRzlMfk a1jONuSXqQipo69jSU28yjN0leqwbFJSQ2WRCXGBNJqHlKU02AQoA91CaUFOg7PQF6BXIWXQ w0QpSBnrp9VSlB0sHGN/i9II+18srkt3HCE6Jt03kl9fW738gmvVFQaCQ35DDJyQXcPW5bJ1 wXYaQdlgCPSmU2XboLRlu2ER2r64teJc5dm8KN4FDOVuXJwVcYHn7IFXQkSXhuDmkG+EuP11 L9YCFBiVwmh3pJzrNu2NK67F81sEx8lPY4szPfp4J7wmOLzGJzm8JuhhDq/Jg8PrkfH+cqD+ Wi1N6e9/Dc+YmNaFLy1PwXRciq2pHlc6IX07ipjJO/UNR0QJNxwT04f5d4vwySUcE5/Dq++A 34K+C5dtt0VvdC3VrHzNxrYsMWgJeT7vlcDevpXY+/Cz6Tt0Hz1PA7TfjlDIZ1O6aJ5OwNP3 22JEpvYR/afoV/C+j4+ov6iM08jBCZSkVWqgbsqz6PA0ScFuzIu94G3KKDOJnxLvtSi2/k1w uqfzXqXWuPuDMgDxS28jyWN0Ma4ly+0/NLagUQoo/vUcFrerHNznsPRnxv876a+MzxkQkfhP RIIlEi+x5x/tBf1BQWTfbyIPsJPsD8M9ntGVhSLS9A0SGYqkEx5vki29J+6hBzyM7cOLlP8L 8L12r4de9w1yFvlwEnwRe0ENvyQVUF5Arcv2d8qtoV1wje8BJOpzq/XE9V/u0fcff3rl53/w 2UvC+Oq1b7Xq7cRH79IHqVvBHzvZUPi+d/Wg90eKiDF5lye+MuOw7eF/i+QsH+VEdITkPy3v QmtW067U3ijY21u1ys5LzqbF/UsS9BgDomw72fmWkOTLzsmDLzuPH112/serpRnv28Ap/jYw Qyn+NnDqCf42kBL3hyfZiVLS65ZLpDzFBr5an+5AZxl6+mmGzgroM9xztgt91g9VPcQZRqgC 8Rx3ULuItK9R8zUK/TcAAAD//wMADCqAJYcTAAA=</item> <item item-id="53">iVBORw0KGgoAAAANSUhEUgAAAQYAAAGKCAYAAADuR++fAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAACNySURBVHhe7Z3Ldes4EkA7Ki9eNF45 FW9fHt53GE6gk5gMNCwCIPEpoEAKki3i3nPqTD8K/MiqugQpTfGfGwBABmK4KP/88w8xYYwC MVwUSZL//e9/T4tn748oAzGACWKYLxADmCCG+QIxgAlimC8QA5gghvkCMYAJYpgvEAOYIIb5 AjGACWKw4/vzbT3uEG+f3+q4Vwl5D6NADBfl2YX67P3dG04Kb7fPb7/s+/P29uJyQAxgghha 8X37fFtmCe9fyfKvd5k5vN++omWvFIgBTBBDIyqzg2IW8WKBGMAEMTTi63093vevzuUvEogB TBBDIxCDCWK4KIihEYjBBDFcFMTQCMRgghguCmJoBDcfTRDDRUEMreDrSgvEcFEQQzv4gVMb xHBREIMd/CS6DmK4KM8u1GfvjygDMYAJYpgvEAOYIIb5AjGACWKYLxADmCCG+QIxgAlimC8Q A5gghvkCMYAJYpgvEAOYSJIQ88UoEMNFkSTRziqPipFJCedADGCCGOYDMYAJYpgPxAAmiGE+ EAOYIIb5QAxgghjmAzGACWKYD8QAJkfEMKJhycik/E389/dP8rf5+Ne/0M1/t79/ZN0/t7// +UUJ/vXWhv/96DoGeW0UiOGiSJJoBZzHqBZnI5Pyt/DvhxTixy3UYZDEETm4bUhUxBCKvrLR /BhajPwMEMNFkSTRCjiNcU1RRyblr+C/v7c/y3v6k1SzP7v/+bv8Vwdr0f+5fXyIUDIxZLMA TQxORH1SEEZ+BojhokiSaAWcxMA26iOT8jfgirI8y9eWF3ixSL231/n39rGMK8XQcYmRgRjA pEsMAx+8MosYwpm+Xa+u2MNs45QYglj+uv+Vfa7RmK2M/AwQw0WRJNEKOAnEUKcmAFMM5eXG KTGES41EBH5sRQ4jPwPEcFEkSbQCTgIxNAjfJsTX+GFZXQzazcJ7xHBETCM/A8RwUSRJtAJO AjEY7CJwUbmRGLF/C1GJstKPiUG9KeqQ8aNADBdFkkQr4CS4+XiYtfB7v5Xw3HOPoRAAMwa4 hy4x8HXlQVwRa2frFqfEEJZnEmptCzGASZ8Y+IFTP3oBu0Jty+KcGBaK2UFj7AJiAJNeMUjw k2idUPQhtHo8LQZf9EXklynZuNZ+5PVRIIaLIkmiFfCjYmRSwjkQA5gghvlADGCCGOYDMYAJ YpgPxAAmiGE+EAOYIIb5QAxgghjmAzGAiSQJMV+MAjFcFEkS7cz+qBiZlHAOxAAmiGE+EAOY IIb5QAxgghjmAzGACWKYD8QAJohhPhADmCCG+UAMYHJcDHo3p954XTHUn9+Q92PYo9Z0Zcfu 5eCbrkSR91o4un95bRSI4aJIkmgFXA3fAHY6MYRGKFUx2BLIyTtFhwLfd6HIyB9HLIej+x/5 GSCGiyJJohVwEUEIIWYRQ95BaZQYuh5tt/z7b76/fMzx/Y/8DBDDRZEk0Qq4Hl+3dymQ6S4l 6n0Uz4ihto69LcQATwAx9GKJYXktilbPRaFazH6GouxmRVvv6P7l9VEghosiSaIVcD0Qg0nj fsRGTQDqcj9LkG3mTWA1jP3La6NADBdFkkQr4Hoghh60R9ClhGI/9mi7ZXpQfcJUTGv/iAFM EEMvx8TQd90fzQTWsB9tJ9jSae8fMYAJYujlEWIo6Xm0nRNDe9uIAe4CMfRyRAzlNwd9uH1s lwnLZUPxbWXXtttjEAOYIIZeamKQ5emZOXxLEA8Ny+r3BpTtK/cTym337T9m5GeAGC6KJIlW wEXkP3AK8fZ5+9bGV0LWeSnCHf48orOxm9rHUU7hNTGEZSHUQlb2n4/r2X+MjBkFYrgokiRa AT8qRiYlnAMxgAlimA/EACaIYT4QA5gghvlADGCCGOYDMYAJYpgPxAAmiGE+EAOYIIb5QAxg IklCzBejQAwXRZJEO7M/KkYmJZwDMYAJYpgPxAAmiGE+EAOYIIb5QAxgghjmAzGACWKYD8QA JohhPhADmPSLwXduiuL9SxvXjpFJ+Rx8Z6Uoap2RHKHBa7tZSkLWjCXdvrF/3+Upfj0J5WBl +SgQw0WRJNEKOA3/INuoW9P359u67lE5jEzKx1P2TrTapu3dlPrE4MbXOj4f3/+O0irOM/Iz QAwXRZJEK+A0FjF85j0eS1n0xMikfDxLYXY8O3JjPfP3tYAXXJEbz544sv8It239GBADmPSJ QYsZxKBRKUw/pZcTdKsod/x27FN/RocYwuVFZduIAUxOi+H78/YmyXewW/TLi0EtOjdtD41e u8QQRPI3u0dgzASsohes504gBjA5K4Y57jGUlNf45Rm8SwzhhmMiAn9foCGHcv8ZHeIY+Rkg hosiSaIVcDNCK/mDlxESI5Py6SjFrN08PCKGon5rywVVJinWbEEY+RkghosiSaIVcD3C15bv ty/19XaMTMrnEr42TCWwfwtRidqZuyYAf8YvH0yj7z+hY7YgyH5HgRguiiSJVsB63CcFiZFJ +Tw6ijLiyD2GQgCqMPr23zNbEBADmPSLwX8LcYcUJF5PDP4eQqcUhC4xhGLPLgvKdTv33zlb EBADmPSJYYwUJF5LDMelIGhicMuyGUIxO/Cy2Bb07793tiAgBjDpE0P5c+g4jnwzIeNfhzCF 16N2cu4WgxBuKPpIX+/cf9hGx2xBkLGjQAwXRZJEK+BHxcikhHMgBjBBDPOBGMAEMcwHYgAT xDAfiAFMEMN8IAYwQQzzgRjABDHMB2IAE8QwH4gBTCRJiPliFIjhokiSaGf2R8XIpIRzIAYw QQzzgRjABDHMB2IAE8QwH4gBTBDDfCAGMEEM84EYwAQxzAdiAJN+MZTNWt4+v5Vx7RiZlM+h bJaSN1sJTVjK6Ouo5Ajdmsp18u2X/VjKY2z1bJHXR4EYLookiVbAafjWbvHDZXwL+aNyGJmU j8cXa1xlvltSLAetY9NR9m7T6Xbc8r21W5DEfkj+GKPekeWYlJGfAWK4KJIkWgGnsYiBZ1d6 aoV4hxhW2SjPvFQ7Sef77zvGGMQAJn1i0GIGMWgMFoMvfjm759upbdfeH2KAOzkrBveIurfb 57f+ei1eXQxaUbplSyFGUTR9VXH3BsLYXjGEy5nqfQSjlbysOwrEcFEkSbQC1iO0kV/ixOPp JEYm5fPwZ2B535WzcEJX1+aOmUdNAIYYgqhqr8tro0AMF0WSRCtgM/zTrq9981Gh9gSpjPym YY72ejlDCEKKx+2SUgs/SKkhMMQAJqfFsMTXuyTosYfQvLwYFqyiF6qXAZ79W4hKbFUfzVbW UG5SboSvLdvHJtsZBWK4KJIkWgH3hBPDsfsMI5Pyp3BFXS96wRKDRu866/6LGUGfFATEACZd YlguGz6Lp01N8K3EctlQfBMYzuDNew09Y0r6xJDesHRolxx1EAOY9Iohv5/gvpU49ng6iVcT Q34/wRVvfH0vhZoWczlmX9a6N2GLwc8KkpsLx6QgjPwMEMNFkSTRCrgI/0vHOI5KQULWeynC zbwo8pt+5f2CsrjPiiGsFyLf9yaLSpTjEQN0IEmiFfCjYmRSwjkQA5gghvlADGCCGOYDMYAJ YpgPxAAmiGE+EAOYIIb5QAxgghjmAzGACWKYD8QAJpIkxHwxCsRwUSRJtDP7o2JkUsI5EAOY IIb5QAxgghjmAzGACWKYD8QAJohhPhADmCCG+UAMYIIY5gMxgMk5MYQ28rM9VyJ0S6o3YtlC 65BSUDZZ0Vbr2bbd0GVHXh8FYrgokiRaAbfCNYGVmEsMe6emVAxlc1hf8Af7Qobijou6Z9tu zN7aTdtOzMjPADFcFEkSrYCrsbZ4e7u9v0/2JKq1xZvWul3rwxiKs5xZ7CxiMJ852bFt9TkX pXRiEAOYHBKDbworvR6nekSdLz6pz7LgW8Xb36DVcUQMbts1AdWWC4gBTPrF8HV7X8aGTtHz iMEVZzgjawW3XWJsBewLPCtoEy+geD1r21UBNB5jN/IzQAwXRZJEK+A0ymdIzCGGckrePkP7 Il6i1Q26RthGXszNbdcEgBjgHiRJtAKOQ3sU3QxiyG/qCZoYknHhrC+hVWWN0KY+uy9gb9vL KznOsAwxwEkkSbQCjmP/FqIS71/qelrI+Fdhm8bXQqpOvfm3r9vnBn8vIZNQ/7Z3EbhoPd8S MUAHkiRaAVsx1c3HiHzGUJv+14q6pCKFhXu2vcqDbyXgLIjhGMWlhL8EKIq0cY2/o10GRJze dnrDNGfkZ4AYLookiVbAViAGv2Ar7niZnwUUNy3jYjWksNK37RT/esNIiAFMEMMxSjE4ivsR WWGWYgiXEHrEq/duO0TDCSsyZhSI4aJIkmgF/KgYmZRwDsQAJohhPhADmCCG+UAMYIIY5gMx gAlimA/EACaIYT4QA5gghvlADGCCGOYDMYCJJAkxX4wCMVwUSRLtzP6oGJmUcA7EACaIYT4Q A5gghvlADGCCGOYDMYAJYpgPxAAmiGE+EAOYIIb5QAxg0isG15hF+078WLMWWeclCV2cfeTN UPJmKbW2aills5bqesb+Hb7jk9GpRdYfBWK4KJIkWgHncbZjUx4jk/JZuA5K9RZsRVenrkaw ShFXejxa+98I8kAMcC+IoY0r+o6+jFkx2sW8rGc+u7Jn/wvZbAIxwN1IkmgFnMecYuiYmldm B8UsootcDB37T7AbwQqIAUyOiWFJuijCcyyPhKz3Mvii//jr/nd773GHZn+2LmqxtrxB7ZKk uf8ExACDkCTRCtiM9XH4SxIeeAqVxMikfDhhip4Uoi++sOxuMfhZQbGfhZ79JyAGGIQkiVbA PaE909KKkUn5cHqK/m4xROSXJYe3jRhgEJIkWgH3xJn7DiOT8uHUCjAu4JFiWEhuWvbsPwEx wCAkSbQC7onLi6FWgHHBVsacu/kYxODX69l/AmKAQZwXw/ft821JwrfP27f6uh4vJYZQaNn1 fFr0+jcH5teVS9EX31aGbW3769l/zI+JIbpRosZxQz4Ub9z4GGt/M/dB7mPif6/GVj/IOvn2 fityfFoBp/F1e89mBuFbiveveJwdss5LUZydy+KrfZsQn+ndmGhZY0ySLx373/kxMXjWgy0l 8N/fj18jhmRKFgiiyP5wMjZ8QFtBR5ZWP7AGxfbUO8i/A3lfWgHn4W40xnHuNw2y7svhizNE XMyBkCO1MYUYhGy7Enq9G/tXtrNGJe/ktVF0ieF+3IyktwBruA+hcnyFqZ1l933m//Z0zxgq 66uMeb/3IEmiFfCjYmRSwjmeKIYlwY/Ms6scKaoafjpVPUuHyyF//edFse8ze/0oxfZajHi/ 94EY5uOJYlgSPMvufGqVTt9D8cWv+YLeIhRmNjYu+K0Iw7rLOsWMoCTMKD4+smMM7ymamtW2 o72/Ytn2N0rfg9tm/n7/3P5sY8J7j97X+u/xyP60An5UyP7gZxn5GShiCEnsIy78tTgjcSQi cUWyDY9fq5y99+L0BSZySI4hKhy/3BaD30/tDO+Xh30kr7fen/oeorHx6+rYdF//LvJqvJXl 9f0Y1UgOvETGaAX8qJD9wc8y8jNQxBAnbDljCOyJ68fLurVpfl4o636ys2WzsBb8sp4ZwzpE 20aMF42Ets3i/anvIYzZY92Wtu/k77P8XauXRGOQY9EK+FEh+4OfZeRnYIhhOdNl9xiSs3I0 fl3eKQa3jXwa7abX1cLyr1f3seCK2W+32Eb5XtZl6zR/P5ba+yu2lxR6hnr80axhWTd9bTyI YT6eKIaM9fV8eu/H56/FaEVVFI4r/HWZWliyOJoR5Ph1trN/sQ0pTOX44uNuvT/1PXS+X4+T 5yIF7TgyuJSAo4z8DA6JIS/M9N/+jB4n7FIgH/KiWqSS4HuBuKLxZ+BKYQmuYLJj9OPL+yHt fW7L/KDm+6ttL541LH+/+oxHUP5GDwIxzMcDxBCKJgo1eX1i+/jzsRSC/283PH19L5p4+6Ew s31uY9Nt6IchAovWzUWRv75uZNnfeimRHWOyg/r7S2Jbp7Yt7f06nvVjse2YiKliFGj+qSwi qd2XGIwkiXZmf1SMTEo4B2J4UeTSRJ0BPQDEMB+I4cVw9yqWqd6zrLCAGOYDMYAJYpgPxAAm iGE+EAOYIIb5QAxgghjmAzGAyWExhLbxPi7fwWlhuykcIr45HH40VwvjRnJz256eMSvZ73Jq w+S1USCGiyJJohWwFmfaxecxMimfQfkLWv9jNfN3Jn5cQww92+7dvxtn/4ReQAxg0isG1+Px PilIvJYY9OJ2Z/DsV7QZ9piebfft3/27TwoCYgCTPjH4jtAHnzqlxXXE0ChE7f+TU9Cz7Z4x /mf1zX2lIAYw6RLD9+ftbRn3/un+V9ZZ42DreInXEsNSmusUPS48uxDL6b9Oz7bNMeH/iNf9 fEvEAB1IkmgFnES44ZiIQFrK58vsGJmUz8Kdofei0xr2bHTNFnZ6tt0cE244JiLwM42KHGT8 KBDDRZEk0Qo4CS+G4huI2vJGjEzKZ5Dc1Iu/gagUfu9sQejZtjnGi6E4nNryBVk+CsRwUSRJ tAJOoiYAf4lx5HH4I5Py4fhCzM/iYXpfFN2R2ULPtnvG1ARQWVcY+RkghosiSaIVcBI1AVx8 xhCm8L1F5wq2b7bQs+2u/dcEwIwB7kGSRCvgNPT7CbM87bqr6HyB9t5b6Np21/71+wlOKrqk ZN1RIIaLIkmiFXARxezAy+LgV5gjk/LxhA5bcYHphWjNFsLZfy/ynm137r8QlR9TkdTIzwAx XBRJEq2A1fByCHHk3kKIkUn5LMI1/RZ5wfnCbM0WSjE4zG0v9IzZjsFHMcuIkNdHgRguiiSJ VsCPipFJCedADGCCGOYDMYAJYpgPxAAmiGE+EAOYIIb5QAxgghjmAzGACWKYD8QAJohhPhAD mEiSEPPFKBDDRZEk0c7sj4qRSQnnQAxgghjmAzGACWKYD8QAJohhPhADmCCG+UAMYIIY5gMx gAlimA/EACZdYvA9H2WsGge6OMn434PvdBRFvddK+cyHkp4xKaGBS2v/+Rht+z1jAvL6KBDD RZEk0Qq4L463dxuZlPfhizhqkRaKS62pji5NXWMiXGem8EQpff9ly7iytVvPmJiRnwFiuCiS JFoB98RrN4NdxPA3L+BSFluxh9CKvmdMjtrdOd+/3rvRCSSIoGdMihzjKBDDRZEk0QrYjHB5 calmsIoYNvQCTOkZ46gVbn/Rh5lGz5gUxAAmZ8XgHol/bLYg8avF0GwB/xwxhNlH2MTWCHbb ppdXtI+eMTEjPwPEcFEkSbQCbsbJ2YLEyKQcjSvW2g3IsWLIBbChLA/HFULrAN0zJiCvjwIx XBRJEq2AW3F2tiAxMimHEu4TVG7YDRdDOKsn0/2wLJ8xNJ5dudAzJmbkZ4AYLookiVbA1bhj tiAxMinH4Qu6ck3uGC0GYReBiz+3j4/oEkO9QRlE4OXRMyZj5GeAGC6KJIlWwLW4Z7YgMTIp x9AjBeERYihZC9rPWqqXNpEMesbkIAYwOSSGO2cLEr9LDNp0vsYzxODW34rZX94UxR3fh+gZ kzHyM0AMF0WSRCtgLe6dLUiMTMr7OCIF4T4xhDO7dgZ3aOuGY4y/vfDjtnshPWNSEAOYdIsh PLfyjtmCxO8Rgy+eSmz1GW5K5hEXXccYTQz5Nwk154T7BVsoA3vGBOT1USCGiyJJohXwo2Jk UsI5EAOYIIb5QAxgghjmAzGACWKYD8QAJohhPhADmCCG+UAMYIIY5gMxgAlimA/EACaSJMR8 MQrEcFEkSbQz+6NiZFLCORADmCCG+UAMYIIY5gMxgAlimA/EACaIYT4QA5gghvlADGCCGOYD MYDJETG4J09F34dfrH28TtnQRevClDddqTZKyZq6NPqpePr27/DdnIyNyjZGgRguiiSJVsB5 lG3d/HMr3z5v39nYVoxMysejFJrSY9F1T7Jbq7lxva3khL79bwTpIAa4F0kSrYDT0B9e+9rP ruxhKUzz+ZZeAlkxuhnELgv37yNSEHr2v5C3lkMMcC+SJFoBp9ESw/vtK1pmxcik/BmOiCGI wK9jFGwfihg29GPJQQxg0ieGcCmxxCaH79vnW/zvvnh1MeQzAWFrxLoVZCYC/4yHj7/uf9ex Empxt9H2v4MYYBCSJFoBa5HffHz7/FbHtWJkUj4PX+jyvivF7Ap2/9sk9wDCVD9ZV78PoWPv 34EYYBCSJFoB5+FmDP6yITx4RmKyGUM4+5c3H/1lg399/duEAvViKOq1trxF4wlTiAGGIUmi FXASXgT5DCFcXrx/RWONGJmUP4UmgrxQw+XFWqM1ATSLvE792w3EAIOQJNEKOI5wCVEIoCKM VoxMyp/CFaa7zg+XEM2irwngzIxhId5/CmKAQUiSaAWchH8KVSEAv/yyM4aloItvC8P1frjW 98XdLnr9fkL7RuJCz/4TEAMMQpJEK+A0/DcQs/3ASTnTlzOEcGMwLnBFBMXsoCzisO1tf137 j0EMMAhJEq2Atdi+sgxx8MajxMikfAq+oOPQ6i7cU9hCH5SMyWcZhRiEnv0rY9aofIMhr40C MVwUSRKtgB8VI5MSzoEYwAQxzAdiABPEMB+IAUwQw3wgBjBBDPOBGMAEMcwHYgATxDAfiAFM EMN8IAYwkSQh5otRIIaLIkmindkfFSOTEs6BGMAEMcwHYgATxDAfiAFMEMN8IAYwQQzzgRjA BDHMB2IAE8QwH4gBTI6IIW8ff6SlW4iRSTmMrNGJ3gDJd2qqdEcKTVa2qIzLydfLm7cI+Zjq prveB2KADiRJtALOI2kfv0S1QawRI5NyBPWOyxmh6JRqK5uz6j0ec1zBR+sprdzy4wuSyA+j +30sjPwMEMNFkSTRCjgJtRu07wP5wj0fXZEZxZS3TSvEoPdZLIq+QJ+BJAWuiGJbL5JO1/uI GPkZIIaLIkmiFXAcbnZQPry2trwVI5PyPtqXBiW1RqstMTSKVS36sJ4TSk0u6fKj7wMxQAf3 iOGl28f7wux/nmS9A7M7y8evdRSrn4kUQ6LlNTEk6x5+H4gBOpAk0Qo4iZoAXlkM4RIhKaDW vYG6GARXxL4ol9BuIiZ0iOHImP73gRigA0kSrYDTCM+ViB95H5a9thiaRZdgzRjS+wKyjXtn DNvMI7kkCctSMbS3kyLLR4EYLookiVbAZewicPF2e39/4XsMtcKpXPsvK+hiqIwPlxdaYa50 F/QuAhd/bh8f0SXG4feBGKADSRKtgHti/QrzVb+VqBVO9UyriyFcQhwpzJXK69X7ChGrdMJl wuH3gRigA0kSrYDtcI+oO/JAW4mRSXkf+nV4vTArMwZfgEcK06HfoEwuS1Tccez7O/o+EAN0 cE4M/rmVr/6IuqJ4K8W/UnstTPXjIiyLNcwsYoEUxWvNMmrHcOh9IAboQJJEK+A8RvwcWmJk Ug7BF1WI2pm/iOwMvX1lGSIrSk0MQlgewnq9Uuv2+4iQ10eBGC6KJIlWwI+KkUkJ50AMYIIY 5gMxgAlimA/EACaIYT4QA5gghvlADGCCGOYDMYAJYpgPxAAmiGE+EAOYSJIQ88UoEMNFkSTR zuyPipFJCedADGCCGOYDMYAJYpgPxAAmiGE+EAOYIIb5QAxgghjmAzGACWKYD8QAJrYYfBPY SremvIGL1eptZFKOoKcRitVMRegZk5Ovs0fakq0YV+vWkjVrqQ2T10aBGC6KJIlWwFv4Z0do YigeRKM+yi6NkUl5L3l/xVCAcUG5Ze32az1jNIr1FNwxxmPKtnGC3StyBzGASVUMQQghCjHo M4n84bd5jEzKu1CL1/dv3Iqup2Hr2aauPWLQezfm67l/90lBGPkZIIaLIkmiFfAelcavldmB 9TzL3yKGWlEmyytn/sNjKthjWmJoi6kFYgCT02I4+di63y6G5VS/HuNaZ/F/xxwdU8Edw/K3 jSIXjJt5LLFtKBOBFxPProShSJJoBbzHNcUwrOh7xvTi19FnCHvRJ/II6yQi0O9DBGT8KBDD RZEk0Qp4j4uKIZx5k2vzsOyHxLCQ35tI/u1nB7LdTR4n9i/LR4EYLookiVbAe1xVDMIuAhed z4WMl58ozBbJJU7l/kW4vGjuv7KuIONHgRguiiSJVsB7XPPmY4216MIUvOfGYs+YA8TrhUuI ZtHXBNAQE2IAk9NiePWvK1XctfleZPod/3S63zOmF7+tICZf3O2i1+8ntMSEGMDkvBhe/wdO KX2/GdDO0P1j4mWyv7RwyxlCuNSJxykiKGYH+nsJjPwMEMNFkSTRCjjcKygie+z9K/8kOhRi iEodFeOKM/iCNaYUg9TzPt6FfoYvxmkH6uUQQjvGgLw+CsRwUSRJtAJ+VIxMSjgHYgATxDAf iAFMEMN8IAYwQQzzgRjABDHMB2IAE8QwH4gBTBDDfCAGMEEM84EYwESShJgvRoEYLookiXZm f1SMTEo4B2IAE8QwH4gBTBDDfCAGMEEM84EYwAQxXIG8E9USlX6PwsjPgE/zokiSaAX8qBiZ lBD49/aRiIB+DHAniOGauP4PegcpxAAmthjaz6500TPGxWPFoLdZq+PPrFGUq/aMKRu1dB/C RvvYe5rFxCS9KzNk/VEghosiSaIV8Bahk1Or6HvG+BiZlAWhi1FXVWb9FWWJL7599Z4xvgij s7M2xqRx7G577dZxCf712v5lP6NADBdFkkQr4KK1m1b0PWOykHHDydqadYvhbz4uF0HHGLVI S6FUMY/dbytbrjab9cdi/Q3k9VEghosiSaIV8B71ZrB79IxxMTIpS9o33Wx6CjodU5zNPeXy cElS6xxdOfbK7KC2X0f7fSAGMEEMEeGM21o/G1MtUD8T2Dd1UgzFdjy15YH1dV0cIz8DxHBR JEm0At5jHjG4Im/fGyjGnC3cAsQAvwhJEq2A95hEDL7QmpcR6hg/bU9mAmHZk8Qg/50MaP8d ZL1RIIaLIkmiFfAeM4jBr1ed5gutMbsIXGTPwOziDjFsxxZF428gr48CMVwUSRKtgPe4uhju lYJO63cEOpVjP3XzsQ1iAJO5xaBdBuT0jMlxx2H9CCmldux+/9ly9evKThADmMwihnDTcC/W x0qhX04B69ij2UFlFtELYgCTqhh6nl3ZMyYLeX04/nq7iGgqX4rBF2IlXH32jNm3nS/vouPY hXwfZ6UgyPqjQAwXRZJEK+BHxcikhHMgBjBBDPOBGMAEMcwHYgATxDAfiAFMEMN8IAYwQQzz gRjABDHMB2IAE8QwH4gBTCRJiPliFIjhokiSaGf2R8XIpIRzIAYwQQzzgRjABDHMB2IAE8Qw H4gBTBDDFQj/9/AoGk1iRn4GfJoXRZJEK+BHxcikhMC/PLsSxoIYronr36A3mEEMYGKLofVc St+5KYr3r3xMGiOTskRvg2aSNUvJV+9vknJy/yvtdY82auHZlXAXkiRaAW9RfS6lF0bUren7 820d25LDyKQsCAV+oDCt3omuIDvbqp3Y/0Zj3UPHIPjXa4cx8jNADBdFkkQrYPu5lIsYPm1Z 5DEyKTfy9midhdmabjv0s3ghk5P7XzHX7TwGwQvBOgZ5fRSI4aJIkmgFvEd/o9cfE8NG+6Zb Sse0v3JmLs7gG639h/6RNRFV1j18DIJ/b1xKwFmGiuH78/ZmjP01YgjT7b/RWVYiLiZ/Ni82 V1v+CDEcPgbP+rouDllvFIjhokiSaAW8R78YfvwewxEx+MJKz6p+/bDscFEe2H8BYoBfhCSJ VsB7dIoh3JNoXEZIjEzKkuNiaBbc4aL8ITHIfycD2sch640CMVwUSRKtgPfoEYMf88/77Ut9 fY+RSVkyQAzxNX1PUSb8kBjCunE0jkFeHwViuCiSJFoB72GJoV8KEiOTsuRAYVZu6iUFN/Tm o0Vl3VM3H9sgBjC5Twz+W4hOKUj8GjGEsdmd+7TgDnxVuPIAMRw+BhvEACbnxXBcChI/JQZX 8NmZt5iml+sXZ+baTGPlEWI4egw2iAFMqmIwn0sZLiH0qH0zIa8Nxxd4EdFsQBWDkK2rFVtY tzqmY/9VOtc1j+EAsv4oEMNFkSTRCvhRMTIp4RyIAUwQw3wgBjBBDPOBGMAEMcwHYgATxDAf iAFMEMN8IAYwQQzzgRjABDHMB2IAE0kSYq4YCWIAgIzb7f96WQJV/NHhigAAAABJRU5ErkJg gg==</item> <item item-id="54">iVBORw0KGgoAAAANSUhEUgAAAJYAAAAtCAYAAABMDJJUAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARESURBVHhe7ZnNcYQwDIW3LnpIG0yK SAk5cE4h3HJODZk95ZhbOnAsWTb+kY3ZhWQS3jfjGQwGLOlZ1rIXA8ABQFjgECAscAgQFjgE CAscAoQFDgHCAocAYYH7mUdzuVxcGyZztacgLHAf18kM4yyd2YwkLts/pbC+vr7M4+Pjssoq 7enpSe4ANa7zzBnKc50GzlqnFBYJ5u3tzby/v5uHhwfz/PzMx9RIUP748/NT7gDd0LZ4xoxF 2SoWDAmLROYhYYHbmceLoZ3x1F4kkfkM5aH+x8eH9MAmonrr1MKiTJULifqvr6/SA/1czTSM tnx3nFpYVGvlW58/R9kM9DOPg5miKv7UwiIBvby8SM9B2YvOx9sjaEO/BMMXB4IKeDks4Y9e qQpBC/qGs2wFBBWyJFJqw4oj+We6jF2a7v9lbPw++YYkLQm0ihu/Po4obfPENi6tISx/w5pD gIUXoSKqEDUXxLovU1GEJl+xF/y4PMhpfeOF1xbNFmFZqDDfkGgqwnIKHck5hXEgxfkqiQ8H ITuniC8wz+V5Oz4VoohKU8I8ZQEnoVXG3oNmVwVVWKR4NurXt0NxUKcxvwFlpiITaSLioPRn iLwYdjtIvx/SjLkfnA07nqsIi4LpjXKrpHBccJKsomCwF4Jr8X1FDXGA0T8P2a8sPG1BbhKW fW6yU/g4TOJvai2RuTi03+We6cb44yh+tZs7s1YpLHJK9NBipbDTNONiQVI3ciQfR9duzIRu Lo3W9uT+aJmJcYFKyogtNtuxyWIWnw/2ee5dXgCVAJO/myWMzM+2JTlQk/k15xoLsk4hLApe cpMYlZzTVp+My1ue7RZxbBfWHuTzW2stXBZuBLd4XmVsRr4NOt9m92pxEYr7NYqFHz2L+21h FbtYRuo51RnSYgvyiRBkaGOVJL9U2Cm/I6y78P4Rw5vCSnAZZi0YDhu43I+asCTASQwsNKf8 HJPN3fe5m8dTi2/gBmHRpLQbiu1Qe7FqvJBfu1FYf2crTGEBNremCPvMMgaKiDgGZWZL7rVj ptrk4hjm8dTiG9AFnbMIix9WcZK8KExafbHs+7EDxVC3shcn5P2/Czm5ZcdKLaRQ28acz5bn 8CKLA8AilwUWWuO9cQzzeKrxFfjauj1OWPIgN5nMsOSabbZAj/vpy52aw9hwMT0/jFZwcqxO PrA9MD8NBbjIMJHPyuxDKIuQsX5qZLYkY0eOc6KLriljUrI4hWZjPze0YOF3tYPGtKtT0MFa 1vpPkK19ixzC2gPOUP9dXC7LdSQrBsLyUI3SW2Cr9K/mv8d22yAsxq3G+4QFYiAsy2x/TExU lEJYuwFh2S2Q6gb+tQNh7cbJhWW3QKlGIax9ObWwaAv0BSmEtS/nFdY1/bsDwtqX0wqr9b9j 77caUAfFu4CMtS8QlgBh7QuEJUBY+wJhgUOAsMAhQFjgECAscAgQFjgAY74B6rDDTQfH5/MA AAAASUVORK5CYII=</item> <item item-id="55">iVBORw0KGgoAAAANSUhEUgAAAHsAAAAdCAYAAACKahM4AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAALhSURBVGhD7ZiNja0gEIWty4Kox2po xmJ4zB8OMKC+vdnNBU5Coigjcz5AdAtL02jBnkgL9kRasCfSgj2qvAvbtlHZj3DGqgV7RJ1H 2J3nEx8cAI/nC/aAOr3HmSw6jx1n94I9g2BJXzN7Dnm3BVjVF+zRpd7fC/bQOsOxu7hFIy3Y A8u7PRxqp7ZgDyrYgaevLxBs0viwFn6U5yPjW4WfHvKDIZVGbpA3/4ToCTY9KVbmaqGbeFff ruW2Fn0r9x6jlfUtlQ5sabB/PW3+qVAWEwDfewMbvVH34LlJohdP+tWDLHoHu6UGbAjugiuS +kp5X5sZZ5s1iL1z4eAfEO2cYdNTTILG7G3HY9A/pfdSJmxYWjCZgZZyrXLjgoq5gvfyt6md MsHW9yS/tDrxaNV8MqM/KwM2JCNm0AisEoFvN1xWyqWIjcC6vN31buLyy6P6UuyzNdO4P/ew ozh/yuFtPPJsPw72DsodeGpDIeVYef3Qyxo2zGbVuBqFONutTupBAqcyIORYXXuxYsjeoVke JpoUn10OXlhuJcoj2KDkQw2qG4/b7bGO7hFodRwSwYU21+SCwv698LKCDeZm/nHnsjoNUpSS z0ttrFx71sFPq1rCYy6HyuMZbAAEcMR8BeouHvpUgLU81qomjroXz/8HNgfSsFLRPSkfCIIO d0zCpKUNJvcXsCOcoo+9lSPLTwna6EGMMTjubTwLNg+a9DzhIBXa79J7i0VDGWwAUr2foyiB fPSasFtLUXntBeyeeVieZCmKz7Xy07qf2QUYFNTZudfxjPboZ8ePj8PGRg1YHDAZZT6A3z06 MTaXZvWVTHn+WzJ34YXuYdt5ttpY8Sj/y2sc0D1a2u/Se5OFLYLNDWi2FIZk12KJmzB9nj+E Rm26N13M6/e4gZEYTzr5GcU+dCGSajgGXKmTnDpxW4MnW7G6JhSephI5+Q43Q9UGbWlcLdgT acGeSAv2RFqwp1EI/wDHwBvajDVaSwAAAABJRU5ErkJggg==</item> <item item-id="56">iVBORw0KGgoAAAANSUhEUgAAAFcAAAA1CAYAAAA09Hc9AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAKSSURBVHhe7ZlhcoQgDEY9lwfyPJzG y3gYSoBgiKJSSe2P783YUeq6+IghspMHZkCuIZBrCOQaArmGQG7F6pdp8ssadjfnZ96/YF0m P4XzaNPnQm4hiY2SXBJ7JkxCYme3lf1pdj4dJSBXIqP1NnJFlDeAXEmP3AdpA3Ilp3I372bO q7OnLLC5OR/X7RrIlZzIleLS5LWEhBBA5HZyGrnpX4m+agJyJQ/lxgoBcju5kxvbcpqA3E4u 5eaJjRsgt4f9JaJVFfALQ5jZqvYiXJHlynJDbVdDY4a80UZ05Mhp9VOK+eQWAnXkxhERNRuP kHqts4UGOpc7dJQlaUE6qqr/x37zNe7fpKy4lhtItV3dZsrq1HepXBcJwpq20vkH2X8aIIlb ua3I2eGUskfbaOIAyw7wE3XWr5guVDCctf0BA+RaoyORB1NsB/F6oL9JDddyedLoeKRSGrnY eu+Q+tD8/l10uez/lqtkfJCrJOty/zhXaeNMbg6SK7mH+365xWvGv4yO3I+hlPQo2qjffOKT nMtPpHEoD5c7LC2EvpSinQhCXOuj4dz9ssdqIc4b/7Fa+ITYDz0wjWqEolCLo8+Xts/r3JsZ +BL+7JhSTL8cHPrDjzRvjYiU1/lCLFFHLhgK5L5FpjD1FEHuGyhFlZyTcrtMp5D7gm1dq0jV VQnkjoRSBCLXBqrxZWUCuaOo8m8CcodAtf6xzofcAbQWlyD3JYfFpTCp8THkVvStQ5wvUu3p AXIrxi7yQK4hkGsI5FbItMD7Yjm2M19AbiEvvESh+3758SCufvX9kAC5krwQHwNU7hPxGHJ/ z61ccfwAyJVAriGQa4WcxOQW8uyaxFYT3AMg1xDINQRyDYFcQyDXDO9/AOE5daxbpQYGAAAA AElFTkSuQmCC</item> <item item-id="57">iVBORw0KGgoAAAANSUhEUgAAAGkAAAAVCAYAAABFYsCAAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAIESURBVGhD7VaLsYQgDLQuCqIeq7EZ i+EFkkgS0EPf6ckMO5OZ85PfboI3hYHXY4jUAYZIHWCI1AGGSB2ARFrD7KYwTdncvOKjO7HO wUEuv9D17Sj73OxsEYsHPxeeoElt0jo7SOzDI5ylJpGg50QiWIK5FjeDjG1YPNb+xDCXIp0o 9N94fJMIlS1A0ls3YwkehtlHnwf46kAkPqK+uOEVkfAUaRuY+G7aoEqcO3BBJHOum/e52c1M 13xMSHvDJrWLFPtn37hRlSNvGz58ngdMcyf9jng7KRImycEpKfuk4kTzhowkkIjPgp0RqSay spZgViQi9fOAAqKvyIH1iC1Psbkeuf1S3HgpTpEPvJ0TKTmbY0cmE8hkUjJbSMSO7+1QRJK1 CASIfal6KZa6V+urlhPMbmHBG+CUSLiS9tugV57XNhUoJqLq+1ORzMBYUG1qM/lezSrvFSJ9 5LbkLaJNpGVGB5oGTSqKlIPb1adkJnHCBZFuOe4aEfkpvj+A4sjbE6kYcMIRb4BSpCIQ/t3E e/zhy+9IYdE/B9fX9iMKuCDSV3BFpFSr5YZAfWwCVvsy3+8IqCP6HPO2icTk75jKZt5Vm8dC oDkPRdBvDKGfS9sXqhyM66j02TIhRDr6GHHVMzD4cyCvdXjT//bwmDe1SQPvxBCpAwyROsAQ qQMMkV6PEP4ANP9Zmw55zkIAAAAASUVORK5CYII=</item> <item item-id="58">iVBORw0KGgoAAAANSUhEUgAAAJoAAAAdCAYAAABSSnV3AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMZSURBVHhe7ZgLcsQgCIZzrhzI8+Q0 XmYPkwpoggZ8bFfbmeWbsZOHAsKvZrudhrEAE5qxBBOasQQTmrEEE9rX8zqPfTudj7eTMKF9 Oa9jP7fNhGbM5HWc7vC2oxkzCUemO8JfOzqNiXi3n8cLrkxoxiy8Y8IyoRmT8G7DHwBl22mL m4IJ7euxHc1YwlKhkbNV2+hF+Hm9B1+zJ3kT57nDr6022RFTBJn+/5S39IGdGPM3Tt0+j1HP cY/Q/OmSjc6a8dxB32xHo8BcMLuA8EHaTsInoWShz47CY6JYP7y/AmW2eMvsjvkbp2Ef85tq yYQyzO3HHSQyvK7YglyljSrl8Sm0KUlRWL6j9c6RVnm2q0Ph0jjvYwEZ4b10CszOqWxf2KV4 /KPwOjVrJovahCbyPJJgXO1z4v6/VE7bHxRGOEUgNx21EO1jXot4pGe98Dq1aqa8f0NosQjB mLRto430DlrhkZ/dqf0/oQViwij+IIbqGP19n79CbOC7J8aAaD87NhPyTtOFKDSuAxLwo/ZM 2INCK4+UYuVjEGzV4ITve/G7B4OODxQkcWZtIHvdQgMwfvDR+G5Vjk2g318U24DIgL8S2qOu yR/vyxgTmjQBxfAtjhgQ9mMiBJSxM+kvPCwimCsVqCY27dgEhoQNvgZEBnQL7Te55mNFO0zE ip8hoeF7ZaWkFU19oiOcMBVBHPuPhQYLhe9SuHDEcXVx9PqjPIb8QE66+hOifcyrtKj1BZER 63KdFLxO/PqCaUB83ys0f1CAKBzZCT4rVxITWnadUIIqWX90sjldRCHEu4swL+3YBPr9MduQ l06xyfbpk4bH3xeHQkto+CzWVqnpU2iPZPIkpA/Auw+fAI2/xZTfU/Ey+0pQM9F3Jk7x7QnA QhHG1Y5NoO1PETDkphlnxX4WL+X+7TzzOj1qFnOVHtSFlgSktGxU0TebZBITtd2F1R6vyUT+ nrcysM9T+uYCEYRVnWci2BSfAzV/n6BtnxY6vX8/v9wP+eB2oV07Op5a93Oum2xHM4xZmNCM JZjQjCWY0IwlmNCMBZznD+arYoCyYkZXAAAAAElFTkSuQmCC</item> <item item-id="59">iVBORw0KGgoAAAANSUhEUgAAAGcAAAAVCAYAAABbq/AzAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAJUSURBVGhD7VeJjcQgDExdKYg6rgSq 2WZSDOcXDJhs9ouQkpGsiwmYsceQvSXdmBa3OBPjFmdi3OJMjFuciSHiPFJYlrSohQcPZzTv 15g2efMZmriVrSm+tAnH6qhPgy3FFfJ6UrstrpJ/aE+OBBgkiQt/kTwRqkgrj6MCFZHnFMc0 4VAcnRPgidGLE0IKg8KcJw5gi2kFsuvR4yPzmR+LO5tQbp4EEaYh7IiDi3sVEaeKIxzeE4fX vsdVT22d+zcwEucR/P0G4uAjJ2vVzOI84D4k8aQAro8nTxPVOK3P8EjTWHd6zXo0uyaLo42l xklzvHrsbPjiaBNGw5v5jcVBTxLS7kU/17TqVOPDJiQqmRQ3i2f9Uvi6cGptAVmYcpJEKE3W 8vG4maJswLGOPQZ39Y6ZJnsGVxypDfLjSNqAME5+Ri0OQskhh0PioL/3LvuNOA1pFSyLQUk0 go32HOz/SiF/gbE4TV7azOIKenFoTJSMXxWn+C5psy+HRLHa02S+S3v7I2Ts1W7/Jg6LI3kd EAdgEhsVuPL33jm+Lw7yxj3rqzHHIJgP/97+Fm6cMX5+rdkcFMQf5oorgIlOkQhdUqZrAdzZ g+I88T3SGq8kX58kGrHrbExnv6jPACx4+XadBxLaqS/nWvKieUA+i5OLIZYTM8A5dtx21Qr/ H2FBbAy0+gdC7+9aR0IFEsuJyjVAhifNzoOkRay8zksuo2+Cz2H5oZXvraI6ocKvOTk3ZkIW Z/mrdbqaPyOIIRK1ZK/ozwhipeSu/nc2LJYYPl/Znwsp/QNlNzdgj5S9QQAAAABJRU5ErkJg gg==</item> <item item-id="60">iVBORw0KGgoAAAANSUhEUgAAAKAAAAA1CAYAAADGZODdAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQkSURBVHhe7ZrtuaQgDEatawqaOraE qcZmphiXhA8TCCpzBX74nudhrwijGA6grssGwEQgIJgKBARTgYBgKhAQTAUCgkbW7b0s23t1 m9/P9orbB6zvZVtcPUp5XQgIGvDysUgfL58llYTke32+aXt5fTaf80BA0Iac9U5nQDFbVoCA oI0WAS8s0RAQtGEK+N0+r3if99poxf1+XiGv9+dAQNCGIaCUyz9wvN3i68AMCG7HnAF9kaft KRkCgjYuCshPvhAQ3M6ZgLwvLMkQENzOoYDhYSTugIDgXvYX0bWn3fjS2T2NqP1JyowgoDxw nuzH5zr1l4/yv2Q4iUq6jJ6i6sfRnNS7MAr7EWaE7O1/RF2z0UDZuVb7e5ePQM2A3CAVrPh+ 56qEu8jVCwpCpJEioA7Z918R8OR8YhSOD/DeNktAlk/s57xsJLc9vM6wYtG7fBAnAjoOhDFR M44XuLgwvvhMavrdLxE4m+HOyjtjxjTERcWUYpLqGXEbWj6OcwHD6PhNwNrI8gHQAWld6gO3 CBjak2aE+zgSUO6neinG3GZjgMZ9vcsHciog7ysaFjssJPkbvhDqcC9fqpN3bqrntt3oKwXP 5dXn1J2lBdP3kz4dC9gPW0BHaLdfdt21yjo0GxWDQcSjd/lASgEpKCrlDfUi7MJko1kKYcgh 8fdBbuRXgrGLQ+cQg+DgHOa91UEbLCyBVWo4WFVAgkWgY2bX/2gBs2BFKZNwVuNrQpwIGMvL 2c8hf8vnzCRwiX9XnM9aWg7a0Jm6gDSoKI5xsImYnsW4d3kFqw/+kviY/G/ADlZc+nyDvZBZ 412OgmgLcXRRB6MuD1htFhH1zLZdCGxPagLSLCsHnpq5uc0H92i9y1Petalz4C4IGIITG8ej J+9QIVJoeLFt0iBgIX2gqGcF9qgNJf2XYOu6aV+8Rj/oZbk+Tu/ycVxegveg6xmR98jf9RAw nlO2zclWzLjheErWHwS8EzWzJezrqeeNOPUuH0QQMHZcJRUtixKGlF2I308zkaynZ7Akdkw6 Otlx8n2x/oV6ItUDXA6qv5O3I5uZqzHckTGy2t67fARqBgRgNEnA5Z928Wl50BFa7sNMm8/0 3AvUGbJDnpYHHaF78LS+h9sSsd5zL8TOeOpf0I/vuqoZj+87xSy4yE6g7aflwWBoOZYzYN4J T8uDsdBrKfnEjd4A41D3gx4ICAZB7z3L96wQEAxhfecv4j0QEHSHnnzVyuseRGIeAoJG/Lu8 7Fauiv1hx74UQ0DQSJuAZ0BAMBUICKYCAUEjcgmO2+LTssa1GQKCBsLHBCzdvp2+deSvXuzX LTUgIGhDfmGef23OeQgIenIqoMhfAAKCNiAgmAoEBPOQDx4yufu+1cunHkouAAHBVCAgmAoE BFOBgGAqEBBMZNv+AynzcfAz3dIsAAAAAElFTkSuQmCC</item> <item item-id="61">iVBORw0KGgoAAAANSUhEUgAAAHsAAAAVCAYAAABmOZFVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAHjSURBVGhD7VaLsYQgDKQuCqKOVwLV 2IzF8ITwCREQGYU5YWcyJwpsNsvnmFqYBsvsibDMngjL7ImwzJ4I3uxdcsUYywaXu+35FDYl jnnFtivJ3+ZKYJeKG37bfh3jdUZme+GmA1c+l008nBgYrQU7Tlhs4vjSAYceV/B+ZgNG6kRm y5AANVuvSlmTHqzeqgKSnWWKwOUxQyd039mAkTrTd/bJ7Fq4o9k2S/gJs93R+9xO/DGzyd3j Ew9HMwQUCI4t9D6422B2jhuQ5bLYBPpmo2z28xip86bZkES4v21SLhm6W+g85g6x7dtm13Bn uEwT9XVtnGsFUkWMomKykTrvmW0mJkcaNo0YiBEKZeclfS+LcMWNkOYiegq5vomROm+ZDccH vb/g+DYrMZEUjLHv8Cokfa+KcMl9IMeVHJvItQdG6mzY2bRA6E8ZLSBdpS1mbxL6X3GXuPCz Q4PZYSdlomKykTqb7mxMFiWfMhDNE7WTfcmqNCLduzJ3kcvME4+l/L0wUufJbBisB0CEPwoO Lhkb0SrF3zShI4fgQhhiP7YmIjdK3HkumCL+jiNv+Lnw7SC50+igM72zFz4Jbzb7i32fvf1F GIVaKBa72uH5SzCqnLj1G/9+DQwL08+rHdrfglL/0O0rjYBh7t4AAAAASUVORK5CYII=</item> <item item-id="62">iVBORw0KGgoAAAANSUhEUgAAALkAAAAdCAYAAAD2IM2kAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOcSURBVHhe7ZiLjcMgDIY7VwbKPEyT ZTpMDmMIhthguKaVkD+JUx5gG/uH0HudhrE4JnJjeUzkxvKYyI3lMZEbP+R9uu117ke8fQgT ufEz3m47Xy8TubEqb3fu7rCd3FgVf0zZnf9rxxVjUY59O90brkzkxoocOxG1idxYkGN/hR+b ddtwa38EE7nxQ2wnN5bnyyJP/7OU2uc/J8e5e7v7gRN91hfD251b8B/vHyfOc4P/KvQpPutV kHyt0o+5xJi/cdr2aYxyjjUiTzrxl8qa0dxB30Lk1+BgjCTN/1j4rPAwcJoATMru33wBP59+ AT5Jnq9GdKFIpF+4vwIltmgr7I75G6djP+Q31RL7zuU5+9kdCjxcN2xBrpJWUx6JyF0MylOL 3E/DOU2UmpUZqVZlEPkjBRH4+k6unSPmsNhUQDRp3HHkOiWETejpnPL2GQ3Q+EehderWjF9Q /Jn8JnItA6vWRC6AIqH9YFzrS5r/71zS9wf1Yr6ekBtFLVj7nHam9eShderVTHg/IfJYBG+s /FzlTws2TF5IBH2eVV0ENCSAZKvqL/qK0LNaamLCHkA3R0/MDcbv89ocI7/X+auEDr41MXpY +8VRJYHamMo11cl1TXWAOr3Vnuh3UORoPO8q1a5DA7ruiZ2QgHhf9e0XRONb8BVuSd90T2MV 4BZG0QYqpxY5EOIHH8xOS/H9pF1e7y8KHXKojc/zK5Hf6pr8VZpKjImcmwATBDeZLJZJkfd8 E3hf1XwasT6FXnSwgGGuKI6W0KWjCjC0qMDXgMABtcj/k2s6lrVDFpDgZ0jkYVK3hKOTsJsw TnBMfBYSMCfyrm+P5IsdKyTkSXpzTMAipbtzWLTsuLYwtf4wjz4/kBNVf4S1z2mHeyYR68Ie a+n1RVt/wMROzjthg6hX9YzID4f9e75bvuh1QkhITf4qCK1ngKATHZnTRRRhvLvw85KOKoDe H7ENeVEKnbePx0gavy4OAVonrmbhGa+pxNSZnIqpmEDlJLwjdop7tm9dSFqAtu+mr2CnHFv7 /wbyjkypfmsAsEiZca2jCtD3JyweyE03zob9Il7M/XSeaZ1uNYu5yiJia3oTOYrDD4ztvlMk scVWTJK+g+QlcWHbdr/zkHtVKyJu+ZZ9oYnyPW11Uj5P7ZuKkxF1c54Jb5N9DrT8fYK+faqj +fxSP+hD1Gf4WufnVDf8Tm4YC2EiN5bHRG4sj4ncWB4TubE45/kHoUIoxAT/3C0AAAAASUVO RK5CYII=</item> <item item-id="63">iVBORw0KGgoAAAANSUhEUgAAAP8AAAA1CAYAAACOez0YAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAcvSURBVHhe7Z2LldsgEEVdlwtyHSlB 1bgZF+MwDAPDMCAsS8pm9e45JAsSH0lcQNib3N4AgEsC+QG4KJAfgIsC+QG4KJAfgIsC+cFH vJb7+3a7dcN9eaUz9+L5foRyH8/Xe7kfXZfDa3nfY/0p/ouA/OAjSP4sQhTj/s4OPh87C8ni k+hSJw8+j3DkBML1yEAD+cHleS1LEc/K/w6z8zJjCc/iU0KZmTfKf19CCSeBmR8Ah0b+WWQp n6IjIP9hQH6wnaH85h09C1uW8hx4Cd/sJRTbN8jfq5vp1pV4PtSxFCA/AJqu/Cxfef9PMoqE dja15cR37RT/WP6Zujt1xag6V+KQHwBDT/4olNmU0xIboTVl1t0o/1rdCr8ucz2Dtv7vQH6w HU+WAC+r7Y48L/fjjOwIJUvxmPbFzL9ad6BXl5sX8gPg0JGfhbLCqE0+K5SdrbfI/1z4/LW6 R3XpnwXID4BDT/6gJm+4FckqaT2hVTlV3D3Xm9klbVz3sK5YTp3X1v+bgPxgEyyNvDN737YT CVOoZmt9jEQT6TjcH48oXM47Eyo7R3X36+Ii6uM6/LYBIMnfv+BmGbQKlzW6UfqjFHkHnPpu CABgN6qZXy+PGBlBZweAMoj05LcfpcgM8ttGVQB+OivyB9I7T7us61C9I/HgUcTurAqqmd/m AQAcwbr8Sdht8lvZZSVhN2w0668NxzPTTgD+b1bl52W5XfaLHCnoPFn+8grAIYmUPoqh0A4o Tp6mPBGyboMuS14lchkr6QBckVb+LEdPEpauyJYklAFAz/zVKkCR0qWO6rjOowaKuh1UpxqQ bJ1qMMq/hdZLn0BvULqhuUAAfj6TM7+S3X5JgrDyeT97eKsAm8croxoUSohlpPMbIXvpJ+G1 FwHhX4XYJ+OfCU/+kJqW1yw8DwZ2NcBLci1fdKwRN5TVfKZXl9/kacoIkPxNOxUiOgWdsZcO wAWZkJ9cI2HSMjvNurU7apNOy9qIS6LbgSOgVxM2T1NGQJ8/wm1roJfeAct+8BuZXvaXDm5m akrR+Vblr/PmNDlpRn7Jo9sahJaVh15ckLjDdAAuSpLf7rKbUJsXEIlTyBLqcmiloM8j4UM8 Gmjqq8o3ZatQN6NTRhosptNdpA0TqwsAOtAEM+xmtAIdnnAs1cwPANiJSbFXB4gDyfLf/tTj wNXjAGyHVo6TX4mnFamzz7YbaX8rBlNP7PHU8XXnv3ocgG+Ie2DedB5fPdtB4bD9J6ovtyO9 Jqt2xR4vHR9/898AbIckc/aK8gzsrQg6eb7k9aRdtoLd0L/pDk8/Xz0OwDeMZ3GS3H8d6K4W 9sTsQ1TyE1ePA7CZ1ff3vvzjY/tgNxfR8wHYC5pZv5L/wJ3/6v2fgfwA7MjPXPbTpw/tngLk B2BXSPDe5l1P/lGe73k+/AEH8gOwMzSL+7O/L/9hH/UFqC3VgiK8mkgc8p8GPfhb+rgnhGaJ Z47v9sUPU24Veu+fPbis71anZ7RnVEcI313ABL0v+VC7TPpHX/L57P7ToNJef1lhQP7TKb+7 4D3EZqTeifhOWXUyacescEWoPdp3RntiHWY5zWmU77hldsR8rBYqrn63RA7ZHfgxn8m/BuQ/ ndDJH2Hp1eno58kfSB1yesmZzuf2saxb23pGezz5I/KFm6kZd/t1roptB4iTgfynQ/JTp5OZ q52ZjugPrmypDdtk+24WOqM9XfkDvCSeWWV8d50/Gch/OiI//cidV4/+WX6ZnaTjuXHqvDwz xWPxgI0znmwshxVA5aeg82TZWIh8ThKMy6vTepzXHr8d0la5RXXbQ+CbPHGdIaj7fCx6IJKf /ec9A+Q/nfCwRH6KpY4ksx3F8zOsZjYVX9KgEUOSJQ8OOl5EajpsDFYM7khl5k0dS4TT7fHa psRc+wdSD29PgOvw5Zf7FcuOedWgo++dd529cw+lDET1YJfq3tAOyH86tfyE7MpSB5uSn+Kj YzleOkMUwZ1plVyxAxlZenV26p+dfQ5vT4DL8+WXumxzyw55undOuUJz7tGMrjfGIf8Pp5U/ psWl2+O9hE5ZP1D7gEcPvx/3ZAupuV4u0pOFZ5kyQ3bqJ1JaFEIfkHSVdkZ7/PyMfefnc1P+ 0cwf6J67N/a+ja7XaecakP90PPkD8qBHD/STh2/ivmxGgtiRVRkRebcMP47q17jl1JzRnq78 qdwsVYyr82K8I//o3KMZXa9z/WtA/tMJndfp9JHUKcsDVLNcoJpx1h6+iXuySXllRq5n3pii 8+kynfo++QdSD29PgMur5c912DKVwFXclDs892hG1+tc/xqQ/0RKx+PgPSg6R6eX98ogU+f/ ra83ANv4MDSNEOFSyILyQMTp1Nn1eUGk1Plyvm4v1OU4YZf2jEM7KNVtqv/PfnOdw3NTcYfQ u2/h2p/63s8PRJAfgIsC+QG4KJAfgIsC+QG4KJAfgEvyfv8FpW3PJ2iBeTgAAAAASUVORK5C YII=</item> <item item-id="64">iVBORw0KGgoAAAANSUhEUgAAALoAAAAtCAYAAAAZbXEKAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAXuSURBVHhe7ZqLseMqDEBTlwtyHVuC q0kzKcYrgQSSENi+iTd3B50Z3l7zxz7IJHmPPQgmIEQPpiBED6YgRA+mIEQPpiBEn47nvj4e +8NNy769qNopcl/rky4Fz9X0LSrpshV66fejOaj32valUx6iT8prW/bHsu3V69e+LSjeWdnr hjkSb3E6RNlr/hnRD8Z7rrRxQvRA0IoODMR0URE0b5RGsiSg2TzYbmy1zyBiJwblIfqkuKJT 1PyZ6L2oTG+KMhZeXz0iESF6cBVP9JTXHF34SENJtili1WNFTnjuFkgBIcK3G8luEj1mqe+I 3HwWMOVMiD4pWWoriRGUhKtimugsxRtEUyQJCZF8acawZ28T8Qdj5D7rxmPpvTmE6JPSj+hC 7HS+HkTnC6JzuXsskm3Fh0qZUrtmPOfsz+WGEH1SPNEhl44MWe4svh+BffEGolM7t1y2RdGb eRGinju3ED2w+KKjZyg6RUqKrlocIexdojebi2jqRUQPDvBEz1ESRC+m6AifcmS7O0TnMeXc QOrmDUL9qU0RogcVFqSTGktYdkpFQNkPRlZZT0fksoE4qTFsPzaP65+oJ5JdBoluFtMk84r4 NrRz5Ry9XYzIr5+wjrzmKLF12nrY/oL/Ax3RvXMP8NrWXyO6OkMyLL4xD+vyp/wiqHglcqQ5 K2zTn3n1B7+XU6K/T35jvBsBs5id+ZHsLCIsJr3W6pj2mjgd0TvtXT6z3uBzHIgOD+zKe73L FUl60HmsG0X5+EXnQxK/jmnKr9L0N+Ld9b4516DhQHR4YOZpjT9Y8AOSZSRoSfzwTF0pcJGK 20KbJmK3cMRfVzNHXlNaX87r9eOtr8kr90ivIfdp17vsS6nDaxfrStfB3Tii80OhJEVOsomN oDZGfuiluizrRNcqGwmDsqs5CBEo/1h0GqcXgSmfx1Dlo/W5axB1ZblbV4/1hM04WIqifL7o JbWIwONyRGfqzaf62LZ3rLAPPo1jotlQFIDyzkT0VMXrQ0IbB5PXZ7M+dw1cp6bUlze2uj9w X7tHsHvw5jpLSutP/2XSw5OiQyQyZ3QVNUX9lH9S9NyHfW3n13lXFCrvjgFkOanfpo92LSkv HSvqXHrra/pT4hrc+YuoDm11WXA3B6IbUrk9TlB9WybxJGlEyCKnPFcUzBYR20JtSnRu+kDR nPnJeY/W567h5HqJHAxAcm8eA+Lo8j6XRLei6WuKuPKmwwNfsdCVDh9SfeBZAoqQHVGQ/NDN HKl++3liPGbJo0rD9fX6k1Ed7l//jYQ49yj4J5DoLIFI7sOgB0VpWeHB0t+5ui6vEsj+WTQz Zqmr+/CngRtStLXi2/LUCYyXji5mjmqA/vpUKm16fXnrzZz78Y3bX4v8QR8d0YObgY3RO9cH t1JEf/zRzsf156/xKMRB/6h+8FnS3cWbLG90XN9zzUebXvm9mGOWSubod0juS536DPIDNH9u +ciP7D8k3V2+yfHv7/j3TtSH/gR/Hjgre90wPdGT5GKM/KF+vDHu5iFvLv4d19+9vptWdIC+ JSpfzR6hvlXKG6VK3In2KqLbNvejREfi+rvXd+OKTnL+THQr9plvjI6PPp/m397l4Ot4ouej hT26sLCUZJsiej3G5ERyi693283jtGn6402i5yD74uNQ6eMgP0SfDC1CK0QmC1bFIuFYdhnR VXQXUD6PocplG/Wbh5wHjik2nx1TbLzXtuV2vXwgRJ+MfkQXYif5jPxWNO9vDy+62zZeH/ZH P0qpD6qvf+wDevlAiD4ZnuiQS0eELHcW30b5fKyQoiWfGkmhr6P/ec62afoAUPRmngKWGpNs 2MkP0SfDFx29QjnoqEDRVIlHoqc8KWYjKUptNwkg3xK2TdMHIOuPcOcKmPwQfTJGR5caAU0E xhzZ7lB03bbkcaUzonMbOVeQl98o8qWBm3SYD4To02C/7TBJWwawsJSKcLIffAPIeig3XCfb zHiqf9O3SHoanT5oY5zOB0L0YApC9GAKQvRgCkL0YApC9GAC9v0vFkG75pBo7s0AAAAASUVO RK5CYII=</item> <item item-id="65" content-encoding="gzip">H4sIAAAAAAAA/+xYTWwbVRCedWLHDkkctyFp0gRMaiANbGKvd+11VKH4JxZIlICDwqUCHHtp XPkndbZSc4s4oB6KqITEDalc4AAHQBw4AkKVAImWMxc49MKlQpwb8703a2cdRVD+hMAZa97P zHw7b9czb9/sEBEp4DXwoBx70PbbTcs6SYI0sL9WWt24YJVsKaEC+AxAy32a72ui3X7t/S8w 82rj6HZ92tXP0Q1ow8vS2u/MA9rtLVj5aVDT70IQuE/zBInK8BrwZ6hBVbIpR0W0RaIhqfwE So+iRMV1huU6A8V6vWHninbRI68+JtcsNVbdrtg7BesV1hwHRwwjHjMSmYQay8U0Vde0vGrm 4yk1nY4aZjKpx3NpLZLKJOK5aD6vxkwzquqmnlPNWMxUjbSe1dPZvK4b+UjUIfWQpk0vwOXA 5HO0ROcoi7uoUom2MX6W8hi15+tkURPPdYEuUw2SMoVj6CwyMUxSjBIYpSgKNgEyMLfQWhhH wSnMk5iXMDJgYaIVpBzvpbulEY42f5CDb4RGORiDIU3G5ijRMRnLgez62srFp2yrpkjgENjn FgzLYBGmfutiwTpfadS9UqELdLlRYlm/lKU6OeLb3tzKNC7zap4WzwKCQidJzookAb/shwc4 +ilA9IYIyQDrL3CHS3nGZPwe63hK23azsnHJtnh9S+Aguen+pdmu+Xg71yY418ZPcK5N0CTn 2okpzrXJQ3PtJOfa5H6uTY/1VjT11t3SjPbWl4iKiQc0EVjLMxA9KIe7M11xFZaBPoQEyjZq Gw2RMqwYFcuHeF8iAvQMduu30RcR8i+iv4L4bbWENUxXq1a2WsEeLTHQDBC/eZwW2Fs3Qz+8 89HUj3SAnqA+2msFyOeSKR00L8fjzPdawiNT64j+U3QXvOfiI+otKuDF1MArKUwrVEffpJ2D W8Fv0jh5Ozkv9oJXyVBmQ9+H3tyl4fUb3im37fUnN6v1298qfRh/5mwkWXgXfi3Zbv8h34Jw 3lDc93OvuCvK79vcK/0Z/38n/RX/4jGIfVz8J+K0JU5hYs8/2gt6g7w4it/AsaAS5ngY7IqM zlhMxJk9A55m2bTDZarI6Ak66D4HU3Hhxfn/U/CdVneEXnM5OYt6OAzexF5QxS+Mw3KVzqPX pP7j9GsDH4KrXBSQ6M+t1ELXfrlD37z3waWf/8Fri6KCnr/6Vax0K/Tu63Q9ctP7Xfs05D/w rA57fqSIHJNVPnH9jJdtF/9bJFf5EB9ER0n+07IwWrOalWL1pVxle6ta3HmmUbbYflWCZhkw wrJT7a8MEa58Tj3MlU/k0MrnEa58IvuVz6NHlc//+G5pzvlqcJq/GszRPH81OP0YfzWYF2/x xzmi5mUILq+SorJgTl5ioQ1dZOhClKGLAhpjy8UOVHND4w5CZ0RcIAw2iHcQCZcy6VKK+a8A AAD//wMAu0FBGq4TAAA=</item> <item item-id="66">iVBORw0KGgoAAAANSUhEUgAAANEAAAGKCAYAAACSBKRvAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABeKSURBVHhe7Z1dduK6EkZ7VHno0fCU qfCaeeS9h5EJ3EmcGXApLIF/SrJsyhW7vPda3zqnwUBi1Y5sgYs/NwB4CyTaAX/+/CG/ECuQ aAfIgP73339u8X69PQaJgoFE/kGiYCCRf5AoGEjkHyQKBhL5B4mCgUT+QaJgIJF/kCgYZ5Do 5/rxeN2cj+uPup1X5GewAol2gHdRe79eJ9DH7fqTbvu53j5+WSQkCkZsiX5u14/77HP5Htz+ fZEZ6XL77t3mGSQKRmiJCrPOZHZyDhIFI7RE35fH612+G293ChIFA4n8g0TBQCL/IFEwkMg/ SBSM0BKxsAAehJaIJW7wILZEvNkKDkSXSMLHfmBTvIva+/X2GCQKBhL5B4mCgUT+QaJgIJF/ kCgYSOQfJAoGEvkHiYKBRP5BomAgkX+QKBgyoMQ/ViDRDpAB1f5abhXLAjoqSBQMJPIHiYKB RP4gUTCQyB8kCgYS+YNEwUAif5AoGEjkDxIFY4lEFhe3WRbQfvh3++ztF8nnv3SXguU+QKId IAOqFfs4VpdZWxbQPvjf7evvXZy/X/f/S7d8/a2KhETBaJPIruFHSIm+xrZMxeqDRMFoksiw 9VQ8iTSQ6FQ0SWTYBPEUEv3v6/b3/nv+KRzPIVEwkMgezolOhgyoVuyDIFE7/z4fv2PpUE6w 3AdItANkQLViHwSJGslL3Z/3/yuDRMFokoiFhQbaBBKQKBhNErHEPUNajWsQSECiYLRJxJut ZZYJJCBRMFolkvCxH43pR3760Vbo5HYrkGgHyIBqxb5VLAvoqCBRMJDIHyQKBhL5g0TBQCJ/ kCgYSOQPEgUDifxBomAgkT9IFAwZUOIfK5BoB8iAajPGVrEsoKOCRMFAIn+QKBhI5A8SBQOJ /EGiYCCRP0gUDCTyB4mCgUT+IFEwlkukX+XamvgS5Yv0/t6+Cp1KkCgYiyVKzUmQSOffZ35D FYlOQ7NEWZ4cJJryaJf19/b5KX3nkOg0yIBqxV7O9+2CRFNS11O5HLxr3ohEpwGJLOj6LPxN 1iDRyUCid5k2r0eik4FE79EtJAzbZSHRyUCi93itxhWi9MyS261Aoh0gA6oVezlINAcz0clA InuQ6GQgkT1IdDKaJRq/2Zrzcb39aNsXIo+JDhKdDBlQrdi3yhkkmgOJgoFE/iBRMJDIHyQK BhL5g0TBQCJ/kCgYSOQPEgUDifxBomAgkT9IFAwZUOIfK5BoB8iAajPGVrEsoKOCRMFAIn+Q KBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mCgUT+IFEw2iVKV7T2cvnWtqvHsoB2x6MD6mv/KD1K HljuAyTaATKgWrEPk5rY965i/bl+PB67VCTLAtoTWuusEkgUjGaJruOeClOxWhJRou5y8DaB BCQKRptEWpCoI3VALR27KSBRMFZL9HO9fdwfu7TrTziJciP7r+6/8vs90msrPAaJgrFWIs6J EnkxYSBN1+C+JBISBWOVRLl91sJDOUlUiSZHc6Xb71juAyTaATKgWrGXk5e6L7dv9f56TiNR OszLX7fSB4mCsUyi9wSShJOoJAsz0Xlolyitxr0hkCScRIXzn1oXVCQKRptENgJJ4kl0ZzLr JLG0aegOEgWjTaLpR376WbJCJ9uHJImUo50LZSz3ARLtABlQrdi3imUBHRUkCgYS+YNEwUAi f5AoGEjkDxIFA4n8QaJgIJE/SBQMJPIHiYKBRP4gUTBkQIl/rECiHSADqs0YW8WygI4KEgUD ifxBomAgkT9IFAwk8geJgoFE/iBRMJDIHyQKBhL5g0TBaJdoemHex/VH2a4eywLaE93l4L39 U7iqVbDcB0i0A2RAtWIfJl0e3m/UmNpmLRXJsoD2QteHu99Pgb5zp6JZInpxF9D7KdCo5ES0 SaQFiTpqEulN7pEoGGsl6toIf9yuP/r9pcSTKB/O9UWqN7lHomAskyi3zrpnRQthSUSJhPHC At1+ToQMqFbss0nfCsHCQp6J0qFb6oj6kImZ6Bysluie74sUy7KGjuEkKrQRzod4mkdIFIz3 JVp2XhRNonwYN5GFhvbnoUmi+6HbddLllNW5B6nzKQ3tT0yrROPzH77kK5NW4niz9bw0SSTJ X+zVC1/B/+K5zJ1TWFQQLPcBEu0AGVCt2LeKZQEdFSQKBhL5g0TBQCJ/kCgYSOQPEgUDifxB omAgkT9IFAwk8geJgoFE/iBRMGRAiX+sQKIdIAOqzRhbxbKAjgoSBQOJ/EGiYCCRP0gUDCTy B4mCgUT+IFEwkMgfJAoGEvmDRMFYJ1FunXWmvnP1XnK0zDoxMqBasdfSNSg5mUSpZ4Im0aRl cKVJiYBEwVgs0eMy8Y/b5XKSDqhZnpxpWx91hhr0ohthuQ+QaAfIgGrFriY1LJHeCudrI6z3 3C7NOpPZqQcSBaNdou77iXLHHyRKlFpj0TLrPLRJNO0xh0QJJIIWibR2wUiUQCJol6iS/jfo zUS2PyZIBAVkQLVinwszUYKFBUCiVgoSscQNSNRKSSJl1uHN1nOBRDOkc5tJRs3q+djPiZEB 1Yp9q1gW0FFBomAgkT9IFAwk8geJgoFE/iBRMJDIHyQKBhL5g0TBQCJ/kCgYSOQPEgVDBpT4 xwok2gEyoNqMsVUsC+ioIFEwkMgfJAoGEvmDRMFAIn+QKBhI5A8SBQOJ/EGiN5CrHbVr7p/I tSvVDexBIn+QaC2NgsyKZkyrRN1FeNp7HssuzJPHHJNaL+501WsvtTG03AcnkkgGQG9aMUEu LR5dNbklMqBasY+z9krWcSwLyJV8hevEjiRXb8zyVa4lkZBoBY+dWtr5MjAjaWQ2ql1ebIm8 vlbs45xWovHl4do4fs2L1cdyH5xEIpnqp11f+qJMJdMfswUyoFqxj3P6mSgfspWmlwFIZIo+ q8iA9A/vxv/WxNqGZRKlv8YpuS/3ksjjjskCiVK3n9K2lvsgvkSl8xs5RBjc3v3lGu7zqVhb IAOqFftsHl+xci+UBd1PJWeQiHMiSyaydDx2siLRcMbqBq3lD987rJboHq1H91zCS5TPoQqH cgISLUQ7nGuRaG+Hc1rWnCfFlihtM3M+i0SLkR072qmzh3PKYzYCiVqZk6hNIAGJViCzymA2 epx49ne2DMDr/GePS9zTTL+zqCUxJUqrcY1/+DaQKBusZemJdfdc09+z9hr3VKdoC2QnD3+X 4hL3Lt9slW/JG844ebVOvnpyuG098phjUpJomUCC5T4YPFPpPKFdpJcoJScerzH6Zbvblu2E Vcgh3OAHy7/fPb3fW+Ta3Oke8vpasY8z/Y6ide8ZyWMPRV4oGOc5ZvU/0NpYyu1WzEh0J623 Nx/apO27H7wr0v4voUn0oGFF5cX0eVuZFWQi2vbI760V+1axLKCj4itRsnydRN1jmyS6IwXe NutNn/fIIJE/rhJ1RT8u7N5hkKT/mKdE4ym2E6cmUXffS47872ced9Set3f7gQyTn1cr9q0i r3d2LPfBVKJchM+MC74T6DUzJaGySP2ZaDArddQkyod0j+d+PLYn7+O+9O/x89a2daCbQSuZ EVq20Yp9q8jrnR3LfTCVSJ2JetI8CnQkQUmccbHfqUmUX2tcc68iLUjUY7LtAZCfVyv2rSKv d3Ys98GsRPdb06Fb/7BpLEHvvOkNicbnRAOpajPRneK2BwCJ/HGWaFTcjwIdFvD9xteJ/lqJ 0vM+D33GM15Notq2DnA4dzws98GsRPkv/KsQhjPT45b+41ZI9HyN8XP2RBj8e/S81W0PABL5 s4FE4xWvUSZ/SUurc/3nkSIebVfJdAl9+DP9/fx8iCP///mv/7wiXm3b9HQ7Jv/cxDdW8Cdp B8iAajPGVrEsoKOCRMFAIn+QKBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mCgUT+IFEwFkuUW2Wl HOnK1tcb612m7w9qTN/HHL//N37eV/Q33eU+K5BoB8iAasWuZU2LrHEsC2gJk0+SpE+e1EVK b6z3PkmThZl+Eqb9UypIFIxWibqeCu8JJPkdiZIMoymk+9zh8GNgQ+6Pa+izjUQnp02i1Nln YbdTLb8iUWHWWVr8HUgEI5ok+rnePu7bXa7df+UxjyxslyX5FYnSp/Qnn2Us3V4jCdmf1fIh Xj+1w0S53wok2gEyoFqxD5IXEwbSSBut8W3zsSygZgwlysJUH5Oet3QZiuU+QKIdIAOqFfsg SaLJSlzp9kosC6gZK4myHL1DuRK18y3LfYBEO0AGVCv2QUqypMO8JV+xYllAzZhIlJe6awsR L2rnSZb7AIl2gAyoVuyDlGQ5ykz09sLCMoEEJDoRTRIVzn+O09B+7RK3kB67QKDnYwqHfUgU jDaJ7pnMOkmsg3zJ12RmUGanvGjwuq1FIJmlhjNOfp7SYaLlPkCiHSADqhW7miRSztG+bjIX d45+eNe/ffqRn36yJNNmMfVDRNnGCiTaATKgWrFvFcsCOipIFAwk8geJgoFE/iBRMJDIHyQK BhL5g0TBQCJ/kCgYSOQPEgUDifxBomDIgBL/WIFEO0AGVJsxtoplAR0VJAoGEvmDRMFAIn+Q KBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mC0SRR6rEg26pZcHWrbL8Fcxfc6Uwvuhs8LveYKyVd lTd+7VfosXAKZEC1Ym/L8kvELQso0xVx/dLvKUrfhdT9Z17AJN9AovrVrH2QKBjvSLSPRiVr m5DcH9fQZ1tjLA0SnZzVEuVDvN9uVPJ2O6w+DRLlQ7yetEh0ctZK1H3NyrJZSGIukUljxo4W GboZbrhN9zi5/ZXaIaHcbwUS7QAZUK3Yq1k5C0ksC+jB2xKl2Ud+n7n2wMospJJeu7Sd5T5A oh0gA6oVey1rZyGJZQE9MJyJsiSlWUSbhUrUzsmQKBiLJXpjFpLsWqI7xeJvnYUStUNDJArG UonemYUk5hKZLiyUZ5sls5CARCdikURvzkISc4nyOc1ohqgdTj24yzdZ4S6tzi2chYrPk0Ci YCyR6N1ZSGIvkdT46K++MjvlFbTnbZVtxq7UZyF6cZ8eGVCt2CfJfbjfmIUklgXUJxdujn54 N7o9r6L1Min8vE1lFuok66d+2CfbWIFEO0AGVCv2rWJZQEcFiYKBRP4gUTCQyB8kCgYS+YNE wUAif5AoGEjkDxIFA4n8QaJgIJE/SBQMGVDiHyuQaAfIgGozxlaxLKCjgkTBQCJ/kCgYSOQP EgUDifxBomAgkT9IFAwk8geJgoFE/iBRMJZI1HU87b3fsYeWWcbMXdynMX7MK/RYOAUyoFqx jzO9NDz14f643n5G29ZiWUDWdDLULzPXmDxuBiQKRptEeuP6ffTitmJlw5M7SHRy3pfocvvu 3TaX3UpUmHVaBEGik9MmUT6c64v0c7t+TMWay24leqMJZCdR2j8ptUNAud8KJNoBMqBasWsZ Lyx8XH/U7WqxLCBT3pBowkyHIMt9gEQ7QAZUK/ZxupkoHbr1vzmPmUildi5luQ+QaAfIgGrF PkiSZjzz5EO8y3dv25lYFpApxhLVzpMs9wES7QAZUK3Y+8mHcRNZCnLVYllApryxsKCBRCei RaLc/XQiS7o9xEz0xhL3FHpxn4omifJKHG+2pm36t9GL+/S0SdTlucyds3BRQWJZQFuQBcjR D++Gt9OL++TIgGrFvlUsC+ioIFEwkMgfJAoGEvmDRMFAIn+QKBhI5A8SBQOJ/EGiYCCRP0gU DCTyB4mCIQNK/GMFEu0AGVBtxtgqlgV0VJAoGEjkDxIFA4n8QaJgIJE/SBQMJPIHiYKBRP4g UTCQyB8kCsYSicYts5ZcFp5jWUB95i6mq5JbXKUMr0iVK1df903vn772K/RYOAUyoFqxjzNo mXVPsXnJTCwLKNMVcf2y7hL1HgrTXglZmL5Ik9efAYmC0SSR2tUn9V349R4L7/bQrm1zf+6v 8b0lsZDotLRI1M0608b1pdtrMZdodasrXb55kAhGvCPRLlpmrW26mOT7/Or+K9s+Umhz9SQ9 ri9fJ1HvOe6pHUrK/VYg0Q6QAdWKfZCSLEeWKC8mDKRJiwgVkbIwxecV8nMXNpL7rECiHSAD qhX7MLnvXP9rVPJtx5Zo0eOyHHOz1R16cZ8IGVCt2Kd5SdPl43a57OCcyFqi4speXupu64Za O0+y3AdItANkQLVib8lj2fu3V+fWLiyUZFHlWiaQgEQnYr1EXRvhpd9RZC7R/cBq3RK3fv4z Lf70/AsEej6mcNiHRMFYJ5H+9ZMtsZdIKXxllum2Gc08k1knifW8oUUgecxwxsmvNTlUTFju AyTaATKgWrGPY/GRH4llAfXJhZujH96VD9/0x+XDOD1ZEnpxnxwZUK3Yt4plAR0VJAoGEvmD RMFAIn+QKBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mCgUT+IFEwZECJf6xAoh0gA6rNGFvFsoCO ChIFA4n8QaJgIJE/SBQMJPIHiYKBRP4gUTCQyB8kCgYS+YNEwZiXKDUoKVzFOr5Yb+5yccsC WsrchXsTco+5UtJVeePnfYUeC6dABlQr9mdSbzlNoklTR7Xd8DCWBbSErtDrl5C3M7yMfPLc MyBRMIoSZXlyJhLpM9S48f04lgXUztpmJjpjaZDo5MiAasX+SqEpSWHWmevP/SsSrW2rpZEP 8XpCItHJWS3RytbCvyJRqVFj6fYK3ew1FKaTSG5/pXaYKPdbgUQ7QAZUK/ZXkOiJMgup5A5C he0s9wES7QAZUK3YX0GijDYLlaidb1nuAyTaATKgWrG/gkQPWmehRO08yXIfINEOkAHViv0V FhaEJbOQgEQnYrVEZ1riXjgLPV+PXtznYL1E8d5szats4xmrPgvRi/v0FCVK5zaTjL5KJdLH flSJZlbahE6yfuqHfbKNFUi0A2RAtWLfKpYFdFSQKBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mC gUT+IFEwkMgfJAoGEvmDRMGQASX+sQKJdoAMqDZjbBXLAjoqSBQMJPIHiYKBRP4gUTCQyB8k CgYS+YNEwUAif5AoGEjkDxIFY16iei/uLi3bdNlKorkL7kqMHze4+C5fFl5K2nbyHM/QY+EU yIBqxf5MvsK1JkjLNimWBZTpirh+6bfG9LLv1GO70BvhBb24oUdRovHl4ZogLduMItvZsrYJ yVCETIsQ422Q6OTIgGrF/kq5UckrLdt0MZdodTusmkQV+ZTOP0h0cg4v0RuNGZ8NRp4b6bNa H63zTydReq6U2qGk3G8FEu0AGVCt2F+JK5EwFqB6HqXMQiozHYLkPiuQaAfIgGrF/kr0mSgd uvVX4goP0mahErVzMst9gEQ7QAZUK/ZXgkpUOJfKh3iTx7XOQonaeZLlPkCiHSADqhX7KzuX qCDD3Ml+PowryaLL1b54gEQn4vASrV3iTjPV5BxIm8EWzkLPn4le3Ofg+BIpf/WV2STPPK/b UqEPZgv9zdb6LCSPGd5XnOUSSBSMokQtvbhbthlF7t+CXLg5+uFd6TCtl3Hlp5mpNgtNnqMo XIdsYwUS7QAZUK3Yt4plAR0VJAoGEvmDRMFAIn+QKBhI5A8SBQOJ/EGiYCCRP0gUDCTyB4mC gUT+IFEwZECJf6xAoh0gA6rNGFvFsoCOChIFA4n8QaJgIJE/SBQMJPIHiYKBRP4gUTCQyB8k CgYS+YNEwZiXqNZnO13R2svle7zNMJYFtD/m+9YJlvsAiXaADKhW7M8U+2wnuXpXsf5cP2ZF Ci1Rw1WwguU+QKIdIAOqFft8n+27RNd5scaxLKDdkOXJQaJzIQOqFfsr7U1ITivRE72/9xgk CoapRD/X28fMtkiEROGwlOj050RIdE7MJMrnUJVDOQkSIVE4bCRK2/y53L7V+19BIiQKx/sS tQskQSIkCsd7EqXVuEaBJEiEROFYL9FygSRIhEThKEo022c7H8bpKa3QyX3hGL/ZmsO3QpwD GVCt2LeKZQEdFSQKBhL5g0TBQCJ/kCgYSOQPEgUDifxBomAgkT9IFAwk8geJgoFE/iBRMGRA iW8sQSKAt7jd/g/7ACoTPTPAvQAAAABJRU5ErkJggg==</item> <item item-id="67" content-encoding="gzip">H4sIAAAAAAAA/+xYTWwbRRR+tmPHDvmp8wf5KRjjUkjjxrvZTdYmKXbsWEKiBBwULpHAcbbt UsdOk63UXFDUUw5FqoTEGSTEj+BSiQNHQAgJkGjgygUOvXCpEEcg5pt56826UCh/QpA8683O vDfjb8b+3syb7SQiH3QR2iHrfpRt9oZpjpAQFRpeqyysPG9WbGmhEnQGg7IBNfQp0Xab+vaH aAXVQTy2Q+qVD/BoV7uysnfYaUfUG+voFaYO1d9D9FqE6K6OOapTlWzA27RBJm3iA7ucUqRc q9XtQtku++UX9cvpSY9Zsy17q2SeYU8fNKHrk4o+NTeVVAqKmtRUtZg0ipPpZC6X0o3paW2y kFMT6bmpyUKqWEwqhpFKaoZWSBqKYiT1nJbXcvmipunFRMqR5K8UTXkGkO1DT1GGlilPZSyi gqkv05NURK3ZXsKSNvATnqRLtAbLKsUUPEwyUJ0mhaZQS1MKamCQjraJ0kQ9BU2jPY12BTUd PQyUQnx9B2m11MnECncxzzqpm3nX1aNKGnYTHZG0jeSXFucvPGabaz4eCA15DV3QqOwaNi+U zLNWvRaUDk2MXq1X2NYmbWk3HEKb59bn6pd4No+L3wKGkhsPp6HjAHguTHQM/b8FtW20ExH2 n3dizE/+XlnpdZFytr1hrVy0TZ5fBtpDXunLxFva/c2wGuCw6h/ksBqguzmsBm8fVvf0Hyzi HKzV0pD68kdgxMCwKjiUHYJpRG3/AaahUcmNVezobYEqrdAZoqNq8Ee4Ru5l11GigN+iGtF9 0vAuDH6fT20hH8VkOHQizPL1tZW6CCx2HBErh3nfImg8gxPlMphdRmC8gPYO6o2G6I2uC1Uz X7Wwk8sx8ISdMHFKjN29Hv361WvD39AtcooCtNeIUMhj87mjeTp+p73XEIgsjUP5T8lP0D2P HsrBkhKOsTqOsBjNY2cSR9nWrVvBb8ogBd2YF3vBZdJ98ehX0Ze2qWvp4+Cwt2/qTatau/G5 L4D6+85Gkge6wDVlufmHsIX0Ygv1rudOx+34fr/Pncqfwf875a/gc9KEkwkqcjKRq4k9/3Av OBgSRMJ+HnmAFWM+dLQww62LhsjsV6CjbBt1dJUsyZ4eZ3TAGWN5xotbwnvQm41Whl71gJxG Kh2DnsNeUMUnRgWUZ/HkDOnLt3bad6FVvjqQeC7Pr0Wvfn+TPnvjnYvf/YPfPSOMT1/5RKns Rl9/kV5JXA9+0cyG9nOqX0bWfkPEmLz2E9+ycdi26L8lcpb3y3R2u5vkPy2vT4vmhlWuPluw Nter5a0n6qsm91+Qg+Kc9HY+wJlt3JP0JjjpjR9jV8JNeh/kpDfRkvQeb76xeIivVsdvf7V6 +PBq9T9eLY05byBO8BuIMRrnNxAnkvwGYlxcOU4yUcclUbML5JtgIo6lmG0THiIqTMQJlV2K S8RJJqLiJaLWRNUZVZtiVF2gTjOq7qIaDmqav9rwoGYY1XiEXRkXdYZRM17UWQfsFIPNCrBH GWzWBctmPd5szuMWhp8BAAD//wMA/taJ7V0UAAA=</item> <item item-id="68">iVBORw0KGgoAAAANSUhEUgAAAPkAAAGKCAYAAADOjudLAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAACWNSURBVHhe7Z3ddeO6DkZPVXmYavKU VvKaPvI+ZaSBaeJ24CuIhMQfgKRkwaGNb6+FczKyKNEmtyApMfTfDQDw0kByI/777z+Ew5gR SG4EDfj//ve/h8Wj94eoA5I7A5L7C0juDEjuLyC5MyC5v4DkzoDk/gKSOwOS+wtI7gxI7i8g uTMgeT9+Pt/WfnO8ff6I6z1L0HuYEUhuxKOle/T+7o0g+Nvt8ycu+/m8vT256JDcGZC8FT+3 z7cle79/Z8u/3ymjv9++k2XPFJDcGZC8EUrWrrL7kwUkdwYkb8T3+9rf9+/B5U8SkNwZkLwR kPyhQHIjIHkjIPlDgeRGQPJGQPKHAsmNgOSNwI23hwLJjYDkrcCv0B4JJDcCkrcDfwzzOCC5 EZC8H/iz1scAyY14tHSP3h+iDkjuDEjuLyC5MyC5v4DkzoDk/gKSOwOS+wtI7gxI7i8guTMg ub+A5M6A5P4CkjuDBhzhL2YEkhtBAy4d7a1i1gnmCUjuDEjuD0juDEjuD0juDEjuD0juDEj+ Gvz9kG6w/bl9/YsrJMw6BpgZRtCASzJaxawT7NlZJf/zdROcroDkzoDkrwEkBypHJL+ieILN BPt7+0j6RfHxN77U4d/Xn267q9Zp8+/29WdpqzQst/+nOA+H5ECFBlySsYyryiBdP8GiHMkE ZyF6ooXr2I/lEBGQ2l21Tpe/H2sbSfKwveT6+t/X7c+ybip66EMae39K6PUZgeRG0IBLMuZx XUHD6yfYIvlXOZ1r8SsEUap2V63TguXmqCSP2yqWlweWnPb+rx+Da4DkRtCASzJmcWFp4sdM sL5kVXaMpMuvWifAlxSamPH1UnLxIKLvd2M9eMivQ3JnDEl+4UMGHjLBohja9S2hShIzKzW9 ap3AScmr7US05Uz8DKTXqd2MQHIjaMAlGbN4MsmDeA0BiBF5rlpniIslX19HJgcLNOCSjFk8 k+Rx8vevh+MpfZZZeRnLc9U6I9wj+dI2e7/KtiLUbkYguRE04JKMWTyN5HFyq6fEJbuMIf7c Pj7K0++r1ulxj+Tl/oXtJNDrMwLJjaABl2TM4iluvB0VXGa9a905C7hqnRxF8rM33hpAcmcM ST71r9AIzmT3Cc6ilULlXLVOiSI5v7dieftXaG0guTPGJH+CP4bpTHi+GaeLp0mWctU6Enq7 Kmsr2X0USO6MUckp5vyz1iiHEuyMJDkvK9dNuWodFb5RWEZxql/u46zgBLWfEUhuBA24JKNV zDrBPAHJnQHJ/QHJnQHJ/QHJnQHJ/QHJnQHJ/QHJnQHJ/QHJnQHJ/QHJnUEDjvAXMwLJjaAB lzKuVcw6wTwByZ0Byf0ByZ0Byf0ByZ0Byf0ByZ0ByV+D8NXTMuTvm886BpgZRtCASzJaxawT 7Nk5UqQCkjsDkr8GkByoHJdcrhIzGrYTTK6iIsJlm7WgbYyss1J/p/3Qd8pX2n3vfZ8ckgMV GnBJRjVi8cYpJecCDMcNSzha/SXKmQjGQh7qRqPvYXvtyjD1NbleKYdenxFIbgQNuCRjFSw3 x0ySl9VV7pC8EkogX2eR/Mxjmphu3+UMH6TWRG7vn/YzI5DcCBpwSUY9vm/vNBmnPF0fycIN +PS81X5kHVEyPqXXxFT6LmRtonswWg8euLsOFiD5TsiO7Sw+so58IDgpecz01VvSljOxD9Lr kNwZkDxyWRbnLHv05tvFkiOTA4YGXJJRj9eU/LIsHuUbvdO9c4/kS1vp0kD5HGzH4DyQ3Aga cElGPV5Q8suyeNx/pwa8zD2Sx3sA675jNPpJr88IJDeCBlySUY/Xk/yaLH6P4ITS93hwOXzj rQEkd4Z7yS/J4pxJzwpOaH0/8yu0NpDcGV4k55th4l+K3ZXFrxCc6PU92b+S3UeB5M4Ylrz8 YxiOt8/bj7S+EtTmcvhmVxnJzShRcm6nZuiF7jpRTiVam14Z6DvB/ec4KzhB7WcEkhtBAy7J aBWzTjBPQHJnQHJ/QHJnQHJ/QHJnQHJ/QHJnQHJ/QHJnQHJ/QHJnQHJ/QHJnQHJ/QHJn0IAj /MWMQHIjaMCljGsVs04wT0ByZ0Byf0ByZ0Byf0ByZ0Byf0ByZ0Dy1yB8HbYM+euxs44BZoYR NOCSjFYx6wR7dlbJB+vKQXJnQPLXAJIDlXHJY0WYJN6/pfXaYTvB5FJJfUbbcRWYukpL+rlk MdyXdh96RSMgOVChAZdkzCM+5DCpAvPz+ba2PSq66QQbqfQiMdhuv+5tl4sKHKw31+jDSPmn +ppcL0dFr88IJDeCBlySMY9F8s+yplst/kiYTLCyhNJRsUbarev+uX18FMIpVGJqdPsgZ/gg tSZybKNkdtrPjEByI2jAJRn7MZHkGwez50anXcyc9PKQvGJ1V64Fp4mp9EEp2tjtRzwoSa9D cmeclvzn8/ZGk/Jg1dbnkzy8xpKNSB6ybLnOScljpq+6pi1nkgNTCSR3xlnJp7wmb8raQmtX n/Z2JRez+AgXS45MDhgacEnGZnB55oOn6hS2E+xayaXr3p7kchYf4R7Jl7bZ9Xf7c7Adg/NA ciNowCUZ9eBfpb3fvsXX2/F8kjei3M/pLE7cIzn/ai+JRh/o9RmB5EbQgEsyynGf4BS2E+xa ySVamfx8FieUPpy98dYAkjtjXPJ4N/0OwSleVvK7sjih9eHMr9DaQHJnjEl+jeAUvyV5kLPO iIH7Jb8vixO9vifbVrL7KJDcGWOS13/SmsaRO+y0/uXE69MqqrvihRgD7UpEyXk7AweJisE+ cP85zgpOUPsZgeRG0IBLMlrFrBPME5DcGZDcH5DcGZDcH5DcGZDcH5DcGZDcH5DcGZDcH5Dc GZDcH5DcGZDcH5DcGTTgCH8xI5DcCBpwKeNaxawTzBOQ3BmQ3B+Q3BmQ3B+Q3BmQ3B+Q3BmQ /AWJ32zTvqkGyZ0ByV8MLl4ByQEDyV+JUHji42/4PyQHK+OS14Uj3j5/hPXacfkESzKXGJ1C DmUxhnL18vU9hCowRQGIYzUk5DJPTL9oRGgflkNykEADLsmYRyz/lD5IIZZlPir64yZYv6RT WSeNRUqbhGX9sk731FxbaVSXqfoglH9a97+1heQggQZckjGPRfKZn4Um0JVTrJN24mEKC2Gd k4KX5Z8qyfuFHNf9C3XXITlYoQGXZOzHxJLzKbyQFRlN3nJ5X/L2afZOPLNQDwbKmYd4MMr7 FYRXQugXLZ8RSG4EDbgkYy/CY5Lebp8/8utaPGKChUk/kn2FdWJmZTfCerk4mXBRwo+veGDh qIpBnpS86M+GtnwFmRwk0IBLMsrBpZmXOPGIJArzCTaQxVdOybMQX9+2z/8WTpdr0VtAckhu BA24JGM34lNNZ7vxNpLFA/E0O8usvKwh+UJ6PXxOQglIDsmNoAGXZByJ73ea7MceuGA6wUaz +MYudYg/t4+P3jU47SZZR5NNuZbWgeSQ3AgacEnGkQiSH7sut5xg41lcZ91G5zQ7k1yTuSmh hCK5sn31nsIAkNwZQ5Ivp+af1VNSJru7fjiLS7QzYCBm/+1AEOUsDgzHJVQk5/0Vy7NLhoNA cmeMSl5ef4e768cekURhNcF6WZzvkusCS5LRsnybvJ18tTJra8K20NtUB4zDlwI5VmNwL5Dc CBpwScYq4l+4pXFUcApqdzlRspZUkuS8jENqHg4eaSgHEu5DjGEBi3ZbiGcG++tnBSeo/YxA ciNowCUZrWLWCeYJSO4MSO4PSO4MSO4PSO4MSO4PSO4MSO4PSO4MSO4PSO4MSO4PSO4MSO4P SO4MGnCEv5gRSG4EDbiUca1i1gnmCUjuDEjuD0juDEjuD0juDEjuD0juDEj+gsRvtmnfVIPk zoDkLwYXz4DkgIHkr0QoPIFnoYGMc5JzaeY56q6XBRX26Jdfqto2q7lw4ce6Sku2jTSGq8PI ZZ6YftGI0D4sh+QggQZckrEVoYAjxUyS94UuqUtGxRJMSiHHvUrMyL70ck4ijeo21fsTyj+t fdvaQnKQQAMuyajGWgbq7fb+Ps8TVM5JLkuobmuVcKxkMzHcp7L8UyV5v5Djuq/swATJQQIN uCSjGLGgI9V2m+kxSddLXlRBjZmTVh3aF5/CZ9uO+1MrrMr94W2Vwqb9qOvQJVFub4GWzwgk N4IGXJKxjvB8cq7YOp/k+eTWsljKJscmgpQ186w4InnYbrnOScljpq9c1Zav5H0uoXYzAsmN oAGXZMyjrrE+8wMPWQApi5WUB4hcjCh9circlVzM4iNAckhuBA24JGMa0uOQppZ8Ib1m1cjW YTkpojnSNnqSy1l8BEgOyY2gAZdkTGO/m67E+7fYTgpa/xGMZtxShCBpkId/VqM07HQWJyA5 JDeCBlySsRezZ/Ke5HyaXkmiyM+0tns+ixOK5Ep/ugexBpDcGa8peX0tXREzYSVzM0M25Lor ixOK5OLNQD6gtC9HNCC5M55fcpIjl07K0rxslzrKk7WNojUODprk92VxQpNc2GfnbKMHJHfG 80vOgqVRy1ZLHqjadjKxKHnM/qeyOLctozjQcP85zgpOUPsZgeRG0IBLMlrFrBPME5DcGZDc H5DcGZDcH5DcGZDcH5DcGZDcH5DcGZDcH5DcGZDcH5DcGZDcH5DcGTTgCH8xI5DcCBpwKeNa xawTzBOQ3BmQ3B+Q3BmQ3B+Q3BmQ3B+Q3BmQ/AXRvisfgeTOgOQvBhevgOSAgeSvRCg88bhn ofH+lh/jwaX3lfr0+/vlupgZRoxKHopE7AO0x7HCEdTGFqniS4eicMM2+ZKsKEYyS8uiDscL SMhlnph+0YjQPix/hOSxks0SH1/759R62yQ492mVvSiMAcmNoIGRZCzjbCWYMq6ZYDp7phiT PKx/tFZanOBxRodtpPuLr7dqzJU0qstU1WiE8k9rH7a2j5B8Ic3e3Uwe+qS/DsnNeCnJV1GO Pq/seDHEXLpceKYSU6Ms/1RZ0C/kuO4rO6BMKHn3IADJzaABl2QsY3rJk0k0Jlj79Fgl7qfM mrLk6QEkrqceVOTt8P5KYdP3uJ+9CCG8P1p+Cam42898uUQR+hf6mvRJGRtIbgR96JKMZUjX 5PxctCNB7a4nz1xDkvOkTK4n1+icYten5olkm1DSAeSk5DHTV65qy1fyz6OE2l2CIHn62aRn G9m6CpDcCBpwScZurI8wXgbxwNNTKC6bYBtRqETOIcn5NFk4zVVF54kszNQyW2mC6byG5Hl/ Qj/013MguRE04JKMIyE9I60Xl02wSJYtIkckryZdQx4pixNSxqJtSAcDndeVfO0HJP89aMAl GUfizHX6ZRMssp0qa6HNKk2SOBkrQVjesoGyPverNalzXlDydVk8KEqvF0ByI2jAJRlHYgbJ JY5ck1ciKPJoWZxP06vJq21fRZFc2c7Qe1R4jOTFfYnq9RpIbsR5yetnlo/ENJKzVMX1t9g2 TlDxrCAeFEYPFjqK5KUskewS4SDXjEHs7xrh8+IDHsf2mcTPYgvlQ4m9SjdcxtGjWthWaxDS U8G1w8tgf535VCeG3pskYx7ft/ciY/Pd9vfvdL1+UBtrJFF5AmYyViLKomlZPMC/Mkpfj9vp 3KnPkfdNVO8nHnSqA8sgjxiDM2S9Wt909gFKH3SL/WChSb4ObLIPniStg8IzQu9JkrGM+hnl 535nTm2tGZacKLKM+npn4NOEMLL+RpnlOMQzjP31s4IT1H5GOpIvHD26ZdcI4SCxj4uS5bNM XrZ5TmjAJRmtYtYJ5onnlTyKeU7yUmo+M2hd8ygHgicDkvvjaSUPpzPl6TrLGiNts0m+n7qH iGInp1H1gUNoU22PDxB5H9Jt5adg+wFFW24B7UOS0Spof+B3mXUMask3CTQZgly7VFE2Fj3N 5FlWT4jLeR/Z62mb7Loq7Qfts75hsu0zOej8+/oK7bTlCtW1YBnVm8qhdSQZrYL2B36XWceg llzM5InUq3iF+KVk0s8SUlYv20jbUG6qrNuI61cSasuNoP5IMloF7Q/8LleMAc/lq2Ld5vrf iCT5sjSeFgexg/Rldg+n0qlkq0uVoMu2qt+V5duv2lTbWCDJq34msNAUaUNtuQG0D0lGq+AB Bb/H4THg+Wg9F+P/V2TJySkSI54exyya9yu5WZZKWQlKQpcHiIX07KBsU21jIV2/hdjXBW15 Ak7XwVFmHYOu5Hy6vk/qIvPSkrRdV/K87baMVxqRnNukfV3E5TOJ9GSBZG0uNwKS+2Nyycu7 2kXkhi2wrDE22dLtUOZP1yOxl3+vphX7y7ZfbDuJvBvKNuJBYXi5Edt+EK5iRnD4N4IGXMq4 VjHrBPMEJHcGJPfHr45BvM+0RnHJjZlhBCT3x6+NAV2Kbpef8TI2uRzFzDACkvvjt8bg31+6 27VT3kDHzDACkr8g8ZRY+63MNGNA/UQmtweSvxjJb2dml5x+PZz+8ggzwwhI/kqE69zHPQvt DrLr8wBmhhGHJedSzDHmqAxT/C3CEmN/QFS3K+ZdQvy7CHGFs/tPaW0/Xr82tx/ah+WzS059 rf8SFJIbQQMuySjFmRLMZVw/wQQ5OtekgdguufHDIskex1/9VC+e3X+Bun3uV/1txnT76583 b23nlvzvR/mV8AAkN4IGXJKxjFDT7T7BKa6fYItk2peJit/D5gy2Y/k4JMlP7T8ysv3yILIQ vrMQsmF5l3pmyamv2VtZ3j//G5IbQQMuyZhHrMx68GkpUjxmgh2QLKPVLp6SVxJKSNvhU/r6 NDWgbF/I2kSa3YPwSgj9peXXEPo89JEsyP3cPw9IbgR90JKMWfx83t6W9d4/w/+3ATpYjpmC 2llTnd6OwnemxVk7Lrm8/5OSx0xf7VZbvhK2ZZ/Jj0neA5IbQQMuyZgF32zLpKYyzeWyflw3 wUpi9qQ+Hc7ggSBnWxxd8nv3/4ySXwskN4IGXJIxiyh5dSddW96Ih0ww5RS3SZRGF7QnecKZ /UNySG4FDbgkYxaazPE0/sgjjB81wdIbU32iYM31D0i+cGz/xDNKHvYT+sA/J2c0g58VA8mN oMGQZMxCk3nWTL4QJBu5Lo9ydYVUJFQY3z+jbH/gxttRrhkD/txI7P3nrU/rQehY/yC5ETQw kox5yNffUzzwcJGg+g0WXx93r40564xkXF3C8/tP0Q4icVvF8uNnCjuXjUE8AK1dS38m1n9D 8ikYk3yJKmtH8Q/+Ws1C8jLTSTfQeNm+3hHBifFM276Bp6FJzttLhBH2eYTLxiAVO/2ZKP89 ACQ3ggZcklGMKDrHkWtxjssmWEq8Pk2jnFy15OkpZh1be2Hba6RZemD/KiPbX+D+c5wVnKD2 lwDJnwMacElGq7hsgoHTQHJnQHJ/XDMG2pnQclnxNwi+/XvwpAMzwwgaCElGq6D9gd9l1jHA zDACkvsDkjsDkvsDkjsDkvsDkjsDkvsDkjsDkvsDkjuDBhzhL2YEkhtBAy5lXKuYdYJ5ApI7 A5L7A5I7A5L7A5I7A5L7A5I7A5K/IPGbbdo31SC5MyD5ixG//QXJwQYkfyXCN8Oe4lloApgZ RgxJHmu80bpiHKgOQ+vbIZdK0qm/LlmLcW6dI9+jDrT73i8aEdqH5ZAcJNCASzKOxfESUKYT jKusDBkmSFVdyx5YJ6nkcqr8U6PvI+Wf1ppvW1tIDhJowCUZR2KKQo4EC8IxZNciZ/cZZlet 06Db97itYnlayHE9CGT7guQggQZckrEbfAr/24UcM+Jp85DkEiNynl2HT+m1wpFK34WsTaTZ PQivhPBZ0PIZgeRG0IBLMvYiPMb4WBansJ1g90lenRYLjKzDYub9OCl5zPTVW9KWr4RtIZOD lVOSn8ziFPNJHrMutVOz88g6O+FAcPTmGySH5EbQgEsytuJsFqewnWBnJE9QTo0zeuvwNfbA wSAHkkNyI2jAJRnVuCOLU9hOsDslXxh5Mom+Ttx/p70MJIfkRhyV/J4sTvEckrevueV17hGc UPo+cOPtKJDcGYckvzOLU0wj+SJP9xlmI+us8DX7WcEJre9x28XykTMODUjujCOS35vFKX5L cr4ZtmVEIUNWN8xG1rlEcKLX9yRrK9l9FNsxOA8kN4IGXJKxCn4O2h1ZnMJkgvHNrjKSbFtJ TgjtKse660Q5lRCczRnoO8H95zgrOEHtZwSSG0EDLsloFbNOME9AcmdAcn9AcmdAcn9AcmdA cn9AcmdAcn9AcmdAcn9AcmdAcn9AcmdAcn9AcmfQgCP8xYxAciNowKWMaxWzTjBPQHJnQHJ/ QHJnQHJ/QHJnQHJ/QHJnQPJXgL/umkSj/NSsY4CZYQQNuCSjVcw6wZ6bv7ePTGr9u+kEJHcG JH9NwvfP5UIWkNwZRyQPT0xJTglnKMkcq6Rk/UqjWbWhLvggFWMYKdhQrtMtFlEhl3lijhaN WMtDKafs1H5GILkRNOCSjGXUpZ/ic9DePm8/xbqteNwEa5+yilLFKi2pQEGudumlst4aC3lI dK4QIzQa6UNGfF3b/+PG4BiQ3AgacEnGPOQHG07zLDSBSoyKRfKR55wJ2TWTWhSu3E6DsvxT ZeZAH5j0rEYzfOFRY3AUSG4EDbgkYx4tyd9v38myXjxkgvFkb0x0mUJOJWOmBxDtYFIv50sD reCjcuYx0Iea9kEGkjtjTHI+XV9iE/3n9vmW/nssHjHBQpZrZXGZSpyYZatjRbJcla1qe1Ly gT6IrK/LnwG1mxFIbgQNuCSjFOWNt7fPH3G9VphPsMNZPGY9alNmvhHBzkpYAckhuRE04JKM ZYRMHk/N+SELFJNl8rNZfKU8NR4SjA8SaYbeDxyqhBV3SE4/Zyso24pQuxmB5EbQgEsyZhGl LjM3n8K/fyfrdsJ0gp2+Ft/JbmgNSU4kZwNr/Ll9fLSumSXuyeSxbRpVgx16fUYguRE04JKM afBpeiWzIn8rLCfYXVk8km3j1E2vwLqdkbvrG4rkd/RBA5I7Y0RyfnpKJXNcPkUmP5rFl/X7 zzmL/y62mWV7kSBsKWYb7RT7bB90ILkzhiTnO+kT/zFML4uHzJeIJ2RIXif1qcqYSmbd0WTt obc73oc2kNwZY5KH2H6NxnHwphuFyQSL16ctsSrJCW6XhLQJbstRylW+fshvoQ9rFKf6vT4c gdrPCCQ3ggZcktEqZp1gnoDkzoDk/oDkzoDk/oDkzoDk/oDkzoDk/oDkzoDk/oDkzoDk/oDk zoDk/oDkzqABR/iLGYHkRtCASxnXKmadYJ6A5M6A5P6A5M6A5P6A5M6A5P6A5M6A5K9AWZlm iUbBilnHADPDCBpwSUarmHWCPTd/8Sw0oAPJX5Pw/XO5cgwkd8YRycuSzEfKPnHYTzA+de3X PysLMewhtC2KO5RJstrWocoRhFzmiTlaNKJVY47azwgkN4IGXJKxjKwk8xJqccdOWE+wUAaK YlTy/nq9emp16al4uty4Lq5oVLep+tkr/xRf144z1mNwFkhuBA24JGMWYlXWWPdtpgcerqKM l0MekTys0y/aWMo5egDZ5OaozDxQyDHKLW9nx3QM7gCSG0EDLsmYRsja9YMNteWtMJtgSfYa Fay/XvsUOtCSPJUwrqceMJSbZUrWbvc99hun64C4R/J5SjIHQViEY5KTeHtkMvGB4yvJkBSF PNslwiaodHA4KXnM9OVidTkTz2qkz4DazQgkN4IGXJIxC03mKSSvs9ao5BV86szm8L8zqaOM hejlAaN3Y6wGkkNyI2jAJRnz4Lrr6WOKednvSi5dm56WfCHb3qBgWZvB6+KaOySnn7MVlG1F qN2MQHIjaMAlGevYpQ7xdnt///1r8u1UWQtlomtkBwhNsPQ6Wblm5n6N7/6eTB7bptHYMb0+ I5DcCBpwScaRWH+tNtPd9cg9mTxrqwicCsan6ZVTWlsVRXJlO/e8R0jujPOSh8ckHX1G+dyS l9f3UTzx+jvP9q0DwRjaKbZ8h1+6TBkFkjvjnOTxOWizPCapQJKcM+4uI0klr5P5VMlayhgl zLYlHxzaaJIL7+fwWULOI8bgDJDcCBpwScYyrviTVopHTLAxycnf/f2EyNtsRNE5JLmqbQmy ihTb3uLyu/c71H5GILkRNOCSjFYx6wTzBCR3BiT3ByR3BiT3ByR3BiT3ByR3BiT3ByR3BiT3 ByR3BiT3ByR3BiT3ByR3Bg04wl/MCCQ3ggZcyrhWMesE8wQkdwYk9wckdwYk9wckdwYk9wck dwYkfwX4665JNL7mOusYYGYYQQMuyWgVs06w5+YvnoUGdCD5axK+fy5XjoHkzuhLHgs4KlVg ymISvXJQNhMsZq4kjhVVkEssBfrbLgs67KEUoRBp9aHeR+/9rUUslFN2aj8jkNwIGnBJxi1i bXVJ8uqhC+LjlPK4foIJcmh11zS4Oksl2Ni2g4BHhBZQ+yBsv1f+Kb6uHC/W/cwIJDeCBlyS cZObo5JczvDlgxHLuH6CLSJ+KXL2aqyVpZckyQe2fZfkI30QMrxYyDHKLW9nh16fEUhuBA24 JOMeStFGJWv3no/2mAk2KPlG+0ZVzlnJ+bRfq7Cq9OFUSeb2+4fkzjgt+clHJz1igh3PrOOS S9sOy0jgPepT6ZOSx0xfdU1bzqyvy58BtZsRSG4EDbgk4x7PInnMXtTX4QzO9CQ/uG0+BR84 aOxAckhuBA24JOMez5fJtVNcnfFMPrrt4w8/uENy+jlbof1+HjIGJ4DkRtCASzLu8YSSLxyT 7IDkCyPbvuySYURybptG473Q6zMCyY2gAZdk3OMZb7yxiKOSnZG8ve3LJD91460NJHfGacln +RXaIkH1Wy6+hr737vrpbR/dP6EdaOK2iuXHLwd2ILkzzks+yR/DCJmO73anXvAy+Vp6PIvW 26a2eUaV9t9Hk5y3l+xDye6jXD4GFwHJjaABl2Tka+sqikcVT/FnrfH6NI3aV0Fyod0aaQYe 2HbIqmkcOI0e6cMC95/jrOAEtZ8RSG4EDbgko1XMOsE8AcmdAcn9AcmdAcn9AcmdAcn9Acmd Acn9AcmdAcn9AcmdAcn9AcmdAcn9AcmdQQOO8BczAsmNoAGXMq5VzDrBPAHJnQHJ/QHJnQHJ /QHJnQHJ/QHJnQHJX4GkBh1H47vss44BZoYRNOCSjFYx6wR7bv7iWWhAB5K/JuH753LlGEju jL7k7WehhRhZJ4TNBIuZK4mxqixj7cqCDSPraFlURy7zxBwtGrEWslBO2an9jEByI2jAJRm3 4AoxLYFH1olx/QSr66mxEG3PxtqVtdT0ddJqMPHg0bguruAKMUKnwz4PlH+Kr2vv//oxuAZI bgQNuCRjVf5JEnhknSJovWtZZD31LLSBdqJM5bbl699KTI2y/FNlZtxfsVws5Bj7K29n5/ox uAZIbgQNuCTjHnohxz1G1gnxmAk2IrlE3k4TNV/ekjyVkC8NtAqr8nZY3DJrtw8i7fcPyZ3x kpJzRmtkM5GinSpSzL68+a2Q47Y/KfuelLzY14a2nFlflw8CDxmDE0ByI2jAJRn3eD7Jg5wN ARSqdgcE47Ycx6upQnJIbgQNuCTjHk8meZz8h0/VxXYxI2fZl5ftgmXXx4PXxTV3SE4/Zyso 24pQuxmB5EbQgEsy7vFMkvdOiTVa7XapQ/y5fXwkp/HKNTOfwiueCdyTybn/STR2TK/PCCQ3 ggZcknGPZ5HcQnCZVeDs5pwgoSK/jiK5sh31fsEAkNwZryG5dFo9wpl2QcZNuphRK5m1DKyi SM59LJaLv0IbBJI74/klHxOVM+4u43nBc+F4O2lWjesdui+gSc59T7Z/+CwhB5I7Q5V85Flo I+sUQa9fS5RDCXamlvxYu3J5yfZrNA5txZKY8asoDhBlP84KTlD7GYHkRtCASzJaxawTzBOQ 3BmQ3B+Q3BmQ3B+Q3BmQ3B+Q3BmQ3B+Q3BmQ3B+Q3BmQ3B+Q3BmQ3B+Q3Bk04Ah/MSOQ3Aga cCnjWsWsE8wTkNwZkNwfkNwZkNwfkNwZkNwfkNwZkPwV4K+7JtH4muusY4CZYQQNuCSjVcw6 wZ6bv3gWGtCB5K9J+P65XBADkjujL3nrOWexIkwS79/lOnnYTjC5VJJIWlVVinIbRXEHfRdS pZgR2n0/WjQirUNXQu1nBJIbQQMuybiF+pyzKH9SBebn821dtyW66QRjEUckV6lPdY/UU9sr xByUvNH3IPiB8k/xde1jMB2DO4DkRtCASzL2n3O2SP7ZF78MkwlWllC6Q/JSqNZpb8Xaj6Jk c49u3+UMLx540rOTxmdAr88IJDeCBlyScY/xIo2/JvlG+4ZTF5Zka3/89J9WrTLvCteU0w4Y St+VrC3vg4n9xuk6IC6V/Ofz9tZZd2bJQ3asT4s/vpIMSVHJE/bLIl4qecz01VvSljPxrEI6 CNiOwXkguRE04JKMe4xL/uvX5PdIXmXxBT6Vln49tS2rs2Y7y2pAckhuBA24JOMeg5LzNXzj VJ3CdoKdl7zK4sSAYNK18cMlp5+zFdqfg+0YnAeSG0EDLsm4x4jkcZ3/3m/f4ut72E6wk5JL WZzQBEuuk/e76UoM9+WeTB7bptHYL70+I5DcCBpwScY9epKPC05hO8HOSS5mcUK56aWKF7k0 kyt9OLePACR3xn2Sx7vpg4JTTCe5lsVX4vaKG209wS6VnK/5i+XSZcIokNwZ5yU/LjjFb0ke xKszoprFmSpr9w8k10oubE87wxgEkjtDlbz7nDM+TZdDu8NOr11OFLGK6o53IQa3awi7Umy/ J9chyQf6TnD/Oc4KTlD7GYHkRtCASzJaxawTzBOQ3BmQ3B+Q3BmQ3B+Q3BmQ3B+Q3BmQ3B+Q 3BmQ3B+Q3BmQ3B+Q3BmQ3B+Q3Bk04AhfMSuQHICX5nb7P6f+B4LtzS2rAAAAAElFTkSuQmCC</item> <item item-id="69" content-encoding="gzip">H4sIAAAAAAAA/+xYTWwbRRR+duLEDklc5w+SFuqmBhJgi3e8a6+jCGW99goQweCUcIkEjrNN DI6d2lupuUWccihSJSTEESRUDiAkbj0CQkiARMuZCxx64VIhzsR8M7Mx66gi4U+INs96s/Pe vM8zb/ze+M0OElEAvAQeEP0g2l636TgniRMDhzcrxdXXnIorNFQCzwO00MP6viba6WUffg4p xCbw2OljVz7Do58NLQjrsCdH2C0oFsI0wIJRovcjRNFhm8pUIZca1KQiXcAyymgdaLYBvU8s LVKu1xtuvuyWg+ILx8QyxYhTd6vudsm5IEdGwQk1o2tmytYVzWZ5RdMNppiFXFrJmmaaJXNq wbQKiVTayqqqmlJ0loaRUVAVI5/RFdMycrahmTmWziaSHil3aPYpf6YZC6Veojlawb44YvFN cB1uOdSCdhHPCm3AsTpV0StTjQror0OqY4zbV4W8QjlsRA3OL4GbAt+ic3SZNoFbEy4GRhO6 nlL1NDxS8ypTNMZsxbBTWcU0k7qRyWipvMkS2Vw6lU/atqIaRhIOannFUFVD0U3N0kzL1jTd PpKDL2PS/skXhYOWWHxFuPUC2Z4zXF4WbjDfYuOq2AED3QyplEYvS0mwAZAO2UHroJ8EZyFn IFfQ02FhoBU0KGMqPCRDbJCGZcgNRZmIwGGiEyJiI9byUuHiM66zGZBAcJ9fMQSOCdOwc7Hk rFcb9ZAY0Dh6rVGRul6hy3Yyoa+1sZVrXJareY7vBRSlTiosgpOwezVMNNND9BOi+h3IiYgc r3npFaTgiOiMdGYyXbdZXb3kOnJ9c+Ao+Wl0brpLHtvPqHGZUWMTMqPG6X6ZUROHZ9QDYwig 4wy5izJkkr39BYJhfIrx8FmYhOqk6O5MdkXPKRHOg0gTq7G52uCJIQdO8OVD/buGh+E8/gyu AVFGYG9B3kWUttvcGqbFmmPVqjh8BQYjES/MvRbYmzdiP7z3ydSPdICeoh7aa0eoz6cLdNBy OUFP3mvzGSW1j+l/Rb+C93x8TPcWlXBON3BGx8VJzs/q7YNHwR/SBIU6Oc/PgjdID0zHvo+9 tUNDy1+Gpvy2n/a/Xqvf+jbQw/veQWJhdj6vI9rWn5qb0wgFA35/jorbDRxuc1T6K/P/k/R3 5pdFDxH/TXhNxWstfuYfnwX3BoVQcFsoC6pxGQ8DXZHR6XOBV+bniVcogk55vIaaj0dP1EP3 eJiqD8+r/Ovg2+3uCL3qm2QRtWIcvIGzoIZPnPJo1/FkYvzZj3f7nwbXZOlP/LlS2Ixd/eU2 ffPBR5d+/he/e54rz1/5Sq3cjF17k95N3Ah9t18NhQ/s1Z32jwI8x8SNneTFGH+2XfxfkVjl g7IQHSbxS4vrz5LTrJZrr+Srra1aefv5xpoj7YsC9JAEDErd6f03BnF5vzl9+P3mzPH95i67 30x7bwDOyjcA05SQbwDOPizfACT4leERGTcJEWgLRQo8KhXyAj2zD52V0JnHJHSWQx+XlrMd 6BN+qOIhzkmEwhFPSgOlg0j6BlXfIJd/AwAA//8DAITZsCdgEwAA</item> <item item-id="70">iVBORw0KGgoAAAANSUhEUgAAAPgAAAGKCAYAAAAhTIx1AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAB6+SURBVHhe7Z3Ldes4EkA7Ki9eNF45 FW9fHt53GE6gk5gMNCwREPEpsEAKslXQvefU6Wl+QIlTl0XS6sI/FwCYFgSflH/++YdwHKNA 8EmRJPnf//73Y/HTx5s5EBxMENxvIDiYILjfQHAwQXC/geBgguB+A8HBBMH9BoKDCYL7DQQH EwRf4/vz7frZYrx9fqvbPVPI5xwFgk/KTwv308friVXut8vnd1j2/Xl5cyA5goMJgn9fPt+W qv3+lS3/epdK/n75SpY9WyA4mLy84I1qXVX1JwwEB5OXF/zr/fqZ3r86lz9RIDiYIDiCCwg+ KQiO4AKCTwqCI7iA4JPy8oLzku0Kgk/KywvOn8muIPikIDg/dBEQfFIQfA1+qgpT8tPC/fTx Zg4EBxME9xsIDiYI7jcQHEwQ3G8gOJgguN9AcDBBcL+B4GCC4H4DwcEEwf0GgoOJJAnhN0aB 4JMiSaJVh0fFyKR8dRAcTBDcLwgOJgjuFwQHEwT3C4KDCYL7BcHBBMH9guBgguB+QXAwOSL4 iKYII5Pymfnv75/sXP35+19Y08G/H9m+H/+G5QWybhQIPimSJJqIZYxqazQyKZ+VVe4/l5vT //29/Fm+d4/k/36I1B+XhtMZCA4mfYKPa0w4v+D/Xf7+Wc5LUXZ7xF0vDH1yCwgOJl2CD2wt PL3gjWpdVfUK/cKwB4KDSZfgAycHmF7w8PxcedpaHgkXho+/6z9l22v8+buorzPyXCL4pEiS aCJmgeD9nBU8vljLhP738lEt2xh5LhF8UiRJNBGzQPB+7hT8yH4jzyWCT4okiSZiFgjez2jB d97AjzyXCD4pkiSaiFnwkq2fsy/ZWiJTweEeugTnz2QHOPtnMv15e+/CgOBg0ic4P3Q5Qs8P XdZtiopdVesgfeO+HsHBpFdwCX6q2k8UOIZ+y96+JW/tlyLrR4HgkyJJoon4qBiZlK8OgoMJ gvsFwcEEwf2C4GCC4H5BcDBBcL8gOJgguF8QHEwQ3C8IDiaSJITfGAWCT4okiVZpHxUjk/LV QXAwQXC/IDiYILhfEBxMENwvCA4mCO4XBAcTBPcLgoMJgvsFwcHkuOB6d5fe8CH48R7l1n// vdExdvHfhLc2lXWjQPBJkSTRRGxGaLQ4teBRsE7Bezq43DDGZuoiGIokiSZiFVHsGDMKXlTO PsE7e7B1jL1eKJi6CAYiSaKJ2I6vy7sk6NS36Pu90DIOd1Ftjc3URfAAEFzjgOChMlebtpa3 xg4XCqYugqFIkmgitgPBM0YJHm/hmboIRiJJoonYDgTPGCx4/zgIDh1IkmgitgPBMx4t+M4b +ZHnEsEnRZJEE7EdCJ4x6iVbS2QqONwDgmscELz3z2Q3WmOH5UxdBCNBcI224KtweaWtJNy5 rd69eFTVev9Cg+Bg0i14+UOXGG+fl29t+0bIPk9LEKyKpKpqggtxeYzWrXYV5RvyYjv9IrEi 60eB4JMiSaKJ+KgYmZSvDoKDCYL7BcHBBMH9guBgguB+QXAwQXC/IDiYILhfEBxMENwvCA4m CO4XBAcTSRLCb4wCwSdFkkSrtI+KkUn56iA4mCC4XxAcTBDcLwgOJgjuFwQHEwT3C4KDCYL7 BcHBBMH9guBg0i946OSSxPuXtt1+jEzK3+XYRAVlQ4gtQieY0AVG32YJ5TiyfBQIPimSJJqI eYQJB5PuLd+fb9d9j0o+Mil/ldh55ZDgem+1fdptmxAcTLoF/yx7sNXS94R7wcvWSw8WfG+/ kecSwSdFkkQT0Y4XFfzGfkPEklOCx9v2xjEQHExOC/79eXmT5DvYXfW1BV+2T2KvoaKwtl5u XxRGnksEnxRJEk1EK17+Gfyg4BXWM7xRvQUEB5NTgscWygdvzyUQfGNvsn+regsIDibHBY9/ Lnu/fKnr9wPBN5rP5R3VW0BwMDkm+H1ySyD4RkvwnuotIDiY9Ase3prfIbcEgkfCD2XKmU06 q7eA4GDSJ/gYuSVeQfD4xnx7Sy7b5hU5blPu3lu9BQQHkz7B65+ppnHkTbps75qOOcZqwaO4 aSgSH/x1nGw7CgSfFEkSTcRHxcikfHUQHEwQ3C8IDiYI7hcEBxME9wuCgwmC+wXBwQTB/YLg YILgfkFwMEFwvyA4mEiSEH5jFAg+KZIkWqV9VIxMylcHwcEEwf2C4GCC4H5BcDBBcL8gOJgg uF8QHEwQ3C8IDiYI7hcEB5N+weumD2+f38p2+zEyKccTurQk0dd74cB+RcOIfLt6nL3e6bJ+ FAg+KZIkmoh5hJZN6SQHoXXyUclHJuVY6h5prbZKOf377bVJvo2T7hQuBi3JR55LBJ8USRJN xDwWwaefm2wR7G+pXqMxYkbffqv0LbmF48dHcDDpE1yL2QTX6BFco9wv/Pv+rYACgsOdnBV8 nbro7fL5ra9vhSvBD7Qwzij3C//+8Tcsj2FcONaq3+6wiuBgckzw2D55iRPTFkmMTMpH0/cM XlPtF1+sZUKHF2qV5KFqq+tyRp5LBJ8USRJNRDPC7KLzvGQrUKXsQNsvLKsuFK3lkVD5eckG p5Ek0UTsia93qTTHJkMYmZSPI/65au+lmEZjv5bIhsDC3pt3BAeT+wU/9hz+/IIPlltoiWxV 8IW9mU4QHEy6BF9uxz+r2UtmfIsen3+Pym3tpz9vZy/RlotA9VeyOG7jMQHBwaRX8PJ5e32L fmzaIonnFbxP7vgCbavGnReFqloH6eMCpcpbL/lGnksEnxRJEk3EKuKk/0kclVtC9ntO4i22 HpuHpeB9+10Jksdo3bKn0ZJbkPWjQPBJkSTRRHxUjEzKVwfBwQTB/YLgYILgfkFwMEFwvyA4 mCC4XxAcTBDcLwgOJgjuFwQHEwT3C4KDiSQJ4TdGgeCTIkmiVdpHxcikfHUQHEwQ3C8IDiYI 7hcEBxME9wuCgwmC+wXBwQTB/YLgYILgfkFwMDkneGyfPFtf9Lp5Q9WUoUFsBKHuF7q1pOuz SLo6lOPs9WSX9aNA8EmRJNFE3Iu12aLETIKH1kupUKHDiiX5KmXSGLGjW+pK3rapbrAY1tOT Dc5yWPBr66a3y/v7bDObLIKfnZusvDAs7E80uJJfGHLZI9XFIwHBweSQ4KH5ovRie4mpi3oE b1TrPTGvxNv2m9B7gusXCgQHk37B1/nBY2fVVxDclFRo9TZvLQ9o/c7XZank+t1BZOS5RPBJ kSTRRMyj7oE+r+BBKhFt99Y8cEbwqnpvrBeVcPwl9p7jZf0oEHxSJEk0EdPQpih6pdlFd1+W nRC8NVtJ9tweLwIS6lUCwaEDSRJNxDS2t+aNeP9S99NCtveE+bLsqOCt6t24mMTbds3xkecS wSdFkkQT0YrXeMkWBbNflvW+ZGuNF2/NWxcE7S4CwcEEwQOLSEfnBls58GeyVvUWQsWvRN65 1UdwMEHwgFIptaoal9XbJVW5UXX37wbiy710PT90gTtB8IRQLdMoK6cmuBCXx2hV4tYLs0h8 5r7FzvayfhQIPimSJJqIj4qRSfnqIDiYILhfEBxMENwvCA4mCO4XBAcTBPcLgoMJgvsFwcEE wf2C4GCC4H5BcDCRJCH8xigQfFIkSbRK+6gYmZSvDoKDCYL7BcHBBMH9guBgguB+QXAwQXC/ IDiYILhfEBxMENwvCA4mvYKvDR60v8Uea/og+zwvoYNKElXjhgZlw4f9xg5a95aVI+PI+lEg +KRIkmgilnG2g0sZI5NyLEpvtVaftIK6FdN+q6Wta0su+NFxEBxMEDyyCH5qbrK9KYfqCr1e NP5cPj7K9QfHWUBwMEHwPe4VXO+qKpvW4h4YJ4DgYHJM8CUBk4jzlB0J2c8Le9Uz5XbLfZNT ud0PAsfbfW3svnE2Rp5LBJ8USRJNRDOu0wgvyXdgVhOJkUn5GIJU8t12K3fOKmzYb4n8ub2+ E2hdPPbHyZH1o0DwSZEk0UTsCW3OMitGJuXDafQ3L1krb3tOsWx9oF3B2+OUIDiY3CP4medy V4IvaHJm7E5ysD5vx//dDNmoY5wSWT4KBJ8USRJNxJ54HcHbz+HxlroS0Kj+ZQU/Mw6Cg8l5 wes5w3viaQVfRDo1N1nrb+VhuVZ5heoW/cQ4I89lGCl5AaFG+0r3K4SrX/oZWyc8vY2SbdJ/ v550NQHalOM9K/L5NBHz+Lq8F5U6vlV//0q3s0P2eUqUSqlV1bhs2y46keZ++JPXzoWhEvzE OCPPZT5S+GN9ci6u/Pf342kEV2+tovCFcbJt/D/sJmb1xrNf1Gq8vQrwy8j30kQso54j/Nzf xGXfpyVUyzTK/89rwVdueRPDSJZa8JUj48j6UXQJfj/rVaxXpBatk3elulKvV8ntmOW/B7or eGN/lTHf9x4kSTQRHxUjk/LV+UHBl0Q9cv/a5IgcLfZva6JU5Z8jtmMW649SjbfHiO97Hwju lx8UfEnUIkvjrcwtsvVRonRdEPMWUbBi21Tcm0xx32WfqkLXxAq//h44GTt+p+RWrTWO9v2q ZbdzlH+Hdczy+/65/LltE7978r2u/z4eOZ4m4qNCjgdjGHkuFcFjMoZIBb5KllwAsgvCmuy3 zdN1jWq6SRZEEcmzz5AIEJbbgofjtCpuWB6Pka3f+37qd0i2Tder2+bH+ne5CO18lWX99hnV yD54jWyjifiokOPBGEaeS0XwNPHqCh7ZEjBsL/u2bp/LhL8ep6heu4IshGU9Ffy6iTZGSrhg SGhjVt9P/Q5xmy2uY2nHzs7Pcl6bjxpjkM+iifiokOPBGEaeS0PwpfIUz+BZlUy2vy7vFHwd o7w9XW9bm4KE9c1jLKxShnGrMervcl12vX3ePkvr+1XjZcIWqJ8/qeLLvvm68SC4X35Q8ILr +vK2OWxfrkvR5KgEWAW+LlMFkcVJhS4J+9yqcTWGCKZ8vvRz730/9Tt0ft/AehFc5NY+RwG3 6K/LyHN5SPBSsPzfQ4VNE29J9A9Zqcomibol+pr8oSI2BBHWxC8+Y9i+fl+wf8zbsrDR7vdr jZdW8eX8te9ABOUcPQgE98sDBI/Jn4SahCFBQ/z5WBI6/O9183z9lvzp+FGw4pi3bfMx9I8h F6Jk31L4cv11kOV411v04jNmB2h/vyxu+7TG0r7vyk/9aOj2mQiXMQouuz/KckFoPbcPRpJE q7SPipFJ+eoguFPkll+9I3kACO4XBHfG+iy/3Hr9lN0LCO4XBAcTBPcLgoMJgvsFwcEEwf2C 4GCC4H5BcDA5LHhslxximo4uC7eXnFUUv59oUfyuonxXWo5f/7cNxe8l1G02ZP0oEHxSJEk0 EbU40ya5jJFJOZrsF4kHyf77BoVq7PArxk3g8KOn9KoQLhgtyREcTHoFX3uw3Se3xIyCr/u1 5VblXcgvCvEXlClhv8aPnhAcTPoEDx1UD85iosV8guvyZlTVesU+HoLDnXQJ/v15eVu2e/9c /yn7XONgy2SJ5xc8+X5L7D0DX4n/wdDf9Z+3fVMpw612dQ1oLQ9YFwDZdxQIPimSJJqIWcQX a5nQ0kq5XGbHyKR8OPGl2V51jttkVTa8LIvLDgkeqnY1Zo1sMwoEnxRJEk3ELILg1Rvz1vKd GJmUP4H18qxL3kOCJzRu7SMjzyWCT4okiSZiFi2Rw637kWmERyblT2A+J7ckTeU8K/jC3gVm 5LlE8EmRJNFEzKIl8gtUcFPwVpVN5T39ki0Krm+D4GDSJXjjeXv+yQf332KvFM/bgVxe/U17 Vp2Xi0A9tQBv0eFO+gRfoqrWQfqDfzp7XsFF1LxSrpLmt9BxWVaNq1vtIH2yY1Wty6quVHnt +CkjzyWCT4okiSaiGkHyGEeevWOMTMrRrBU1jfrWWBVcCJLHqNYvxH2b2xRjSLTkFmT9KBB8 UiRJNBEfFSOT8tVBcDBBcL8gOJgguF8QHEwQ3C8IDiYI7hcEBxME9wuCgwmC+wXBwQTB/YLg YCJJQviNUSD4pEiSaJX2UTEyKV8dBAcTBPcLgoMJgvsFwcEEwf2C4GCC4H5BcDBBcL8gOJgg uF8QHEy6BA892WRbNQ50dZHtfxe9fdLKsbnBImUjhy20Xmp7x08J26ljrMgxRoHgkyJJoonY F8fbNo1MylPErimVYIp4YVtL8qod0x7N4+ds3WUQHO5AkkQTsSdcNV0s2yFpgh+cGyzSJbh5 /ITrtn8uHx/748o4o0DwSZEk0UQ0I962u2u6WDdEbDNQ8BvG8UPzRVltjYvgYHJW8HUq4WPV W8KT4L3irtvJ+diifVu/d/x1XdwXweFuJEk0EXfjZPWWGJmU57AEjy+3ljAqd5Pd5+zW8eu7 BQSHuzkj+NnqLfH8gic0ZiTpoT3lkH58bXsEh7s5LPgd1VvCleALbVH3acu5J/hOKJ9Xlo8C wSdFkkQTsRX3VG+JkUl5jjOC28/hJUcF16CCw90cEvzO6i3xtIKfmBuszd5+CA4/yBHB763e Es8seM/cYHHZtp2Ml0uo7beB4PCDSJJoIlYR5yW7o3pLjEzKQ5Q/NImRVlllm/o6UAouu+X7 qFL2HL8AweFuJEk0ER8VI5Py1UFwMEFwvyA4mCC4XxAcTBDcLwgOJgjuFwQHEwT3C4KDCYL7 BcHBBMH9guBgIklC+I1RIPikSJJolfZRMTIpXx0EBxME9wuCgwmC+wXBwQTB/YLgYILgfkFw MEFwvyA4mCC4XxAcTI4Ivs5kkvwd1lXb5NBJJYn9piqxfXK74UJF0dQhH984fugok67PQvmw snwUCD4pkiSaiGXU7ZrCvGRvn5fvYtu9GJmU/bR6jrcl37q09Am+3331+PE32i2eRp5LBJ8U SRJNxDz0SQb9zE22CHZk3rFrJbbnBoussu61Vj54/IS9tk0IDib3C/5++UqWWfE7gms0BDsw N9hKGMcuxQUdgsfb9sbYCA4mfYLHW/QlbpJ/Xz7f0n/vi6cRXJVnvR3unRvsSrwg/C2eoY3K bMkrWD3ZR55LBJ8USRJNRC3Kl2xvn9/qdnsxMinvoX4Gritql+DxxVomdHhu3pG8Pn5BxwVg 5LlE8EmRJNFELGOt4OF2PE6AIOGxgitSai/JjgheedhaLqgXhRyregsjzyWCT4okiSZiFkHo smLH2/b3r2RbI0Ym5Tnin6tymbe35o1oVdKWyKEC1xMX6sfP6Kjeghx3FAg+KZIkmohpxFvz SuSG+HsxMimP0yFXwpFn8EpkVfy+4/dUbwHBwaRH8DirSSVyWO6jgodn7E65hS7Bo7TF7Xa9 b+fxO6u3gOBg0iV4fGPu/YcuB+QWNMHXZUXFrqp1kP62oP/4vdVbQHAw6RN8jdufymIcfMEm MTIp+4m3xnq0imW34EJ8cRYiX995/DhGR/UWZNtRIPikSJJoIj4qRiblq4PgYILgfkFwMEFw vyA4mCC4XxAcTBDcLwgOJgjuFwQHEwT3C4KDCYL7BcHBRJKE8BujQPBJkSTRKu2jYmRSvjoI DiYI7hcEBxME9wuCgwmC+wXBwQTB/YLgYILgfkFwMEFwvyA4mBwRvGybfKRVU4yRSXmMuulC 3RBxa+gQo7P3QkLs3lJ3ZSnHro/f9xkjsn4UCD4pkiSaiGVkbZOXaDZiNGJkUvYTpEttDd1T UoHK1slRyCOSb91ZtU4wybKqWWPfZ0wZeS4RfFIkSTQRs1C7p4Y+bV56sllzg6ndUYttLK5C anOaKfIu5BeUjs9YgOBg0iP4Wq3rSQZby/fidwTXyOWpKmygtbwiXCDEYbtar9hjIzjcyT2C +2qbnFPK1ZQt3Cbv36avz85R4Gqs1hjG2NYFYOS5RPBJkSTRRMyiJbI7wUNFXD5DVRVPSngb MxnvPsF3PmOBbDMKBJ8USRJNxDxiX/R0quC4zGcFXyzUX3Jlvcs32VqCly/mhFEVvP6MOSPP JYJPiiSJJmIdm9BrvF3e3z0/g2tyJtXzGtoLs5ztrXkjxN6zgi9oF5CI7DsKBJ8USRJNxJ64 /unMxVt0nVWetrzCdRvjVrmkquCnX7Ltf0YEB5Pzgq9TFx2dI/xXBF8Eq/4CFav1rrz5y7Ne anHDsYpSnVXnE58RwcHknOBhXjIvUxcpFXSVcO/2OPyqrNgg7rcnvVaZq2XlZzrxGUeeSwSf FEkSTcQyRvxMVWJkUh4iPO+mUYoThWqtF84KLpTjV2N0fMYUWT8KBJ8USRJNxEfFyKR8dRAc TBDcLwgOJgjuFwQHEwT3C4KDCYL7BcHBBMH9guBgguB+QXAwQXC/IDiYSJIQfmMUCD4pkiRa pX1UjEzKVwfBwQTB/YLgYILgfkFwMEFwvyA4mCC4XxAcTBDcLwgOJgjuFwQHE1vw0Gyx0b2l bARhtXAamZRHKJstbBEaM4SOKvo2S+x1XsiIjRvrhg8revumnJ5tEBw6kCTRRLxF6H2uCV5N iKBOcZTHyKQ8QqvLio3euqnF2mdNonGs2LVlb7yebRZGnksEnxRJEk3Em9gxKsH1yl5OUljG yKQ8wlnBD+13FbPRarlsx6TJ27NNgmwzCgSfFEkSTcQtGg0WG9Xamq9sZFIe4ZTg8ba9p3qH bWXT/WP13BH03TUgOJicFvzkdEa/K/jyPZLYa5wo9PRNX8nbKyM4PA2SJJqIW8wheIX1nNtd veve5QgOT4MkiSbiFpMKvpBNPFDQW721MRAcnoZXFrwp4oFn7+2teSOqMRAcfhBJEk3ELeZ4 yabRErz/2VuHCg5Pw2nBnf2ZrKYx79eRN+cNEByehvOCe/qhiwiTC7dKWE8NZFXvuN+ZqYtW EBx+kKbg4Vm6imK6YC8/Va2flRUBO35Bdlrw8kcsMdI7iJ5tEmTdKBB8UiRJNBEfFSOT8tVB cDBBcL8gOJgguF8QHEwQ3C8IDiYI7hcEBxME9wuCgwmC+wXBwQTB/YLgYCJJQviNUSD4pEiS aJX2UTEyKV8dBAcTBPcLgoMJgvsFwcEEwf2C4GCC4H5BcDBBcL8gOJgguF8QHExswffnJluj Z5s1fkXw2IapFUmDh9jQQVvXJnRgSWK/53pr/rJj48j6USD4pEiSaCLeInZ22ZO3Z5sQI5Py fvLWSHW7prC+0VFlRZkoMHRmacm5dZdJj3V8nJHnEsEnRZJEE7Fq2aTJ27NNEbLds5C3VtL7 oO33VxMWMf+WVb7R0FG4SqvNX3ZwnIWR5xLBJ0WSRBNxi3bTxS16tlnjaQSvuqfuCa5PjtCm IWY4phzCvnAICA538qqCa91Tb7fON8mDYIX0Frq86wUk3m73CG5tg+Bg8pKC7/Q+X6Va1oXY f1mWEi4Gsl9VcetK3JZ3b5wc2WYUCD4pkiSaiFvMJ7hWvYV1ebgdT9+8H6zgcd94ccjGDfRU 8HKcEgQHk5cTvFW9GzLF2/ajjqdSxzGasTO4dnGIyL6jQPBJkSTRRNxiLsFXYerKGW/NK9eM KtqidZxIVwVf2BsHwcHkpQRvVW+h9TfnsLxZZJcxq79uKc/cJZXgJ8ZBcDB5JcH3q2p8uZWu r3/oEiv97UKgVPjm3UCCJvjRcUaeSwSfFEkSTcSuucl6tilC1v8KoRJbL8zWi0ASxfaV4EIc OwnjMLXgwsFxZP0oEHxSJEk0ER8VI5Py1UFwMEFwvyA4mCC4XxAcTBDcLwgOJgjuFwQHEwT3 C4KDCYL7BcHBBMH9guBgIklC+I1RIPikSJJolfZRMTIpXx0EBxME9wuCgwmC+wXBwQTB/YLg YILgfkFwMEFwvyA4mCC4XxAcTGzB9+YdC51cknj/KrfJY2RS1oSuLI0uCbFZQ4yqPVPs4JKE 1bghYo+donSPie2kWqF8EFk+CgSfFEkSTcRbNOcdC+In3Vu+P9+u2+5JPjIpK3a6tlQdVKoW SXX/syitJbk9ds7WNabo6KKiz7gijDyXCD4pkiSaiPa8Y4vgn7b0ZYxMyhtlq6NKBr2yr6LF lsTLNgfnBlvpGTvh+lm1ucl0qotHwshzieCTIkmiibhFf0PFXxP8RqPaNSrqnjwrHYIfGTts Kx/PPvZC2F6r3gKCg8lQwb8/L2/Gtr8ieKjwlSet5RFDsCvdY6+fLV4IegTf7wKL4NCBJIkm 4hb9gv/6M/hgwVcJdy4AQtfY9Z2AKXjHxUXGHwWCT4okiSbiFp2Cx2f2ndtziZFJWTNQ8LBu //l7oWNs7XncEtyq3oKMPwoEnxRJEk3ELXoED9v88375UtdvMTIpa0YJHsZpzAmW0S34TpQ7 9zwaLMi+o0DwSZEk0UTcwhK8X26JkUlZ0xA8CNP3ku2A3MKhsTf21vdUbwHBweQ+wcNb8065 JX5F8PgMXCyvb53Ddr1yXzn4Z7JAU/DO6i0gOJicF/y43BK/I7giVFV5++Rex8krtj12TUvw 3uotIDiYNAU35x2Lt+Z6tN6ky7rhhOfdKooXZFHOGLmA8dZcj3jN0AQX9seuUQWP36Ojeguy 7SgQfFIkSTQRHxUjk/LVQXAwQXC/IDiYILhfEBxMENwvCA4mCO4XBAcTBPcLgoMJgvsFwcEE wf2C4GAiSUL4jJEgOMC0XC7/B53q3lEXqOhFAAAAAElFTkSuQmCC</item> </binaryContent> </worksheet>