Mathcad Professional 14.0 <description/> <author>delete</author> <company>Parametric Technology Corporation</company> <keywords/> <revisedBy>delete</revisedBy> </userData> <identityInfo> <revision>12</revision> <documentID>FE686FA0-750B-4D24-8B13-5C4D3A0F89B3</documentID> <versionID>16A48D09-DFFC-47C7-9619-587B83F449C7</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"/> <plotTemplate> <xy item-idref="1"/> </plotTemplate> <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="964" 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="184" left="114" top="6" width="138.6" height="37.8" align-x="114" align-y="6" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <picture> <metafile mapping-mode="8" x-extent="137.3953" y-extent="36" item-idref="2"/> </picture> <rendering item-idref="3"/> </region> <region region-id="183" left="306" top="12" width="153" height="37.8" align-x="306" align-y="12" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <picture> <metafile mapping-mode="8" x-extent="151.7953" y-extent="36" item-idref="4"/> </picture> <rendering item-idref="5"/> </region> <region region-id="187" left="114" top="74.4" width="138.6" height="43.2" align-x="186" 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">ExcelslopeExtend</ml:id> <ml:apply> <ml:mult/> <ml:real>0.039846</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">W</ml:id> <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:define> </math> <rendering item-idref="6"/> </region> <region region-id="188" left="282" top="74.4" width="140.4" height="43.2" align-x="355.2" 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">ExcelslopeRetract</ml:id> <ml:apply> <ml:mult/> <ml:real>-0.02638</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">W</ml:id> <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:define> </math> <rendering item-idref="7"/> </region> <region region-id="189" left="462" top="81" width="124.8" height="12.6" align-x="530.4" 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">ExcelinterExtend</ml:id> <ml:apply> <ml:mult/> <ml:real>11.14513</ml:real> <ml:id xml:space="preserve">W</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="8"/> </region> <region region-id="190" left="630" top="81" width="126" height="12.6" align-x="699.6" 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">ExcelinterRetract</ml:id> <ml:apply> <ml:mult/> <ml:real>11.30237</ml:real> <ml:id xml:space="preserve">W</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="9"/> </region> <region region-id="191" left="108" top="135" width="105" height="14.4" align-x="178.2" 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:apply> <ml:indexer/> <ml:id xml:space="preserve">regressPumpUp</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:real>11.798</ml:real> </ml:define> </math> <rendering item-idref="10"/> </region> <region region-id="192" left="228" top="135" width="95.4" height="14.4" align-x="298.2" 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:apply> <ml:indexer/> <ml:id xml:space="preserve">regressPumpUp</ml:id> <ml:real>1</ml:real> </ml:apply> <ml:real>0.04</ml:real> </ml:define> </math> <rendering item-idref="11"/> </region> <region region-id="193" left="378" top="135" width="116.4" height="14.4" align-x="459.6" 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:apply> <ml:indexer/> <ml:id xml:space="preserve">regressPumpDown</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:real>12.996</ml:real> </ml:define> </math> <rendering item-idref="12"/> </region> <region region-id="194" left="552" top="135" width="117" height="14.4" align-x="633.6" 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:apply> <ml:indexer/> <ml:id xml:space="preserve">regressPumpDown</ml:id> <ml:real>1</ml:real> </ml:apply> <ml:real>-0.029</ml:real> </ml:define> </math> <rendering item-idref="13"/> </region> <region region-id="5" left="90" top="183.6" width="80.4" height="18" align-x="117.6" align-y="198" 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>Constants </b> </f> </p> </text> </region> <region region-id="6" left="132" top="206.4" width="145.8" height="43.2" align-x="184.2" 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">slopeExtend</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">regressPumpUp</ml:id> <ml:real>1</ml:real> </ml:apply> <ml:apply> <ml:div/> <ml:id xml:space="preserve">W</ml:id> <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:define> </math> <rendering item-idref="14"/> </region> <region region-id="7" left="330" top="206.4" width="158.4" height="43.2" align-x="383.4" 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">slopeRetract</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">regressPumpDown</ml:id> <ml:real>1</ml:real> </ml:apply> <ml:apply> <ml:div/> <ml:id xml:space="preserve">W</ml:id> <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:define> </math> <rendering item-idref="15"/> </region> <region region-id="8" left="588" top="213" width="132.6" height="14.4" align-x="637.2" 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">interExtend</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">regressPumpUp</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:id xml:space="preserve">W</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="16"/> </region> <region region-id="9" left="780" top="213" width="145.2" height="14.4" align-x="830.4" 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">interRetract</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">regressPumpDown</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:id xml:space="preserve">W</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="17"/> </region> <region region-id="545" left="630" top="255" width="136.8" height="16.2" align-x="703.2" 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:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">c7b15979ce0b02be1eb939245430173c</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="energy">EC3B0076</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:real>3.5</ml:real> <ml:id xml:space="preserve">V</ml:id> </ml:apply> <ml:real>28</ml:real> </ml:apply> <ml:id xml:space="preserve">A</ml:id> </ml:apply> <ml:id xml:space="preserve">hr</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="18"> <element-image-map> <box left="1.2" top="0.6" width="135.6" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="546" left="834" top="250.2" width="135" height="21" align-x="906" 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:provenance expr-id="1"> <originRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153684" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">49291c9d3bef8daa2de83406858d45a8</contentHash> <ml:id xml:space="preserve" subscript="energy">EC3B0076</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>352800</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="19"> <element-image-map> <box left="1.2" top="5.4" width="65.4" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="517" left="354" top="260.4" width="75" height="31.8" align-x="376.8" align-y="276" 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="sw">ρ</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">g</ml:id> <ml:real>1026</ml:real> </ml:apply> <ml:apply> <ml:div/> <ml:id xml:space="preserve">kg</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">m</ml:id> <ml:real>3</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="20"/> </region> <region region-id="12" left="456" top="260.4" width="84.6" height="31.8" align-x="469.2" align-y="276" 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="28612C6A-014D-4472-85B9-A1DDD94A678F" version-id="920A9B86-6E5A-4291-8FF7-C4977F5774AB" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153724" is-modified="true" region-id="0" href="O:\Calcs\profilerMotor.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">69f9d07dee0c84550513559f4b7f72dc</contentHash> <ml:define> <ml:id xml:space="preserve">μ</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:real>1.4</ml:real> <ml:apply> <ml:pow/> <ml:real>10</ml:real> <ml:real>-3</ml:real> </ml:apply> </ml:apply> <ml:id xml:space="preserve">N</ml:id> </ml:apply> <ml:apply> <ml:div/> <ml:id xml:space="preserve">sec</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">m</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="21"> <element-image-map> <box left="1.2" top="0.6" width="83.4" height="30.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="13" left="126" top="266.4" width="66" height="27" align-x="160.8" align-y="282" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153604" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">9c896ad6329adbcdfa062643f47ea394</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="pump">Q</ml:id> <ml:apply> <ml:mult/> <ml:real>5</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">mL</ml:id> <ml:id xml:space="preserve">sec</ml:id> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="22"> <element-image-map> <box left="1.2" top="0.6" width="64.8" height="25.8" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="14" left="246" top="266.4" width="75.6" height="31.8" align-x="267.6" align-y="282" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153564" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">10b4a9d60fcfde3a72a9ad0aca5416d7</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="oil">ρ</ml:id> <ml:apply> <ml:mult style="auto-select"/> <ml:real>0.0008</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">kgf</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">cm</ml:id> <ml:real>3</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="23"> <element-image-map> <box left="1.2" top="0.6" width="74.4" height="30.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="547" left="630" top="272.4" width="138.6" height="27" align-x="745.8" align-y="288" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153204" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">3ce9b33bfcdf9b22d3002d9241a7d11b</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="selfdischarge1year">EC3B0076</ml:id> <ml:apply> <ml:div/> <ml:real>.03</ml:real> <ml:id xml:space="preserve">yr</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="24"> <element-image-map> <box left="1.2" top="0.6" width="137.4" height="25.8" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="16" left="126" top="303" width="95.4" height="16.2" align-x="193.2" align-y="312" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153684" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">0473826d92176dfef69614461d61401a</contentHash> <ml:define> <ml:provenance> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="B9DA46C9-5853-490D-B2C0-2E7E8361A268" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153644" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">c2238748787d777326dcb074ce797687</contentHash> <ml:id xml:space="preserve" subscript="housing">Diameter</ml:id> </ml:provenance> <ml:apply> <ml:mult/> <ml:real>14</ml:real> <ml:id xml:space="preserve">in</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="25"> <element-image-map> <box left="1.2" top="0.6" width="94.2" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> <box left="1.2" top="0.6" width="59.4" height="15" expr-idref="2" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="17" left="252" top="303" width="39.6" height="16.2" align-x="271.2" align-y="312" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153684" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">258cde230696caac8226098000850046</contentHash> <ml:define> <ml:provenance> <originRef doc-id="553156B6-1D12-422F-8F39-AA0587743DA2" version-id="B9DA46C9-5853-490D-B2C0-2E7E8361A268" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153204" is-modified="true" region-id="0" href="Q:\Calcs\PFcalcsVer2.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153644" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">e4a049a2e9e77207fe2b4fc11a28c3ef</contentHash> <ml:id xml:space="preserve" subscript="d">C</ml:id> </ml:provenance> <ml:real>1.5</ml:real> </ml:define> </ml:provenance> </math> <rendering item-idref="26"> <element-image-map> <box left="1.2" top="0.6" width="38.4" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> <box left="1.2" top="0.6" width="11.4" height="15" expr-idref="2" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="520" left="360" top="302.4" width="72" height="31.8" align-x="381.6" align-y="318" 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="sw">ρ</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">ft</ml:id> <ml:real>3</ml:real> </ml:apply> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>64.051087551124382</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="foot" power-numerator="-3"/> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="27"/> </region> <region region-id="567" left="948" top="297.6" width="133.8" height="31.8" align-x="1033.2" align-y="318" 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:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:real>.865</ml:real> <ml:apply> <ml:div/> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">cm</ml:id> <ml:real>3</ml:real> </ml:apply> <ml:id xml:space="preserve">rev</ml:id> </ml:apply> </ml:apply> <ml:real>3000</ml:real> </ml:apply> <ml:apply> <ml:div/> <ml:id xml:space="preserve">rev</ml:id> <ml:id xml:space="preserve">min</ml:id> </ml:apply> </ml:apply> <ml:unitOverride> <ml:apply> <ml:div/> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">cm</ml:id> <ml:real>3</ml:real> </ml:apply> <ml:id xml:space="preserve">sec</ml:id> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>43.25</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="centimeter" power-numerator="3"/> <unitReference unit="second" power-numerator="-1"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="28"/> </region> <region region-id="644" left="120" top="333" width="85.8" height="16.2" align-x="179.4" align-y="342" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153684" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">2740072dea3bb21cfc1f37b02b726f92</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="volume">profiler</ml:id> <ml:apply> <ml:mult/> <ml:real>50</ml:real> <ml:id xml:space="preserve">L</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="29"> <element-image-map> <box left="1.2" top="0.6" width="84.6" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="645" left="234" top="339" width="85.8" height="12.6" align-x="306.6" 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">pumpTimeMargin</ml:id> <ml:real>2</ml:real> </ml:define> </math> <rendering item-idref="30"/> </region> <region region-id="643" left="360" top="338.4" width="70.8" height="31.8" align-x="380.4" align-y="354" 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="oil">ρ</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">ft</ml:id> <ml:real>3</ml:real> </ml:apply> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>49.942368460915688</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="foot" power-numerator="-3"/> <unitReference unit="pound_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="31"/> </region> <region region-id="889" left="486" top="363" width="43.8" height="12.6" align-x="516.6" 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">profile</ml:id> <ml:real>1</ml:real> </ml:define> </math> <rendering item-idref="32"/> </region> <region region-id="19" left="96" top="369.6" width="133.8" height="18" align-x="96" align-y="384" 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="0" margin-right="0" text-indent="inherit" text-align="left" list-style-type="inherit" tabs="inherit"> <f size="16"> <b>Mission Scenario </b> </f> </p> </text> </region> <region region-id="737" left="108" top="393" width="87" height="12.6" align-x="161.4" align-y="402" 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">profileDepth</ml:id> <ml:apply> <ml:mult/> <ml:real>50</ml:real> <ml:id xml:space="preserve">bar</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="33"/> </region> <region region-id="886" left="282" top="393" width="75" height="12.6" align-x="343.8" align-y="402" 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">profilesPerDay</ml:id> <ml:real>1</ml:real> </ml:define> </math> <rendering item-idref="34"/> </region> <region region-id="880" left="108" top="423" width="117" height="16.2" align-x="170.4" align-y="432" 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="pressure">anchor</ml:id> <ml:id xml:space="preserve">profileDepth</ml:id> </ml:define> </math> <rendering item-idref="35"/> </region> <region region-id="885" left="282" top="423" width="82.2" height="16.2" align-x="332.4" align-y="432" 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="force">anchor</ml:id> <ml:apply> <ml:mult/> <ml:real>.5</ml:real> <ml:id xml:space="preserve">kgf</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="36"/> </region> <region region-id="882" left="444" top="423" width="92.4" height="16.2" align-x="493.2" align-y="432" 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="force">anchor</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>4.903325</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="37"/> </region> <region region-id="735" left="108" top="459" width="137.4" height="16.2" align-x="181.8" 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:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="pressure">deAnchor</ml:id> <ml:id xml:space="preserve" subscript="pressure">anchor</ml:id> </ml:define> </math> <rendering item-idref="38"/> </region> <region region-id="884" left="282" top="459" width="128.4" height="16.2" align-x="343.8" 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:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">deAnchor</ml:id> <ml:apply> <ml:mult/> <ml:real>1.5</ml:real> <ml:id xml:space="preserve" subscript="force">anchor</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="39"/> </region> <region region-id="747" left="444" top="459" width="103.8" height="16.2" align-x="504.6" 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" subscript="force">deAnchor</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>7.3549875</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="40"/> </region> <region region-id="734" left="108" top="495" width="144" height="16.2" align-x="182.4" align-y="504" 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="pressure">ΔstDown</ml:id> <ml:apply> <ml:mult/> <ml:real>0.5</ml:real> <ml:id xml:space="preserve">profileDepth</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="41"/> </region> <region region-id="883" left="282" top="488.4" width="94.8" height="31.8" align-x="339" align-y="504" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153684" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">f3f20607632e7349508fb580b27eadf8</contentHash> <ml:define> <ml:id xml:space="preserve">ΔsigmaTheta</ml:id> <ml:apply> <ml:mult/> <ml:real>4.0</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">kg</ml:id> <ml:apply> <ml:pow/> <ml:id xml:space="preserve">m</ml:id> <ml:real>3</ml:real> </ml:apply> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="42"> <element-image-map> <box left="1.2" top="0.6" width="93.6" height="30.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="748" left="444" top="495" width="160.8" height="16.2" align-x="484.2" align-y="504" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153684" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153204" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">8b7c726d65afddb39665a529ec375a70</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="force">Δst</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">g</ml:id> <ml:id xml:space="preserve">ΔsigmaTheta</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="volume">profiler</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="43"> <element-image-map> <box left="1.2" top="0.6" width="159.6" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="641" left="624" top="495" width="82.2" height="16.2" align-x="663" align-y="504" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">fb0bb025bca1e225b70c94019ab08090</contentHash> <ml:id xml:space="preserve" subscript="force">Δst</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>1.96133</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="44"> <element-image-map> <box left="1.2" top="0.6" width="32.4" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="749" left="714" top="495" width="75" height="16.2" align-x="753" align-y="504" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">fb0bb025bca1e225b70c94019ab08090</contentHash> <ml:id xml:space="preserve" subscript="force">Δst</ml:id> </ml:provenance> <ml:unitOverride> <ml:id xml:space="preserve">kgf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>0.2</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="kilogram_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="45"> <element-image-map> <box left="1.2" top="0.6" width="32.4" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="733" left="108" top="519" width="139.2" height="16.2" align-x="171.6" align-y="528" 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="pressure">ΔstUp</ml:id> <ml:id xml:space="preserve" subscript="pressure">ΔstDown</ml:id> </ml:define> </math> <rendering item-idref="46"/> </region> <region region-id="732" left="108" top="543" width="93" height="16.2" align-x="175.8" align-y="552" 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="minPower">retract</ml:id> <ml:apply> <ml:mult/> <ml:real>2</ml:real> <ml:id xml:space="preserve">W</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="47"/> </region> <region region-id="731" left="108" top="560.4" width="82.2" height="31.8" align-x="160.2" align-y="576" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153644" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">9fdc50a6d7139f1ce133c41308077880</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="pressure">sink</ml:id> <ml:apply> <ml:mult/> <ml:real>5</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="48"> <element-image-map> <box left="1.2" top="0.6" width="81" height="30.6" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="730" left="108" top="597" width="114.6" height="16.2" align-x="159" align-y="606" 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="pressure">rise</ml:id> <ml:id xml:space="preserve" subscript="pressure">anchor</ml:id> </ml:define> </math> <rendering item-idref="49"/> </region> <region region-id="729" left="108" top="620.4" width="79.8" height="27" align-x="144.6" align-y="636" 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="profile">V</ml:id> <ml:apply> <ml:mult/> <ml:real>.010</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">bar</ml:id> <ml:id xml:space="preserve">sec</ml:id> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="50"/> </region> <region region-id="728" left="108" top="657" width="83.4" height="16.2" align-x="159.6" align-y="666" 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="force">surface</ml:id> <ml:apply> <ml:mult/> <ml:real>.5</ml:real> <ml:id xml:space="preserve">kgf</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="51"/> </region> <region region-id="739" left="288" top="650.4" width="93.6" height="31.8" align-x="351.6" align-y="666" 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="pressure">surface</ml:id> <ml:apply> <ml:mult/> <ml:real>5</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="52"/> </region> <region region-id="727" left="108" top="687" width="127.2" height="16.2" align-x="170.4" align-y="696" 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="pressure">neutral</ml:id> <ml:id xml:space="preserve" subscript="pressure">surface</ml:id> </ml:define> </math> <rendering item-idref="53"/> </region> <region region-id="726" left="108" top="711" width="79.8" height="16.2" align-x="157.2" 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:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">profile</ml:id> <ml:apply> <ml:mult/> <ml:real>0.5</ml:real> <ml:id xml:space="preserve">N</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="54"/> </region> <region region-id="738" left="288" top="711" width="93.6" height="16.2" align-x="336" 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:id xml:space="preserve" subscript="force">profile</ml:id> <ml:unitOverride> <ml:id xml:space="preserve">kgf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>0.050985810648896415</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="kilogram_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="55"/> </region> <region region-id="535" left="90" top="729.6" width="139.8" height="18" align-x="90" align-y="744" 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>Drag Calculations</b> </f> </p> </text> </region> <region region-id="721" left="510" top="747" width="91.8" height="16.2" align-x="576" align-y="756" 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="housing">Diameter</ml:id> <ml:unitOverride> <ml:id xml:space="preserve">in</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>14</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="56"/> </region> <region region-id="719" left="198" top="746.4" width="135.6" height="27" align-x="249" align-y="762" 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="area">housing</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:id xml:space="preserve" subscript="housing">Diameter</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="57"/> </region> <region region-id="720" left="366" top="748.2" width="101.4" height="21" align-x="415.8" align-y="762" 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="area">housing</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>153.93804002589985</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="inch" power-numerator="2"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="58"/> </region> <region region-id="722" left="810" top="759" width="59.4" height="12.6" align-x="838.8" align-y="768" 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:real>0.5</ml:real> <ml:id xml:space="preserve">N</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="59"/> </region> <region region-id="33" left="138" top="786" width="168.6" height="35.4" align-x="181.8" align-y="810" 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="force">Drag</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="d">C</ml:id> <ml:id xml:space="preserve" subscript="area">housing</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="sw">ρ</ml:id> </ml:apply> <ml:apply> <ml:pow/> <ml:id xml:space="preserve" subscript="profile">V</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> <ml:apply> <ml:mult/> <ml:real>2</ml:real> <ml:id xml:space="preserve">g</ml:id> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="60"/> </region> <region region-id="34" left="378" top="789.6" width="132" height="36.6" align-x="420.6" align-y="810" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153244" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">b179b2281877d314ab207d11e182f948</contentHash> <ml:id xml:space="preserve" subscript="force">Drag</ml:id> </ml:provenance> <ml:unitOverride> <ml:id xml:space="preserve">N</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>76422635.412442788</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="kilogram" power-numerator="2"/> <unitReference unit="meter" power-numerator="-4"/> <unitReference unit="newton"/> <unitReference unit="second" power-numerator="-4"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="61"> <element-image-map> <box left="1.2" top="12" width="36" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="35" left="486" top="790.8" width="139.2" height="30.6" align-x="503.4" align-y="810" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153724" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153644" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">91712a0dc100715655d9407aa3e31921</contentHash> <ml:define warning="WarnRedefinedBIFunction"> <ml:id xml:space="preserve">Re</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="profile">V</ml:id> <ml:id xml:space="preserve" subscript="housing">Diameter</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="sw">ρ</ml:id> </ml:apply> <ml:id xml:space="preserve">μ</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="62"> <element-image-map> <box left="1.2" top="0.6" width="138" height="29.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="402" left="654" top="794.4" width="96.6" height="31.8" align-x="670.2" align-y="810" 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="28612C6A-014D-4472-85B9-A1DDD94A678F" version-id="E87AE82E-F816-4334-8475-B9D66D443527" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="O:\Calcs\profilerMotor.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153644" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">0cb258f1f65e94b3d3fb464ad29b96d0</contentHash> <ml:id xml:space="preserve">Re</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>2555652216.6</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="kilogram"/> <unitReference unit="meter" power-numerator="-1"/> <unitReference unit="second" power-numerator="-4"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="63"> <element-image-map> <box left="1.2" top="7.2" width="9.6" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="718" left="792" top="792.6" width="138" height="32.4" align-x="834.6" align-y="810" 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="terminal">V</ml:id> <ml:apply> <ml:sqrt/> <ml:apply> <ml:div/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:real>2</ml:real> <ml:id xml:space="preserve">Force</ml:id> </ml:apply> <ml:id xml:space="preserve">g</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="d">C</ml:id> <ml:id xml:space="preserve" subscript="area">housing</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="sw">ρ</ml:id> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="64"/> </region> <region region-id="723" left="810" top="836.4" width="87.6" height="27" align-x="851.4" align-y="852" 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="terminal">V</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>0.080886118829980716</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="meter"/> <unitReference unit="second" power-numerator="-1"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="65"/> </region> <region region-id="529" left="114" top="843.6" width="277.8" height="18" align-x="114" align-y="858" 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>Step 0: Start with the BE neutral</b> </f> </p> </text> </region> <region region-id="531" left="372" top="849" width="64.8" height="20.4" align-x="413.4" align-y="858" 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:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:apply> <ml:mult/> <ml:real>0</ml:real> <ml:id xml:space="preserve">N</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="66"/> </region> <region region-id="706" left="474" top="849" width="66.6" height="16.2" align-x="520.8" align-y="858" 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="energy">start</ml:id> <ml:apply> <ml:mult/> <ml:real>0</ml:real> <ml:id xml:space="preserve">J</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="67"/> </region> <region region-id="203" left="114" top="879.6" width="93.6" height="18" align-x="114" align-y="894" 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>Step 1: Sink </b> </f> </p> </text> </region> <region region-id="224" left="240" top="885" width="146.4" height="20.4" align-x="285.6" 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:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:apply> <ml:minus/> <ml:apply> <ml:neg/> <ml:id xml:space="preserve" subscript="force">profile</ml:id> </ml:apply> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>0</ml:real> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="68"/> </region> <region region-id="225" left="420" top="885" width="83.4" height="16.2" align-x="464.4" 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:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>-0.5</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="69"/> </region> <region region-id="571" left="132" top="904.8" width="184.2" height="34.2" align-x="192" align-y="924" 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="pumpTime">sink</ml:id> <ml:apply> <ml:mult style="auto-select"/> <ml:id xml:space="preserve">pumpTimeMargin</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:absval/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pump">Q</ml:id> <ml:id xml:space="preserve" subscript="sw">ρ</ml:id> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="70"/> </region> <region region-id="39" left="354" top="915" width="103.2" height="16.2" align-x="412.8" align-y="924" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153244" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">7ccdaede2904c9686cdb7f90d7668565</contentHash> <ml:id xml:space="preserve" subscript="pumpTime">sink</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>19.877509024910886</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="second"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="71"> <element-image-map> <box left="1.2" top="0.6" width="52.2" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="437" left="492" top="915" width="356.4" height="36.6" align-x="537" align-y="924" 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="power">sink</ml:id> <ml:program> <ml:ifThen> <ml:apply> <ml:greaterThan/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:real font="0">0</ml:real> </ml:apply> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">sink</ml:id> <ml:id xml:space="preserve">slopeExtend</ml:id> </ml:apply> <ml:id xml:space="preserve">interExtend</ml:id> </ml:apply> </ml:parens> </ml:ifThen> <ml:otherwise> <ml:apply> <ml:id xml:space="preserve">max</ml:id> <ml:sequence> <ml:id xml:space="preserve" subscript="minPower">retract</ml:id> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">sink</ml:id> <ml:id xml:space="preserve">slopeRetract</ml:id> </ml:apply> <ml:id xml:space="preserve">interRetract</ml:id> </ml:apply> </ml:parens> </ml:sequence> </ml:apply> </ml:otherwise> </ml:program> </ml:define> </math> <rendering item-idref="72"/> </region> <region region-id="570" left="210" top="949.2" width="12" height="14.4" align-x="211.8" align-y="960" 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:sqrt/> <ml:placeholder/> </ml:apply> </math> <rendering item-idref="73"/> </region> <region region-id="440" left="216" top="957" width="147.6" height="16.2" align-x="261.6" align-y="966" 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="energy">sink</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="power">sink</ml:id> <ml:id xml:space="preserve" subscript="pumpTime">sink</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="74"/> </region> <region region-id="441" left="414" top="957" width="93.6" height="16.2" align-x="458.4" align-y="966" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153564" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">668c435a4feb837ab24b9e4686799a3a</contentHash> <ml:id xml:space="preserve" subscript="energy">sink</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>255.44586847912981</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="75"> <element-image-map> <box left="1.2" top="0.6" width="37.8" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="442" left="216" top="987" width="133.2" height="20.4" align-x="257.4" align-y="996" 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:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>1</ml:real> </ml:apply> <ml:apply> <ml:plus/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="76"/> </region> <region region-id="704" left="702" top="984.6" width="88.2" height="29.4" align-x="738" align-y="1002" 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="force">BE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:matrix rows="2" cols="1"> <ml:real>0</ml:real> <ml:real>-0.5</ml:real> </ml:matrix> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="77"/> </region> <region region-id="43" left="102" top="1023.6" width="273" height="18" align-x="102" align-y="1038" 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>Step 2: Deal with SW density change</b> </f> </p> </text> </region> <region region-id="226" left="414" top="1029" width="87" height="16.2" align-x="459.6" align-y="1038" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define warning="WarnRedefinedUDScalar" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:id xml:space="preserve" subscript="force">Δst</ml:id> </ml:define> </math> <rendering item-idref="78"/> </region> <region region-id="700" left="582" top="1029" width="87.6" height="16.2" align-x="626.4" align-y="1038" 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="force">ΔBE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>1.96133</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="79"/> </region> <region region-id="572" left="150" top="1054.8" width="206.4" height="34.2" align-x="232.2" align-y="1074" 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="pumpTime">ΔstDown</ml:id> <ml:apply> <ml:mult style="auto-select"/> <ml:id xml:space="preserve">pumpTimeMargin</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:absval/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pump">Q</ml:id> <ml:id xml:space="preserve" subscript="sw">ρ</ml:id> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="80"/> </region> <region region-id="215" left="390" top="1065" width="125.4" height="16.2" align-x="471" align-y="1074" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153244" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153204" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">cc9df5f660f50e3e86946af06d8e5941</contentHash> <ml:id xml:space="preserve" subscript="pumpTime">ΔstDown</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>77.972709551656934</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="second"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="81"> <element-image-map> <box left="1.2" top="0.6" width="74.4" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="447" left="216" top="1119" width="400.8" height="36.6" align-x="283.2" align-y="1128" 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="power">ΔstDown</ml:id> <ml:program> <ml:ifThen> <ml:apply> <ml:greaterThan/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:real font="0">0</ml:real> </ml:apply> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">ΔstDown</ml:id> <ml:id xml:space="preserve">slopeExtend</ml:id> </ml:apply> <ml:id xml:space="preserve">interExtend</ml:id> </ml:apply> </ml:parens> </ml:ifThen> <ml:otherwise> <ml:apply> <ml:id xml:space="preserve">max</ml:id> <ml:sequence> <ml:id xml:space="preserve" subscript="minPower">retract</ml:id> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">ΔstDown</ml:id> <ml:id xml:space="preserve">slopeRetract</ml:id> </ml:apply> <ml:id xml:space="preserve">interRetract</ml:id> </ml:apply> </ml:parens> </ml:sequence> </ml:apply> </ml:otherwise> </ml:program> </ml:define> </math> <rendering item-idref="82"/> </region> <region region-id="448" left="222" top="1173" width="115.8" height="16.2" align-x="288" align-y="1182" 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="power">ΔstDown</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>26.301773773020926</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="watt"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="83"/> </region> <region region-id="449" left="360" top="1173" width="214.2" height="16.2" align-x="427.8" align-y="1182" 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="energy">ΔstDown</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="power">ΔstDown</ml:id> <ml:id xml:space="preserve" subscript="pumpTime">ΔstDown</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="84"/> </region> <region region-id="451" left="228" top="1209" width="75" height="16.2" align-x="267" align-y="1218" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153204" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153764" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">fb0bb025bca1e225b70c94019ab08090</contentHash> <ml:id xml:space="preserve" subscript="force">Δst</ml:id> </ml:provenance> <ml:unitOverride> <ml:id xml:space="preserve">kgf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>0.2</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="kilogram_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="85"> <element-image-map> <box left="1.2" top="0.6" width="32.4" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="452" left="318" top="1204.2" width="129.6" height="21" align-x="384.6" align-y="1218" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153764" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153244" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">64c096ec3d61a19898a5844653f7b949</contentHash> <ml:id xml:space="preserve" subscript="energy">ΔstDown</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>2050.8205670971488</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="86"> <element-image-map> <box left="1.2" top="5.4" width="60" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="453" left="462" top="1208.4" width="129" height="31.8" align-x="535.2" align-y="1224" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153644" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153244" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">c9d053eba1578c4dc277f357ac74d3d5</contentHash> <ml:id xml:space="preserve" subscript="pressure">ΔstDown</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>362.59434432552308</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="87"> <element-image-map> <box left="1.2" top="7.2" width="66.6" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="221" left="222" top="1245" width="133.2" height="20.4" align-x="263.4" 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:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>2</ml:real> </ml:apply> <ml:apply> <ml:plus/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>1</ml:real> </ml:apply> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="88"/> </region> <region region-id="703" left="714" top="1228.2" width="92.4" height="46.2" align-x="750" 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:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:matrix rows="3" cols="1"> <ml:real>0</ml:real> <ml:real>-0.5</ml:real> <ml:real>1.46133</ml:real> </ml:matrix> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="89"/> </region> <region region-id="235" left="264" top="1287" width="147.6" height="20.4" align-x="309.6" align-y="1296" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define warning="WarnRedefinedUDScalar" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:apply> <ml:minus/> <ml:apply> <ml:neg/> <ml:id xml:space="preserve" subscript="force">anchor</ml:id> </ml:apply> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>2</ml:real> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="90"/> </region> <region region-id="236" left="444" top="1287" width="93" height="16.2" align-x="488.4" align-y="1296" 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="force">ΔBE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>-6.364655</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="91"/> </region> <region region-id="701" left="570" top="1287" width="92.4" height="16.2" align-x="619.2" align-y="1296" 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="force">anchor</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>4.903325</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="92"/> </region> <region region-id="232" left="102" top="1287.6" width="114.6" height="18" align-x="102" align-y="1302" 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>Step 3: Anchor </b> </f> </p> </text> </region> <region region-id="50" left="246" top="1318.8" width="194.4" height="34.2" align-x="316.2" align-y="1338" 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="pumpTime">anchor</ml:id> <ml:apply> <ml:mult style="auto-select"/> <ml:id xml:space="preserve">pumpTimeMargin</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:absval/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pump">Q</ml:id> <ml:id xml:space="preserve" subscript="sw">ρ</ml:id> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="93"/> </region> <region region-id="573" left="492" top="1329" width="118.2" height="16.2" align-x="561" align-y="1338" 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="pumpTime">anchor</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>253.02697440588838</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="second"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="94"/> </region> <region region-id="459" left="252" top="1377" width="376.8" height="36.6" align-x="307.2" align-y="1386" 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="power">anchor</ml:id> <ml:program> <ml:ifThen> <ml:apply> <ml:greaterThan/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:real font="0">0</ml:real> </ml:apply> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">anchor</ml:id> <ml:id xml:space="preserve">slopeExtend</ml:id> </ml:apply> <ml:id xml:space="preserve">interExtend</ml:id> </ml:apply> </ml:parens> </ml:ifThen> <ml:otherwise> <ml:apply> <ml:id xml:space="preserve">max</ml:id> <ml:sequence> <ml:id xml:space="preserve" subscript="minPower">retract</ml:id> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">anchor</ml:id> <ml:id xml:space="preserve">slopeRetract</ml:id> </ml:apply> <ml:id xml:space="preserve">interRetract</ml:id> </ml:apply> </ml:parens> </ml:sequence> </ml:apply> </ml:otherwise> </ml:program> </ml:define> </math> <rendering item-idref="95"/> </region> <region region-id="532" left="648" top="1383" width="178.2" height="16.2" align-x="703.8" align-y="1392" 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="energy">anchor</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="power">anchor</ml:id> <ml:id xml:space="preserve" subscript="pumpTime">anchor</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="96"/> </region> <region region-id="463" left="258" top="1431" width="103.8" height="16.2" align-x="312.6" align-y="1440" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153604" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153684" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">bb6a10477c403b16060f6de2ac1e5522</contentHash> <ml:id xml:space="preserve" subscript="energy">anchor</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>506.05394881177676</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="97"> <element-image-map> <box left="1.2" top="0.6" width="48" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="464" left="414" top="1431" width="85.2" height="16.2" align-x="463.2" align-y="1440" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153684" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153564" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">74973b089ce8c411ea864ef568f4bda8</contentHash> <ml:id xml:space="preserve" subscript="force">anchor</ml:id> </ml:provenance> <ml:unitOverride> <ml:id xml:space="preserve">kgf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>0.5</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="kilogram_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="98"> <element-image-map> <box left="1.2" top="0.6" width="42.6" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="264" left="234" top="1467" width="133.2" height="20.4" align-x="275.4" align-y="1476" 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:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>3</ml:real> </ml:apply> <ml:apply> <ml:plus/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>2</ml:real> </ml:apply> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="99"/> </region> <region region-id="671" left="666" top="1447.8" width="97.8" height="63" align-x="702" align-y="1482" 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="force">BE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:matrix rows="4" cols="1"> <ml:real>0</ml:real> <ml:real>-0.5</ml:real> <ml:real>1.46133</ml:real> <ml:real>-4.903325</ml:real> </ml:matrix> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="100"/> </region> <region region-id="57" left="102" top="1509.6" width="127.8" height="18" align-x="102" align-y="1524" 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>Step 4: Deanchor</b> </f> </p> </text> </region> <region region-id="275" left="276" top="1515" width="153.6" height="20.4" align-x="321.6" align-y="1524" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define warning="WarnRedefinedUDScalar" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:apply> <ml:minus/> <ml:id xml:space="preserve" subscript="force">deAnchor</ml:id> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>3</ml:real> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="101"/> </region> <region region-id="276" left="456" top="1515" width="92.4" height="16.2" align-x="500.4" align-y="1524" 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="force">ΔBE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>12.258312499999999</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="102"/> </region> <region region-id="428" left="588" top="1515" width="103.8" height="16.2" align-x="648.6" align-y="1524" 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="force">deAnchor</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>7.3549875</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="103"/> </region> <region region-id="268" left="246" top="1552.8" width="222" height="34.2" align-x="327.6" align-y="1572" 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="pumpTime">deAnchor</ml:id> <ml:apply> <ml:mult style="auto-select"/> <ml:id xml:space="preserve">pumpTimeMargin</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:absval/> <ml:id xml:space="preserve" subscript="force">deAnchor</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pump">Q</ml:id> <ml:id xml:space="preserve" subscript="sw">ρ</ml:id> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="104"/> </region> <region region-id="574" left="564" top="1563" width="129.6" height="16.2" align-x="644.4" align-y="1572" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153564" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">fea347aa61710e348c0720937d260940</contentHash> <ml:id xml:space="preserve" subscript="pumpTime">deAnchor</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>292.39766081871346</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="second"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="105"> <element-image-map> <box left="1.2" top="0.6" width="73.8" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="470" left="240" top="1611" width="399.6" height="36.6" align-x="306.6" align-y="1620" 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="power">deAnchor</ml:id> <ml:program> <ml:ifThen> <ml:apply> <ml:greaterThan/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:real font="0">0</ml:real> </ml:apply> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">deAnchor</ml:id> <ml:id xml:space="preserve">slopeExtend</ml:id> </ml:apply> <ml:id xml:space="preserve">interExtend</ml:id> </ml:apply> </ml:parens> </ml:ifThen> <ml:otherwise> <ml:apply> <ml:id xml:space="preserve">max</ml:id> <ml:sequence> <ml:id xml:space="preserve" subscript="minPower">retract</ml:id> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">deAnchor</ml:id> <ml:id xml:space="preserve">slopeRetract</ml:id> </ml:apply> <ml:id xml:space="preserve">interRetract</ml:id> </ml:apply> </ml:parens> </ml:sequence> </ml:apply> </ml:otherwise> </ml:program> </ml:define> </math> <rendering item-idref="106"/> </region> <region region-id="472" left="714" top="1617" width="212.4" height="16.2" align-x="781.2" align-y="1626" 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="energy">deAnchor</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="power">deAnchor</ml:id> <ml:id xml:space="preserve" subscript="pumpTime">deAnchor</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="107"/> </region> <region region-id="475" left="264" top="1678.2" width="129" height="21" align-x="330" align-y="1692" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153204" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">94d6b6449ebb202aa4e5dcfc8d5e3dfb</contentHash> <ml:id xml:space="preserve" subscript="energy">deAnchor</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>11931.446650889431</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="108"> <element-image-map> <box left="1.2" top="5.4" width="59.4" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="476" left="450" top="1683" width="115.2" height="16.2" align-x="515.4" align-y="1692" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153644" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">8e0f0e1c1ff592be47427b2f6007b7c2</contentHash> <ml:id xml:space="preserve" subscript="power">deAnchor</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>40.805547546041851</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="watt"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="109"> <element-image-map> <box left="1.2" top="0.6" width="58.8" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="279" left="252" top="1725" width="133.2" height="20.4" align-x="293.4" align-y="1734" 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:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>4</ml:real> </ml:apply> <ml:apply> <ml:plus/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>3</ml:real> </ml:apply> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="110"/> </region> <region region-id="672" left="594" top="1697.4" width="97.8" height="79.8" align-x="630" align-y="1740" 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="force">BE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:matrix rows="5" cols="1"> <ml:real>0</ml:real> <ml:real>-0.5</ml:real> <ml:real>1.46133</ml:real> <ml:real>-4.903325</ml:real> <ml:real>7.3549874999999991</ml:real> </ml:matrix> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="111"/> </region> <region region-id="281" left="102" top="1773.6" width="93.6" height="18" align-x="102" align-y="1788" 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>Step 5: Rise </b> </f> </p> </text> </region> <region region-id="284" left="246" top="1779" width="141" height="20.4" align-x="291.6" align-y="1788" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define warning="WarnRedefinedUDScalar" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:apply> <ml:minus/> <ml:id xml:space="preserve" subscript="force">profile</ml:id> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>4</ml:real> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="112"/> </region> <region region-id="285" left="426" top="1779" width="93" height="16.2" align-x="470.4" align-y="1788" 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="force">ΔBE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>-6.8549874999999991</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="113"/> </region> <region region-id="477" left="216" top="1804.8" width="183" height="34.2" align-x="274.8" align-y="1824" 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="pumpTime">rise</ml:id> <ml:apply> <ml:mult style="auto-select"/> <ml:id xml:space="preserve">pumpTimeMargin</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:absval/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pump">Q</ml:id> <ml:id xml:space="preserve" subscript="sw">ρ</ml:id> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="114"/> </region> <region region-id="575" left="516" top="1815" width="102" height="16.2" align-x="573.6" align-y="1824" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153604" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">a2925953c6b9e5ccc5f3848c92e77024</contentHash> <ml:id xml:space="preserve" subscript="pumpTime">rise</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>272.52015179380254</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="second"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="115"> <element-image-map> <box left="1.2" top="0.6" width="51" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="483" left="216" top="1857" width="354" height="36.6" align-x="259.8" align-y="1866" 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="power">rise</ml:id> <ml:program> <ml:ifThen> <ml:apply> <ml:greaterThan/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:real font="0">0</ml:real> </ml:apply> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">rise</ml:id> <ml:id xml:space="preserve">slopeExtend</ml:id> </ml:apply> <ml:id xml:space="preserve">interExtend</ml:id> </ml:apply> </ml:parens> </ml:ifThen> <ml:otherwise> <ml:apply> <ml:id xml:space="preserve">max</ml:id> <ml:sequence> <ml:id xml:space="preserve" subscript="minPower">retract</ml:id> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">rise</ml:id> <ml:id xml:space="preserve">slopeRetract</ml:id> </ml:apply> <ml:id xml:space="preserve">interRetract</ml:id> </ml:apply> </ml:parens> </ml:sequence> </ml:apply> </ml:otherwise> </ml:program> </ml:define> </math> <rendering item-idref="116"/> </region> <region region-id="486" left="636" top="1869" width="144" height="16.2" align-x="680.4" align-y="1878" 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="energy">rise</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="power">rise</ml:id> <ml:id xml:space="preserve" subscript="pumpTime">rise</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="117"/> </region> <region region-id="488" left="228" top="1917" width="87.6" height="16.2" align-x="271.2" align-y="1926" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153684" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">03203bf1022fff0f55db8631d021783d</contentHash> <ml:id xml:space="preserve" subscript="energy">rise</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>545.04030358760508</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="118"> <element-image-map> <box left="1.2" top="0.6" width="36.6" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="489" left="354" top="1917" width="70.8" height="16.2" align-x="396.6" align-y="1926" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153324" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153764" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">0246086a5b8c4c6bf59b2f0c3d82e18b</contentHash> <ml:id xml:space="preserve" subscript="power">rise</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>2</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="watt"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="119"> <element-image-map> <box left="1.2" top="0.6" width="36" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="293" left="210" top="1953" width="133.2" height="20.4" align-x="251.4" align-y="1962" 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:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>5</ml:real> </ml:apply> <ml:apply> <ml:plus/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>4</ml:real> </ml:apply> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="120"/> </region> <region region-id="675" left="846" top="1917" width="97.8" height="96.6" align-x="882" align-y="1968" 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="force">BE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:matrix rows="6" cols="1"> <ml:real>0</ml:real> <ml:real>-0.5</ml:real> <ml:real>1.46133</ml:real> <ml:real>-4.903325</ml:real> <ml:real>7.3549874999999991</ml:real> <ml:real>0.5</ml:real> </ml:matrix> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="121"/> </region> <region region-id="295" left="66" top="1995.6" width="333" height="18" align-x="66" align-y="2010" 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>Step 6: Deal with SW density change (again) </b> </f> </p> </text> </region> <region region-id="702" left="420" top="2001" width="87" height="16.2" align-x="465.6" align-y="2010" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define warning="WarnRedefinedUDScalar" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:id xml:space="preserve" subscript="force">Δst</ml:id> </ml:define> </math> <rendering item-idref="122"/> </region> <region region-id="299" left="594" top="2001" width="87.6" height="16.2" align-x="638.4" align-y="2010" 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="force">ΔBE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>1.96133</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="123"/> </region> <region region-id="338" left="714" top="2001" width="80.4" height="16.2" align-x="758.4" align-y="2010" 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="force">ΔBE</ml:id> <ml:unitOverride> <ml:id xml:space="preserve">kgf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>0.2</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="kilogram_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="124"/> </region> <region region-id="300" left="114" top="2032.8" width="195.6" height="34.2" align-x="185.4" align-y="2052" 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="pumpTime">ΔstUp</ml:id> <ml:apply> <ml:mult style="auto-select"/> <ml:id xml:space="preserve">pumpTimeMargin</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:absval/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pump">Q</ml:id> <ml:id xml:space="preserve" subscript="sw">ρ</ml:id> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="125"/> </region> <region region-id="576" left="456" top="2043" width="114.6" height="16.2" align-x="526.2" align-y="2052" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153764" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153684" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">45a9fcff906821775f15b08ba477de32</contentHash> <ml:id xml:space="preserve" subscript="pumpTime">ΔstUp</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>77.972709551656934</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="second"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="126"> <element-image-map> <box left="1.2" top="0.6" width="63.6" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="494" left="168" top="2091" width="379.2" height="36.6" align-x="224.4" align-y="2100" 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="power">ΔstUp</ml:id> <ml:program> <ml:ifThen> <ml:apply> <ml:greaterThan/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:real font="0">0</ml:real> </ml:apply> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">ΔstUp</ml:id> <ml:id xml:space="preserve">slopeExtend</ml:id> </ml:apply> <ml:id xml:space="preserve">interExtend</ml:id> </ml:apply> </ml:parens> </ml:ifThen> <ml:otherwise> <ml:apply> <ml:id xml:space="preserve">max</ml:id> <ml:sequence> <ml:id xml:space="preserve" subscript="minPower">retract</ml:id> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">ΔstUp</ml:id> <ml:id xml:space="preserve">slopeRetract</ml:id> </ml:apply> <ml:id xml:space="preserve">interRetract</ml:id> </ml:apply> </ml:parens> </ml:sequence> </ml:apply> </ml:otherwise> </ml:program> </ml:define> </math> <rendering item-idref="127"/> </region> <region region-id="496" left="612" top="2103" width="181.8" height="16.2" align-x="669" align-y="2112" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153564" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">4be8c74c1eb5cb465bc0cf0887b790a4</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="energy">ΔstUp</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="power">ΔstUp</ml:id> <ml:id xml:space="preserve" subscript="pumpTime">ΔstUp</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="128"> <element-image-map> <box left="1.2" top="0.6" width="180.6" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="498" left="600" top="2134.2" width="118.8" height="21" align-x="655.8" align-y="2148" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153204" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">91f9afa3c7fbdcc2ea1ced0ca0821ff4</contentHash> <ml:id xml:space="preserve" subscript="energy">ΔstUp</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>2050.8205670971488</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="129"> <element-image-map> <box left="1.2" top="5.4" width="49.2" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="497" left="156" top="2145" width="105" height="16.2" align-x="211.2" align-y="2154" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153684" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">8d764ee33a850f6283095018ec826f02</contentHash> <ml:id xml:space="preserve" subscript="power">ΔstUp</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>26.301773773020926</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="watt"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="130"> <element-image-map> <box left="1.2" top="0.6" width="48.6" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="336" left="180" top="2181" width="133.2" height="20.4" align-x="221.4" align-y="2190" 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:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>6</ml:real> </ml:apply> <ml:apply> <ml:plus/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>5</ml:real> </ml:apply> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="131"/> </region> <region region-id="676" left="780" top="2136.6" width="97.8" height="113.4" align-x="816" align-y="2196" 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="force">BE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:matrix rows="7" cols="1"> <ml:real>0</ml:real> <ml:real>-0.5</ml:real> <ml:real>1.46133</ml:real> <ml:real>-4.903325</ml:real> <ml:real>7.3549874999999991</ml:real> <ml:real>0.5</ml:real> <ml:real>2.4613300000000002</ml:real> </ml:matrix> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="132"/> </region> <region region-id="705" left="540" top="2193" width="93.6" height="16.2" align-x="590.4" align-y="2202" 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="force">surface</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>4.903325</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="133"/> </region> <region region-id="351" left="42" top="2217.6" width="169.8" height="18" align-x="42" align-y="2232" 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>Step 7: Go Positive </b> </f> </p> </text> </region> <region region-id="363" left="228" top="2223" width="143.4" height="20.4" align-x="273.6" align-y="2232" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define warning="WarnRedefinedUDScalar" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:apply> <ml:minus/> <ml:id xml:space="preserve" subscript="force">surface</ml:id> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>6</ml:real> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="134"/> </region> <region region-id="368" left="426" top="2223" width="87.6" height="16.2" align-x="470.4" align-y="2232" 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="force">ΔBE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>2.4419949999999995</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="135"/> </region> <region region-id="369" left="546" top="2223" width="90" height="16.2" align-x="590.4" align-y="2232" 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="force">ΔBE</ml:id> <ml:unitOverride> <ml:id xml:space="preserve">kgf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>0.24901418935110356</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="kilogram_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="136"/> </region> <region region-id="355" left="90" top="2254.8" width="195.6" height="34.2" align-x="161.4" align-y="2274" 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="pumpTime">surface</ml:id> <ml:apply> <ml:mult style="auto-select"/> <ml:id xml:space="preserve">pumpTimeMargin</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:absval/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pump">Q</ml:id> <ml:id xml:space="preserve" subscript="sw">ρ</ml:id> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="137"/> </region> <region region-id="577" left="432" top="2265" width="114.6" height="16.2" align-x="502.2" align-y="2274" 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="pumpTime">surface</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>97.081555302574486</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="second"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="138"/> </region> <region region-id="504" left="138" top="2307" width="379.2" height="36.6" align-x="194.4" align-y="2316" 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="power">surface</ml:id> <ml:program> <ml:ifThen> <ml:apply> <ml:greaterThan/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:real font="0">0</ml:real> </ml:apply> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">surface</ml:id> <ml:id xml:space="preserve">slopeExtend</ml:id> </ml:apply> <ml:id xml:space="preserve">interExtend</ml:id> </ml:apply> </ml:parens> </ml:ifThen> <ml:otherwise> <ml:apply> <ml:id xml:space="preserve">max</ml:id> <ml:sequence> <ml:id xml:space="preserve" subscript="minPower">retract</ml:id> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">surface</ml:id> <ml:id xml:space="preserve">slopeRetract</ml:id> </ml:apply> <ml:id xml:space="preserve">interRetract</ml:id> </ml:apply> </ml:parens> </ml:sequence> </ml:apply> </ml:otherwise> </ml:program> </ml:define> </math> <rendering item-idref="139"/> </region> <region region-id="506" left="576" top="2325" width="181.8" height="16.2" align-x="633" align-y="2334" 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="energy">surface</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="power">surface</ml:id> <ml:id xml:space="preserve" subscript="pumpTime">surface</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="140"/> </region> <region region-id="507" left="174" top="2368.2" width="118.8" height="21" align-x="229.8" align-y="2382" 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="energy">surface</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>1164.7845005202887</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="141"/> </region> <region region-id="508" left="354" top="2373" width="105" height="16.2" align-x="409.2" align-y="2382" 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="power">surface</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>11.998</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="watt"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="142"/> </region> <region region-id="373" left="168" top="2403" width="133.2" height="20.4" align-x="209.4" align-y="2412" 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:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>7</ml:real> </ml:apply> <ml:apply> <ml:plus/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>6</ml:real> </ml:apply> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="143"/> </region> <region region-id="678" left="774" top="2344.2" width="97.8" height="130.2" align-x="810" align-y="2412" 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="force">BE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:matrix rows="8" cols="1"> <ml:real>0</ml:real> <ml:real>-0.5</ml:real> <ml:real>1.46133</ml:real> <ml:real>-4.903325</ml:real> <ml:real>7.3549874999999991</ml:real> <ml:real>0.5</ml:real> <ml:real>2.4613300000000002</ml:real> <ml:real>4.903325</ml:real> </ml:matrix> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="144"/> </region> <region region-id="389" left="42" top="2451.6" width="169.8" height="18" align-x="42" align-y="2466" 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>Step 8: Go Neutral </b> </f> </p> </text> </region> <region region-id="390" left="228" top="2457" width="103.8" height="20.4" align-x="273.6" align-y="2466" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define warning="WarnRedefinedUDScalar" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:apply> <ml:minus/> <ml:real font="0">0</ml:real> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>7</ml:real> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="145"/> </region> <region region-id="391" left="426" top="2457" width="93" height="16.2" align-x="470.4" align-y="2466" 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="force">ΔBE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>-4.903325</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="146"/> </region> <region region-id="392" left="546" top="2457" width="85.8" height="16.2" align-x="590.4" align-y="2466" 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="force">ΔBE</ml:id> <ml:unitOverride> <ml:id xml:space="preserve">kgf</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>-0.5</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="kilogram_force"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="147"/> </region> <region region-id="393" left="90" top="2488.8" width="205.8" height="34.2" align-x="171.6" align-y="2508" 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="pumpTime">goNeutral</ml:id> <ml:apply> <ml:mult style="auto-select"/> <ml:id xml:space="preserve">pumpTimeMargin</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:absval/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pump">Q</ml:id> <ml:id xml:space="preserve" subscript="sw">ρ</ml:id> </ml:apply> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="148"/> </region> <region region-id="578" left="456" top="2499" width="129.6" height="16.2" align-x="536.4" align-y="2508" 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="pumpTime">goNeutral</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>194.93177387914233</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="second"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="149"/> </region> <region region-id="510" left="144" top="2547" width="388.2" height="36.6" align-x="210.6" align-y="2556" 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="power">goNeutral</ml:id> <ml:program> <ml:ifThen> <ml:apply> <ml:greaterThan/> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> <ml:real font="0">0</ml:real> </ml:apply> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">neutral</ml:id> <ml:id xml:space="preserve">slopeExtend</ml:id> </ml:apply> <ml:id xml:space="preserve">interExtend</ml:id> </ml:apply> </ml:parens> </ml:ifThen> <ml:otherwise> <ml:apply> <ml:id xml:space="preserve">max</ml:id> <ml:sequence> <ml:id xml:space="preserve" subscript="minPower">retract</ml:id> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="pressure">neutral</ml:id> <ml:id xml:space="preserve">slopeRetract</ml:id> </ml:apply> <ml:id xml:space="preserve">interRetract</ml:id> </ml:apply> </ml:parens> </ml:sequence> </ml:apply> </ml:otherwise> </ml:program> </ml:define> </math> <rendering item-idref="150"/> </region> <region region-id="515" left="582" top="2565" width="212.4" height="16.2" align-x="649.2" align-y="2574" 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="energy">goNeutral</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="power">goNeutral</ml:id> <ml:id xml:space="preserve" subscript="pumpTime">goNeutral</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="151"/> </region> <region region-id="513" left="198" top="2596.2" width="129" height="21" align-x="264" align-y="2610" 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="energy">goNeutral</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>2505.0682261208581</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="152"/> </region> <region region-id="514" left="360" top="2601" width="115.2" height="16.2" align-x="425.4" align-y="2610" 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="power">goNeutral</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>12.851</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="watt"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="153"/> </region> <region region-id="399" left="168" top="2625" width="133.2" height="20.4" align-x="209.4" align-y="2634" 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:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>8</ml:real> </ml:apply> <ml:apply> <ml:plus/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve" subscript="force">BE</ml:id> <ml:real>7</ml:real> </ml:apply> <ml:id xml:space="preserve" subscript="force">ΔBE</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="154"/> </region> <region region-id="680" left="912" top="2575.8" width="97.8" height="147" align-x="948" align-y="2652" 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="force">BE</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:matrix rows="9" cols="1"> <ml:real>0</ml:real> <ml:real>-0.5</ml:real> <ml:real>1.46133</ml:real> <ml:real>-4.903325</ml:real> <ml:real>7.3549874999999991</ml:real> <ml:real>0.5</ml:real> <ml:real>2.4613300000000002</ml:real> <ml:real>4.903325</ml:real> <ml:real>0</ml:real> </ml:matrix> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="newton"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="155"/> </region> <region region-id="80" left="108" top="2673.6" width="45" height="18" align-x="108" align-y="2688" 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>Totals</b> </f> </p> </text> </region> <region region-id="81" left="702" top="2685" width="36.6" height="12.6" align-x="712.8" align-y="2694" 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">z</ml:id> <ml:range> <ml:real>0</ml:real> <ml:real>8</ml:real> </ml:range> </ml:define> </math> <rendering item-idref="156"/> </region> <region region-id="686" left="1290" top="2685" width="3.6" height="12.6" align-x="1291.2" align-y="2694" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:id xml:space="preserve" xmlns:ml="http://schemas.mathsoft.com/math30">i</ml:id> </math> <rendering item-idref="157"/> </region> <region region-id="552" left="732" top="2697" width="67.2" height="183.6" align-x="762" align-y="2712" 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:apply> <ml:indexer/> <ml:id xml:space="preserve">Y</ml:id> <ml:id xml:space="preserve">z</ml:id> </ml:apply> <ml:sequence> <ml:id xml:space="preserve" subscript="energy">start</ml:id> <ml:id xml:space="preserve" subscript="energy">sink</ml:id> <ml:id xml:space="preserve" subscript="energy">ΔstDown</ml:id> <ml:id xml:space="preserve" subscript="energy">anchor</ml:id> <ml:id xml:space="preserve" subscript="energy">deAnchor</ml:id> <ml:id xml:space="preserve" subscript="energy">rise</ml:id> <ml:id xml:space="preserve" subscript="energy">ΔstUp</ml:id> <ml:id xml:space="preserve" subscript="energy">surface</ml:id> <ml:id xml:space="preserve" subscript="energy">goNeutral</ml:id> </ml:sequence> </ml:define> </math> <rendering item-idref="158"/> </region> <region region-id="83" left="846" top="2703" width="70.2" height="176.4" align-x="850.8" align-y="2712" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153724" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153764" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">81c096eb6638596c16c0b75009db29f4</contentHash> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">Y</ml:id> <ml:id xml:space="preserve">z</ml:id> </ml:apply> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:matrix rows="9" cols="1"> <ml:real>0</ml:real> <ml:real>255.44586847912981</ml:real> <ml:real>2050.8205670971488</ml:real> <ml:real>506.05394881177676</ml:real> <ml:real>11931.446650889431</ml:real> <ml:real>545.04030358760508</ml:real> <ml:real>2050.8205670971488</ml:real> <ml:real>1164.7845005202887</ml:real> <ml:real>2505.0682261208581</ml:real> </ml:matrix> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> <resultFormat> <table item-idref="159"/> </resultFormat> </math> <rendering item-idref="160"> <element-image-map> <box left="1.2" top="0.6" width="9.6" height="13.2" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="760" left="132" top="2709" width="582.6" height="16.2" align-x="217.8" align-y="2718" 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="energy1profile">totalBE</ml:id> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:id xml:space="preserve" subscript="energy">sink</ml:id> <ml:id xml:space="preserve" subscript="energy">ΔstDown</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy">anchor</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy">deAnchor</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy">rise</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy">ΔstUp</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy">surface</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy">goNeutral</ml:id> </ml:apply> </ml:parens> </ml:define> </math> <rendering item-idref="161"/> </region> <region region-id="762" left="132" top="2728.2" width="147.6" height="21" align-x="216.6" align-y="2742" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153764" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153724" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">bb616a2c4a897c565d3a95b801d1885d</contentHash> <ml:id xml:space="preserve" subscript="energy1profile">totalBE</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>21009.480632603383</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="162"> <element-image-map> <box left="1.2" top="5.4" width="78" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="758" left="132" top="2763" width="326.4" height="16.2" align-x="241.2" align-y="2772" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157044" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157004" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">7a8b566818b21809f5465522f48e51a6</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="energy">totalProfileNoAnchor</ml:id> <ml:apply> <ml:minus/> <ml:apply> <ml:minus/> <ml:id xml:space="preserve" subscript="energy1profile">totalBE</ml:id> <ml:id xml:space="preserve" subscript="energy">anchor</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy">deAnchor</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="163"> <element-image-map> <box left="1.2" top="0.6" width="325.2" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="692" left="930" top="2802" width="182.4" height="130.2" align-x="930" align-y="2802" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <plot disable-calc="false" item-idref="164"/> <rendering item-idref="165"/> </region> <region region-id="757" left="132" top="2794.2" width="171" height="21" align-x="240" align-y="2808" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157004" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153724" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">bba515e91d8dff0e8e0677cb86094c77</contentHash> <ml:id xml:space="preserve" subscript="energy">totalProfileNoAnchor</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>8571.9800329021764</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="166"> <element-image-map> <box left="1.2" top="5.4" width="101.4" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="756" left="132" top="2836.8" width="178.2" height="34.2" align-x="220.8" align-y="2856" 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">numProfilesPerBattery</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy">EC3B0076</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">totalBE</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="167"/> </region> <region region-id="755" left="390" top="2847" width="127.2" height="12.6" align-x="477.6" align-y="2856" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153724" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">2bad57d4852050cca631be2a366f6e3f</contentHash> <ml:id xml:space="preserve">numProfilesPerBattery</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>16.792418916463376</ml:real> </result> </ml:eval> </math> <rendering item-idref="168"> <element-image-map> <box left="1.2" top="0.6" width="81" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="96" left="114" top="2889" width="119.4" height="10.8" align-x="136.8" align-y="2898" 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">Instrument Energy per Profile</p> </text> </region> <region region-id="97" left="150" top="2913" width="106.2" height="16.2" align-x="231.6" align-y="2922" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157004" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153244" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">e43846961a3117c8577e4c11920b686a</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="energy1sample">ISUS</ml:id> <ml:apply> <ml:mult/> <ml:real>45</ml:real> <ml:id xml:space="preserve">J</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="169"> <element-image-map> <box left="1.2" top="0.6" width="105" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="764" left="282" top="2906.4" width="107.4" height="27" align-x="355.2" align-y="2922" 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="numSamples">ISUS</ml:id> <ml:apply> <ml:div/> <ml:real>50</ml:real> <ml:id xml:space="preserve">profile</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="170"/> </region> <region region-id="778" left="948" top="2940" width="175.2" height="127.8" align-x="948" align-y="2940" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <plot disable-calc="false" item-idref="171"/> <rendering item-idref="172"/> </region> <region region-id="793" left="948" top="2931" width="36" height="12.6" align-x="958.2" align-y="2940" 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">i</ml:id> <ml:range> <ml:real>0</ml:real> <ml:real>8</ml:real> </ml:range> </ml:define> </math> <rendering item-idref="173"/> </region> <region region-id="775" left="150" top="2937" width="231" height="16.2" align-x="229.2" align-y="2946" 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="energy1profile">ISUS</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="energy1sample">ISUS</ml:id> <ml:id xml:space="preserve" subscript="numSamples">ISUS</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="174"/> </region> <region region-id="776" left="414" top="2936.4" width="153" height="27" align-x="492" align-y="2952" 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="energy1profile">ISUS</ml:id> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">J</ml:id> <ml:id xml:space="preserve">profile</ml:id> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>2250</ml:real> </result> </ml:eval> </math> <rendering item-idref="175"/> </region> <region region-id="768" left="150" top="2973" width="97.8" height="16.2" align-x="223.2" align-y="2982" 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="energy1sample">pH</ml:id> <ml:apply> <ml:mult/> <ml:real>10</ml:real> <ml:id xml:space="preserve">J</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="176"/> </region> <region region-id="769" left="288" top="2973" width="82.8" height="16.2" align-x="352.8" align-y="2982" 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="numSamples">pH</ml:id> <ml:real>50</ml:real> </ml:define> </math> <rendering item-idref="177"/> </region> <region region-id="772" left="150" top="2997" width="205.8" height="16.2" align-x="220.8" align-y="3006" 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="energy1profile">pH</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="energy1sample">pH</ml:id> <ml:id xml:space="preserve" subscript="numSamples">pH</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="178"/> </region> <region region-id="774" left="366" top="2997" width="102" height="16.2" align-x="435.6" align-y="3006" 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="energy1profile">pH</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>500</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="179"/> </region> <region region-id="788" left="144" top="3033" width="116.4" height="16.2" align-x="233.4" align-y="3042" 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="energy1sample">Optode</ml:id> <ml:apply> <ml:mult/> <ml:real>1.4</ml:real> <ml:id xml:space="preserve">J</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="180"/> </region> <region region-id="789" left="282" top="3026.4" width="115.2" height="27" align-x="363" align-y="3042" 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="numSamples">Optode</ml:id> <ml:apply> <ml:div/> <ml:real>50</ml:real> <ml:id xml:space="preserve">profile</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="181"/> </region> <region region-id="790" left="144" top="3057" width="254.4" height="16.2" align-x="231" align-y="3066" 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="energy1profile">Optode</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="energy1sample">Optode</ml:id> <ml:id xml:space="preserve" subscript="numSamples">Optode</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="182"/> </region> <region region-id="919" left="456" top="3050.4" width="130.2" height="27" align-x="541.8" align-y="3066" 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="energy1profile">Optode</ml:id> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">J</ml:id> <ml:id xml:space="preserve">profile</ml:id> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>70</ml:real> </result> </ml:eval> </math> <rendering item-idref="183"/> </region> <region region-id="802" left="144" top="3123" width="135" height="16.2" align-x="241.8" align-y="3132" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157004" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">f43aa5e098b94dfc26a09320a62c0508</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="powerContinuous">SBE41</ml:id> <ml:apply> <ml:mult/> <ml:real>0.28</ml:real> <ml:id xml:space="preserve">W</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="184"> <element-image-map> <box left="1.2" top="0.6" width="133.8" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="800" left="144" top="3158.4" width="235.8" height="30.6" align-x="229.2" align-y="3174" 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="energy1profile">SBE41</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="powerContinuous">SBE41</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">profileDepth</ml:id> <ml:id xml:space="preserve" subscript="profile">V</ml:id> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="185"/> </region> <region region-id="801" left="402" top="3158.4" width="154.2" height="27" align-x="486" align-y="3174" 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="energy1profile">SBE41</ml:id> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">J</ml:id> <ml:id xml:space="preserve">profile</ml:id> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>1400.0000000000002</ml:real> </result> </ml:eval> </math> <rendering item-idref="186"/> </region> <region region-id="825" left="144" top="3213" width="86.4" height="16.2" align-x="195" align-y="3222" 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="current">PAR</ml:id> <ml:apply> <ml:mult/> <ml:real>.025</ml:real> <ml:id xml:space="preserve">A</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="187"/> </region> <region region-id="826" left="246" top="3213" width="78.6" height="16.2" align-x="297" align-y="3222" 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="voltage">PAR</ml:id> <ml:apply> <ml:mult/> <ml:real>12</ml:real> <ml:id xml:space="preserve">V</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="188"/> </region> <region region-id="827" left="342" top="3213" width="101.4" height="16.2" align-x="410.4" align-y="3222" 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="sampleTime">PAR</ml:id> <ml:apply> <ml:mult/> <ml:real>10</ml:real> <ml:id xml:space="preserve">sec</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="189"/> </region> <region region-id="828" left="462" top="3213" width="242.4" height="16.2" align-x="541.2" align-y="3222" 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="energy1sample">PAR</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="current">PAR</ml:id> <ml:id xml:space="preserve" subscript="voltage">PAR</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="sampleTime">PAR</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="190"/> </region> <region region-id="820" left="738" top="3213" width="100.8" height="16.2" align-x="816" align-y="3222" 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="energy1sample">PAR</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>3.0000000000000004</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="191"/> </region> <region region-id="829" left="144" top="3236.4" width="105" height="27" align-x="214.8" align-y="3252" 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="numSamples">PAR</ml:id> <ml:apply> <ml:div/> <ml:real>50</ml:real> <ml:id xml:space="preserve">profile</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="192"/> </region> <region region-id="830" left="312" top="3249" width="223.8" height="16.2" align-x="388.8" align-y="3258" 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="energy1profile">PAR</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="energy1sample">PAR</ml:id> <ml:id xml:space="preserve" subscript="numSamples">PAR</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="193"/> </region> <region region-id="831" left="570" top="3242.4" width="124.8" height="27" align-x="645.6" align-y="3258" 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="energy1profile">PAR</ml:id> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">J</ml:id> <ml:id xml:space="preserve">profile</ml:id> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>150.00000000000003</ml:real> </result> </ml:eval> </math> <rendering item-idref="194"/> </region> <region region-id="846" left="144" top="3297" width="86.4" height="16.2" align-x="199.8" align-y="3306" 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="current">FLBB</ml:id> <ml:apply> <ml:mult/> <ml:real>.08</ml:real> <ml:id xml:space="preserve">A</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="195"/> </region> <region region-id="847" left="246" top="3297" width="83.4" height="16.2" align-x="301.8" align-y="3306" 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="voltage">FLBB</ml:id> <ml:apply> <ml:mult/> <ml:real>12</ml:real> <ml:id xml:space="preserve">V</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="196"/> </region> <region region-id="848" left="342" top="3297" width="106.2" height="16.2" align-x="415.2" align-y="3306" 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="sampleTime">FLBB</ml:id> <ml:apply> <ml:mult/> <ml:real>10</ml:real> <ml:id xml:space="preserve">sec</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="197"/> </region> <region region-id="849" left="462" top="3297" width="261.6" height="16.2" align-x="546" align-y="3306" 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="energy1sample">FLBB</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="current">FLBB</ml:id> <ml:id xml:space="preserve" subscript="voltage">FLBB</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="sampleTime">FLBB</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="198"/> </region> <region region-id="850" left="144" top="3320.4" width="109.8" height="27" align-x="219.6" align-y="3336" 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="numSamples">FLBB</ml:id> <ml:apply> <ml:div/> <ml:real>50</ml:real> <ml:id xml:space="preserve">profile</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="199"/> </region> <region region-id="851" left="312" top="3333" width="238.2" height="16.2" align-x="393.6" align-y="3342" 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="energy1profile">FLBB</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="energy1sample">FLBB</ml:id> <ml:id xml:space="preserve" subscript="numSamples">FLBB</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="200"/> </region> <region region-id="852" left="570" top="3326.4" width="129.6" height="27" align-x="650.4" align-y="3342" show-border="true" 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="energy1profile">FLBB</ml:id> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">J</ml:id> <ml:id xml:space="preserve">profile</ml:id> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>480</ml:real> </result> </ml:eval> </math> <rendering item-idref="201"/> </region> <region region-id="110" left="396" top="3375" width="40.2" height="12.6" align-x="423" align-y="3384" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157084" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">88cce1663c64cd541fe679919ab8f106</contentHash> <ml:define> <ml:id xml:space="preserve">bytes</ml:id> <ml:real>1</ml:real> </ml:define> </ml:provenance> </math> <rendering item-idref="202"> <element-image-map> <box left="1.2" top="0.6" width="39" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="111" left="120" top="3381" width="150.6" height="10.8" align-x="142.8" align-y="3390" 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">Telemetry Energy per Profile</p> </text> </region> <region region-id="918" left="150" top="3405" width="96" height="16.2" align-x="213.6" align-y="3414" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157044" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157084" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">8434737a417aacf2c42c1220c88969f6</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="power">telemetry</ml:id> <ml:apply> <ml:mult/> <ml:real>4.2</ml:real> <ml:id xml:space="preserve">W</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="203"> <element-image-map> <box left="1.2" top="0.6" width="94.8" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="917" left="276" top="3398.4" width="109.2" height="27" align-x="337.2" align-y="3414" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157044" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">80ef1f6bd53da54c42fad11de48d98b7</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="datarate">iridium</ml:id> <ml:apply> <ml:mult/> <ml:real>160</ml:real> <ml:apply> <ml:div/> <ml:id xml:space="preserve">bytes</ml:id> <ml:id xml:space="preserve">sec</ml:id> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="204"> <element-image-map> <box left="1.2" top="0.6" width="108" height="25.8" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="916" left="414" top="3405" width="111" height="16.2" align-x="492" align-y="3414" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157084" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157044" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">744721f172883d0dae082064c0ea914b</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="connectTime">iridium</ml:id> <ml:apply> <ml:mult/> <ml:real>60</ml:real> <ml:id xml:space="preserve">sec</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="205"> <element-image-map> <box left="1.2" top="0.6" width="109.8" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="915" left="546" top="3405" width="123" height="12.6" align-x="609" align-y="3414" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157084" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153364" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">8a0f43e8e72980707c4e45bafa541fe1</contentHash> <ml:define> <ml:id xml:space="preserve">dataPacketSize</ml:id> <ml:apply> <ml:mult/> <ml:real>100000</ml:real> <ml:id xml:space="preserve">bytes</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="206"> <element-image-map> <box left="1.2" top="0.6" width="121.8" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="900" left="150" top="3434.4" width="218.4" height="30.6" align-x="209.4" align-y="3450" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157084" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153724" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">5213e241a8b28a32c2e05ab5e816e4ee</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="time">telemetery</ml:id> <ml:parens> <ml:apply> <ml:plus/> <ml:id xml:space="preserve" subscript="connectTime">iridium</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">dataPacketSize</ml:id> <ml:id xml:space="preserve" subscript="datarate">iridium</ml:id> </ml:apply> </ml:apply> </ml:parens> </ml:define> </ml:provenance> </math> <rendering item-idref="207"> <element-image-map> <box left="1.2" top="0.6" width="217.2" height="29.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="910" left="384" top="3447" width="109.2" height="16.2" align-x="442.2" align-y="3456" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157124" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157044" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">fcf3816f1e4cf97ee417cda4dcc32d9b</contentHash> <ml:id xml:space="preserve" subscript="time">telemetery</ml:id> </ml:provenance> <ml:unitOverride> <ml:id xml:space="preserve">min</ml:id> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>11.416666666666666</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="minute"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="208"> <element-image-map> <box left="1.2" top="0.6" width="51.6" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="899" left="150" top="3489" width="203.4" height="16.2" align-x="233.4" align-y="3498" 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="energy1profile">iridium</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="power">telemetry</ml:id> <ml:id xml:space="preserve" subscript="time">telemetery</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="209"/> </region> <region region-id="909" left="384" top="3484.2" width="145.2" height="21" align-x="466.2" align-y="3498" 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="energy1profile">iridium</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>2877</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="210"/> </region> <region region-id="887" left="108" top="3525" width="124.8" height="10.8" align-x="130.8" align-y="3534" 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">GPS Energy per Profile</p> </text> </region> <region region-id="121" left="150" top="3549" width="103.2" height="16.2" align-x="198" align-y="3558" 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="power">GPS</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:real>.07</ml:real> <ml:id xml:space="preserve">A</ml:id> </ml:apply> <ml:real>3.3</ml:real> </ml:apply> <ml:id xml:space="preserve">V</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="211"/> </region> <region region-id="122" left="294" top="3549" width="77.4" height="16.2" align-x="333.6" align-y="3558" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153764" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157044" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">ab4faf0a9eec4246ae420c0bd4d090a2</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="time">GPS</ml:id> <ml:apply> <ml:mult/> <ml:real>300</ml:real> <ml:id xml:space="preserve">sec</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="212"> <element-image-map> <box left="1.2" top="0.6" width="76.2" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="857" left="150" top="3579" width="160.8" height="16.2" align-x="226.2" align-y="3588" 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="energy1profile">GPS</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="power">GPS</ml:id> <ml:id xml:space="preserve" subscript="time">GPS</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="213"/> </region> <region region-id="859" left="318" top="3579" width="109.8" height="16.2" align-x="393" align-y="3588" 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="energy1profile">GPS</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>69.3</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="214"/> </region> <region region-id="125" left="114" top="3615" width="97.8" height="10.8" align-x="136.8" align-y="3624" 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">CPU Energy</p> </text> </region> <region region-id="875" left="144" top="3633" width="124.8" height="16.2" align-x="213.6" align-y="3642" 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="power">CPUSleep</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:real>.02</ml:real> <ml:id xml:space="preserve">A</ml:id> </ml:apply> <ml:real>3.3</ml:real> </ml:apply> <ml:id xml:space="preserve">V</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="215"/> </region> <region region-id="877" left="306" top="3633" width="127.8" height="16.2" align-x="378.6" align-y="3642" 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="power">CPUActive</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:real>.15</ml:real> <ml:id xml:space="preserve">A</ml:id> </ml:apply> <ml:real>3.3</ml:real> </ml:apply> <ml:id xml:space="preserve">V</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="216"/> </region> <region region-id="860" left="456" top="3633" width="144.6" height="16.2" align-x="540.6" align-y="3642" 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="power">CPUHibernate</ml:id> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:real>.001</ml:real> <ml:id xml:space="preserve">A</ml:id> </ml:apply> <ml:real>3.3</ml:real> </ml:apply> <ml:id xml:space="preserve">V</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="217"/> </region> <region region-id="892" left="150" top="3663" width="89.4" height="12.6" align-x="219" align-y="3672" 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">profileDutyCycle</ml:id> <ml:real>0.7</ml:real> </ml:define> </math> <rendering item-idref="218"/> </region> <region region-id="893" left="300" top="3656.4" width="113.4" height="27" align-x="381" align-y="3672" 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">HibernateDutyCycle</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:mult/> <ml:real>1</ml:real> <ml:id xml:space="preserve">min</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:real>4</ml:real> <ml:id xml:space="preserve">hr</ml:id> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="219"/> </region> <region region-id="894" left="456" top="3658.2" width="144.6" height="17.4" align-x="535.8" align-y="3672" 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">HibernateDutyCycle</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.0041666666666666666</ml:real> </result> </ml:eval> </math> <rendering item-idref="220"/> </region> <region region-id="874" left="144" top="3692.4" width="115.2" height="30.6" align-x="192.6" align-y="3708" 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">profileTime</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve">profileDepth</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="profile">V</ml:id> <ml:id xml:space="preserve">profile</ml:id> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="221"/> </region> <region region-id="876" left="306" top="3694.2" width="93.6" height="17.4" align-x="353.4" align-y="3708" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157004" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153724" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">350d5fbd0e8dfe7b8bc44f04bc5474e8</contentHash> <ml:id xml:space="preserve">profileTime</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>5000</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="second"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="222"> <element-image-map> <box left="1.2" top="5.4" width="40.8" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="873" left="144" top="3753" width="620.4" height="16.2" align-x="244.8" align-y="3762" 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="energy1profile">CPUProfile</ml:id> <ml:apply> <ml:plus/> <ml:parens> <ml:apply> <ml:mult/> <ml:parens> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">profileDutyCycle</ml:id> <ml:id xml:space="preserve">profileTime</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="time">telemetery</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="time">GPS</ml:id> </ml:apply> </ml:parens> <ml:id xml:space="preserve" subscript="power">CPUActive</ml:id> </ml:apply> </ml:parens> <ml:parens> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:parens> <ml:apply> <ml:minus/> <ml:real>1</ml:real> <ml:id xml:space="preserve">profileDutyCycle</ml:id> </ml:apply> </ml:parens> <ml:id xml:space="preserve">profileTime</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="power">CPUSleep</ml:id> </ml:apply> </ml:parens> </ml:apply> </ml:define> </math> <rendering item-idref="223"/> </region> <region region-id="872" left="144" top="3776.4" width="179.4" height="27" align-x="243.6" align-y="3792" 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="energy1profile">CPUProfile</ml:id> <ml:unitOverride> <ml:apply> <ml:div/> <ml:id xml:space="preserve">J</ml:id> <ml:id xml:space="preserve">profile</ml:id> </ml:apply> </ml:unitOverride> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>2319.075</ml:real> </result> </ml:eval> </math> <rendering item-idref="224"/> </region> <region region-id="895" left="150" top="3813" width="214.2" height="12.6" align-x="210.6" align-y="3822" 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">HibernateTime</ml:id> <ml:parens> <ml:apply> <ml:minus/> <ml:apply> <ml:mult/> <ml:real>1</ml:real> <ml:id xml:space="preserve">day</ml:id> </ml:apply> <ml:parens> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">profilesPerDay</ml:id> <ml:id xml:space="preserve">profileTime</ml:id> </ml:apply> </ml:parens> </ml:apply> </ml:parens> </ml:define> </math> <rendering item-idref="225"/> </region> <region region-id="896" left="396" top="3808.2" width="117.6" height="17.4" align-x="455.4" align-y="3822" 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">HibernateTime</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>81400</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="second"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="226"/> </region> <region region-id="888" left="144" top="3837" width="588" height="16.2" align-x="256.8" align-y="3846" 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="energy1profile">CPUHibernate</ml:id> <ml:apply> <ml:plus/> <ml:parens> <ml:apply> <ml:mult/> <ml:parens> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">HibernateDutyCycle</ml:id> <ml:id xml:space="preserve">HibernateTime</ml:id> </ml:apply> </ml:parens> <ml:id xml:space="preserve" subscript="power">CPUActive</ml:id> </ml:apply> </ml:parens> <ml:parens> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:parens> <ml:apply> <ml:minus/> <ml:real>1</ml:real> <ml:id xml:space="preserve">HibernateDutyCycle</ml:id> </ml:apply> </ml:parens> <ml:id xml:space="preserve">HibernateTime</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="power">CPUHibernate</ml:id> </ml:apply> </ml:parens> </ml:apply> </ml:define> </math> <rendering item-idref="227"/> </region> <region region-id="898" left="150" top="3873" width="160.8" height="16.2" align-x="261.6" align-y="3882" 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="energy1profile">CPUHibernate</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>435.38824999999997</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="228"/> </region> <region region-id="143" left="114" top="3969" width="72" height="10.8" align-x="114" align-y="3978" 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="0" text-align="inherit" list-style-type="none" tabs="inherit">Energy Totals</p> </text> </region> <region region-id="949" left="132" top="3993" width="1052.4" height="16.2" align-x="207.6" align-y="4002" 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="1profile">totalEnergy</ml:id> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:apply> <ml:plus/> <ml:id xml:space="preserve" subscript="energy1profile">totalBE</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">ISUS</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy1profile">pH</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy1profile">FLBB</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy1profile">Optode</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy1profile">SBE41</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy1profile">PAR</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy1profile">iridium</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy1profile">GPS</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy1profile">CPUHibernate</ml:id> </ml:apply> <ml:id xml:space="preserve" subscript="energy1profile">CPUProfile</ml:id> </ml:apply> </ml:define> </math> <rendering item-idref="229"/> </region> <region region-id="948" left="132" top="4018.2" width="137.4" height="21" align-x="206.4" align-y="4032" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157084" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157004" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">ac708372bf42a9eeca82e999f89d3496</contentHash> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>31560.243882603383</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="230"> <element-image-map> <box left="1.2" top="5.4" width="67.8" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="556" left="516" top="4041" width="41.4" height="12.6" align-x="526.8" align-y="4050" 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">z</ml:id> <ml:range> <ml:real>0</ml:real> <ml:real>10</ml:real> </ml:range> </ml:define> </math> <rendering item-idref="231"/> </region> <region region-id="947" left="132" top="4048.2" width="147.6" height="21" align-x="216.6" align-y="4062" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157004" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157164" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">bb616a2c4a897c565d3a95b801d1885d</contentHash> <ml:id xml:space="preserve" subscript="energy1profile">totalBE</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>21009.480632603383</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="232"> <element-image-map> <box left="1.2" top="5.4" width="78" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="960" left="324" top="4042.8" width="121.8" height="34.2" align-x="411" align-y="4062" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157164" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157124" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">aedf9d04d00806124f8e0c75bc2ae599</contentHash> <ml:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy1profile">totalBE</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.66569449560509308</ml:real> </result> </ml:eval> </math> <rendering item-idref="233"> <element-image-map> <box left="1.2" top="0.6" width="80.4" height="33" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="559" left="582" top="4053" width="112.2" height="218.4" align-x="634.2" align-y="4068" 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:apply> <ml:indexer/> <ml:id xml:space="preserve">indivEnergies</ml:id> <ml:id xml:space="preserve">z</ml:id> </ml:apply> <ml:sequence> <ml:id xml:space="preserve" subscript="energy1profile">totalBE</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">ISUS</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">pH</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">FLBB</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">Optode</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">SBE41</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">PAR</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">iridium</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">GPS</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">CPUHibernate</ml:id> <ml:id xml:space="preserve" subscript="energy1profile">CPUProfile</ml:id> </ml:sequence> </ml:define> </math> <rendering item-idref="234"/> </region> <region region-id="962" left="768" top="4068" width="329.4" height="130.2" align-x="768" align-y="4068" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <plot disable-calc="false" item-idref="235"/> <rendering item-idref="236"/> </region> <region region-id="946" left="132" top="4090.2" width="136.2" height="21" align-x="210" align-y="4104" 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="energy1profile">ISUS</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>2250</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="237"/> </region> <region region-id="959" left="324" top="4084.8" width="115.2" height="34.2" align-x="404.4" align-y="4104" 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:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy1profile">ISUS</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.0712922247486257</ml:real> </result> </ml:eval> </math> <rendering item-idref="238"/> </region> <region region-id="945" left="132" top="4149" width="102" height="16.2" align-x="201.6" align-y="4158" 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="energy1profile">pH</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>500</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="239"/> </region> <region region-id="958" left="324" top="4138.8" width="111.6" height="34.2" align-x="400.8" align-y="4158" 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:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy1profile">pH</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.015842716610805711</ml:real> </result> </ml:eval> </math> <rendering item-idref="240"/> </region> <region region-id="944" left="132" top="4197" width="112.8" height="16.2" align-x="212.4" align-y="4206" 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="energy1profile">FLBB</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>480</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="241"/> </region> <region region-id="957" left="324" top="4186.8" width="117.6" height="34.2" align-x="406.8" align-y="4206" 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:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy1profile">FLBB</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.015209007946373485</ml:real> </result> </ml:eval> </math> <rendering item-idref="242"/> </region> <region region-id="964" left="774" top="4218" width="329.4" height="130.2" align-x="774" align-y="4218" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <plot disable-calc="false" item-idref="243"/> <rendering item-idref="244"/> </region> <region region-id="943" left="132" top="4239" width="113.4" height="16.2" align-x="217.8" align-y="4248" 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="energy1profile">Optode</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>70</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="245"/> </region> <region region-id="956" left="324" top="4234.8" width="153" height="34.2" align-x="412.2" align-y="4254" 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:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy1profile">Optode</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.0022179803255128</ml:real> </result> </ml:eval> </math> <rendering item-idref="246"/> </region> <region region-id="942" left="132" top="4294.2" width="137.4" height="21" align-x="216" align-y="4308" 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="energy1profile">SBE41</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>1400.0000000000002</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="247"/> </region> <region region-id="955" left="324" top="4288.8" width="121.2" height="34.2" align-x="410.4" align-y="4308" 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:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy1profile">SBE41</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.044359606510256</ml:real> </result> </ml:eval> </math> <rendering item-idref="248"/> </region> <region region-id="941" left="132" top="4353" width="108" height="16.2" align-x="207.6" align-y="4362" 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="energy1profile">PAR</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>150.00000000000003</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="249"/> </region> <region region-id="954" left="324" top="4342.8" width="142.8" height="34.2" align-x="402" align-y="4362" 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:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy1profile">PAR</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.0047528149832417148</ml:real> </result> </ml:eval> </math> <rendering item-idref="250"/> </region> <region region-id="940" left="132" top="4390.2" width="145.2" height="21" align-x="214.2" align-y="4404" 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="energy1profile">iridium</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>2877</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="251"/> </region> <region region-id="953" left="324" top="4390.8" width="119.4" height="34.2" align-x="408.6" align-y="4410" 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:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy1profile">iridium</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.091158991378576068</ml:real> </result> </ml:eval> </math> <rendering item-idref="252"/> </region> <region region-id="939" left="132" top="4443" width="109.8" height="16.2" align-x="207" align-y="4452" 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="energy1profile">GPS</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>69.3</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="253"/> </region> <region region-id="952" left="324" top="4438.8" width="142.2" height="34.2" align-x="401.4" align-y="4458" 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:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy1profile">GPS</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.0021958005222576715</ml:real> </result> </ml:eval> </math> <rendering item-idref="254"/> </region> <region region-id="938" left="132" top="4491" width="160.8" height="16.2" align-x="243.6" align-y="4500" 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="energy1profile">CPUHibernate</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>435.38824999999997</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="255"/> </region> <region region-id="951" left="324" top="4480.8" width="148.8" height="34.2" align-x="438" align-y="4500" 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:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy1profile">CPUHibernate</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.01379546532084926</ml:real> </result> </ml:eval> </math> <rendering item-idref="256"/> </region> <region region-id="937" left="132" top="4522.2" width="162.6" height="21" align-x="231.6" align-y="4536" 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="energy1profile">CPUProfile</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>2319.075</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="257"/> </region> <region region-id="950" left="324" top="4522.8" width="136.8" height="34.2" align-x="426" align-y="4542" 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:apply> <ml:div/> <ml:id xml:space="preserve" subscript="energy1profile">CPUProfile</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>0.073480896048408517</ml:real> </result> </ml:eval> </math> <rendering item-idref="258"/> </region> <region region-id="172" left="138" top="4725" width="88.8" height="16.2" align-x="204" align-y="4734" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157244" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">012da6e6bf2c56647513c479b4c78003</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="1mission">profiles</ml:id> <ml:real>150</ml:real> </ml:define> </ml:provenance> </math> <rendering item-idref="259"> <element-image-map> <box left="1.2" top="0.6" width="87.6" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="173" left="270" top="4725" width="184.2" height="16.2" align-x="336" align-y="4734" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math error="This variable is undefined." optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157164" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157084" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">556bb5231293442adc22baf3f58f36a0</contentHash> <ml:define> <ml:id xml:space="preserve">missionDuration</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="1mission">profiles</ml:id> <ml:id xml:space="preserve">profilePeriod</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="260"> <element-image-map> <box left="1.2" top="0.6" width="183" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="174" left="522" top="4725" width="93" height="12.6" align-x="586.8" align-y="4734" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math error="This variable is undefined." optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157124" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157164" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">089aa193d157c9588af0bd6c30524808</contentHash> <ml:id xml:space="preserve">missionDuration</ml:id> </ml:provenance> <ml:unitOverride> <ml:id xml:space="preserve">day</ml:id> </ml:unitOverride> </ml:eval> </math> <rendering item-idref="261"> <element-image-map> <box left="1.2" top="0.6" width="58.2" height="11.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="175" left="150" top="4761" width="201.6" height="16.2" align-x="213" align-y="4770" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157204" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">99a71823fb5676bae317567ef7e788a4</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="1mission">energy</ml:id> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="1mission">profiles</ml:id> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="262"> <element-image-map> <box left="1.2" top="0.6" width="200.4" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="176" left="474" top="4756.2" width="124.8" height="21" align-x="535.8" align-y="4770" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157004" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">3b06329a0b9e0cb1cc7c20d1c004bf8e</contentHash> <ml:id xml:space="preserve" subscript="1mission">energy</ml:id> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <unitedValue> <ml:real>4734036.5823905077</ml:real> <unitMonomial xmlns="http://schemas.mathsoft.com/units10"> <unitReference unit="joule"/> </unitMonomial> </unitedValue> </result> </ml:eval> </math> <rendering item-idref="263"> <element-image-map> <box left="1.2" top="5.4" width="55.2" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="177" left="768" top="4790.4" width="118.2" height="30.6" align-x="846.6" align-y="4806" 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="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157284" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157084" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">b244951d43e775232f4cdcf9464c47c5</contentHash> <ml:apply> <ml:div/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:apply> <ml:mult/> <ml:real>25.9</ml:real> <ml:id xml:space="preserve">V</ml:id> </ml:apply> <ml:real>2.6</ml:real> </ml:apply> <ml:id xml:space="preserve">A</ml:id> </ml:apply> <ml:id xml:space="preserve">hr</ml:id> </ml:apply> <ml:real>6</ml:real> </ml:apply> <ml:id xml:space="preserve" subscript="1profile">totalEnergy</ml:id> </ml:apply> </ml:provenance> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>46.087856779895567</ml:real> </result> </ml:eval> </math> <rendering item-idref="264"> <element-image-map> <box left="1.2" top="0.6" width="72" height="29.4" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="178" left="138" top="4792.8" width="341.4" height="34.2" align-x="208.2" align-y="4812" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math error="This variable is undefined." optimize="false" disable-calc="false"> <ml:provenance expr-id="1" xmlns:ml="http://schemas.mathsoft.com/math30"> <originRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290153604" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157084" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">15b02c69f72f49a20e8ac1107ee079a6</contentHash> <ml:define> <ml:id xml:space="preserve" subscript="1mission">batteries</ml:id> <ml:apply> <ml:div/> <ml:id xml:space="preserve" subscript="1mission">energy</ml:id> <ml:apply> <ml:mult style="auto-select"/> <ml:parens> <ml:apply> <ml:minus/> <ml:real font="0">1</ml:real> <ml:apply> <ml:mult/> <ml:id xml:space="preserve" subscript="selfdischarge1year">EC3B0076</ml:id> <ml:id xml:space="preserve">missionDuration</ml:id> </ml:apply> </ml:apply> </ml:parens> <ml:id xml:space="preserve" subscript="energy">EC3B0076</ml:id> </ml:apply> </ml:apply> </ml:define> </ml:provenance> </math> <rendering item-idref="265"> <element-image-map> <box left="1.2" top="0.6" width="340.2" height="33" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> <region region-id="179" left="600" top="4803" width="86.4" height="16.2" align-x="669" align-y="4812" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math error="This variable is undefined." optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:provenance expr-id="1"> <originRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157084" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </originRef> <parentRef doc-id="458FCABA-50C9-416B-8F1A-B7F483CB1650" version-id="49F0929C-B3E9-4570-9034-04CC4A68FAD8" branch-id="00000000-0000-0000-0000-000000000000" revision-num="290157124" is-modified="true" region-id="0" href="Q:\Calcs\Eff20-650PSI50X.xmcd" xmlns="http://schemas.mathsoft.com/provenance10"> <hash/> </parentRef> <comment xmlns="http://schemas.mathsoft.com/provenance10"/> <originComment xmlns="http://schemas.mathsoft.com/provenance10"/> <contentHash xmlns="http://schemas.mathsoft.com/provenance10">b5ad877348705f6bd96d4c915a324014</contentHash> <ml:id xml:space="preserve" subscript="1mission">batteries</ml:id> </ml:provenance> </ml:eval> </math> <rendering item-idref="266"> <element-image-map> <box left="1.2" top="0.6" width="62.4" height="15" expr-idref="1" xmlns="http://schemas.mathsoft.com/worksheet30"/> </element-image-map> </rendering> </region> </regions> <binaryContent> <item item-id="1" content-encoding="gzip">H4sIAAAAAAAA/4yQwW7CMAyG7aZbS9etu3AhSOUZeIIdENph2iT2ACiUAkVUTF2ROPLm3W8n u+w0R3b+Ot/vRsmJiJGfyEy1QS228/W+c1+H9e7cta5PSGKMHGl74XqnLZog07b62Bzrqvet ld8omqGYMF+8hWr5yty1+V7q6FjZKfKNA+tjwCKe/r/7OzzpO1fV84XRIxvAkp+JLQ+imG0E U8kRWwNryYZtPEgnBkMDxB2Y2wuO7oURV6IMRCqMwCOZI/YMjNofwKg9B6P2R/0XxJMyEIUw AvvrFu+Xtu6ayp38g6R67VfklhosE14uC6/5J3IpPwAAAP//AwARvY6sxgEAAA==</item> <item item-id="2" content-encoding="gzip">H4sIAAAAAAAA/2Jk4GRgYK5lZmDgYJBhAAEWIGZm5GBgBdI8TDYMT8EsbiaQHIjFCWaB1P5m evcfrIVhAiNMZ0hmbmqxgl9quUJQfm5iHoPAx/cMN6YcL2tgPF1WxJ32D6RGlxHZJGwsiOkf CJru8Q6b6YwETMd0A7n6sIQCEzuQCK7MTcrPYShTFedinLHzuNgGrO5koombKNNHjJvwq4GE CQ8oXcHjjoGJick3WCE4Ma9YITi1KDONgYtBmaELLPcfCOYAUwnEJGZgOmRg+AU0CaKRgQki zsIACtc/TGD1TDB7WdH8xsgEkgWxmBgZcfpXj1ECI1T0GCWhLBEmFaBdvECWIisvQ1FqelFq cXFAaW5BaEEFQrUEXDX+EGbEMF2UYS44bBRZ2RgMDfXMLS0Im4o/lpFNN2JYCg5BRVYWBgM9 AxPyzWaCxwiMD4nZ1zhTe4M411qLXcfFFrzBltrZkNzBDnYhI8MzoMsnMAALHwY5sJgYixLD fQYphja4iueMakAVIBPUGf//h4m+YDQBiiLMQ3bxB6BNZLh8HWGXSyG5/BvQ5Vfxuvw70OVX MVz+A+jyq3hcTmzuQ8QnasptgNtvy4gv7tHzAGr+wJZCEDkTBmChA3E7Iociy7JAZfHlVCYG 9FonhSGFQQTI+s/GwMDG8A2oQAVYHkCMZoSyGMGYCa1cAOnXAJrLjmIvpB6DiLCDY42BAQAA AP//AwDxmtVq+gYAAA==</item> <item item-id="3">iVBORw0KGgoAAAANSUhEUgAAAOcAAAA/CAYAAAAbmd9iAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAZlSURBVHhe7ZztkawqEIYngU1ostgk jMdo/HUy2WA8NDTafIigzSwz+z5VVl0FGdR+oNE997ECAIYEcgIwKJATgEGBnAAMCuQEYFAg JwCDAjkBGBTICfryM6/Px3Odf3j/3Xnh9UBO0I1leqyP57x+ipc7P+v8NNc2LbzfB8gJukBi do7d32eZugoKOYE6JObzY/LYMj/zs9u1Qk6gC80mTaksp4iH55yV75Aoj4epG2zh+tCm2lyW k0qW182Krn89JlDICRShQG15WbKskxchK99ZuUTUlZs4z4q3WeTqS0Ft+WH9AvSSqGLwaAVy Aj0ursHsjFcI7rNyy7IY3SJMfzb57FvWKaxD/d2OuRkwmE0bsgASWXv2hJxAievpnYqcGZZJ zOKBiIwV1vc5TZ/pd6vXkw0i1wI5gQ65mamSPnKatFWeY+WMUu5Azn3fzf7R+adQmqz7/RNy Ah0o+C/mdV3kNP0JZz1ek54Ja4+ZehcGGu3UFnICFe4EZg85g5TW42fGYJMSUmpL+yxyq6A3 BqgckBMo0PqWNkRfzpqUNH0BRANMvN/0uyR/4yBSAnICBWimubbeJNTlTFLalLRNN1uGE1/r dd27DzGQEyhwLyjPZqjWGSyb0m7wW9mkv+nbWpK8aVCAnGA4Lqdzbrba13+xVKXyjEwWc06u L2K9eTyrenF5a74mOv96eh8DOcF9lNda7wvkBKMBORnICUYDcjKQE4wG5GQg5yXsGz+/0E82 vRt6H3rAcf/CN4D2M4As/20xICcDOW/AgR98zNrfCJ59G3sp/Gdkx39wohsIt/j3vX59fa// ePfv8m/9/vpav5VuBOQkaOS3gup9o7oN96ks5yD9xczJYOa8wYGc/vhI6S3kfEN+QU63XjOB kJlhwvVP3DEf9G6LA+1yu9u/HDCbaXSZRWCUynx/koj3qS39vvjw7QNu61947tb/4Dp9X+UH 9P26tj5Q27LdoI6By5KublA7F9rtAf0e5DTQM3iZnGHQPSfzAGzwuwdOwSnXaU6ovXM2eH10 SWlMUE2X26WgFwFH522BUSoj+HqCiN+vUf6m7fvhudF92R4ICzmZ69v64Y65toWw5pwtoL1M 8vea5GxoN4MbZMpbcT0OORl6Ji+T0xFLZ/EPPrPJQNwfqgto+ZAvtcvlsp1tdiyVWaRU4RZL UJbTkeu/C3QxQGTOS+tk2uJrqZPTUdVuD6ivkNNAz0TvXjfIGT50EwnpsYC8nGlwt7brg9Bt UkSiVJbrwxG2nSo5w77WnJfWMcQyXpXzrN0eQE6GnskwcpY7Ep4Xy3q9XYdI5RKZj8reT850 gPHoyWnP2+5XfjvuhwFyMqPIeRQ85vi0HZOSmC2KkGvtLvQ/WtuxMvvgK5URA8uZZAx87476 SvcpKqtrtwP4zsn8wnfOrESGbcT1QWLF2uuV/13d1XYpaGW7cr9URrAoFaN83De3z/3i47fk NO3sh5yIyYDEg0v+eHpvq9vVhp5PxT39fOhZp8/lKqdybqLY7Tgg3CYD1QXGXhbWudPuYqZH 2bYMxqOysD3ehDApYTvPeQnEDmWl/rOE2zHqc3SMf8/2xTxEyhB82aFAdmDa67ktHBA8Te1q AjmZF8t5h6wQrwqYgXES6Qdzr3ZPgZzM28hpOkrfL3lvx8xAkBNyfiRvIudRoPzMczYl+0tA zk/lnWbOYA3mtr+d0sb3JL92bKdXu5V0lFOu7YuvCJjq+vRSTb3PbyMn+DvQy7MOA0LwGci9 oDsVrqo+v+xTl1P3PkBOoEAPOV02EMhVnO3q6y/TtM40w0JO8PnopnMWSpXjT2y5Y57a+kZY Etimv9pyKqf3kBOoQC+jiilnK0GK6imkqlX1zT7v9JDTtql4EyAn0IHk0LSzg5yUzvryHnJq D1CQE+ignNJlZbNpaoOcsr7571kU6stJA4Fuag85gRKZFzJ3sGLprTntN2Ajam5T6TMNDsoz MeQEelCA6tmZyF6e7drqa8+c6mtuA+QEiii/tQ1mo8J609NQX1VOmqEVRfdATqCLcnpnJcqm n26mjH/ruH6InpzK6bwAcgJ1KMX7K3+maSXvYaYBcoIu9FiDDYfqGjsFcoJufLSgncUkICfo ivuEofiS6Lexn2fMNb1g1IGcAAwK5ARgUCAnAIMCOQEYFMgJwKBATgAGBXICMCTr+h9170ak 3P7P0QAAAABJRU5ErkJggg==</item> <item item-id="4" content-encoding="gzip">H4sIAAAAAAAA/9RWz2sTQRT+ZpJN0ljUQ03SIpJorBVsqEGEirl58GBFjIjejHQrgfyQhKb1 pldPHrQnQb14FhREwXMQb3rxL1BB00SEVrSyzsxmktnsZrMk8eDCZl7ee/PN92bee7MEE4Dv rQY27gd//Oz1kRCYCpP0NP4IaRflNi5NCIn7/qabhpiCe0TOvJQv6tX4eX0tfrFczJWw93sT H+/Xa7fJu9qD6Moj7jNPVKTxSCafSR5Nhw8opUvZeDZXqsazeiW/gjAO4a6wGey51mzC5ENg 5+UQIQ2yn+yt4vVyAbXD0TBZf1WPxFpOEVIFyY4tV3Xz6R9la+Cun9104uQbgN6P57DzvOyB F5//lbe3HAix8RfTmCkLaur94Lm2Q0WmUumt9cRBKLdyiRLSN7YUidl2IEWm29IU3TF+GLuZ lND2oKLfqOjV6oXV4s0z5bXSUtc/1vHvt5923A0RXULzo5Av6aNhvWTVy7FCuJK+nCus6tXR 8AJE4l0dAk89YSsuSFDgUhyLD0aU5+TUh6y4z2DiEsy54lpnnSNy1lHPbGiPlxXxDmR8pzLu PGIO2NLmtG63FuRj6gNibCk1oVr9batbbXClc51pjnUW/Cd1lmRrjaPO1O6m4u/DC3H/JbQA jqdTi4snvZ64F/Q03rTRNSykFtKjoNvrJo3nnfyed82rQcjWSqLtO/Nr33v8STT8fv11PfL4 m9OdGVJ4SH6fMtN4Ch/7d0DoIv6D2MYMHnY8PmdmmQdHOEIMQ2q/ZE4wbRdPZdxiKw3B/MNg 5jMK8y3GvOHKfJsxb9iY/2TMGy7MvZ+4U09JYqOzfmbsPcXaQ7SeruFW6RS9X8PLWMYUk4wA EMAWc0iyfmI2JNKWiHhpT1/h8+co7zZqtzK/ryUTn8D5CwAA//8DAEOps8KSCwAA</item> <item item-id="5">iVBORw0KGgoAAAANSUhEUgAAAP8AAAA/CAYAAAAv4B5+AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAeNSURBVHhe7Z3rlaQgEEY7gUmos5gk jMdo/LWZTDAuBYUWBfLw0YPjd8/xnG1BLJALSPfuvmYAwCOB/AA8FMgPwEOB/AA8FMgPwEOB /AA8FMgPwEOB/OCe/Izz+/Wexx/+/Ff4YL0gP7gd0/CaX+9x/mver/zM49vUcZj48zVAfnAr SPyLneiHabh0AID84DaQ+O8/t87P8zO+L6sz5Af3gGbB5qU+L5+T103z8DJpfNRMsPZ1g/On hCyle0hol28wUZRwdbhiAQD5wQ0gAVo3wYTckfxU3iqelzEnmBV7yeDKloKX0h0+phrpBbQJ eMEeB+QH/XPg3deKrcWZRjWQFDbY7A68EpZi8udK6RYWf2c9aHDZeekmkB90zrFlb1L+BOHM rYhENljhOa5SusG9Eqg8LdA9Tp79IT/om9Ss2kCd/IUBxsqtXjsi+TPpPOu/x5GX/XsGAirj 3O//IT/oGxJr08oyVfKTqNk8vGSXeQLhC+n2z0Z+k+5qwq8ZjQPA2Ut/yA+65miHr5F/Gipm VJ7J3aztDyFvLt3Kr0TnAaGpbnTNifZDftAxNEMeW+qW5Kf0dp/czL39dZ5KT8lvPtFqoene xRVKG5AfdAwJ0rY01mTlN1IGAhu5xoqb1QwoYXpCdLtSaB3YjreHBPKDjjne2e0ue0pUXnYn l+mblN7Vt9PtgCDOZ79d2ATyg6dwaJnrZttV7HWWdSLKND4WGVlif2/xPp9c6pfSGfd1Hx/t 7xoGiuvYa5AE8oN+OST/XwTyg6cA+RWQHzwFyK+A/OApQH4F5N9FsNkSHec16HHoAadilMd5 O75dA/kVkP8ALFaw07ruCud2aj8OdfxUTOIrqq7ivYJ/3/PX1/f8jz+Cf/P319f8fVKDQH6C RetrRnWDUlrwdXWw6xuju4CZX4GZ/wAb8i8y9bT8z8lv8APWX5YD8it+QX73vmxmxcQMGf5g Qge2zlCpWWp3ufLXWabQaRQdJJfm44nk90t/ur/4cYjveEt84bVL/EE9fayiHFGvJQYqW5Yb 5CEK8i/3zLRNcH34LOz5jbzL/gjX3362f5Zl6HgvAPIrqP0/Jr982O/5PZgHYTuMe/DUKWTn dMKuwdlO42WRHe09zMPuckkK0fHouqWD5NIIrk8g/1pHec+1w3vktapdlgfCwg+mfkscUmJO p8Ncs3RsPwgE95PXpbExmjy+OradZBm+zZf6+vhE/fneQZPY+lH8op4Ub/AM8rERPr7ckS0D 8ivoeXxMfoeW2hLMWqkHqjuI60jyYe8ql9NlOcvsnkuzSGnDI+z83HE35Xek4ncdXgxAievi PKmyWuV3+ZP1EOXG94njMxeFbVhRp0uA/Apqd+XLARrkDzsrdZDoXEBa/lie1nJ9Z3SHliOX lophC1tOlfxhrDXXxXkMPHCt2Uryc7leZJ7lo6pF51W55r6DWanIv2E2mc+yGFvPQp0uAfIr qN27kT8fSHhd3Jn3lutw5TnRVRmbafWdtnv5Of9STrX8YdxOdBEjDQbqnjZ/oU4pbD0pxsyx PbgZIL+C2r0H+bnzRQ8v6DxSQnOozrKv3Gme5AVB586lEXWdlvi4/DZWWVZO/rVdl2K53aK6 ReUafBvT3oQv3+aT+xcre+U/DL7nV/zC9/xJSQ3LyO47ge1Ua77SP4+0r1zq+LJc+TmXRnCn rZhNdGzuM8fF51PxV8tvyllPOZkD0b2g8hzBAxodOs3HuJ53904NIC4GGbuLISW0Lfc35Kc2 qHhWz4HaPe9UC0X5FxHtEd84TE90puhweY6UO5npXZYtJdpKC8vjI9t5w3Le4xQMHOFgQPGz EMs5ilmd4/vZWMxDtDM1H1rY5ZrUkYk7jEu2jcKIFS/vh4rnoOK7Uk7Ir/iw/EdICmeO1Ez0 JJz86NRFIL/iNvKbQOn7e/60YmZQyA/5a4D8ipvIv9XBf0b/b5c/F8hfCeRX3GnmT7y7PnvJ r9tE7mWAiA/IL/dIsltATD7/1l7UinwVbnfhNvIDcBSS6cIBMvga1ImbHQCy+UnMNVY/SMjy rPjLCXd92wBwbntAftAxV8rvVmGB7CT35kqjkL/0P//SKkbXJRhMaoD84DGcu8wNsDKqslPn PK35DcFMnxLdXl9YbUgo/4mvQZAfdA0JVC1HC8lZVy/lBa359UrBXp8aPOrrZ18lTmwMyA/6 hqQ5scMvXC1/NEu7vMFrRWpAyHD2QAj5Qd80LnXlbvrWYTfZUjLnZuLG/MmftnP+MB49oGxB g0f9QFED5Aedk9hoOwMrYmoZviFYQ35anpfjdfWq3u2nwefE930C8oP+oY5/vv3RoGLfqTcF q8xvYg2ENgNE6n/+zd8r5oq9D8gPbgCJd+6S1xLMprnNO6aUn9KDJX1qWe8GkfrlvoFWGA0D RS2QH9yDQLzzsDMwixqKz5Kqe27ll+eDw2eyrwjuXNsPe+IVx1lAfnAbaOnbJs79sYPKFeYb ID+4FZd9798jtNq5sLKQH9yORwwAF4tPQH5wS9z3+RdsAv42fm/gA6Mb5AfgoUB+AB4K5Afg oUB+AB4K5AfgoUB+AB4K5Afgkczzfy2aXAC2J80jAAAAAElFTkSuQmCC</item> <item item-id="6">iVBORw0KGgoAAAANSUhEUgAAAOcAAABICAYAAAANvuIbAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAapSURBVHhe7Z0LtqMgDIa7ri7I9bga N9PFOCQETHiJj1rmnv87hxnFyCPhF6re9rUCAIYE4gRgUCBOAAYF4gRgUCBOAAYF4gTgNJ91 fr/W1yuk9zp/0rzXOi3BfF7fIf89u7PbQJwAXGSZSHAkTMlwlPIYEmiHMAmIE4CryIwYZ0ii lEcsU55XAeIE4DKylLXq9HnJLLlM09qpTYgTgDv4zG+3jNXCW9aJP1/qpa3L6502HRAnAHcg y9i3KJHEOi1eoCHvyJKWgDgBuAm+CcTLWLeknfxydsuj7f4lLQFxAnAXbmbkZewyr5OaLf3S 9tiSloA4AbiNyufMLK8PiBOAG9HL2ADfLOp8tqmBOAG4k8/slrWyHXB5cZl7ABFnmHor6YTq +/F1t5fjPTZX+aUPOqg91H4A/5jA+6Gn/ra99XOpPP92jU/xTqdCH7fPFhPo814jbls7j92o eQozc5anX3qY+q3Gb4Gq+7jH5j6e90EHfFPhOR8YuO7Q946LZNOe9jc/enFYv7Lw4gn+fC3Q dNlo7TUyborilGODijLQIc4v0zMjPDhrXPOBfyvkK+38ycxZ6E9zNtqx/9BDBg2JRN0o4T4m gjFi9+Wb2bTSHnpsMRdjKcJ81pGn2BXnMtcCcRP/gTj7feAD/5V2dvnAD97bZgSuM7nLWMoL nLHXHTJCFPj80G/pn4oPxStb+rpyyL4YS14Sjz1jBnbE6QZb3A+Bp0TODksD7Xht45IZSfZY dKhxvrQhnB+cmNhk9eg2R9u0vXKcqbTFcd4HYTske7XP6/L2pp3GX2Eg2ZSYfJeSWGK7ZVdz xJ7iZPzs4POTWKWxl33vK1d2WgbliXExlu7ct7vYbrEaV6i5OGOjJSWd1x22bzz4QRadaBxN x5TTtcPTbVXfxzmRizMB8vVsg1wGN53HdYa2b/XZq2WjLbx7wQdJWfW6/CAx7UwGZvGzlSl7 n5K4Tdor7IjYiE5762NtL37R/k78wsQ4p3XRoS1Px4mR82iMeRsZO4VyRuDAzBkIHUoCRB3P bIXoTJtYYHpAy3Y2aLQNl5U4s1CGKSI7v9IWNr3gg7Tu3n4TvC+DUG8HUvsn2PN1ykH7INLt QusQe+szXSb5nvZFyPqYO1c/xiiLM2mfxKjlV9uWZxLXy/8K+cB0bS993mIH2sFTOjdCDqgd S4OngxMylY0PaOJgCVRx0DPqeKstjis+yOo+0e9qH4v9+jLVPiZ5gaP2zjN2FZSSH6fVQLof fNxaKbDfSuKUsZHGYXdV8QC74vQs6xwd4meSJR1AxY4LrWPijMwXfI7kaxudH1EOLpanjrfa 4rjkg7TuI/3O+rgj/A4uL2tFHNqs7h/iqL1vY60Z+bmJkBjKK/u463z2a+3i8Vs6xKkdTtub Izj4sae+4ybgruP+zQhfhinbDcBspnPbellC5Wc2oSwVENNusdXt4HbGuhttcVzygWkn0dlv wuyLL1vCfwq6UMT2l8SRcMSe+pT5mshj7Cn7M4+XpxRLzlPl2jE8FiLOMBhqiToTHCbOlsHC x5NgxPOMY5JjXIjOc1evRZVZs+ECt7Zw0vVIu95vCkLhOLPXllLq8YFuVxgAR/sd+lhvDxdR JNSfDupr+AFdqlvqS/xbtSchST6nNC7Kn3rpamnEPqF8oaVmqPPrzvw5Zub8E0iAB/Y5+CuY seYvpnvjbrsw7C+lIU4AzqBmef1orDXuSJh+RSCz/84g/VviVA7bcxQAlzk0c/bNrJq/N3MC 8BhacBAnAANREqf/n1Zu8aZWeiOs84YdxAnAaXJxRuGxIPVNH23bB8QJwGlycW7i8zd9tkdC ECcAD9ISp8uJd2d5D+IE4Dla4vQz57YPcQLwIA1x8mdOfeMH4gTgIfRrhP7Gj35t0Qgzef7e +8ogxAnAoECcAAwKxAnAoECcAAwKxAnAoECcAAwKxAnACbZHJtdTDYgTgEGBOAEYFIgTgEGB OAEYFIgTgEGBOAF4jPxl+RYQJwAP8ZmnKEj+/trGF2ITECcAv4D/jKz9RV8QJwC/gMSJmROA AVm2H8+qAXEC8DhL4QeZcyBOAE6Tfv1lH/qn8VtAnACc5rg46XuG4lcIuc+d/vdry0CcADyE +V3QjmedECcAgwJxAnAW/ROAcVu9BXTkS2oLQJwAnEHESCKc5m07LlX5+P4rei0gTgBO0/jG d96HOAH4EXvi1PvHgTgBOA3ECcCgQJwADIj+20yd6HOmF6a5QXQCiBOAQYE4ARgUiBOAQYE4 ARgUiBOAIVnXf+KMwzKz1Ix2AAAAAElFTkSuQmCC</item> <item item-id="7">iVBORw0KGgoAAAANSUhEUgAAAOoAAABICAYAAAD4QGmrAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAa7SURBVHhe7Z0NlrMqDIZnXV2Q63E1 bqaLcUj4SyAiTnWUnvc5h3srxgghr1D16/ysAIDHA6ECMAAQKgADAKECMAAQKgADAKECcArv dX79rD8/sbzW+V3W/azTEs3n9RXrX7M7ug2ECsCJLBOJj0QaKhxWHUNi7RApAaECcCZhpkwz J2HVEctU120AoQJwKmG5q5Xq64rZc5mmtVOnECoAZ/OeX26pK0W4rBN/H5XLX1fXO506IFQA ziYsdV9BlSTcafFijXVHlr0EhArABfANJF7qumXv5Je8uY4+9y97CQgVgCtwMyYvdZd5ncQs 6pe/x5a9BIQKwCVsfC+t6vqAUAG4CLnUjfCNps5npxIIFYCreM9u6Rs+R1xdWgofIAg1Tskb 5Q9XgH78udtL9h6bT6lf9/qf/n8X/tGEj1vPeLXtdV62/GU/1mOR7eP9W0OhXJtgH6FmVHta pgQ+doeqnxzI7Rj12JxHFQO+AeDOD7Huw7GKudJxcW3a67yLQqz9xfwoc5Tqy+O1Tbk05e3/ SLI/0CHUi9l6vUrSY3MSVgz8VbdMhC38zHxNW6/0/SlG20iIm/m0Y7+4ZaM60NtrIQWRWgF5 04MRCdnKmzjeX3quSTTbey+7Ql3mixv+eKGGBOkWajkznEmv76NtPgEeo+JuplUXOWrvKGe8 QxdQ8q0CF2IkxprGXgn3QewI1SVG2o6DT4WCGa5mKrDSxhUrMGFfCggPTk4+bkM8Pg5CYVOd R7Y52ZbtDfuZjbY4yhjE9tQDaPmIMYnFtT+1J+7zfdL9dKURK7/P8O2Nn4FaxkZ8m1XXIkft Q0zyPm/7chNJjstGTGgMVF4Hwtik+Fo2D6EWaup0KEXjZSLrtyuKQPJARIHQPiEWKbzysxLJ 7P1Lm3CeLJyQ1HQcnzO2PZ9PX3kbbeHNIgbm4HX2R7VHxIptxPFVrHJ71L6irb34/jfKUYcW 3M4DwjtqT32XYxFiS3XePORB4VOPZ3k+R/Bj7nsQB2bUSAxIEVDqsJnUjhQMXVhsRpJXiSNt rAE2fCgX1fEbbWHTHAM/yK3BNXyU57faI8giCmJsxXHH11V0CX1vXEoO2i+TuLAR1vFhXKzj o2DzBZ6gXCYf/gJhjnWB6vc/FT4v/zdQC9X13fqOygHVgbOOTRxJvrDNjYyVwsYWjw+0KRRG 7G+1xaH7ES5K5cj/oT+li5g4XM8J5uPZjOOGr0fAbSvEZNVFDthTTKo+c8zsPLDj48dSCpUu QOW2in2I9ykrjg/ZFapnWefUIT/LLpxoIlBm4AKtfSEY9kCEemkj6xNigEx/Yn+rLY4qBpa/ I/3pOZ63Q4Ie8d3Jvyx9gxCkq+ZFp9fexUPNgi4G/iUCQ5Qcn40Lg4PikO0tUVPddm7cSYdQ ZUDpc+4IJ0Dqqe+4GnQXOP8WhvehfMcBkMmXBsGTrnjSJvoSAVXtDrayHfpK2WiLg30Vg+Xr 5KB29ocotx3eX04ovd2Io+HrUdBFJsXEEkLBnj3tp1ioUoy72Nb5WECxk+O1MYZq+0EEoYbk 2CwUjCiQEMyQNLy/CHY6TnW62MdOZJ1L1EX43LJhh7ktXOR5QrteLy+uaj9jtaXw6Uoec7mv EFQsybj2E0v2p499TU7kyqbwndovfeuLiSbatWyuIV7Ucl8ioU3FWGzZy3pVtFMvTmtfKfIq B4hirEybZ6Bm1K/g6bMO+E5U3vkL7V4O5otMXl1tAaEC8ClidZmfl7dzMH2ti7P6TsJ+l1BF wPYCBcCpHJpR+2ZcyffNqADcghQfhArAQ7GE6v9Pq7v4VKG6ydV5ww9CBeAUaqEmEbI45Q0j adsHhArAKdRCzUL0N4zSrAqhAnAXLaG6mnSXl7cgVADuoSVUP6PmbQgVgJtoCJW/o8qbRhAq ADcgX0X0N430K5BCpMWz/r0XHSIQKgADAKECMAAQKgADAKECMAAQKgADAKECMAAQKgAfkh/D fF62gFABGAAIFYABgFABGAAIFYABgFABGAAIFYBbqF/kbwGhAnAD73lK4uTf99358W8IFYC7 4X/61v6RMwgVgLshoWJGBeDhLMVfrDOAUAG4lcX4Y+E1ECoAp1D+JGgfy4Qf4AbgHzkuVPpd pfSTSe57qv9bwjYQKgA3oP6ua8ezVAgVgAGAUAE4A/lnF9Nn8fbRkR/xNYBQAfiUIEwS5DTn z2k5y/v3XxNsAaECcAqNX8rnbQgVgAewJ1S5fRwIFYBTgFABGAAIFYCHI/9tqSz0vdSLVN1c +gMQKgADAKECMAAQKgADAKECMAAQKgCPZ11/AQBqV+W5LQmGAAAAAElFTkSuQmCC</item> <item item-id="8">iVBORw0KGgoAAAANSUhEUgAAANAAAAAVCAYAAAA3gWBzAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAO0SURBVHhe7ZeLDeMgDEA7VwbKPJkm y3QYDhsMhtjghGtOJ/lJSE0A/w3pJziO8xhvIMdZwBvIcRbwBnKcBbyBHGeB3EBn2D+f8NHG doRvWvgDku797H//in/pq4HvEbZox29joPENxzaKwWy+x7j+3OU1ORYlN5egjOS3eR7HM8sp 67dwfPt3TAa3K79CvscmGAOC9mjOL6hOJuPeaKDE+74agEJq4vEmrOBmBSnO91jX53XCGswR yYijjclIPszVPCY587yeO8iD5skvItI7BJoo6jU00I95dOKm02GlyNZ8Xdev8k9voHlc7sZt tv7c93CIa2ITGIIgyo+3x0WW1AQ9Uuy1fMTDDt5NG+g87MF6xKOCSafPvT0ta76u61cxxYM+ L/7+bTkr+Nl8z3B9LkJxjfE2NtkDMTUlK8e1WZvfdTqg8WHVpIFioZRnShoM6OZURO31xtfE IRmS5zba1BQML0z6zfbhBOmlQUU0k0/70vrnvt7Un+29+lFJnwnt6Ja8xqwgTQXL0NfHuGQn r2vaWOJQAjK1B/J/197mYOK5z6+Y7dcG4kbD6JRzg6kLE8np4ieeIKQU5pgBvGkuBd7+LjK4 vKbpAEV+tK/6wm2FJQu+WvXP/MDHVi81U5U9R2rAZtwQxn2WmM33aOt5PMcyazNJboz24lyJ Q5t/lZw7OgBBBuWxHIr55gRu3ECE4hAUhhYELBpypA40iBej9hvAZ6WBrPIZS76u6L/4wRoP UOx9i1FBArP5HnF99PFg/llk4iEhBMWyF9dQPgzUQy3mf0+y+UHHm//ZfyAh8UNHRs3FC0b7 DYzmrPIZK74u6WfPKbHdyajY+xbDPEZm8z1inAc3puo3xFiYtNmTDsKmgXKcxdsZD8SY8/MI O+2hd/AJz/ZMGyhxhqMoTyf1CWt58lGBck2O5njBaL+B0ZxVPmPJ1xX9/LkkJU0hir0j/sdP OI5JZoyV5IbVHoiRPQwx7xg7nhvpnamBUvcm5fC7FgomrliVFXArYzGkDs6fQlx2DMj9Tzhl ziqfseTriv7mmZIyaM6XQT8vcanM5nss66dNADFR5k32DPZrSHIlO3MDUSK1AQnORRKfMbk5 0ThfhHZyGmXdHAqZ6YWRrtKiC0+Aakstvrn8tmi1YfH1iX7JD2EfG8leCdLPGm+Z3o72pB3P Z3tG+b7Iq1wKk8cbRiOXGMjHm53NifsnRBv4/zQkviufdJnmBnIc5x7eQI6zgDeQ4yzgDeQ4 C3gDOc5jQvgDAqB7Q1pyk/gAAAAASUVORK5CYII=</item> <item item-id="9">iVBORw0KGgoAAAANSUhEUgAAANIAAAAVCAYAAAAzdLBOAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQeSURBVHhe7ZeLDeMwCEA7VwfKPJkm y3SYnAFjA8aftGl1p+NJllJjY76J+ziDIPiYaKQguIFopCC4gWikILiBaKQguIHcSMe5PR7n ozee+/mihV+Azt4O+/wtXuf+dHyE8VU//yVyjLrxmMklura83L7250A+2z+WS911PM/dNdzW Bqxr66Wc8drPJ8/nKQQPbYIDirZk7jeoQSDjftFIROPrsVFA/vtmEoXpxmIml8DaWjtU1KaW MO48Z/Ova4+bospn+oWtckzsPjZYp5vNm0OgmZK+hUb6MrmrrzUPvSU+aTjPVwqWSXSXz23o 803da8xqYalW0ttcy6GwZTE6fkJjsd5jN4VL6x+8Yab/ONpcJv3PphsMXk326jTpg7lpIx37 JFif8lYj2TfXdVpfc5KWG+lzG/qs6r5q8zq3NJIFci2dwtybt7w3J8CXXS8wVr/DsfV1V0zD InnO9sdGsZ80Ukpo+c1JgwHGULL1506uScMzJMvKW0E1kiwgfhb7UMDn8uAimunnfbTe+oq/ 5b6Cp9exYXSOXDuIydi/3zJrlJm8AeJj16trHUP+qzAVKF6uzNPfkHQv2kx5k7ZxXmS9p7ls TNtIKolpmINlALkbCeMkBokPBZkwQDZPU4D6ueiQ+uR+pKM/2Vd90QlrfHUDvGJ3ekbbnHNw jdjfxET4MPRvDbqaDsYFhbNGmcklOtYiPuizzkua7DcSxMU5s6vfks6bXuuYnANeD2dwXRYd SR/beeGLxFABgNHKWQhKL7AYMHa0DjRIFk3vGcDfnUJb1S+QvlIinARc0ds5h6lFnn0YxWui 6xe0taCZyT0ozroQm7gPfJ9dyxr9hrVrXQVzhj6mmt/I1zoHz9X29/4jobPaqGFgV4um9wyM ZG8UpbY3vxzsoit6R+fwPBYOxW0Yr46uXzK0LzGT+1CcS6Gjn6a4vbkEnDePh9Gv8D4KiRxr 92vN+Tr2c2OdJYdJn9gzbSTiOPdiHBl0wNrpZzozksmi6T0DI9mqfkHjq7fuit6V/fg7F8kb Ns/4W692ErCxmkGFL81y9aZYqeZI8dk7rmj9AqtjCbrKlZwh3txSI0ln4bkmHxNXrM4H6Kjk TiYdSjc7Joum9wyMZKv6BeirKWSae1Ovcw7pqwHXvwfx6tj8S+QVxmMmdwG/7J4Uz6qHYqL8 BjnESY3BC6hj09VrHeP56fVJbiTust4Aw3NRpd/oaE42yk0gyj51mJGhktm5MFIA0qe1nIWF WG2pQZ3rpwTJvXIekDJT8DzK4lYPj6pP732mOzX7QWuM7hIvzz8PXjdacxVjk3gRECN5tof9 sE1gio/hFxiMGjs9rwYvWtSPNndlE1KdN1+/NFeuehn1RQqC4D2ikYLgBqKRguAGopGC4Aai kYLgY87zD1quDqetjtjIAAAAAElFTkSuQmCC</item> <item item-id="10">iVBORw0KGgoAAAANSUhEUgAAAK8AAAAYCAYAAACMXa24AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOKSURBVHhe7VcN0qswCOy5PJDn8TRe pofxAYEEyI/a+tmmLzvjTCEJwrJJ7GMbGOgUQ7wD3WKId6BbDPEOdIsh3oFu0aF4n9syPbbH o/DMK8+5C3kuOoV1VmPTArN7AtdWzXtvPOG5TIaj8EzbohZqriY9wDBcMsn9nrzrbAkgGwr7 gEhCc+atuHUgr1IzvhvrNotQinzujWuoufpR60iYcdeH+ZozGi/M/x3xAsLutL47QOKtNRHy vP1CuAjNugB744R1zTe13tDPZZv8xqfeii+c8OYAwHF470+JV66nu8XyWfHKp0vl5H8Dl4i3 gHX2N6bLnQQtfcw/T/C9KOYk3rhAjnmrfDnusx3A/vTAuhdiifBijB1/U7xzyosIUHkmG9eq fGjA2+iSWnTuhfceEe+BWAFq/AVxXIVmXYC98TJAE3pNoY+JJ2uHnqT1QbyquUYgMGWZVGAT NAgz9ZgLeSUW/lYFPZclrKv5Eb5oKVDmm1yVDTFoHj28Puasbfi96FrSu8LnidtgKk8DiBU4 PxYLgT7Z2BQ7FrGPEK/xnIj1J+IFHswBCJXTAafjCP9mmvCXuCqcvGwjDOHpoZfTfPUCsjnw S7HA9sTW/IhSPE2Az0HbrbFoc21+DOF8h8SLOBALFkAzdeO8fR/+Qrzmk0HAHNh++oMPbRY6 j+2Lt5pcuNriLtJzT8cC6AL0wpqfxNtoqs9B260xb/sxQiDRnI7u9IzYE6+LlfMUeLZr7sH1 4oVad+c7XQH0TYSg2wXiHDh5K01B0DgLS897JZaAY2bN8n6yPyve6GvkYk6aA7FyQeTNbOGr PxuAp7068piOawL6gHO2cFWB2ECcCRYTCAGKVJyNBfMXNTfutJo/GNCMhni5aJlPpEhOPr+W zb9102Xnp1cXagNkjTgQK2/eOfFeibxOi71xj+InQwRzmGmqrBu0Wbyh0bI7FbcAO5aId35+ JvhDdDqWNPWQX4r0/hxELs+ZZtgoeg0/9g+ct4HsNdgT/NmUOeWGHciL62nG4sYkX4hbKRFQ a/o78L31omuNF8RGgDUl3lSP6xvUcctx0sl7GhBQH4sISuRKEr8ATG5dPCdwJFbGIQqldWL9 v3hZvKXvHfR94nr7U9wtXgDeGOZz55KX/x7eO3ndNfmrwpX63tLQqViK29JVO0B4Q7wDA5/F EO9AtxjiHegWQ7wD3WKId6BTbNs/ae67s82SnqIAAAAASUVORK5CYII=</item> <item item-id="11">iVBORw0KGgoAAAANSUhEUgAAAJ8AAAAYCAYAAADkri+AAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMgSURBVGhD7ZcB0rQgCIb3XB2o83Sa LrOH6QdEA1PD2n/92uGZaSaUCOFNd1+b4wzCxecMw8XnDMPF5wzDxecM44Hie2/L9Nper8I1 r+zzLY65yBTWWcxNC3g/h/cyFddUw+y/zqkWz935cBGvaVtiR8ke0+RQ+Hkr1hzymlKSD4Fq GdezbrNFUCb/MPd74gPCTqPHvgGJryZ6yNOyc/wdwm6ucsZaVz9qu/86z9siavVT4otb/7eb PVZ88eiv7Ly9vJdtyj/g0ljE6s91kLXaxUcPYON4a0yL0b9r1BFCAtjnwgXPXYgVhZNinIw3 xQdfWHyGGi/y3G18VuRDE7mNQ3EtMvfCey3iM8RKlBr4Dag2os5E4yg1+YPNxlF8ojk6EBZJ FCAVDw39ghT0Siy8F817L0t4rjaO0HuO8ZIIVK7ChhjkRxc/n3KWNtwvci37u8Lxvq/NJD5V l3osIs+nA/Unp3SlglSgd5+JSWDwx+M2zh/Fh+TNQlTB9ot2LPIXxSGbX3IpFtj56mrjSCme FECeg7Rbc8nmteVzSDbWv/OxjZTGCGxgv/huUxJTNUfgzB/uFzHZJ75aUWEUj450dErf7lgA P0Mikg/WxmnRjebkOUi7NZfb+RwRvuy4diro4etnIM/qewgda2eQ+CjH7L2lsciJf3MnZvdy YajBlaIiNB+DCb8rsSIcUzcIyMfJbjQnz0HarbnczucIfay0cllnMW6JlbgmvtvHLm8q0q25 s3f623c+DqwCQaHDV4rFqYipNxb4y60ZC9gcDwYUs9Wc0NToH3YnzinPr2XzvWwaNVgVt7A2 4NAEU6zINfF9BKxtyqn2cQg6/AviCw/Er0M/qOf2wmXjfE3wg747VmyKaZwbfRg/IneBCX70 qlh86T8guQ3NX4M9wZ+l6FMWiyEvXs95LARrZRFffK/hVOkgfqx46WU0PrSiv6YgvitAEnJb Qqi4ny3CcFgwrYKa6YplFd9zuSy+w5EC4Fg6Fn8FF99/497Olx0zvyo8y3FySk+sT773D3ND fI5zDxefMwwXnzMMF58zDBefM4ht+wfR/0SrjX4G9QAAAABJRU5ErkJggg==</item> <item item-id="12">iVBORw0KGgoAAAANSUhEUgAAAMIAAAAYCAYAAACoRCJ4AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQKSURBVHhe7VeLkesgDExdLsj1uJo0 k2L89AUhhHFy7/I77YxnAsJCWmnBueyJRGJPISQSgBRCIgFIISQSgBRCIgH4QCHc9m257JdL 8KxXWfMsXPc1ikOfp8fzrpCaLRv88mg5PEPZda3rly3wOLErbtsi69YPvhGuEPxl2UueNIak QrJ/F0zoCiWtsCT/bTmYRu9qgwKp/ChnR2KgJi8L2Ldt9pmdoTHVvb9HCAA+Cdq5ZyASAuGF 4nw3EEeeh+vmaiU3x0gJt21fPM/EsczN7AQRgdvjq4Rw5kT5DQyFAHiVOB+DfnbGufwEoRAC tCe6Q9fUAGp+qfnMDuB69PlVIZQX/LXRfpM31wxtXG38wHsP+NImLj4m87z3QAhrjasS5Mf4 romHDH6MU5qLjT3a18RmUGIqxpaD2hx2Hn0pd/jIfpoHvcP2Jq66iYGxv/BmIh6m+3OsYRqI oOa1PvB7ZhfOlm0z3HLdWAimUdqCYmDGceBUgy6JPuILfxuSbhAovTeaR/ikxV8hu4nVjMEH raNH3i8x2zH83mwudS9/qhwJQX2z6LnQ9QCQJi05+kbwY3SH+4xEUmNUYKy6H8VpnU3AeR48 d/g6JQRX7x6St13T5D2xay3AzpEL/1C74EaQMUJe9A8RS+sN8TSWZnjIF4w9saN5ROTPEuBj sOMjWxlLbt6GcHNHQmCbrKWY3brIV8lDClU2h0LXheOYC7Ax7JwfPw9nhHBdT8Qmebe1N5we 2SP+tY9k2BOLwEXD4LlI5XSza+/2BbAJ2BdH85TAAXE+Bjs+svmxtxH45GlO2oEQ+FTlOON1 rS/eT/KCHPnzUt9fa76zHBAd5/0N8yzMhID2++NyPdgh6NEB/yduhLjABLJLk9p1j/hSiM+O FD9P49cKQeeGQlB+dGGYW+sLQeKBCf4M0vG2b/CUdGc5APrmmzVOi6d9GgEvTUyQy3bC9Rlx tfaea9wLD55jIQhxjbMSNDodNPa9vlziWIDDeR5AMQ6EIEnrem5WicnHdzSW37bo1CAmD/bd cqH7tfPCgZkLiymCaXN1fM5yAPS+7xPC/4TnrEBya59BXxX0PLYY232tKC4gTYTATaOBNIQ7 W20INy9P+4/8pC9ttlPzmqSf70FJypoFTtfGlzztn2c/BqFdebzAH31dUwsac6BP3HAu/qg5 yK8tYjRWHzXGMlaH2GSBEAZ0AWYN9gg8RzW+eli4pwQo8WgOph9Cbmd2ge0L3aveCHcDgvT3 FwXyP0l8Awi54+Z5Y3T1wKY8ukX/Lh4WQnSl49wrrt1fxScLAYCnn9aEavapifwyfnYjuE+U bxWB5veZPWTqFH6GJRA/EEIi8T1IISQSgBRCIgFIISQSgBRCIrHv+z/N2PsYOtlFSAAAAABJ RU5ErkJggg==</item> <item item-id="13">iVBORw0KGgoAAAANSUhEUgAAAMMAAAAYCAYAAABHhklGAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPRSURBVHhe7VeLsawwCN26LMh6rMZm thgfEEgAMX7uu+64lzOTmYUQ5Hei+1oSiQQhyZBIMJIMiQQjyZBIMJIMiQTjgWR4L9PwWl6v YI0z29yFeRmjOGTdHs9z8Z6GWrcjZevb275E/uax7Q/Tm3TPfTPMIyQyLJwHy5DcMAFd7kVp zAgtaGjNsvpEAOqd1KkMcpcQXXu8LFvNpQ/aHxGhKsp5JMT3kAFQ2G51dyAiA+GDBH0Oypve DD/WbbNmO/bz5PrPXxJy4D0tg+8Vk+uryBDdAndgkwyATxH0GuQTNM7lV0DD6eoT6QRn7QHm TcCDb/Kj82DDYlWMs3xvyQEpUFnyfUUgx22vLDh3wVf7rND22/ouGcYWF9VAxdlkPKvioQ0v o0py0bFHz1WxKdSY6qatQbsBtR59Se1w8fMkDzojnwdBzB47w/JRUE6+dpIbixpn7bmuda/2 nmWEIYMUmZZ+EDpSB+tgoGADoKZjk674wt/qtfiepnJuS4/wSUlCYm9iVTL4IDtafL7GrGX4 Pelc2rPKbd9y65FBfBfil8a0S4AHueboGreS0R0+Z4soLcYKn9sJlDw7Swd2FRSfr91/JIOb IbFtNQdw7YI3A8uIWki7qJlkrwpMMgd5yRfIPpstPSLypxP0MWi5t1dlzs3vIZzu8JshamTk y5Gj5Q+NbIbbMa+AA3CeDD/FITIdqInBSft5DPJmexsP+OXt2CE+2LBKw91y2va0L4AOUB/c 0lNROg32MWi5t+dlv0cot4vk3iOD/s8Q21lf5XmcF+RYPjXl/Njy3cvB4DNkOASdryDSCU7Y Y73jemi0OT7wZoibTKB9HlRtd8WXgH2ukvB6kjsN9jFoubfnZb9HKAMsuk0ySH3EMMzN+kLI H77ySSTytEywarp7ORhcI8Mtn0k8jNqVfTt6HLSHWtcLBgH1mYJw9dk+GfjB5kH1IVjgjeE+ 68sFik3o6osADek1uAyZ2JeB5Zh8fD2Zf+vG05CoPCIyyPOsnmugdFuNxLM2V1fPvRwMrpHh NmB+tQbry2GFPXuul11+Vte9YDIUh3LQBmL32lA4Pa8B/qCe9iUDd0gvSXj9GvpmG+CWNb54 2T/UXoYBmos8wJ9/sfGNqHq36jAbuPg9EQjoVzcvksVHi7HKK4dof4QM6wG5C+3y8DPDMbk6 bdlrvVnBTPn+tDfDaUCQ/r1DD7q/kL+K7o37FBwlw9/GZTJEr3fUxbfhg5Fk+DP42ZvBfa58 KxEkv0cS4htyuAk/IEMi8V1IMiQSjCRDIsFIMiQSjCRDIkFYln82AZuqNz7t7gAAAABJRU5E rkJggg==</item> <item item-id="14">iVBORw0KGgoAAAANSUhEUgAAAPMAAABICAYAAAAj+8OJAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAaMSURBVHhe7Z2JkeMgEEUnLgekeBSN knEwXm6aU8hrSzL1XhW7BiGOpj+gY+y/FwBMAWIGmATEDDAJiBlgEhAzwCQgZoDTeL7Wx9/r 78+Hx2t95ml/r2Xz2dfXw6c/VnV2H8QMcDLbogWqhewSFLU0gxb0gJA1iBngbNyKG1ZgTS1N sy1lWgPEDHA6bmudqtmmZavwtiyvQS0jZoAreK4Pta2WQt1ei7k+llttlTa6LCsQM8AVuG31 wylXi3vZrKB92pEttgYxA1yEuellttVqi73Y7XVM05/Ht9gaxAxwFWrlNdvqbX0tYjW2W+1j W2wNYga4jMZ1cpE2BmIGuBC5rfaYm2ODz5YliBngSp6r2ma7zx6VFrbdBxgQs132D27fD+K3 Fo3wxiz1UVoP9EFRvo4YwukG67waqbBvWblwtU99gR0xR5GdMS717YUeoGN39T6KuSFxng1+ lnDjRsavEU35DFeg2hUe/UzG/sp84qr07rWCxc7KX2knK/M+uZgVzfeNv0zXj1Q7Zx3H24t5 W0fF/cXLgSEb+C3ehbuIK6mI2a6Q50+CiFnhjW+Dc8rCkbPrEmm0kFfmyWfm9Hy55SkHQQk0 xPMy/SWA/OyDF1SrLi98cTwb4eT6yoVTnSDY0vdtr08KI6h4zAZ13htlVX2hk94V8xLbZWwo 2hnj+tx8PCrjM+BjpR8JpJiH/NVh8jaO3YQoZt1YYYCnWhFNn0OHTcR0Og66M4I+L3Gk2Gkr Cuk8wiBJ2ToqHcWFbFDkQCVvyGRlteuSwnfHM0fMHxd4Ycey96lNBknoFZbYUvSxaz8/QZkj 0U7vlKU/i/4nvlBL12Q29OUFOyZtFXFVhslnghyPPK4+r7Ivsa7Ux3TRA2JO7NIuy5C356ak YtYNDtZ2yEEwnco6Ko/nA6YpzvcGjMFPDuUgKActBsVNIOq8Zj2aXl15XhN3AyU/e/L8Z1Cr c7dPot0m7sbqrbJUPO9wK11TK0+OXd4GGe8dC3E5PllfsrQhMWsGyoroyXJMzIUdTgimXvOv x3XEZIiWCZ0zRsrFbDrZEIlBHNcD3jKyojYI1WtmU8+O4Hp15Xn3+ljt15ep1dm1n53kjJ01 Mu/hshTunMQXNK10XV7P2fM2yHjvWB7PjxmEjynqfupQ7WzWY0jLijTE7MqoTnAnk4rZYwam YjyZHrCdL/IGxHFzfsPIivaMuqktlk9V5ak8Wz5ged29uvK8RR93JooB/mubranVuWM/e9zX 0bGNZq8sjyuzaG6ebuLXijmkddqyLSJ9pKyATu/07wYk22z5Jop2xnK19Vvc6ASJAF1e6ajG qYNA3flSsMrwyYxaiNmeE+uPdZuyfV3FwHTqyvMmcTuYu2L4NtU6e/bT7W6I82hZKn/LF6rp NtIXs7Orz29XT9emvH29uPvc9jFNpW+Kwr+GyvL8mJhNx3wwHfSOrYPviDOUT68Y5/GwA1Uc N8gyVSjqqQXtpLHeZFB1MHXIdnmn3qtL9WmT/fZ9bLdHjHuGr78hqEOk9ad11vpUSXfhoS5T DpdV9YVWeuYPIb3ECMXleSxq4pDnuJDeEMvjcbz6PqYZaNeQv3q0rX5FzJ/AGacxlvBVlPPm L/ma8fjE5HIjPuljh8r6gJiT+uxEuld3nAD360bMk1C7RNFpYRs8C78qZleXFqZ8PNqrO17G uF3GTkM/J2bR2L1Gwjcot5WzCvkjPnakrE/V68qx5++tzGMrt+SzKzMAdJACRcwAP0xNzPZ/ veKnTwbiTmD0pipiBjiNUsxBqMWjPZl3DMQMcBqlmKNY7T2PeJ8DMQPcmJ6YVUq4e21iiBng vvTEbFfmGEfMADemI2ZzzSxvdCFmgJsi3wOwN7r8++nFHevsufbeyyIexAwwCYgZYBIQM8Ak IGaASUDMAJOAmAEmATEDnEB8BPX/oQViBpgExAwwCYgZYBIQM8AkIGaASUDMALel/OOMHogZ 4KY81yUIuP1LGxHEDPALmD+L7H+xH2IG+AW0mFmZASbA/6hfB8QMcHs28zPGO/e/EDPAeeRf pzvGtvAl+AA347iY9feEha8AU9fNS+dcxAxwU+TvWY88a0bMAJOAmAHOQv6ka/gs3vI68iXZ FRAzwBk48WrRLmv8HLbO5vj+K5s9EDPAaXR+0cLEETPAj7AnZhk/DmIGOA3EDDAJiBlgAuTf Jsugr5OtkJMbYm+AmAEmATEDTAJiBpgExAwwCYgZYAper381uqlNAY1x3AAAAABJRU5ErkJg gg==</item> <item item-id="15">iVBORw0KGgoAAAANSUhEUgAAAQgAAABICAYAAAAK2WsnAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAcTSURBVHhe7Z2LdaMwEEVTlwuiHqpx MymGlUa/0ReRjR0D956jXevDII2GZ4lg+2sDAOiAQABAFwQCALogEADQBYEAgC4IBMCp+d7W x9f29RXSY1u/y7KvbXmG5uv2COWP1Rw9BoEAuADPxV70Vhx8gaFVJliRmBAHCwIBcAX8yiCu FCytMstzqcs6IBAAl8BvK3KFcGXFauG5LNukPiAQAFfhe32YLYW++J/bIvcb9DbDlM0uHwwI BMBV8FuKh1cDKxjL04lEKDuyvbAgEAAXQm5MypbCbC8Wt7VIZfb1/PbCgkAAXAmzQpAtxXPd FrVqcNuMY9sLCwIBcCk69x2qsjkQCICLobcUAbmBOfnsgwaBALga36vZYvjXAVMWtxwHmBAI tzw5uHU5SP1oaEw/UD34CwZz+NrgaRCW1J309v6clx2BSI5+h0+rZZDcXDHnRyTOQ7whpvN/ M4f1cwGhzMb0sbv5d2V/BdF7XPMFtPZJ7nny2cl072Kv6esrbV+IUiAM3c8EvJiWQAi88Uzz 4QIRlq2zAvHK7dCs7aN9vhgNgQjv2u8W165AGP5KtM5GJhBhIrMlWCUQxV5TX9CxrW5TTkJ+ fHzCy1AKROiPbuNo2Sj3nab/sT+hzo0pH6dJWeQW45O6hm3X+PV0xtD2gSe8Q2ap74+RrWZM DMqHArGkfjm3tvL2WNUfqSjztmg/1tx5Vd8UsU+xMvdBikNdbm3pWPDnC+OQY1x91q90khwZ Q3l9fBZJIGxns4tzdY6NEyEZGXQKIO8Ee1wWlGnQ+RbBtlcOyWzbrA46k1R/EgMb+nXWHxUk 0kYdH4PSZtx44nzquqKvs7jxD9LIYG8MQz+GAJUaU2V8Ws3PpC37uhcTrXJL5k+DtxfnMuur yhsb0k6SPz72WefN61WPJZ2r3I6OBCLYdrHs5r0Z1yqfpqrMW3P2PD3xSH2MlGP7UHKBsB3W o7boCZVBFQ7X9eXkW6rjgwNTChMTgzm8bk3uyEZ5/lZ/FOniVZOpAj9jx9bLaJ131wcq6CTv /fgjWyZfDrpXbmnZ0z4t+6Dzo7qY92Mr6yxF2UggXJ1vK30exLVkU2yanBOQeHIjDKlhv88V VlDmBKLy6RuSnFf+DfjBSYPGgNsOd6rZvEAFVT+6AA3jSfCMbDQnp+yPP08ol+Bwk5Sfv6Bj 6+W0zjv0o/Ob+Nui2x62ZfDHZDFh6ZUrfzYp+6Dzo7oyX9YJKtYM7Xh16HsQu3FtkfP5cZkx um1aOH5J490bQ0aykeGPqWL/D8gFIiCT3JgIXR5xjqzaRlS9HN+eMEt1gbbsjWyU7WeOl3ya +Gnbk/zXFsNy1AcWqQ/nUO1+YivgbVbdLcsl3wj6wGiORnVlvqwTVKwZugIR/BMaNseW27LI XJqC8IEnl1/jh6KEvTFkdATig8i2GPrpKzv4elXg39WV07OL2rfVQS9OjBe9P16LgJmckeK7 Mu3ggY2JyXH20qTkeRcU2UVrbMgTaA1bb6F53pEf7Rg6F/xRW6Z9Lyaa5S6T+bfG+Ti0z+a3 7N8o71/3Yy3YbsdTXr4T1wEZWznWwp97Y8g4mUCIw0OSEfkLRlIYSHCmT9qJ3sbjESahqBe0 TZPkPIVNk5JDdV1xIYeUZqOyE1Kylx/7MO8GYdyuTWE79l/b7lyAQmg3ajNL3pc0BkvPB0W5 T4/VCJ3KT9lqxkSvvOH7/CQRuZB9G+1/nfKblmXexMFzFGttH4QUL/CMov9V3FqsXT2vrXyw kfoY85VB275V/jm0txg/ZaiW8B5MoJcP4su8/IZgfRCXiLVfEIjMD06g9nySBHr/3AjExWgt jW1Z+13zxCAQ0Qf2Yk/Ptox9kraDfsW048DfEwjV2b1Owiupl/pXFYdTx9pvjSETyr0VxNwK Q/O7KwgAeDP6okcgACCjJRDu/2z16P/iktLcPSkEAuDU1AIRL/7qT8667RwIBMCpqQUiCYC7 H5XuQSEQADdjJBCmRD/EhkAA3I2RQLgVRMojEAA3YyAQcg+iftITgQC4BfqZF3czMn3WpPhL RfHcxd4DUgEEAgC6IBAA0AWBAIAuCAQAdEEgAKALAgEAXRAIgJOS/pz5/6kHAgEAXRAIAOiC QABAFwQCALogEADQBYEAuBX1B7xGIBAAN0L/jmj5S2QtEAiAuyIfAR9/eS0CAXBXrECwggCA Js/wg899EAiAW/Lclp3VgwWBADg15Vfbz/Fc+OEcgBtwXCDs91bGr6T8XrdlcCwCAXAj0k// zz0LgUAAQBcEAuDM6J//j6/V05JHfgSjAQIBcFa8IFghWNb0Om4bpH7/ceoRCATAqRn8spbk EQiAG7MnEDp/HAQC4NQgEADQBYEAgCb6ux10svcdnDhkNy1/AAIBAF0QCADogkAAQBcEAgC6 IBAA0GHb/gH/fIx3/yY7sgAAAABJRU5ErkJggg==</item> <item item-id="16">iVBORw0KGgoAAAANSUhEUgAAAN0AAAAYCAYAAAB+4fgdAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARjSURBVHhe7ZkBkusgCEB7rhwo58lp cpkeJh8RFBWMbRq7/cObcSYSRUAwdvdxOI4zFS86x5mMF53jTMaLznEm40XnOJMRRbcf6+Nx rDt1byGu8bDash1PGvkVntuxgB33xuCXeR7bouxbaNOD1toiTdhX8e6WvKrXX47t2bGJcgvl JAJmFF3kuS1KIILBK1jxJfa1DZSjg7EKSSb7ELsvHJqYSw8jb8CuJRl5D7G4RSwATYaEwoMY vXG9jNV8JTH1ohvl+vom/qUboy46wEy0m+nmEth5+15qOWPlEdnzRtFd/yJqgdq30SK88Ys8 XHR8jfjil/mbKEUXvzg37UuHrxcd50KxEMnqHF9jvhjXS37m5GKlUc7XsJx0Yhy09ElPSczz 4vg2UPA+9aWusLE8Vz5zO1mf7G39yBR3f2r3b1SFESfbLwATP7+LDea9oYsLJuk4kXeLDhKL 58SU0fphbr0nyh4lX6TtyrojRTegKyLeW3orou8iPvCUc5ZEQUbGUNHxoGBUfk6TZJCT8TgR CEYK5fxeBL80iI3kd9QqB2Uw+YRARtc/8wO75bpcgFn3GFrhFq2nUCRlGSfLr9CJvrHaFKt3 dIVnEYMn3DhwniUPVHFkfSmWha2iDzpwHDa5J3UfnjfpS14rxjr7NlR0RVxsXYEg4wMJdScn OpB/ch7nXzrc2BYgf+lkoNSgkbH1u8Kh3HCxeizRBgoMbAKXT5xi/pX1Gz/yBiCGvbejrXvq l7Ad+5Q8b+mCfu20JQ9o+uT+1TbIfu9d6hu5FqhkQ0UXGNAFE6BQZE7UfRssYLQD8naN9mRZ eM7F/ULRGe/CBlhON05FtECpv+lw/klhvLK+6KMN1SnXjJ+Ftm7PL5CGA0meomnsy7oAmoPF Iyda8qCvl4y1DbLfe1f363dI+QVR95EBO811kPZrVMYpxrnWYR9EEJN9gy+60IdxgnXEnM8U neV0PZawT6cdrhUsBUNhzF4H9cr6sp8CEl8hhr1nxGtKp50p1Nbt+RXA97xGJz6BM10M6WzM reXY/27RJVnHln0V8gFdbV5Wh1uXqKu0RZN9oujIsMJYCIS8uuSxEb3o5KkSnnOSYFKzkivr F30OyEnCzkBdt+MX2m4U0au6YPwmxqbfNJY8dvpFR7Hl8fFrRDbV9vX69CwPLXlliyi+AU2O Dei6VnSabZpO5Q8pZYPAwucSjeV+8V933vhqPjpWyqKv1jrcgr6svwh8aGj8O+trfijzRBN7 o8A2GIn/ElqcGM0vRU5tgSv6y7pkfE/lMvZS3oIJSGMW+D1T6KJW/mGl7uc9W5ZYtNiqBI4M 2EX+dHWFw6SQRb2Giy2whjyoEJCl6yaRv3TODwHJUO8uJtUnDoE/BBXKcNL3GNHVxDAcVHxA fw4vuh9Eu7IE2eg16GeYXXSAvEZjnD+yeIkX3U/SXqf+14Jj/y7l/ku6RGzVq+x1vOgcZzJe dI4zGS86x5mMF53jTMaLznGmchz/AH075RKCcsVUAAAAAElFTkSuQmCC</item> <item item-id="17">iVBORw0KGgoAAAANSUhEUgAAAPIAAAAYCAYAAADAt6BAAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATUSURBVHhe7VqLseMgDExdLij1uJo0 k2J8Qh8QQuBP4tyzRzvDTBAgpBULfjf3WAKBwOURQg4EboAQciBwA4SQA4EbIIQcCNwASsiv 5fl4LM8Xd0/Be5mnx/KAfZo2zTAauAYGdTz3ADmgc+vGktrP4/kEltdpmd8t1zml97xMYmcT 4BdCJrznqRbu60nBhJivBaxbOmy6/3/qiGfq8YRTXEC2dNBr+1/H65liVrwCPBsiiRn4PvBp TTfEJ4JvhAygQLcS/nkMfZzp+2awQgZ0D9zJ8ISMuOIjwS9tdQY9WwLkl2wHhPz5y90KWT4f tgr5zK+HPb73xn0zOEKWV/Cc2vTRFTLgf10ux8HnqiKRbc0DSDl3Pq3ltxxUcUp2+lxJTYhT 86BNwli+RWQdzbdCluLndRmeXyeG0T56rkdMNdbL70fo5OHzwJAXp2p9Tka+ar5K7j37UMhw wGQNUev101oVDw7YfjJJLjp2b18Vm0KOKQ/WHJSzqO3Jlz4PvJ/kgWtovNWJhRo3QuyhzUdi 0XmDjfdjIZeAS+HVIl2wTCouBKQglXMZV4W0BNcHA5qbXMdvcqR/qwNS7YNz1HqdAxObcxjm tx108w/ayGkvjxEPXDdxi7wmLo/4Sr9VHd7zTOt69oSKUwD7y/WsYlV98IHzsPH6HLPuw+9Z 51L2sn+KjYQsvunSotqXC4z65Qyas9H0k7u0z4pOFFKssh/GqZ31wFzpdaLNHDvsJ67Ki6xJ dwvAAdqxXIC64WZ2LiMfOPntFWCP384+giIwRbg6nBVWfJ0Kb+9VHtTBwT5zecgX9G3iPXuC 50/zamPQ/dFY7nfOXIKxjYRMYzwXYzbzPF9G2CV/EFOZ2I85I4lP22y/Dzy3GAfE8KR4ii39 LnnsEHJn7IAoxkQx9vgd7SN2LCARWO9v0PH1E3h7j3hg7vQNnefu9gXgNShIvbBnV5y6sDHo /mjM9u0Yon6dqNa+kOkiV7Vv5pmXDvfjvCBHegll/bPku5ZDQsO5eeF5Tf+ihH1fM3zFsIfM OcSk1nxHyB0Cm7mMRkjevD1+t6zPBMjvfTFvQXn5O23N6V4eEnBc9lDzjvgSsM8mXGvHPnPq YVSn0Zjt2zEEiU9sXSELPzLRza32lYC1BIO8etSf88uIWMsB0D4a5vIdguKqOfZs3xAyB1YF C2TpzzWdWIJHOtkO+nX2IX8l2brPZNQL6NbrxPwTuHsPeMA8OsLc6wvmz2puOrhDO3WaA1WD eJb5VY1tfKM+/9b1QmGpPEZnqrYzB8qG8zQnCZibzdXwuZYDoPVN+2e/K7B5JnjxNv/YVTco EjzrSKL0q/9pImSY9ZhJbaPk9FptT9BjRnDSCmONH2nFX712gptV8qA5xncmxsuvB5m7Nm8L PL4EPR6Mnds0w6Wk+pt8iVg22R3+600y8CDyHF0D3ep//LL9cganSYQJLdfL50CaLxgTvxEF IfnVdfX64sPTiUyDC6DyT3t36GoB/OuLFAG2/KnNKC9y4IKAQ2GrjML7xsXyh8CXyebD/5fQ 1CNdAEroX0II+cLwPrGSbetn22VwZSED9J8jWLMTEgkhXxrtJ+5dRSz5XVPMqk7uZ/znCCEH AjdACDkQuAFCyIHADRBCDgRugBByIHB5LMs/dMoXG9apwvAAAAAASUVORK5CYII=</item> <item item-id="18">iVBORw0KGgoAAAANSUhEUgAAAOQAAAAbCAYAAABskyNBAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUUSURBVHhe7VqJjeMwDExdKcj1uBo3 k2J84ieREvU42AO8Xg4g4GQ9pMgZ0c7e6wwEArdBCDIQuBFCkIHAjRCCDARuhBBkIHAjsCCP c3u9zlevvffzQxMLjs2Z8zn3Tc+1+24HPx7ae597Y+w8P/s7zyn7FIzG9VhpMztb8jJQ0Mvl AJ/9fKs1r+6ixJu3mpeamaq55nExY+7jsZXxvj8doB8+b/ogn1ZNmQqJZGwODMGy5KRDVY7l 4MtccKSsI6LbfVp7kphqbwyE3tdLWG/cJim35pwyz/oYAMxz6aFcbtRmpHR5JYAcD8VoeSq2 tU3cX+2B/VWlJIiY38uKLNxbNbMgSAvvoAUqcR+olxowZoPt2mNhl0OTSI09k5zJ+HHkJGWk cRtUDtyF5PwpLOSyRZpzNZ6ce28ZcGW43bFX/vDlnhdR3+R9KnIN4vZWiXqKwZk8TAV57LrP xB049EnzXdvgWOWVfwGQjRw4PJBXjfnZbNzBsdkxuvmeVBmZjP/rTE4uGwDZgSsXyJj9bjiR nptPoTXYCtjuDfxbrXZ5Lp6rz60GyMUfE2QSh+7z5quHyIB1TZA9e/xMHxgDUBOLRIuHnI03 qM7Ec9/pIsHLBtuTxPnD6OTSQi4E1VYZ6RE+2dyuco59MGaZv+RLzYMRYC/xSfiy6A/b3A4V E3Eqj9GewLtWkDigmnaab70rgrR7WqK79mox/LQg03zjv5wpnZOmS+CeI0r59uk2N1AtRrns oxBxzQzPV5OP7Ytc9C4Ozvel/MIa48+F9XIJyCWD9tO/d/HD7nWtQgp5LwhSIMnUa1t7zjy0 WR0+3yzp37PxCvXrqruez7lGoL8HL5cz2NfHMWh/yUni4BeJaPKMALHDvqUirewMvhsXrvCj 5iL22TeHp999Q34RIArGXJAyLwdLH0DQHGowblBdMABPkHzOr475J9DmcgqIsw4ok9HnEsUf 9v+kSuKaGawHXnnbgrC0z3hJaD54e8ozr3lG6j24n6fqfj2WMBUk4Ugllp5SufbITugFA1Df ND171gYlv79uNq6QSNGSyBEfBqp/xt8Giueg9RI2QJ3LKVLsr8zHHKYcvK/+mFPnOOVyR7ve JQvPxlUS/PAuHorpQoX9eUHWhJcKVh+OnPScR4Dxam/PHiWiIgncrnmeE9jZOMN/jRGbJbgY bG+DAMHJ5RBX5wMcsk4BPADumCZ5Zd5qPwxvHKAPHdGxf12+C+pz6L5zRhYkkbg9jLTWqSwc 1Uzw6uCYg0/sOVnQ9pzh6TjaHATfVJFmg3IJQStJEPGrcbO2sy4nQuLA8XUJlW7ovIfkoVrX QOz2xi9imEtARXY+X3/+Gq78mOPxEdsgH3MxytzqIl8+n+Z52uOo1qkmbpoKGfAASVQJacQE jceRuDK3sy6RrCRCE07ETT0kWE40EUlzq1ftA78bIcgZ3KrF1S6Lk+diX4tzcR1Ar819JVjY Lws0iffLqhO4N0KQMxghVHAFyf0r6xBUBfNrbbNeVck0ZtcGnoIQ5AwgjN632EyQq+sEuEaq abuWXmOTGKv/7B94DkKQU1BlMtUqCaf/yir9C+sQ8A05Exp/tzZKDjwFIcgl6B9wRBD6Wfr2 M7+gybfgbJ0WZTWXW36FZXT/UB54BEKQt0GqqPQX7AKspLpqJtH2vksDj0AI8iawf+YgwDNd IaEfb6vPRgjyNuBvTud1FcUKz0KNj0cIMhC4EUKQgcBtcJ7/AF0X3zYoB3VZAAAAAElFTkSu QmCC</item> <item item-id="19">iVBORw0KGgoAAAANSUhEUgAAAOEAAAAjCAYAAABik23FAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUGSURBVHhe7ZqLkesgDEVTVwpyPa7G zaQYPyQElkDik+WNk12dGWbWBvGRdMF29nE6jnMrLkLHuRkXoePcjIvQcW7GReg4E7z25/l4 PGJ57ueL7v8EF6HjDHOc2yLhcVyEjjPKsZ3bQX8vxEXoOEO8zv1Jj6GPLZyJ63AROs4kxwZC fJ77oudSF6HjvAF+oFn0bOoidJy3WPeRxkXoOG8RROgnoePcx7EtfycMqk4/QGpFO3aPTWnz OveNt5X9XhtHazx9cfxHUm0DatWLH1hz6Y2z9gvYd2LFr8FrP5/MRr439fuLHz0021XQV07j UdLMo2Jd5tRUXbQRJyFOoDKCScuEVL8O5UmmtuDwyy4uTvZTj5c+Axd948J4v4UTmvUy8LZz Ujs5x79LP34aPImhXHGQeZTa8ThiXrG44LWZ7e/AckETRy/Phom2z8GjckCEEs15FyxwLzgX OVAnxaWOR2K+FhCFKcYDZ2W7Tv1xxPlwQr10EAVnacC/nIH41YQ2lg+PvbClDTe3j9ciLiLO 69DzvJdnMyhradAV4bHza0rWxsReob0aBhBXESDdGXGMvAAUpXbq0r1evUL5PB9P9v4u/6dR 4lcBSQv5EUqvKSBPOhIlywfIDz2RIUeUeMEcB0Rjb/5zeWSzVIRhsfwaJzXeecZwjuYMvMcX joEtHR6FivHr1VcUa6K2z7B54AaDxQUpGEpuElH2YShNJSonD+VXtCvjVAJxY3EammNEFeF0 HrX4qQi5E6HwydJONyNC2adcpDpe6YjVIgztxfzTmsI6Y/OUTGWf30U83RtlMLNa8bO5BGkO Y4mG4jE2FglxQoDA54tQTC5Mgl+nhJ0QYSIFk9tqzqjaac6hHdMUIa8vqD4ta/a0znnn/160 +PVofVjRP/FD8kIsYvIPC3FCgICWd2oeNPKozVIRhrlp74RvZWc9MdUZ1C47BB3ReFbv1QuU gGnOp3W6CDlziYWAbxUnQtw134Joef8o4qbAIE4hdhDvZjuJmndTedRjsQgjx7lTh/Exx56Y 5WAAbHmdNZ4cIy7ItuvVM0JS1I5RBPe28z+H6MNGsYLUoIxfl+Dvqn0Zg+DrHdtoGx+JjK4k Rd2EEPX8mMijLnVfLQZEWHYYryGQ5SAQJFP9ipO08fBemSSwo+Z2SrB69YT1Xw5xzCugmMBa B3+ZiSRHtPYQJ4itKMnvlFfcRsSVY4hzcI4YX63dYB5ZxI0P5mXMz4BEGAesHZRK3WEWCyuV MHi9WHRnPGXlfDzNMb16HLMRoOhAa/xr44FybTQpUKxe2Bp2kCxol/xA/lWT9BkSK/2d4lDY /Q+a8QMK0dCarPZavmBp+Kse86eUeVdvyv08snnXVpyEjgYkBgtWJSAWTEzc1Naw23hycxEl QccrDGhOwpicPLAr/3fRuRcXYQ/1dKJTLQuS2uI1F+SgHcBt8zUTKfSXRRkEu/yUcO7CRdhD JH+BKkK6nrFD4mmXH1kre3Yahjpp63wzLsIeIAbr3asnwlG7BNqkU7O2jY+oQYDFP9Q7342L sEs8gcSpFMRiP46m6wk7BN4Je+Ki99BKvc434yIcgn+ESSLg98K73BGFla9ReT07LsSiLZX8 eEq89s0/yPwyXIQfQzg546/WF3hi8tMxCNV6z3S+FhfhhyB/kojAPX4SwrU/if4+XIQfA71D Ko+iKFC45wr8lbgIHedmXISOcyvn+Q9L6e3uhQ4DRgAAAABJRU5ErkJggg==</item> <item item-id="20">iVBORw0KGgoAAAANSUhEUgAAAH0AAAA1CAYAAABsi+QkAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOqSURBVHhe7ZrRkcIgEECtKz3YRsYi LMGPfNuAHViHv06asAOOZSHZhSXimIsi+2a4OdDEHI9dNjl3RmkOld4gKr1BVHqDqPQGUenV cDX9bmf6q+++gUqvgtEM3c7sVHpjjIPpVHpjqPQGiaRfe0z3rs2D89jUelsNcFR6LSTSOzOM +DvCC71x6MyuG2w1kKLSa2GSnqni3etkIbh+GuWASq8FLz2k7US6r/C7YB1SvUZ65ZD07lI3 jeoA29PlKAdUei0Q6QAWclQspP28aIpKrwGW2jHCMdppVONeP49hm9I9QaUz/JOvzF5IJzrd U/mkp6/PzOcpi8wy7LUP0dkyxZxKnyDSJOluvwwTGFfQsFjmyQ1S8wtjTdmI+8zoumFMI70A afJQaiSRVsfXISqqfMbgB6DwpRTwFv4z3aLCJgkHEum3282cz2dzuVzM6XRy/f8nXPD6EfAq onSXJqNqWRojuEKLCE4Lr8/BpINgWCGBx+Ph+tuIX5nCR5IxonSW2gNxiqfEmQHf2w2DT+9l 1/JfMOn7/d5FOOVwOLi2Jey5stSepkguRE7ZMqtIhyxAz+EXIIzh2z+b2Zh0uDBJOoxXRZx6 M1WsRLF0d05ZevJcXDreL4Sl9esW+MrNndf99MDgT0j3kZR9JOmFSRnj3T0djk9OK0m3PZYp Fq5pbYqk15feLT6SsJWnUXkriPfozPvsZ7KK2YrEW2dhK8gsmi1IpEPFHqi3kINJLhdNcQsu kW5h2UKQyBZZutjcIiH9uLrfkkR6KOagSbdsePH0jwpFSejjhGDfr+QwIdJkOtYubOg1zC13 34rEx8ipO7yeRD071rdIKstgHxIOPE3vDEhJRNxob0Hw0uP0l6bDa7+W0BLs5xc+kmyR16Vn Vinf43zkTu+zUbThyubXgsDYcqT/GMGV4Os16UDuZG58Tuf4DQ/sj0O/ccEStou5NSUcgmyh /mDSj8ejud/vvvcEv0/Tk4XiJKRy7NsK1raWpvzjjCObb/CQlf4UG810q4STsQjyC2EaExaG sjHgIBLwsvQptUNLbEIqocVS3Fe2ZLpbeEu6Uh8+UGlGVukNEN/NqPQWiPZ1lf7zpA/KVPov 4u+aQovrbZXeICq9QVR6g6j0b8ftz/A/DPL/BLdJx/1yVPo3w56ARt9NYH3/eyEq/dvx4qdg Fvsq/bcokp7eli2h0r8dld4gKr018FsvWLhZsQMKlvvl+7pKbxCV3iAqvUFUeoOo9OYw5g8m WuxTSngSyQAAAABJRU5ErkJggg==</item> <item item-id="21">iVBORw0KGgoAAAANSUhEUgAAAI0AAAA1CAYAAAB8x2i9AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOVSURBVHhe7ZrdtaowEEapix5sg2UR luADXdgBLfjqO092YAc5mfxgEgbMcCEi99tr5RwCaALZzASwUgAIgTRADKQBYiANEANpgBhI A8RAGiAG0pSib1VdVaqi0nRu5W8CaYrQqaZuVe+XtTi/7A2kKUHfO2EsXVNWmr6tbYQzpdHa enrV1n59peo27GW8LYyOkKY0XVM2PVFaHKIcVVsnDUlRq8ETlz5t16wwQzepz9V7X0hTEIow 6VW7OX4ulbZpRHD9CYqJNrQtEC0F0iwiCd1pmZPCDWKcCjaGm4TPiGHSGaTZF58GZTNcdDHe mOVwfhMwt00Dab4BDUqpFKWjTBs0RSnSRjkXLUN5db/sNnuHF/VRf0/joiOkKU4yydyaMDWl Ing5crYFcu1cGuZqyIGu5OzPzLcR3q4uHmgT7t3J//g9cwNJTA9mKXYsTXByRCfGfS7rMx/a iHK73XexOGLek22uTZK5XF9idp+epJPGrmlUK/wM3waTRkQR7F/R7etjaYw4wfMUx26kuVwu 6vF4uJqF6rR+Hn9VTM+4lyKSRg8qnUipaOz+Zi6QDBa3bjNIGuqTj4bxud2NNBQKb7ebq1mo Tuu/Rb4A+uS6s7iKNFFq8pRMUV4aWnST2aDhw0kzPPmcKoKjzRWA0pL/1sNJQzXqo27bPxQ8 nDRrkiWAvhLDZxGbSeOu+G9IQ/iLkdrPkcZcoCsX873mr4NW/qI0c5FtOLFMiPewbXDzF27d GrB9G0tj1rm5I032492nj29tRNLc73fz/xPfSE8h0s/w+9sBCru6pC/L4aTReDl0KeAHy0ga Kq/Xy9Tp/+l0Gtadz2ezviRGwI2lmWwjusUu/ZxGtzd1DCZ17kgakoTkoELLz+dTXa9Xs5xG oTfvsLnecdhB8iLHzypcexMnNV+auTYs5rvc9lKDFLY51S7tsxtppsUAwAJpAI9LgaYkURvS gDE02R5yn0vhQS6MpKHXBTSHAf83fddFkSWdI0bSAMBCqWoq0gDAQY8kwjs1SAPmieY3FkgD ZqDnYeNnb5AGTNI1/Hs2SANYRk+c9WTY1yENGMG/cH6nKUgDxEAaIAbSADGQ5uiYF490F+R/ vqKLmdGm9XwgzZEJfuU3/FZoeHsd1vlb6ykgzdFx4gzBhK1DGhCSJU38bukTkOboQBogBtIA GfEP55vWCsLX8+c1kAaIgTRADKQBYiANEANpgBCl/gDF5GeWvmWjJgAAAABJRU5ErkJg gg==</item> <item item-id="22">iVBORw0KGgoAAAANSUhEUgAAAG4AAAAtCAYAAABPl145AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAALOSURBVHhe7ZmJsYMgEECti4Koh2ps xmL4HAssK6LxS4Swb4ZMkCQoD5Yji2aGhMUNCosbFBY3KCxuUFhcN2xaiUUvS0pCbVC2h8V1 xqaEkSb1CvkjWFxnOHFCmfFXh8V1BovrhVWa0Ce02tAcJm0gpHkPi+uBTWkRFxtWnrnmRNI8 vDewuF4AeXFQFfMsrj8uiUt5FtcLT4lbVRyVFhbXmjvidvu4VUtyjcU1xTZ4WJwYOcpLOspX UzTtKYuDXoC/SL43J7RdXmyUnbhV2ptKqxxHuOHJ7fkwlsS92RyZOH9jRFoA5NUOPn8bE/Y6 6rhIHMTjw5sLO/3zA9D3aXCvcePcx7SRxF0YUdUR+dPs/3J5e9pI4qBHnYsbb6Hi5+1K+uiB ksQ32+GGuBlH3B7XGU7MZZ3jweR+2706YI6rHLf4njvCHPcFbEfH4r688kbigpjfW1U+GyoB I66PUOkI8Zv3cVVse1w4CG4JEeehG02bdiMNZMoVr7hAOF06F/P2s+i7roDm7aVKPYeEzz4U 1kPHDellaZaiOE+hEQNIBG7EbA6MDe6KUj47n6Oicd68VxfqmZSKOE8afaShqBgLvnYk7qws 5kEULbOUrk3GqbgIHRXFxvMrUxdWizIgXyujeVrmQPVMynVxlEqDFhu8JuOTzzpQPZPyb3F4 /nNzT5y481GRnbrcEHdcz5z8W5wQaAVKGhPvn4SUXgBJ9T8XTVhez+uZkYdDZQO+VU9D8u0V XuThLQ6ds/MyurJnca2x948ixGYiin8UKyZtcfLn9NLiM8d9L+QN98RBJaE3NGvUb9XTkvAM 9OazvXBKbtTZspPp4P6IY66DO2AQWJHjQiuL6wgYZc6de39w+lMrA1hca8xoU8iAXWn7RQgs PvDIMsJ8md9KZeHV/I5EkxyLaw2Zp/O5DgRdKSOhk8UNCosbFBY3KCxuUFjckGj9B4Fo3jIt b1pMAAAAAElFTkSuQmCC</item> <item item-id="23">iVBORw0KGgoAAAANSUhEUgAAAH4AAAA1CAYAAACHvF8nAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOZSURBVHhe7ZrRkfIgEIBTV3q4NjIW YQk+5NkG7MA6fHVswg44doFk2ZBARA2G/Wb4RwKXk3ywbLi/UUKViPhKEfGVIuIrRcRXiogv kqvqmkZ1V1t9gWvXqEbfA0roPiK+OB6qb+eFpQDS2/4xfG7aXt/VR8SXyKNX7cvi06KFiC+R HPGJPyviS4TJo/t1M14cr82WVtmIP0HEl8hEPBfoh/NH3477uKz4H2aQN7NfYzuZDFjv9HRw n0X8b2LluZA9lWgyf5e5Y9iXFb8DiDwM46G92tvj7WoHRPwPw+SZ5I7IxT2e1gki/kex4mhW blY9Xd1m7x+vmdK2tJ8uC/Z3KZ4+qNjMB2L9c9uDr2NZ6D2+Z/fBCTMTBQLsTzzufe4BJJxi xfpntvMjU6xnyseJxo5h4dqQ7CWwM/Em252ICZxVG2L939PuCVn8PqmY+w5RRJc10oGJ+Nvt ps7ns7pcLup0OmH9c7gBpIeoRTDcsQw4dM0R65/b7sZHRK9dmZ/CEw+SYfY4ns8n1j8r/43A appMooVwH+uf2w7gRNDyzQ+oLnu1vwdP/N/fH650yuFwwPINvCQoVIL2CCWKB7AfjIH33Q5P PHy5kHi4ngYd9MID/xQhEXbFBb9HrH9uOwLhHvqY5zEnf5jcXyj4+/BfC1x8j3g3yJkH/inw oS/tuYxY/9x2DUQxuqfzLH8rksS/FOrxAawTnx3qbTJFu4VefUZi/XPbQ1EProVX/TeZiIdM 3pGV3L0g/i1A+F188IxY/6x2MzHGdo3Xfzsm4l2CByX8OmcHo/ti8QZBBp4k3t3rvSsAV539 fv7vD4jQzPc35LUvPa/tiIZ6HzOIcc+iD9JIHwa/1YoXklgnHsLUUhY791nYBusAIw0TsUq8 CWk8LJuVjlFAxBeE9jJsKzz3YOKPx6O63++2FgBXPJc5s6+L+G15PLxcAt6YZsXHmSZjGAXc zBLxZQILlolYKR6Yy1LH5M4v7IBD+CrD2Ui+eOHnsNGXniCK+ErwtmSNiK8Fts+L+CoweRnd 5kX8XrGv3q7wtysRXykivlJEfKWI+OJgB2Ruc8Y9Gw7DSDu28XoaIr4oWPbtZF/NAYyZDPYk dEjeaD39lFTElwTII4csHvxvH8G6iP9J+OmaR5J4Uo8g4ksCw/XMf0MT8XvG/oWT2tNCO4jf In7vsD9vY+j3r3W9kRyup+3zIr5SRHyliPhKEfGVIuKrRKl/NSsDVKysKdUAAAAASUVORK5C YII=</item> <item item-id="24">iVBORw0KGgoAAAANSUhEUgAAAOcAAAAtCAYAAABVh3zyAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAWqSURBVHhe7ZsLlqQgDEV7XS7I9bga N1OLqYGQYAgBtEq7rJ53z2G6lU9A8ghiz88TAHBLIE4AbgrECcBNgTgBuCkQJwA3BeIE4EIe y/T8+fmhNK98M7M+Z87z8iFOAK5inYPo5iBBuiAhbgKM15InIt6uIxAnAJfweC6TiYZRrNMS cgKPR/qZiWKdnou6CXECcAWP5TkZsbn3hJhn9rUQJwBXUGxpBbu1ZaIwJaIqIE4ArmCnOPWB Ed45AfgNPHHSttaJnAER6aT2vBAnAFdw9J2TD5AgTgAupz6tpejovFsK61yWhzgBuAr96aR1 GCQ4h0IQJwCnkCKljYzNvxCid1I5CKrrRVicSdVFYZ28UOw2Hjo467Jlu1vnevb8PXlzkEwv X+dtaWTHnrQB8LsUkZMcsxJiXBFKR41748q5+SRqc+oowK1ecvqyndoerz627eLky9kedPMb C0E1TilX9hGAT7FDnCUSWbzolRycnXvHnye59ljk26lV/WJNYsz1BvnrWost5OtTsdS3IEx/ UAB8hKE410VfsxN3BPwI5V0Xj6Izzu8vBslGFo93/KzvjfId1rnMSzsBRMz/A9md3X++B+IM QtHX5PTlt5hdxHqOoD1x0j0trGLLKiQBk9ZH+RVmTFx2CosKLTyUIFTweWpxZgflpB2ZhHBM nGWbpdO79qwwzhZnKF/0X8YUxpmKf8/KCt4n7Zo6yV/hf4VjkfMFcQoiRF23tueU88THEbwp Tp1vsFtatz6P8/V5qRcH7QRVu0V/OwvLLt6tfya80Jk5/mvIvJ6ZqF36l/HE4r5zvjTzaaJG 4swTKoIhx+28U47yC8xiE/HE+ZaD8zNS9aMwZdwkUt0HXgi28ufa/hxbX/66OK9iKM7E+ly0 c7mOn4httBwj1tV5LXuljSTWdr1RviIIoY76jhia4t4J1Zc2d4itKP8mZ7Z1Am2fugfJ1zrp gw9yhzit80tkqx0gDrR2fiY6jWnbs0f37EOJ0SWXc5x9lM9UW1om2dyiJ02Y18BetED2iAXi BA4sTrUFcZPd9vFDN+UKh1DbNUrFBA3sOZ6l7XmON8onmx0nKVZQ00A5Vv0stoUqprwwsUCm yT6jbXHwVuxktlxc9trOfc7iVPlqPNW8VfVkbtiWnUed1xq/guwVz13XkXaMzU67h/tfIW23 8u9DETmBQ5x05Vzbd9w4ySoSZ+fo/M6QMFWbItTNsVTdpm3VJgmI+8L28nWVp/oseYsWoHZa Z6HI/emMX1GLM2L6H9h2NaPneqT/3w3EOUKc3XqdG1F4la8cSjmidbBIqzz/7tquHJ7ZYy+w RW7Os/Uiti5ds/P3xq/wxRkoxhAWAfl9Z7u7+v/lQJx74IknZ5DZ3ysQ4zRpW2ZW9055uda2 mw4fadQv7fM1CaHn3CnCZWHoMffGr2j3VUXP0Fa2O2j3WP+/G4jzCOQM2jEaWyjtKNZptEMJ vfLCK7btta2n+zKwm5Kt2+iDoreQpLwgTP0fK3rtvtL/LwbiHBEmfVETHrdTKZKklb9wvOAs w21tcK3qwKJVvmmb29CeGMrO1jbfl+sUdbaFobi29YhopyXAzvgVtP1sRkJnHJ12j/f/u4E4 R/Ck5+hRzL4ITeeZezrlup0yOQWnWw/YJmfW92z96MRlnWkOTq+uJW1m/H5uAjT5vf4pUWke y+zcb7V7tP/fDcQJOoQopkN3hBarVjQ9ShBbM6p+Mxz9abGQZyULS7jOUV7dozIlECdokt4J S/HEe3br+iqxrb8S5WqSQPX46HPRgc8+ECfooCNASmcIM70rhvb+rjIT8cAqL25ql7Dz/Rji BOAyVPQMQs1ihDgB+Dzp1cB8LoI4AbgDfOijlQhxAnAPys9FckKbUk+gECcAl6IOgg4CcQJw Ie98LoI4AbiAMz4XQZwA3BSIE4Bb8nz+A8IZUl392032AAAAAElFTkSuQmCC</item> <item item-id="25">iVBORw0KGgoAAAANSUhEUgAAAJ8AAAAbCAYAAABiOl0uAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAM0SURBVHhe7ZkBkoMgDEV7Lg/keTyN l+lh3IQQ+EQQbbd1V/NnmBEIoOQRoH0sLtdJcvhcp8nhc50mh891mhw+12mK8M3L+Hgsj1Ya ZzFLEvtVseuf6rlMA/l5mOhpQ/PYtznARhH5ntNAsI3UPEvKGEIsd/iuIwg8m2BFu2/CF8TE 7xr4U5KV6bB/TsH3G/6dx3GZOjZHtQ8+0jzy6hiW6RT6PNKK4vbY8NE72oSPgg/PfQ/Qo9oN n9QpACUMWpeSVoSIycDqpGmdzaugnNIQSIdtISR9v5otF0/LQPlx1na/76grqg0WzWP00T74 kA19rvt7N3y69Q7TlGAQjtjZEBEVuFkgEDhivW7fRV7b8gtCPwki8xzUsKWtQfrndH3oZDfa SODonlpg8XarvfThy4EiL35ONX+/GvlWMIjyZMQBrF01jy+m7XMKEc22O2IbhKvxG/r2eO+r ChbN5QTf0IePhPNvfRHyL8BXnPlMpwWYSHd18Eae27U+zLY7Ylusxlj0cV0Dvq3Imr4tzneK sjj/1hcmvw8+jTS1AUIdtHkHvtZWadsdsWXVyi6gb2y7qD02xVzbeTf5LnxSxh8D5dCJ1OdQ WuQ7g5f5eCjFjyPI6lvpEVtSrcxVKIB8Dnx4OFyndJMMQluGrGw70AGVB9C8ppEuKlhe5hVe 8x75rfNtKS2Cmm1Ztv5o6CdVsrB/SjrBIcJKmXRv8qS8ODmV7yY2+twYG/pc92OlfbTqX5GZ RwgkVn34bF/QZ+UCWkS+yyrClyY2OFwnWRyaF1h0sE7y1urlZ3DGkxbUDA7o3/gUTH7m9jsi y4V0K/hKgBAGE0ksYKu2Zd3qbNVtH8fGZ1bI/2ZU+9u6MXySl23TOlwiUvUM2ciH6KaFaLPZ 3kRdXgge+S6mLQDimSvVBcF2uAkPCPtBm1772E7SfaIey+GL0QcdX569IAqS9IKhYOGPsHxj XEXLzbG573sBh7oBfAKPRBY6X9X+9ksAxmS2Pvw9Ld/mCZoIUmoXiMLxMNXGrtvmy8+1dY/I 92dF0GPoZAWg7xENHb4TVftphcs88rm+ILPd32jLZTl8rtPk8LlO0rL8AKgecxbNaMDwAAAA AElFTkSuQmCC</item> <item item-id="26">iVBORw0KGgoAAAANSUhEUgAAAEIAAAAbCAYAAADI1VnXAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAFfSURBVFhH7ZaLEYMgDIadi4GYh2lY xmFoAj8SED3U+mjl63He1QfJR4IOruPpIkAXAboI0EWAugir3TAMaSjjRvoZzccnQrGpGGcD o3FK5qftXITVfFI5I5843aidxV/PwTodE2oUMRqVJNAgD7mIeAGfmMMTPlFEwMfeJILyqCQo RMDsysNGYw6KQAmfILRZhGh76SOJQPmrrCd+hzYRcSHEgI0kAqauFBH2o5VR79Eq7a0RSVJ4 mu+JQEVtiP2rbBcR8ItBQc/3iD2ZLPTdlewV4WPPRcBO+eoU8GSLie6oiHtbA5AIniYTQY/L +kbCQa+2zc2t4aVuFcEx455CRMDblSuzkGBtRddFnPH6FB9UfsiKxnxREBZrulaIq4pooVyB KOWuijjKPhHebP0z/FUiQusU5f1GEdQHRS8SrxQxbVCiKt4pgil36zR+UcYBEf9FFwG6CNBF gC7C49wH6hQ+81prWw8AAAAASUVORK5CYII=</item> <item item-id="27">iVBORw0KGgoAAAANSUhEUgAAAHgAAAA1CAYAAACKoi9gAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOJSURBVHhe7ZrRsasgEECtyx7ShpMi UkI++E4D6SB15DdjE+mAy8KiCy6CLzGDvD0zvAnqRbPHXZG8TgtNI4IbRwQ3jghuHBHcOCK4 Sh566Do9PMzHUenef17hMXS6M8dBo8eK4Opwcq0o5eTG0mJAbq/G6XPXK+16IrhOaNZmM5hk O4MIrpEtgjP7RXCNsIJHrXr/nO01VORR9dgPt1NEcI0wgqk8N6EaTHE2SAYfEDaD3S5H+Sxb BNdIoWA7cxbBByQn2G7Dki2CD8iqYJxs+Q0i+GjMCx2p2bJf1DCzrWD7JJ3QrOA5KDjbjIHg kBWfFDS4bJZgBqWDjBlXcK49aFCwz4CEWAsekwu6zRA/Dpm5EuLsCveTbBTB3wADyqbazGMY tAIxq0F3mRcMtch6c77MuQB7E9Qi+Pl86tvtpu/3u75er7Z/FIIFgBRGEjjJBt2W3mhlKN5G noFrnqsRDDLhYj3v99v2jyHZZW+v1FwWF7LnjMsGPSjPHncONwRdOsSWsFyN4NPpZDOXcj6f bdsb+nsm29ZSBMBs6k0gUSEKmCVBafafPxdMmWVzl1mNYLhATjBsrx5OCEq3QTflVZGd/yQ4 885pb1Jm5xbBcL3fanY8+y8CG5sSTDJurUKwwkqewTFwDVsE4w2TrU4fUCT4ECWaK58rQvJZ tZxFl2Q9d5lbMvjbLATDzNlzrEkWBjJ45qZvjKKgQ0ZOx6SevwjcTInx7HXUIthPtKBxr0ku iD6zIJh0Ngl9FwjXx+yx5dP0f/Alg0qQtMEJxu8RXSP9vsFwvrz6xn43GgtoK+V9J7IlOiC6 S0fzSuK+c1zOluWNzmCF37FdMNyJTGaEGYHZMB1n7mTmb4QvQCsJE+NtgoHUgHb7XJKHB5Qn 1x/V8PPS9H9gYjwllXscxI4DwZfLRb9eL+xlwOcqHdBPanw5dn3z/mma+N2BcQziCvFeFZzF ZCldLIABp98mAZQe/14Zn1TYAYg1E+jNgoOZ42JAKBN0MhX3hT2Y3hw+FizUCyZfUFENIrgh uMUbEdwSzHNYBDfDcnEJEMEVM02eTGPmTy5jcX/qGBFcKfQV1Ipm17rziOAqiVel+PJbggiu EXzlmYXyy5AliODKCH+O5dq2hSMRXCNxBi8yuhwRXCMiuHFEcOOI4MYRwQ0TrU65tWX8L1B2 m8yiBYIIbhwR3DgiuHFEcNNo/QfSItfocCEYGQAAAABJRU5ErkJggg==</item> <item item-id="28">iVBORw0KGgoAAAANSUhEUgAAAN8AAAA1CAYAAADBJj7IAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAWnSURBVHhe7Z0JlpswEER9Lh+I83Aa LuPDELUW6G5tOIyREPXfIw9ZzsRdrtKCGee1AgCagPAB0AiED4BGIHwANOIZ4fvM6/v1Wl90 TIt/EIALKHjvAeFb1uk9r59wbkRA/sA1lL03fvg+H1+8Y5kQPnARFe89a8+3TFh2gjYkvPeY 8NGogz0faEHOe8+a+fzm9z3zxQAAF5Dw3rPCZ/jM7/W1bYIBuA7tvceFD/s+0AzlvYeF77PO b1ztBC2IvTd++Gi0oc2uPxA8cBkV7z1v2QlAJyB8ADQC4QOgER2Hz21QtzVzWDDbdfR7nT+s 3/bp9uD4z42mxd0z+HpNq6ta6kafK9lL3L6deh72wZprvNdp+FwxWx2h6IXdIW5FCH267c9H ZauZjhAmgnRjtW8BDedSFwrlF155CNd5r8/wURG5D8K5obLt4wLcFl03IUK5H+GuCnub0y7U Ok+42SDiQu91Gb7iXSiHBFCmHJFUnSXjEHxkNufDa/QfXOm9fmc+sZxi/LEAtyVVZ0k3i9+b mBkPs16GC73X6Z7PX0TgVZjCJhqy/1iA25Ks04eLj9zGTOJGcmuuB+jz31znvU7DR4SreP6w hpKPTbMrNt0eed+ndBBvttItcgIFtDQ7gqu8Vw3f9rtIdBQivV/OVm+sHw2O/Iz+KJncwS/j /6J/eGgmjvZYdd0lB57foQ+L4bPBY8LIq2WBUHh6NOXmygrTJVTXXpOrQ9Uo9gdOB1Hf2f7h 8d4R4Tugu0DO5MFvWscefVgIn9s/RPuFSChTTLYS039XN6nv33C18uWE00eUJ/Q52z8+yzSt M4WC11zVXbHMqs/pKj3Zpw+r4ePC0OjBw+iWpIVRyY7s/Yw0p6BlCy/CLmOUKfhjZ/tHx3iD 5LQzUmnAIU2+NE+0QuvUh+U9nzVDKMSMHkIkGpFoZpzd7GcPHkQf3q3PHD1V/g2kgzaIfUP1 wOM0cXKd7B8aU6cvshi+lO5V9IqiXx9WL7jso4Yyin+cxPEy+iK1oYhdgLsZS+4VWG0PDZ+4 AJc6Drx4Wm6GZ+XCl9W9RjGwffmwEj56sVS4M0XVfD6QucLSF2wku+C/P74hmGFbdqfq9ysF W+LZ/gy6hr8+fo6pcWb1FWc+Q6R7hWWqL9tzPtRa/PKw/579MwO9yGiPF4RKmce0iiM3/R3e 6c3WxTKg+lrcqLnpYZ9/Yk9X69/anejzR5RmznSZSvcCFNRDUmkfNqIQvlSQ6LEQuER/ylAc U3QHNf83ZJz99TtT8HrkKH62v09K4bHHl2/wkZql7hmMt0RAjRf5DCvoxIeF8DlzCGFoxGBt Kxyb/ewbk6uKgtm5sYqkXr/QIzEYne1/ANXwHfEN6RjCvx16VebpyIcsfImwhcdCQYkXLUZC 7hwqMjye+btdo9/QzOt3A5B7Tio4Z/tHJwpfVXfpU66fOIKYHfuwuOcDAPwOhA+ARiB8w/PM veQdQPiGB+HrFYQPgEYgfAA0ou/w+cvE+G5Khb0cTzczMB1sgbpN8GVnOE89D6RI+4qIPbgj +3Ia9xs+8XmPLjq+Bct5j87lHTYk3lD+Ep9b+Vo3rXibzsOgxQew1PPoB4MI0pp9LviZ+S8R MN24B33wNs8VNL7JzOfbhAjlfoSRR95lY4QY8Vu6tC7Jtn/DeV/peSDG6xXNXCUPUt/BD/Lv Gb5ScXykMedatyFIhijTzp0Tug1ivEY2YEGoggejO3YK3HTmy9y3Z/Hr7ZG/m7IWIt7OnRO6 DfJY33mtSh6s+nPnfuEL4eKjiylYbHi5UCNSCxFv584J3QYSow//zQja0jiflTzo99ZcVPNz 7Pd+KjoOH79AoA0i++KrSSTOsdHnfihdit8fmTvMsjz1H38AiR+cNt2Ez0oeVH2ZZWjfMx8A A4PwAdAIhA+ARiB8ADQC4QOgCev6D8/4HiVDKGYJAAAAAElFTkSuQmCC</item> <item item-id="29">iVBORw0KGgoAAAANSUhEUgAAAI8AAAAbCAYAAABFlNzGAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMQSURBVGhD7ZgLkoMgDIY9lwfyPJ7G y/QwbiAJJOFhS+1udfPNMCtSCISfBHfaHWcQF48zjIvHGcbF4wzj4nGG+RXxbMu0T1Muyxbf 7kt6dk7jse6z8PVkHPxYZ7MPLR77OotxoMzrg9qQj4snCIeNsoiWDYVzvADnVaQ4Cv9uC7xb 4NjGylOHF8fjPpoPi6czQTohLp4zAX83HYqRpBDTvEJLmyiexm8+K56eQP69eDgt1E/1EDGy NCJ69Pe8q8xTe2d4TjxpM2WuEwOndk45vGiTG8mQDZ84lohEhXj0OCm/Nu06GrMPoUgFqZTF dDIDcSweoVgpGLyjgEHVLieAE84XKVoAG1MC4c2viSf0qwh1adm9H/ajoii9HS7IQkrdPiae QBEJAPmu1l6bUK9Pq02JM5coyprdtzh22F2IguSFHu1Vg3HxkKNbm4ipqa7mah9Zl89hYY0J 1uyOY6Lf3Ql+5YVGP5r7jX1HvpZR7m3xxHe1dooYT/eRdflcOxVMdV5vcPZ4J3Fu2iLAr7kb pjI5TE8YTPM321qKR04yLog7Vp3OuTVvvDJm+8i6ajN3pQAs/CNp6+zxvpWwTrvp4ZCmd+KQ d2hnFxiLasmpM1xck9qNIX6vDebLmepDUSkVuPzKMXLhsKltoIhLu7gYfseLshfExpwCLB5x GUdTtXqYmxgrNtg6o23mj4gW/PtGxH0VWhfbV2sWSP+p6RcYH9oCnQ/S1pcS56rzd3AKzh0X nTePnMDOlOu0a+b6in/RUWQniUvWeQ7BhpjPlXz5BtcUD6C+JMLmLTLimdPcEoxd87NtqW6F pctx9Lk2KB5yDC86OeibkScfnnnO7Rxd+QLsCaTXZuthLo00cWdy5LkclI4g4qSoE6AokDY5 guIpRNETRK/N1qPNk+4uF+LC4gGqQiFRic2M0ah255ERKTbhZTK2vSIetimjD8ztf6StyxI2 rXbiWUBU0qbKrzdMefL/KzN8gQVBpH5U9AXa1vmirL8M9ZfYPbm4eJy/xMXjDOPicYZx8TjD uHicQfb9Bw3Ne70YEq2nAAAAAElFTkSuQmCC</item> <item item-id="30">iVBORw0KGgoAAAANSUhEUgAAAI8AAAAVCAYAAAB/nr22AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAL+SURBVGhD7ViBsawgDLQuC7IeqrGZ K8afBAJLQFC/3vlm2BnmiRDIJkvw3rQNDFzEEM/AZQzxDFzGEM/AZQzxDFzG68TzcfM2TdNu m92HZq3bQs/L6m3+H5/NzWmP1rqZf7MjyztxN6+74P2y8XmleGLwPm6bp3kTvTDW5SHxBND6 bVEkkT2T4DeKhzkv5FnohcPDPr5QPC46WoiHibgHI0viWRYvoGoCWVw0/s7q8BBWB/FnhANE AXj3N08hnofB4llDcCrVZ13Yl7deLQqtjqla3I11seKRRHFQdHNuIXFazjVo1T7PBVsZsH1+ 1djHYlc8kMAzewtwX/2GChDx+L+FT+yLCKoUT/GdpoORq7eJCYX4pcZjuLY+7/H4Fbw/7IoX T0YmBU0UpoRjIGQo9ema4b+ZbVwP+/TsDuyDqIpHE3Fyb1mDicN6lhPNxcRhstK3GCaYYH2s ckVuub0ID0QpvKLYuNV4HIePbaMBx0NgvqEqVypP6DPwnR0/Ohb7gbgdY9TeMdAOgfOtbbWP CSgDGKtPFA+bcTXRvTmZKgAjHkBKVI8rcJJ+5YBaW2v3I/ir2z+3xRMCJcGtkmkRPThXAPsg ZG4lYK31Wn0Wz+4vKQKIR32Sk0nvk2+lePAXiOzREk8o+yjY6NMZXj9Aqr4eh8TTJdMj2por KBMikLk3i6d2PSoy8bCprz4zXnXWV7tmVzwEmaNVCmzP8DqI264t8jk73ORPIR5cTDaOJ9UH TRfITluPKPa7+wBk7o3iCac+2wuDQs/gVrTNA5yLJ7/eTN/6ImD7HQHj/CaPLyMTuzZ6F4aj c3zK4gSTUFTxvFDQdR60/CPW9imoa38fhopTm702cExbd29Zwtj7TKVfNNzAH+asCbM++Xn5 ertxiUmv+z+Tr3VeKWaxb4OVQbk0KuwJFJy1EaHOtfUAfnmCXgFKrv1Hp8TknmR/E0M8X4ac ZFNp+V32PfFH4MUTEqol6bHEfmufV8NckdT+onAYqfIMDJzEEM/ARWzbP6t1riK9ofreAAAA AElFTkSuQmCC</item> <item item-id="31">iVBORw0KGgoAAAANSUhEUgAAAHYAAAA1CAYAAACUax/TAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANoSURBVHhe7ZndsaowEICpix5sg7EI S/CBZxuwA+rw1aEJO8jN5gd3w5KEI3BDZr+ZnAHMMbof2SyxUUKViNhKEbGVImIrRcRWiogt ikF1TaO6QR+OvWr9cYSha1Sj+0HDfUVsMVipRlBvpYayQkBq24/TcdP2yp6J2LLAszQ5Y9Hs ZhCxJbFGbOJ1EVsSrNhR9a1fR1sFmXfsW3dOr2NEbEkwYrE0Wyh1OglrZMaeCHbG2pcs+VWz iC2JTLGmEhaxJyIl1lxzqVnEnoioWFdE+Qsi9ix8NyiWql+/GaGrKHJ9ko2oTyx8abQD48Fb b1OAImT3Z8fDkpZn1Z5UJtYFNAi0kTRFFxUgC+T358aDlOkeSeDMzbqj5VYldug61UMgcaDN WvQNtMGksuCaZ0V/dryhDzYLgrXxIGZiX6+Xejwe6vl8qvv9bs5PgQ4+xM7MEBJoRkqs8Mjt vzQeA80Ax0DEgkRIG57P52POy5erU6ILHC822HJLik31j4w3w87Yg71SsZfLxcxUzPV6NW0v cJHCtoyIQEr0veaBZtZBTt5Eun98vAC4KaLi94GIhUByYuF6HjYo1gU+3hEduB6NwQbazThy wyytsUCsf854iKFbuoEodKzfmnk/89cBF7cR6+56c+xe2onYjOfHtqkx55HHQvuvGQ+ks5/B 3zg7BidL7J9Ssfvwqc++RSrGpGZQMnUG/Pn9dPomN08w0/dmJhYqYc9PxVOm2K1ZFuEeO2Ip mJDXnx3PrMno5jQtd9xtmIn1BRQ0/nHHf2HXyJdC62opYn3a041Pv+77+P9J9qeE45lz9/+k HRyIZCqm0PWGBiVYV/+TWMGyTqxJMUFKwQKXjoXtQZmFywarxNo0E64VdqaaWSxiD0LHfEr/ aPlDELG320293293xuCKAvomC+uqiN2PcZzWdACeLKJi08wrRVI8iNjjgcnGBHmlWGCpKv4W T7Tl7bwI65n2ALYRKxSFy4zho5mIrYDZs7tGxNYAs86K2NNja55wmRWxBYJ/GGGfKoK9aK6P iC0MkOoLISM4WDtzEbFFEe4i8Wk2BxFbErNNHX67MAcRWwiLP/dNbd3vuSK2JMIZ+8O2rIgt CRFbKSK2UkRspYjYCgl2k+zeL/6JVKpiQSNiK0XEVoqIrRQRWyVK/QNeMQIYJvLyxQAAAABJ RU5ErkJggg==</item> <item item-id="32">iVBORw0KGgoAAAANSUhEUgAAAEkAAAAVCAYAAAAKP8NQAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAFeSURBVFhH7ZVREoQgCIY9lwfyPJ6m y3QYFxVS1Iy23eqBf4aZ0hT4RDJBdSiFJJBCEkghCaSQBLoF0uJMMKaYW9JocNvzm7QGbyFO 6+Ep6++QIiDrszuC5ZYMqAB7i0pcN0KaVMvqg30dpKzV2xshzUBchoTXwjg4it9qH9IWNDmP ZgPelGqeSpKCq78Hw82TIxpLFveqKquDxPehK/qExpAW1ySTRrGHAAw2X59cTqwkhImSAwai 6UNsLq4bHQi+C9T+HDo7sZmgkvA9qh4bzSd4TbnP1uzNsUMo9lQ1nYOEp5+CHcznK9X2hMma GaQqqKf1FaQuKRJWgHjNDFIH+5xuvW71ZskxfTyCBDO52ZYEmQMpJNqnriYA99R1Y3mDOkgW GuhGf/uwNN1oY1DNmrbPOMf2KEYNm/s4Pvn+gK6riQFjO7huqiiFJFCGhICozBQUV6kk1a4U 0qFC+AC0zL6WzDNJcAAAAABJRU5ErkJggg==</item> <item item-id="33">iVBORw0KGgoAAAANSUhEUgAAAJEAAAAVCAYAAABG+QztAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAALTSURBVGhD7VeBjcMgDOxcGSjzZJou 02HygG2wHWNCyTdqxUlINQRzZw6SPvaJiUFME00MY5poYhjTRBPDmCaaGMZHTPRcH/vjUdr6 TL37mn/XAM/wuaL5kwdxht8H8dr2xdH+2pY81uSMua7S9u8migZatlf+DSKLOc4IgQKtYVsL StFk/zXo4/cJcJMceD1XVoeG+ZkZv8REjqCO02CZKCEVLxRk2Xaw6Qhe+7YwPhef1jGEOlaJ KN4RsS5eTb7qJvLIXmGiALjdlh0vuwEow79daNjUS29IOiwWn8RT6bf6ON7WZqOYKCemIqjN yeN01VOR+POh4QnQ1y/kYht1ECLz0CswwjMRrdPM4+ojTdTCWtbzV1W9C6q+mod4lRHUgdBo 7XXAYf8omeEDMBFzOk8GpzwQFOOcMJAoG46k6CoVRikblWIxFudZhqWwbiLiDhwqedaGvhio NSnOz6d1WO6ToO/AassLnkHZ9DxtwER+LZhW0r7xOpY1jZsI4wjeZ41bArw5tTE0gm5kztM3 kZfH4n+Wa477TfQfSBtOxFp7YMEct41XDgFqN+b6JsLEtU2wN9eZw2P+OxbC+RD0TAQiUaCX p1dfK74TUScRSbyUuXUfcj++kiAEsFoEHA/noIlSnzWeknfM4TH/nfLYJomomgjXd08loVdf Kz6Ja19niKCzTINXHE+T6tX77yz1scPI65jiDhNxUakA5vcNgd7RZUEhQM/hsRjDPFx4IC5P hTQHnRTZ7+Tp1deK70LkwfVFxE3Ofexg1HDQgnXDDqhtuclEbNThYKIlfJjmU6KIUb8kSEZS c5J7WX/4uOU5SiOycg0QpPpUI5NJWHkCXH0RSkdugd8T5ubYWjaD8lRuxF4g78xHGwhRDtU5 o/PnY5O1lDVcwt4JDthoncbr7Ifw6/puxDTRxDDAROrK/LlC/7q+m1FuoomJNzFNNDGIff8D lL1h4oRL3lMAAAAASUVORK5CYII=</item> <item item-id="34">iVBORw0KGgoAAAANSUhEUgAAAH0AAAAVCAYAAABrJ+ESAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAKNSURBVGhD7VaLsYQgDLQuC6IeqrEZ i/EFQiAJgfPzznNGdoYZDbD5bECnbeB1GKK/EEP0F2KI/kIM0V+IW0Rf3LRNUxluidbN5eej WDc/S848zhECMB6TM4zTvL9GqtXs4QnxddGD4LNHdyS+W0qBL9VyccAxb4k+vcsEj2L1M3A4 aIECtIV4pf35YI18n+id07z6bW7N7YUWHYCNJW1HYIke8Q8N9SvEnG4TvSfsl0SnU3mWtyk6 4GpD9UGfrP+/TdqiZxH495IlmOfpyqDg1Pc1kVPxywhc7ORXokse+iQESC5WlF2iN3gb+fRE 19xVjpgY80c8umb3IsZZiU5XVxyliNjZEKiY54FjgkWglDA5EMJS4uldzIV9VoOlZxbw6n3x r0VP+0qCDV7XyicsaYtOdYr5Ri7GLWLBOmBuiMWxtTtA/z/Nwck/wBY9gBeawG3WfExUFai3 pzUnmqqMUtxGktY+ltweXk3bE51Ott5TBFJNkGOBhudx3YxjoodgO0WyC9TZw9/5syiQgbQ2 FpYHEEXtnKAer5FPQE90/U0XTVDFwk47zGk/d+KU6NFmzcdED+zh7/w58jSuVA7tryq0Qo/X zDeYG6In37npNLcRCxYbBIdhxtDBrdc7J4uOabFZpPQNZ8kLB3oPfxdziYefSigi3Rae+Qwx RTu+gO+O6B9463yCuRYdbUae1anXseABOCLQNyB0BFSiz/Djk7spL0zBpyFzIOHVnigIs8PP E+cogwolfeRCpbikXfnMdgsWr5WPWqdGbrQMuX6G/ChOHsrqXacpOeoDdB06J6z1h+t94Bqg 6PyWeQiG6F9EuPKfWE8UXV2hQ/hryP8ADy1kOekDr8EQ/XXYtj/n3LQiS0ew1gAAAABJRU5E rkJggg==</item> <item item-id="35">iVBORw0KGgoAAAANSUhEUgAAAMMAAAAbCAYAAADBEjvoAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOJSURBVHhe7ZgJsoMgDEB7Lg/keTxN L9PD+CELBAxb1Y7682aYKWASyCLY12oYBmDFYBiEFYNhEFYMhkFYMRgGcXIxvNf59VrnN3WN x/CeX+vLxZYbxrgn3viMlE3aqclSX9+JxRA3bcXwLHwhTMsn/MYYj8X7s0zu2dllSQTHvI50 /Bja6zv3ZPgs69TpHOMuVN6uA/HWigF4z1gQ07Jiue3hsy6TWE9jfVYMlwKDd86b8SBqMT2i GBx42kwrHT47yAp3pBjiMUUtSLFSDpac84hxOReMd8rJt0GQ5ePtwglyVTT/yyQr+liPyyY/ QJdIuE2ypXr4auWpFQPbaeqp7o/3xM3Z0p4X+RiLAR4UjoLjKm42MRTm/IOoOOiUc2S8Jhcd RAv0juejEtr/LYL8I3XTRCA3JD5kn7NO59Oijytxga5M+Jgb0E/mvFy0m875brkYeO24hoKe ubE/38lscl/Px8I1KQaBHlSVCoWl+11LLneGfD6XNcbRfNjy8WhcSnOU0HnjIus+GWp6tPX3 rjX0C8WwXUStGLAPMkPFIOQ2zsA3TXGjxhiqD+s+Ho6L7MvfPn9KeeHQ7SDJN0NNz+j+Gv1Y DJD8YnGdxbCRkzTlxByAG4GxXPYfsuua5FF92PDxaFxkX/6u5YWjWAxkP+xtJL+AzrUq/VAM uLh4ZCT9qhI0ngTGzc/NyqS7qNgo2FTvpsZXkA9lbKDAqj4ejIvsJ3PZt4bHJTa8sR1aMeBY aruqZ3R/jb64JlFSU5vcBwoYSporjjctgPtgNZXFxcixkhw7nlrYcKpvu3gpx7rkPMuzU1M7 HBBPDIB8XhnnN5ZrsJ68/4XtLfysTIYd0Jom9wHK9ps+BgpxEXuG5nJE6oitkBfouIIMNt0/ mh5HdX+ebB+h6fmofkBfkiQQsQDwKpEma5pM3iFawdBv4bzPsqBcbZxlZT/5Z6PT9i/4tb1f c/D+7lMMHm3zckybz99m1ErHLNAYD8N7bP8CbU1P4uD93b8Y6AiVyb1JyOTozCAZSFQpqI3n +mX/G9tnItefr+sJnLC/xxRDNSF77uD0Ft84VY7n+mV/j23jEtyyGOQbvPvfEfmGdknKJ8ki nvW6quPyFHLwR3axGGq2jctxy2IY/3ek/m9E97gDP9ix6f+4ddo2LscDrkmGcQxWDIZB3KcY squLFYRxNPc6GQzjRKwYDANY1z+1EfitVmAIDgAAAABJRU5ErkJggg==</item> <item item-id="36">iVBORw0KGgoAAAANSUhEUgAAAIkAAAAbCAYAAABIiqyBAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAALWSURBVGhD7VcLsoMgDPRcHMjzeBov 08P4+CQhiQF89Tmv2uwMM0UJwmaz0GlzOAZwkTiGcJE4hnCROIZwkTiGuFgk6zZP0zav0HW8 h9eyhcjjhK1L6HnO17l+K81zoUjKYvFDjvfxWkIVSJfP17aEc5wngYTlRb+nsFzsJFABLpIz iMX2GwJPcW67kIvkFLBy50jvRVjnAw7CcIbzRqwQiba1evahwqqdyXORPefv6KMH46K1FaOL oFg8ti5MxMdC8ZOazqCGSjS/X1AsE167hQ1OHSaSPHl9USZK/Xq3oEB6lwaWjdDa+TtYcC8O zz/sZ6GITdxHHCIhVhsluIsqmO40O5Eg3wh5pGRjwOJUsQjzuKmblcmmYC6olFDuAByjOC0A Pl7HMvBkWO+fjLz33qaJN/t+IXJAfchDg3PzuMmDDEegYNYXStQYxe1comwsu0tjwYkkffs2 v/1UpLxwUoAneoZ9aJq/OEA6OC/yBudVJLqyD4pkF8cxjNMLYuo3F9yojg8Bdziz/cXCI2/d aRhvpRCZayCA+9JY7kzOmUj0hKLfSzYkTqt7ToHdODxj6yKFK+nYBOvZNyHtf+SciqMiXF7E KV8HixrAjhtINrQwzzmgKi61KJq1TET9vGIZWxLNn7Xi6mWsxu3nS4suomVjh3NE0KZxPiRH xUglinf1Ym1hL/RzgPlUodA6DwqkjC/8SN7SOlWuoIWg+GWcmBfXj8VO6YXU3/1DKmNojjyO Cw5/p67+3hMQ97ioDeV9toV+b5HkBKvN8TFWklNMqyKFsGrru8m9II50QHrW2+OtRVKsVFdA sdO8aUMkFkmEnoAeA3BbKIAjRfAAJ1FOASLJz1pO0rLW3rsvxiPuJDyxwikskYCIzH9jOB93 kyicJx037+A+IgHXoEZJVvZJCZa3eFMo2MQRo97JwK/EvZzE8S9wkTiGcJE4hnCROIZwkTgG 2LYf6TpeZ9KWdmAAAAAASUVORK5CYII=</item> <item item-id="37">iVBORw0KGgoAAAANSUhEUgAAAJoAAAAbCAYAAACEE5ZqAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANTSURBVHhe7ZeB0fMgCIYzVwbKPJkm y3QYP0FQQI3+6TV/0+O9865GMQKPmC7B5bpBDprrFjlorlvkoLlukYPmukUfBu0I27KE7aCu a6xjC8u6hxd1ezq2JSwxttDWvZ792tc8Xsc/5WV2fKkmmPGJ/X4QtLIZB21WFLNB4hCyHNRk o2ADWJctjmAHx0sOoM9jDGTpa73CvvZzCLazuf1sRXvtYXXQpnVsW9gh8WegYUwNGAqsBIeK uaySr5dZG8BbQ6MoRsW14p42hK2e46A9UREGiBNWmDPQFFQkGWf8baBoPWPBWDdBABrshSqt ee9l0FIZTaUSW16Fy28ppfreFs/lWA7ApJ0McLZtO/lbij5SXOZAa4FEoLVAzPmjLgvszt4F +UHQ4Gd6h8zfNdBwIeFAdogTDY3GlbMJlvxCOcabO7Er3xYEHTiO8/id3w2Y/ChvtolMwJXJ s4agETRqjowr/h6DpotKL8YCNOiRDefsGmhCJXgamLyohBIc6wVmZGcdlPOtrZBM7qyjX6vo 5y58GIMWRbHhGKRGsRzF1cjCo6VBA3HsYa3LoPFL0VieErtR0T8NzMiuc/LQ6U5wwFEOCjo9 SsqXSx4a26zvbZmbAeNGeWO1nmXZm0WqBo3nQ+7gj8vcHiVo9iRMglbZSQ3tbDBFibe2qPoK +N86AwXbP2729OA2VM9PIMjXjtYEH9rbbIEWRbkB/2bdy6ClClOoV/0zYCj5KqBxfAPDU7ty MsqwCIi1BbWe/ZhGUBTV8cuCQ5zXGBxOiGn3fdG2N9YsFH2Jq5OAobbGD1RIKvdTi+AdKdm5 j7vQtslJ+axnx8GiZoLDz8GZBL6YO1wjKoPJ63FSjI2mWY21r5TPqQaN9sPPyKfR3mS8lHsE SG7qXUU23i2gYM4F0B6gqqKlJJSAi6SogMpTn+bkNXCehJZ/Q9e+z3VVzwYNITFXh5zTAgVs Oqe4Ou3U7q5qv6hHg5bKu/1GSdckwtEArb6ahM4gdL2lH6hopmIRaPisV9FaH9CgszHXW/qJ bzQJh6pYLdAIxOa/ZF5PVrUIn1+d7+s5oFH1yi2DwrBRy5DU/1yL9Ji+Ls2YNnRd1LMqmuux ctBct8hBc90iB811ixw01w0K4Q/tHjyqLa8iCgAAAABJRU5ErkJggg==</item> <item item-id="38">iVBORw0KGgoAAAANSUhEUgAAAOUAAAAbCAYAAACDUUh/AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANNSURBVHhe7ZiLsawgEESNy4CMx2g2 mQ2GyzCAPYjs+nmvWO1TRdXlM+LtZgB3cISQrmBSEtIZTEpCOoNJSUhnMCkJ6Yx2Ur5nNw6D m16x/i2vyQ3D6OZ3rF/Cy01H3oV0DD2tsZ2UIbGGUPaK9po0brwsK9W8I+9CeoWebvEPTkoR e3KTJOY4u8sOy6OnNukXelrl8qR8z6OekFdfYWngTt5uHuUkmvw22Sn0tMoqKdPVE8siWjJa y/p6Kv0pEfV6sh6TviPgWcYVO0fuywZ+GYendI5NV6aOF2rHyIab9ZWS9aenV2KSMiQk/OMp QVUnEQhOvtouJ6cjNGg8ipUElBKfZU5UNSE/AvvifK24ZQOIZsr/EsalOZ+bjLXN1hRjZIWg f9Lbk/Wnp1ezJGUpuoCJZ4RYCp6EYrzxNsaYNnxmroMpuBsin+JKc3B8GUtOsSR41P+TN/R0 Fzkp9WrSEKElrhDHYsLmgsqVYkI9vMMuAyFutWPqDh42jTKWHCJdX4OOIWlaSQne0NNdLCcl ipzAf7y2cwEiIp6aidUVtmFEc46PcdAXUANDWxn7QE5fX0tvcL3Q00uBb8r0bbCVQHCnD50e L9yya7WFzwlbimnq8R1Qad8/5Tm24uK7wTuYHbqMJbvRk2vZtE296Q093Yv5oWdJzHUxAqci jVEcbauftHn86E9THPuqxRZzBBOwbSsumRhL3jzs89YLAOPg/XN/ik+Lw86DtwNdqKmvWEzY Hk8BKeF9yvqBudesF/U5rI7j5DdkqGuhp1LOelok5UMAwdC0fNU2/YsRKmDN5Ph3XjRSnTWu 1Z5ise4X++65ya08fWZSCqWAArbV+o2xSwk7axLUBHg+tOfmM3MTpabbGV3j+P/tKZPS6KpX CzRkJSLskCtiTBAWA2vt5fOxfmRuUtftBz1lUqJI0cCmiOb6sUEYVz7bg+1HDPxm7idzE08f n5S4+4Xvj7Rz1UT0PeGjHHc3L2zahWcYK89qtsfFon/LMP3hYNPA1txEuYmnj0/K0X9oi3Ch ZHFU3NRuhbR95dXl63ZPWDCxvf5r5pdzE+UmnvL6agQiP81NPGVSMinvA5PyhymuH0zMG3Aj T597UhLSKUxKQrrCuT9oT3xJax6VHQAAAABJRU5ErkJggg==</item> <item item-id="39">iVBORw0KGgoAAAANSUhEUgAAANYAAAAbCAYAAAAAlXFEAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAN8SURBVHhe7ViLlYQgDLQuC7KercZm thiPkASSiMh6ut5h5j3eO8DwmWECe8PicDhOhxvL4bgAbiyH4wK4sRyOC+DGcjguQN1Y79cy DsMyzVRvxTwtwzAurzfVT8G8TEfW8ni8l9c4LMP4Cn81gDQfuHyd8D503jZWNAeS++km5wnj xtOchWQfWcuzkXlrNdb7NSbdv893PzpfcGMBOdMygblas2QLjt6eDjRLkxZBu7sJ7kTn040F Isab6uznYPfGoidbSEpnb7HZWL94pZyGXo3FzzhZ8iZZfCzrpx70s5nwWl9/g+3TLMZSLOo5 Ul8ivDFOHqQUy0+N8w/vX0absQx/UBpOt3065phn66yMFU0lFsomw33BhsQNVMoskPFEA8bL zfGGodBY6mZD0tIQso/mq8VlExP5sBeRhf+ToUoJThVFfB3tT0FGPrzVaaImrEFA0sR1zsay JAGkedTCc5E3EhwGJQTFqDY5ZqoLErcOwF6cJVN+b2MF5AEu9feAz42FiNw0kpJ5JE329Opc 52QsvNIri66RAaBvefGqyJ3YzYt69QDsxa2yFGbNaHwbSwCyOTFE4g8cvv+Ao8aKmkvSiEfZ htwTt/Hg14wl9Opc53xjSVIYcqGlbCEAm5a3FwMzhYirEFedYzdO9EUg4bHNxkaI/j8I5K1S Plj4b4xVncbqFev7xlrFSXSis/iNhQvYNoF4z8bOgLDRnCnqRCXT2c2rOq1BshD6pzTHVhz/ JshrUIfJxgJKbZ3iUJYGfnZi8AbJyVjVq3r1r7P650U217rgwkw/NNLCsa1846Xvx3CryW/n UqyZI5Im27bimHQq6VDo8XDJcADEt7tjBCSBeDwW18RoVVVf6UbPWB+a38NwmfYJoPnMoUzf yr1vQo8/TiHRijqWLb3M2jrT2RjrQUgEUp3IyYefyALS6QmCRR58/CaNIZ9CsY//hqqdz/EV 3KSzG0uRZW4L+U3JGBAjs52EEimX+q3lOB036ezGIgLx2WAIDzV4DkQzFAhX73uLmhiO7+Em nd1YTCBlHkkoEx7bCoRjjBWJUOtzfA836ezGSozQW1uQpDJViXASpPjfLR5PZrMggj8Fv4yb dH6msShrpZIIY9KpJLKIWCpF0rlIgm2fDnRcjRt1fu6N5XBcCDeWw3EB3FgOxwVwYzkcF8CN 5XCcjmX5ATaoHvFkGSg/AAAAAElFTkSuQmCC</item> <item item-id="40">iVBORw0KGgoAAAANSUhEUgAAAK0AAAAbCAYAAAAOPA8rAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOpSURBVHhe7ZiJceUgDIZdlwtyPa7G zbgYL0ISSOLw8bK74Vn/DJmAEIf4kEmmw+UaTA6tazg5tK7h5NC6hpND6xpOfWj39Zin6Vg2 ql/VthzTNB/rTvUf0XYsT9byMu3rHGI/mdI7C4wr963GlzhI49lOXbsev/C19nk9zrBpQxvB w4HugrIt6Df/GLV5Y3fX8i4ZALg0QYD+S/iJQuBznWUvQsls347aj3Vu22GMq2f7FzItBmIB cC/cmst6mvXfpG0rgIPk00we+27OB87OZuXQ1g36mZ0VoF0CFxHcMvP/V2hh8hikn34iOLSP tC03zgBibAN89sW9/EUGaCGJwcWA/jqjfwQtf9plyYPlFA+lvMFg5yDh4so+2L5sYiy1Wj1H siVoL/rJLJ986wH7XoX9Xv3aQYyKviamUHoxL+xSoW+EFn7F85B9H0MbgRULZ4BxMFiguLUJ BKqD4NaJBvSXgDA0UGgslZExCGkIaeONdvzyBaFgwl5EJvjtsNYShipXT5UV9t58GggBMHme VowopqFPfRkX7Awt1GhOXt8zaCMUDAFJgqkOPxcZFAi6mph8VJuFXc4L/VuZ4czPBlv2t75C EpSafWTdehoEWZBqivHqBKpt19CCOPbQ/RG0uODOwfeAAlFfBkAVuRoLkKjHNdyCVvgVGUI8 T6wvCYLGBxQD2NvfcLrxNEjCbNmDNnJgAynVtJfQ8nxwdusTaONkp5m2/XkFcGqbxdsk/Drw dec49RO2KIQ2tlnfKGH/JeLM0yx3Fhti0oWvIVhDd5ow7jN7DdogOhvY39XtiTctvzdbgNGt kLeXAxP79WFLAbQAqTqtQa4+2Jc0R8sv39hsFlnb+oJqbV+ku0+DKIhJLzt/ZO9k/mrSaUv9 IZagqRQc0NihkQ4f2+qZOvUPf8ipvlvN18wRNyrbWn4MLpUUID0eLhnfbrmcjRFEeyn/A2F8 VOS17Unme6awxiogtB62ESypWJ/i/G7aSTbeNTihT629JgPti5QgpDodaAZLHLA6XPlFwT5p jNhPXgD+Hap2PtdTObQKOPPEkX1q0IFPI7sUWYzKv8u23yuHliDET5h9l+NTIL/bNbTq3WzV A9r1kRxahpAyo8qkBG1sa2XaAnRSz+b6SA5tooresAI0lUlr0BLU1f928Hgy2waQ/Xnwud4J LWXVVBJ0DC6VBBz/xwBLFVwu6klgbNrR9VDvzbSuYeXQuoaTQ+saTg6tazg5tK7BdBx/AGLs nJ7Z3zTRAAAAAElFTkSuQmCC</item> <item item-id="41">iVBORw0KGgoAAAANSUhEUgAAAPAAAAAbCAYAAABC1gLTAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUDSURBVHhe7Vq7ceQwDN261IPb0LgI l+BAsRtwBxudY6dOPRs5dOYOdARJkI8U+NHu+qMV3gxnTEoEQOA9kqu7w6xQKDYLFbBCsWGo gBWKDUMFrFBsGCpghWLDaAr4cDjMz8/PvncujvNo7JAtsY1H/55iCzhNQ6hdV+lO0zz8gXof R4jBNBeG42Y9pN/kbz2+qoBJuBzk19eXHz0frvCjCSkikiEdV/xRHEeoVQ/5U8FT+1a+F0Di HaZT+NvFEYXZE9PP87cdX1HAJNiHh4f57e3NGnh8fPRPenGapyF1LCXAwpLCBDpMZpbi72JZ U1u7at0MCX9DsQkqG42/HfSE+DP8zXLciK8oYDp939/f7d/39/c2wM/PT9vvwzJpxQQYuF1x mP0mqbgKHBmudjpYMmU1ksYQTO4KCb8dNRFcQ8AG1+NvpptzBExCJdEySMhUADqRJcRrBJMl Hv1xrJ4AthEDZfL5FnY3HM99+QQmOyInBOb1VEuxhM1rXr/lRh2R1bAn94GwOBeEEZ5z3Tke mS8pN6mRLYh5IZDUDl+7CZfwN9iprg+5TM34kt6HHIoCputyftqSeGkyn8oB5ACuDqdpcgtc JIaGyglg0bmFumBj8nzwmYjzZKGv40h+MCEobiDEjpB/xFk0TKCE1QJGRAIW3+WN17ZYIxe3 8Zs8xzgafEm4GDlh+8kzmgfcyDi8jr+CHcPJGL+wPurkuvH9En8XAv74+BB/75KgyTGezBbs IHj0yAMx6N7BJKJk9uz7maBjDKZI8UUhIZBcRT866tKCJWvtZckejknPW3Hlc0rPvAjzxhvD Ov4W7Ejx98Ya+hUBk0BLv3Wfnp5sIK+vr37EwzuxgbKn3LFBLQH4G0J+z+2cYZfFhZiEuSsV zx+jQMUEpHEpOoE5Z0hjNRC5U1LYetR4k9ReeN7kSz4H+/g3xQa3yRy9/K3aWbu+Rj8RMF2P a//mS1+meTcR4Xcea1wItJgAPy8UEe0EuEXiGO/m7rrM/WmeTAvJayVkR3Akq7RmUtxNB1+z Na2QfgFT26obsT5Qe+l5iy81DuDf1o4sUMI6/hbsrF1fo58o8e7uzv6zEQm51Pi38MvLi5tk DE4QDJFkzU7pxohAOO6vxDAmEsUnLpzKUiFbCVGsA+U41GG5qVZBuW+J3dcHNxO78fA8sX4N vtQ4kDzzdjBGs17m12r+SnbWrq/RDwKma7ELpL/Z/9zBAXGLnnxS2y0IMEE2H5MRQATCxEl9 tmGuN0eM1fT/cTLQF1wHQ7LYDttOY8P4Y0HxfWHcbzbUbMry/hm+l+B3MSeXA9cSym3h/WVk 5HflGmbwc4YB8hXmYT0LvvM5kFfbzG0NbcTGdU99OD5nY1mTayDZMaiuj5CtIzSBv2ZS4S68 AySFjaJ118xUYKkAKMGSyP3fUIzki3xpnOdiP/la2en7VnCLa0JceX37FTBBSiaOSc/zHd23 0vXIojEehi/xfSuQ1n1LuPL6VMCLZLqrDwpyIaLkypPBz7HiwonSeG4f++f43jowR/nabwHf sD4V8CKRTsBVEfX8pvSn5aJIOJ7bx/4lvhW7gQrYiARPyu4vnngSGmHxiV36Ii+O42lvwB+H igKu+VbsEipgEtDqL571L4zd4wbuo5lrw2jEiO/51uVbsUuogBcCUSi2AxWwClixYexXwNm1 VkWs2CL2fQIrFBuHClih2Czm+T9uMp2Sop9GXwAAAABJRU5ErkJggg==</item> <item item-id="42">iVBORw0KGgoAAAANSUhEUgAAAJ4AAAA1CAYAAACwXlJWAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAASGSURBVHhe7Zs9UvMwEIZzLt+Ba2Q4 BEegcM0FuEE6alpaJlVKOm7gT7tayas/SwFH4oP3mRET2ZYsaV/vrpxwWAAYAIQHhgDhgSFA eGAIEB4YAoQHruC0HA+H5XiS6jeA8EAj52WeDssBwgPdOc/LBOGB7kB4YAiR8E5HG3q5rAfX Y74cTXYYAuGBdhLhTct8tp8t4ebjPE/LYZpNdpgC4YF2vPAKu1s+r8TI9dTbERAeaEeE50Jo IjzZ+U5OeRR24fHAt1GhlsOo9m6OIMfLezsCwgPtKOERdnOhxUUhuCw2DYQH2gjCrPV01utp 72Zzv/WYLT70KqrCo4bPz89Su4b9vl5pIVyEtNjJ9x1TVzbyKY1ep/3XweR4c9RpYYOxKTwS nBvk5+enHG2lv/D8vXiyKv8wRpnm2T+Nv0944mlqwuP8y4lgf/uwqKMx0LGrPB4J7eHhYXl7 e2NjPT4+ypmfydkIy69hLDz3JEY5Sjt2t/ZTBXs6Hs38UqOHZObQ6CXbsfdwzopKTnREUXjk 7d7f3/nz/f09d/Lx8cH1H08iPOHLwtvDOzijtCXfzRjx0Lhy3iYgtyaldepAVngkMBKbgwRI wiMPmEPnDUVXzm5+fRL8tXycJq+eFm4U1y3hvcJznqrw8n0H9zRF54X+fjK/pnHcHDM2uW9V eEGYdewfblvJCo/CauzdSHS0wM4LesiYasI25K3GspMKJ+gXSYRgjSdC8QLVdfkcC0qf01SE l+2bRafayLU8Zv2ZaB3HBsH3nLnSoAYKseuQ/nPhXS6XbD5HQqQF0Z6QccaMR58YLjaqLIK+ rlhPjboaLmPwQpvNvtkwrs+1sNeL2yk2x3FLzJj0BvJLwtuYlyNejz0K98t/FSSsUi739PTE DV9fX+WIIBPgjt0sgknZEOYTTVoEt0jx5Ct1F+K4XvI03KZVeKqvkuHidoamcdyQLY+px+nJ rUl8TObZI20IhEdhdOudHe103eSysAFk4rGx5Jwt6smLr9uqcx+qbcng3OYLwktCkRC3ax3H BnuEWk3V48nDr7utt7kdgYLu7u749QkJsFRcrvfy8mIbGaNol08LmoYnyiUajbpRt15mNXBc 93CbK4UnhgkMYQSVC7XN4+hIk4joAfHXjMvvCC88Cp/JU1cp/FJZjOKP80zWzYU1iK6vRb/U pXI0dd1XWE/7mUxy7c6HolDXeDVEYzrFfcfXmOKtone79ADVx5Hi+ig8gN8kFV7mQTLo9Rkl OqIQM/fGLELjVyngb9BFeLkwQMdWbwR+JToaRu61n8fzocoWiO63Y9KRjXyyk/DAn+N8DiIc bTohPNAX2k2PCbXgr+LfV0J4oDuyydB5PYQHuhC/2YDwQB+iPA/CAx2wr9OwqwW3h384sb63 jfYWEB4YA4QHhgDhgSFAeKAO52v00zH1nTsnbXG9HQgPbBP83lJ+t+g3DrruftPYBoQH6oj4 vFPL1iE8sDdNwktfmWwB4YE6EB4YAoQH+hP+Y1P9H7KkWQUIDwwBwgNDgPDAECA8MAQIDwxg Wf4BKj6kFWanXjsAAAAASUVORK5CYII=</item> <item item-id="43">iVBORw0KGgoAAAANSUhEUgAAAQwAAAAbCAYAAACJKLEEAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAWPSURBVHhe7Zq9ceswDIC9xdtFO2QN XYbICClcZ4Fs4C512rQ5VynTZQM9AgRJEPwRJVk/TvDd8c4QRRIAAZB2choURVEa0YKhKEoz WjAURWlGC4aiKM1owVAUpZnRgnE6nYbX11eSlLWZ7+/L0Jux/YXElbmeO9S11Lrz1by1rU5b celjW619v9NWSbVgQOA6p/z8/NBTZS2W+Xv7guHXup6H7tQNWCOAS28Kxhn1CQn1O4BiYYth KBz9xfr+t9mao1gwIGCfnp6Gj48PdMTz8zP1tHIdzt3vd+CtWO7vbbmaguC3VhYM2Puz6cXn c2LgqLFTKcqzbb0vigUDTrvPz0/8/Pj4iEH8/f2NchtHv6LZoDyd+hD4O7Lc3zuSFAxidhId NHZq9vzlggGBCkHrgECGAIYTMEf8fRYSMFzRwrM/gLmKB5vbbV/ub0AkWUkXfA7J7QqmaThI ypbkt4pcRowWjPzc0Zqm8d89/HpkX5MenNzaXEff79Zzfox1OnVn8ySzPs7FfJ4UjJxt8Li0 7n2QLRhwHZanGwQvGO5OQQ84gJxqRbqqJg48NvKHrKSNGhInLAYY80uN5f4OSWbXL+hCe2Jt ouTxhYXL9BnfZ0nG+zjyPYdfLzM3JhQbQ++izvwz0KqHw9vE1sbHILui6fp5wtok98lNst/H SC/h86ivYFtfWvd+SArG19dX9vszBDQYyk9ChJyRJFTkwABPTNl316C9MkjGg2IVf9d04e8V 5TQZw76lfaUx1bmjpA0Nk1WOY1T14OTm4M9y/aiT2LPamFLfTNvmER8Oa5MUDAhQedo5Xl5e 0PD393d6QpAT0DFO84xjYLNd9caNbzyB7wNxOkHQcPucj8TOruPvii5yX0ZkdxVHGRNhacFg c5X2X44zjOpBY2rxZwZicpUS164hi3xlDJf554m2zUfccjYgKhhw/a39DwD8ko9BaloW3MiM A5FtK+FU+M0n21oUJ/ttG79drOrvki7yvZqMc7CxKN+wYJR8JMe16sGRcyAsBnP9OO+EMVzm n6fYtpRbzzdCFIkPDw/4Zz0I5FJz363f3t7sIKMw/AXN4W8R0pCNDdseCKxCkBRYz98VXcb2 hcn2xA2JKWUPjplYMOgWFJ3EJtFysdOsB4fm4IU+utVK3RDSifkO12q5nUV97bYt5tbzjeAL Blx7w4nU1vCfi0hh/zx4k5wP7V/ox+Y2m79jGnewd4St8GETxZjIU3EfblAR9+60JC/j9Ixb SYfb+puvDb4t6RL+mQpab2Q+Vyyn83S9CXr67Nxuk5e94+0VOl3k3PId07KxA/szrkcC+anr mH4+vuL54jkKMUm3D9+MDpHuvtVsS9eN/ZfGuNWtoBPg8oT9oGqXysmgG5sLO6TsiNd0+1q4 666ALwAkk0IhwEhBcEa0OTyh7Tt+Du8EEKDPfQZRrrc2Zn1+9AOow60K0hSOpMtObL7/C0Bd WewaoJBY3W3MZ/MERWantNnJyUFg+nyOcXk8l/YrGKigCOCa8QCM4dWV4x0Qt9IJf2uiqysB z7Zan3MkXXYjFz8HBr8ueWVNwva0f1PyRNrc2udlWUzSXNqtYGBQJyeevbJhYEuDDLlE8NSK ySZQ5SfnOgfvw5F02QGKHWc7j6HDgkkaEnZWnsicae2TciWXdr5hMBmxjsBn8n0AxxSu1bU+ RTk8VOTNzcLfLoApeVIrArU+KVdyafffMLhi0Q0ieR+gH434Q/Nej2WZ5uOV0Rj+p05W5b7J FocpecJuHtgFtxPqk/lUlcu5tE3BIEf4FrQkZ1DzClJhoOZfR+K+yCjZFw9UlIMD+ZA72Vvy xH6d4f9PxP+axNv4X8fk3KZRLm13w1AU5e7RgqEoSjNaMBRFaUYLhqIozWjBUBSlkWH4DyBv aYWbVicpAAAAAElFTkSuQmCC</item> <item item-id="44">iVBORw0KGgoAAAANSUhEUgAAAIkAAAAbCAYAAABIiqyBAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAM6SURBVGhD7ZjBscIgEEDTxe8lPdhG xiIswUPONmAH3jx79ep48ujNDvjsspAFNoH8/K9fZ98MMxpIgM1jQRujKAVUEqWISqIUUUmU IiqJUqQoSdM0Zr/f0zdF5mr6tjFN29tPZQ6dbWvjCqXtx++49i2168yBrjmm+juYjp6NpYvv zOorxjwpCcjhH/Z4POiqEsOCXhFwFCS8OHdvLop/ZioHUNsfiWTbZZ5YQEDpusSoJCDFZrMx 5/MZO9put1RTixtk7UDeHVz1JUmuvWnTF3/oEhlIgkLgyv3Z+Hed6VCU1qQe/ookkEUulwt+ Xq/XKMr9fsfvdbjJqiSMTAgLijPEyW1FUgaJqZME6uWstFgSkAHE8IAsIAlkFgkcMA7ED4al xHDts6mXJFnVkSQubm3fs/jJsauXBD66Pnh2WiwJbC1p1gBBYNA+uwRgAGywVztB7DtZIf8R foAUy4zBV0niFw9vx8XBz1YSW+969ueKXJRZksA3aA/PJkMXSXK73cTzB0gDnfAMgwiWIiOS 8BfznwWaS50kFh+vqJAE0nZE4uThnScJ4GMPz1okCUgwdvbY7XbYyel0oisEn7jvWZAEBulN xgHXBPVNqJYkwmWK8OtGksR+g+zzG5L4/qCP/qeSwFYy9Z8I/OJx5ou7FE2SJpRJIk/2lTx/ u4nJ7xFihHGUf53Ml8TCFnTt9KK3vVqt8CcvyDJW/NnkeDy6m2ynPessZItUkkyaz2JeZhxW dBoOfPnsOj5XCFq5PyvcWP3IFjZGkAS2kLCCKgv+wcbMxDJYQYGA8jXUY/Erg7exhU8qSEWH vRC45J5opnFd/ifVX+DH5wtf9TQePy8Wq6mxRRkue5NT/TmcaEMbSQZoM1uSPyfLJC6AQ7BY QMl0V/hqc23CM7AdF44F7MMz1zN5nSTSIY23kV4y3FNIoWl5Tjb5bF4mSbr3OlwqFc80lsnD 2pRAyiJenEmSTEGS4LWxTJKJRUzVKYt4+ZmEv9goU0iSkETRYc6263BLYWcaV4Pi6HaznOdI QlkjlPCSvShUwguOT/CiKL5EW0xSF9+o/JDnZRLlbVFJlCIqiVJEJVGKqCRKAWO+AUtG6IxJ e/4XAAAAAElFTkSuQmCC</item> <item item-id="45">iVBORw0KGgoAAAANSUhEUgAAAH0AAAAbCAYAAABRLYBiAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMiSURBVGhD7Zg7suowDIbZxd1L9sA2 MiziLIEiNRtgB3TUtLQMFSUdO8i1ZNmRFCkJh+FxiL8ZzxDb8UO/JDss2sLsKKLPkCL6DCmi z5Ai+gwZFX2xWLTb7ZaeChbnpkI7Qal3VOmya2vqe0//8X4+u1rONyg6iJ063243qi0IdnWw Tx2kwYcRgc5tU6W+nbMM95/qHDYgeNWc8+9F1fiig8g/Pz/t8XjESdfrNbVMJS74EQ/9fIw9 ghMEw0YzK3ZNS/YnSNQhI52btvq16LYTuqJDlJ9OJ/y9Wq1Q+Ov1is/TeDwtfTwoSCWFtOoG wOh7lujOu6boIC4InQDxQXSIfAt+psVUJ8+tLv19GSK1J+5x9gnZUAnHz+fsLLgOVm+WzhFN 0SGV66gGweHlFP0ZWBRLZ+emiUZ4xENfhDCgVcYW/6joynYmPdF1FpHzYQCmMR0NeqJfLhfz /AYnAEPwDIDQwD0DORNyQ+u2P4clurNvi76ABnk8x5mwnY2Dz7QmZy090UFU7+zebDYo1uFw oBqCBhfRYUwIguub5NiePxptcMCqM4CINB0j2VLZ0Q+UeEQku6Ij3hPpkLqHvsnhRp8mN6Gz BSfpTXjPWfcaHk7vZHDeTaRXj2CnLBIQbNV4UzE7xruT4VBk91hY5pki+nK5xE80EN8r6Wzf 7/fxJbXgHM16QmcBfx4eWVMcWwhkCKVRdouOyvvDnM77Y6JDyu4vZrjgHzY0cK7vVI7foFj/ r2vHkryV9wmFR0hecDRkt1H1jtiRbBPR9ET414s0MK2H9sX7iaJVSQjbRpvJMcAmyT6yVJWa i83h5Okn0PO6aJBOGGYgL11RnzwG9uMOxFKf4+XfR9i3Phtw7070B94nOgqmFsb7WKKJVKow 0+brov1dWHcIqBva99tEj2lKe2NMVeadIGBtMDPkEF8NZUhy8imO/uZIV5FMomOdF+le2hpq KwjefqZzoUQkW6KTU4iLT+hXo2fTeDzagyN8e3r/Da8RnaI6lyyaSk1ZMHkjNYVPRaR01SZf LBCvi/TCx1BEnyFF9BlSRJ8hRfTZ0bb/AexSzx1kz5/iAAAAAElFTkSuQmCC</item> <item item-id="46">iVBORw0KGgoAAAANSUhEUgAAAOgAAAAbCAYAAAB2r8PPAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQESURBVHhe7ZlBcqswDIZzLu7QazA9 RI/QBeteIDdg9brutttMVllm1xvwJFkC2cgJISEFV9+MZ4LANuj3b4yz6xzHWS1uUMdZMW5Q x1kxblDHWTFuUMdZMVcNutvtuv1+z0dzOXZNtaO2pNQtnwLaWp2rGrjaeQaY7/u1bbtatLOK Ftq5mYsGRfEk0T8/Pxydz7GpoK0aJDVo665q3JrP4hnahhj2kdHcuUrWoCja29tb9/39TUl+ f3/nM1MJb009gZJguTckGNQn2+ewmLaWEUFXMqmvjGaRNSjOsIfDgX6/vr5Sks/nMx1PIyx9 3KBzkE+CZd48i2mbud/wCVN1vkC6HdOgKBYKJ6CYKCLOuhbDUkYGVfpdEoSbbNBj01VQr271 t6sL/AgW1TZjUGljMHSyJ9GPCR1P+2L9ozeyTBSqXmGzvGlQXPKkMyoKiAmQmbcHzaRMd2ya IFJvMgoTkwwqAlAZTBlmYXsAlE60iWaVGwblotrm9GFNwx5DMNOw38DmSkw6tJ0eY3OXzFvW RD4y6Ol0Mr9JUFRMhp59CRZrNEjmGhQx6pox5yYW13bKG5RMlFyXtBePEzZw3xkYc7gwvg86 LtygKFI6wwofHx+U6K+vL44wIiSWXPKAa7NsnOi4LgkDMd/pnc9vaau/Qe3rEm2p/eGtWLd4 XurXgwHT+zDHzbaJDIpLnEv/i+HuHwkFxYRmR06QlSw6b89wba3iZqKDiCUlfyqPWOIurW3W oFyvv0fdTs9YW3pmCITlrBw3XQOlHz5/zaAvLy+09Y5i5op8r3x+foZKkJQmSSzNhGay0u+N QLykAbiuHngkUG557FxlaW0tg4YY6BbFeQyo2Eh/hI3cv1UtY6f3YY65bdMbFJc2IZnTC/3B LWaSMmSLhcBiCaRKmlFus6pEYCiGgbO7vP35MDMP/cd96+XyMJj09UZc3ghQ6LbT4xl9j5Fr dd7ms6y2l4v9nEl9c+LF/Onnt46lDdC+1fcKx//KGCOZ9cwv0z8AH2vUw+qE0xs2SY5OYnh4 SyD+rQZJtFuZi0tdfQzLsZv7dh5PQWNkewZFrPM6Zp2PRBkKzZCSjLTDK/E+fE/fzjJYOtyj E1//7DGyPoPKA3NJn5uwHhDmIlwu6GSOEmAupRjdr65oxdP29fGcvp3HY+mwwTGyzjfoNawH 5ORfTEC0pMhA16VtAzo+J/lT+nYeRyFjZNMG1bNYtMtrJQDO0Ae4nqUgKTKb5nYrzTgLHX7j ZWGTIJv8S307y1DIGNm0Qe1d3pAYicdJiM+ly5HJcYDE5ngFH/7RdVwm9e0sQyFjpKAlruMo ChkjblCnTNygv0SypHCTOiMKGiPbfIM6zh/BDeo4q6Xr/gO0ieW8U+9UuQAAAABJRU5ErkJg gg==</item> <item item-id="47">iVBORw0KGgoAAAANSUhEUgAAAJsAAAAbCAYAAABr0f1UAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANASURBVHhe7ZgBkqswCIY9lwfKeTyN l+lhfBAgAUrUt7t1u5ZvJjMGE0zCL9hOW5JcRIotuYwUW3IZKbbkMlJsyWWk2BJg3co0bRO3 srI55LEtcx87TfO2PLxN+Xgs2yx2NiUfCwqlgNy4t8xWLAPWggJCobEBiGwVFNy8fEdspOaj RX2NV/pODOvixMFZ6ujwOWOZYZENWUu1fUNslHpfI4hX+v7rSMnq2einqRnq8PAjUbINspjW 71porV1sTZVSv2Uzsjlqc30NbI2vYwfzJS23Fi3O3At80+DkEigmZ150iq2Oj8ROl1KwsTMS G6S5OLj4YDVRp0l9PZpfx6j5dZz03ab0Pe072YW+k3ba/x4inr3LTEM4TpSAsDtDzEhwYsO4 yhKCzMZ9xIiot+rIjz8QSD8UFhT6Hm3qwNc+tNn9uS6j6va1h96GtajkcIIa1xpHONNC8ew2 vO7J51hsZwUxEIj5daOyV7X/mtgYtZ7e7wf1aVBm4o6G4xG+iHKG8EOjyEG2c+0lFDmR2Qbf TGfE5ue3Rcj1Sd+vQq+HoQxsbe/Mj5VROItW+hCIwXJqKr3c9swi25HY4P2u5Ua/6bKoE2Kj rNYfaPu8IDuB3o5wLS8gEJvJxJ9CPQcUh26DRBCgy6YQVS4WmyiRmj1oe6+LY/zd0+fbuTPU bxRRH+N8t8Vp37DpJgplrw58HyGf2n9Zo3HAKbG5fY7WaPbCPiWI4Rz1Ed1eLvGxF2jxcV4M e8h+n5o+pyNg/U9ZUBKHome2d4UDQYfggmj6eN0D3gMXjUPHQV+e5cTRywsH2t33wrR6FlHg vednFbhPa8T2MwJ6V95fbIgERiIR9jmQ+t7eOKSJVrUmJKDedwJwPm25YDG2B4Lg5Tp6FrTw k+Sm3Ehs3B9dI77vM5uDSozPNpQxbQlkH+CPMir1H0uxwtZC1vh13ZQU247YJBu18RUSm7bV D2QwSMmkPnzH8P9OleprUCb9um5Kim1PbFIWlUiiX1nkR2W7UKTsy5XpLKNvhf7Qh4AsFJhR P24gqPVg3DDSIjhuYSnENeqs5fuC3Qs90+3vxoL7G5ktuQUptuQyUmzJZaTYkstIsSUXsW3/ AGXKUaAZbFNqAAAAAElFTkSuQmCC</item> <item item-id="48">iVBORw0KGgoAAAANSUhEUgAAAIkAAAA1CAYAAAB1LMjHAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAN+SURBVHhe7ZqBlasgEEWty4Ksx2ps xmL8DDj6QHQwcTUf3z2HPYomKlyYkWwzEWJASYgJJSEmlISYUBJiQkmqZJi6ppm6wW2O/dTq 9gFD10yNO09Kei4lqY4giO/sPgiS63hEBGn7cdlu2n4KewFKUiM4e5gzCcw6O1CSGjkjSUE4 oiQ1kpVknPpW8452kugy9u28H9enUJIayUiCAoQktXOBxsGZ5KVkZ5JwKHDu7YeS1EihJP6N hpK8FEsSXzeHH0ryUg4lmRNYraAkb2RdTNt7i9GFM5fBRvWLOAkFktiLLYHS88gp5pFudeRf cpEk6zs4JbmWdBZ4on2vCzcFsY2cxQ3QH2hQSnIZOpvOi1RXADnDk+0aSRJPbfqwGG50G5Z4 9e4TSfCn5yfi6P8PLqM/246rJNLJ8BPx2PdOiSCF3GA3rNvLEq83Pf++PXTrMvAbiQZJrpzq 8GdzvliS3M1j5ycihP1UEpx5yJV48YyG3cj4ZfHf6f8qKooUvRlTkviYfrnxLOQTZObGhtU2 /+PGjiVR5oQJO3+zLewcC7kNw40OmGxZGvEErl8++di3ROGmhxuQh9z8AFQoiRAa6cJM/+1I +yb/VngX25xEi+9tTFaxuFliSM7HY96t5E1pkQizdphtluN6TRUszvKXJWVH/m0sU5++Sqb7 H1x7i5673sdXpP3xkCBCPtxcDXQKirHMNtFxbGRp+JxI8/bmbcxv7NfrZ3G/++DaL+MeSYRc I2Nd7ngkz1owDG5iu1G/VH9z7RrB501mrWclceNWpvdN7qPIjR9Ns/Nn/IPhB3P16ffj/ifX rgl5/uXh55ALjfETkhx2VEmMn0dB/N0OrE+/H/e/uXYFjC4Xw8HgczoYILdLgob6nERvJtdR 7ohPBnFEu87TmWfvbSxbj7OWQ5PbXUmOrl07MkCgMW6XpHXJoA8DUpYO0LeKUOLOio+l4aO4 3hES5VBal7BG582l6NqVI+2Ej/pwuCE/h/RT0kmUhAASYrd52D2SJCGAovwme7/c3zeTkJ9G Evlo8LrkVfcpSZXA0kIBmNCvZQ07lKRKzkliQUmICSUhJpSkSjDc6Pa8giz5xsk4REmqY10l Nv95vRBKUiO4cJkuYvp9SkJMSWC/AEpSI5SEmFAScgwmq1hcHhL983p5XkJJiAklISaUhJhQ EmJCSYjBNP0D61bepPTmRigAAAAASUVORK5CYII=</item> <item item-id="49">iVBORw0KGgoAAAANSUhEUgAAAL8AAAAbCAYAAAAtZ17+AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAALdSURBVHhe7ZiNkesgDIRTlwtyPa7G zaQYP5AQSDL+f5e7wH4zzAQwNtYuAue1ANApMD/oFpgfdAvMD7oF5gfdcmD+eRlfr2WcUxV8 KdCxBszfPKzhCzquwLGnB97TMsD8K2D+x7yXaYiZdQw59o8C81cp5s8Bkm0yimmPPe9poO2T ixZbDMBlmN6pHdzBxjmU7FrRQ8XbONrqkPuytifHDVNoSVR90QZs/nksL55fzp0VYxBUUN7T lK6LgRuW7PfOs8w8Shw3ylFgKH4qnqRNrBc9uK774oVs4Hx73Zc02RtXElZaCFHrqi/aoZL5 Uz2i2ySAXjwToFKQ/Z9TFpI1cZaA6srQOmNrjsZ5Y+vr/diGOG9+VSdBpHEv6OAWcuyhEJM5 98zPdRpzyfxq3Cqr8y5DCcyPbYhr5hdStqf2WubomMfHHh/Pk+bf1eFwnOoj5Nsi/NzyQANc OvZMqi+KzEcbdUbkLgoojj334EyczO7rXiNTT98EWsDQP8aBu+OSfmrhmF3Ej22IZH79MeWC SSUEf+YgyDU2g9nxuS8HTgIcSxG29Mt4EUBfb78f2AzS5wTT7SmjxULT8fUbz66zNs8zbCyH MSQSVefi9ZCYOh3IwLpta5x955LI7P2y5I3oWjL//0ZNSgeGjwX2JfTL8iRrgUy/1Q6T/3Ha a5exuh4MdfnZgGlI158zf8RPMqLbav0meKVQlpBJmwGBg/bc/OTZoFCL3ZPYpus/revnzR/W Y9yO9EuvJqpW+4o0hiavB9ba/f11/c6zAVOL3Rfq+mvm352o2bI2oOv8vQO6/U6Qzjy7dxrR 9SPm1yuZzoayCmsTDT30YaJXapi8ZJTqP05b7UkQ/h0v44+nzSDtPRsUGtH1I+YfwsdGnByV PAF+AWm3k7V9frs73R4gUVJ7/Z+Tk88GhUZ0/YVjD/h6GtEV5gfXgfkPcFsWFkAjNKTrz2Z+ AP4wMD/olGX5B/y1CFbVJR0+AAAAAElFTkSuQmCC</item> <item item-id="50">iVBORw0KGgoAAAANSUhEUgAAAIUAAAAtCAYAAACAlai/AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOASURBVHhe7ZoNlqsgDEZdlwtyPa7G zbgYh59EAwlUpxys7XfPcd6riFVyDcGZYQMgA1IABaQACkgBFJACKCDFk1nnbRyGbVrocyMg xVMhIQZIARKQKYACUgDFLsW6zWOcSoZh3OaV2h3rPNJ+2tigve+yTaFt2tgtSPFk9rriEGGZ RIBDu5BkmeKxs/+XJBEyMJDiyZjTR3zy8yklyiIEMvtGIMWTqUgxUnrg6SMcw5kCUnwxVmDD Pgp8kEBMD5DiB1CBpYKTdsQsQRLknyHF95KvLnjaiPDKgtqmKYggj/dbLgZJIZc0xoEh7VDb OLujQY4MjvX07WNcGL/X/fuRZIpYoR7pJsGLASFskrnbqv7FE2uN4cv+fUmnj8o8402+2+DP JGaAZGwKD1DIBmr/+f69yGqKUopz+6f7LvI96J6MlzRNkNU+Y+1zmFJc6N8LXWiGVKYvcrrr Cj+dJPUz9hRgSnGhfy+0FPxkiStaXNV60/U153izV9iuRuI3pKCL3y/UXWDHq8uDFr/63kGq YgU1pP83pCj0l8gxarmFc4efihgEv+Zd56nb3OaF4HU2y3H8Fu9DpbhQE/y7piBJLmexf1KQ gm7AXdjYrcCsZAMalBZj0nz6oOlWdjOD77D3n+/fi6IULQNxitr39b6Wq/gpYA9iWe4gpBXs k/17UZbCUSww9yDxcs9vOt3pP+CQx7uNBiJmJbE/nEsMjpIiPU/6ajeHjy3cy2XofFlw5T3o gPI48FaYWor9+1KVwiQURvrmYlp2A5+0y0DEwTwCmA1uEvhjELUUvp8lIH0Gb3NdCo8VCLnP an9VZed9Sm2JdMdWzxbgCu2koKc7BMdoj+kxT+GVPjUprHkZNKO5FCqIDD3hp/vUpGhWHwCL t6RI33q6z2Z9wOiCL1l6nZWCzyOzhRMF00c73pJidAXfPq/vQTqKRJ0ZWIysT14nuFWPPMex cYGZfkevlzq/QsPpA9xBupzXqz1uSzNp9nBmgYQUT8bHQUyj6zyTFD7opWV7FGKPXcjS6XuT 61LQF7BlEONGOBZ5EPLpmLaQLXybrMcM/pcpwOcgH1KWoxL4pLgvACm+BcoOwYvw/8KyvdZG QIon47LELKLrXwvEgpIKSZkRnAyxjVZucspx55F/WQcpnkxW36W1RW3ZnrVl0wmkAApIARSQ AiggBVBACpCxbX+Sx2eoWowVKQAAAABJRU5ErkJggg==</item> <item item-id="51">iVBORw0KGgoAAAANSUhEUgAAAIsAAAAbCAYAAABMf3y8AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAL1SURBVGhD7VeLkaswDKQuCqIeqqEZ iuFsfWxJyI7vcZmXgHZGM/EXW1qtlekIBAYRZAkMI8gSGEaQJTCMIEtgGG8jy7ZMxzShLRt1 Bq5hX4+ZfArWdex2LBd9b2P4FrLkj8zrXn5P83pgK3AF+zpXonSJsB/r/GpOH14M30CW64wO eEh+/Y1TSYX+LQ5+DP+eLJcO+a3gTF6Sm9+EbRlQFIErcWisVWTRMpcubg9o22VTZCKPVZuP rGRWPvVbWyXz1RjL4vNgfHTykwMTcFl/lLUinm3DGGZUsuTNRW2xrytmiWUZtxf5IZFR7vz6 QTwgt9EJZe5pTKyz+34wVGA8u3SJSpzuNsZf2yJ8CdBPDSQ0x7/ha00W7yJ2oWx7mzY+lFGd SAfP5GgVvw3WS3WRQfG+d2fA3XuXLnFo1JAwbpORkr4RQ12z0CQIAM+0C2Xb29Tp42cI+oR6 KDZb9IiUkJ316H9c2T/ayRg77uM2mYoRABWqJJ/0txfXBL/ApayGyXahbHub2j7YSzxT0BbK 0ioKe2NGQj8NUvFc+4uDJ/90txFxwGS1z1AC+JjP1SklCOoZWsVgzVwMDDNQqcQAWexBdZsK Y7lBWr/AIL3NUjHS5eAcjcs8Bvn+r5TU+AgJLJMv+76RjA3/nmsWNjFTZsqcCls1jwymK6Ym w04kBJlcj5/Q4/o5MWNpAZO1GhOvFn5gcp9yed6PnWTWiDvbsSLXLnhuSwl/C5MoNjaDRMH5 6B/tt3xO41uyOf2pUH3CJ/4z9Ok4MR+dWwMqnN2SWppT9oB5knhVDc/fuwPSHeVTkgH3bBP+ HmSBQJtLyjlesPOaVoZahSTrq8t3AZTG3D/39e54C7KgxNqMQJlt1Tieswp6RLoNSH0pEUaS 4UbKYpSDyAJ9LWVpSW5v7MG4Vc0iA6yUwyMLkUkVtWney39iD8b3kYVUpFgJtpHVEmhd9buE YVNPjxnTCx+J71SWwH9BkCUwjCBLYBhBlsAwgiyBQRzHD9rwI/i/eIsDAAAAAElFTkSuQmCC</item> <item item-id="52">iVBORw0KGgoAAAANSUhEUgAAAJwAAAA1CAYAAAC0q4JrAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPeSURBVHhe7ZuLkYMwDESpi4Koh2rS DMVw/gmvjLHhICYh+2Z8gz9AsNayBHPdTEhDKDjSFAqONIWCI02h4EhTKDhS4TUPXTcPL3M4 jXMvxwVeQzd3Zpwt6VgKjhTwYnPCGb3YciJCrNj6cVqOu36cfc1DwZEy6NWqHg684QYUHClz RHA7tlwKjpTJCm6ax17itH62O+g09qGu21MoOFImIzgUk08QBrOZGujhyGmyHs53eY5lsRQc KbNTcC4zpeDIaWqCc21hi6XgyGmKggvJgzRQcOQc8cXvVjYqL3lN9qDaFxEmvE1wpc8b5CaC B6qJ4p28RXC1zxvkHlLvdIcjeIPg6p83yB0Yu3yAUa4X3I7AkdSQN/nhheoVQIx1p22U4LTL NQ+b/si0vogLg0ssG5891BPjZ5Jy3xKgkoMkc7ya53ZEwVnxQKw1jaNfXanHkvqAWQmsxOx4 +K7mRCt1PxHL2FUfnJde94fABCxbDk1KFN8dc6kFl/vxWQGFek4EBWHEiQtCsgLbSijAm2Kh l7sGZ4uckYDc/J8p7pruryCis0V+zAWCky3VtYEXc+0lwTG7fR92frWRvO2VMa9HC04I3sXd +6zg3LVgywXBrfqQUt+Pce2WGjDz+5/TzqK21BF+gH1Iv33Bx1mD8lY7BOfHx1hM10OygRcw 5w+uM8Qa6OXMJHFLvQBro5t2j3UMJwVEgCusN8mCGheKG+68ErT7RpXB4vn+FkmGqyYi6ZPf tIgas68o6tgv54unxPE6HpSF5Ev0rKt2eMb0mV39H/deI2Mv8vCpbW8MVfJb6iejRB1F5heF FoQ2mDViTpThGIygMvStdjkX61uZe+neP8b3Cc6SMxi25fpT7xuK8zRh/CoWqrQvzWfu/UTw eRNv+hzBGX9itzAU0Mropa0knOMmCU/MtafXx/p/7v0k7PMvDx/CCpiMxwmuaPQ9MVFYnfra BmxPr4/1M/d+AJOJXXFhuRgYFttXCw5Xjovh5MFyRjc9m1mvGZ/N0Lfa0ZsaJLHYFFzp3k/H LjaYjK8WXG8CcbfV2bIYU7JDX7ThdV+6Re5uN+zO3Bc27v1w7Dzhoz5oSyUfh7VTYiQKjrwJ G0as49bvE1yyzVF0n8lrgPeOwHd6OPLR2CRKOQKTOEidgiMV4HXTDjCZiiVurRQcqXBMcDUo ONIUCo40hYIjFXBLlePw5cTGZwf3WgqOFIhfR/R/5oVXHu4bcf71xxYUHCmDL9nTF+6uTsGR K6kKDuo7oOBIGQqONIWCI+3ARAGLidteXmwqidgBBUeaQsGRplBwpCkUHGkKBUcaMs9/vCXz LWTl7h4AAAAASUVORK5CYII=</item> <item item-id="53">iVBORw0KGgoAAAANSUhEUgAAANQAAAAbCAYAAAAEYKF5AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAM0SURBVHhe7Zjtka4gDIWty4Ksx2r8 dTuxGC8QAglCdF/dXWXPM8OMfImeQwAdNgDAbSCgALgRBBQAN4KAAuBGEFAA3MjDA2rZpmHY piVmwa+yTMM2OD98gid1HhxQFEww7xn4YBrnNV0P47xRDki+OaDWbR4vBMQ6byMC6gHgpHCW bw6oi0b8uYCiBWgYJqfcg8DCdhoRUDz52VSXlIKi3KWw/S9TyoemKp+PbJTcJEnGcB1NnHUe RTuXeFwYeRmtrdPb9Cx0KDwq07h565ueBfRcOZxHHREDSopHgpHQ8TqIwNc+KyZ6OelbdcI4 tQKHNuLectzy3n8M+ROgmo6E8fqJb511nkn3UlfOT5ZHZfuGZzFgUtuz86gT8g5liaaCIaew ulT7xbxVVyFPoDjuQXtwQNRvF3iWLzXNDR92nvm50vphYc2jTjgIqJi3RLL6WXUCPj6ksRBQ 9xE1DJOXhbR8qWleKWt5FsqtgOr87+D5gJJHAInVz6pjynsjoBKXj3ySoOsJX2qal2WWZ2Wd xKrrhHMBFc6+zkC5ujhxaKum7y/ettXKZd6ToPbRjDJfaQ++gNNvFtr5AP2yZ56izPQs3lsF u+s/kaHGPOqD+k+JhQRMeSkUJyGYXElH92FLff1KFAXkPiLl7vq+ub9M7hn+sanyntnUbDrf j1dC/QzSPJ5IlPLKuSsPKyvlw3OX+Q/GrsPt87NcIj4Xj3/smU7lu4ZEhU3PaIhirqhjXlHH z5Q0fLe/eYd6MsrULDJNCi2IFI5euGZKvBZGqz9grXLuK/OtP2PW2EDTkb/vCChP+cIeWVar V0bkFFYxFkB1cByUp+IrY4M9NQ2vaBzb/7S/7w4ot174LVgKuHtpddwoiH2CELJjrby8v8x/ MjbQ1DR8ob9dBJT50mqbbhDalfd2yPJPBD8zNiA68fd1ASVXmnDG5lWi9tKuJnw0ypXECcEr XvUPWKs8mkvXvhl92DYFt8YGezrx93UBNboPQf+iIaWXITG4XL+4riu3+NPljmBwLDf/jCUa Y4M9nfj78iMf6IZO/EVAgWeAgPpBim0aQdUZHfn7nh0KgBeAgALgNrbtP9vK4mYNCmNpAAAA AElFTkSuQmCC</item> <item item-id="54">iVBORw0KGgoAAAANSUhEUgAAAIUAAAAbCAYAAABStkwPAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAL6SURBVGhD7ZcLsusgCIa7rizI9WQ1 3UwX4xUEBXzE3DOnJ234Z5ypikbhE+0julxGDoWrkUPhauRQuBo5FK5Gb4HiGR7x8aglPLE1 hvLbBXrtm/HRgV573Mgey3BQ9vXYzvRT668JgNj2V/kNHw3PugiHgvQMyR8hhQcrSwdGQrTm y1fct7EtzAftvwzFZHNE+fFG7qAcLOULgGTbU89IybennZe+E0IMCMYW6awWvQeKWeA/Ggo+ cXyyfyj0hQlSr00KM8tqhmABFAAaZ2q9/haKEqSaYhRNpd9OKO1TIbptastziczRQKHn4Svn FlJXB2uSZa3PoSyRwVDAz+x/OU5DIaiTIOQ3QFqs6peLz4urAaTFctpTgWeYelDAuB6AVL+4 7EO6KUcbOQ2FVAVkyZahgBodXI7fJFNQHSTbev29zczGjPoUdLXIbCEdr9bwDTry44LQP4fG GgpQffzDJ1egIFoxOJ3+TFqf8O4YWZe/wSmTRxUsnAHBTUwfYB8o9IV5P/TaZgIf6uCgfzUo LRTYhpkmxP0MFNjW66cTvjxG1uXv3kkpWk2jfyeZxbrlcPE5MNIMD9wZ+JMPj33UgyKJYgFr hTkaKOQG1Km0AUZVyrhZbcaOkXXVR/NIJ6RNjjLUVwoORtn/yYMAPloCKM07shMHvIFiSw++ QrhZJLfrxTIYZgx9pBT4fyzrpXCK1N8AOPP1JNqK7eCboAIRz8fAmjFqE7pPvmX6YvtRdvs/ yf12fcz7pD2yrdr/QNaXev4ssIH2g+vjAmrWlR1UAyccpkCUAcs2ZQ60k4CJu/uqfnijPg8K DKg5odKmtw8YMzpNNqNROc4W36sMBTmSHXIpMEyQcxq0aTtfFaM3CI6ZQbGQfu+kmimuKhtk Otka3AwFto0yxej+n/XdVJ8HBb0PZCBVJuhBQdCox2WyC3hFiDdJ7kFQ/Pq4qigrlFKCymBQ KQHV/2C6YHBRV4bp0wNvp+tnCtfb5VC4GjkUrkYOhauRQ+EyivEfGbrKJFhXWv8AAAAASUVO RK5CYII=</item> <item item-id="55">iVBORw0KGgoAAAANSUhEUgAAAJwAAAAbCAYAAACJDeYtAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANZSURBVHhe7ZeN0cMgCIY7VwbKPJmm y3SYfIqgQNCY/vglLe+dd42iEXjE9La6XAPlwLmGyoFzDZUD5xoqB841VEOAu8+39XYrbb5D 7zrn37+rxzKpuLS1a/9Y1gnHoW2MHusyhf5pCb/29HqOeO7jOh8HLr5wWpJr9PL5nhyhTfys 7nOIwRzSCg/7ye2w50Bu41vivg8cgrlZo1+b3Id3fhi4RhDxJD7rzPWVEir8j0BVQeixD/Hu CChA2VPhXsqRnfvPAtfa8K8DB/5PKxaAJKuP1GMPFXC/Kg0BrjK3AJcNSim9cWfyOJVlKu3c PjR0RJf2tBajfrMhuQ6V4q+VuB5JjRth117lITZzIczNE8Dx77G8NoO83gpHCTgxqQymFwQn xTh3OjlZ4ECnyRmxYQIVn8VYnGfBjc8nlAi+1fY2/3bguAp81lrPA8dyBJLvF+tWcmhUOHyO 4n3WuBWE1pzamAC6NF7leILFHq6qvdhpHbUPgpgZg8eBq4AN47pQ4B4re2sDhwRD4o3xdG3a p86cw5/57xjMRgBi4Ag+CGJPsM4u8F9VDKuPdNQ+KsZVJhRUBQ5zkufQM7btUuqG43nEuXpO F3DQZ43DqTswhz/z39bpzaqcrn/Wy1cqJoubtSvPUfugEFdrG8crHM6x4EYGUmM5tHgJ2gDH AyWqibkAfSuUFwln9Bz+LMZwHR6E4Eitsn6NYrKyzx0H64h9jBuPJ1P3LaFinw4ZLwxxD5VC UcnbBrgpfLxnYpVz1C8XIejUHEF+aHM4bfw5Nzo18h0R/HSqWF+2rbwzKjtK61FA1BzhhBzL V8QAcR/NuCowqvboN43ZQKkYt65jsV6yk/mIcdXrpSYYio1tdOdKPYE2+0qJKFCwxNTKO9rk NcCOw8sCf9Y4nFIhdosKFMSvUvWCrgccwKIc4jaWH+IqUtKVGNvIKndVic8nVOxrxS4Bh0mi YJ8KOgVQKuv6BKXSXvvmswKT1YLRtSO8XZCbnoNaKtxZpQHCiiQPRQIO+moVrlbmW2Out+t6 wOVTVSARFcwCDoEUfxSC3QynEdfjVS5A6FfqZ3Ru4LCa5ZaBUaU8wyL/NZnQURPXqBqTE11v 1PkrnOur5MC5hsqBcw2VA+caKgfONVDr+ge9q2uqtY3D0AAAAABJRU5ErkJggg==</item> <item item-id="56">iVBORw0KGgoAAAANSUhEUgAAAJkAAAAbCAYAAABvJC1pAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMlSURBVHhe7ZkBsqsgDEW7LhfkelyN m+li/AkhcImAtv/R97S5M8wIJKDkGLB9bC7XYDlkruFyyFzD5ZC5hsshcw1XhGzd5sdje7TK vIpZktjvml0X0nNbJorttNBVR+vcsDnPQJHJnstEUM3kniVtDBu2O2TXFiSVLmTRbjRkQUzz 4Q2NlLx1DvXPKsS7E9N1nrflwOaMzkFGWmcmf9qWX6HMM+cIdSGjxMLrfQTiGZ2GTPo00GXQ tS8V7QgZkMGM+3/qs3UVtFOZAtGQ2kPR+6vZcvOyTVSfV/WrP48rxq0KEK1djEvXJqwzXtfj ehoy3TKnZUlBF144qJDhFKxVgi0QxH7ddou6+vINwjgJFnMd1LCl9C7jc7knXLKjdAoE90gt gHib1FHqNvnFzy8zl1pc381ku6CL8gLECaxdtY43pv65hAxl/V6xDcK37hP69HzvqQoQrd8C 990CsVhnu+ah/gZkxZnMDFoAiBRXJ2/U2a+alknW7xXb4q2LTcN1Xch6mbJ4HlznXlxJ5yDT zKFeOEjoA5//gay1xVm/V2xZtbaL6hPbJappg2tq19fUDyGTNn4AaIdBpD+nxqJ+MHlZj4dG fCCCqb4FvmJLqrW5BNjPQYaHt31JX25BaMswlb4THRp5Aq1rmemDAdvLukJq7iPfdf5qSbDX bMu2/UPDOKmTheNT0UUNGVPaZHhTJ+WXkEt5b2Kj1425Ycz9OKNk1g6ShFUdMusP41Q++IpM dltFyNJihsDqwkrw84sUYdCF7b2lfA0BeNKLs0IAjr+8FEC+Zv9G1ri4vgqyEhQMuskcFqSd b9m3Owcd+se58ZoV6qOz2Of1xZBJXbY7G1jJMNUzXqMespU2ok3X32RRBt4z2UXVC3Q8E6W+ INjGupCAcBy0OfKPflLul8VYDlnMJhjg8mwEWY2kB30FCH+45K+1Xfbrzs1j3xMs1BdAJpBI pqDzT+3vrgRaLGbLwt+m8tczwRGBSX6BHJwPS23uum3+CLmHviOT/VkR3JgKWQHce2U3h+wX VfvJgts8k7l+UGabvuFWyXLIXMPlkLkGa9v+AZxF/Ra6QOb5AAAAAElFTkSuQmCC</item> <item item-id="57">iVBORw0KGgoAAAANSUhEUgAAAOIAAAAtCAYAAACzrre2AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAVTSURBVHhe7ZrBceQgEEUnrsnBaagc hEPwQWcHopvPjsE1Jx99cwZauqFF0wI03l1LIP9XRa1AAmn682kk72UGABwOjAhAA8CIADQA jAhAA8CIADQAjAhAA8CIADQAjAjA3kzDfLlcfLmO8801wYgA7MltnK/DFCrTPJAZXR1GbJSv r6/58fExrpyF8vT0FHqAHrhNE2dA4TZeOSvCiI1CBnt7e5vf39/nh4eH+fn5mY+pkAHl+PPz M/QAXULbVGTENqFsqA1GRiRTCmREcA6m4TLTThWKNg6ZUjKgQPWPj49QA92i3hdhxMahTGiN R/XX19dQA31ym8frMMtnGxixcehd0W5FpY2yJeiTabjOo/pqAyM2Dhnu5eUl1DyUHaldb1dB P9CX0uUvGAR9sAmHDv83jeSCH2Xv+/1Gwt+pSmUVfGjy09DHmbUWixGjYDDi+eC/VTmxdah9 m58EsR2aHEXMiPQFByKckpwRGfmvVuG/We0PfbDAnCNgxH/GT6bsRG+EohEdfquUfjjYD2Rg IWNEmViuJBFS7VRkFVX/gZUvt3VH3AZRkQmhRZDjwr3VmOtxwBY1I4o2qQ58yujmipxgPci8 Vq/75s6VXe/vJW3x+XLXUrPMT+l3Lv1XRlxWxyXYfJKDswRFgiVmtNlU1+lYbX1u4+gCGEWI gS3dOzM5DttKbZN/GVclmaD7UDOiLHJXp0vUxLWzhqKBQzSZZJ5Q0XrZuvSluaLGsXNDjpnC tYOMT+WcC3B5a6qF4MCaANQCmjm3moCb/cO99THB9XOKIcRJd1/Z4u6MaHUIxMVFa2L1Kui3 mDQtvKjbft+5lkkX6Z/n5+63YURfzwvpHyobpEKdAyuN+ppqf5ONSayGM+LhSKyXYFJT2YjJ O6LRITGpznJVvUy9ppft951rw/xbnm8XDjaiF8E+gHqoWl+NHkdfs9U/9POl7WzY1dZU4irP pOPO51Qfrv+lEUuaZXW+81oi19Yp9xkxZCUdJBZ3Wb1UdnQkK6kbZ1SBoom6yqLVe9PYBXHA XeSMKBol7Sru/nwwHp9S9apetm6+JxDOcPnt5neudeTaOiUYMaZ5DnbuhVyCJO1mC6EzwdW9 XPv+TuQQrKUfR03fT5fcvfPXWtMvRVRZRJL+MuHS3yHjEMWxqqwXqXYoxdkX/dtXc8DEPWqa lmFM9U3rMnfMcyxx1VpI/HLXpm2xu2isxkk0K8xZzry+zQ9v6o50LqTP5q+R48K91ZjrcdZs v+kfjvuhOqUSLID7UfyviO3gH+/qow6C/vEUNHX9IqQcZ8aSOmiPoN+iU6KZN0hcbIJhxIxa e1unY5Vo9vjS37wRcz+C2tLVnOJgAmMDTWRXKZsZMmOBNsmaSRvDZCBrtlXf9NxqR7TZX889 NXe4Xs6GRB8ZUW8vXMltJzkgelWygSLofGVlKo7VChvP/+vImsHXvZZ28vtMxfOn0lfXec5J o76m2t9k4zt068CIFdgsKtjaPDZQhL1eUxurCcJ2CEaM1MzA+hn9Qwy5rWokhR5HX7PVP/Tz pZ4Nia6N6Fe9aJakng2seU8gXMBo5aqO1QDTMLh3X/dMMGKkagbZSUUTsKZL/FR2dHi9Q183 zt5f+vvOiCGYsvIUv+wlEUn7xPeA8lhp/wNwiwU9QzqRfjtaL7dgdvSlP0fnRvwNOFHDSgAj 9oJbAEpf+kPVAiM2Dm1JRTwYsQ9yOlEbMmKvuFVUL6wwYi+YLfHGtpSAERtGv8PYcvh7K/iv wIgdgYx4XmDEjoARzwuM2BEw4nmBEQFoABgRgAaAEQFoABgRgAaAEQE4nHn+AxYdGbxz0HeA AAAAAElFTkSuQmCC</item> <item item-id="58">iVBORw0KGgoAAAANSUhEUgAAAKkAAAAjCAYAAADv/iqRAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPHSURBVHhe7ZmBkawgDIa3LguyHqux GYvxEUggCQHcubsV9+WbcWZRCSH5Dei+TseZHBepMz0uUmd6XKTO9LhInbnY1/P1eqVj2c4j nHKROvNwbOey7tjYzxWEGtouUmcajn2PlZM4tiVWUxepMy+w9HsldWZmX18nrP4uUmdO2P7U RepMyHFuyxpenRIuUmc69nU5N/YG5SJ1pgLe6PNXKABenvBnIH2XEjf8KZ8e7wnAMlc+YlfA Po0+dOM3xAJ+V8TjSlzhxYTuX3jpiozt8f7SF+K9HAt7+cgiLQ5dNfhzXKQSJoqGSON3Q7pH xA76lj1cuq+0LaIgsoE0dhHq2F7sz/yU9ojfyXGppPiUumjuhT5g1yINCW8l5zjU/SAOua8T xFwrEce/I/Hc0F6q+KL6Qv/WCvBDXKST0RQp+097mCP2+caEC5Lo5b+yV29LwO96y/A7GCJF ByAglmMYqOygDp4RzLRcUF8KDl8K6HdjbGaztvNd2CJVsYdD5IYBeRxVtBhPVWlbIm3Zw/uT HyF/5phv5LhDJdLsvJhIMlyeFByIHNMT5G01yWPbgrvJYXB03ctve2w+UejfWg7vw97ws+Ni MoDx/EqStVm7GFhgzPk4hnCH9nLxsMZ6J8d92st9bHODyhEtxKqvvFYlatgfx+a/gdj+zioK XH0I7ReVBImru/xizJNw6LDjatuDhwXuJwEafXle+W9A57XDQKSpnZzUTiTnouOdvrwdA0En +T3d/qqKwwMzWSX9Ta6KNMYhB0yjV74Ro/vr6/CQ6Hbl9+Uc97kk0hiQymASaTx31QFuh98z 6o/90jFfFf3sco+EmPTMgk9Xh70yprTHcp+Bcyo37+S4wzWR4pPEBSInxqpqIFXe4tzGHMlP ILffHduY/BdjViQNxKd3z+h6ps6rSWUP+/FzUEj0mDyPIqdGuwOKNIksPflhn7AnA7kdR6YJ 4aEc4tVkWVfsHyaPzuR+0Ss+Hj+sse179QORD5p1DgL1p0TIefAlq2nrI+h5sv2ajqEWg1hp jOs0ZzrP7PH5Z4b2gL4e3ssxdmlQKum0hGDwUgzEINMDwCYZgxvaW2t7AIGtkx+12LI1CKDz 90wvUmu/BOd0BSiVHIXFBUjoCoHH0JZzK8+opHxZUaIS+19e/VoiNZeuRNOWcysPEGmHKCS2 nF8RqVj+GT1bzq08WqSp8hUhibYlUqrKvJoGMUJl7tpybuXZlVS9QZavCvKQQlVvnfli25bs 73yah4vU+R9wkTrT4yJ1psdF6kyPi9SZnPP8B7bxpoXItwKPAAAAAElFTkSuQmCC</item> <item item-id="59">iVBORw0KGgoAAAANSUhEUgAAAGMAAAAVCAYAAABSQFBJAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAH+SURBVGhD7ZaLjcMgDIYzVwZiHqbJ MhmGs42dGsc82l7vUMUvITW8/X8GuqWlabRgTKQFYyItGBNpwZhIDONMcd/SttXKnuKZe36j zrhfsYaDK1s6Y9q1P9VBRwrNfqada7OOAJV3488YvhcGxRzAFvogc3pANDwsfYCPZPf64nxY PwTje5VNKgxCD/YILTUBsL77RrBOCCkQEC/Zh2DAJPHZhT8pyTDJ5DdF140xx6vTIo9GT4QI YSBguZbK/Q/C8LJADOGis4jv0nDYRc2YYs6yba+68AFRvBZs66oycWAZIiIw8Ce/N2pcA0Zr sbyZh2G8OQRSjNUB5j7XNAVwbFPwL5j83dERZL1K6U30NAwtjn20r8DAL35zxMfXToa3eW2g ZyaOqd3BNJ8xEMqfnY5ePAOihOh2LmGgJJFw6EtvRibqZxIZ6ARCY1owmo/lh0X71fGCvLqW MIYyYPLgdqMYGFRHJwv+qY7BMKJ2mzXqWHtZRWMsQFarbUBvX1NsiO7WTB5PEEN3GRcGSMBB wTmeg6FoyvrF5j0YDMtmT6BFeD4dPOzhzx/xa/3R94KF8Q6Bg3lr/cjzAoaYrEp1R6avCUTq XSBSio2ZtqYT92T4DeXrN69fLm+SRWUylQEQeu77/FnYB+vLk7H0r1owJtKCMZEWjIm0YEyj lH4ADubV0iackS0AAAAASUVORK5CYII=</item> <item item-id="60">iVBORw0KGgoAAAANSUhEUgAAARkAAAA7CAYAAABPA/6eAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAfjSURBVHhe7Z3Ndes4DIXT0szSPWQx Tei8IlJCFl6ngXTgOrJ9x02kAw1BEiQAk5QdSbSk3O8czpiS+COSuAIoZeZlBACAFYHIAABW BSIDAFgViAwAYFUgMgCA+VyG8eXlJaTTebzGwwREBgAwj+t5PA2XmLmMAwlNykNkAAAzuV4u ynO5nk/Km4HIAACWhUIneDIAgLW4DC+j0BiIDABgQdT+TAAiAwBYiOt4Pg2jlhiIDABgIS7D aTzLHeAIRAYAMBt6o6SipMuQ8hCZZyA/XEofLzlXc9AfMT1O+EbBhMQr0ru9o0HhhVgHdiwb H7htCdrolfcQUg6bIDKdCRNi3EraLDMT8zjxIyiXIDL7orgmGBKaDQvMPUBkOuI/UqoaJRns HJFxRLGC0e+MxrzdhCE7BCLTjehpNJ5K1/MZIvNEvr6+xo+Pj/Hz83N8f3/3+T7EsOlmbSwR Qj8fiEwvogCcij7xQiSREbG+UhyzB8CLWsT+/nKbd7AXFhJ7XDJc4t+Vtu0+lE8zPbcFIUGh PjHf398+301o/PjchtHDmuulExCZXkQj6yEyabGqhRuMP7cfxYCFxnpBMk+/xVM2eFzRM/PX 5N/ltqUYUXn9ty1b4PX11Xswkj9//vjUhzgfQpgvw3ZEeA4QmV7MFRkrAiWKQiGN3ixaKyQ3 ZfU57RU5JsvHtuVvwue3ZUA0NyWRoeO9CN6i8BLteK+IfUMUmtYPh58CkelGfNr/ZMaiQOXJ j0TDTnUWDT3k9QJmQp+88DXKyrzvR6m9ZnnjRdH9PNOT4XtJne0oMoW2M3k+ruchi/LKkMDw 3LDYSO+02NUHgMh0pPmq0tF8k2CNuETL0KNQ6fLiSdUqK5H1yGumyguh3NJeDEP9em64FAgP g9N46rbhK9aApbYGHgQi05W8KWonTj5Nitwz4U1D57azgeu9EeHVOMJij2VdPWfRbuqrrL/Z NtW9PWGR0L3SGyWm+8YvY8dxbVrtLdQXiMwTYAOWqTSR7LpOXRfI7q33li5hgaS8144scj6Z kEW2dxqGWN6JQ1xsqZzvhGxPplLb5WutoKXEN5kWOZdnodL3IcW5WtcEdC1v/lIqvcLWdVNf ZD8ob+aAusUe3APhYXXDN42HbJfnVp5vjxf35XYd5rnyw3YjMvVxbwGR2Sje4MXCZAG402Y2 hluc0hUi/AJ2RuD/LQzFG6XLn2vhFS30kmHx70Jdd9gCtWPDJQXVLeYjf9MUDM8aopynRd4S qXAz31NYF67+ajga+pMFIeTT2pLj50qxSObx5HONcZ8AIrNFrLEQD0zq1vBPTPMkp2P2SZg9 qXjvpXtWxpTTZF0T0LWTIkP1FSZA31804nSdM9ylJq00HvJYdbyMyLXK1M7dOe4lIDIbJLix jYWxO6LhVRYnu+15MU+IjBEsSbWuCahMU2SI2B9/D7JT/nhsx7UZwpWQX/QtUXENBO/Dj2fh fHEttcrIvPw9Me4tIDJbpGQcxQV2APy9CiOQ9166Z3u9pFXXBG9vb+Pfv39jbgJfr+6X95zc AQ6NQv687J8FFNdAEAx/rDpeD5SRefm7Ne4TQGQ2SVgEalKLC2z/hCdtFgKVL96z2VMgnAHQ U7lZ11xcX4pv2JhozOlY0bhnEsdDelFezHgsWuMl1pIfl1oZmVfn6uM+BURms7DQ3Ca9iPaO vs/8Vksnfc9mbNLJel2zx4wNnNNNhdS2fNLb/ALEPpxOJJ6xH8no9b3r7plwlctEIUzJjVd5 zbFQ18a9TRQZU9im2TMEAJiN9Tp2gvJkgnup1TccI7FZWJUBAI9xVJHxsFsl4zEAQD9MuLYn oblPZBzhu4OFNtE2ze1GGQDg59wtMhw2eQVNbhvv5YQyObSKScqt3WTyCYYMwNG5W2RYJNTO trzWC4/wdPz1eleaNce3s5PQK3hwjbS3ABmAzsz0ZMI5SzbMKDJWgHxetyON+Wh2y/eFhPTb kl///p+RlsioPZmKyCghUp5M2OdQHyoJT4bq5nO+HWwwA3AY7hMZ3k9hVSmJjL9GlFUiw3lW ONmGDqW2hvSwimmrHQdgI0yKDHsn6nhBZMJ1WVR0noSkIF5ExSsCAByDKDLtL3713yfoa7M4 6OP6k+5y/f/+9485psOrdFyGT0mUuE4WL1NGqZY+1/57C7zCBmBJlCezHs5wm//RIilWwciz EESjJ6GphlzhmlSHCtXonAjb4DkB0JUuIuNDJ7OZS8e8kFijt3s7hLymJBJUprZZrIQpp7Y3 AwBYin6ejAhXlJEb0Qh7OTZUCaFRUZQcJRFLtAQIHIBa+A62QieRaVD0ZOxiCQvJH6t5MrU9 lNY5sHPo4ZXnNjygIDRbY3sik7wes3jYGymJTBQhtdnrrgv/H+FYn/RmnPAgXDoAl3Pea/PE uYbKbIrnikz0WlJKi8OEV0kgWq6xPqdDJHMOi/Cw+O+aML+b4vmeDACLER5OkxpjH24+IaRe C4gMOA4USk9u8ov9PUfzpQFYBIgMOAyXQXwPVcPv6dnvpuDFrAlEBhwC8kiKYVJ8UWD3+9LG P4VO8GRWBSID9o99W+iExX5grlB7MvBi1gYiA/bNw5u4tCcDYekJRAbsFv747iY1Xy+Zzxli wndT6wGRAb+Ma/2PdWMWLAtEBvwqSq+s6Rg8mfWAyIBfhvmaHKHS6kBkAACrApEBAKzIOP4P +xDcvLg6M1cAAAAASUVORK5CYII=</item> <item item-id="61">iVBORw0KGgoAAAANSUhEUgAAANwAAAA9CAYAAADGQgemAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAZHSURBVHhe7Zztsas4DIbT0u5Putgm qIdqaCbFsJYtgSXENzgceJ8ZZi6E2GDrsYzDuZ8OAFAMCAdAQSAcAAWBcAAUBMKBd9HW3efz SVvVdF8+XAoIB97Dt+mquuWdtqtJun6/DBAOvIZv26qM9m2q4lkOwoH3QtNLZDgAytDWn66w bxAOvBT1PFcOCAdeyLdrqrorrxuEAy+krauuKf17AAPhwKuglUk1k2zros9xEA78IdJvZ3sF oUWS/kfvfis7tYRw4I9Az11Jkh+sdZwGhANF8LLLZnFoZRHCAbBAEKVRklC22rFwAeEAWMH3 q1+fInH2vFJlhFNZcziosmjafvMTgAeEA8WhlcJqz7r8SDibJfWiyi/elVwCwoHC7JxOEr1w E6uV8fOs7Lh/n+xGQDhQFpJgb9Zh4WSqOBIuyvwZsidNL5HhwJvZPZ0k+gyXyvnk2UxQz3D3 ym4EhAMFOTCdJDLhiLRokktFU837SZYD4UA5TptOJmlTlsuzGf8Vt9l2Z9QLYOH8C+238WQZ LKCDQbZ1o/vw3YnR2n020X14TZfx2x4T0uT37NVPn18b/OH69A9+VOnFCyfGndGNm8/5aCQ1 mL64xc4HDhMD2OLoLt+ba2s+R5VFIgzfkT47V7rsnrz7iM9Ocg3p3NLjdLxvc23XSy7wYDRx 33QddHxRuIg8iC4GDIi0NLkxhDac73gO6IUobes6jOImsNrGZE7u/Asi3gtqqU9V52bhqxmC XrZy08lQd+ibOtY/nslsEy6QHlAPPPC+nKW/wRovADiEIKZO84NeE8tzhSOxnXpWPl+5dcdp m7k/79ijIeGoXWQmoNt4s3DpMx7F+AFWfoCU78g5/ZZ3uGRJtS0E2GMI7TQbzKkdq6bh9vTa JpzD7ekGvcLJOAqqLyt/pWyEW3fsW+d6w31MX8PTEOHon8mPPP6p3Wh3tXAiTFXlUplOy0e0 eL7s68ZfDpjfot7R87atURTaYnZq07dtw+0pU6OhfWkqKf9ebL9VArF0G2QjINwUmXC0F10a prS0v0k4KSA2IBs81ZhDwLJwVsa4r+vJg/xpnbT4J/1ewLKE0t754psb9Bnr/wuBIMUG2Qi3 bu/6F2LEQ/r/jtsyWjhCYpraYLNw6cu5QOPGVFLGTpCOTyN2P8rTZ1mnUdnyWaxnYxDcmxVB 7QUsfY/bMh+M7Ob1gT3mc2KGi/FgJPeOPQWOfz3TGQsXj/FMhRa66PR1wvFo21fgCWeDRgkn +xIoeR33m3rMBXjctlxsuO/llTKnDWYC1g16wtYVyrA/SyVYNt6Lda2Uzq87BVZ+/ZPX+Fg8 4QIiJ/fvonDpGH3BdJAJkHTeECB633RwjlPWk1g7vbNtH6WfaJR4rg1mNaDJ5rX5RF+slG5y BkL198fvN4heT7jnqfbjvsmESw007rC06RFanzs0qj5ehYf8wWy//H//+8cck+CUVMxbfiO9 oFKmBI/5jupt/dlyxjmLcI1uJ/D1mM9UZp2JVitckjX77ooytmP7cDyQ5NdxatU3x7a/d+90 Dh1f8zR4AiHApl65GWW4FIyDFFlwqlE8H6XTOX0Z8bxc3iw4Hp5Rwb0pIpwdkQk6FqWyAkRZ zJQnP8cTRk1nDErSYSuX5UBZzOC7m7PK0ZTLcJSlvIA3AqX0bJ8x0nTGFTTgCd0zJyN4HCl+ jotyVjmWQsLN4GY4e6NJuHhsKsONJGXmPgPPIsRGHR5dDmems8pxuJ9wfTYcJFEZzBOOhVSL BLHR6BtcXp7lgoSYUj6N0M9xWf7oVPCscnx+Kxxns37r744lkeO9LHqlzJVONjWNNJ+d3Yrg 5ww/vxwT5axypvh9hgPgKGHgHsQ4IMpZ5cwA4cCfZ+rNoK2PDWeVMweEAw/jrMyEDAfACiAc AAWBcAAABsIBUBAIB0BBIBy4F/FlCPrxOT1DxaX5+CBl948h70qmrdyrfxAO3Ad+bS9JwG98 9G8j5fvyNshOqJ7sTaRvI/950/VAOHAv7Luy7v4JwpHEZy9BrgDCgXuxSriNy/WeYHLMHr8Y CAfuxRXCzcFT1lLOQThwL0oIF8rI/8cPeoey1J9rQThwI8yfXzVJLn//wHMcSyvlYkoJwEOB cAAUBMIBUBAIB0BBIBwAxei6/wGkn1gsXEn/pAAAAABJRU5ErkJggg==</item> <item item-id="62">iVBORw0KGgoAAAANSUhEUgAAAOgAAAAzCAYAAACdUESUAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAYoSURBVHhe7Z3BcaswEIZdFz2kDSZF 5PAKyIFzGkgHbiHXXDM5pYN0wNNKWrQrFmGCbAP+vxklSEggrfRrF5yJTz0AYLNAoABsGAgU gA0DgQKwYSBQADbMTgX63XfNqT+dUmrP8RRxbtO5pnO198K5b8WYRkkNkgj1R8XgMOzag55b WrhN31kKJJHuSpyJ765x42qd/BKhjMYryyHQo7PvEPe765uJBUoLeq8L1xKohyODu208IXLB hnA7dv4MGkPd0YJ15e0+vScxKVBHMWq4OvDYks/Pz/7t7a1/f3/vX19ffb42+39J5L1KtmCd Z23vs4KrUBIoh7pBJFowfG5IfGKwkXh29+fyPCPKXWq8LfPnY+6fVZeKObrhdvZ49gqJkcbL /P7++nxtke5foLxAxAI7t/teDCWBcpjbdG4T8gs/CtQLQmxULMpzEArVGzYyDpVVntuSPcV1 5GPE6JFioq6zf7g+pWMJk3l6evKeU/L8/OxTTQ4gUFoXckG7HVt5g+sSQs6Uwq3XhYIXe9CR YAKpT1E8eT0zL8Wqx0TJe8a83ZK6nnV2Wc717kfjtARK5TU5hEB5ImhhfHdt2tGvDAmBQzoW RQrpLlwYcSHLCKAkUPUMmolAiVd6xVwspTy1m3oJlbdbUjfO0cV2qUIlgcaxyDmicUCgCwiL s+mbm70cKkz+aHEuY1Kg7LH4wrmwZJs1Ap3YHEbtltQlrLKdMiVQhLhT3HryS/db2RdLoOwd Vbm4D29QHD2ofN6fYj4+00vP6IRoh61L6jqssp1Cc0Fvbhm8JLqAyZdDw8KIC8ody8WcznMY xteR9V2KCzGJhRNdS3jUqYUc63NYPCaFgVbS7WTddP+hrrMF9YHznNou9M3Os02yfgwDkeNg G1l1dVlqbsxDMpLDtnfw1KEsXD7LO/Sc6L6FOnw8cW9xzfF1xtB5flFEyfqYZdyn3H7STtH2 3I849kMJ1EQZPokyPMs5I6nzckKCMZMoonF50SgRJkP7vDpH7dJ99bkHI45dL0a2zRJ7Z3k6 5no+26nFL98L2Pdm8dIxtXfCEtezoGvlIa7C7JM/8uNK85/nqWtpHR5foEQ+uUQ+wfl5P4FS sI5Sm6lzagNIadqLHhjTZlIw6+ytvbFjtn28tzwmfD7rSwbN4axArT459AYQN6KhntssRJvH FSgZwpV5oRjnQ3iST1KhjczLY1p4M7vxw1Cw2Sp7i7zfALlQ1im2z7z3BXM2K1DC6hPhy9PG FDx8yOefQjy8QM3JI6Lnu7iNzMtjyzM8KiWbrbG3RF5H1plrH9uFND9fLy8v/dfXV8zNYIzN P2K5Ag5nQ74b/YnqQwlU7mLeILxLmpMdQw8xWSo0KU24OhevI3dkN2EIcfP8jL2jWNluweMm e3fcyEFzO/K6xXvTtStvolN9YqJoldeW/Ys8lECbJkyqT9nEc7k2EC+arI3abV1yu6C8Rkr8 XKPvocKdh0HawNnF+hPEKXtH/KYaz6W31E5YcX6Hdt6+mc2HZN3brrtqEzX7JKF7yk0hzwei QDPDyJQZaZeo3RKAHLf+pbsj/Jqp7FX/gPKgOqRwsKfYu0ghUFBgtO4dVLbKg1aiLFBHCCvu v5P8mSzUgEjBmHEEuQVxEjMC5Y6vEWiNawDwmBQF6vPmbqJ3nK3sNgAcjbFAo+h8Mp89SZz8 1o2yy57v5Js4MyEGBWBg0oMGsRphaf4RQ0y39KLW/ZGQjpb8Wvc/IzrEjWFs7tFIoKZnBQDU pvgMaoav3oP+/YUPQlwALsd4BtXiC2VSpNGzSiE70eJFEQD1iQLVb2VNQfpyfjmU/WlU0etx e3zMAsBSlAcFAGyLQaCnf1qra/MAgPV4VZG4pMBq5AEA6/FKYkHV/g0AWMdJiomOa+YBAOtQ AiVq58E+oX/pkf8bScpTObgdUBMwoY/P8n+KRXkqB7cD1gYmEOg2gLWBCQS6DWBtYAKBbgNY G5jMCfTj48P/BtcFAgUmJERK9K1dBP2mLwvistpfswdsIFBgQkIkQfJ3XtLxz8+P/xYv6+vf wXWAQIEJCRQivD8QKDCBQLcBBApMINBtAIECE/qTPnrmBPcFAgVgs/T9f8HuUuIs6Vx/AAAA AElFTkSuQmCC</item> <item item-id="63">iVBORw0KGgoAAAANSUhEUgAAAKEAAAA1CAYAAAAppovjAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQGSURBVHhe7ZvrtawgDEaty4Ksx2qm mSnGS3goCRHQwcuS8+21+KHoqGET8DHTBkBnICHoDiQE3YGEoDuQEHQHEv5pPtsyTdvy8Yud gIR/lu+2ztM2QUJwm++6zUYgkmiaFpPTbuB/AxKCG9AwOm/r1y1913mb5tXktotAQnCbzyKk uzm3ExJ+lpBZTTlWHuv2cjPzngAJX0ia+dz8bg6psZZEwiO7OrjctzNuAUj4RpJh9FcJTzKp rY/EtMttsyABCV+KzUpGnLgkEpXwEp7vL+ROpgFtgIQD0OLGxEkth2MDmxO2z4IEJHw7kUiX Efu6G5NYNBqmnxEvBhK+GZ+lLs8FCTYUuwzIh3iSz80Vj3Wu3DpeBi/h8fQ8KQ/MAe7BA1LV 88WcZ3/sECjVe47GaZ0VfNxPYhxLwU5tP29l+GyKOb9Vi1nbOLBMmMwtwnygu4jUWMeFh8Yp ich7drp9qf4Q/4khKepUWnxt7MNx3bal621N4oOB1j2UCR3aQdN5Qgc+q+jxPoNkW8U03K/1 JMjDLa/FPFwfO/RDd6Z5fJxDZzGltYBEQcJwEp0lVLCdIydIdFenblaor+98JKuyHQ1bFdKo EtohTwy12rpByEpol1X7eQ95onfkUTIFI+3BXNhSvcuC87oeQ2ZWSCFipYCEKiEbigPunM6v +b2kEu5BN0UNJDVg1CNtD80Hh72T1MrVyF5oZHe+7jj6YZR6nyXpGG5V2KZCxEvnRpcCCU8z oRNSCXo0jMXlf2bD9B1nmdLwzeo1Cfx15yUwolwQkKiWsKKzS2Qb/e9SS2Y49r1fXjUF6GKg W0LneKUhdui8czvG9ZoEJJgJ7PlPNMyEVjjMCR1a71MbKE+z4dgcm2Vcc37yMdYpZt/sYVi9 IlxWAi+gX7LbVoqoSmiWKAHEx9e3GwNlTsgFc+vigPgMGQdEyvEEVn4hb21nKEmh1MtYnA/n QsBApYj2d7Xt6Hr39aUs/G68hMfkPJREOrs+ZAIXlH37h6MTOkJS9uOKjmGzVrSdbORSvYdl 8ObXKGKoZNn4ukcVkKifPQLwEJAQNCSdy9YACUEz0vuHOiAhaIOZZy/rB5kQ9MIMwwvd3GE4 Bp043mBBQtAD9pAfEoIOnL0Nu/LyAhKChiATgu5AQtAdSAheCiQE3YGEoDuQcHTsd5j0MNnN 1+wjFDtpk8tl+Cd1ld9yVgAJR4Z9N+nfauwfB8fL6beMCeIj3e8a/gT2O5BwdLyIe7JTlysl JHmv3vpWAAlHp0pC5bGKJl1YJ9f/CCQcnbsS5vBDeisPIeHotJLQbBf/s5HeGbf6cxskHBr+ Z6rF3EyQcPpyYV7oZQ37YjgGQwEJQXcgIegOJATdgYSgM9v2D0Aaw8NRIOJeAAAAAElFTkSu QmCC</item> <item item-id="64">iVBORw0KGgoAAAANSUhEUgAAAOYAAAA2CAYAAADTVOWUAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAdPSURBVHhe7ZzRdaM6EIZTl3vYNjgp YkvIg5/TQDpwHXndkybSAVcjjWA0jCRsAxK+/3eOdi1AQpj5GIHtvI0AgO6AmAB0CMQEoEMg JgAdAjEb8vb2hoJiF44R0AA6AQBYIDIaAjFBDkRGQyAmyIHIaEj/Yt7Gge53uAw3XmzyM14v 4h5pUS7j9Yc3BVUgZiMoWPuGRBucmly7XvyYy3I6boMp4c91gJh3ADEb0b2Yt6sSiTNizcyM mOA+IGYj+s+YS27DI2I6oa+1NAs0ELMR5xMzZMz7p7LuPnXRSN2PXq5uCfNzHS9u2XCL97dx Oq3aJH2m6y61dO3HKPryZZ629wDEbAQFw6kgYaRAOaygNySa5WGpqO+krRQlbDN1k8hP68SF YBKb6wuC8HG9v3dec1wHAzEbQcF3Jm7DyvvGWsb061V2kjJZYlGbnDyJzHPJZk3fvxa5r2xJ QMxGUPCcBcoqZgZiiZKMuBDTZTRxjxme7moRQhbzMhliFrNaSVpiMUaVsWvtGwExG3EaMV3g JtnHBXrxWc5CTIVfr6eaYnppiBnaZLJaaV0OHkMo/WVLAmI24hRiJgG8MpB9m9K0l+8pRT9J RrTEdFv6B0Fyodtu8Dvh/mTWc2PITmV9X33KKIGYjehdzDDljDKKkhojiMI9sO0kFQvIxZQz lmT6qdZl90uobbnkRW4DR8fyTU2OTV45O5yPnw16H0ErXKzrubjP0n1l0SRC/AfIuWkIyQkp NwFitsN6kETLOs2YjDm/D9DgizMEsBqI2ZLl7LA3KQkVITzoRWZ0y4dXz5bxhO0/pYGYoMYy QqynatMTMLAFEBPUMCKEM4eYt96G/h8vb0243y6UJ+b11B6AEmaEhEflUcab8SXkIwmPt58b whZ9bEdOzER8lP9t8bHg/10QApluitv/wPVZqUJ7OuDexQQgko2QkDUv48V86BOmu70EepXC 0+YcmMqCluQjpBjMfU0Nqzwg5p5ATFCjGCH2Q595ahhK3CZ+3BDK9NnQJEVs57afnvyKNt4a XSfkRSC+trajXamvkcV1q8SMfe77oIvGBUCNx6JkEegU1OIjlrjeiT2LwgHP68IybjN95U/W 6fV8EZjFtraL/fJrYrGuJuYx0PgBqLGNmJNYafFZ05JCLzPrhlSl7QTz/SHEBOdkOzFz36O1 pDAFy9RzrwlVj1NZX3+FjKkveP49drOTp7+FJW8PjuDo/Z2fDTNm5t7MkqIiWFLPvSZkXY/h 5GKaPyjg43juPljeHvCi3YGY97KNmP4eM17RGSfGc1NZrudeE6IeP96JgZzUdbuGrBEzyfwL KMiffEDV0fsBbB4TM4roTu589Z6vxL74s54uC4Ggll1DkOTqdnHC3eR2JGDa72VwFwZRn7ej MbSDxlGGjyN3a+D4ce8RxGzH9/f3+Pn5OX59fY0fHx++vjUPigkepSomS7PrT5EmMcUFNrFU XnjFRULc84brrqo70o+s0ou2vDBn9y36XPbTHpKQxhT5/f319a3lhJgHI0+qCQfmEWJOMwi/ zzibCMLM+2eBopw628o6vRaZPmT2eSZT/cgrEZjaO8kLM4cW/Pnzx2dKyfv7uy9bAjEPZncx tTgWplxSFJWhtHyLtum6NPs6qu153/I14ev9ZEuCzo0lZvW83gnEPJB1J4+zig7uNbDUVJLm LMPUpylHqIepqJYhjMl8mJep+3FY+yu2V9majqdlxozHMg0WYr4ka09e8W8vOUgeESspOvAt SnKw3Gl7McUstZXIfuQ2tfbi4tLTvWWExoWp7ItBJ3Ud84MRHfAkbXGamxNFUpQj7nuWIr3X E9nTER/2+LauH/kH6Kaxyv6L+6a++5NRQsdKT2IjePjzAqwXMxCDXpYpoAXzVxDL2wV4quyL y8qLj51om/nC4IuaTsr9zR9LOaFYsqmdH4TcnyzWvu1t9UVgKvEgJ7lj+yh3ehzygpbtqwJt Gx8AUbE+Lkn7prHIcVBdnQMaVpwp8HsNMQ+E3vit8ZIIcaI0K+OsM1wA5/7mq/8/XjgcPpBd /Zqb+pIMYnuZmXN9xXoB2o+eyiZQ3+J8zJ85Bznn86LrNIx5/BBzR7SIuv40OsAIGYAnw2ca lZ1pmZ66zxmbj9065uRedS7VvirQtlUxqT/jBKTHx1l02s5lUdEGYu5EDASJrj9LmDLJLOE4 sZhTsPJ7R8Wafvpjk1kuJ6aSXJLtqwK1KYpJRDmpyEH55bwft88w9Q51/Sd8IObO0MmJyNeb YAXUqcUs4I9VXITksefE1BetSKmvCn///h3//fvHtQq+33RcPkO7BXHaGurXxS+GIObO7Cqm O7Xpww7Hi4oZMtwsT1I3j5mzr8yaThTKwMW+nsWNxXwyHWFZp2WGvATE3Jl9xSTkE760vJac 6XHaP1LQx6zem2llvq+n3zO+SCz3GaF9y0yu6wGIeQDxJAGwFkTLAUBMcC+IlgOAmOBeEC0H ATHBPSBaDgJigvWM439g2a/zkbOx3AAAAABJRU5ErkJggg==</item> <item item-id="65">iVBORw0KGgoAAAANSUhEUgAAAJIAAAAtCAYAAABF5zIuAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANGSURBVHhe7ZoLkqwgDEV7XS7I9bga N+NifAkfDRAQx7TjG++psko07Qg5BLprPisABkAkYAJEAiZAJGACRAImQCRgAkQCJkAkYAJE AiZApDcxj+vnM6zTsqzT8KFzOsaZbuTt80Ckt7BM68CiuINlomtOrLwdzk8Ckd5EkGkrOmob IoEjukQS7RNApDcBkYAJEAlcZ15HksRvrkmWyUujt8/vk4JI4utffLC0ctvd0zFMFA1aLNOg j2OFo/h5DGPPh/rAkL9fzE1SkfwLV2xkmSDRMW7SjTT/XcNVgaZMB/EuJ2LcXTt5oKg0TxGp tUbyrGkOCCB8ZUjz3JqAR/H+/iBnduV5rqo9RqTw4uUL0fXx917yv8FNxKyia9cih/FlPliY RKzAw0QiXKktOzeqIwESkmUq0ljeeuKdWHE5o3sVWZ4nUpwFoufzmHf2b5JsarVDtUHwDZEY F8fvUM/DA0UKL7W9NHXsaAC/SiMR3Vg8owNNjFBRukUq4nlic4zvQ02mI5GKSdF59FKJ9C/N a/Eyjfr6fhtXJYgJuEGkZH8T0K5FOuK5Sso9Uf4tLvLIisT4qkQbO3WT7Ze/ryfGimKW61xe 2pRxaSf4KF6bRHytrEqPFak9+FerxM10imQCL1dNETKa8WG/KgVJ4ndqleoumougvsn2nd1n aowJnQ7Xt3K8JTF+juLd3oDLt/iMG728zcjBjedaHP8prqLhurx3p0iEfI/0bypiEPV4Jh3X UpY8H5Vl9Mv076YkRWK4s6ID8T6JuHcwCBfuJZ12YuVtPt8HaRdRi4vPDedMcU9LErDCRqRN hPRwVUlLYn5NbSsStOIE+14HIt2FnUi19VlLoipEpV07Z7J2XCJcGxXpVgwrkrafIrQkHgiR tGvnjGzn7wCRbsVwj0RLiaxKlMhrS1to184Z0fbVaF/mknb+OWDOz0SK4lBy9iqQfXtwWUuv +URm15r/YFU7SJBZxrEw6XMH2uiXz9lFA7b8UCTwF5A/O1S3Jp1ApLfCy73Yiiy0EkAkcJ6w b5Q/6F4BIr2ZKJOBUBAJhJ9Krn2rhUhvharRJMTJ/13lLBDprchlDUsbeAoQCZgAkYAJEAmY AJGAAev6DxyBufLihuGiAAAAAElFTkSuQmCC</item> <item item-id="66">iVBORw0KGgoAAAANSUhEUgAAAGwAAAAiCAYAAAC6NDzRAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAKKSURBVGhD7ZeBccMgDEU9lwdiHi/Q NbxMhqFIICKBbEjruhHh3+kuwQq2/0OCLH7KlCYwY5rAjGkCM6YJzJgSsN27ZfGLGqvfHjHr PC/Euvmc+uF6bGv2xe1pUFXhaZVcXE+jKLyJMP3htxUSOTQtDwS5Lkw/5XcXPCMvouHn0EDk tZ4LnsN4A1jQY/NrmGRlxHRgU1HReGE6AGz6FX7nnHdKgYD6gaUV0gK2b1YB0sq+qDvgAi8M 18YqATDwkFqgfJ5uYDjWbInhJs0V9CES7ZDU0xYJGHyMXY3vZ8fAkC6PeuWpeYMA213xXmWc u34NMPiWPKbOdgxMrbBWS9QrjL986z2HkQYsVcwrwEDkH/yuGxhOVPR4La/cw+BmBBlvrAAd Uj17mNLy0OcCGI4l77d+YET6ecOjvJAZJobRnhbwnuJdQY3mS0WTedqxX1wasCCCG6ILGI4V D6o/AHvQrhYwsMQxvnfx6tsKCtusABYnzauojHy3Rl4o3S8CnIMqk8o7BX+4DJjmp/Zb/Ea8 tbzG99jXRPPUh6vfKC/0EC1YPPcoH3IYsItVVVg05WlqMgmgpdUTg5sWc/IcmMfh13tCy5gR dA+w1slJM1y0lUIC8jN+XmV2dAuwWPJly4ntD01WgOn7ZNIZzMF1Y4UVFZSA4dhRhR3tK2fX ULQvhRgM7K17GDdZVJAGLAEVB42Q57DtsT0wXkGI/H8ffcb7yIlN63pgqZpyZLPYqofIZsuT pwqNQlRLcS3/EMbZgaT6blt/U2H/KVgwAmxcKKMU2XDA6sNKBDbKCXICM6bZEo1pPGB44uRH /nnoeHvNY705sb8Qoj3a16DAxtUEZkwTmDFNYMY0gZmS99+Z7dX3x0RsigAAAABJRU5ErkJg gg==</item> <item item-id="67">iVBORw0KGgoAAAANSUhEUgAAAG8AAAAbCAYAAABydtG3AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAJnSURBVGhD7ZcLkoMgDIY9lwfiPJzG y3gYlrwwYKh0bWux/DPMLEhYzJeHncJQtxrwOtaA17EGvI414HWsAe9CrX4O0zThcAsvPtLi 0n4cvDz0aSEIF4jZElwrQN47+7UF3hr83HqwpbP2d5ThE4A5+/jkSGTbCO+ZqLB01v4bRA7b MuWkVh/maQ7R/5usNVMVeLoG00XJ8flauS8OIYMXAFClnYwXvXzvykqmqDXILXjgeJW2q/d0 eAKCyzxXEYIXiXOvm6m6WGl/Ay1OB6Qxjl72LfCsf/zA+dtLMExr7w3hnZYFr9lPtZ4nAGHI KcahUjZxTTJvwGsX+qTob+Ua+22fxTV4IgTCDi+dX0bND8I7XTYZgN6GCfHE1ybYZmXTq8Pg gkC3dD5l3RYh2fxH4L1EEPQJ1nG/o4CBpIG9lDz7nicjnUSkaV2Mt32zc7kdj+0ipX25xkGC kpdQz/NIsO1SgMjd+P9wBcnHHD/M5G+5T2G3k/zf2vP/SX+1HwW3tdcum28VOGJf2/OfF/xc l+SaXQweeancuRIINMvLEsHQDlucOrsTfR6emQ12iaa5BtloB9K2aa7glmWrqd98l66BV3OU CY/nz9ihKLtSad3Zq+yLz3LbPnRR5lV6xxG8VjsR2kiW7m2plEZwcZjnfrku6nnRmToLopPr ZVPmT9ihoOcdQeE+u6Pehy6AB9IfJ+I8vRZ71UJA0hyJHdlpgMVeHqmMslbvuvtQEV0E7xOK map/uIIwQ3U2RsC1PtqBbgsv/2lAgjWdeTDvtGKi7p150CONkolgYa1nclE3hnd/DXjdKoQ/ W+NZhxPNfAMAAAAASUVORK5CYII=</item> <item item-id="68">iVBORw0KGgoAAAANSUhEUgAAAPQAAAAiCAYAAABoSPTMAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQjSURBVHhe7ZkxbuswDIZ7Lt+h1zB6 iB6hQ+YCb+7w9mydu3YtMnXslhv4iRJpUxKtpK8NIjP/BwiILdkJf/KXZOduAgC4AYYGwBEw NACOgKEBcAQMDYAjThr67u5uenl54aOS/TSGfhpTt2HaHXhYc1xow26ah4KLsR9z3cd9PBtz kz57x3+9Ng1NRpYgjscjn6057IYiyMO0G+g6LZI1jqCxY5AQXBIy88DJEGOP+6Vwb8PQCc/1 umpoMvDj4+P0/v4eE/709MQ9NWbgh900hOukiAhbIHB5Gqsw5+m2DR1wUq+rhqbV+ePjI35+ eHiIpv76+orHJXbgqYhOCbTf9SyYzNwb30G0TAtDMx7qdcXQZFwysUDGJkPTim1hBR7PndzC BBErYW+c2WAymRRbwblftssy2ejxobGuKQ/qfLyXWrErQ+f30QXuBc/1ahqattflakxmpgTL qq2pi4ZavaqZ4zZk6PKlUtV+usztR3W/pbjS9wY9s36tbzLhYj42pWibmVYmAsvQdJ01efCx EzzXa2Xoz89P83mZDE4B6ZVbqGeyRYz2Fsae8bRxPBXTWROCZSJ9zuqPRi8KsnXNWl82YSxN 57CX3PxkcvVcr5WhybBrz8rPz8/xR7+9vfGZhCVQOMtbt6XQrHHlMwmJI6JGoQwBXWMZlgpJ is3oT8VYrjCNa1qGbujtJTee6zUzNG2n1/9zTm++ZSbS2AJxgGrruDYujJx2cVAqwryY+yHF 02i/8cMbhq4MKPDKevY1LUMbW89E37n5Dp7rNXPm/f19/JuKjL3W5Fn69fWVr7IDj+fCOF3k tkBpZqyK61ZhDbRu2cxvanRidSmv0cdZH99H5yiYfG1nsFU81+tsaNpGx4C+0Y7Hv3GGsvpi myNNM5k5JrZx+iOCzk1mSilWblrgWVC5vxR0cU2meN4n2yUbGbu2al0AjmkYlB5zzLmOeSGt 6FQ+F4/jSi5E7yJX4UvmYp9bD7n5H07U4ebr1XiGvirVjJeCWYLg4EikrFC14dKYJTc0Tost n+mw/L4O6PE3EchNTYea9G3oGJwOPqDHWAHSNXpW1GSiLu33V4IfcEbSrgJyU9OhJl0bOm31 CoHCEW1XYlCGQPZzD9MSrwc4Hklclvhrc+u5sehQkw2s0LkAIlA8ZwiUrilFZVp9oA1yU3N1 TXhLH+4pxt/EM7QOKpvRLIFYwOzFQhg3xm2KeqZJPVG0rrd1vYDc1FxZE/r3Qz7H7wn36MfQ cTYiMbjNAYpI3ObgWAhupkjStCBlX34hsEBuaq6uCZ1XL8z4uK8VGgBwHjShZMbniYSPAAAb on6ZBkMDsFlgaAA8gS03AI6Ib8z1X1p4KQbApun7bysAwDdRf5Hx9huGBsARMDQAjoChAXAE DA2AI2BoANwwTf8Aba8yznXX/JcAAAAASUVORK5CYII=</item> <item item-id="69">iVBORw0KGgoAAAANSUhEUgAAAIsAAAAbCAYAAABMf3y8AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAM+SURBVGhD7Zg9kuowDMc5V+7ANTIc giNskZqZV1O8no6alpahoqTjBn6WLBnZkR3zMW+zi/4zmllsxbGln2VnF85kapTBYmqWwWJq lsFiapbBYmrWJCyLxcJtt1v6lWvnet8PPmPr3HAmt6qft25w0fWDdR66GJN+R401nQfXyTgm D2UxHw2Y9TfkoAoLQMKD3W43ah0LF5m87OyGDp6TwGh+IPDt/dQ/XLvex4vjEBI5BYyEC0z3 51zo/TDG1HtYRVgAjvV67Y7HI77o6+uLesZSISDqO0GLDouJE5okDeCpxsoD1ZRlP3bfu17Z vKC3wAJV5XQ64d+r1QqBuV6v+DuXDkHYHVOw7AaDJ2ysLJFamxRWolpFYQEsEGM+dtIq/jIs AAUAwgJoYFJQaTRpEGDb5DHkF1DdPR+i5Ahi1Y6i+9ESrZhxhgX+pDuO8H0ZFjhy8ioCoMCk uNpIBTCyyY8WX/CbOSy7Pptvbq2RrulhWKTu4Oi+Ahb4RTngiv8SLJfLRb2fADzwEllxWDgB tbJMHUN6ZZEJekcuvlNNsGmwUBVoXT++R3VOYQHxnMD9JVgAhtLdZLPZ4EsOhwO1BGmw4CSR +HsQNL/8zgILYcBwUQpMv07P3FlyAXCNsMjcDM/CAkdM+X8q4QuJd4SUDgsTfF9wyc97+klD a2vp/X/iXVi0t0w2JE8OVY5VQR4WfSoaLF58f/H2FCzL5RI/lQGakvHdZb/f01P6wrAtC6Ye ABGoB0vvrxJUhhibBzcNxK0Iln7Uo/D4ewIWOFowuQ/Y7faXPscKFmcRFq/6oPXuD8MVjSsS l0wyufAIF4/PR172TBKNtE/eqb5bcYN5SxNIc+a1i6qAVoBBjjceMwh8HoZlFhpVlhCke0JF 0GhXBJOXw+ATx0A/CZ64B3xyJXtC84YFE135StCSnZTzTAlgd5tTdZmzZg1LKKMZLHSkYYIV WPR7EakGkmlSP6CyZJWDYMG2UmUZAUaq9Zkm9SPuLDLBSeXQYCGYkkut9+vxqBF3ntCDANkx 1Kb5wEJVJFpMNgNDFhOdfmGpwLAlR0/Wlz5oqmhelcU0axkspmYZLKZmGSymZhkspkY59w8l 4JjA3055cgAAAABJRU5ErkJggg==</item> <item item-id="70">iVBORw0KGgoAAAANSUhEUgAAATMAAAA5CAYAAABatMyMAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAkoSURBVHhe7Z0xcts6EIZ9Lt0h19D4 ED6CC9WZSZ3i9epSp03rcZUynW+gh11gwcVyAZI2SYH2/83gxSBAgSTAjwtQz364AQDAJwAy A6BjHh5wi1pq1wRXCoCOgczGQGYAHBDIbAxkBsABgczGQGYAHJA5MqM6P3/+TDnL9XYO5VRn nE63y2uq1qwX0ulyy1XvDB2PB2QGQMfUblyBJCbCeXt7S1vHvF5ORkivt8uJ9tNC8+oRVPcc dNcHkBkAB6QlM5LX09PT7c+fP1zv+fk5lYxxJfV6uZ3CfidlM19mfQGZAXBAWjKjqOzl5YV/ fnx85Lr//v3jvMWXVJxaTsnseulLbpAZAAekduOStEhgAkmN6lKk5uFJirdNTjOD8DqL1CAz AA5I7calKaWNwkhkVF+iNU0Ul1rQ5zReB3PrQWYAgI/i3bh///5118dIblRfR2xCPTKbmmb6 kdn1PMjuvPObAe+aEJAZAB3j3bgkq9ra2Pfv33mf379/py0RT2Zha3qjOURoXj27ZkYiEwGy 1BzZbQlkBsABsTcuTSHr3ymLbzhpH7ufLzOJsIZ1s1q9UPN24UrxpcHe0ZgGMgPggNgb99u3 b/xVDJJaLcna2a9fv9JevqR4W6j3oMzkyyxGcFwtfZ0DMgMALELfuDR1ZPksSG9v/7W/2Z+t NPF/AISp6A+RX04S0cl0NSUtwyw/+XyZ0pp9CjuWZXpNj6BtHpAZAB1Tu3Hvxigyi+IZhJNE REK7nrOQyjensc7gUaqnxai+LuJEgpAZAAeke5mxiMxXPHQdR0a8j7suFygEOCQdnVHeAzID oGNqN+7dMHKK6272+2pxSskCcmRWf8kQaIkuAZkBcEB6l5lEUkXklWTG22qR2UiAiVZZAjID 4IB0L7O0/qUFVERensyS7IpF/1DvzFNJteYWS1hwmGYCcHC6klmKwnLKMhKhpZRFVL4hdYUm qZhamrJyR97mMeNKqZCxydx64LOTv79USfEpu/Z4KW+o1ucWxzexPrOcdc+LjhGU1K7JSjIb BhJkBkgWeRzwNEO9as9Tho0efhI9VCW19ViFzLbmAzKbiTs3Bl+R18sl3NIJKzOSyWXDQRJk dj57i9IJkl0o30SkGwCZjYHMukSihPbbm0MzktnGkMyu6bo60dn1TMeyUVS4AZDZmFkyK9c6 5AbTHS8/D6F6XpwzMtO/IsQu4IGNyH2g+kdEItMvLq/lqa7t21ZfO+1YqjJT42pJ24xu1/zv Liyz+O/omOhYWHBjmY3W+aQwn2vcJ98X6voNicpm3i9gdQaZ5Y6WLE0VpAN1Z1JKg0QPmNzp vHso8gYwaFE8ALzUuhGKm2u49vEz0w1o+ijnQ1/Tv8W++fNMX19mtKPhNoZ6ETWulrTNn0Fi UJ9nzynUjT+nNtQ1G9byRDK8eXyM7rnqcyv3ZxEqSfJ5Td0vYHVKmdGFV53P6MFiB44eBLnM DJTOGD2BTdp0cXprbP8Qk/03oyznbV/HIsbbRuj9NLq+3dfNayHU+i2Wy36xr6Vt6lMRUr1/ hwfK1Lmqc+K888Cw+9r9DPackOYnvn78XyFdfK4wjIiJzinL5MNznc4Yns6cCcesBle4ET6d zNK58HnN6D+3zOZtGaPa0XBd5wZufV4rTzKrvqkMKJnJMfFYzn07bB/qURPxIZfbaMmMo8NS oPmYlpwXWJVSZgJ3ptMhrc5RP5dPxL6465u2CT40zSRs/zDqxp3Zf8ySusxYEAzXXVlm3nRW COX6GGQsnvTU1B6r/UzOt2QWSPdITGrfJecFVqWYZur7mG6s0dO81TmmrLqG0hN8zH1K912k PtDS437IkUy8iSWiKKKRVt/a/GQ7Cq67osxSVFS0FcSioyR1WHnf8kFQysw+fIu8PRaG9q+M bV2/eR5gbcZrZpL4isdOH55AkkJHX019XRYGgdwoMYWOzx2p3uzIgFFPudisl6e6al8usHna 1GjHwnW9MjXYl7TN6HadaVeB1F1J+uncKQqR9q1gdPR3OgcJSD2VykV5mw/XIvV9qx2iHAP6 WtTG1Yy2+SPM/rY/KKnjoXMehkd5TLFe+XnV65I7yT/+UzhW/7yGa5bz9mKBD+NPM9dGyUl3 ZBG9ZQlx0ZD3BnP+PJ0PP/f+pm1r9mpv7/PqjtDPdjmCr8lKDyXwLvaRGeHdAHqbLZ9blvNJ IraM8LYRej+Nrm/3dfNabCK/IbWjsxWxx7YVe7XTKRzdmUiUtu3Wz8DlvjJLURAPAlcSKd8q s3lbxqh2NFx3DZmlPMnMmW7tQjoOEWh5/iuyVztdY6a0IW0iMnOtKX3N6z2PLmTG22y5zrfK bN6WMaodDdddWWaYaoAViEsjZmymsVau0QJhd5npjuAOy5FMGT3JQi1XXyKUyXYUXHdFmckT W7cVBIfpB1hCHPvOuCTSeMOYGrO7zL7mmzYA5pLGT3XcyBT3ODMA+juf9JfW6Y8XPz8/c34L 7jzN3IC92gFgC2ZEXs3IrTNIXPRQF+Qvrm8hNMgMgJ5Ib8SnZXaMMU5/gZ0iMs3j4yOntdlH ZkkwPO3ashP2ageArZgts2NEZnQunsxo+9rsF5kBAGaQ1sy8F1aJ6pfA740EEyqKgMwA+MK4 X8sQkjCO8jazJrPjTjMBAAuQN5ZGaE7k0zskM3qDKXyOFwAAgEXYrw9RGkVkSXBd/QIHBdWT lwCUvK9mlOdJ02fdBuX1153MuanpOGQGQNc4YhGUnLRYijW1LCEuGvJLfonC0l/goKB97DSz gI5HCWn4fYPxvIdTtnlqv2wbMgPgAAzRi5GHlRWht9VkNlWW80letozwthlmySzU8abOfM5Z dEnquV6I1sw+kBkAR8JGT65Q4rSMp6S2XOdbZTZvyxjVToVJmRHps/m8dAO8fYgS498XifnX EC3aZiEzAI5MQzKuhHS+VWbztoxR7VR4enq6vby8pNwESdT683gqGzbIlDLmL7dLSFahkBkA RyZJRkc0fMPn6VkZPcl0lau/Q2b1dt5J+Fz31/ULSXB5myM8ATID4MgkyfTyCxwWI5KUNLIU yVivE9r8AGQGwJHR0dOW7NXOB4DMADgykFkGMgPgqJgp2mai2audDwKZAQA+BZAZAOATcLv9 D0EvI65w+55SAAAAAElFTkSuQmCC</item> <item item-id="71">iVBORw0KGgoAAAANSUhEUgAAAKwAAAAbCAYAAADh/mQVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANzSURBVHhe7ZiLkYQwCIaty4Ksx2ps ZovxgLwAMdHzsXrHN5OZTSAPw5+I282O8yJcsM6rcME6r8IF67wKF6zzKjYIdpqHrpuHKVZX 2ernXMNnHvtu7voRfi2ZBrBBfLD0o+Uh4f6dCupn7Istl37mw9b6H+EkwcbNavo51xBiROIw BEviyYEJvjXRkj8bx+qfxZiK9l/tf4zzUoLPOPewcBfs96CbTwuW4jKAzBjTACJTbZlw+QhB o38ad5qW/cBe/Bv9D+KC/UOYgrXEWY3VMrXAces3Mk8H9vffgxCszE3SQ/KUIP0uKUC+6tUm 0GuAxmE+zqWsC1bmlzpWC6I9xA1iXr0dDfvG/rbe6hTB4iTiVIwwQBAoDjjAq6DkLnED+GYs BKs2yTERB9sqOw67KdgUQ95uiVhDPriGhpDAz7w9W/1NvbWRgrU2iAtRiTLUtWDDBu3Y51uR p3pZwuY/+xnWsAULpNiKUhMivkHRni6pdV/7YtrQP61p5ybLHJY/WBooC1H9Rgxb2pCd67gN DKpcP9vwfFv8McEKQjpXz0mlXX/1F2CfjPbN/blmNm62/dEVr3MuxMVvZMUWbrFnpgTi1UNr 5uuEYI7ZegvXpwSSto91WLHNuCXNdGBH/wTXWwOREvBY5VOyIkqiYguBqCzyCdCan3mwfsPq TUakD+VWTKIfHwcFZYy7ng5s6A97b+qtwTKHTYWUF05LbssFFjopf26DecMtm9pgk7Kg08YV X3qg6Bumteroy/qGU6Lq2FSZR7MqWHZL7Jmb4PNuC8JxdJzYM7G42muJ6xWCks9giZXmNNuR Df1NvbWxU4KzYQLkmylu4Sw0MpU6vMLLg8W+eTxeh9/jhnk4pmBL8HfNTWNgoNh4+pmcw9wj WMQKHm/T9q22XI9C0TbEakN4Pw73133NOhdvEngp99yy/4PvCjbeZotcGeH1mk3XtY1g83DI 9wzBxjoKdvU16ZzBIwTbFEbNpuvaRrB5OOR7smCf/qH5cm4XLE+u5VetvAXTR9tu0TTnYZDv iYKlHFbNBSL2lOA8bhdsDx8lOb9TIgofR6H0AwQ6+bEiP4R0HcQX/72ozYPIfzF4uhAODrel 0pybhlD92cFxjvPllOAC7prH+QouWOdV3CPYKKL8Kr1KTHfN43yN+25YxzkBF6zzIub5B3rL xgRCeFjzAAAAAElFTkSuQmCC</item> <item item-id="72">iVBORw0KGgoAAAANSUhEUgAAAlIAAAA9CAYAAABm4ofVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABJwSURBVHhe7Z09svM2z4afdXkP2YYn i8gSUrjOzFun+Hp3qdOmzZwqZbrswB8BEhIIghRlS6Llc18znBHFfxAAIdk+58cDAAAAAAA8 BQKpwfz48YPTIvfr43pP1wCAz+Dr9rjevlIGAHBGEEgNpiuQCs72gigKgI/k63bBQxIAJwaB 1GCWA6mvx+1yfcDPAvCpwMYBODMIpAazGEjdr48LXv0D8NnAzgE4LR2B1P1xDQf98qvn3npA 0w6k6En18uj3r9ir1zhCLnEM2fciXW5h1wdCHyOHeWwvA8i2Ldsw95fmV8r3fp3X/qrcqY/f f/895SwtuWv/9eb7cwD0Ma6sd19bAEeyUSBFBz6U4xnEqFzY8a555Y+9ep7ZyR8hF3aoxcEx +COe+3XSx+1l0KOb23BW2d6vax6aLLl8KYiSN1wcUL0QpFAAJXP/77//0t2SUu7ia/J1veX+ HAHrgKzxOHsA+9MRSHWy25PsZyMOysN3OBuAvfI5UC6v7W08oHaZ5yoZ7HH4vb62s8qW5r3N x3vbHdIUOP3yyy+Pv/76i/3Ur7/+mkpKXLmnNet17ebX3hpHryiw+nZy+EwQSFWJij8/QexD K5DiJ8k9BPpxe7URB8rFO0zut16nuuPT7CoZ7BFIvb6208p2q4N1Qz2mt1F///03X//888/s q/7991/OW/wAKcpzKZDq359B0N68ppRhT8wbR+8eOCXZCc4KHpQ+Ju8VpFxLkKEOemO8+vP5 XYKBD0FkVFI6IA326jVc+RUHkJIdJe38p7q6jnWKefv2YRL2a8rbPuNe5teSZO9rYzX0IJHt f0p9akB99gZSMg99bee0cm3THki7WP+0ss0++llLnMvlovWaktXJfihgouBJoICK+qQ3VB6l 3NM9M4f2/rwxvD9Bpn3GkePurehPyoLTMp/g5JSUMn+FJ4R72mhSntlZKeNk5UjXxeH8vAG/ I55DzNKT1iDtC5I83UAKe/Uarvz4QsklHo6z/NNhSe3EoWr5BqKO6MNXydXIPB4w0kdK5jDR B879qpyw6as+1oIecDYfV/S8T51p3J6D/3ndrK4tyCP2QSmfw2lly32rsbrR8g3ZYg3PQR/j 2bdPFETROPKWSuPK3QkMe/bnrRH7XzNnbmNlEfft1X0C48kDKVIOu6vaKK2BasOfyqAcaxBH UmBlrUll2Ksn6ZGf5/h0ub4WivZxb3WSwEwf5JGwF4VjpkM8tquOQ7TGsnU5r/XAHNy2vkGC gWqqNdT9Ls7pybUlzipbt00vuu+lcTr4559/3O9DUWBF69dvqoRS7uleqD8/kHj1vP3Jde2V texGkrMXLBYs+RNwavITfFKMkGR3WwbqlL214r8hIq8CK2uLlrdUcvZjau+UfZu9kvXqhWoZ yH0lo3gA+E+Q9UNclZPjdA4HwTt03O+J8DgLB3JrLFt3aY3uumr0vpEK6H4bcyrK1qwtcVrZ evPpRfe9NE4HFCjVvgv122+/sd38+eef6U7Ek3u4mwLWWRY9+0NBlARf9s3e25Dk/IPeWC7J 2tvbV/YbvBXOCR7g6NkxSmuglbLoRD5LQZ5+El9A2hfoPWiBvXqNmvxc+cdAqag7ocq5fT3I 8A8d4v64TZsRn9TvvEeqLzt2ayxbt1ij59ztumocFEj1ri1xWtkulbfQbV/pJ0Af29X/ZlT8 JR/ZBiVNTe7Rd86yWN4fZUfvSJLvuuAuBpR6TXU5gLMxW0JQDh1VT08ELQNtlEXj6XSy3xjP ITFW1ppQhr16gR75Jcen5ZI5vlRXB9Asx8kxpvbaUYbDVZ6yfSeqnW0epHDfMpbZv+ZYtm6W jwdWM5Boks+xie63Nadi/BVrS5xWtlz+5EON7ntpnAV++ukn/nMHFFDVknxX6o8//kitaNhS 7nyP5KAms7g/L85/Nzg4NrqwBmo/tX3zYBGsIgukSHnlYI+KL87ApmDsd1NflwVNmQyIU3Am k3Ekx6TqzuiykCal0/fJMel5pT4KJc/7kgNsNlLH0WVI+1r5Nsj8ClrOZPReVWVYkXmgGKN2 X/YxpLgsk39i7IJF+cla8z4zB5r6yH4lVThYsyfNfZJE65nH1Wvmch5Dz0vWvzSW1QNZY30+ 3EUTmse8l3VqY3hzemZtMtf6WmJ6c9nyXKTtGhrrdgeqQx/Xuf000n///V9b7tMclvfnf5k/ oCTy0PsSkmOLSz4hl0Ve1vQXBPmhlbL00P5ug+7Am+Cc4DugDsPZMOg25XOlnxU6KfpkMDE/ K5/NU3+6L+WQxNAav/QZhcynIM150cC3ZmmvsnItw4rMqQJdK8eX/Uqudl/a6nx1/xpj78UR Y4DvBeuU0uPvSmFb0de7Z0PTH6k+uJ7IdoC/AB/NMYEU4SmrvseKboIb04ajeRNYZU87cp0Z 15zYEN/MaGRuJfHp6vBAiljaK6+8Q+bFE93C/en2K2PvhTcPAF7B84HfEWtbS2dDzSeoh7SM Ef4CfDRjAykVLMRXntaJmGCC+0hPEsEY4qvcmP+6XecnjJYRufMYhxixR/bdjSNZ2Cu3vCVz IrXh9eqG3n3bv84/M/bW6DnbuQDwLEfr8btibHzxbHB8Qv7QbYCcwca8RSDF90i5W+UJCS7k Y7yYvz1uIU2GwX1VnuzceYxDDmOPpjPYk6W98spbMte4+xzQ923/Ov/K2AC8MWTveCsSsDbu +owX/BH8BdiYwwMp/TaCg6ApUEgf1SkFdwOJZFSTw3GNTH2Gnu5QverblIHQ3Cm58FwHGPzS XrkybMu89is5935ykrLH8Ym04TRbYwNwEkj/38UvDaWw8YWzwfUJ0YfYt99X9gnwF2BbDg+k 2r9yEoOplRNkIDq4sHkhGZIkNqj83js4LZmLD8ljwJdPm3vVkqEn80Dqr/t+gAO3dP9yDU5O 10upa2wATkHQX9fffTPSg3Fpx7WzYYU/yuQLfwG24/BACvqaI4ZcZcSTEvYKgGMJNhfflgAA zgYCqcEsBlL8JHbwx3vYKwAOJfvHyQCAU3FMIJUOZgkacEDPLAdSAZLfUULDXgFwLHf6BXK6 BgCcjuPeSAGXrkCKgLMF4PM48iEJALALCKQG0x1IAQAAAODtwAk+GARSAAAAwHnBCT4YBFIA AADAecEJPhgEUgAAAMB5wQk+GARSAAAAwHnBCT4YBFIAAADAecEJPhgEUgAAAMB5wQk+GARS AAAAwHnBCT4YBFIAAADAecEJPph3CKSy/4KuEv7g8oeAv4oPwOfz5f/j6/vV9+8/4BQ2A4HU YESpR3L9gX+Y+rHgX5AA8G34ul36HprCwxUCqe1AIDUYBFJgP74etwv2FoDvQ6fNI5DaFARS g0EgBXYjOMuL86ofAPDB9Ng9AqlNQSA1GARSYB/oyfTy6I+j7vxduWXf2lvvu3GEXGhPo78o 0uUWSj8dyLiPIKeluR4WSI3yF8eOi0BqMGKkI0Eg9YHQd6NW7WuP45kPmeMd4zsTZXeUXOh7 MNmhTocijf/xwdRxh+PZZXy/LjxEHRJIHWsXOQikvhVsnCGNZNtAKh62+yjwnn1/FsVBsBUc oGEPCg6Ui7e38ZdZvXb8TjZK9bd+kHt9fWeXMc2/+fHeboGUmds38RcIpAbzeYHUnk8Cxz5l nBl2+nsICoGUz9BAKh5e/Yf8O9kozX3rQOr19Z1exhQotR6kdgukzNwQSIEjqAZS/CqZXs+K AcvBaPMRNvzUl1uX+4pKHq9jO6IZSE2GIG2lru77R3r6kTqSQt1Ke3++Qt53LHP6jpVBQZRV 7Yk0l73IMbaJ2yDXjq4Zx5j9jZpsDz8XV37FgWF0WB9qU11rn6mc8ewrYg95mU+5314fjh0N tVHqp6ce0aOjtTlU5Nla+5llzOdHpYx4KZAy85rk1Fq33Sehd18uj8tUj9alx0q2w2sOeZ5P LJehcjlruVTGXwkCqcHIBmYkJYplRkmyfLrm+soR67KAdgr3a2lc1UBqGpOSVT413qT05rrW vjnfqNiTrRXrVGXAJ8nJdQpUlh0Qt7Avs1OaHRelJPfGHix+F+PTcOXHF0ouUYdn+SdnTe0y m5hll39s1LAvzprDV81n5iw2Sn1V/E/G8zoax1BrkfLgC921B04vY9u3hfprdlAjzsvVbc6a uaW8u081+VX3xcikyFP3VF/rSrhJ/Xo2Wxtf9dcLAqnBiMIUVBQyz5eGMr8h0GVJ2XV7Rd8b qZQnMscwJzaupXkbivlS367TCiz01SYaV7vtLKciPTfoGFpySmXFenQb257zaX+msh55fiA9 8mP7MDaly/W1ULRXupeSHF76wSge+I79vrGNZm8xvVRrrPt212B1NBatkkXi7DKOdVJfHtR/ s4MKvOYVuu3m1Rp5zXnq3ZeQi/56qhR8klw7cyrW2xp/JQikBiObV+AqYD0fjT3lWUGMEXF9 37CeCqR6jdxrH6jNNzcUQ6WvPlYc/FZ+YnC1eb0bS3JK5bwmqaTb2PZOGbfVdT4VWa9eqJaB 3Fcy8g/eqH/1Q0KVt+wr0D5MEqexUZp/w/9odN+tNdiyNbJInF7GXMf39wyN1ezAJ853hW63 8k/sS7yf1hXaxwc6kdl1Xm9l3MxmW+OvBIHUYHhjQyqoKIKbZwNUys15bURB2YLC3F0jePaN VKXN0ryJ1nzX9L0XhfzoFu1Tfu9t4fl3yEnX07Jt7aG6jk71JDLZg5r8XPnHw6aoO6HKuX3d JotD1uuv1Yet39Oe83vY6EGB1Mr5nl7GS3Wo/2YHFXhett+GbrfyT66RfXEokK+pxPztcQup uV+Enn9r/JUgkBoMbSqlghUKaQ+0PJ87KlFCzepAivsM/WhHE5Sy64kk0J5vNMpsjqEP/mec 7lx2gA1snh8R53jA2FvQklMou6n7pA/Fvtn2jbIYYG7jjE5Bj/zEPpRcWH/EXlJdreMsx8me GvYViLqYy7zUz7PYaO6fmui+W2so5rBCFonTy5jr5D4sg3xcs4Maac0Lul1dd5Zfvy8MzT2U iT1IPqur24dr12Zb468EgdRgSAEo5SQjSul6i0rh58lY8vqXEKnr+pREoab7SnnqgZSZR1Yp L5uNUgytTHP7+nxjHdP3NFfdd5gzGxCtX92PCzV5Ivap+6/+kmTqN+UDVSdKbSnV5pitJfWZ DN9voxzE5AykD7tPlfstJ6R1gBJX0nPUKcz3burrsjBNkUtMYR7T2HpNSpbVNVVkECjGqN0X uYYUl2XyT4xdsCg/WWveZ+asUx+Xi5q/LmfMnsQF5H2GxLcZT95eH0TZj6S5v7zt0zbK91pQ /Z56ZrwpWR2ltXtz8GSR34vrKmUzy0SXvbmMWcdkjg5kG/NEVmLWlulubd3ePlH93n3RULle t5eX9nbckLIOvfHXg0BqMLKBI2m+kXpXsgMtGeV0cOo8Xc/GMh+iXj3q2MnLWMaRzQduch6m fLZJm6chROZUVo7V+kWRJftuACEHdXbzACb5U5rXNL21ysr1mioyoAp0rRx19iu52n1pq/NV eTbG3osjxgDfG9YxpdcWskUo4GYgkBqMOPeRnDKQImqHZpZPzkSXteoR2YGfkn7q4nIjM9Nn 9rqbD+vQxzRgCObk2hsrJA6C7DxdqG+7fzFYPDyQIrw563teeYcMCqe/cH+6/crYe+HNA4At 8XyUhsqhgJuBQGow4rhH8tmBlHOILrVjJ1R/mosfKS0EL9xn6iP0V/11CY2lgzSNnVeBeZui 4LdA9Yb74c5ZycYrb8mASG3YVnRD777tX+efGXtr9JztXADYiiW9pnIo32YgkBqMONSRIJAy eXIyjUAqlqv6TAwW9D0JZpq/LuG+KvK381pB/kbsQNw5K9l45S0ZaFy5B/T91t6+MjYAJ4Ls v/lWlfS+MCTwLAikBoNA6gVah6bNtw5Um+fDtRFIhfCEP6pTcnMDl3TATw5NH/gTqS/dNtSr vr3phdsO2Nc0Z+2kOYCU9blrasug9is5/5c4+ZvB+PYwjbd2bABOCtlD02+QL2pWAGtAIDUY BFLPEg9MkV/7l421FIKl6q/SUqo6GwmmUrJBFENz1LK1eSFfSxzTrG/1BtH8WsHgTqRgxf9F WmtNngwCqb/u+wEO3NJ97xeslLrGBuCUBH12/ZECgdSmIJAajDjvkZz2jRRoM+LNivvWBwBw GMEG+e9NtUAgtSkIpAaDQArsB72VOnhvEUgBMBTvH9MXIJDaFARSg0EgBXaFApujHKb5uA1+ GoCDCQFSl90hkNoUBFKDeY9Aaj78dIKdfQi9zhUAcF4qD036O4NZglPYDARSAAAAAABP8Xj8 P586MYrqG2zdAAAAAElFTkSuQmCC</item> <item item-id="73">iVBORw0KGgoAAAANSUhEUgAAABQAAAAYCAYAAAD6S912AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAB6SURBVEhL7YxBCoAwDATz/09XVjYh CbFGKV7swKId7chYzA7OEZH78d8WuHBHO9iJgR2s6cbAD4L4FkZ/Ul2snCfEMHoTmcp5LKSj N3IgnzMhhtEbOZDPmRDD6A0f8O9XhBhGH9CQPmeEGEYf0JA+n/BNELyJgcXBMQ6IALaeiR+h SwAAAABJRU5ErkJggg==</item> <item item-id="74">iVBORw0KGgoAAAANSUhEUgAAAPYAAAAbCAYAAABPyHKUAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQfSURBVHhe7ZkLkoMgDIY9lwfyPJ6m l+lhXPKCJOJrq7al+WaYFQMKPwmkbjcFQdAcEdhB0CAR2EHQIBHYQdAgEdhB0CA7AvsxDV03 DQ+uLrK3XTAnNLaEHq9yUmA/p7Hvpi5E/iehsSX0eJXzUvHnOPUh8rWExpbQY5EI7FXkVBjS GfIBhCNbQo9FTGA/xx5TGyrizDotkuuSBnWiqhP5MchzVJsgNHaEHtdQAhtE6sd0Rkl1TJKS qCDU8CjXXddPIzR8DOV6JjLfbwjjOLWy5UyhsSX0uAwb2CCgd04tnhOS6l5kWgz/mCARGlt+ RA+blcxLj5M5dw72N7YIDUXesCmytclgzxpgc/yyxjJ+PXA9J7lfmXPuUrF9uh4Q2Hb8KrNI Gcj1gS1gulMRdofIcE07VHtp0cupuCY0tjSsB/3EYHDMepzPaRyz9TRMKq6fD06MO8mCkMiK jYLgQ74mfwqhseUX9cAxX78BzX9jS0G1KD3I93JJA3u49tqGa1P72qm+bKZCKQggaUjlyyey 0C8vrIyT38O7vy391OdnyHhcvxny3pOc5WqNsx5aL+9EVssuf7zS92G+elz8DNG12mfHunje qYfyEXptrQ5tVV80+Drc2qM7g21rNpr34Xcj+r20DvVU/BLg5WpCs8WHwvY8MWxY7zeUhbCO owRK4GI7R9SaNPMlVTmmdip7itH8y4bKDrGoT00v/awj63Ize/TIPoimUk+pM/w1ffPzdD1d j3t0V+A7SjuixMChd+Mz6utwX2AboUtBJ6sK7Ce1ox/ghcO6Ehielx05CZqvG2BRD76HWjpn c31qG2E5HZJecn10Xd7Blh7evteW6+xn3gbU7gG6n0a3932r9fX4uDewl4JobSJH+iHkjPlU mvVXp1Cy2b5fTlUPOg1AD0pV/SlS7IhzGsqoqP5Mp5M0O74ub2BDj5ld19dsvu5tiNNVwLZn BDbXF9bh5hO7kpoAWwPf20/APrJ7zfvSqZScNpXqc7+Vqh7kYEXLFTuDaWS6IWk31cdpTCU7 0H/W5W629PB2XV+z+bq3IXNdEWx7cmBX1uHm39jJQfTukga1uXMe6YeAoFsBS6LbDxANwHro eWFQZu1YS6WPTb0Z3gDyacN1K9fRdXkDm3qQH8g8KaPhcfs5rNU336PAticG9sI63BjYAAeU FByZvpcmbL58igBb/dSkfVsu2UkZk1a2Ai9435ODYpk5lwT3kh0ADfXm6OvCkXV5Azv0wABk W58ylOJ7pdgPWr5efHZddxiOskP77IB1n4Wy+W58xHwdbg7sO0iO6//hjwvsHLXq0F+O39l/ nbv0+EDdmwvsWmoJ9/SJDfUmnT8C2xKB3RIu1UzF/4bSv4WagZ1L5vzzwX2XHh+qe4OBHQRB BHYQNMc0/QFZMZnQI8uNVgAAAABJRU5ErkJggg==</item> <item item-id="75">iVBORw0KGgoAAAANSUhEUgAAAJwAAAAbCAYAAACJDeYtAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANXSURBVHhe7ZmLkYQgDIaty4Ksh2ps xmI8QhINIYD7Ym93888wo4YsmHwEvJt2l2ugHDjXUDlwrqFy4FxD5cC5huoCcOu+TNO+rHRb 1dV+vyiMzUTNjNEW9ln0mXSnnr2mddmnOewb3Rbq2Lcw05hLfAsl8JVzao1DehJw2x5mHNSB 04LYnMniBJY8cWLtOPbstgj0KggtOy8SA7RM2G8OPdRQz9tSaQU6cEpr2PNc0OLMAhWT1gxc z25rXZY9AKgV4Op2gu3SmPg+Dtw/1rqoZIqtyYxfz24p+kDfVBkt4Br2NL9uZWM9AFxetnlA pB1flK/PLfQInAIOJ636uKIwdmdIRCzNePXsls6KaAPXsmOO5xCwyqXWgu9e4AAYMfAWB1xp cBh0Wc/raZpxm0grj64L4Oj5hytbOFbrJl9JxTnXCZf9sz07CrZKNtsVrGGnagpzxD48Zg26 R4CzAihBUlDhvQYOwWwF5Jd1ZSEWW65S0x7zEISpAKpnT8ApuAhCe8h7gQMRNNnKPUBS1yDD lnxlH9chSO6luECCWx0b9lZFBpeeHeHS1axVRB4BjiWJvhE4uE6rhivfh+tpW2qMaZaUGC9Z aTLFvs2f7dmFigqmVNoNuFJua/lE4K7OJ9tSZQAg0ClAFaiSGjZMVG3f/zHRAs5bJTYQxwYg XbvS7cDRMzG/lEtF1JlfAPR6nsszHLc0gPxQkC3Svqr+0pY4hUnzM54QH0CxnSueV5WwZy9Y 8Tsg53nSOGaC55govub5KL8XKI+DaPx+Ou4ajp6dY1OB6h7gQFllV7CB5HsZ5qrsLfUlgsCI slzAAo3sCRjuW/GLX1pHQDJgGF68ywOKyZEB+pav6U/ROODMqmNs26B0L+G76AeSvse9ABJ+ 7wAwwtlY/a7nayxwteSawNH9LX5JWMWObbfwF1Uu2nJf16s1uMJVzko94K76sZIPV8PSF7fZ CJv4p7prjAaf4SIAstpEMOpbKt/f4JcEZ7geSHRuLEh1vVoDgQPJDwROuHwWz17Z1y+fxXp+ EjrVl9qxxZK2sPjHwhs0GLgRihVR/0U1VUJZ9SKUtXOh66X6OuCsvyvBM1nh4N530/foOysc nPmM7TTBCM+ctrfpC4Fz/Wc5cK6B2vc/pe7iO7YIZd0AAAAASUVORK5CYII=</item> <item item-id="76">iVBORw0KGgoAAAANSUhEUgAAAN4AAAAiCAYAAAAwN2fVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANuSURBVHhe7Zk90rIwFIVdF3twG4yL cAkW1M68tcXX21nb2jpWlnbuIF9ufiAJV0EEYsh5ZjKjEDD3mJN7CSsBAJgdGA+ACMB4AEQA xgMgAjAeABEwxjuKcrUSK7YVorrpXu/7yVZUou6aJdBxDEiDw+FgvoUsQ2Mv492qIhjQTVQF DdQNiOtHUN9Shgug43DIcNYcz+fTHG2TusYdxpPcKlFIEQonGj4YYMlbx+GTmoy23W7F5XJR xtvtduZMm9Q17jaeSdldwRyrVCeQXSnHWwHz1NEy3HiU7a7Xq/q82WyU+R6Ph/oekrrGncZT xzrTtwy4JUK+5K3jMOORwchsFjIgGY8yIEfqGreNJ4P1W1tEtl/yE0ZzLIO4wlZ2T6m8dRxm PCorw+xGpiNNbBZ0SV3jnhmvK33zq4g7iXvM18WQm47fLlb3+519niMj0vVuJrSkrnGPZ7z2 MxDXL6ybKRArgAqKCXap5K3j5xmPjPXqWW6/3ysznM9nc0STusY9jGcG49TOr/rJnqJSneSq MtPKMTY61jetR1B56/iZ8aiMfP3OTu90Wu1dUte4d6npTjg+GL3aqG5mWzetCTMeeev4mfHW 67V6fUAGfNXss97pdDJX8dqlpLExnna9GjTX6lF19JMp/s8GXze7+uhg6+OuGHXw9v72jwuu 8dTxz7l1/WfY+3xWHvHkrKOF7tdPSyof6zH1bM/nv0Vo7OfvsWitIvqHmz/VDIQCOpbNYL3J r/s0OlI/V5imnIi1ak0OdJyeSBrPYzw1kGAVdPtwfzhd4640Lp4ATft+tf4xoOP0RNJ4FuPp 2jsIRn6jVK3+ZCYYvjY3vAt0SUDH6Ymk8YwZzx+sDUYdY4LR14QCGN6ds6h7Oik+RaLraMos ec/FGjSSxrM+47kD8FYJLhgTrPeQKvuVyklO3a3PqADrEsmI19TZiRJZR9qat5/V7/g3XgaR NB7fePWkN60ejA3ItHogZtCmsQHZ5g4+POdfKKHzCRsvuo6hfonryRFR42ky3k+wwIkyJzQp vcmjJ6M/2cBQYDzA0t4w0Mary3nwFTAeYIHxpgXGAzwoNScFxgM8avfO3QaHnmMC44GXZPE6 IRLLNJ5512K3bzFfhuJsq3tlJ/iWBWc8AH4XGA+ACMB4AEQAxgMgAjAeALMjxH+KECYp0Y0m bgAAAABJRU5ErkJggg==</item> <item item-id="77">iVBORw0KGgoAAAANSUhEUgAAAJMAAAAxCAYAAADeMZvwAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQ/SURBVHhe7ZvrtaQgDIBtYPu4NdjF NmEf04EN3Db8tZ1MMSyBoAEZAQ34mHzncM7OyPWVzyQ4ZzslCEyITEeZBtV1g5rw46m8R9V3 vRrf+LkxItMBpqFT3XAJjQhvNfad6k8wSmTaCYh0OY8I77FvLpTItAcobVc2CWktvMhUzKQG xh4JMkjX6XKpB3/gec81hchUCASfLehe8w6B5xeqZbkTmYrgfNJto+zJA3L1o97CSbvsJDKV wNkrxZbxlZb2rXonkakA1qBE30/VKXVwrBalTmTKBsoSY9ZoKRNkPPbyuUZkyoa594jJZMpc jZLUpm8SmXLhfrob9kx6xzqrikzXAQLNmjLWqznzzqlSOZqGGpL6iEy5cK7kHLDPWZ5K/RIi Ml2JGjJp6r4BXxCZrkQlmVohMl0JkSmJyJSLyJQEZbLNn6vd/qAnsTVPjwYvxk7j9aO6nxd+ uB+vnz/q7z/8YAhiuXpQgu0ZsfUy03ppapevvlCflrBt3mWcxmMzk4txfAEAsc697IRMGnwr S3/bicv0cJ4s0zCoIZI0AF6ZMN2lZJrGh8v1aJkgdq6s+dWFVSbzXbLM6RN5eqZ6vEzwT1uF 6HUek8nYSce6D4rOu7hM5n+ShOdMR+qOfYNM8Alj6yrRMZmimSlV5uKZiQbwxnGwfIlMgIsb XC6rTOZgpjlbMlRsXtgzwQk5Ac3JRWS7FV8kE435yCsTykD6pk/z9Ex9cPjWNnNXuvc0S0ZH 6mS/SiaN65/0YJPJfBfc7LhM1mYzDU/kxvd+zWNl2lg8wTWXy+SWhR/GvLfEPJ0Wf51883AX 4VInDnoBs3xu/66kBn/jXZW/jfZ0VXjcG3C47X6sYtLAnEKZmFllJhv4JeAoAgiF9ttBV452 zuIxzKNikietRSZ8bGbio41MRoTgFQOdE5MB/iaRfsNRNTuJTEmayGTTafi+ypY0I0BEpnhf hmyJVguRKUnDzBRkHpTJfPcpM60ERLa21aKCTLRnydo13if3NyXn8xyZsP+hAniZJyYTyubd MD1vMHeE9Fx2iwn2rcqc90CQB2sDKl+2gMg9ZTI3abngJQBOKByzCG4FZ4d/g/xtfmkLtnEG OgYIz3aMYHEBwH3bLN36encfP1iwVKJOZnoiINNmsAswmTgIbuw7CnlIy50SmS6GzgxcMnkl zmEzbVyUIKvDKDIK9l2/xxSZsmF8uotloixiZfvEmVU3EJkKgN/3UgHM+g0wJpMpc/mCmOPk T67/C4FGZCoBJMhOBxvs6ZlCCs4l5yHgQGQqgqv3sKWKBnjzJW0MLVOeIG36JUBkKgSecpaS AZlllie3X0IKeiCQtEWJA0SmYvie9M9vwLHJdsJgPzX3XdkZrF1WAkSmHRgJWjQhB2nVKzlE pp20DlQpLcubQ2Q6wFWFOkMkQGQ6CAi1fgF5EthbnSESIDIJTCj1H6jOZy27XIdnAAAAAElF TkSuQmCC</item> <item item-id="78">iVBORw0KGgoAAAANSUhEUgAAAJEAAAAbCAYAAAB8822dAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOdSURBVGhD7VgxsqMwDOUWexfukGsw OcQv9gApqDOzdYrt06VOmzaTKmU6buC1ZMnIQpBPmHxg4zejAdkysR7PsknhMjImIosoYzKy iDImI4soYzKyiDIm46mIiqJwh8OBPI2jq3w/xHStdPWNwgbjvJW1i6EfCOCgn+PlY1BEkBi/ 6KZpqLWLW10qIdxcXcI4KSQrDgCxlZfZZ+K7HC8ZvSKChL6+vtzlcsEEd7sd9XRhiuNWu9KP K4WKbBF9LsZwbCMs1mrmFdgrIlgh1+sV77fbLSb5eDzQ17DFEbawZyI61ksWFVfU91TKMRzb CBwvUkSQCCTFgEQhQVg1FixxYNvT7cyT8KGV6SWOfX8wELU+Z853JDBFBGVVrwhIDibLK0ci TbA/KTNuRSI6Vmru2kaUhFEcw9FA8HTz1Rt/iY4Mi6tE9/vd3JshYUhQrh5Gt8K0ghnezuxK JF/W3AS9A6M5JrF0RNojop/mryMiSECvEMZ+v8eJnc9nagmwRORbO+cJK06fiYAAFh6SYYhs 7XiF4ygkMFaGIaI5+EtEBGV06P8K+JpghUvYIqIkxLmoL85HuhqDlnFQ7EPIZ8C+MfFXOY44 VtiHP9UR0Tz8JTPdbDb4uQmJ9hnv26fTiUbZ4sA2HyeJtUUkPlN7yvP/hJc49rzUgpNYbTRf M/EXRQTlE1/6CGuav+oLQVnMRn9JaKvcHxZdNK5gvC2SSRFG0vj5vHWqMQmraZ88s3XR3ZKn 4DWOm5hnbG9VI3L51faj/Rx/PTVzJnRWUphw+6IpASCCynow+ZJDTKtfiJOEir8dZlq5b8NM /EURFb9TPc3iCxLQxwRCgjGeJ27FA2CMJyn6hPZ5RJz3+R5Xk4pfJbSIBH8RMkbHA4g/1kkC yZ806ENCBYmz+UIgYOFc5SfO/Yhj66t4AI4RPiD6QmBmP0HerwpKFMxfIiLvwdaF1ckQkX1u JfQIDNli0pZwZVGwj0pP4oKIIHG46nhM1F+Bl6SdrixK9oeuq4MWBVWOpNKQiLDNEFEYo4VH 6OkrJGFwvwSfk2KfJx59Wg3s63g8JPpG9oGsirYsNDWezwzsrxYdUdAZSLz4pNJYIiKRJYdp 4i8+T1YjFJYibTafVg34eKUkwA9EkHk/JEDJUjznHJ7HXxvUL5IGP/ZRv4T2VwPmjy2KgIVE FrkQHHkzhcQmRaP7/MCVMpaxJGQRZUxGFlHGZGQRZUxGFlHGRDj3DwVlNbiSoztVAAAAAElF TkSuQmCC</item> <item item-id="79">iVBORw0KGgoAAAANSUhEUgAAAJIAAAAbCAYAAACXxNaeAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOASURBVGhD7ZgxkusgDIZzLt8h1/Dk EDnCFq4zs3WK16dLnTZtJlXKdLkBDwnJFiBs7Pjtc7z8M5qJQRgQHwJnY4qKZlABqWgWFZCK ZlEBqWgWFZCKZtEgSJvNxhyPR3oKdTK1rQef2CrT3Mmt189a1ZjWdbW6m6bKn+up7uJTdYGM dG8q8qttlKX6+gvWo/ZbRvUZY+4FCQDil71eLyqNhZPxOqNJeDBpfiDwDYOwNomFyVgUhKhd XNc2honfqcUutz9ep42JWLKC9dLKNSVBAnD2+725Xq/Y0dfXF9XEUgG5N6ay7WQAdJB+j7Lm j3EL4DjVATAEysAqD/dnQaprUyubHjQLSJCNbrcb/t7tdgjT8/nE51D6gOOdpPmdmt8DVhZI ETRWtCl5Ud2xN5zF80CCej27vQ0SAAPwsAAoAAkylCZtwFg2eLTZCQwFdkUaXlgrBCnIDh5I vEGb7vhKQDXcH4MEP10fMstB+7dAgmMszD4AEQyas5SUg4YnlZ6c6rdwkOSlV7XcSFtlgUSg eH4SLvxtQbL1rme+5yTinQsSPNH68CkCz5NBejwe6n0IwIJOZKZiaQMOBwWK/fSMJBdvxDot XlqcVHF28IxA0Y4+giuM1XB/Pkggjj28C9pPBglASd2FDocDdnK5XKjESR9wvFM0v/COBBNh +HBSOYH/EGWD5MnFsd2QGkiwIWcCifuDPpqpIMGxlf7PyH3J8Q6RSg3Y0d2d9+mJneygoVQP yP+UzI6qjRjsFJDiNkqMMIPpX13jQbISGXESSNvtFj/3AaiU8V3pfD5TK33AWBYEWp+Y2wHo 5l0q16dxGbbLDGE4XGy7cnyvErTh/vSrBSpxXKbUggTHFS78CHu9/ogvB8XaUbhdpPqg1eab wWuNdxgHlExOvAWP38/BDdp40fDr5B3u3ymcv8weNB6el8gGfWPzMmW02n39ObUbnUwDBnxG g7QIRRnJBbkLqAg67Rhnctc6n/Yd6CehFEFdeQb8SS0bJO1iKX00EKDNQLoO7Wey0rq1aJDC u4CTS9u4+ApI+j2M1AdZ0Vv6gIwUZBwCCctSGSmCj9RXV/SWPuKOJBffyzgaSASadwG1fjUe X+KO5WoQrnK0va/lgETZp7UWBIaJrIXA/zJRYWLzjrOgzm9YNFHLykhFH6sCUtEsKiAVzaIC UtEsKiAVzSBj/gKvriMGqoVD0QAAAABJRU5ErkJggg==</item> <item item-id="80">iVBORw0KGgoAAAANSUhEUgAAAVgAAAA5CAYAAABzszMLAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAoBSURBVHhe7Z09ktu6EoVnXdqDt6Hy IrwEB4pd9WIHL5/oOXbq1DWRQ2ezAz10oxtoNBuQqAE1lOd8VbjX+CeIxmETpDhPZwAAAJsA gQUArOLpCbLh6Z0TnCkAwCogsEsgsACAKUBgl0BgAQBTgMAugcACAKZwjcBSme/fv0vM83w+ pnwqswyH8+lFig3LpXA4nUvRd4aOJwICCwBYRU9MFBJWFcHX11dJXfJyOjiRfDmfDlTPimxU jqCyxyTB+wACCwCYwkhgSVC/fPly/vXrF5f7+vWr5CwJhfPldD6kegejsLHA7gsILABgCiOB Je/19+/f/O/Pnz9z2b9//3LcEwtn3ha4JLDPp30JLgQWADCFnpiQkJKoKiS0VJY82ohIODnt 4hZBEuGdebQQWADAFHpiQtsB3lslcaXy6tVaspiah1YclvuqYTkILADgXyQSkz9//oT7rSS4 VN56tkrfg720RRB7sM/HKsDHOz/9is4JAYEFAKwiEhMS0N5e67dv37jOz58/JSUTCWxKlTcJ qicblfN7sCSuKsostIEAbwkEFgAwBS8mdPvff+c1v1lAdXy9WGDVE637sL1yqeT5xIXyg7F7 e60WCCwAYApeTD59+sSvZZHQ9oLuxf748UNqxcLJaanck1HLWGCzp8vF5NUuCCwA4OGxYkK3 /SyIK8Lr63/Hv9AqSnnhl1xPx/N/VJBLUM9XtxokWIEugqzt63aEq9Modptn94gJSouAwAIA VtETk3dj4cFmMawiKOJIIvt8LCLZvrGQy1Rtp3JWrM2rY4HHDIEFAExh9wLL4uhe97JlAoHk OuE+b6IR5RqsF0vxCAgsAGAVPTF5N5xg5n1c/z5t3g5gUQwEtv8gLTESXwECCwCYwt4FVj3O xkMVgeW0nge7EGVhlCdAYAEAU9i9wMp+qhXFxkONBFYEuHmwlcodeRvA7OHmHBZdbBEAAKaz K4EVb7WEIpAqshKKOLZvJoQiq6HZFnB5bUVOi7h4pqji6CXi63AH54M7WABmU96v7ITsjWQ7 nWeO7SIftdsc34X9vvXMHRcdI2jpnZPhmbr2w7nXEm0+V8Ma73EA8BbIzorA8C2iee2m3O7N FlhBvayucFYhnt43A4Hdmt456Z6pNR/OjclGYyc1EljmogEC8DZeTqdqd15gyVZPmyhbJtn3 8ZhtPBQ5sv+Uv4m4bwAEdslqgV3z4dyY5VWzK7AJ//tj8F6oN/UP31EsBHZjSGCf5bwGTsTz kY5lI+95AyCwS1YJ7E0fzk35OdDCzMbSpo0FVtuoBlZvmzgUw7Tpvi9ZNI1HrIZr6j2CFf8r lCe2dt7cPHF+L05l/dwFcznqx9MVWCNya/pmbL/up5SprbbNnMzQsTR2KumJdl2Z/spY1fZl TZnzV0NdI7k61sM9CQV21Ydzi4FoVG7FihFwMjMSWDWObJh58quRijE4ka1t+zg1NxLfzsID C+w3NsMwWpzNgq/nPLcpduDtROPJjuj/Td3SnpvL0xX9WLiPWi5TbWVV39wG2Z9pz48plc3/ lj7MOaM1YfPa82DaDMdqx9bW57VmhJvHVQSZQjQOMJuFwK7+cK4Y02KheSNLjARWr9Zcnifd lXPtVQPiWBbg0lkypFqwPQ5vuDtAx94Lmz6A2ZrADpq0cH6uyCtxmUufR0RphK1nseV93TBu Rao3bzlf6+W51r5pTtXO+/NbL3KXxmrGxHFp25b3dX09hx8TwvWBzx//13DLh3N10rjhaknt RCZGAmv3YONy2QCL0VrDYAOmfK1/dIbmDcoZ5ztD4+0afBrbPyewdi5H8zPK83GfxzibUbhs ICqj9kZxElhzF7fACKweE6+TMrc1vZajLvKFt/Shx+yPhclORmnPHtOacYGpNAJLt/+3fDi3 wEbQmchEV2ClXhFn205haYAsyikhbwdo/HQ+pVCM/QEM6l2fcF+gek+dcOlEhufbzOVofkZ5 Pu7zmKXNMFx2ssB2HAcm5dtjyOvgcD7YbQV/rL5Njo8ENiHrJgdTd824wFQapbzpw7lpguz6 pwUZeiaJSGD1Kt2myy2/SeNy3ksQg2qu2t5YHs2g+PiCxf+oyPm2QsyiXeYyC4vOodoDF780 dzZ+sR8Dl50osGqvtq9ki9YuzWGVuu3FqRVYFWFtoon7Y2Gofru2Crb8cBxgNkVgb/tw7muZ oJJeZ05E8nIohtjg6kcLZWFUUVzbSMb5bI81xf+nxmX7EiM23gAPKYxTWVOXM3yckgb9eLhs lGcW4Jq+Gdtv73wrWrazWNciYydvTfv3c2m95EO6G2nsSUL74MnH07mQuR31Q9QLeg71XFhb acPFvrkJV9/PBwVzPDTmah7tMeVybXvd81ImKT7+QzrWeFz1nJW4P1ngzXTu9T8ARjCtceXF LuLir+4ajxZYac/G07/3/oR7a+7V373HtTvSPPutJD4nky6U4CY+rsAS0aK0aT7/2rwSF2Hz eUSURth6Flve1w3jVmxVkGsYe7ET8ce2FffqZ6ewF+w8dkq72zyDEAjsYlFmb5ENMxQuiY/y fNznMaYfC5edIbASJ4ENbpXvghyHino7/oncq59d47YjUthEXN25pvAxz/d1QGAXBpKFj9N8 vo2P8nzc5zGmHwuXnSywuE0EE8jbWs42xdbaPX+gQGCdcbARFY+v9TL1YQQXXyNyF/sxcNmJ Aqueje0riS5uHcEasu0HdkmIvcGmlkBgyTA+5BNuAK5F7KdrN7o98Th3SvQ6Kv1wit77p1+u UnwLILDJcDbXm3v1A8AWXOGhDj3cnaGfYFX0B1RbiCwEFgILwBh5E+WywD6GjdMPqvwvVukT AYvvrEzg4wqsiB7fMm9pGPfqB4CtuFpgH8ODpbFEAkvps/nYHiwA4ApkDzZ6KCt0fzjz3qiD YzwbCCwAYFeEr2gpImKP8hZBT2CxRQAAeCf0TQEnsoGHuHdIYO03r/GQCwCwC/yrhBQWnquI 7q4+omSgcvqgi0L0mlY7Ttr6sH1Q3L766MZmtlIgsACAlQRipxjBtGLX7NEWYeSsGl/zIaO1 H1EyUB2/RdBAx2NEsn6vOY+7DtnHqf+2bwgsAOAmqpfnBM0LKGHTegJ7Ka/ERVB9HhGlOa4S 2FQm2vbgMRfxlQtNKZe8WlcHAgsAeBveywxFLt9S83aCz7fxUZ6P+zzG9NPhosAS0jaPy3bA 6dWb7v6pKgECCwCYy0D4QmG08VGej/s8xvTTgf4qC/11lquQi4dtj7chUsLwT1UJEFgAwFxE +KznxyJUbq1bL1O3Grj4DQLb7+dGUrvhn8FSRHRLWiDCCgQWADAXEb69fERpNSrcGhbKSRcI u+/s4xUILABgLtbL3JJ79fMGILAAgLlAYAsQWADAPNzt9Wbid69+3ggEFgAANgICCwAAm3A+ /x/37NI1ELyi/gAAAABJRU5ErkJggg==</item> <item item-id="81">iVBORw0KGgoAAAANSUhEUgAAANEAAAAbCAYAAADiSWo9AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAASHSURBVHhe7Zk7UuwwEEVnXd4D23Cx CJZA4JgNsANHj5iUdMoRIRk78FO3fq12q2VjMzBMnypVof/vXksaTrNhGLswExnGTsxEhrET M5Fh7MRMZBg7aZrodDrNz8/PIfZVxrl37UBbYujHUM74K0xDJ+x1Nw/TunyJsc9lO1aw3V6p wSMlp5oIzBM7/fz8DKlfx0+0d9PJ5MmX6cY1U/lodsPsNd3KX4IGSsr39bOR1vSX9SXpcA9V E4FpHh4e5re3NxzQ4+NjyFnLNA9d6fjq4MeeTdq4asZR3OMk+lY+ZxrmjusGNRPSWu1NE9MV mEo/9bZQNRGcQufzGf++v79HkX98fGB8Hf7rsMpEDn9UHzcx43cx9q2rmpJPDRNBY9WvZWp7 UPfA+5xoIjALGCcCZgITwckkka9kEGCy/Hj1C6CZKLaR5+ZPstRGOqVoOu8rLBwueqwTzUzq HbiAxhrcHqi3jEY+7iczhWoipT2op/S11HIb0URwdeOnDhgIGo6nU4INahoG37EwSc1EUfj+ CPaCz8d7MEDqx8e54WhfY68ZTPlKGW6J4ppVwtaPkFvz6lUNaOXHfaTi1/ax0l7TIDUtN1iY 6P39XXz/gKmgc3pCIcEsi4XdaKLiJMIFYuVYe1iemap4eOaC5Tgw/rtMVG7uMnhBeCGleVwR u65ykaizIshaarUX13thtNjHxkVemAhMUnv7PD09Yeevr68hJUAnWBOvQzMRfRPJ5byI0sSp GZzpeve4jI/FaejzIvJxCOP6aWC+5fiICNJX9VpN5MZNT5AFrXwJflOhrGlPqR/0UWi5QWEi uKpp/xOCX+z8F0C8BeKGQx72LYi1aqJQLw2atpNYiij+7OmvbjE+zIMLaXmuwkTk2sBNBBs+ XHawh17n0kegQitfAHVUM8rK9mCO6jREDcoUbri7u8OftMFMtRDfRi8vL76S23S6xzA4nMRK E/k02ByaHq5nJE1cuDDRtGjSxK/ARAULE103h1zlEktdcFZfDSUTunRRyw2SieCK5sW8PuA/ YIMoU3pWa5hwO8gDZfXFLw+cTnRBpXhswy3uSMfq4v+ioWhfYROCISHglMQ4lCV1MYPHIUnp h1M1ETmJt/SN0H7XCeMY3JjVq1UtP4w35hGN6WOvtEf2DkNtTFUt61TuZTdAsbBZtP4qE4yY xI9ZOe6uX3mxQ93UHo27v937rNkPRTRR/hhs6hvbAEGS9vicjN3crokASVA0jeevzUvxIF6e B0hpAK1HoeV5XTFODRVNl8PlTqO/j5nICaoUsv/qo8g0sWp5PM7zENIPBcseYaIQBxOpVypj L2YiKj7Ei7spVi2Px3keQvqhYNmDTaQ8xI39mImc2OgDEt8q6ctdnhbxl8TNQm72Q8CyB5oI 30SsL2csu84dh5nIia1zD+/0XmDC9j8A+ND1TnyxHAnlY5/HnSHCr4JaP0D+ud+HLHRvZpoX Q7NvbILVJ2Y29mMmcqL6dk1dqh/jRzATmYmMndyuiYKw0zXouwR+qX6MH+O2TyLDOAAzkWHs Yp7/A6mmZYG/WxzEAAAAAElFTkSuQmCC</item> <item item-id="82">iVBORw0KGgoAAAANSUhEUgAAApwAAAA9CAYAAAAAlLnHAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABRoSURBVHhe7Z090tswDoZzLt8h1/Dk EDlCCteZ2TrF9q42ddq0mVQp0+UGXgIkJBAEKUqWZMt+nxnOfKQo/uCPkGwnH24AAAAAAABs CBJOUPDhwwcuk1zPt/M1/Q0AAFvx+3I7X36nCgDgiCDhBAVdCWc4AE7INgEAO/H7csIDLgAH BgknKJhOOH/fLqfzDbEfALAfiDsAHBkknKBgMuG8nm8nfLwFANgbxB4ADstkwkmJx7dv31Jt KdfbOSUxbsHnJE+F6MWH3jKcbr0xn8aB/bwaUR/bin1C56dLsMQHQl8pCetYXwaQbVu2Ye13 ra+U7/U87v1eudMY9XjXkruOqU+unx2gr0/Ifrf1BbAnzYSTHEeU/u/fv9S6nGhE+Ucio2Hh o5JnQXTuwodBn65gP6/IeBjucRCwfosD9sEfrV7Pyea2kEGZEG3FUWV7Pfc/8Jbk8qVkU96Y cuJ5RzLXG+9KuZPM6b58X0+pnz1gG5A97ucPYHuqCSc5zOfPn28/f/5kB/ry5Uu60kt0Im0o MTlwnEWCzB3ODtZDgqaHHwRLYD8vzGZv90p67c2ntKHVmCWDLZKE+/d2VNnSutf5WH29ZGZO vHPlnvas93Wffo6KY1cU3xHbX4JqwklPa79+/eK/P336xE709+9frvdROjM7UOVNVPxY454n 13cgOuPWb/M4eQvFg/XUEaFhPy/MgxPO66X38Nnw7cjDE87793ZY2a6VgKxox3PinZ9IRnlO JZz9+nkQpJv7jDLoxMRxrw0cEjerIEchpxHIkciB6AnOIyYCMUmJCUF0nrxN+vmBV8YYbVWS q1QGx9Ptdq5klNkbLwmM6r5NouTrEGXpmUYZFD1gP69DqRtuNAd1TdaBoa/uYw+P/P72oRv0 4eqSxhRd6r+liN3U5prWc3yoyUufKdCYvt2WyDr033ZNM/c26EDui/0PK1v2z155WuJaTidt 11SsTfazKN5lck9tZg1t/TwxEj/7nCPH1a3YT6qCw+ImnPRxgH06I+chI5KnuAEKZsoJfocn MLaL4lASp6oEimSkMUjFwDQGrBSoTDAcx7Z1Go7m0YExOTPPszy4PBNekM7KQg+V+wuSTke9 +MB+XoQu3TRknXSSyS8Q7Vb0SP2VPI3eo85ljFTUmgh9MEe9JQobqs01rWdes5pXfE/bTB2a t2K3GeM6JtfUu7cgjzgGlXwNh5Utj63m6kbLN1SLPSxjVrwLuHJ34lqPfp4a8f85a+Z7rCyi 3u7VE3g8RVbx588f9/sn5FBkPPpJjklOWyQ3jjNHB/IDrzgX9/eMzoynA2GohWCn1xAMdOyY r4PrS4LV+yDBrcDRqQX280L06GZK1lZ+RHF/tDddJIHN9UQE3RQHWNJfuK86D9Gay/bletKz /luw/Q2SNFVL7UY97uSaFu4tcVTZuvf0oseemqeD2fEuUMo9tYX+44Ob18/TT25r9+xlM5Kc a7E7YyqegENTZBXkIPZpTfj69Ssb9Y8fP1JLYjCoUMQqHCOJTuUbXXSaGET8fsHZwniDQ/L4 KegEI41P0nL/eQxGdh0w3kkkeBV0yA72c2BED7nQY5tuVzKYlLUrL3WdDhjnEBV4fHPd/R4b z5P0Kdi5W3PZvlN7dPdVg5I2324L9LiNNRXX5uwtcVjZeuvpRY89NU8HS+KdJ/fQmhL7URY9 +qG4JzGNY2BNB48kyfkDvQGfkrWn23v0DZ6KLKug1//05eca9Es8PnhCcaGgIw7sOLMbXIh0 33Cg6XEG4iGl29jBQoN81BPrl9sllME27TqcdR2VmGQ1ysJNyv0Frl5GYD8vTE03U7J25aWu 8/2OThP+4Uxcb5fhBArjhT5Xax927tZcLT3zfRMJV5OdEs7evSUOK9up6y30vfeME1ga72py j/F8lMW0fsqY9lQk+c5LgmPirfdUlwM4GpknfPz4kf9ZB3KkWpHvpnz//j3eFIxKP7WQ09Te bLDhmKAU28jRdHvf014MVuqtVapnDmjXcWeQeQeiPpykcEJ2sJ8Xo0s3E7JOffXDDx+sgy7S /Vo3QQ+iE1dv6Z5x/nFuHlvmKnTVmMv2zerxYM9srBi7Rb7GJnrc1pqK+WfsLXFY2fL1hW+8 9NhT80ywKN4FPLlzG8lBLWZSP3eufzNSHC3X3gndP9z75Ek1mMWQVdBrfzaSGYWe4MToh/bB MlIA0tcqRQ6XHHO/a7xkjDqQe3UZIwSoq15rqP9PHFbPZQNZbR26neY0c1GnwvHysYZ9D4FD xtB70Mj9tevrIOsraAQ42I9ql4mqeq3YQWA4eLL+TrvYVigsMltfMHeBqxsjE769Ies0Rvar 4EIXesxQinm8QvsZ59V75us8h16X7H9qLkfPvNj6eniIJrSOUZd1anN4a1qyN1lrfS+xPLls eS1y7xwa+3YnqrMs3v23LfdhDdP6+U8WD6iIPLReQnF8cSom5LLIrzXjBUFxaKYsPXS8W2E4 8CQ4WcWboA7o0Vmpmeq5I45OlpxvcOJYHx3C1mk8PZYKkuL8jV+RPgpZT0Fa82TQeQem7Ce7 rvVasQPqQH+rAyL7VXitXe7V9apNNebeij3mAO8F25Sy43el8K14/rjnVTMeqTG4n8j2AfEC vDTvm3ASngPpNnY+kwSae/KPPZKDj947/to5c/ixcHB4MkeWtZXEJ2MknIkp+/Gud9hB8YZg on1ovmfurfDWAcA9eHH5HbG+NXVe1WKCepjNeES8AC8NEs7gQPlhOCZV8bW+DWwm6eIx0lNg cNDqr51bju2u43FIYPHIvsf17kzYj3u9ZQdEuod1oG/02u34ur5k7rXRa7ZrAWApe9vxs2J8 fPK8cmJC/sLEADmDlUHCWRyE0UG5jRyudT0hSVjz1848VuWp3F3H45AEwaMZoN6NKfvxrrfs QOPaXkC32/F1/Z65AXhiKAbhLVvA+rgbM+6IR4gXYGWQcAYH1G+SOFkcEqr0EblyOjfhSo4+ BEHX8dX3aVIL9au+CXsgtHYqLrxWBCFmyn5cvbbtoParcLc9HSZid/ENR+Nwac0NwEEg+3+W WPlQCh+fOK/cmBBjiP005cwxAfECrAsSzuBs7V/QihPXrhPktDoJs3UhObcUdvK87RkCqazF h+SBL+wzTftp6dWzg0Aar7s9wAluaj+dw2Gg+6XSNTcAhyDYrxuD34z0UqP049p5NSMeZfJF vADrgYQzOBF8KEeCSxU85UZgPwDsS/C5+PYNAHA0kHAiYSiYTDj5KRofq8N+ANiX8Z+ZAwAc jfdNOFOyIMkVkoaR6YQzQPJ7Z6HBfgDYlyv9KyDpbwDA4XjvN5zApSvhJHAAAAD24N0fcAF4 AZBwgoLuhBMAAAAAoANkFaAACScAAAAA1gRZBShAwgkAAACANUFWAQqQcAIAAABgTZBVgAIk nAAAAABYE2QVoAAJJwAAAADWBFkFKEDCCQAAAIA1QVYBCpBwAgAAAGBNkFWAAiScAAAAAFgT ZBWg4BkSznNagy34z0ZeBPwvVQCAR/D7cjtffqfKyPXsnzkfEKhWAwknKBBHeyTnD+cb3PxF wX9TCAB4IL8vp74H3vBgjIRzPZBwggIknGA7ft8uJ+gWAPBIOuMQEs5VQcIJCpBwgs0IAfzk fJwFAAC70hOLkHCuChJOUICEE2wDvVU43XrzTbLBb9++pdpSrtXvA3PBYbIzUR/bip3szNE1 ldMlXH11IOM+gpym1rpbwrmHzjz2nRcJJyiQwPFIkHC+IPTdzU69UqIpdvjv37/Uuhz6ztYH M3dsozlga/sQDzeS+R4HHOtXJxSUPND8L5907pdEHF3G1/PEA/AuCee+fpGDhBM8mHgIv1LC GZ/Gt3GqLcd+LYrDqQIlmJ8/f779/PmT7fDLly/pSi+lTryEk3mbJORJ4IeOffzFs7f4S+Te 2PJMcYP6r/1gdP/+ji5jWn/zY/XNEk6zth394pEg4QQFr5dwbvkUt+8T4pHhg6hDUPR289ev X/z3p0+f2Bb//v3L9T5KnVQTzkA8IPs/6gd38NCEMx7y/cnQM8UNWvvaCef9+zu8jCmhbD1s bpZwmrUh4QTvSjXh5LdBdDBLUAmFPcTWI/GQT+1eXx4rOp498JsJ5+Cccq/01WN/SE+u0kdK 6Fu531+vkI8drzljx86gIMpq6kv6lFhSkilQ4kmypTeeHrnOSP6+TmI/Xz8yxqhuo+vhQNLt dq5kv9kb03j9fFX3ZTb12pS64UZzsNZkHRj66j72wSC/X9sXz6/Gk/WUNuiN4djRQ+MGjdPT jxC703+rdTTXUJFna+9HljH7a+UacVfCadY1yKm1b6snoVcvp9tp6Ef70nO1YpQMp+Ws5VKZ fyZIOEGBGFVGMux4zRhuVk9/c391OOhrAR2orufS4asJ5zAnFesQar7BEc3ftfub643ONvh/ sU91DfgkOU0FKvr43L7NpGST9CVvPQdozOywu0R9OjqJgbRtU3FtUdfjOlOgHeYxtlDUaTia pxbolY29Ml26acg689NRZvnHtdRfydPovUhS1HpGGmPov7P1PCJu0FgV+80Y7W5MQqikeZtr qMgi2LO798DhZWzHttB4zQFqxHVV44hdW6q7eqrJr6oXI5OiTsNTf20roZHG9Xy2Nr8arxck nKBAjLig4iR5vXTeeEhQ0deSA+r7FX1vOFOdyILVWNjhp9ZtKNZLY7uBNDAxVpv86dJnlFNR lk36GDrk9OfPH/f7mpSA0n71m08mjVnIwZmrlXDKocn92Y5MPzMe9x/sIelnmCzodOyYr4Pr pX+8JD26mZK1lR9R3J98QRU55LWeqvp/4rgxjlcptZv12O4e0vrstTmySBxdxrFPwydp/OYA FXjPM2zbras98p7z0quXUOuLUenvYr+t+WeChBMUiEEVuE5Rr8cAlOpstMaxub/v7IsSzt7A 490fqK03d15DZaw+ehLOhJWfBIHaup6NDjlRQln7rubXr195vz9+/EgtiTQuy0IGd+aqHoaB eIgpXRf9op6GAMvjJ10EPcQ3SXL/edSRXUeHDA6L6CEXemzT7UoGk7J25aWut3w+kPutPXQT rTHs/O560jzSrvw0n99QGasOrb8REzV67NYe7LU5skgcXsbcJ/myB83VHMAnrneGbbfqC/QS 25fHqMxnW/PPBAknKGBjC6WgYpxunYOCcjiua8cODhCM+Oo65tI3nJV7ptZNtNY7Z+ytKORH TaSnvO1p4fXX5UQfl7f+zU365XrVLgk9vqMT/wAIpPuy4GruDY18UOg2ln1okK+DxPrldgll UEeP3b0DNd1MydqVl7rO91f8MlAkI954rTF69Gfv5/oWcWOnhHPmeg8v46k+NH5zgAq8Ljtu w7Zb9YV7XBSjBL3+1vwzQcIJCsjQqBTMcJJ4wI/JUF7Pg6c4hmZ2wsljhnF08AuO0vU0GWiv NwaKbI1hjLM39law04/rI+Iad5h7DSbk9PHjR/5nkCjxrBX5Luf379/jTWHMixqP7Kj2ZizK KrcpkV/enuxItXE/+4SfAjLPp+rZ/uw69rKVZ6BLNxOyTn2133GsGHTR8PlAS+fjkEeJG7TO fC9V9NitPRRrmCGLxOFlzH3yuJpBft0coEba84RtV/ed1efrhaG1h2viD1LP+ur7w9+uz7bm nwkSTlBARkklJzl2KudLNFS/Tg6c9z+Fpyzdn4oY+dCuDLqecJp1ZJ3ya2OgEOcvy3h/fb2x jxl7WKseO6yZnZr2r9rjRk2diGPq8au/UhzGTfVANbDTvVRqa8z2ksZMwci/RwWtIUDJGFZP lfZGYKSPyWWe3sL/GLy2HSrD4EYOjeIHzZocNbRPvUevLmMEGV+Nf/xP5KHnUvqtyrmil4DY QyzjWop20XUoLDJbXzB3gasbIxO+vSHrNMbppNZf6EKPGUrcQD5mKINpZNdkDd4YRDmOlHG8 /N7FcYPbWlD/nn5mvqE4Nqhj1LAGTxZ5W9xXKZtRJvrak8uYbUzW6EC+MS5kJmZvme3W9u3p ifr36kVD1/W+vbrcb+cNJRvQm38+SDhBgRjVI6knnE9MdsimQDEc5rpOf48OPB7sXj8a2KnL XCa4jklACmjm+hgnbJ2mEJnTtXKu1q9VLdn3hAhJHrLGN2WwCSqjnPntHck1u67lXNELdaC/ 1YGW/Sq81i736npVx425t2KPOcB7wzam7NpCvggDXA0knKBADpxHcsiEk6gd5Fk9BTh9rdWP yJKQVPQTM183MjNjZh/pcAIRxhgmDEmv/O3NFQoni3adLjS21V9MqpFwJjw56jbveodeisNx on1ovmfurfDWAcCaeHFTQ9dhgKuBhBMUyGHySF474XQO9qn7ODDWn8Tjx6YTSR6PmcYI41V/ uUhz6WRWY9dVYN6EKfgNXv3G98KVo9KXd72lFyLdw/6rb/Ta7fi6vmTutdFrtmsBYC2m7Jqu w/hWAwknKJAg/0iQcJo6Bb5Gwhmvq/5MTGB0myR9zV8u8lgV+dt1zSB/w/rmuHJU+vKut/Si cW0hoNtb9nbP3AAcCIpJzbf0ZPeFI4GlIOEEBUg476B1kNt665C3dT7wGwlnSOP4I3IlNzfB S0nHEGR1EjKQxtL3hn7VN2+98L1IWpgkR32YcfIvMnfl3NZL7Vfh/i9P87ff8Q15mm/u3AAc FPKHZiyj+NjsAOaAhBMUIOFcSjzERX7tX/LXSkgq7a8FbakGQEk6U7HJJkNr1LK1dSHfS5zT 7G+2gmh9raT5jUhJnf8L7JacPb0E0njd7QFOcFO7969IUOmaG4BDEuzZjZEKJJyrgoQTFMiB 8kgO+4YTtMFbsYj7FhEAsBvBB/nf62yBhHNVkHCCAiScYDvoLSd0i4QTgMcy/jNwDZBwrgoS TlCAhBNsCiVb7xzEzcfcOM8A2JmQSHb5HRLOVUHCCQqeI+EcD2Rd4PsvQm/ABwCANak88Orv NGcFgWo1kHACAAAAAIANud3+D+WtA+2eXiKuAAAAAElFTkSuQmCC</item> <item item-id="83">iVBORw0KGgoAAAANSUhEUgAAAMEAAAAbCAYAAADF5+vVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAS1SURBVHhe7Vk7Uu0wDL3ryh7YRoZF sASK1GyAHaR61LS0zK0o6dhBsGTJlmU58eX73rPOTGaIEsuydI7sXE6bwzE4XASO4eEicAwP F4FjeLgIHMPjUASn02m7v7+nu49i3ebgB3yZ17zSe46fQVmPvfSfl4nem8OoFo79ZT/W86Px 522Z8vPTadqWs7aJcedlm9g+LWH0PnZFAOTnCd7e3sj6ccRElMnsS7Lj6wDkybnm/LeJeVQX eE/7U2PWWdii3zxfbzzgBuIBAZAhwLIhQAgdAgA0RQCkv7m52Z6enjCo29tbetKLqFS5GDNB AExSWExn0I5PYF0UYaijFqwjAVhM1AgduawZjJWkrHmA9eZad8VDoA5fPLJsgDBHT/iApghg F3h+fsa/r6+vkaSvr6943weteIi3IYKApqId3w7MvShUrIVdp0MAKcuiB5Kqulo2AR1PhiUQ sqkGus798ZsiALID8RkgBhAB7AwWeAuLF0xOnaSw8Xt2cPU2SItjH2mR0q7nosQWOwuLUYwz EzwqYl5ySmK+pmURee0kFJBb7+bFUYhRN8gMHU+JmkNcfymqYLugxqYI4Oijuz4IABLCu0OC Wvg5JA+nR7WXi9kTARN3wpXERMS/AURgJYTsu05c7AScIJEknKfdhf52xC69c11QfIQmLtch 2KInyv2BEOpGSLhUBJaQJIhXzA2Yd16jv8SXMOclaahE8PLyYp7/QRSwQLlDICioKvkXioCT iO9biVP+8H0lihyD6AQ6Drz/d0Xw1VhnlQsr9ySMlMMdcB0lIY9qKVHFYwAbAdY+1H2OHMg2 +NvmWAuVCIDkrbP/3d0dLvDx8ZEsBFoUPEtENBa6J4LY4WIC7PeU2iWZUfnwnMfPOZE6jp0C jAbIc5UHi7SU+76cxYZk1olh2QLMeCxgjGF8+Kie2QnbzqIBdqIQARx19v4nAL8YIdHDZQID oWQZZGuKgMYlAUk/CXUh+AOKlR/vl9QdEP+ZCGKz2Ll6FxZynIgKCHlZcKhB+AZpW4AY8/j6 qIo80EeeZjwWYozlsday9aFg89XVFf4kCmJoXfxt8PDwEAepYCEBuBiDbJYIog2Cl/b6HNpK HIxNybPEo+Mw4hoOlKfyUrkW99xsugD5teqUbIbIDuKxgDGpeUyOdCCJAI44dSD7F/4DjUiV 7JltROTjq+gACWq8uThIqEyWdc8+4vaZYw33f1gQci7dSVpxSDvMqeaCl7i45hh9ZIA42Mc+ AT6D3HTUpUhe7DjFM1oDr0kTuEFCOa901xtPhZCzaqcItnQ8ugCNc80AKIqXiR+LzySMBc8i VQSg+1wvfQ/+pC8hMCZ+eJ7j+D7yO9oYVwSA1IHpHiBtKBRFTDWm3IJJJMlh6Oz8t7nlt4+O jp+Di6AiXzySADnjVq27c36OQB/5+NP8lQpE0DgquAh+Fy6ChgjQRt27+ZzAH467v1JZuwrD RfCrcBEE8smPsPJXBzreCPKWxx8CiSXtDqZ4yJccG97z49Dvw0UA5A0frHxGr48sLITWcwDs DrLL63tG3EWSL2R9aXMh/DxcBE684eEicBEMj3FFwN8DfgwZHmPvBA5HgIvAMTi27R3hdl86 OdSESgAAAABJRU5ErkJggg==</item> <item item-id="84">iVBORw0KGgoAAAANSUhEUgAAAWUAAAAbCAYAAACk2p6+AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAVaSURBVHhe7Zo7cuMwDIZ9Lt0h19Dk EDlCCtW5QG7galOnTZtJlTJdbqAlQIIEIVIPr2xz7f+b4cR8iuIPgKKiwwgAAKAZEJQBAKAh EJQBAKAhEJQBAKAhEJQBAKAhFoPy4XAYX19fQ+5UjmPvxqGxiqk/hnagFUgX6N42tIbQ6PaY DcokuIjz+/sbSk/na+jcWL0zg4Qvo2vk5eB6QPf2gUa3SzUok9BPT0/jx8cHC/P8/Bxq1vI1 Dt1h1BttSXjm2Hvxu8H1AtcEurcPNLptqkGZduLPz0/+/fj4yML8/Pxwfh3+WLRKeMexpx25 Gwcov4B3qHM9vUD39oFGt00xKJPAJLZABkDC0+5cwgtKwkmwsO+pvNhzwssYyVAk+IQUd2pd bq8VDCfb3cUAVT9tjSAC3dsHGt0+xaBMxyG785LotGiyQ0e+hrGLolB28MJSOS84FzNzwotY HSvnRfK/iSCaEd8aib7WsZ8zitvZ9f1TzEzaYOTQvX2g0e0zCcrf39/Fd1RkCLSAepdmgsAT 598ofLYbszimnRmP2xtDSHNwgqeG+Tw4D+Et0L19oNHlkXuvJb85+Q0m3sc/MgnKJKzdiYWX lxeeyPv7eygJiPiUagvumBNev7cqt/M3HndoLaAzlP5I9dK/T8IWhd9vAW8F6N4Qsq5mstDo 8tD95vML90W4ezt7UKbjD/0ToQb915fFdakI76JhcluED/2i0ehxItMbZ2NxBf44JPlhHFyS dZvMo0Hh/wXvMDNpxY1C9/aBRtchvvIheH4qKNMpYNh/spmCDw8P/JkNGUAtyfurt7c338lN VM+LFp93j5XC+zIyJl0ejjyqjNup92NMMJC4Q5cM5j8Q/tpA9/aBRg3A89NB+TzEoEzHHi/A +kS7syxkLE8rHMRbTlG4DNPfis7QDq0NppSXMdxiHvVcZXHz66S5yO6v6nOLKveLhiXXDvMJ RpmnbuziGDJv02+CXLdWv4271P2PaKSvZZ2tNg9dTtc016JGonWxzwpbMUAjVa7Xl+treWqr +nKFzVPRGlsIcNtSnb+Xzddm9HX9elfOOvcCLYha5ImTUAr1cbG5YbmfO6rJ4uYOpkRz5E8W XhSt07FXY4N9UQ6snY+P11Ezr0kKSMFxqpqVNNRjbbEVsEqj6KtclfKD/5v1jePpvPs9rLEF BV8jtfOkWLHp2jxG2TbuOyhn4qfEzlgU3S70in6EFZPzSnQaLzq8E7n45AF2o6pRKGN9jVOa PqWNNT0BOQ3l91ZbAZ4ljWz92rqYD/5o64hSGaH7aXR727eYn48jCMq1ADi3uFv6Md5p45PX pL960nJ1eV+wO0WN/BMPaVR6v6rrGeNc1S8MNtsKYBY0mtTr/Fydzds6xmgtcNs9gnLIV2wD Qbl0TCGWFnNtP4H7yG447eufvJxzu1QcF+xHUSPviEnfmfoAH3NdwewXBqfYCljWyNbr/Fyd zds6Zqo1w213DsoF28A7ZTp26t3KLdTiTrylH0MiLwVbbwj5PwHAWQga6bXmgBr1DPoqzU7+ wmCzrQBmUSPvL7L2/nQT1tKu61x+8ToKbrtjUK7Yxp0HZSIEQ0m8WrrMiVD8amOpnxLCtg0p OnMgO/aC8xEco+u8I3OaOKEE5lo9QbrqzdbmhS22ApgVGnHwDHWdO60kH00p/+ebzSffnrcF mo6qp/bRUcu+TWnx2jzE1DYQlC+Cc3D7kTkbnXHoouOD3bFPL6A9LqVRg7aAoHwBSkdfKtNP ypRHkLgQCMrtg6AMzos5Crtk34Xpd1rgjAQnFB2w7A1yKY0atQUEZQAAaAgEZQAAaIZx/Asc l856M41bYgAAAABJRU5ErkJggg==</item> <item item-id="85">iVBORw0KGgoAAAANSUhEUgAAAH0AAAAbCAYAAABRLYBiAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMiSURBVGhD7Zg7suowDIbZxd1L9sA2 MiziLIEiNRtgB3TUtLQMFSUdO8i1ZNmRFCkJh+FxiL8ZzxDb8UO/JDss2sLsKKLPkCL6DCmi z5Ai+gwZFX2xWLTb7ZaeChbnpkI7Qal3VOmya2vqe0//8X4+u1rONyg6iJ063243qi0IdnWw Tx2kwYcRgc5tU6W+nbMM95/qHDYgeNWc8+9F1fiig8g/Pz/t8XjESdfrNbVMJS74EQ/9fIw9 ghMEw0YzK3ZNS/YnSNQhI52btvq16LYTuqJDlJ9OJ/y9Wq1Q+Ov1is/TeDwtfTwoSCWFtOoG wOh7lujOu6boIC4InQDxQXSIfAt+psVUJ8+tLv19GSK1J+5x9gnZUAnHz+fsLLgOVm+WzhFN 0SGV66gGweHlFP0ZWBRLZ+emiUZ4xENfhDCgVcYW/6joynYmPdF1FpHzYQCmMR0NeqJfLhfz /AYnAEPwDIDQwD0DORNyQ+u2P4clurNvi76ABnk8x5mwnY2Dz7QmZy090UFU7+zebDYo1uFw oBqCBhfRYUwIguub5NiePxptcMCqM4CINB0j2VLZ0Q+UeEQku6Ij3hPpkLqHvsnhRp8mN6Gz BSfpTXjPWfcaHk7vZHDeTaRXj2CnLBIQbNV4UzE7xruT4VBk91hY5pki+nK5xE80EN8r6Wzf 7/fxJbXgHM16QmcBfx4eWVMcWwhkCKVRdouOyvvDnM77Y6JDyu4vZrjgHzY0cK7vVI7foFj/ r2vHkryV9wmFR0hecDRkt1H1jtiRbBPR9ET414s0MK2H9sX7iaJVSQjbRpvJMcAmyT6yVJWa i83h5Okn0PO6aJBOGGYgL11RnzwG9uMOxFKf4+XfR9i3Phtw7070B94nOgqmFsb7WKKJVKow 0+brov1dWHcIqBva99tEj2lKe2NMVeadIGBtMDPkEF8NZUhy8imO/uZIV5FMomOdF+le2hpq KwjefqZzoUQkW6KTU4iLT+hXo2fTeDzagyN8e3r/Da8RnaI6lyyaSk1ZMHkjNYVPRaR01SZf LBCvi/TCx1BEnyFF9BlSRJ8hRfTZ0bb/AexSzx1kz5/iAAAAAElFTkSuQmCC</item> <item item-id="86">iVBORw0KGgoAAAANSUhEUgAAANgAAAAjCAYAAAD2dcQ3AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATySURBVHhe7Zq9cfMwDIY9l3fIGroM kRFSqM4C2UBd6rRpc65SpssG+ggSpEAIpCjZ8n223+dOdyEtUiCAlz9SDiMAYDcgMAB2BAID YEcgMAB2BAIDgDj14/FwGA90dQNXng8EBsA4jN2xH0/xbyeyS2kMAgPgdGJxBYYOAgNgH4YO W0QA9oBWLpzBANgTftlx7OWmcTsQGACKU38cD+mlx3lAYABoLngOg8AAyDiN/fGKbxHp0Pf+ /s6lrYRvC/4AaV0XPFSCVvKYtITAb51q98uPtXTNbgrJe6nt15x6/0X7acUSdhd9oe5rGUdV YCSs2Nnf3x/XbicMsHOhnZgGndeDPaFEnPwdY1AVmU+u2Mb+GCsTeN6fEPQuAlvov8H+NkLb 1pcgRYGRoF5eXsavry9v9OvrK//SynyptQTmiTPDbjMbyBj6Mc8PnvmLGTePpY9ZFi+XeA0Z 63Ngxzjb/bfY30ro62yB0er1/f3t/35+fvYC+P399eU25rNEUWCO8A3iqAIProX3f0kgfuun YqPr4iSpYq5ZFhjljZEj9LwGQZj9t9jfzAUERkIiUUVIaOQ4WtEsgnCCc4OAgrjyunifLbDY xxQcnlVjH8lpsl4/ix2WrYhR6KJdLQMekuCbolu8P3Xc5ASqYlXx8bLACCWyRnERZv+L9q8h jPUsgdF2UK9WJC5yXFzVEmrwp74PA/EzRD6AmsCiKILhehAcwPQcnRC6TN3VxLdl5vp/SP9x ULrWZs1SAq9KUI6V+Rs9qkVgBItshbiI/15gPz8/5nmLBEdOkyubh4U0C+pKgYXf+H7LIaq/ 3JEc1PQw57zpxtwOX75tgV2aoVvwR0M8NKUtZ7vACBfHFeIimgW2YH+ZMwVGAiqdtd7e3rwI Pj8/uYZhY7PZ0xhATWDyDGbfF2acNDApFOfAbqDfY/tuShhtx2bH3ifk60VfSF9HrDoJJbXR cbvAKJ4uB+g5K0Rm9r/F/iJnCIy2f7VvXvRm0YvIXSZ+puDk9QNoFBi3SwGR/SSCwGRdnCXD djCW+7F3Vxq+tsOw69a42BbR+TlLFOeb3mwakkp2uygU17dlRpvAWFxc8jFrFJnd/wb7i8z7 qpEp5enpyb+WJ6GVrngW+/j4CI1UUCj4PmhGIlsCC3WUGLI+DELWmQ5hIaYksYSp7TDsekjY V/mVxyaD7k/+n092GRVB+MmhmthKXJFKn5Ji/2vsNwiTGtlVsK9AEhht++YOr1/+4zMnbKqf MplFsnzZy61qbzpXD9Yqxz7cdmCQtsbtQf6cyZYYBPF7FpFCuyTg+Gy2x0zoo0ua+He0W7Xb gWlSU5eOnfK5bJe7QuVAMVbink3bsxrL/Rftb2Br28Je71GgRBKBmIlDBMoLRIrSaOe2qjEI uUBCfzEw+WocklkGbfGlA7gZHltg5qpS2OL6shRbYztCtk1lIUC9fTFXAHCLQGClZDYFxuU1 7TxhlUrbyFl7sYq53/K24JaBwEpnnSWBtbaL+DZxtZu3DdtGJy7xT7jg9sEZTB/mnRDKW8RY XtHOQ2ewJeHwuW+mTHDLPLjACPlCIya4rHNnJ/Pt41I7KTJ1L19py8hkH8jBXQCBXQW34ukv uH6lk6uaE2HpXAduFgjsCuSv5QNUJ1cwKmN3eH9AYFeBz2zG9tCLj+qgrrsEAgNgRyAwAHZj HP8BycWZUSpn4Y8AAAAASUVORK5CYII=</item> <item item-id="87">iVBORw0KGgoAAAANSUhEUgAAANcAAAA1CAYAAADS8X48AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAXiSURBVHhe7Zw9cqw6EIVnXbMHb4Py IrwEB8TegHdA9Bw7deqayKEz74CnlrpFq2kJmLnYVM35qnRrJECI7j76A9/TCADYBYgLgJ2A uADYCYgLgJ2AuADYCYgLgMwwdqfT2A3h56Ufz/K7wdCdxlM4j5I9F+ICIJKEFUXSJ2F5gtGQ sM79Jf8+nfsx5RIQFwCCHq0WRy41ylWAuAAQtohrxbQR4gJAcMV1GfuzrKvOI80CL/2Z82W5 BeICQHDEpYWTNi+6MCEMYOQCYAPuyJUOJbbtJkJcAAgrxRV3CCEuADawJK5YxtNEiAuADTTF xRsbUgBxAbCW6SVybVdQXhiPQ1eUZ8EZFsVFF7++vnLuWnTDndSSPzgApf9a7poCknfVIuuv z/DIINfYGNGfHeWg9yAhmC8nfoumuEhU8gA/Pz9cej3J8NroNWeA40DCmHzj+TAhArLHaDpl r18W2BQXKenzo7ByQbqvLzBu09HERWJ6enoaPz4+4sM9Pz/zkbWkOao2StUxMsz+kRFAg8vF +IQC1r405SD2FDP05lyzdnEJ9dWOxxHNxFCMn3lcDV039hRzRxMXjVqfn5/x9+PjYwz+7+/v mF9HMvgqcQXSMO+/6QYHgoLbBH7xcnUF5cjjoNY0s9M8IXmbC+E8yseYO5K4SEQkKIFERg9K I5lHOYTTg3NPVpS1xSV1TAbSn52ElA2ky+29WJzFSCgiV9e1HAvqUBDPAjXZ99z3yg++jxPz GU2J8TslfXL0remEZ+IKbeLM4cRFU0A7SpGw6EFlNMsYg1+CkeNjOb1JS1wiiDR3Tgae5tFs cCOwqe65w2hKUBfe/YyQeuHvJm20BvMOlBG/Bd+kMhFHxc+uQGtIXUY41AZdh/Fp8n3iUOL6 +vpy11ckNnpIPaJFWEQzJ20Ulzgvnh+NZc4z9ZVGYyfkm00916wdMX8/4vrXiJ/KbWnjKxZc trli6LbbfjaNlJgrErchHOuLU9eJq6zr9hTrjP8qSDy1tdXLy0u88P39nUsY/bC1oA60xKXX XP55Mv1gM2mRBGd2Ax2X68NCVqxp2+G0C2whdWRNcbGvrI3Jr1fZne5RvbBsT2uktjFQr/Pf UIiLpnytd1q0gygNddE91hZx8XX5YXU9mbnDpEeTaUDKh54rJNHWrB13Jq5WsMV0hSGozuky R0jRxmaECj6dpvmBcI4eYZqEa2vNXBqZlo7vSaGSh4eHuPVOIqslWXu9vb2li4yRyPDRiE4Q e+JKZeRoXT6ft7tGYhGWvajnaFXmtAtsgOxn/GD9Kp1ehv1SpjIOqjj3S8xjxOMQ4qKp3twA 7RRfLHOw5vIpivnhl1PRo2XM9a6BqNfUxvXyUkfoSQfd1pD/T4Sm76V63CxEqUfqLtum2z91 Fvp8p1wFXDSZzV9x712wwqgEajFCKmGVz+2dw88j9dp4svdTx9c8+yHEdXcUQTMJKgVJGfxa JCkYPAHyb+XIYue0Vi7X6nyY5m6+Nzgc9ysuwgtOXeYdtz05p9iL8vmzdcxCeS6+5d7gb9A+ MSMkxBWMUsZ8moZpscwCvDXN4GuisfWFXrmtX+evuTf4XchH2UE8fVcOg7hsALORmgFeTNUq cI9W1h3Q5bZ+nb/l3uBXuIT1sO7o7PoO4goBrHubuOYSA3kBHo4UC3AiBL2MdLWdU7dcj5IB WfxXxdW6N/h7qPNTDoO4KLjPakcrB67s0qVUBnl5zE7zVpcH9C7buQtC0edxWnVv8OeQL7U7 IK5Z8AJwBRRLJpAgLogL3AxN1+dr4fsVl5mqQWDgWmofI9/3yAXAjdAmVNExD9N3kBAXABn1 GmYFejNqStP0EOICILNNXEtAXADsBMQFwE5AXABk9LRQfvNXMbSe2jhfhLgAiExfvkx/Q0eJ t9njd53+lnsNiAsAQX9UYD8wiHmIC4DrWBSXyq8A4gJAgLgA2AmIC4A90JsYOoV1lv2PjVau uyAuAHYC4gJgJyAuAHYC4gJgJyAuAHZhHP8Ht2CgFcbjBvgAAAAASUVORK5CYII=</item> <item item-id="88">iVBORw0KGgoAAAANSUhEUgAAAN4AAAAiCAYAAAAwN2fVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAN+SURBVHhe7Zs9juowFIVZV/bANiIW wRIoUiNNTfH6dNS0tIiKko4d+Pn6J7EdQ35IYmyfT7I0JE7G98Tn+jrMbBgAYHVgPAACAOMB EAAYD4AAwHgABEAZr2blZsM23law6i57fe7HW1GxpmuWQMc5IA1Op5P65JKGxtaKd68KZ0B3 VhU0UDMgXz+C+pY8XAAdp0OG0+Z4vV7qaJfYNe4xHudesYKLUBjR+IMBmrx1nD6pyWj7/Z5d r1dhvMPhoM50iV3jfuOpJbsvmLqKdQLpTDlfBsxTR81049Fqd7vdxM+73U6Y7/l8is8usWvc azxxrHf55gF3RMiXvHWcZjwyGJlNQwYk49EK6CN2jbvG48HarSuit1/0E0ZSl05cbiv7p1Te Ok4zHpWV7upGpiNN9CpoErvGA1e8vuXbn0XMSTxgviZDbjp+m6wej4d3P0dGpOvNlVATu8YD 9njdPZCvn1s3UyBaABGUJ9hUyVvH8SseGevdXu54PAozXC4XdUQSu8YDjKcGY9TO7/rxnqwS nXhWWSlzzI2M9UMbEFTeOo4zHpWR77+zk286tfYmsWs8uNQ0J5w/GJltRDf1WjeuCTMfees4 znjb7VZ8fUAGfNf0Xu98Pqur/NrFpLEynnS9GLSvNaPq6ceX+D8dfNN09pHBNsdNMZrg9f31 g3OusdSxz5l1/Tj0fcaVR35y1lFD9xumJZWPzZgGttfrXxIa2+v3XHSyiPzF7UNVA6GA6rId rDX5ZZ9WR+pnCtOWE6Gy1uJAx+UJpPE6xhMDcbKg2cf3wOkaM9OYWAK07fts/WNAx+UJpPEq xpO1txMM/0RLtXjInmD8tbniU6ApAR2XJ5DGK6549mB1MOKYJxh5jSuA4tM5Qv0+0WKeWKF1 JMQ9jVIpNQJpvOoezxyAlSV8wahgrU0q71eKGWDU3fKMCLDJSM01nnvEREgd1c8ygWVkvJU0 nt94zcNSrRmMDki1ZiBq0Kp5A9LNHLx7Tl14r2ujD8X/oQz4ZQLr2ELnEzVeQI2XWfF+CRK3 M5nAcBI2XkCSNx79JQN89w0w3hKkbTyqx+G6L4HxliBh41Gd/uZNExgBjLcEyRqvLjFZ5gHG W4IkjUdvMq0Ksy6xz5sMjLcEyRnP/289KDknob6z0joiec1H2i9XAPhRYDwAAgDjARAAGA+A AMB4AKwOY/8BO681Sa7hkHAAAAAASUVORK5CYII=</item> <item item-id="89">iVBORw0KGgoAAAANSUhEUgAAAJoAAABNCAYAAABexH2AAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAW5SURBVHhe7Zztkas6DIZp4PSxNaSL 2wR9bAc0cNrIr9tJiuFY/gADAmQLOSTzPjOeWRKwjf0gOVlINwLQAIim5dmPXdePz7h5W17D +Oge4/CK242BaAqefTd2/e0Vy3iNw6MbH2+wDaJVQpJ9lGMZr+HRXDaIVgOly0+1LNL6QoFo xTzH3nBNRtGm61xKdsVWBNvzWAPRCiERzARYfLAgEWxla5lCIVoRllEgLNQXYpF4j8G9Y0W7 qAbRSrBcm3FfPzT4SqLVWg2iFWA6Kez3cfbpk9ptkT4hmhhKbYbR5V2iUdQ0Tc8BiCbGeD3D ieZTp3Vqa7NOg2hSrK/8N63RXCMuUkO0+0CTbpvDNp86/XdqDdLas7eWGaLJsfzEmaA2JrEa rM8iEO1OtBDN0e4/AzMQ7U40Eu0dQLQ7AdFUQDQpEE0FRJPy+zN2P79x47v4/fkz/vd/3DAC oklBRFMB0aRANBUQTQpEUwHRpEA0FRBNCkRTAdGkQDQVEE0KRFMB0aRANBUQTQpEUwHRpEA0 FRBNCkRTAdGkQDQVEE0KRFMRRQu3Dac7O5cl78TRfq40uL/9bRiLVnxnbXxCahp7Rd+2oq3m eVP36n3BvC8i2vZhiPDAxFI2bj+izdM0b8NSNKp7euRN9qxALiYVTdf2I1qaf75+6oO03RPR HPHKyZ9m5kX7csxE2z795Ns6HF8n44V9ORSt78eeCTbEtaLFK+xMtOfw5eJZiVbzPKePgPpI ljgWjeY1pcplxrpUNP/aaep0HTm8Ar8AK9G8NOslx1H6nNPZVJT9OheN/oxrwqwtnWj5Cfiy XXex+91cNP97s+s+5+VsxG4jWs4snaZrItFoK857ym460diIdpY6+YiWT67FHDWlQjSR3Jxo MXpIm/PtKAZYKhqRzomau1Q035i/aubB4PZbr9GoQ0lO3zlGxI/CKqLVrNHWKPtWIlruw3Ct aFGU7MT39nN7usbpVWnob0e6EnfLWWetRIsTl1e9P747uL5pulYmmiOt11yRtitOnfkg8wOR DVhh6P8IzERzUN3TeBZepDTWJVIy7IvGL4k81Ody0cLJTVf3uky1neznwunfJOZU0kmkkBtL fgKTmKn+lKZXxyzOavlevoY0wVI0x3RBu7JsJp5nGq8smviilIzgRMv7s+1TgPaRDskiol3G JqKFwZplyAYvXhmh5IvisM9Uh98vlzYbnBYR1Fi0d7If0a6jjWhekoNPVpwodMxJ2F4X06gG 0VQ0ES2E4ZVoMQ17ORjR+HVg5EhCKyCaioYRbRWxomj+tb2ItpEzcvSeFRBNRdM1Wi7HImJx okURF5Pr9uv9iGRrvPCOFwGps47PFM1Hm3ndNE9Oki2WSZLlJ1lWtlQW6XL1nrUEEE2FTUT7 RiCaCogmBaKpgGhSIJoKiCYFoqmAaFIgmgqIJgWiqYBoUiCaCogmBb/KrQKiSUFEUwHRpEA0 FRBNCkRTAdGkFIvG/ONfArVzcMx85+v67pXK9hwQ7U4UiZb9w79o4uNx7DGpTu72qNr2AhDt TtCtTIWp8/DmTYZnHx5h2x4TRTppv7S9AEVCiHYfSLTCSSyaeBcxySPumPCo4PmNnhDtK3BR xUw0V3eMVttjQjR7DMOcHnekqxON6j+XWAtEE1N+5UsnnlJmmujNMbQ2JNHca1HFsOhn5KgS rSJS1wDRCqAUVrJME028m+ghq5MXbSVVlG/dlyrRXF3mz8Q6IFoJNMEFpkkm/uinGnxTnGhu i9LoFaKVXjy1QLQiytYzNRO/PYaRitId8yMw5e21WZ8REK0QigDSVOOjlVq0+FomhK+XCUOl 7VG9LdImAdGKkUSBEIXmNJhHn+Nv8Peikpco1beR7Ki9PdpFMwKiVeBlaLGwMYTEbXkKEK2S 1hN1JS1TZgKiKfhE2d4hGQHRlIS1U7u1TjX+k6rxLy4dANFAA8bxHy0XRTB0Nf6HAAAAAElF TkSuQmCC</item> <item item-id="90">iVBORw0KGgoAAAANSUhEUgAAAPYAAAAiCAYAAABsvSTxAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATISURBVHhe7ZuxUuMwEIbzXHkHXsPD Q1DcA1C4ZuZqiuvdUdPSMqko6fIGPu1qV16tJTvMkYst/m9Gk6wlhWj1/5Js4DACAJoDxgag QWBsABoExgagQWBsABpk1diHw2F8fn6WyDOMXainNvNyHPuTNFtsF8qxH1NTcAVi/rtBwh9P +7pdNDYZWgdxPp/l6pxTf3SDPI39kfrZJJXaEdS2CykE12ESJ4yd07Juq8YmIz88PIxvb28s isfHR6mZUxz4qR+Pod/RZKicIHB1ZC5g7JyWdVs1Nu3W7+/v/P7+/p7N/fn5ybGnPPC4U6wl aOi3nDBdwXd+ooCxi7Sr24qxycBkZoUMTsamHbxEaeB8bfVIE5I4SyyIuYvHZy7JkVF03aAL jq0jzHVbl4x9YT87J6mvHunbuW1qWbdFY9Ox2+/OZGqadN3FLTMhVgRQbLcjYw+d++6+fMeW yEYywhq68NkUq7GoSH2qo4bRnNMaYOrEnEv9ph1KTE7zwu30Z7b3HKRl3c6M/fHxUbyfJqPT gOxOrsxXtCkZy0ea8spnDfQdXtkKX10Ypva5QVMzuwiQCWtiW+vnxWzb+76GLczTvyy2Let2 Zmwybu1e+unpib/06+urXImUEhSuyvFuEk2pnb9XoeRoUjlRhQS2joqLxVHYeZNoTFyeA2Gt 32yXiqcDnoeKsVuYp5Z1mxmbjtn131nHJ+W6IllqouIBpiNfvV1oOfbcKArKi2grxPEslO/4 4n4HvdDYs36W1X4+52Yeisbe9jxdSsu6zRx6d3fHv94ig9eK3mu/vLxIr/LA+VpoZ8VeTpC5 NyyK6GcR8+ZEdYmxRVzZ4hLqO+q42G9lh/J9idK1HVLSY8z3/nWbjE3Hax7QF8r5/CeKqVbS SEV01dKNvzWhqai4VXhSbIJTQvXzVZyuT5bxvM7eS82Zi/765Lk6dh2PUeNYQm6GOPYU8zBc njlX9lqtXy3H+edRGpPwU9nCPH0Vlydfdq/bwj32TZmtfHEw0yBkcJQkOULGYo0X20xzY46y XKfvKfQ/D1wE5ilng/lIxj78yj1+k9h8YY55cHHwqb20KbYnqE9IYIqF6fMkqSHW9zQBvj1Y wAvLzFPCtvHtCZkn1WqGnSdT1napm7HBfLCaWeRG2DeLZcAax2NfGJTWM8MUu/YE9zExkWJJ XrVesO9BASdMnadMyCGiYyaLryDk8n2rsCTyLbLBfLCCVchbeFWjasyrU9YuGpuSQq++PSch vFLOsuvyqguFxkuvoIIXpuwoVqgqZL5WEHLs48UvLNVtkVvnQ34eF1kADlbE9H4LsQ5YYx1U ivXLS+zb8wOJcFFjSiQ9HdbY99cjjcZghZkw5R7SiC/bgUpCFqFnD4hkntLn2V0qiHc3R/H/ mQ/6rNRn+ozM2MTNYl11Qsyv8mUpjkmSEuI4OBmEtNexxc+TOq03CaE41Um9xcfAYXcHKklU KmYpKedmLkJJzZm8LhOur8s7bocb5+M0DKYN+TwuIFAxAC1BC00wPYwNQEPQX83RZg5jA9AK 5n4bxgagCeiefnpYB2MD0ABDZ/4yLQBjA7Bz6El49nSdHqDJWwDADin/KzGMDUCTwNgANAiM DUCDwNgANAiMDUBzjONfFfpBjLqucmEAAAAASUVORK5CYII=</item> <item item-id="91">iVBORw0KGgoAAAANSUhEUgAAAJsAAAAbCAYAAABr0f1UAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOXSURBVHhe7Zg9suowDIVZF3tgGxkW wRJukZqZV1O8no6alpahoqRjB345spTYjuyEv8Dl6cxoBmJZseXPsmHmTKaJZLCZJpPBZppM BptpMhlspsk0CNtsNnObzYa/pdq6qmmHT9/mrj6xW9GvsXntWleTO9Vzzk3VZC6nOKdV3jEf 71S7eRBjFgVJ1qz3gqR9xBoWYQNkEux6vfLTvmgy0ctOrp6jXwic5gfBt5TU/0mygEP5gF/n 42HS+pTjdRB604GVtdTbEaMEeqgsbIBrtVq5w+FAL/r5+eGWvlSIeNfMA9p02ExeDMaYlTud khyib7yxh+M17aMoaWCrKlcpxQN6CmyoasfjkT4vl0sC7nK50PdUOkR+skOwbWuDD9pWWMw7 Kzw2drLig/G2Fa1pvqKJABvWiOFNYj4MG6ACYCJAh0Gh0mnSIKJng8doMwGrdI1kY9a8oDeA B9CyGz0XrzsaW8sSI7DhI9/xAt+HYcORmVYxgIZBSbUL5cFKBq8kS/X7cNh8hSjY2EyXxFUG 0PhoAkMZuDifge9N8Trw9KkEsOEbv1NOrIdgO5/P6v0M8OElYcUT0QASaNJBQX0/vbKFC/yM tXynRsFKcCQgMDBj5t/L9R3xaJxqYwwbJHOC+0OwAabc3Wy9XtNL9vs9P/HSYKNBJrtJ80vv bJiIJI0mpcD4ddLgwEYcCZvkugjbUDz0GQlbuLb1vbDhiMz/p+Z/oQI2WCgdNowfvt29LeeH RNTkdEuCp5Hs4qw9ZbDKvOl+1P/1lxPG2fW/I14Dmz4VDbZGcn9L31NQRM1isaC/OgBdzuTu ttvtuJcOET3DYIKR6LD5XUJuPIGxg/8m+Xx11YggH5sI5E3N/8h4Sv9ODbi5toGjOVULG45G guMGu17/0g7S2sjaUfidpvqQVe6PwNma7EIp2WzhxFs4Jb4kN+kTZSNuC++U71ZURbUxy9x5 kVvLwJCNF1SlUv+2YLBpUMFHe66pd2d7q3qVzSe5AyJIepTw8H7ifdoY5BeCGxwlvfeZXqnP ho1ASS66oY8GC/pkdmqvIrB9UnX7Zn00bOm9w8sfmQSIAhv1KcGWazO9XL+gsiWVi2GjZ7nK 1gOUVWozvVy/4s4WAhJVLg02hjG9EFd0VAZ3Pt9CANoxOo0+BzauYq21sAhwbC0o8S9cFTix 6OhM2uKOphfqsyqb6atlsJkmk8FmmkwGm2kyGWymieTcP9bCtfoWpyJHAAAAAElFTkSuQmCC</item> <item item-id="92">iVBORw0KGgoAAAANSUhEUgAAAJoAAAAbCAYAAACEE5ZqAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANTSURBVHhe7ZeB0fMgCIYzVwbKPJkm y3QYP0FQQI3+6TV/0+O9865GMQKPmC7B5bpBDprrFjlorlvkoLlukYPmukUfBu0I27KE7aCu a6xjC8u6hxd1ezq2JSwxttDWvZ792tc8Xsc/5WV2fKkmmPGJ/X4QtLIZB21WFLNB4hCyHNRk o2ADWJctjmAHx0sOoM9jDGTpa73CvvZzCLazuf1sRXvtYXXQpnVsW9gh8WegYUwNGAqsBIeK uaySr5dZG8BbQ6MoRsW14p42hK2e46A9UREGiBNWmDPQFFQkGWf8baBoPWPBWDdBABrshSqt ee9l0FIZTaUSW16Fy28ppfreFs/lWA7ApJ0McLZtO/lbij5SXOZAa4FEoLVAzPmjLgvszt4F +UHQ4Gd6h8zfNdBwIeFAdogTDY3GlbMJlvxCOcabO7Er3xYEHTiO8/id3w2Y/ChvtolMwJXJ s4agETRqjowr/h6DpotKL8YCNOiRDefsGmhCJXgamLyohBIc6wVmZGcdlPOtrZBM7qyjX6vo 5y58GIMWRbHhGKRGsRzF1cjCo6VBA3HsYa3LoPFL0VieErtR0T8NzMiuc/LQ6U5wwFEOCjo9 SsqXSx4a26zvbZmbAeNGeWO1nmXZm0WqBo3nQ+7gj8vcHiVo9iRMglbZSQ3tbDBFibe2qPoK +N86AwXbP2729OA2VM9PIMjXjtYEH9rbbIEWRbkB/2bdy6ClClOoV/0zYCj5KqBxfAPDU7ty MsqwCIi1BbWe/ZhGUBTV8cuCQ5zXGBxOiGn3fdG2N9YsFH2Jq5OAobbGD1RIKvdTi+AdKdm5 j7vQtslJ+axnx8GiZoLDz8GZBL6YO1wjKoPJ63FSjI2mWY21r5TPqQaN9sPPyKfR3mS8lHsE SG7qXUU23i2gYM4F0B6gqqKlJJSAi6SogMpTn+bkNXCehJZ/Q9e+z3VVzwYNITFXh5zTAgVs Oqe4Ou3U7q5qv6hHg5bKu/1GSdckwtEArb6ahM4gdL2lH6hopmIRaPisV9FaH9CgszHXW/qJ bzQJh6pYLdAIxOa/ZF5PVrUIn1+d7+s5oFH1yi2DwrBRy5DU/1yL9Ji+Ls2YNnRd1LMqmuux ctBct8hBc90iB811ixw01w0K4Q/tHjyqLa8iCgAAAABJRU5ErkJggg==</item> <item item-id="93">iVBORw0KGgoAAAANSUhEUgAAAUQAAAA5CAYAAABOIVJtAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAlhSURBVHhe7Z0xcuO6EkVnXdqDt6Hy IrwEB4pd9eIJfu5s4kkndTmacDLvQB/d6AYbzQYo2qRMifdU4T2DAAiSAI8apOz5cQYAAMBA iADcOT9+4Db3tK4JrhQAdw6EOAZCBGCnQIhjIEQAdgqEOAZCBGCnXCJEqvPz50/JeV7Px1RO dcbpcD69S7VuvZQOp3Op+s3Q8URAiADcOa2bXyERqrQ+Pj5k65j308FJ7f18OlA7K8WoHkF1 j0mZ2wBCBGCn9IRIAnx6ejr/+fOH6z0/P0vJmFB076fzIbU7GCPGQtwWECIAO6UnRIoO397e +OfHx0eu++/fP857YtHlZfKUEF9P2xIkhAjATmnd/CQ+kqBCYqS6FDFGRKLjbZNL5iTNjUWM ECIAO6V189Py2EeDJEOqr1GjJcvPvCThNH4uGNaDEAEAWyC6+f/+/Rs+LyRBUn0bOSrtCHFq yRxHiK/HQZjHK79tia4JASECcOdENz8Jr/Ws8OXlhdv8/v1btmQiIaat8qZ5iBSjev4ZIslQ JcpiDIS5JhAiADvF3/y0HG5/5zC/eaY2vl0sRI30hueIrXqp5vnElfKLmGtHhRYIEYCd4m/+ h4cH/poNibGV9Fnir1+/pFUsOt6W6v0wdouFmCNJriZf1YEQAQBXx978tAxmgc1IHx//6/8G SjHbxG+qpGX1fyrQkjSy1KW3JCvUIlDdvy7PXZvKsHWZfcZJ0LYICBGAO6d1838bowgxy2uQ lsiMpPh6LFKr32jnOoOLqZ6Vq/kqUBCRQogA7JTNC5Fl5r6+Y+sEQuM24XPKRCXRIdkokfIR ECIAd07r5v82nODyc0j/fca8PGaJBUJsv7hJ9GQpQIgA7JStC1EjuioCFCHytlaEOJKo0CsT IEQAdsrmhSjPA63EqggwEqIIs3qRkuodeVlsnkHmEpYklswAgG0JUaLBkorQVIqSiszqN9eh FDVVy2RXVjfkbRErXykT9gIwg/L9tkbKn/ZLz6/6puzttzq+iedV81n2vOgYQU3rmqx4pQZD Q4hgLiScMm94yWS+RlGWPyt94GoU0xTdIM515jaEuDbfIMREuPYHYJr30ylpQfBCJCGdVpxU SYjHY/SgXyBhpvJVZLwCEOIYCPFu0Wil/1btphkJcWVIiK9yXYMo8fVIx7JSdLoCEOKYi4Q4 em5TRlsH3zxjqWaC2W7LihAvbGcnX2mrS+87vuG3RDRmKiNdSnJ5K091/XgH49/rx9MUopHS nL4Z26/71S4WYv7/6JjoWHiejoXYvH9ac9lcvyFRmd23/tw6D7AkgxD9pCuTQQeRkpRXEyUP VBkjWyYToddumIgy4DTZqokCEc7B/o25MPVupuq66zjpPmUcys3NRUM+LXHzWJu2ZX9u/E8X 9GPxc5MZ5uWsvnkfNNfM/vw5pbr5Z+nDXLPh2aaVVsIfY3iu9tzq9ixTI1o+ryJQStF5gKUJ 48bhppILH94EZoCCZQUz1c5Pflvft90Qo0jApVUf+K9NdN1743JpWck35hQRbSNsO4ut79uG eTv3WuOWy7VdHmvtm8ZU52x7fCfvH8IeT8kHHzq+rW/n8OeEdHni68f/FfRG54tvP4nCQcn5 4ZMtYKrdKBrIk4wnpm+7IejY63MyEzRdt7sTYm9cbL5X5vO+jDH9WLhuIIHe/np5mtutOUsY IeoxcZRYxnbYPtSjLi68fxi3QrLHNOe8wKIMQuQBNILqDajN+3aWyXZ+YM0k2/DAf+sb0Am+ tGQmwuveGReb75X5vC9jxpJhuO7CQmzNWSKV22PIojucD3aZ7Y/V75PzPSEm5B7IybSdc15g UYoQddB1wKt8d1DyxKhutFTOv0LTbSfPDM1E4D6jT8ktw8cZ3Ky3ilx3O54s2RJR5fHWyKaK irrj7fKT/Ri4bnCNg/1d1LfOPdtXkpON1sxhlbb1h0ktxFn3D0PtLwgkuucBlsYsmUVskg7H NEFMPqc0wK8yOTTPE6Bumyea3dZqp1KU5G463T6eDLad7Mt82nL9ME91TVsu8Hna1OnHw3Wj snwOs/tmbL/BErJC63YinjnIuVM0pP17SdkoNJ4n6byrFx0+n66FzIdeP4QKV5NfstoyTZN9 8y5cez8elMzx0DkP06M+pvF871yXMkjx8R/SscbnNVyzkvcXC3yZ6hnipjGCs5Mh35wiA//p qfnohij7s/n089bfgK7Ntfq79nltjjTO/tEKX5OFPtjAp7gdIRLRTWS3+fJLy0peROTLiGgb YdtZbH3fNsxbOapAh9SPEhfEH9taXKufjcJRpouIadvVxhmE3L4QJRrjiRSKRvK9Mp/3ZYzp x8J1lxCi5EmIwdLxKshxqITr81+Qa/WzadzyPKVVZOiuNaV9Xu/LuBsh8jZfbvO9Mp/3ZYzp x8J1FxYilk1gAfJjHjc3Za7Vz6yBcpNCtIPJg14iqjqK04ffXH2OlCb7MXDdBYWokYPtK0kS Sykwhzz3g3lJyHzDnBpzk0Lc5xtQAC5F5k9z3uhy/XZWIvTvSL+8vPA/sP/8/Mz5NbiDJfMK XKsfANbgggiwG0FuDJIfBQbKx8cH59eQIoQYASGCW0a+qTAtxNuY4w8PDxwZWh4fHzktze0I USTFS8g1B/Ja/QCwFhcL8TYiRDqXSIi0fWluK0IEAFyAPEOMXgIKzV80+G40IDGRCIQIAPgS 4VduFJHOrbxlbglx30tmAMAM9E2yk2IQgW0dEiK9WVbwUgUA8Cn8V8MojSJDkeSm/miKgerp ixVK0ddu6vOkRwG2D8rbr7K5czOPFiBEAO6eQE6KEZyVU/WMsYiMi4b8nD9cMvePphiojV8y V9DxGKkNf680n/dwyj5P/dd9Q4gA7IQhinIC8sIj7LaWEKfKSl4E6MuIaJvjIiGmOtFjAD7n Ikv5YCj1UtTo2kCIAOwNH8WFUspLTF5e+3Kb75X5vC9jTD8NJoVIyL75vGwHvH2IVvM/3JXz 7ylq9d1CiADsnY6oQpHZfK/M530ZY/pp8PT0dH57e5PcBCJ7uz9elqcNujzO+dP5lJLXMIQI wN4RUdnIiqVRlpp1FKdLb67+CSG2+/kkab/2b+3SPquIUyRZtgXSVCBEAPaOiGorfzRlNipa TSPTkdDtc1OfH4AQAdg7Nopbk2v18wUgRAD2DoRYgBAB2DNuubmarK7VzxeBEAEAQIAQAQCA OZ//D7r/smal8BQ7AAAAAElFTkSuQmCC</item> <item item-id="94">iVBORw0KGgoAAAANSUhEUgAAAMUAAAAbCAYAAADMDEuvAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPvSURBVHhe7ZgBkqwgDETnXB7I83ga L+Nh/EmIEFoErNX5uptXRdUgBBC6AeezOo6T4aZwHMBN4TiAm8JxADeF4wA3m2Jex89nHWfN Og8mrNVHU3HNlmkdTJ1PVqkjHlimoVK/3p6NTWlYp0Ur/IAbTZFeqmeCnP/Jsk7DSCumORVc S4ipnNca41O+yDyaOkErqb3WeHLDxDRMFPlz7j0pdGdxUzyceYIdlkVJIssWjoR4tJDLAmJk 0dZ27dB+3jyZZBN1azzzHA0TofjhimOCcFM4ReYRTCE7e9iRm+vJ616rJLoA05SeGXbjAebx mqsTk5lid0+Lg9iON3VsVsaY57YsmqIzzh5/MXY7KhvHsXMhYV3SUsE6ccrW0cDr1rrGZFen jU1jms3A8SAUe9Bnruk+DSVToFNl4JzfRMlJy2MZV4QB2zIVdi0uHXk68fxyUm/r083QQnbR OF+FdKymMlVhJ4Ngs90ClPU9YYqW0ai94tUJ4pZpOmkKQ5rkXNxxwJI3Qj8acCsOJ8bWx9gH sTtRIYUFqu18z6bnKlK7zmzzc3jHb6090BrPYbm2eXZTKF6fpA0ZuHaGAzZ5iTllChN3sFvI ZGLsg+Cx5+9kFiXuWu80RfZuNVgfhxXxFgDgnDGlZ0R7PDTPtVNEdSQbVudiJFOgeztNsYuz NONQNEZIGPsgsmNYxmkXkwQxfXfQl12faE0yIdO7Hb4K1a01y2M6Lg+mseXFzbVnPFjniKLe ykRThJ07LW6WR4Fm+SDkbOKpfOTAatx2N02GyiYGY5+KjHO/w70OFU2eKptda3eulTPcX6xT OFU7x1O9WtE4rInYqD0GMtcnFbemYSQHmnxINIA5iDXmpY88NrysfXYUlz7aUty+vb2pbJy2 ZSZR6hfzXNfESgHm+VGlH0TqlsrMQp/pW7D99i3kTwgbYOovJpiP+BwFjwLeGULfB57bfu3r N8cToTne9WXAce/iyxQ/tB9JNvFJhOHqoDtIFLMUpTxdd9LkaGxsz+bp99TRj6VoimTqU31L Gywg0x6+k3M77zEFUxKIfYblvWUxr2LEMqb0jLFxFlsfY4t5a5DNRCndfVo4ifebQndlEU1N fLUyzGOZYPqxSN0rTKF5NkXtSuDczq8xRVN8tTLMY5lg+rFI3YtNcfSB63yFV5rCfjDJXT/u rPluvn2wnRZmsx+D1L3QFPJNAX2RUfz69D1eaYqBPkTjfRuEGj6IQyr/g0biyz5+MU8C13/K av0w+C9JEm4wpy3bUrNvaQLijTmd+/kF16cb+FY/ziNxU5RwU/xp3mMKFWq8dtwl2G/14zyW d50UjvMF3BSOk7Gu/wDwlIwoUadjnwAAAABJRU5ErkJggg==</item> <item item-id="95">iVBORw0KGgoAAAANSUhEUgAAAnQAAAA9CAYAAAAkofRCAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABLASURBVHhe7Z07rus2E8fPuryHbMPI IrKEFK4DpE7x9e5Sp00bnCplursDfxySIw2HQ4qynpT/P4CASYmveXEkH9/79QIAAAAAAF2D hO4CfH19+TLJ8/66P+NnAABgvh+v++M7VgAAPYKE7gI0JXQuYN+QzQEACnw/bnjgA6BjkNBd gOmE7vv1uN1fiNUAgDKIEwD0DBK6CzCZ0D3vrxu+TgEATIFYAUC3bJzQPV93l2jgNf621BM6 euq+vfaJ0dD3OuwhxzAH205Wbg9nOQdCfyLg1rG+DCDbumzd2hetL5fv8z7ufancaYw//vgj 1jQ1ucsYeHL97AB9vc773dYXwJ5smNCNTgOD2RZ2TBMfvPf4GgX6Xod95egDe3aAHfzV2/M+ 2PT6MgjyhWzLMnjelzwApvKlZI7f+PnEbkGyRIkcr/3Hjx+xNSeXO8mc+qX7OqV+9sDbAO9x P38A27PtG7rNnrKBhIOchR20NgL6Xocd5bjMPsJBuck6Z8lgi0N4+d56lS2te52vXddLFiiB ++WXX15///23j3W//vprvJJjyj3uWe5r19h4Ggy7ogTv4+RwTZDQbUpwnvFpaBtqCZ1/Kt5L AR+v75XYUY7WofZ8tAb3DZ/uZ8lgi4Ru+d66le1aB/yKdkxv5/755x//+eeff/bx7r///vN1 jZ2oBXlOJXTt+jkI0s0yo3Q6UW9grTbQJUkW4A3cGf1QBsPh4MIJik4SRLu8Njh0Yz/pXEPf MPfWSVHPsPxy8iAmgb6PJ9VB3PMgC3+Lo0Vu8h4dnNP+9UPNyX+o6zFZN/IzF9ZXaa4pm3J3 iL+14qJuKUBjttoLr0N+1muaubeC7XYr2+QrubmEtdxuKrZkNtkOJW6UxDGU2NGY9MbOIpd7 bFNrqOvnxHj9OJm2OUeKqVu2n1gF3TJmAT4oCYP3itfBJV4frtGNIYgMxiCvxUBX6zcGpRiM yKH8fTznu4HlfFhBNSlvehT3z4jylwf4APR9PCQvcYB8Px5h71GOQcatcmM5s53JJGC8lo5N VX3wuqIONXnwPe9CP2qs8lxTNhXXLOZlX2lzCZq3xW7GdUyuqXVvTh5hDCrpGrqVrR9bzNWM lK+rZnt4D/p6Vb+No2SO5uG3dhJT7kZcadHPqWH/n7Nm30fLIuhtqZ7A8Zjf07HDF4ObdHgy kJJBTfXThiXv131BEQ5GGY0yhL4PIu45S+SlLN6RW9af9TsWThBlQhFwwT3TLyUToV9xHqI2 l77X16W9xc+Mvl8x2myhlDrKcSfX9ObeIr3K1uzTihx7ap4G/v33X/Pv5SjBo/3LN3dMLvfY 5u4fH4ys+yz9pLa2ZC+bEeVsJa0ZU/EEdE2SBbDRe8V6xReCm6hbzjMw1S8zwPCkUAuSIIeD TcaEDKHvnYl7TJINbpPti+UmrpNeS/pyWPo0/47IzzORGNTm0vdO7dHcV4nWN3QOOW5lTdm1 OXuLdCtbaz2tyLGn5mmAErbS38r99ttv3m/++uuv2BKw5O5aY+I8yqJFP5TMcRLoE7uSDo4k yvmL3uBOydrS7RJ9g1MxZgH+QBeO7+tRydoxZV33k0z2084eDiLfpvtegLffKkzA/TNMGUeg 73Mh5bNYbuJ6TV8O+/Ajnq/HEOHdeO6ep04O9NyLbMM6ZPS+SuyU0LXuLdKtbKeu15B9l4zj oK9Ty//mXPjlK/kGFUlJ7iH+jrKY1o/wozMS5TsvyQyJrdxTWQ6gNwZP8ErVxt5ywEej128d /H/0XO038cSk+4IiVlDzVGQIfZ8At2f5RD28DXhDblIf6ZuE2F8GbHfI81uHZKwBGfTp8zi3 H5vnynRWmUvfm9SjTdUSmirpGqvIcWtryuafsbdIt7L118fYMAs59tQ8E/z000/+nymhxK5U +G/p/vzzz9iLps3l7ttIDmIxk/pZuP7N8Em6soU5UP+h78mTVjALkQWw44dyu7tgIeqhOCd/ BiMf6t4q0r7BWGRbqV8MUtyujIzbB2MbHEz204GnNKZsp+Cm1kc3ZY6SjsWH4LgOHqN0mHD/ xsPmTXh9GdWAlMq4S30X9VDQm2MI7Mn9Rjvbgit+Pbr+xtwZcQy+Nxw2So5VuTniGMmvCuV1 TyrffB6r0H7GeeWe/XU/h1wX739qrpJtlNfjh6hC6xh1WaY0h7Wmd/bGay3vJZSTy9avhfvO obJvc6Iy9DWqOU6l/Pjxv7rchzVM6+f3JB5QYXlIvbhi+OJUTEhlkV6rxguC4tBMWVrIeLfC cOAkGFnASREH6uhc1Ez11HFGp4jOMjhdqI8GrOs0nhxLBDV21sqv2o6C15MR1zwZJM7IlL6T 61IPBb3RDfRZBODkV6Wldu4r60UbqMy9FXvMAT4Lb1PCjj+VzLfCeWGeL9V4JMbw97FsD4gX 4NL0k9ARlsHLNu8sKslSfdLX7NEhR29zh3X8nDjoWLwzn8zxeG054Umxy4SOmNK3db1Bb9kT 7kT70Lxk7q2w1gHAEqw4+olo35o6X0oxQTwsJhwRL8Cl6T+hE0lLeI2sA5FKavwY8anIOVR4 PR7q34/7+LRUc0RzHcfBgcAi+buc3pjQt3m9pjci9vEykx2tdj2+rL8z99rINeu1APAue9vx WVE+Pnm+GDEhfYGggJzBylwmofNt5CC16xFOcvjr1VB/vB6uDM7lxyo8pZrrOA4+0C2qAeXs TOnbul7Tm8S0FYds1+PL+pK5ATgxFDPwlsihfdyMGQviEeIFWJkuEzr5ZsUnY0PCEr9CFU5i JjTRMYegZTqq+PuI2EL3Fd8MHQitnYqJX2unQWNK36Ye6nor/arUbI/Bmu0kPKFXgndtbgA6 gez/LLHtUDIfnzhfzJgQYoj+NsD/qwCIF2Blukzo6r/oY6crXSfIyWSSo+tMdEYu3inTtjME Pl6LDcmj0z9wruq7pgdLb444XnO7wyeQsd3+JXDj3AB0gbNfM2Z+GPEhP/fj0vkyIx4l8kW8 AOvRZUIHm0/hYFCk16c+6BuAfXE+F94eAQB6AwndBZhM6PxTZYdfu0LfAOzK+M82AQB6o5+E Lh7unLzgkB+ZTugcJL+ehAZ9A7AvT/rVf/wMAOiOvt7QAZOmhI5AwAYAWPT2wAcAyEBCdwGa EzoAAAAAXBJkARcACR0AAADw2SALuABI6AAAAIDPBlnABUBCBwAAAHw2yAIuABI6AAAA4LNB FnABkNABAAAAnw2ygAuAhA4AAAD4bJAFXAAkdAAAAMBngyzgAiChAwAAAD4bZAEX4AwJ3T2u QRf84/MXAf/LCACghe/H6/74jpWR590+I74QWFYDCd0FYMc4kvsX/lPvy4L/FgoAMIPvx63t AdA9KCKhWw8kdBcACR3Yju/X4wbdAgDm0Bg3kNCtChK6C4CEDmyGC7g34+sTAACo0hI7kNCt ChK6C4CEDmwDPWXfXvvkc0//d5iI7UvZQ45kFyHmZOX2cFevDmTchpPT1Fp3S+iOii/7zouE 7gKwox8JEroLQn87t4teQ9AjG94/4F6JfeVIfyeVJBd0ONP8l0/q9juke5fx8z7xQLhLQndk fEFCB2biHdyVI1k3oQtPp9s4wZZjX4vsMNkSnzxCL4vZUY6WfYRfMrbGgjP5Od2/9sPL8v31 LmNaf/Vr180SOrW2D4kvSOguwPUSui2favZ9YuoZf3DsJSgkdOtwaEIXDtH2ZONMfk5rXzuh W76/7mVMCVvtoXCzhE6tDQkd6IViQudfz9Mrbw4CfEDresAHjziWea8fKzhK+Bz6EdWEbnAm 7sv3yrG/4pMc38PF3Vvob6+XSccO14yxw80gI8iq9HRdln3od3/aNmbrhZpZx4395CFRtK9r k+og7jk7uFrkJu/RX5Gl/aU96GSD15PbjDWG4YuH+jmN02o3bOPys1hHdQ0Fedb23rOM/RlU uEYsSujUugY51fat9cS06uX2ug330b7kXNF3/J5d3a8nXOepUjlLuRTmnwkSugvARpAQDTFc U4aW1ONnf78I5vKaQwaW5z130GJCN8xJRRuwmG9wHPW51L+63uAcg79m+xTXgE2UkxlYirIv Bbd2vdT6jWuJwY/s0d/HcxZs8IqQvJKD/hH2nth3q9xYziR2KUe6f7yWjk1VlQSI9YxUxpCf S3r094j+hl3U7Gm4NgmN1WI/o42PhzyVOG91DQVZuHhq7t3RvYz12BoarzpAibAu07Z9Va0t 1k09leRX1IuSSVan4el+aSuukca1fLY0vxivFSR0F4CNLqNg1Gk9d7bxX/SW16LDyP6Ctjd0 sU4kwWUs3kGn1q3I1ktjm4HPMTFWnfRpy2aUU1bem/QYGuWUyd7U3Rt60f20fcn7dd9PIO45 sykpi3fklvVn/Y6FD1H5kBcSDyMG1MbQ81vrEazt5+N4hVLqLMc291DwhTmyiPQu43BPHMuC xq8OUMDveYZtm3UZX1LZUWnVi6uFmD/c5M4J/mysKdtvbf6ZIKG7AGwAGaYRl+shYMS6NzLl iP5+2znfSuhaA4XV31Fab+psisJYbbQkdBEtP3ba0rrOxoScirZS0d0sveh+mX0FXdSC7qWI e0wOA26T7YvlJq7XfNSR6lMfapHaGHp+cz1xHm4XtjbLniah9VdimESOXduDvjZHFpHuZezv EXFQQ3NVB7AJ651h27X6G3oJ7XFfrn94W8syu4/7Lcyb+Gxt/pkgobsA3jhcySgYk1n3Tiwc xNelIzqDdUb3NB3p3Td0hT5T6yZq650z9lZk8qMm0lPadlr8+gtyqsm+prs5esn66bWE4O3b 9tLpWZHyWSw3cb2mL0d22FvjvatzRvf39S38fKeEbuZ6u5fx1D00fnWAAn5detyKbdfqb+7R x3N3gf8EKdQfr4crVX0Rcv21+WeChO4CkGFQyZhh1OGJZ0w20noa7NiQJbMTOj+mG0cGK2fY TU9Xjvp6g2Mna3Rj+P8w2lzLBngnHddHhDXuMPcaVORUlX1VdzP0ktSjrQgb83Oy7ei+n4Db 80Psl3wy9502uUl9eN8efLLio46g99TvQ5vURS9+TuusxDCJHLu2h2wNM2QR6V7G/p5x7AyK k9UBSsQ9t8aEan2+Xjy0dneN/YHryb2yv/ts+mxt/pkgobsAZERUUqIjxnJ/BMOy6+Rw6f03 99Qh76fCRjm0CwMsJ3RqHclN6bXRsdlZ8zL2L6833KPGHtYqx3Zr9k5I+xftYaOqToQx5fjF X00N48a6oxiIqS+V0hqTvcQxY/Cw+4ggMwQUHkPrqdBeC2TJemxb8et8ahvL+4b1q/2Z/Uqy Sscb1jusX/bjseR1vf+CHB2sv1BGeWXtrBtX/Hp0/Y25M+IYfG+wPSXHqtwccYzbTaxfXvek 8s18I5ZB7sm1gs6Hm/NxuIzjpX3f9nPfVoPub7lPzTcUy26tNViySNvCvnLZjDKR104uY29j vEYD8o1xITNRe0tst7RvS090f6teJHRd7tuqc389ryvJgNb880FCdwHYCI6k+oburCSHYnTs 4fCVdfo8Otzkr9sIXee5VDAcD+0YgNT10a91naZgmdO1fK7ar+c0yd99EHzYJ42dMOiQyigX //aJ5JBcl3IpyJFuoM/iwEh+VVpq576yXtRJZe6t2GMO8Nl4GxN2rSFfhAGuBhK6C8AHxJF0 mdARpYM3qceAJK/V7iOSpCEW+QTpryuZqTGTrxD8ge/GGCZ0SSV/tuZyxSdjep0mNLbWX0ha u0zoCGvfss263iDH7PCZaB+al8y9FdY6AFgTK85J6DoMcDWQ0F0ADv5Hcu2EzjiIp/r5QFZ+ Mg1f000kUX7MOIYbr/hLKppLJosSva4M9WZIYP2tZDeY+xbyta7X5EjEPt7fZEerXY8v6+/M vTZyzXotAKzFlF3TdRjfaiChuwAclI8ECZ2qU6CqJHThurjfExIO2cZJVfWXVH6sgvz1umaQ viHsDHPfQr7W9ZocJabuHLK9Zh9L5gagIyiGVN8yk91njgTeBQndBUBCt4DawavrtUNZ1/0B XUnoXJrkv0IVcjMTqJgkDEFRJg0DcSzZ191XfBPViu/bt17lYeGTYZaRKZe6HEu/KrV/uZa+ bQ1vZON8c+cGoFPIH6qxh+JZ9QYwByR0FwAJ3buEQ5flV/8lcKm4pE3/ekmXYsDipC4Wncx5 aI1StrrOpHsJc6r9zVYQra+WlJ6YmDTZv+CsycWSoyOO19zu8AlkbLd/Cdw4NwBd4uzZjGkC JHSrgoTuAvABcCTdvqEDdXp9S2S+BQMA7IbzQf/v1dVAQrcqSOguABI6sB30lq5D3SKhA+BQ xn9WqQISulVBQncBkNCBTaHkqKegq74GxXkBwM64RK3J75DQrQoSugtwjoRuPEBlga9ehNYA DQD4bAoPgPJvSpOCwLIaSOgAAAAAALrm9fo/CSnmAtoqA/YAAAAASUVORK5CYII=</item> <item item-id="96">iVBORw0KGgoAAAANSUhEUgAAASkAAAAbCAYAAAAgXHmQAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARrSURBVHhe7ZoJcuMgEEV9Lh1I59Fp fBkfRkMvQNOgLcYelPxXRU0QtJb/oYFkHisAAAwMkhQAYGiQpAAAQ4MkBQAYGiQpAMDQfDhJ Pdf58Vjnp1bBoMCn/kDTXnwwSYlJDxg1OPCpP9C0J5/dSb2WdYJR4wOf+gNNu4Ek9XFe6zLR qjqH9XVQ4FN/oGk3iiT1WibeoqaSFI7n6zjhbBthrtu2ZNTJuGkJV5QUG7fOA0/yLwOf+gNN xyUnKRZmWpeo1HMO4lA9CkVF21MbdRSxs6emTcXei5ukkupsFveLz/xdBj3n+F0bpRjIDeBT f6Dp0DSPe3kilYInM6ypJKpdBSxHcd4E29/Hggr41B9ouk+143RFEm/cfUrMuzSPe3xzFnLP KKlzzCWjTFy1UsjH8YcObNT/Bj69ib6z3bVC03PQu5ffpDoRQbfPJimf3U8aVcVZDuP8h5iP 87G/hLePe/CpP9D0NK9lyd/L72mSVEjXy9L/pVOSkuyeH1jU9wRXcYvJFdpnCtyN03O4MblY mXwsYOBTf6DpD+H3zLp9CnPcU8G1THPYupm6lPBCTxEw1fkFy1gR217biotmaUlb5/J+pVll jGwvCYk5+9eUFJcGRHymDhxd7coyrVO6RxxgLq6iHpDvUWozpE9JUxsX7xXZuqe9Tpq596NO 0ZtmzAlvK8rvuJ2mZqxy/2ad+ppYbvB1unTGO4X7ttrkGy4/m7HPFS+bvzgfF/oAI0o1CKlo exKHO7bjwmCMYpQD2IgcKFY5FdHq+pzNvf86ZoLYwS3H3KixaJgXGB2Ymxq3NLf3uuLtDTmj aZoL3JTr4XhG/xax6X62Hn5eznhn4GfkfkKei5eezfdoe3mvJFWYlQsP9qZJXpgTcYQXn+vG JLqfXfnSz4DZ1FSvsR9u0LuY1sKQV9ygefz5qrd35UhT3362LdV1vPs2onWNsHEW29/HNuv7 8/R+SWorIeyJcSWOkUmRVvoq3qzsoa2MBW1NZYUlTeV3Pn5lzu2MG7yyW5b6K6z4sdt1b2/K gaZVu63vtfm6b2OcNxHu2yNJaX3DyxvupBrbTuLo48/GRTgmZvM6Vlb6MHlCad73L9PUVAZ6 9mOnXeFjRrgQj3ZSX9YllDSQf+LtHTnS1Lfb+l6br/s2pvaG4b6dk1TDyxv+TioMVJttw4cd riRX4hgy5Sj5iHHlL/0Ao5pabTjBJP3VD6NxebxTNJmlFVzrpeRXvb0ph5rKeIxayW5Vv93r sFc/fI6B+3ZMUhte3ixJEZocYuGvs9eCaGf+ClPFGeF8Xy1psijFsQNkdOBNk0wULtUgj4lq q50gH+xi4euRK97elBOacjLRtvZfKIMOxS+zfT3PnX3v6HVMO/VPE6E9d6gcPptvUXt5wyT1 DcIE8v8pjQeJmzDNiQXihLp9YhiJb2k6oHdIUg1aRw+6ZndSVMck3ABJqj9IUqDEHUVC8Wd9 e2YHBh3kUTfI1IFvaTqod0hSAIChQZICAAzMuv4D62B0llVWkegAAAAASUVORK5CYII=</item> <item item-id="97">iVBORw0KGgoAAAANSUhEUgAAAK0AAAAbCAYAAAAOPA8rAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOISURBVHhe7ZmNceQgDIW3LhfkelyN m9liOIQkkLD4yd2SHBl9M8wEg1j58Syzm1dwnM1w0zrb4aZ1tsNN62yHm9bZjsWmvcP5eoXz pq7zb7yvcEQ9X9wqYd/Xkcd6mpd5Z9yhNsP1Bvlk7jO8jiu8qauAMblGa55goWnRsJCIm/Yz SBM9dE2bzyZsFQvek75ZExPrdfPJ0Gd2zYhzjmtkV2RtpaUn0U37CeLGNoV8h+swTKyMQuaZ 2ozJ9SbWus8zXGDurmnx89y0vw3xGn3omXQ+gtrz6tp9QuxEhQUm1uvmw8Q5MJYq8irT1uW+ PJX4lJ43Lq7HAHFdjmXTTsbJG8uxVCFmBf+VVDpBkzomA9X68J6Vv4/rIi2hdfQcrjfIJxHn 07V1pjWfJOizaaDReB6DifiBOWc5RsbrxZVESQi4uTSPP3N/s2KV67THhvcohtGad0xGeh5R W5zDazS0Ha2nMPKJwLGAu0srLVNE1ubLSUmDww22EhrF1cLI+XWso0h7xOKMtLTG07WGvqP1 DFQ+ce4l5n3L8aDcaM+02O8mNIprPM0p+TrW0cD+sDhJK36DEfKaZULS2tR3tJ6FyKf3ZrH3 829NW9/YpGltQYhhXH0TQsg6dmM+ezwgon4lDDddLqOLiWHQpG/LhKP1DFQ+mmGs8Xk9smmx 8pWbUP2e+UgQJXwcPyGwG4eJSsOrm6tjnQJoU5sAikDHpLifRWv1OrcYrKew8hG0TIsPM+QE 6zcKn4E4HpD5qB3xIA2mURUBTHyjmXI/ZaJjMUF5rRXHxqVWicTXtVg6prxSMGb2l4oclx8O /kwSj94Euh1xc/hvFrmKWwHlmPNoGASNiXMsg6mKb2lTrdtcbzIfpmXaUb4tzC9i/y8gLhse urXhoNF4Mp18OIy4+GBm4ZXp+AHAnhYdN1iKfJ9ibWc5e5nWrH6NL26pLw08GQfI2NwXpq5f nYNK43yW/UzbMohpWup/JS6B1TQfIR7xotrGMR3rrGbDSts4O45MOxvHpBiuys9YPDJEw8Zm russY8MzbTSRrHrRXO3jAfe/EJeAM+3IjHSOfrjdWc1mpgXkly42jbwWz6Izv3A84qRxq7nU 8nGBeF+nfwH7ATY07XcQK7P8PySQKrKsvtHYrXOysxQ3rYH1uyJck5UW+n4y+BnctCZ0BjaO BsnQcM0d+2O4aZ3tcNM6mxHCHzfkaa4Li/6IAAAAAElFTkSuQmCC</item> <item item-id="98">iVBORw0KGgoAAAANSUhEUgAAAI4AAAAbCAYAAACqVrf4AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMRSURBVGhD7ZcBksMgCEVzrhwo58lp cpkeJisIChRNaqe7TZY340w1YgS+mE57EAwQwgmGCOEEQ4RwgiFCOMEQHxbOti/TtC8bdYMm j3XepxQraKfi9Vj3meZj6xq9n4dtqe+CdT4onLzZ04H4z2xLitOSIoadU0mWQuvH+LGv83t5 ANHM66P8nub1wxWHTkUIp0dOrIoRCCklJ6fKI4nrlaC+lQdfyCGcvwZjNO90oDPemAQr1AtV 5J08NGyVcGz5q/cmq66WPX2ninH5rLz0pJ08ZcWWrzwu5TdDXVNM77oyMYPmT6yY5MvvlWIr xNhuVcxVOLi4UDkuBH1OnDAsz2BidqTsXT6jDffs+O7kPopHOfHdglFJ8NpRUtHXV4QjqSLq zn0SDueA0e/DAsKH2Ngy7lVVg6EFUIylyMDx1n18ZGcDJudbW4FMlvf8UhzF4QQYj97ksl5D kDIvpU97auzFvapwEjrUE07uK3VajuwaJw2rUGPDECT7he+++yqgnyJpgDfWA3IlA0WxK2Pc p2Zjmibo6i+LQSMPVThW+SeF82QnObSzGxInwt3w2RL+e8jq57bDzZqrPtE9jB4plt3XiFjm A+uIkvKRm8inmwchHLug6vcEQMm0il/AsGvH93PdpAqYtQW8sTsASStCefFwQEyORGbilsUu Dzu88+ThJ8RVRQKgNi8LGlQVQktC2vJCpY871rY5CHKsZVc/7qrd83qw6SxkMfdwjURxmtfj 4BgbFRX9rH68fxbpn04S7Yf9Ip94rvLXQ83PMdOxhJiY/FGbZxNzsTH34/hreVJ/Dupr/8zy nLIGzpMi5N/Qte+7K8nv1TiJvjeqUOLawsGkG+fkHC/x6lowKLHV9ltV569QnwgEjPX8vrRw csm1pyKXXXTaEY4XpEJPVLeGKjUdlDOH5QYVx1QUEg6OtSpOqwT3ngWKW3zjyGSriuIJh4Tl /gvk9WTVSWK6+1U1wnWEQ9WltJJ4U2ZL0vU/BVc83NT1ZJ5pw4C4VsUJvoYQTjBECCcYIoQT DBHCCQbY9x9HojDYhqJGfgAAAABJRU5ErkJggg==</item> <item item-id="99">iVBORw0KGgoAAAANSUhEUgAAAN4AAAAiCAYAAAAwN2fVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOKSURBVHhe7Zo/svIgFMVdV/bgNjIu wiVYpHbm1RZfn87a1tZJZWnnDvi4/IlA0MSIQeD8Zph5JiRyTzjcS3wrBgBYHBgPgAjAeABE AMYDIAIwHgARUMZrWb1asZW3VazpZK/X/XirGtZ3LRLoGALS4HA4qE8ueWhsZbyuqZwBdayp aKBmQL5+BPWtebgAOs6HDKfNcb/f1dEhqWs8YjxO17CKi1AZ0fiDAZqydZw/qclo2+2Wnc9n YbzdbqfODEld43HjqZQ9FkzbpDqB9EoZbgUsU0fNfONRtrtcLuLvzWYjzHe73cRnl9Q1HjWe ODaavnnAAxHKpWwd5xmPDEZm05AByXiUAX2krvHQeDxYuw1F9PZLfsJI2tqJy231+JQqW8d5 xqOy0s1uZDrSRGdBk9Q1npjxxtK3fxUxJ/GE+ZoNpen46WJ1vV69+zkyIl1vZkJN6hpP2OMN 90C+fm7dTIFoAURQnmBzpWwd3894ZKxne7n9fi/McDqd1BFJ6hpPMJ4ajFE7P+vHe7JGdOKr ykIrR2hkrC/ahKDK1vE941EZ+fw3O/mmU2tvkrrGk0tNc8L5g5GrjeimXuumNWHCUbaO7xlv vV6Lnw/IgM+a3usdj0d1lV+7lDRWxpOuF4P2tX5UI/14iv/TwfdNrz4y2P64KUYfvL6/fnDO NZY69jmzrn8PfZ/3yiM/JeuooftN05LKx35ME9v9/i8Lje38HYrBKiK/+PFQ1UAooLZ+DNaa /LLPQ0fqZwrzKCdirVpfBzp+n0gaL2M8MRBnFTT7+B44XWOuNCaWAI/2+Wr9Y0DH7xNJ40WM J2tvJxj+iVK1eMieYPy1ueJVoDkBHb9PJI0XzHj2YHUw4pgnGHmNK4Di1TlC3U+sLPaXpkVs HdX3iZarQSNpvOgezxyAtUr4glHBWsbh/WpRBhl1tzwjApQlEr+uP24IliIxdaR79dd47pEL kTQObzzhcBq4av1gdECqOebQx70B6WYO3j2nL+w6ow8Nx71nIkTWsWtbS8eX5VSqRNT4Oxnv VyBhbXXAXKBlULI1Xv8fKJgsQUi2cvhR8s54qh6Xez8wG2u/B0KQt/E4We5NFoX2O0/e2IHZ ZG887E0+o62N/7oAwcjcePLtFHw3D6oWLO34IgYtw5Cf8ZxXxJgo8+hfTlkNJWco8i81AfhB YDwAIgDjARABGA+ACMB4ACwOY/8BZQos+T9nqM4AAAAASUVORK5CYII=</item> <item item-id="100">iVBORw0KGgoAAAANSUhEUgAAAKMAAABpCAYAAABWH5NSAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAcZSURBVHhe7Z3htaMsEIbTwPZxa0gX 20T6SAdp4Gsjv7aTFOPHwGAARwWD48T7PudwzmpUUJ8Mgze4lwEAI0DGT3nehsvlNjx58at5 PYbr5To8XrysDGT8gOftMlxup9Aw4TU8rpfheoCRkHEjJOLpPEx4Pa7qQkLGLVDXfGYTGe0v HGRs5jncFHNEilCXi0sHXNH3X/dcIWMjJIeaFNngiMTQF1Kzu4aMTWhGijCQyOQjOa8P94km eucMGVvQzBWlxywHPXrRyh0hYwOqCb34/PKYrpraotFVQ8ZqqNtUjEqWZKSIrJAeQMZqNPNF hySj76YPkFHp3CFjLUrRYcRQzugqdr0CZLQDiaAakqajaf/MUX00HXje9v8SQMZaNEfSEapz lO+gfJGBjJY4QkbHsX+BeQMZLXGQjFaAjJaAjJDRDJARMprh/jNcfu688Pu4//wZ/v7jhZ2A jLUgMiIymgEyQkYzQEbIaAbICBnNABkhoxkgI2Q0A2SEjGaAjJDRDJARMpoBMkJGM0BGyGgG yAgZzQAZIaMZDpCx+VfePHsw7tOzvZDREtoyUn3j9NC6+S+pvNUCVwIZLaEq45b37Dhhd2wf ZLSEpoxb5kz7SNo/IkYgoyU0ZfRilZPml7rqEEnTLrp3WyGjJUzLmPIWs2dzIaMlOsnoX0qf RrCyUB2SjDxSrm2Cr6ejjZDREpqRcUvOWNK5vZDREpoyCqPp5vfsuPb2bC5ktISqjA6qb+t7 diiKdn5BFGS0hLaMjvm/wPAgJQrH+eSYd3YWkYCMljhARktARktARshoBsioJWNIkMecIytp I5a2c2WHXMUMkLGQsXBhcm2KzyvcyCLj9PFBfJqfN0R+zEDb7v/e58OAjDORcfkvPuRK7WVb kdHBI7X0/wGRZTw5kHFextttuAlBi+grI4fbNRmfj5PLCRkXZKR7H7vlvHfsKqNft9pNu4ac PVJCxhUZ6Z/8vDO5Tp/J6O1OyzQPFLczLmPVDxSWgIzrMtISuxF70s9kFCPjWjctR8ZUgK+/ j5CxSkYi3ne6XF1l9JX55PQdIaXtypyRGhQF9o0TZP0qIGO1jKkzj74yskxJ3ji3ndvSVU5r QzJr6d6lUVosa42FjA0yOpK/l3eT0a8rbpYsY/g2+M24Iae6d5BxRsaFwStds3YZ47B8poxH W9nOheX/orxjiScRQzeX9ARGeePxY0pQ7JOdVf5ZmtPuAmScyDgGKi7S5aFtGmXszCQyBnHe wrBIJCR/e0JJR+5hm/EYfrtU7OTiaERiyDgTGfuhI6MXqXhElG4jyUT7rIT/suwaHSHjOWQM 4bx8Xhm6ZC+QIKOclzJLou4FZDxTZCwiH8vo181FxonAzNJne/GxjElqwmuqoHoX9nnnbeX1 2FjfDOeRMV6Y5IJlkU+SkWXNBHDb3fwVES60u2l2u+lk4NckB+8n7hOPKX0pt9Y3z3fK6KMW Xwgq4w2MQnIZL1Jy4VwRhYwlu7DFZ5tFqeTjyFh8ASt43sJD4+k+fO4r7Wmtb4nvjYxnRFtG Vx9VJ+0THuCvpymQ8ayoyugiH9c13SdExevDpSxjzyCLCRnPiqKM1D3Hmib7UDtIRreOdZ3k 4xHIeFa0ZHSDtEdSjSxjIR4LWjYPMp4VJRmXftDhq5dkdEvUZUPG34JWZCyY7iOI5x+NTWWB jGelg4xbftcpCeXXJdHRH1do25b65oCMlvhIRn4uOJb0xi7/pWQuumXd+aRdS/VtAzJaokNk /GYgoyUgI2Q0A2SEjGaAjJDRDJARMpoBMkJGM0BGyGgGyAgZzQAZIaMZICNkNANkhIxmgIyQ 0QyQETKa4f4zXH7uvPD7uP/8Gf7+44WdgIy1IDIiMpoBMkJGM0BGyGiGPWWkY1dMD0h/3S29 yiVMRwifT5ua//q79VQgoyV2k5ElWZExn+cS9smEpPaN82LC5+/m0vJ7zkw5h6YGyGgJmoG3 g4zz79NJ8LP/Cnky+cI8mqx5abR9vYpjk5wtctHxIaMdSIiKrrQJJwwJNDfpaiQTj/GCsoDS VFVpXYQ+a/piQUZjuGjSVUZ3PBaiTkZJNpZRktVHPyE3pP2azyPv5vcCMlbTNzosvk9nQhAr 2yYVtFLGdIDTlDNuErgdyNgADSLWerdsPrNU6ADu5i6+T0eCI2F+PBZqrRsviFJWv1zVHX/X F7EykLEFuulrNlawJGzd4cOAZRTEiyd143ORvNh/hZovYQ8gYxP75E5VkTFhun2QKxVm7Zj1 gunkiwRkbIRuYu8uq17GIJ2Y71HUHo8xzRczKGpWyk9t0+iiCcjYTP9IMRfpxnVJvrgkhj+O 1N37nDKs96VSxD3OdQnIuAF/0zWSqIPRyhUjkHEj2jdKG83uOQIZP+CsQh4hIgEZP4SEbHqA bBnOTY8QkYCMwAjD8D+J1knbPVaqUgAAAABJRU5ErkJggg==</item> <item item-id="101">iVBORw0KGgoAAAANSUhEUgAAAQAAAAAiCAYAAACwYQfvAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAVHSURBVHhe7Zo7cuMwDIZ9Lt8h19Dk ECn2AClcZ2brFNurS+02bcZVynS+gZZ4USBESrbjxDKJb4YTgw9ZBIGflJzN4DhOs7gAOE7D uAA4TsO4ADhOw7gAOE7DLArAZrMZXl9f2bL0Qxfaoc+0bIfdgbvN9gtluxti19Y47IZt8EHX s30qfRd8p318DWidzr6Xaqk/vmcFABJfJnE8Hrl2ymG3NZM8DLstjEsDdNoPgL5dcGGDYBKT f89Nur6jcdurKcAYxC4AKTXHd1EAIOGfnp6G9/d3DIrn52dumZKdOO9sOkDzDmqci04AkKzd 0IEIXNOfl55GKqfm+C4KAOz+Hx8f+Pnx8RFF4OvrC21LfuK0oyw5qN+t2WGi9D+o4BckHfgR /XrtxwAXgCz1xndBACDRIekFEAIQADgR5MhNHOsWj0jBiRPH1o8c33UZk05Eh4oOMALaxa/T ICSovuvVtZKsTr8jtkUBOHGcXrs4lr77R0Xzl6k5vrMCAMd9u9tD8sOiy6lAQ85QgVEIgGy/ OxKAXOIm5YStE6+h5izXpKE6ucHM7Miw66sKGq99LQkIha+VnBQoieMldBt/39y4UWxYDGAu 2E++s57EF2qO74kAfH5+Zp/3QRBgQvpkIEyVb3TG/BEpr5A60U7IqfsBE0wSitFJniTSWLQP wTcTQQh9kjorHPp7oX8pKJfG2aDX/e1YxRrWU99DtszcWM3xPREASPDSs/7Lywve9H6/5xoi 56BQy8fFMWhy/ewzEjhHnIqOyjjwXqGgmUmiueQEuK8ET1J0JNlkVHZ+rZilcZNdj04buF52 LFPDetYc34kAwPG+/Js//TIgAacpBRVOUO145eDrhx12ooCyQbQWaD4zZenGcRddOgHYJBsB /+kdR6D7UuNmEnn2OxbHqTZErZcdi6x7PU+l5vhOMvnh4QF/9gMhKBV5F/D29saj8hPHutBP J0XeQeqZNBtENUEBUE5W9VyNjYGQeOMOO5+4URysHxOb70E7ObR38TtK4xZ2PDsWyNXdITXH dxQAONbjhM4ox+M/DuhCiTOVwC+VbvgrDo1FlFUCj4t2cHSoTSwzJvF42pbbUUemQf99yr6g 2zTtUMnzpLr8CSL234ZTgu7b58aa70Cf6rrSuNJapNejW17jep6L8ZMt8T4W+q02vjPvAG5K nDDbPJlxEjw5cBIfSanoBKU+49roYze0yWcw7fc5V8XXM2WF/ogCsPmTasFNbHXDaOPkaPKx P/fJ9gdgTHBgtJnxeuzUYMtnWADb37kCNgDVekZ0H9sf4PWUmE7Q66nK0q53M1boD4x6TAaV ADezecJi0zEyTErakX60TX8AxygbiDY7r9jO6M/ONzABLOuZBHyw4HiLQZoJ+PxzNTOXDGtk hf7ASJeAX8NfSWixUcWSfiQA4BT4a/ujE8Jf8FlSz39FUMSe++t8ExvAvEPpgJaAx7pMwNMY myTMXNsaubU/+HqYU3zRjQ52+LwGWyYstkwq2qxyYtv++MIkVIoNE4e33GLb8XJEEtu5EpMA 5mdcFaTJjpYLeE6I5EUXr2e8nt71QhLczSPAr/ojjIv1o8gkAgDczGY1BDtRqGCTk7gEW09C +os/6HrcJu3KIWDHNm7XWNu5EFlPKTFgJei5mKCUeh3fti0JcNuWDlwPt/bH4aD6wO2wALDt OE4rgBixMLgAOE5DxP9mdQFwnEbhdwvwbsAFwHEaRF42ugA4TovwewAXAMdpDvrlwX8FcJxW MD9D8jtAFwDHaRkXAMdpGBcAx2kYFwDHaRgXAMdplmH4D6u86VNenqdKAAAAAElFTkSuQmCC</item> <item item-id="102">iVBORw0KGgoAAAANSUhEUgAAAJoAAAAbCAYAAACEE5ZqAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAO4SURBVHhe7ZgxkuowDIY5V+7ANTIc giNskZqZV1O8Ph01LS1DRUnHDfwsWUpkW3aSYZMXwP+MZhZbJLL8WRa7MUVFC6iAVrSICmhF i6iAVrSICmhFi2gQtM1mY47HI30K1ZrazoNPbJVpbuSW9bNWNaZz/VjdTFOl1urnp25pOKkR /rfGVMJnEzi1dXou2q+h+RH7lwUNAOOHPZ9PGo11a6rgZZRUDzbNDwS+tQ39kyU2ZmD9mCPr l4ZtnD+Ps8l5hEzEgZ/VF/I+6vHAO9Jx+kqCBmDt93tzuVzwRT8/PzQTSwWITlQlSFP9vkjq +tvGO4zWy21uagdH+VuwkwQ4f7kvlrTEvljfuja1UjRAvwIaVLPr9Yp/73Y7hO3xeODnUDpA 7hQPgdY23wPe2IOWrjC6In8Ax+Zer0QEpogD4vLA6wSggR9XZP/meRk0AArgYgFwEDRUOE1a AnFs8Oq0CxiR+E+RlqdYDoTxnIX+BBKBhhY+jPs3HM/tAYMGf8rvOL0MGlyTYfUCyCBornJS DiqxMLS471L9Vg6a1zRrNjbTVqNAgw2dkpOsfw9dFGZX9XL9sQANPtH+cfV7CbT7/a72YwAe vERWOpaWwDAoUOynnya5uRP2cfXS8hSqreNeKKcx/vFVDAACYPqV2MsHDcR7A497CTQAKdWL HQ4HfMn5fKYRJz2BfJr6RWh+YY8GC2E4cVEDG/NOGgJtysaBRvtD9RKOMsegdJ5j0HCM9rWZ EK8HGlyL6f+ZuV+iXGmkUgl09PcnLp3o1gYNo+6ETUn23HJryNiEYLOgWRi8htxeiU3u0VP8 rW8fppZjGNOqmgaaFfdr0XPS8ojZbrf47wwALmXcq51OJ/qWnkAcCzZCT7Q7IehGCxgb/Lsp WTm6fklapnea4h/1cFSR5Bg8T4sLAFTHrSiGyaDBdRgHn7fn8y/d8QnrouBeIGW1+cNgdsaV kEs1mVx4ByY/n5MdfMfLhj/nVYXZFK4/qPLeHFkXsw/GoL+oNmgqKJmcksL3aECBjzauKerR /quiiuYS0sMgku6danmanU/3DPST0Irm+cMr6Jq0btAQkuBKkD4aKMlrwMqDs7dlqtp3a9Wg ufId9h7uGkI4FNDwOznQUnNFs+oNKlpQsQg0HEtVtAhOUm6uaFa9RY8m4fAqlgYagej9ALB+ NV6PosdzMwhfuTrn13pAo+rVWQcKw0bWQeL/klNhY/Ouy2DO/2LRTFpXRSv6WBXQihZRAa1o ERXQihZRAa1oARnzDxSiL0yw2BGsAAAAAElFTkSuQmCC</item> <item item-id="103">iVBORw0KGgoAAAANSUhEUgAAAK0AAAAbCAYAAAAOPA8rAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOpSURBVHhe7ZiJceUgDIZdlwtyPa7G zbgYL0ISSOLw8bK74Vn/DJmAEIf4kEmmw+UaTA6tazg5tK7h5NC6hpND6xpOfWj39Zin6Vg2 ql/VthzTNB/rTvUf0XYsT9byMu3rHGI/mdI7C4wr963GlzhI49lOXbsev/C19nk9zrBpQxvB w4HugrIt6Df/GLV5Y3fX8i4ZALg0QYD+S/iJQuBznWUvQsls347aj3Vu22GMq2f7FzItBmIB cC/cmst6mvXfpG0rgIPk00we+27OB87OZuXQ1g36mZ0VoF0CFxHcMvP/V2hh8hikn34iOLSP tC03zgBibAN89sW9/EUGaCGJwcWA/jqjfwQtf9plyYPlFA+lvMFg5yDh4so+2L5sYiy1Wj1H siVoL/rJLJ986wH7XoX9Xv3aQYyKviamUHoxL+xSoW+EFn7F85B9H0MbgRULZ4BxMFiguLUJ BKqD4NaJBvSXgDA0UGgslZExCGkIaeONdvzyBaFgwl5EJvjtsNYShipXT5UV9t58GggBMHme VowopqFPfRkX7Awt1GhOXt8zaCMUDAFJgqkOPxcZFAi6mph8VJuFXc4L/VuZ4czPBlv2t75C EpSafWTdehoEWZBqivHqBKpt19CCOPbQ/RG0uODOwfeAAlFfBkAVuRoLkKjHNdyCVvgVGUI8 T6wvCYLGBxQD2NvfcLrxNEjCbNmDNnJgAynVtJfQ8nxwdusTaONkp5m2/XkFcGqbxdsk/Drw dec49RO2KIQ2tlnfKGH/JeLM0yx3Fhti0oWvIVhDd5ow7jN7DdogOhvY39XtiTctvzdbgNGt kLeXAxP79WFLAbQAqTqtQa4+2Jc0R8sv39hsFlnb+oJqbV+ku0+DKIhJLzt/ZO9k/mrSaUv9 IZagqRQc0NihkQ4f2+qZOvUPf8ipvlvN18wRNyrbWn4MLpUUID0eLhnfbrmcjRFEeyn/A2F8 VOS17Unme6awxiogtB62ESypWJ/i/G7aSTbeNTihT629JgPti5QgpDodaAZLHLA6XPlFwT5p jNhPXgD+Hap2PtdTObQKOPPEkX1q0IFPI7sUWYzKv8u23yuHliDET5h9l+NTIL/bNbTq3WzV A9r1kRxahpAyo8qkBG1sa2XaAnRSz+b6SA5tooresAI0lUlr0BLU1f928Hgy2waQ/Xnwud4J LWXVVBJ0DC6VBBz/xwBLFVwu6klgbNrR9VDvzbSuYeXQuoaTQ+saTg6tazg5tK7BdBx/AGLs nJ7Z3zTRAAAAAElFTkSuQmCC</item> <item item-id="104">iVBORw0KGgoAAAANSUhEUgAAAXIAAAA5CAYAAAArzKASAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAohSURBVHhe7Z3dkdwsE4U3rsnBaUw5 CIfgi7l2As5g4/Cta5NwBmO6oeHQQkja0d/snKeK710EqEE0Ry2kb/x2J4QQ8tRQyAkhs3l7 o2Qcydj156wQQmZDIT8WCjkh5GEo5MdCISeEPAyF/Fgo5ISQh5kU8o/b/RLqXN9Tfi7v13Du y/32kfKr8H6/fqYvJ4ZCTgh5mK6Qqxi/aVoqnu/X2O6ympJHEf9MX87M2PWnkBNCZjMmJJlP ReQiutf7VcT8cruvFpR/9ungxFDICSEPs4WQf9wuMRJfe3uFQk4IIUNaQmLbIpiKeH7cb5dy fLh1IuUm3nE7ZFjH9rrhXJU61zZyWRbyme3waSC3tS2aa+jF8Ug/W1DICSGz8UKiIg4CaKIe 9RJFWrKNCFmicDgQ26Nolr3uHK1XkXsU43wKLEv2eu3KTSOJuoxF65nNcwi44a+/QSEnhMym EhIVShPGBIp1JYglYcQtwj0Q9lCnOuZvAGhX6o/tq0+18yKN9X1bAJ9AWuVbIjZbUMgJIbNB IZG97a4Y9kRWSHVNFKuECulFFfLah0VCDu0G0TZs7fi2CRFxuxGpoPfGtwFybVpQyAkhs6mE RKPaqYh8fGsiv+R0DLZXOoLctTHZDsoU24sPf/q2CpQfBIWcEPIwtZA0XgRWAgj7zloYCAJa It6+AGeR96Ja5VMfUF1D+TXbGGuX+gZ9qKJ731ZoHdsZCjkh5GGGQmJiPkxR8Fy5HEyCGI+1 I/pc/xKidqz73mrrbKgY47GxdibmKeUbTn2+2GXZioG6k+cIZOG389lNw7Wp7xZVmX9ikWMt KOSEkNmMCclLMIjIo+gWsU0iLGKetm5iwiePWCefQ+vhTcH+lqy3RyEnhKwAhdyLsNsewjoN IdY2GLUjlfiXhFG55FtQyAkhsxkTkpfACfNnvnyp9uE9PZFPUMgJIQ9DIfcRuYu4k5DrsbGI fCD+iV5ZgkJOCHkYCjkKs72YLOI7+eVLEvrmVzZ2PozKg7hza4UQsiovK+Qp+s4pC7GJeUpZ hIdfvhTqsno7xZXVDfVYi/6sNO8oM9BBw9vXVYBHFkIWMPx0rE4x4lnbv+oF3jtv1b+JPdLl rDsu6SM5jrHrPz4rcAda6gT2WwT4SPAY5S5FISdLEaHMfqPBCQQZ+dF1o0DB1tGoQBfB38a3 KeRfibHr35+VT0Xk4jj8kXhyHj5ut+CVCS/kIqS3DZ0qCPn1GsW86bsi9KF8k5vIBlDIj2U3 IZfoRyMcjURW3F6hkO+ARYf9N+dPzUDIN0aE3H4PuxHYvF+lLxs9DWwAhfxYZgs5/kSjpeJg 9b7fcOtEym2RROcc1jGnhXNVHlzbyGVZyGe2w0WT20bbX1qozkRrzkxEbctBy8fyUtfPd2P+ e3Y8o0IOYrrEtoJ2nc+rkMf/DvokfVE/HQr5YF/fCsd8Ga5fSVKG57a/x8ZBnpVKyP3PMpqo x7mWyQdHzA6V8oI4ExwY/IpZcqToZOlclYNHB8unwLJkr9euLKDkqDKWysEp4Eto3dSr1BOB 6rrbPNk50zx4H7L8zeYa2ubzufm/zbCDqI1SL1L8cpFtPcfEugh149/JBlyzsnePYhvwfWyO dbiurL3eBOAGoePKwi+pNQ7yzBQhbzk4OmV25jph9CGLB/w0t6mOeUdHu1IfI2lkqp1ftFjf tz0Rg8jLpXh93UJ/FlrXvTcvc8tyPs2/LxNaxwRsh2B937aZR98bm7dYbu3iXJttmVPz2fH5 LTfTqbHCmDTfuFn6tr6dw4+J6ZxJ50r/NxCdrCOGPZEVUt2WoSpyazpTzJdIosFUO9/3tDh0 Qfm2J0L6Xo8JFla45l9OyHvzgvlemc/7MgXsIFq3IV698/XyU+sChNz6pOshz205XuqJiXiD zzZ6Qh6sV0+k2Kcl4yJPS4nI0VkM77ADsSyI4w0WTWDwiNtzpp6NyXZQpsDi8G1PxKFfVExQ osGRNHVBm9e9My+Y75X5vC9ThuKoaN2VhbyzLqQc+xAFOqwV3I7xffXn1HxPyANpDcQ0st6m xkWeFtgjj840Lrqw76yFgeA8JbLqC3AW+a4zpT6gZ4XyTX4k/oxoPxsi86yk647zqTeH7ENx vs03qii0O98uP2kH0LorCrn5XmtdpL+hW7ltfROshdzE3k5R5X1fFGnfX39avzsO8syAkAsm 5sMUJ9uVy0FzTE1ugVRlIYUopKp70I/EK9mJsV06F0Q3Wr+Zl7rQVgt8Xg517Hi0bqssjmGx bQXtNrYaKqzuiCgsJY1dok+z78UVo/7LNQig1YNUv4D0+XAtkj/07Ah2o7BUroXzOUiTtvUU rr2fD0nQHxlzcY+6T0N/71yXPEnt/l9CX9vjKtcs5/3FIk+FE/IXAYQZnTiKShKxLMBaVPKt hZzPh/nw99m/qNiaveztPa7TEebZb8HpNVnphkxOz2sKudBa/HjMl88ty/kkoL5MaB0TsB2C 9X3bZh5F3YS/pH5UviK+b1uxl52TolG9ewKRY7vNMzkcCnm1+GP0qwugKZAp3yvzeV+mgB1E 664h5CkvQt7YYtiF1A+7edTjX5G97Jwat40T0qlE3M2RpNecp+2gkFcOFQVWj/lyzPfKfN6X KWAH0borCzkfr8mBxG1E59PJR+t3OeQRXl7I0ZnU6XIEW0fN9lJKqy8R00k7gNZdUcgtUkNb Qdz5yE32IK6Zhj8LyU/pi+vw8kL+ml9UELI1ye9G/c22g57nifHPnz/3X79+3X///n3/+fOn 5s8Ct1a29qK97BByJmZE3N2I/WSIaEsgZPz790/zZxFzCjmFnJD1SV9MTQv5c6yNb9++aSSO fP/+XdMZeE0hT+KqWw1bOtJedgg5G7OF/DkichlLS8jl+Bl43YicELIhaY+89VI/Mfp/jDsa C8Ag8qKQE0Jekuanh0YSy2f5amVMyLm1Qgj54tiXKU7MGxHv2REhly9VDL7sJIS8FP7TWkmD SDyJ+6l+xA6QevbCU1Lr88N6nLJlhDYkj58Cu7F1tqDmQCEnhOxAQ1QNEGYU1WoPPQuwFpX8 kh+SW/ojdoC08VsrFdIfEOPy7wzEcZch+7zYf/w9AYWcELIbJWp14uWFWsBjY0I+VZbzSbh9 mdA65pgl5KFOa7tIx5xFPt3Qcr0QpfcMz4RCTgjZHx81N8U0bkXoNowvx3yvzOd9mQJ2RpgU ciGdW8eFBvR4eTqI/xB2zH+Ep4SO2dlQyAkhx9MR2KYAY75X5vO+TAE7I/z48eP+9+/flJsg 3aTwfLp9Ew7YNkrM3+63kFbQcQo5IeQEJIHFSFbFLm9J1FGzbdFo9U8I+bidTxLOi/+2h5yz ivCTuOdjDbF/BAo5IeR4ksCe5UfsFmM3CEsDhZYbEb4X8PnHoJATQo4Ho+Yt2cvOzlDICSHH QyF/CAo5IeRY3LbEZiK7l50DoJATQsiTQyEnhJCn5n7/D0V3hJFqifDUAAAAAElFTkSuQmCC</item> <item item-id="105">iVBORw0KGgoAAAANSUhEUgAAANgAAAAbCAYAAAAeXEH3AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARiSURBVHhe7ViLkesgDExdLsj1uBo3 k2L8kBAgCQH2ncnzTbQzzISPkBC7QPw6HA7HNLjAHI6JcIE5HBPhAnM4JsIF5nBMRF9g7+1Y Xq9j3al+Fvt6vF7Lsb2pfgv2Y/1JLI7/gLhXLyrWnu1r6V8qooztJX7rT/a/biRZW2Aokujw qr8UrLWQn6Ek8Ma1O6bgfWzLGnaMattS7RvyIzfEvS1cGdtLgL0eX+qAvj/qX7bgmdVvItqE GywueFVB/xo/vU0dn8W+qZcLCIYRFvdRCiAwuohiZK/xfiuOAf/Y62nkj+YXlwH038Td2wUG JwgGe/cz0QX2ZyFuBEFuwmBvL90oMBcfO/RHAmaCyhy+AZXAcDHBOS8lXgqG2usgoD+Jqr6K I2L7urO5RPKkD3nyXbDjJ1C2jb6rhDsmIu5L3irr4O0KTNn3APPom+eMP6pHPgWONG6v9FyN 5RyHhMDMt2gOBBaqr161cFgMa4j2PJBEcCg0l0hAZzNSEjp2RcyxjmvBccmnC2sE64AVRWz4 CVSkJw7wNrGXCpW9jTb5T/rLPGlwRMXx3rZTXCoCQwIrp0RqzKkgain8hoLNqQQXxog2Pmeu M9G0kjmy04nh47XtgyCJUZeY30iSJ8Y/wr4awqH9kGu1iW3ad5DyKV5OQ39wIEM9XQBGLGmO i5uQBRYD65C0R36AuQgqPCg+p6pjDJcExuyqpMRkYaK17YMAscs1MUKFnP9lgYm1NaFfHwXn 7DXa80XU/XAx6LrJQ+JRxekOyg2Gt4A6LTgxrVuCAZJhLap6Jmqyn/UxtGN9CEZKbfsgiKcG xsn3IJBh+2zQtz0R8+FACGuzloKHo0Xmk/YWqpcUQ+3POrygrc11m2822H+w6Kgthqh8EVxK Ao7rCyMnS8yp6xQDjzz0r9lHy45iYzGIRGrbpwLjvPYkeiSIgLJoftR7lnHKvgHIoSXYpj+b 15Xow7xc4PrWa0F85MgEN4oQQCrQSOSNbfYNmMcv4ZbjY3fLVvnAhfK2ll1KIJWcIDlfLVBu R3OxDcbxZh3GMlvs0HVo6vjRwLFWX1zDZd8I7vccKX4DPNjIlygqH9BmxTK0T+tJ+8v2Bosh jJ6/CJmjag4AmweLyHEbSmBfArEphdDiOZuFgV2lHp50JdFkm+fj9fB7O+GHA32UcRHlgLjk G+cA4rD59Joc0/GdAgNYZONtuv9sX64TsXUfwGoDcDsOPl7bmnUutiTIUmbfYo4CF5ggebwt kIA9Ivf6dF33IZgfDhx7h8CoDgKznjuOj8EFZhB/SORen67rPgTzw4FjbxbY2Y8Djin4eoHx P6v430h9HEm3TPrzfZnkQz8MOPZGgeF/MOUriM6fiJ/D1wtsWdhXK0X6+DEilmUNxEzjWJEf HnQ9iIW+ePb8APTXsyKCKHTel8rQN06h7JnQHfPhT8TZfPuUH8cj4QJzgTkm4jsFRqTPT6tZ 5P+UH8dj8b03mMPxAbjAHI5pOI5/V6mdUJaYTeUAAAAASUVORK5CYII=</item> <item item-id="106">iVBORw0KGgoAAAANSUhEUgAAApoAAAA9CAYAAAANismAAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABO6SURBVHhe7Z09sus2D4bPuryHbMOT RWQJKVxnJnWKr3eXOm3azKlSprs78EeQhASA4I9sSbbs95nhjPkPgiAIycf3ft0AAAAAAADY AASaQPH19RVTl+v5dr7mzwAAsAXfl9v58p0zAIAjgkATKIYCzeD8T4gyAQA78H054aEWgAOD QBMo+oHm9+1yOt/g9wEA+wCfA8CRQaAJFN1A83q+nfBVFgBgT+B3ADgs7UCTviINQcfiry2C U/j6Ot3W9QvX2/keWcAi2oEmvVkY3FfYzhuyhx7THGyHRTpdghU+kXvtugt029ZtkP0h+Ur9 Xs/z2h/VO43xxx9/5JylpXfp6158f3aA/kyC17vtWQB7Ug8044V/34bzAV7vCXQ+gDC+beE9 d4kXwcBXWLCdN2RfPcYLp7hYn/wV6gN23SfpF7qt6+B6fuQBVOuX/Az7mOhzHgjiKMBk2X/8 +JFLS0q9k86pn17XS+7PHkQb4DXudx7A9mzwRpMM5Hw7P3h4CzZ7kwAk7DA9fAdYAbbzfuyo x0W2VpAu8E3kXKSDLYKDx9d2VN2S3Os8gK4XxFBg+csvv9z+/vvv6Dd//fXXXFPi6j2vWa7r sf05Ko5dUeD5cXp4T1YPNCdnEJ9OVvwKdMdL7jVJB3F+4tuGVqAZn/xHNwC2837sqEfvsr1e Ri+dDd+GLNLBFoHm42s7rG7XCjxWtGN6m/nPP//Ezz///HP0nf/991/MW/wAMumzF2iO78+T oL15zCjDnhif75WBQ1JEFPzVpUyz/XCwk1L5dEn1bBjlAUqwoxJjKQPVc0x1k3MY7CcP6tQ3 zb11sHZkWH8ltf2cge28D/GyY33wmiddxCaBEb3JNvbS0P3lfpeXbdD/lLdj8t7Iz5x4v2pz 9WyqZ9ctaMxRe2E55Gcr08K1VWz3sLqND6Cj+rQkWU7Bx+j5rE2OQwElBZcMBZw0Jr3h9PAC yHTOtAzt/Xlh4v4EnY4dDo27t2w/OQsOi4oo4qEXBs1OIG00OQtxIIpLJ2CealJ/aTzSUeWx ooHxuMkhTUPIujxfq9/s4LJjo7XEdjznvU7q9fActEp3nk7uX5D1L4MBCWznjSB9ib38vlzS 2tW+jeqN9Wz3lNrPddYm0gXMY+QkZCLkhXw9i/0p7Ks2V8+mssxiXm3XPWjeEbuZ5ejKNLq2 oI80BiUtw2F1G8cWcw0j9RuyxRrug74mt28vKcikefgtp8TVu+NXRvbnpeHzv0Tm2MfqIu3b o/sEns8cUXiHWB5INh6TZOBBjkIZRe6jyuwhl/NS+5px9vpZI5XtbV9Qhfe1oKVDuReMbA/b ORZ5zcXDitTFPXor+tdtQgY6iXDpFPtLQU7qV52HaM1l28Z8tg35mbHtDRwsVVOtoxy3K9Od a8scVbdun1Hk2L15Bvj333/dv8ekwJPWL990MqXec1loL33h2P5oW3tkLZuR9ewF0wU9fwIO zRRRJINvbDQZgmPsE5NROUlaijUekfcO4kSvX2HM6Wmo5XBBCe9ZQUOHsJ2Dk9fo6VrtwcN6 E/Udm/D20/07tThPJ2BpzWXb9tborqvG6BvNgBy3IVNRt2RtmcPq1pNnFDl2b54BKJCs/S3m b7/9Fs/NX3/9lUsSnt5DaQ7oZ12M7A8FmRycxoCztgfPJOv5i95493Tt7e0j+w1eijmiIIfR ciqxvu406XCw4UvSU5foZw/56BzdfqIuki61WGb7vgF3vznpwP0LXB1nYDvvi9TPw3oT9QM2 4V+e19tlspUwXmhzpbYtO3nINhp23WWnQHN0bZnD6rZX30L2fWScAH0tXv83M9Mv0elsUJLU 9J783KyL/v6Ic/SKZP0uC35TwC3XVNcDOBriJCTjrTuV/OQlNz44i/ntRdvZTIGEPeQqn2XQ 1nY7T3PU+nWeCm1fUMVzkJGmDmE7b0VYs3wDQRfhvFfL9Cb3I16okw00bCLgXzKpzzz/PHcc m+cq9qwxl22r8j277qFlbCLHbclUzL9gbZnD6jbWm+B0FDl2b54OP/30U/znjCjgrCX+W80/ //wz96JpS73HMtKDEKa7Pw/Kvxlh3+NaCtkHof5T32QfL7dGcBcmouDDX6a04aaeCrPRpzL/ CXVqfzrptlevr5kjGp4sq/XLDo/LjcFy+WS402GV/Yz81TFlOTlKIx81Kg6dHosv1FkOHqN2 MXH/wYvrTli+gq5zM/sm0sfZTnVPKzYQmC4c1d4pZ7sKKcpj83fMXWB1nybSemzqLZDHUL/y lfURrd9yHi/ReuZ55ZpjfZxDysXr781Vs426PHGIJiTHvJd1anN4Mt2zNpa1vpaUXly3URbu u4TGut2J6tDX4e44jfTjx//aep9k6O/P78ofUGJ9yH0JyTmLPZ+gdaHrmv6CID+0UJce0t+t MBx4EZyI4gMQl/N8UKmY8voQzgcsH7zpAKf8fBhsnsaTYwkHyQe/8cvQZ8HyFGSZuw7n3enZ jqqXe1qxAWpAn8XFoH7lXSvnvjJftafG3Fuxxxzgs4g2Jez4UynOVrp73Luq6Y/EGLEd6/YJ /gK8NZ8ZaBLe4ZFl8eCZ4M/00V9x5MM9n9xw8efP6rDPKTqGFzvELFtJehr++ECT6NmOVz9g A8UbgU75VPzI3FvhyQHAI3g++ROxZ6t3V9V8gniIVTzDX4C3BoGmOp1zMJVe4VunZoKtOEZ+ 8guHM301kfLfl/P8RNg61K4cz4Odiof6W61PpmM7bn3LBojcJ+pfdvTK7fgyf8/cayNltrIA cC972/GrYs54965yfIJ+SWKAnsHKINBUpzMdzlhGh61Vn+Hgi78mT/nL7RLSdFDjWJUncVeO 58HBgUfTOX0SPdvx6ls2IHHtLiDL7fgy/8jcALww5H/wVi1gz7jrMx7wR/AXYGU+PtCUb49i kDgFUvmrcHHg3EArH/LJAbqHXvzNTC6hdtW3X0+EZKfkEmWFA+rajrunbRuo/crbLc+XCNtc eqPRuFRacwNwEMj+X8VPPpXijHfuKtcnJB9ivz2J/0oH/AVYmY8PNNu/iuUDXKsn6MDK4Mvm mXywOcUDrstewYmyLD6kD/wxftt2Wnvq2UAgjzdcHoiBbS4/ncMlINvlNDQ3AIcg2K/rfz+M /CKjPMe1u2qBP1L6hb8A6/HxgSbOj4YdSxU82cJ2ANibcObS2zYAwNFAoIlgQdENNOOT84d/ fQ7bAWBX5n8qDgBwND4z0MyBAgdVCBhm+oFmgPT3qUqD7QCwL1f6Fz3yZwDA4fjcN5rAZSjQ JOD8AQBb88kPtQC8CQg0gWI40AQAAAAA6ICIAigQaAIAAABgLRBRAAUCTQAAAACsBSIKoECg CQAAAIC1QEQBFAg0AQAAALAWiCiAAoEmAAAAANYCEQVQINAEAAAAwFogogAKBJoAAAAAWAtE FECBQBMAAAAAa4GIAiheIdA8Zxlswn8Q8ibgf5UCAOzN9+V2vnznzMz17N83X3BSq4FAEyj4 kD2T89f5hiP+puC/FAQAPInvy2nsITc8DCPQXA8EmkCBQBNsx/ftcsLeAgCexaAPQqC5Kgg0 gQKBJtiM4LxPzldXAACwGyN+CIHmqiDQBAoEmmAb6E3C6TYUZ9LX68EGF/t5uhy+BucY5hr/ Zhh3zqPsoUeyseS/inS6hNp3BzoeI+ipJ+tugeaz/Mu+8yLQBAp2Gs8EgeYbEoPHwa+ssg0u dYL8R/3rvTVNzvgeWYBkXz3S3+GpoIdt6u2Dzf2Ch6Pr+HruPJDuEmg+078g0ARPJDqLkJ7J uoFmegLf5kBtOfZ7UVxMLe56o0mO83w7U7C55mV379tVoNlRj56tpYeQUb/ySj6D2q/94P34 +o6uY5K/+UC6WaBpZPsQ/4JAEyjeL9Dc8slt36fCIxMvoVFF3eF8p4sjvllZ8etzBJrr8NRA M13u40HQK/kMkn3tQPPx9R1ex+QnWg+kmwWaRjYEmuATqQaa0wXODoUDB5tPREeUx3LbxrHS obOBQTPQnA4m9+W2cmz++pTbcAptK/19eRk9dqpzxk6NQUHSVesNgvdv2c1b4O2thOrZhmpz pfLzVYzV3WMqZnsZ7Ccvr6qtvjf6LOU1FxfqiN5kG/vwoPvL/bZBEMvj240dwznXT/UZNM6o 3bCNy89CjqYMFX221n5kHcf7rFJHPBRoGrkmPbXWbfeJGd2X8KA9taN1ybny2YlrDvkoT6rn qbSepV4q8y8EgSZQsEEpslGnOmO0Kp8/x/biYpB1AemkrufysFcDzWlOSvYwiPmmQ2g+1/o3 5U0HbTr7xTpFHfDJeqo5qRhkikuLg86k18beMrQnoqD8Cq/mdMf3uNVvXlfKx7XEdjxnxZ7f EdKX2MvvyyWtXe3bqN5Yz3ZPqf1cZ22iCE6EPDONMeTn2j7GNqK/Yxcte5rqutBYI/Yz2/gc fFDK8zZlqOgi+GZ37YHD69iObaHxmgPUSHK5th2zRracd/eppr/qvhidFHkantpLWwmFNK53 Zmvzi/FGQaAJFGzABZUDovPlwZ3fVMm6fPhkf8HYG82cJ5SjmlM87D25DYW8NLbrRAOdsdro J0qfWU9Fum/S59DSU6wzdiPbt/Y2Q3umxs59VJmVQc67ZI9tP2ursr3t+wnkNRf2KXVxj96K /nWbkA+yKSBy/ElrDDu/J49gbZ8xj1dJtc5ybHcNWT5bt0QXmaPrOLXJY3nQ+M0BKsQ1L7Bt Ny/9i9YdpdF9Cbl0f0yNwp3Dnx2ZivW25l8IAk2gYGMqcA9EPZ+cT85HgzWHOrb3D/pdgeao 0/H6B2ry6oNrqIw1xkigmbH6YwdQk+vVaOjJvaRk+9beErkt261KckIrg8gv2mPbr7DVtK+t y+CtyGv0dK324GG9ifqOTej9tJdtpjWGnd+VJ8/D5eKMLrKnLiR/wx9K5NitNdi6JbrIHF7H sY1//0RoruYAPkneBbbdyt+xL6k8ryv0T2+3WWfneb2VedWZbc2/EASaQBENLaSCimG6+egQ xGGLeXmog/EHA766h/LeN5qVPj25iZa8S8beikJ/VET7pMtelih/RU/O2pq2ZCDH7j1hJ/2I fi07WLLHRT9RF0mXSiyzfT8NqZ+H9SbqB2xCXZDeePfuOWP7x/wWPmOnQHOhvIfXca8Njd8c oEKUy47bsO1W/s41Rt8XKvjP0lL+cruE1NwvQsrfmn8hCDSBgoyMUsGCA5Ke6ubgQee14+RD IVkcaMYxwzjS8YVDMvQEGWjLm5yEkjGMcfbG3op44Gf5iCTjDnOvQVNPWb9yz1X73t5WbCWP MQWhVgaVX7DHKp9lEzLEfWFZbd9PIKz5ItZL57s8h2N6k/sR/cRkAw2bCKSzoe2iPC9H8Rkk Z8XGLXLs1hoKGRboInN4Hcc22qcqgpxq7GHymkd9QjO/fF8iJHuo4/PAedVW9g+f3TPbmn8h CDSBggySkoaDgZTOl2Skfp4Or25/Ck9Wsj0lNvCpXBhzPdA0cqhGum52EnzwyzT3r8ub2pix J1nl2EHmeKBp/aI8LdTkiTSmHL/6y8Np3JwPVJ069aVUk1GtJY+ZHZHfRzisyTnxGHafKuUt pxiRMukk9TOVU6G0HXthqLqQTifd9ur1NXNEXciyWr+a3vV409onXch+Qv6qjit7EmBbSGnW fVHO+xxSlMfm75i7wOo+TaT12NRbII9xCvvm1ke0fotzltOkd1VX2fOpcTkOp3k83fdunxHL WlD7kXZmvil5duvJ4OlCl6V1lbqZdSLrXlzH0cZYRgc6G7MgCzFrU7ZbW7e3T9R+dF8kVC/X 7eW5v503JDWgN/9yEGgCBRvUM2m+0XxV1AWbncR0kcs8fZ4Pb/cXooTN81zGsc4BQHZmpn72 ETZPU7DOqa6cq/ULVIv6WyCCAwdV+IFM9kBp1nF8W0c6VfVSx5U9oQb0WVxk6lfetXLuK/PV /W3MvRV7zAE+m2hjwq4tdBZhgKuBQBMo+LJ5JocMNInaJa7y2bnJulY7QgUgOcmn5FhvdGbG VF/fxOAhjDFNGIJd/uzNFVIMEq2cLjS23b8UTH98oEl4OpRlXv3AnhSXYqd8Kn5k7q3w5ABg TTyfKaF6GOBqINAECr5Insl7B5rOpd7rF51i/ek7fUXaCe7imHmMMF7114g0lwxiJVauAvP2 S+D9Le5H4upQ7JVX39oTIveJZ1d29Mrt+DJ/z9xrI2W2sgCwFj27pnoY32og0AQKdvDPBIGm yZPTawSaqV60j6TgRZZxsNf8NWIcq6J/K9cC9BvVD8bVodgrr761JxLXDgKyvGVrj8wNwIEg f9R8K092XxwkcC8INIECgeYDtC5xm29d8DYfL/tGoBnCt/hVuNCbG9jlgGNysDIAmchjyb6h XfVt2yixLwIW1qG8xGLAz/p2ddzek9qvvP1fkuo33elteJ5v6dwAHBQ6D00/Rr6x2QAsAYEm UCDQvJd0gbP+2r/Mr6UQTNpfANpUdX4cbOZkg8wIySh1a/OMXkua06xv8QaRfK1g+UPIwZz/ i+qWjr09CeTxhssDMbDN5d6/CEFpaG4ADkmwZ9c/ChBorgoCTaDgy+SZHPaNJmiDN2FTAIg7 DIAnEc5g/Pc2WyDQXBUEmkCBQBNsB73V/PC9RaAJwFOZ/ym3Bgg0VwWBJlAg0ASbQoHWpzpw 83U27jEAdiYEkEPnDoHmqiDQBIrXCDTny1gmnPs3YdTZAwDAWlQecuXfLKsEJ7UaCDQBAAAA AMAG3G7/B9oQxtiA4lO+AAAAAElFTkSuQmCC</item> <item item-id="107">iVBORw0KGgoAAAANSUhEUgAAAWIAAAAbCAYAAABGBoXHAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUASURBVHhe7ZoLsqQgDEV7XS7I9bia 3kwvxiEfIAT89dPW0XuqqHkIEcwNAe15jQAAAE4FiRgAAE4GiRgAAE4GiRgAAE4GiRgAAE5m PhF/hrF7vcb+rfW1vPvx9erG4aP1XXiP/TdzAduA5tcG+tyS6UTMwr24bHX0uxe7bjfVRfBv 5gI2AM2vDfS5LQeciEmgfuxJ+G4Yd9uAvz0JgG1A82sDfW7J7on4M3Sy6+79KgTRA59x6OgU 0oeldRDQ/NpAn1tSJeL4CmNLdnRMBFLq1xxqj0LLq0vdR673b3OvQslyjNSWRF9pZ3f+ZCtj H5rI/kOg+bWBPvenSMQsuHFWDADxrRWUqtGRWidoxzUXxN46ODqdit6r2KVFuHQL26bjzdnl ANMAoGfhfnHMe4ndWqBFKcRpA82vDfR5BjkRs1OjExUrbOG8XOzuSiJXQRD6FNd8sNhxqb8J uoIlOy+o7e9tgWB9GLG+gubnYp83Yp8L+hwCfcrxPrVF/BvfIsTmr6RELIPPOG5OEEL7tiZe nMy8AKbOc9gkurGrdlZxFDvN2wIGml8MnXP0HfQ5B5p7+UxmMww+PzQRyw62tPt6x2Zo8jLB kupVaEa82TEW7UwbYxzlbW+C+HamLD0wNL820OcUPsPgfGM1+IzDsP+kzTdicdK0QOYbDzcG grPz7jYvVgoIL0BR1zlYdUJ7n8aYstO5mTnwjhzn6m2BAs2vDfQ5HZ6n2wwPoPixLgtfl0KU WOiiOlSutXfv1L8LO7Tt+27ZujFYOHttyi4KryUFZ3m/UvjSJgWm2qz9NbgO6DimBqGeDsoS fJHuEYPV2VXUwf13Sv/YcjvNkz7Wzs1/8p72OvnfzY86RZ2bNivipInzjSmP0sesIe7frFNf Y8sNvk6XZsbxcN9WmzzD5rEZO67EhUvET4KcYRycxHEBloIg9p2w63NglAvLCBYoTgUqiNXo 3Zt7g/0wC9cuuvI1XfTIG7IumEm9WvrZe22Jk4ezRp+0Rrkp1wf5t7BN97P18PewJg4MPEbu J+QcsWlsvkc7Lp6biAvhc+FF2BTcO3mFHeGF5LoRnO5nTwrpb7A7k/roNdbWLUZn09pI82kn 6Bf/3honoO0Xe823r21LdV2Hvo1oXSOsncX297bN+nz+eHYinkp6c47dYsfIYk2nrMrenKpC W2kLdqWpj5xuSB9OstWpKLczblHJG5TUP+G0FbttjxOwpE/Vbutzbb7u2xinc4T77pGItT4R Fw8/ETdeRYglR661i7BN3P1qWzllhUUdSvO+YB+a+sgCzNrOtCv8GhsuxM8QUh/GIZS0wL6J k6ezpI9vt/W5Nl/3bUytM8N9d07Ejbh4+DfisIDs7hSctLjzbrFjSOClBCtBUH7QB7uj+lg/ cxJNWqq2Rq/yU4SiCTudnrReyrc1TsCyPrJOot/lDUb96H06V18cx8B9d0zEE3Hx4ERMaAKM hT1lrwUB1vyKXNkZEXxfLWkRK8VrLTgGXRBdJwuYS7X4YjKeaidIU7u5+npkS5yANfpwwtS2 LryR5LWZS/kDmq/nNT0fBzQd00790wJtr2kqi2PzLeq4eHgi/gVhYfv/AM4B5xZyc8GDXfEn FXAtfqXPBeMAifhgWq+2dM2eiKmO5PADkIivDRIxOA73qhuK/8Zlv1WBg9DFFzWAyy/Gr/S5 aBwgEQMAwMkgEQMAwKmM4z97vzTkORCWWAAAAABJRU5ErkJggg==</item> <item item-id="108">iVBORw0KGgoAAAANSUhEUgAAANcAAAAjCAYAAAAHfp+6AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARhSURBVHhe7ZsNcq0gDIVdlwtyPa7G zdzF+MgPGBAQvfha6/lm7FQkAkmOQTsdVgDALUBcANwExAXATUBcANwExAVA4LPO47BOi55+ CcQFgPKZx3UYIC4A+vKZ12leULkA6IvbDk6z+4ltIQBdWaZxnT/0G8QFQD+WyYgJ4gKgG8s0 8EeM9BillH0FxAVAAJULgJv4n+L6zOvoSuTpwdw+dhj8S2IvlnW6MhdQQBJpGOkrWQv1/nZ7 td9SSez89XtiWJ+f/xtWffyKuDintzW0+K0sLnOzs87wju6xbxW24EBcPTDJ3iSuen+OdwiM 9N1iT+eT+ylIkm/nfThYD+eyH1P6XsujdG11bqhc4syJHN4UuEauVlFQhBP9RIyy/TkuiVhs Mn/or0cWyo/euxohv55MNaL5XcpNudePiYsWyIOzgzs6EeLqThdxRVVBqcWKrhWDKA/m3VWy aZhnWfxJHubamvhSXLlPk5svdF+r7ftB6LqfdKmESvu0mHtFzo7HCNdCwBrtrJODrYzdf1vy TPqJK5e8GXFR++F4icCabIRm8Ycc1NNmJMcuiYuFZSbnhSaToBsbJ+YcSAsxDWJvF+aTmw69 VxQcmXy4hb2m49XstkWr0Ggt3M+P+XxR5R5+0XEiY7qIy8fUtkexEdg2zPMoDiqwE8Iifq+4 OHljh0ibTiJK0u2wA1HgowmrTdSWitKOS/1LzjyySx1o+6e2gOkjLof6N86NvIC8yI4T1Ang xNyIZnFdzoeL4pJFVyZRS3wi62A97CrShZnzarCP7ApPJ3ZEaguYqr8ztPU/SsCWBO1YuTj2 uaKRtDVxtXKxwo8qV/5pRNDCcoPutoZporeOcWhnrjGm9Ke2D+b3bQtjWvrsdjgRKiw949g1 zjE/tgjCjnd23Rv7e9Uw71ySjGUhyI2jSbmk3ipDXRRBeGmiR+c6h9gT6xTGKNnp3MwcIgem toBhoZ5Isnr/fQyyUCyK90iE5anabBTnRw/f0G4euo3IA43mVZhfgeiDhh8490SUySTXqVET V9rylS/0H111s32XnG0yBjvFtpXsfHD1SJzp22OnxjZb5RWb1i+T+weHH1MDoZU1Ppwvwj18 wBK724h9svmQ0LVFSVrpb2Kc27ns1p5L/q+prUfgh61ePyMs4qptIq43QUm0T5JNGCZInCC+ b8FusklkxSH380GJtySSyDZg2/8WgafzXnFlq4k+fYPQtC+fW6E12hHWNpwb8dH9bJW95ckO foJ3i6uUyFlx6fkZO0aqU9gy7exN9XLXYlvwZF5euQrvNkfiarXzsI2vcntb2So6Ybkje1/w SF7+zuWS3VYRJ4LyttCfn7Bj6J3rSDT6nrdTJXgyLxYXYT9e+OS2be5dqeWL5s7OCizpq0fY JiqfecKHjD/Gy8X1P3CVbk4qElc4W82cAEvvceCxQFw3E396F6jNVi46x47w7wFx3Y6+o2W2 hCw8aoOy/iQQFwA3AXEBcAvr+g/SiAdly1QVuQAAAABJRU5ErkJggg==</item> <item item-id="109">iVBORw0KGgoAAAANSUhEUgAAAMAAAAAbCAYAAAAqJYDrAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARgSURBVHhe7ViLkeMgDE1dLsj1uJo0 k2J86AeSEMbZy+3OHnozngkYCZDeEziPM5FYGCmAxNJIASSWRgogsTRSAImlcS2A13Fuj8e5 P7l9F8/9fDy283hx+yN4nvtX1pIYA/K0HadP0+vYSv4e+NyJ93OnsfgEBnf9tXF7ybbgdR6b 8o+88n3KL3MW+4O9eYwFgCR2zm9CArJ9TAFE/q+sJTECx9STBPMuBJwXHcy18oFtbXDLn+RX E9+COGWLatSHABHcID/gH5wAsJn93F1g/hpfPY0SIZ77fh5QcU2OqLKaGA9OCQKNN4XOjL/j j8k/S2yU/xEnyhwzd4KPCwCOMQwIKv+D16AUwOfABMErhyYjxtjlLOqr4KuI8lHzT42pP6ri 48rfwHMZAvTzA0Dcd2nSCYAWZJ82J0/I/f0VB97L5kjZ/Rg5BpWvaFM8R31XBXDTrkss2M6P 2v8fJQYct04AWLR8bCRf3PTg2FIuyti3/NHv7Tg4L9e5oW8E/Z7sbaEtfcPF9jACQPKrDYgY yJ8mNzSFVNwGwIZVR69uWbBatDkpiMTVhX4ngb6wa2JjMcBecJzMOQ7ub0BUnMxzI/G6On5E AIAaY2c788d2cF+nMVLEBnliDkieYf1S1Grui88bYahoAkDnQiiGJnndpH10hYcEmcnZxvR5 4eh5YbxOiMbMzgdNj/e2q6LE4VAxuCWAaeyAtGAjxU3Zz/xF77FvPF8r0mXendbe+uC38zdB FUB/vBT4xY7ICeCxWhz10bvxAVXtLiEaMzu/9tKqlcHbLoqrEwRjg3GKiqDrUwCfvgjWHM78 RQLgvA1zhTbF/lmuTeJY+l7F9s0ktxOgOuE2QBMnXGwDkFAHQkBBV3bap29fzTG1U+8QKpDe 9pfiisD4vLnBvuDQFUS7uSxKIVmhT3I48xfYY64cDw3IxnI16rsH9Q0gTkZk5fuZDkYhXquw 18St4vBkNG1eg40YKf3Sjtem1mAC7W0TiJDcUEyuCGoQc2Lc7v3hGlTeUOSTRJlThnEt1DHM R7AsMKoutCb3HjqZXNQXnyB1fPmINmPLMdbbujlwU7pvZCci4McFXfprbKsotJ1b/9Cn7ofk ufXBID6VYpuoIIiPQSH5BxiRhkhJ67Rc5D0Ym1GMGsb+COZkiwZ4lJjpbxlE6atXojfgBLAI hJz4NNLb6xoltl3rfPKp3fLl2+BP+1LiEtKX920d30f8RMOaAgDUysttgO5DkThSOhtbQVkg 1WGp6PLbCK497fro1pH4NqQADPHoGgLEpGPbV+X2HoE+2pWHrjHUfh17q/gggOBqgEgB/ChS AIEAsI+r9vA9Qz7a5LpD7XJH5f+oEdFpIkgB/CiWF4D+6LL/LvCVRhE3/GhkodRTIRQO+9K2 ZVxegX4eywtgKx+ncifvrykigtF7AJwKurr7toBOj+oLGW/7UgTfj7wCJemWRgogBbA01hSA 3P/z6rE81j0BEomCFEBiYZznH+yavebjgPD/AAAAAElFTkSuQmCC</item> <item item-id="110">iVBORw0KGgoAAAANSUhEUgAAAN4AAAAiCAYAAAAwN2fVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAN+SURBVHhe7Zo9juowFIVZV/bANiIW wRKmSI00NcXr01HT0qJUlHTswM/XP4ntmPxh4rFzPsnSkDjB98TnXjvMjgEAVgfGAyACMB4A EYDxAIgAjAdABJTxalbudmznbQWrGtlruB9vRcXarpsEOoaANDifz+qTSx4aWxWvqQpnQA2r ChqoGZCvH0F9Sx4ugI7LIcNpc7xeL3W0T+oajxiP01Ss4CIURjT+YIBm2zoun9RktOPxyG63 mzDez8+POtMndY3HjadK9lgwdZXqBNKZMlwG3KaOmuXGo2p3v9/F34fDQZjv+XyKzy6pazxq PHFstHzzgHsibJdt67jMeGQwMpuGDEjGowroI3WN+8bjwdqtL6K3X/ITRlKXTlxuK8en1LZ1 XGY8Wla61Y1MR5roKmiSusYTK95Y+fZnEXMST5iv2bA1HT9NVo/Hw7ufIyPS9WYl1KSu8YQ9 Xn8P5OvnrpspEC2ACMoTbK5sW8f5FY+M9W4vdzqdhBmu16s6Ikld4wnGU4Mx1s7v+vGerBKd eFZZKXOERsY60CYEtW0d5xmPlpHvf7OTbzq19iapazx5qWlOOH8wMtuIbuq1bloTJhzb1nGe 8fb7vfj5gAz4rum93uVyUVf5tUtJY2U86XoxaF9rRzXSj5f4Xx1823T2kcG2x00x2uD1/fWD c66x1LHPmev6eej7zFse+dmyjhq63zQtafnYjmlie73+ZaGxXb9D0csi8ou7h6oGQgHVZTdY a/LLPp2O1M8UpltOxMpaXwc6fp9IGq9jPDEQJwuafXwPnK4xM42JJUDXPs/Wfwzo+H0iabyK 8eTa2wmGf6JSLR6yJxj/2lwxFGhOQMfvE0njFSuePVgdjDjmCUZe4wqgGDpn4SwBUiO2jup+ IkMnK+IIkTRedY9nDsDKEr5gVLDWA+f9SrEMMtbd8owI0F0iyezl3jchourIr2uPGxMvNyJp HN54wuE0cNXaweiAVHMeqj7uDUg3c/DuOftCFXgtvtM9lQSxdWwaow8NJ1Edh4io8XcqXnS4 cCUFLgXMbsKsDU1QiBiULI1Xl+arXBjvE9r/5IGIQcnPeDw7d3MExguC2te4e2iwnOyM9+5/ LTFpPmPwlTmYTaZ7PA0qXjCwzwsKjAcmAB1DA+MBP86rdmgYlsyNB8DfBMYDIAIwHgARgPEA iACMB8DqMPYf5rIp8X5AlsUAAAAASUVORK5CYII=</item> <item item-id="111">iVBORw0KGgoAAAANSUhEUgAAAKMAAACFCAYAAAA3mUirAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAhRSURBVHhe7ZzttbMoFEbTwPTx1pAu pon0cTtIA9NGfk0ntxiHg2AQ+VQ8Psk8ey3WugkqiNsD5oK3iRAQKONRXo/pdntML/fxo/l9 TvfbfXr+us/KUMYDvB636fb4Cg0Dfqfn/TbdLzCSMu5ERPw6DwN+n3d1ISnjHqRr/mYTHdo3 HGXs5jU9FMeIEqFuNzMcMEnff91zpYydiBxqUqwejkQMfSE1u2vK2IVmpJgfJFbyiZz3p8nR RO+cKWMPmmPF1M8sF/30ojV2pIwdqA7ok79fXtNVS100umrK2Ix0m4pRCUlGicgKwwPK2Izm eNGQktF20xfIqHTulLEVpeiwADRmNAWbXoEy4iAiqIak7dO0/c1R/Wl65vU4/yagjK1oPkl7 pMxFvovGiw7KiMQVMhqu/Q/MG8qIxEUyokAZkaCMlBEGykgZYfj5M93+/LgP/z9+/vw1/f2v +3ASlLEVRkZGRhgoI2WEgTJSRhgoI2WEgTJSRhgoI2WEgTJSRhgoI2WEgTJSRhgoI2WEgTJS RhgoI2WEgTJSRhgukLF7lrdbPej3GVlfyoiEtoxS3rI8tG39Syhvs8CNUEYkVGXc854dI+yJ 9aOMSGjKuGfNtI2k4yOihzIioSmjFSteNF/qqudIGnbRo+tKGZGAljHkLebI6lJGJAbJaF9K H0awOEkZKRndk3JrFWw5A22kjEhoRsY9Y8aYwfWljEhoyph4mu5+z46p78jqUkYkVGU0SHl7 37MjUXTwC6IoIxLaMhry/4FxDyleODeeXMadg0UUKCMSF8iIBGVEgjJSRhgoI2WEgTJSRhgo I2WEgTJSRhgoI2WEgTJSRhgoI2WEgTJSRhgoI2WEgTJSRhgoI2WEgTJSRhgoI2WEgTJSRhgo o5aM87T2ZabwKoWVKG1n0gkzjGE4LGM0O7sVKbewz3s2eLy0dWd5GbYyRi5s2ibKb6jHKjJu F/34NbjriqQXB8m2cYN8EYdkDC5Mlxxuv+Q+/pipNt9bXp58ZPSOpNfoiCutzVaR0eDWV9yD mqRl/HIGdNO97fZ6PKZnch8nW6U+I69TUUZTz0ciaAljZXQnXpPx9Rxz0rBoy2jKk+KSbW1f BFDvhbrKq1CWUcpIR2qpwzAZ7XfVbtpUZNBJw6Iqo2lPV1ayrW1weL674oyY7eXVqcsof7pV ikE7SR32y7icYP5Ek9uBy9j0WpESijJK9+xL2uwj9TD1lXXR8zZ+zJa5Tpoyyifnhu9J5fN+ GaPKxwcXttulI2MowMHreD1aMpro8gyK2exjZYzEc4LG1Wsqr5FWGQV/3aU+UodhMtrCojsv tV08ZpQKeYFt5QY1ymUoyViK4Lb4lIwSDHx+wFUyhs7IA9hAGX0DvSuTP8mXKVy+TTfOlZQu sk21ympFxojtPom2tWO1rSzXyWgI3nIxTEb7XXSx0ic53w12M1eRg9cOiwEy7ukh8tfkHR3t cRN121NejryM6SGaJTN8yOFknO+2JUrEaTlaZTvTQP94eZfkT8KHbpfCE1jk9cf3DR3tszqr dV44pj2FQzLG7RZeWHcemQuavvGlOsHxNvUqlbePlIxLoHIp1TyyTWuzrSLjMDaRcW7wtzDB BXB3z5zCsdC8zXIMu10odtA4GpF4QGT8ZPKRcRw6MlqRokF3uE1KJtmnEv7jdGp0pIzfIWM8 xpmZuxIrUELGXPdkKYl6FpTxmyJjFPmcjPa7XGTcCOwo5Z0FZfwSGd34LxRoFflSMjpZVwKY 7R62RYIx55xjZWE3fR6fKaONWu9x3PsCeiFdWkRaP/klhfRp1TVHeWeLQhk/NDJ+I5SRMsJA GSkjDJSRMsJAGSkjDJSRMsJAGSkjDJSRMsJAGSkjDJSRMsJAGSkjDJSRMsJwpoxy7IYpceHs 7tSkkHDm9baqpTkAdSgjEqfJ6CSpyLhe5zLvsxJS6rfMiprz39WVz9GMqc4peJQRiZNkzL9P J8BOsYvkWckXLdEQwmj7+xsdW+Tsk4syInGGjOaYcsjirHZhJZ4jnANq/45kSX3nkbzOc6GM SAyX0UQnd7w2GVOyORlTstrolxgbyn6VIUEKyojEYBmL79PZMIu12iYUtFHG8AGHY8ZPplHG 1XrmVJJjmOhUfJ9OChcJ18dzQqVkDCNnhJeyZ5kGZURiYGQsCdtWxPzAsshkxUt14zmBov0b oIxIDJQxpikyBmy33z5N144pN0TP6VBGJCBk9IvaEuM9qd9yjMzDi0eiZof8AmVEQlVGJ53/ LhgvlrpWe5xUdy91d9/b1CmiQBmROFHGT4AyIkEZKSMMlJEywkAZKSMMlJEywkAZKSMMlJEy wkAZKSMMlJEywkAZKSMMlJEywkAZKSMMlJEywkAZKSMMlJEywkAZKSMMlJEywnBAxnAG9juV Lq5bmupSsthg9rdN8Ua1/E4oIxK7ZVyLtaTs1H/Z/r3GZRZ5u+YlFnzrYjm/F8qIhESaPVf0 9dqIJGJn17I0vRfHfFesSy2/F1mTQxlx2LGiLkdXlEndBBKlSxGvlt8NZQTDRJshMnYcJ3kD +OWqQVoZV8vfg0TnxPLYwVDGZgZFh1IXHbAe8+VEeIuX9q2W38jAXqEEZeyg9y0MKXofBLyU JYHXLxLdUsuv0ngDHYUy9iBjsUM27unq5+hWlKFWr4P1HnETtkAZuzg4dtoZYaoymOMeyi+i M14UKGMnIsbeLmvXb3W18drR/AoyTNDoogXK2M3eSJHrot1Dhs+TLnV5cAm+94hcR/K70IuK AmXcgX2o0BhEXYzWWNFDGXeifaG00eyePZTxAN8q5BUiCpTxICJk/kfpD8ONN68QUaCMBIRp +g+FXr8l8ljHPQAAAABJRU5ErkJggg==</item> <item item-id="112">iVBORw0KGgoAAAANSUhEUgAAAOsAAAAiCAYAAAC+7S6pAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAS8SURBVHhe7ZqxcuMgEIb9XHqHvIYm D5HiHiCF6sxcneJ6dandps24SpnOb6Bjl120wAonzuUEeL8ZxkYg2fz6f0BODothGE1gYTWM RrCwGkYjWFgNoxEsrIbRCBfDejgclufnZ6qlzMvo2qFPXoZlOlG3Yj9XhmkJXY2rmMdY03HG o6i7f987/XuxGFYIKQ/ifD7T0ZzTNCSDPC3TAOdJkbR+APQdnYTGtUBQBxKaQzvOqylvI6ye nr24GVYI58PDw/L6+oo3/PHxkVpy1IGfpmVw57GJAF0g43sUVk+6B7cdVkcnXtwMK6yqb29v +P7+/h4D+/HxgfUUfeDeRJcEmqeaBeNZueKVvxRICyvRgxc3wgqhhIAyEFoIK6y0GtrA8djF rYcTMRO2Y0J4eBJItmehnbewPEnI/q6QZl5jcRyvJVbaLKzxdaR5e6FnL6phhS1vuopCUOEG 82oryU0DJV+N1H4NhTX9EScrpSVsHkXf1Tj+mk6rqF1q5wO2BosCx7pFgeSQa2GF87SJgeqd 0LMXs7C+v7+rz6cQXhiQXHGZfJZaxShvPfTZTIaiKzNpAZHHtHYMcWK20jlbbdFksBZ5f2rR /TuTYs9ezMIKYdx6Nn16esIvfTwe6YhHE8gdpS3XajStX/qcAOKwqCiUImCzaGEEk7CRlHZv tHRlKJxTCmtBy15079mLUVhhi7v9N1X/CzHPMhJdIBqg2PJt9XM9lwk7eRPGZq4HP55CufTF C2HNwsXQivjpc0phVbaDnrp1/wo9ezFK3d3dHf6pBkK7VfjZ9eXlhc7SB47HXD9pYF0gP+tl 5uoRGp/UJJqx1fFfWBXSc2Q9aqPrSP1dgLdW9Fbp2YshrLC1xQF9oZzPf3D20dqwhJH6WUrt g2VcfrOgofAsyGalIgUOgvL12dDJOZHicRtvc3S479aK9EXo+w6DGGsYT6xRbJINDdLn0HHc 0Jm1TO6D+5Bg5FBq0P0aLniseS8qz6y7ks1mfjDrIGhwIFJkVBkm32e9N9BPis3voZp+3g/z vz/vs/Su+zVUqEkI6+FXnNtd6uILYx0H5wcf+lMftT8A5zgBQ51Yr0eiujq/hxuQ9v8RPnFD diH9XkL3gOyjjYN0Z+9FSN1FubSS7EqFmqBD0bjCrLvVacBc91s0NyhuR+a1nvQH8BxRB0Kd xNtsJ+T7fwZ/VyrRTd2bxGise/wV/fYOzaQYU38GJEqmrZUKNUFXsjlreEVDizqaO+rnwwqi wGvaH0Vwr6BZdJxeOfxcL73eDKnRaNaXxmNj4jHFmP6c1MxEqa1WqtFk3UofpDHhfQ11HjDX eVChTjMS19P++IDvDnIdhBxpq4slOZ+3Hly/OTKj0fOYMFO0SmjGJONGP6CQ7uF6ciVxZm1q G7yTJn5F99eNwgrsVqeZC+r4SgOEuheJiqv74ZAQ1J/18NejNm4XgkA9tFG7JK13D+vOJRiL zUklaCi0dUX6MG2LjJi2xSfWRS2aYLBn/ExoujFnGkYruIlhhGD7CcLCahiVMo/yTzwWVsOo E7cNX3fEFlbDqJbN/0GndsMwqsRWVsNoBAurYTSChdUwmsPCahiNYGE1jEawsBpGI1hYDaMJ luUvK39mOesHlloAAAAASUVORK5CYII=</item> <item item-id="113">iVBORw0KGgoAAAANSUhEUgAAAJsAAAAbCAYAAABr0f1UAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOlSURBVHhe7ZgxbuswDIZzLt8h1zB6 iBwhg+cAnTu8vVvnrFmLTB2z5QZ6IkUqlETJbpM4bsofIBCbtCVRnyg5K2cyzSSDzTSbDDbT bDLYTLPJYDPNplHYVquVe3t7o6tc7673fogprXPDkcKacd66wcVQkzsOHeWm95mr670XOeyV yOPgOvZrMU1/NmfF+zP/hDlswgaQ8cvO5zPdLYXJSRo7uqGD5yRwWhwIYttJ/TviCRzPB4Im conXGRAXaIOVrLX9QTyXuh/eoT9XqgobwLXZbNzhcMCGttsteUqpENGq6QRtOmymIAJt0swF AGRuPW1Zbv37mu8a87N8W33veqV4gG4CG1S1z89P/P3y8oLAnU4nvM6lQxSSNwbb+2DwgcKW OLXCU7URuYTcFvABvN5UGMb8UQAbtKNX3athA6gAMBZAB52CSqdJgwjvjW6jfgAFpH9RvDAH mtByUgvxeQtnOs/jZeuLlhAx5pdi2OCnbDPoathgy8yrGIAGneJqJxXAyjqvJEuNWzhsySFc s6mZbomqTOdzEd7GMIwAF6tTK+4Clt7VCX6GDa5oDrmKXgXb19eXej4D+KARWfFY2IEMmrxT oDJOr2xygm8xl4/UJFgRmgwYAqk+foAEntG3t1zaB4RU3Z/CBuIxQfhVsAFMtbPZbrfDRvb7 Pd0J0mALyUiToMXlZzYYCAOKg1JgfDppsBFEtYmUeQKN5graaFFR9ZewybkdfgobbJH1/9TC FyqvSCkdNkqAOLfV4nyk7zTcbSf4EQpjaNhNOquMG89H5ddfkJYnuNeobh6mZlerfg02L/Ef 3dQUJNSs12v8qwOgqxmf3T4+PugpHSK8B50RPdFhC6sEw2gAUzv/TAr5usCCkFcTQZVF5hIq k7qQvSCvNR+o6fcQ13zQ5k9gg60R4fiGnc//cIVpPrTYi7AS1Ri03r0ynNF4VXPJJpMDj3Dy +3mysmeSbKS+5O+CByupolqfk0kfz4vqA435SbFgkGlQQcy3YVuEIjx0TQm9ACGSTqsqmNw+ Qkx8B8ZJcMXWVLRnuqeWDRuCkp1DZIwGS2s7SQC92JKq2zNr0bDl55igsGUiIAps+rmQ1ALR dHf9gsqWVS6CDe/VKlsBKKnlM91dv+LMJgFJKpcGG8GYHLB9XI9bpTjzBQ8CaNvoPFoObFTF okVYGDiyCEr6hasCx5ZsnZkvfdB0Ry2rspmeWgabaTYZbKbZZLCZZpPBZppJzv0HwXCr0Y/f m/QAAAAASUVORK5CYII=</item> <item item-id="114">iVBORw0KGgoAAAANSUhEUgAAATEAAAA5CAYAAABeQRyxAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAkLSURBVHhe7Z0xcts6EIZ9Lt0h19D4 ED6CC9WZeXWK17tLndatx1XKdL6BHnaxCy6WC1K0SYp4+b8ZJAIBEiQBfARAjfxwBQCAjoHE ADggDw/omp7WPcGdAuCAQGJjIDEAOgISGwOJAdARkNgYSAyAjrhFYpTnx48fEvO8XM8pnfKM w+l6eZdsk/lSOF2uJeudofOJgMQAOCCtDquQvFQ0Hx8fsnXM++XkRPR+vZxoPyuyKB9Bec9J c8cAEgOgI6YkRtJ6enq6vr6+cr7n52dJGRPK6f1yPaX9TsZiscSOBSQGQEdMSYxGYW9vb/z5 8fGR8/7584fjnlhOeQo5J7GXy7GkBokB0BGtDkuyInEpJDPKSyOziEhOvG12OplEd7CRGSQG QEe0OixNHf2oiwRG+XV0ZsnCMgv1HMbrXGE+SAwA8FmiDvv79+9w/YukRvntCE1pj8TmppPx SOzlPEjuvPOKf3RPCEgMgAMSdViSVGvt6/v377zPr1+/ZEsmkljaKm8ohxFZlM+viZHAVHws s0ByWwKJAdARvsPSVLH9nbD8xpL28fvFEtMR1bAu1sqXcl4vnCm/DNh79GWBxADoCN9hv337 xl+pIJm1gq6N/fz5U/aK5cTbUr4HY6RYYnnExtnkaxmQGADgJmyHpSkiS2dB+Pj4d/qb+MVG M9/YT1POf1R6JegITqelEqwEi/T0+Dp1dftUVqzT7JodQdsiIDEADkirw96N0UgsC2cQjQiI RPZyLiKq34TmPIM/KZ8VovnaRzDyg8QA6IjDS4wF5L6qYfMEEuJ9wnW3RCW+IdjRGMUjIDEA Dkirw94NJ6W8rua/b5anjiyeQGLtlweJKcEJkBgAHXF0ienIqRppicR4W2skNhKfMJUmQGIA dMThJSbrW1Y81UgrkphIrlrMT/nOPGU0a2o5hcWG6SQAnXIoicmoq4QiIRWZhCKg+o1nKDIN 1RTSpdU78raImTtlhocAzFC+f9QI+am6dpuqO9LUcavzm1l/Wc6610XnCGpa9wQSA6tBkiht hacT5pV5mRps1KZ0tNCU0yC7bdozJLY1n5QYALfzfrmkrix4iZFELpvYI5Mkdj5Hi80CSS6l 9/JQhsTGQGKHQkcF029jumYksY0hib3IfQ1GYy9nOpd+ZhaQ2Jh5iZW3CbmicwerK71e87Ad sF6XsG8UwA6UurP1IALRaRant+KU1+zLCT5OmybK8TQlZtrUkrIZW65rZyyx/P/onOhcWGxj iY3W8TQx7A8Jc/+G4PuKfm5dB1iTLLGqYlROWnlSMaUhZIapA1WUaTSl8iUOZrG/0RSGqZtZ 1d1QD/mYUpe+TjSe6pD+r/Ytx7Px9PlyQzkWLmPIlzFtaknZfIyZdpby5s9Shrlnw1qdFU3C n2N4rfba6v1ZgEaOfF1FehSi6wBrE4zEJE7YbfJ51KFKw6vDkUZjo6etC5suOO/BjXVX0m9N K3HpgD6NiLYRdj+Lze/3DeNWBK26y+m6X65vLZvqtX4wj841MTxI5q7VXBPHgweF39fv5/DX hHB74PvH/xL+xhNhZcgBdCM1ruYboWMwPIk5UjeodP7/S4nJ9fC1NeqR41NpPu7TGFOOhfMG HXfqeFPxuXZmJKbnxG201O+wfchHReQHXCljSmI8GqzFWc5pyXWBVVkmMYUrW7bz52A6cSDu +tbsBr40nSTCejId1qfb+FSaj/s0ZiwGhvOuLLGpdpbS7TnoaOxkp6D+XP0xOT4lsQTn0box +y65LrAqi6aTtq9Tx8tPJFm8tE/JVNGjJ/NR4GsKOlfPSD1Z2bEYS53kzqt1Uo0+fL1PxWfL MXDeFSU2187SZ3NaZd/6AVBLrJ52urg/F4b2b4jU5p+8DrA2IrFcufqEyTfbbksV+yKNQkNV I/X+Ja1UnjRATpdGYp5onD2MU16zLyf4OG2aKMfDeaM008CXlM3YcoOp1QjNv9IIVq6fRh16 Dl4sdrR3OqfOr/lMqBfbfTzdD2kDU+UQKkkNw/1w7cSE2bL5EFE7q++9PR+65qGJ1OeU89XH a96XUknx+Z/SucbXNdyzEvc3C3yZYSS2NkZKtvJyZ5LO659QGo8acDmejafPR39rtgd7lXmP azsUqa790gPfk5UeRuBTbCcxImr0dptPvzWtxEUePo2IthF2P4vN7/cN41ZoKr0h7Dqd9ue3 FXuVc1B4NOdGnrRt17oGI/aXmIx6uOJDOUh8Ks3HfRpjyrFw3jUkJnGSWDCl2g05F5VnfQ9W ZK9yDo2buqawicDcvabwd97v27ibxHibT7fxqTQf92mMKcfCeVeWGKYTYCXyMohrn9Le6nVY oOwiMXvzuZLKyKUeLeniK2dfIpLZcgycd0WJ6dPZlpXEhikGWEpu/0HbJKTNoV2N2UVif+db MwCWIG2o2XZ0KtvPqJ/+Tib9ZXL6o7/Pz88c34I7TCc3YK9yANiKG0ZakyO1g0HCoge6on+h fAuRQWIAHAF5yz0vsT7aOf3FchqBWR4fHzmszXYSE7Hw9GrLG79XOQBsyc0S62MkRtcSSYy2 r822IzEAwI3Imlj0MkpofoH73uhAwowgIDEA/kLCr1coIope3k62JNbXdBIAsBB9A+lEFox0 jg5JjN5IKv0u7AMAFuO/CkRhNAITsR3qxxUMlE8X9ylEX7Gor5OmybYMituvLrlrM9NuSAyA QxIIRTFSskKp1syKfDhpiC/5gYOlP65goH38dLKCzseIqP65e3PeoziVX5cNiQFwYIbRipOG lxRht7UkNpdW4iItn0ZE2xw3SSzliabIfM1FcCLzki+Nztw+kBgAPeBHS6FI8vSLp54+3can 0nzcpzGmnAazEiPk2HxdtgDePowK8x9fyfH3NDr0xUJiAPTIhFxC+dj4VJqP+zTGlNPg6enp +vb2JrEZRND2eDxlTRt06pjjl+slBa9OSAyAHhG52BEMd/QyDatHSzot5eyfkFi7nE+Sjhv/ 3L0gYivbAtEpkBgAPSJyOcqPKyxG5ahhZCeSsF0H9PEBSAyAHrGjpS3Zq5wvAIkB0COQWAES A6A33FRsM8HsVc4XgcQAAF0DiQEAOuZ6/Q/PAZ7pUZLbZgAAAABJRU5ErkJggg==</item> <item item-id="115">iVBORw0KGgoAAAANSUhEUgAAAKoAAAAbCAYAAADs4BRSAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAM9SURBVHhe7ZmLsawgDIa3LguyHqux mS3GS0IMIYaHe11dzuSbYWYREkB+EjzntTnOALhQnSFwoTpD4EJ1hsCF6gxBQ6jrNr9e27xS 1fkx4v68qOh9ei8Tt6UybcubOjTsTd7LNgmbV2b0gb9OXKjD8t6WaQ47RDUSZdqrXDRcpiVY Ai17Gy3+1P8zf7146h+VdRGREQChBPHsylhXFg2zztu0G7XsTYL4S+0f+evHhfqHWOe6MNZZ pv0jLXsQ+jGSlmn6O0ESKt095nASY8qAMJ6n/jzspzDPp4fa+NQ6NxL3oKyLsJec9i1a9vke Y6mKsOyvrKMyUajipCTDdMfBwUDIYqHvZaF+MCFxUlnwVHdMMNrwOzfK2Reo9ueATPsWLfuM JNriNEv+ijqqY0RUqgPyGf0+vMBM5Kn8UlTVHwC6xLnm2WM02mn9/9otaqm96K+kowb9QhV1 3OD9IQi1+yQ+Awg1X4N4iRxpxhVqtj6Tetpv2xeAvTcMm/4sHTU4J9QdiqL4HH/33TOeIksv WqiQxpb7Z39Z6ueDRoT1HZaj+0h67EsEW0sb3f5CX1hrz1JPpX45ILzoOCG6r8gTW3sxT4Nr Op/mfhLa6Lwcg0YxDXfam8B71FG6x19RR3VIqOnDCUoUq3wWFrpG0fIEMkXn9tzGQk+Xb/7P iFgUdjfr0FfYYoOuw6PKOJqiUEXqPzM2Ise9535evHdn8wLstN+2pzXttvSOuZ/y2T0f7ecw X5sUUa8mO11JGDHl0SljgWFTqodUnRZDtuxP1sPvpWMciSnUdNBOjY0+YEOFP70m5xK+J1TA 2jT5TLf3tnGdBKLbAOsZIO0ksr+2NetStLuwU/nZq8+g3C9Uil64kTVB1Np0XbchYhwJ9r1C qFQHoRqp1bmWx4TaFEStTdd1GyLGkWDfi4Xa+wHifMwtQpUXZrw7cgTKo95+IT8tluY4Aux7 oVDxjqrGCuL11H8ttwh1Ch8bfH9T4okfPbFMc9jgvZ8o+QeOrgfR0V8kauMA+ss0iSkeGNm2 l+bY6ELZiwPjXMMDqf8L3DWO8xguVGcIvidUEg+nzG+J6K5xnEf5bkR1nItwoToDsG3/AApt Qb9vUElhAAAAAElFTkSuQmCC</item> <item item-id="116">iVBORw0KGgoAAAANSUhEUgAAAk4AAAA9CAYAAABbcOazAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABIQSURBVHhe7Z09kuM4D4b7XL7DXsM1 h5gjTOB4qzbe4MudbTzpplsdbbjZ3MAfARISSII/kiXRcr9PFavEH5EgSICQbHd/PAAAAAAA QBcInAbx8fHBqcn9+rjewzUA4Nx83h7X22fIAADOCAKnQXQFTs7JXhA1AfBWfN4ueBgC4MQg cBpEO3D6fNwu1wf8KwDvBmwbgDODwGkQzcDpfn1c8EofgPcE9g3AaWkETvfH1R3ueK28PfXA iZ5IL48+v4o1Ws8RuvNjyHpn6XJzqz0Q+jjYybG9DqDbum6d7E/Jl+v3fp3n/qzeqY8///wz 5FJqetd+68XX5wDoY1mZ7762AI4EgdMgxJhM2OH2vsrHGq1jdupH6I4daHZQDP7I5n7d0akf ty/Pqtv7tffhyCLWLwVN8gaLA6gnghIKmET2X79+hdKcXO+kc7ovntdLrs8R8B6QOcJPvxON wAnshTgmC9vRgM3Z7W1LznNr6g+kXeRcpIM9Drvn53ZW3ZLc23xct92hTIHS9+/fH3///Tf7 px8/foSaHFPvYc56Xl/Tnxn7igIp+PW3AIFTht/w85PCPtQCJ35i3MWTg4jBgdP91utEd3xa HR44PT+30+p2q4N0w31Mb5v++ecfvv727Rv7qP/++4/zKXZA5PXZCpz612cQtDbPbUq3Jskb RasMnJL55J6Mz298HzjEToUNgOvSwEKCDZ/wpcc2oquc3PFMYI1WY+olO3BiHUXOfmqr26RO sKzj/PBw6zbl0z5lffW1JFnT0liyH1R9cgDo78JI6jsjqE+9p2rofVmSaeHczP1PxSfVbfRR zlK8LJeL3teU0j3ZDwVIFCwJFEBRn/QGyiLXeyhLZKivzwvD6+N02mccMebayv4JWXBa/Mkt G4STLPbsVHihyWmpzf7pnhh8O3IiylCyw+jcWI4wSisnKvdnBP1lgQ3WaD0lvUR68IfhrPdw ONJ9ke5nPfq9oQ/bso79gSJ9hJQcHvqAuV+V083WqzTWvB8mOVn2RGY1ruzvvr1A46aHgYXe lw2Zeufm9OH7oBTLcFrdct9qrG4Mu6+N0wl9LJe+XaKgicaRt1AaU+9ZsFBol6zPSyP2v0Rm vifVhV+3Z9cJjMd44xTyhC4L11mgIJsqSdnBDyJETxk1J4g1WkdJL1p3lqMzdBt1kd1f1rE+ uD3OiWaOmA5tf19xHKI2VtqW8+Fw1tdC2j5BDv9iKt2o+23KtHJugbPq1rynF913a5wO/v33 X/P7TBRI0fz1mygh13soc+21b+lbn3ivPTOX3Qh6toLDjJY/AaemP3BSed7cUkgbxDACUEcc REbNuLBGfYgOtKIsvSjdeYdvPyGWD21V39CxdciY3/PgcRoHcG2stG1rjua8SvS+cXLofisy ZXVL5hY4rW4teXrRfbfG6YACo9J3mX7//Xe2m58/f4YSj6V3VxoC1FkXPetDQZMEW+mbu5ch 6PmD3ki2dG2t7TPrDV6KZYGTQM5Fyvm605mekNVP3A3k/gyt2xSs0fNovWjdmXr3gVHWdkLV N3RsHzLE/XGbPKl/Er+nh3A6dm2stG02x0bgUOWgwKl3boHT6rZVX0Pf+0w/DvoYrvw3m/wv 7cg2KGlKevc+c9ZFe32UHb0iQb/LgjkfQOo5lfUAzkZ/4OSudZQ9PyGEJwy9IZwT0a9qQY7l iJiaE8QaraOkl0ifjSfl0FYHynxATDqt69h2mtq50vU8NvctY0VyEpWx0rZR3h9Q1cChSixj Fd1vTaZs/AVzC5xWt1y/8g2E7rs1ToPffvuN//wABVClJN91+uuvv8JdNGyudy4jPShhmuvz pPy74dad55LJ3gndP9374sEhWEQ4ucXoffKLq8uccd/95pY28ZuW+P7cKQVnxPWpo9B1Lk0b TZeTM0rkoUbZxo77kkNrlkP6qDl/6aPzgFiJyJhRdCKD1qiou4KuHZPzjNob5bJ+LrE4aX7F 2CahH2nv557ojruI+40cZugj+hVT5lAtHSdlWaI5zePqeXM9j6HlEh20xkr3g8yxLA93UYXk mNezTGkMS6Y1cxNZy3Px6cV1y7LIvUuozNscqAx9/Gb2U0m/fv2vrvdJhvb6/BH5BEqiD70u Lhm22PILsS7iuqbPIF+0UJcW2udt0B14EYyTeyPUITgbAxVTPt7o8yYOm3syEp+fN1yap/50 X8oJiXFVfo0zEpEpI8jdNOwtaK1RVK91V9A1NaBr5eSiX7CVyuVenS+uW2XsPTlqHPB14D2l 9vJXJbMt7+fNc6Hqk1Qf3E50O8hngLdlv8CJsDaoLuPNnQQzyT3xa95gQLN1uAM2XEcGNSc2 vhc0FJEvxz9FHRI4Ea01suo7dJ09rTXKp+Jnxt4TSxYAnsHyf1+R1LZa50LJL6gHs4hRPgO8 LccHTiow8K8xU8eRBA7cR3hacAbgX8/6/OftOj9F1AzHlGMsYrwW0Xcw9qaxRmZ9TddEuIfn qG+0ytP+dX7N2Hug5U7lAWAtI/byK5LYefNcMPxC/ICdAD2DjRkWOHEZbehafUACCflYzudv j5tLkzFwX4WnN1OOscghbFF1AlvTWiOrvqZrjbm+Dl2e9q/zz4wNwItDdo63Ho7Uzk2/8YRP gs8AG3NI4KTfOnDQMwUF4aM3tanNoCEY0uRkTMNSn4OHEmpXfGsyGJKfkgnLe5Cht9bI1F1d 16VfsNm/+FNPkg7/tFlxkLWxATgRZAOv5JOGkdl541ww/YL3I+kb7iv7BfgMsC2HBE71XyKJ kZTqCTIKHUikeSEYjyQ2orjsVRyVyGNDOjnoS6PVNarpztK1I/TXXe7gQC2UX67Ooel2IXWN DcBpcHvY9HVfjPAQnNty6VxY4JMi/cJngO04JHDCHs0RAy5y1BMR1giA43F259+GAADOBgKn QTQDJ37iOuDjOqwRAIcT/aNhAMCp2C9wCgeyBAg4mGPagZODdLin4rBGABzPnX4dHK4BAKdj 3zdOoEhX4ETAyQLwPuz9MAQA2B0EToPoDpwAAAAA8DLg5B4EAicAAADgfODkHgQCJwAAAOB8 4OQeBAInAAAA4Hzg5B4EAicAAADgfODkHgQCJwAAAOB84OQeBAInAAAA4Hzg5B4EAicAAADg fODkHgQCJwAAAOB84OQexCsETtF/C1cJf9j4TcBfnQfgffm0/1H0/Wr79Q84g81A4DQI2cwj uX7gH42+LfjXHgC8PZ+3S9/DkXuIQuC0HQicBoHACezH5+N2wdoC8P502joCp01B4DQIBE5g N5yTvBiv8AEAb0iPvSNw2hQEToNA4AT2gZ5AL4++uOnO33ODP13DEbqjtfR+IkuXm6t9d6Dj PpyeWrIeFjiN8inHjovAaRBinCNB4PSG0Hebutd1lJM7O15vZL9H6I6+xxId4nQI0vhvHzwd tz/PruP7tfGwdEjgdKxdxCBw+hKwUbo0km0DJ//kts/G3bPv9yI7AMA+cIA66FB3+F9O9drv K9kmtd/6ge35+Z1dxyR/9eO63QKnRLYD7WIkCJwG8X6B054R/7FPE2eGnT0UtT9DAyd/WPUf 6q9kmyT71oHT8/M7vY4pMKo9MO0WOCWyIXACe1IMnPgVMb12FcOVgzDNe9jgQ19mW+7Lb25/ 7e8jqoHTZAByr7TVfX+EpxxpI8m1LdxvyyvEffs6o2/fGGR4XZlPnuZ6+GtZgnhttJ6tNf86 mHrJDohk7+pDbGqb2mWoZ8o6Tg91kSdfB6sPw36G2ib109OO0PtTrpUcVRkK+qzN/cw65nOj UEc8FTglck16qs07XSehd10uj8vUjualxwq2w3N2eZbH18tQsZ61XgrjLwSB0yBk4SLC5vF1 yeaI8uGa2ysHrOsc2hncr7lRFQOnaUxK6aZT402bPbku3V+V12/oycayeao6YBP0lDkDcz1m RzStX3Rw3EK7ypp/BUp6ifTg9+6s9+Cc6b5I97Me44+B6jrODlslz0ylD3093DapL+1TSuj9 WTo0SzIUdOF8oDl3x+l1nPadQv1VOyjh5TL3NmcT2ULeXKeS/orrkugky1P31P54X4bAaRCy UTIKGzHO5wYy/7VYXRc2ub5f0ffGKeSJyCHMiY2qJXdCJi/1bTorR6OvOvGTiM2spyytG3QM NT1ZdbosXGfzra35V6CkF6071lFiS4Zuoy6y+8s61g9A/oA37PaFbXPur5BKN+u+zTkE+dK6 JboInF3Hvo32/QnUf7WDAjznBXvbzKs58pzj1LsuLuf99NTI+Xa5NmTa05chcBqELFqGufHK eW/kIc8bIzEebm8b1KrAqde4rfsdJXljA0ko9NVHT+AUSPUnhlaS69Wo6cmqK6wZz1kKa2v+ jogOtKIsvSjd2Qet33flQ0HVN3RcPzwCtT7S8U15wjhSrmxhW9sk+St+R6P7rs0hrVuii8Dp dcxtbD/P0FjVDmy8vAv2di2/Yl18eZiXu9+/fRSdXef5Fsbdy5chcBoEL6hLGYUNYObZ8NSm 5rw2HrfJ3Ea5m5t/7Runwj0tuYmavEv63otMf1RE6xSXvSwsf0FPlg5LetX91Nblq6H1onVn 6t0fLlnbCVXf0HF2qFr91fpI2/fcz/k9bPOgwGmhvKfXcasN9V/toADLlfZb2du1/Mo5sg92 FfJ1E5+/PW4uVdeL0PLXxl8IAqdB0GJSyliwEf3TwHyox/nYQcnm0ywOnLhP1492MG4zdj15 OOryemOMZHR98D+xNGXZATasWT7Cy3jA2FtQ05NVp8vc9U3V0X7xr7Ara/4VKOkl0mfQkbIn 3jeis9BW7222x0mndR37PRjbar4vz2KbJGfn4aX7rs0hk2GBLgKn1zG3iX1XhJMz9f99hDk3 9nZx3lF++bowJLurE3uQfNRW3++u9/ZlCJwGQQtPKSYYT0jXm98Mdp6MJG5/cRG5bk9JNtJU rjZNOXBK5IgaxXWzMYqB5Wm+vyyvb5P0Pcmq+3Yys+HQ/FW5n2iSJ3yfuv/iLz6mfkPeUXSe dC+lkozRXEKfweDte5RjmJyA9JGuU6G86Hy0LLEufJmT7x7vtdjJxvdPddN4eh5Kf8V5FObt EH37NM8vKxddusTipPkVY5uEfqS9n3uiO+4i7jdyzqGPy0XNQdczlo6TPl0S1cd1IkNhnYx+ JM39xfeutk0uq0Hte9ol400p3as0d0sGSxdxmZ9XrptZJ7ruxXXMe0xkNCD7mAVZSDK3aO+W 5m2tE7XvXRcN1et5W3m5Px3XpahDa/zlIHAahCzcSKpvnF6V6CALxjgdmjpP17ORNH+ZQ6R5 GStxYPNhG5xGUj/bYpqnIUTnVJePVfvlT0r0GT8hB3RUuBOTzinN8+A3KSR3VK/nUZg3NaBr 5ZSjX7CVyuVenS/qsDL2nhw1Dvi68B5TezuF7BEbcDMQOA1CHPtIThk4EaUDM8oHJ6Lrau2I 6LAPST9dcX2is6TP6DU2H9Suj2lAF7zJtTWWSxz0pHKaUN/p+vng8JDAibDk1GVWfce8Mwff KJ+Knxl7TyxZANgSyzdpqB4bcDMQOA1CnPZI3jtwMg7Q1n3sfMpPbf7jokawwn2GPlx/xV+B 0Fg6KNOkcmUkb04U/ManfOO2mHIqfVj1tXkT4R62D32jVZ72r/Nrxt4DLXcqDwBb0drbVI/N txkInAYhjnQkCJySPDmXSuDk61V7xgcKukyCl+qvQLivgv5TuRYQv/HaGVNOpQ+rvjZvjalr hy6vreczYwNwMsjuq29Oae9nxgTWgsBpEAicnqB2YKb52mGa5vlgrQROLhzhj96U3sxAJRzu kyPTh/1E6Evf69oV39T0wvcetK5BTu2QOUiUOZnzqM+79As2+1cy8ds+/0YwjLd0bABODNlE 1V+QD6o2AEtA4DQIBE5r8Yel6K/+y8NScsFR+suLNBWdjARPIaVBE0Myat2meSGeix8zmd/i BSL5asHfhoTgxP61WG0e1rwdob/ucgcHaqEf61ellLrGBuC0uD1t+iEFAqdNQeA0CHHcIznt GydQ56i3KOZbHQDAoTg75L/3VAOB06YgcBoEAiewH/TW6YC1ReAEwHCsf+CegcBpUxA4DQKB E9gVCmr2dJTJx2fwyQAMwAVEXbaHwGlTEDgN4jUCp/ng0wn29Sb0OlUAwPkoPBzp7/1FCc5g MxA4AQAAAAB08Xj8HygxKeA4rbHlAAAAAElFTkSuQmCC</item> <item item-id="117">iVBORw0KGgoAAAANSUhEUgAAAPAAAAAbCAYAAABC1gLTAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAP7SURBVHhe7ZmLlawgDIaty4Ksx2ps xmK8eQEhougddQcn3zmcnfBQ+EkgM9stjuM0iwew4zSMB7DjNIwHsOM0jAew4zRMJYCnZei6 ZZjEdC7EtWVch0/wAP4zXFvGdfgET6Edp2E8gIvMy9h3S9cNcD84zveSAngel55SGU5p2Hnz 9GYee6jHNuvcweG59OMs9Q7h2jKuw+VwAE9DQbQgsoiL4vcjyMjM4yj9UNh+iXrGTRL7BUxD cpxi2Vusa8u4DrdQuIHFRnSdfF45a7YxqfgJqXBtmRfrkGcO68JzzbONKzgewMqmSYVKFFed mk6BX9U2rCms58U6YADna1AZA8z/OwI4ICci1dNn/V3lfXyUQiOuLfNiHVK6D9CaVADjV4Dx ntmfSqH1HNCp+VSRHxf0CQmCN5vm3YFry/yKDrQmHcD3IQGcfkyIp15WB5OZWOjQJ7918vF5 m4gvbUn0kE6o9iPj4oaHd8rJLCd2Xvqlj8+wP5zsnejh3Vec+rk2l2kbddA6WafJNUwBoOtx jWY+2CnoWRxzYD9W/IEOyieoe9HGvmosNVgbq47oLVDfUhuv4fS7Cf3epH+6gW8BX6oWstps LNIeF0Qdy+OGtAG5oyhhAPpBwTie1mIa1LNbRDmidiJO9YMuvO50YIoDbOpS0kk/68x+PMQR HaLPUVOyIeXFv9nY+Dxtw+fxiN4KekfqxySfP/VuesaG/vDiewM4EzgVcqqisHYxB8YhVjCy lbD4vOi4IGT83DCbOkgdaWicy4wpHXTp1Aedwuez+/EkNR1s+9G2aItf2TakVIfocRrd344t 2vV4uD+At4JlbwFnxhHsfPG2WY1Xtwu05WMbpagDn/KoA/9bw94OqZ0wTsKZEdsz3Dqh2/n9 eJCKDqt2be+1Wdu2EUbPAPW9IoDF3tH/gRu4kGIgtQkfHRegMeF0Wo/l2wacFErxua1R1IEd Kmm40y5QGggVIV1me1xGKNFh/mc/nqKmg23X9l6btW0bsdaToL4XB/CG/g98BwaH0KcHTKZ6 Mp4ZR6CQtcBksfMfBhpGdNDroeCLmomGSpc8ZRYk0OMtInYu09n9eJCqDrzvYX2cmch87dz3 7Op7FNT3wgDe0f/mAEYkcEKhGek6WGj262NYeG2cWqztKyU6pZClha0jG9z37JBUVs4Ugnir HUHt9OFn7cCZ/XiQAzpQoElbD5lG8rVU8h+WrJ18dF9vnI5qx/7R4co+iqX6bnpESf/bb+Cn AEe1/yinjTWOWXTgRrEn9q/ylA5fqvcrAriUGmKdvoHRfpWzewAzHsBvwKSKUOx3Hv3dpXnE mcJafzaIn9Lhi/V+SQA7zm/iAew4zbIs/wAOQNVbThXBewAAAABJRU5ErkJggg==</item> <item item-id="118">iVBORw0KGgoAAAANSUhEUgAAAJIAAAAbCAYAAACXxNaeAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMFSURBVGhD7ZiLDeMgDIYzVwZiHqbJ MhmGw8Ym5hVIC727yJ+EVB6Oi/3H0G5OUSagQlKmoEJSpqBCUqagQlKm0BHS4cy2OXNQV3nO ad3uY7hxawXzMG7brTupGxm1J067x7W3S1v+AJiTPlvrBCqkxcjEQqvHMsS5lrAxewIFYPzT sHOTu7a/i7Bmtz0JBfRoW4pPxsBbeBjjLAimSOyYfeB0ds+E06g6bX+S8DwV0r+AOCKaevBr YA4rT57YEXsGj8DdJXmvjd35S/hUSHQWm4PKHpbI8Jk3kZZZLqFAcMpzo87fTRoTbIUaropT JnbEXoCikzkB0vzd+8v5REhC+fkZC2PoG4QmHJ/W0jpwKFQfBUn9/5TDcDwa7dEGL1FIMzhi uHuf2Lp9woCQxv0BnwgJqAlAjtHnIoCJCK+mVakExcnx8/G0IpT9xGb2OTUhZfl75m+VkEQf xcKDsIFOABQCYkVxu6t4SQ4kwr4Ac9O+Iz33t1JIDFUhHK+9CS9g7tFG+Fi1zEYq0p09J17O 3z1ztCKNbvPR0SZLIwQ6qDU4TL6U37AebRkQy5vEdRPbsUfgpY5r8ot2SstfeIGgMID9eIEg IV0Xa2jBuRzz5fEIoqq/kal9OkdCo7lLYLxRMT9iF8XNPmmzWBmv9aHtPvj8mYOS2a2Cvmf8 Lh0RFInt2ldeYA8+h2xaIgJaQhq1z7kq0hJgs7VfdJlIYR6FwGsbdv5XB28yFQKLMvTSIIWA y6AcRjxbmcJaIVWrBFWXKCpai30pqkE7QNrGvhBaXvIrb6LyHeuF1EpaVUjUf2KHhKoTj7/C XlQlP5faKjP4QUVq3EV6Qhq1Y9CGq1dpG447LyLfqs9VvuIHdySfWFkdfMLbRxv3H9ghcEfq CYTuZYUClRksFhIgL9acSDnm7zbJL0K+6/TspJiytdTiUUec1uglexE/ENIv8BVM/skFYOWS VcqLrXXvUr7mFUKq/ScCY7IiQV9PtXW8pyLBnapyrKHIYExVtJSXCEn526iQlAk49wcwaEAA Ih8YJwAAAABJRU5ErkJggg==</item> <item item-id="119">iVBORw0KGgoAAAANSUhEUgAAAHYAAAAbCAYAAACpzXuVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAKZSURBVGhD7VeLsYMgELQuC6IeqrEZ i/HdFw5EI29iXh7ezjAjhxC8vV3ItDmGhBM7KJzYQeHEDgondlC8IHbZwjRtYZGuowOcu0na PofrFuc8Pk3zFtc6ZuatcZs1PkeYfQ4n9hYgQQGyJ704lyQZLAHJQlIlAGjFCEjuBVIRbsV3 YIkVKaLEFrOixGKoFUMs4bLInNgPgVTYZKVFusQqdS4hu8ArZGJTlejZgIuUVqyWws3+SHk2 zDsPeTo4P0dq47zafCoH1o4hdlWuACYWJL4nTBeXDVX+vsYo7+GmzQaObOQfgc+4k9b7cVXu dpCcqSCQaBVYEkmHDSMaipU+wsbkefdRRVHk5qrNWELjIlSBionIB6EELoIcw+frNoy4Tqzp E3kaRGLPqvHhYPVJ5wwkECgAuHgFo1K24z4bRvQRqxCVUpye+6rp2/E2K4bcFM4F+YyHUw/O 1V3sGrqs2G4KP5433bjB1R/0REjxl+1cANZ6FXSx+oUjCrH5ooSNybUxtohkw9iKCijnp7FU GPbWXFefHYOWPsLGMSHVfvAlTV5zjjnn0z50jXsdpvz3YFqRswYq8RAglqy5A1mx70ZRsZlM tjlNLBOR1S3EVETlfNR9XM+uZYpGyYTxvI97Cf0m3EcsIilF+ggbI/KrZFdzSisS4tOCoEB9 blqfFE1rH4Pj88QiGZJwtqxaRXmcQGtk62U75f4aQ1YoEnt0Fjmxb8YJsRQTlR2OC8i+IaC2 y304j+T/HqGlfoUT+2ZIQu2lobz5ibUaQpq3QCmApOJmQchadi6851Z8ByShM1xq9Mzb26WS ezSOQBVbNdZ9Bas9rUVMlrGnkPsHVuz4BJzYQXEfsXq+PswCvwX3KtbxZ3Bih8S2/QDa7nhe HlG1KQAAAABJRU5ErkJggg==</item> <item item-id="120">iVBORw0KGgoAAAANSUhEUgAAAN4AAAAiCAYAAAAwN2fVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOFSURBVHhe7Zo9ruowEIVZV/bANiIW wRIoUiPdmuL16ahpaREVJR07yPP4J7Edh/xgYmyfT7J0SZzgOfjMTOBuGgDA6sB4AAQAxgMg ADAeAAGA8QAIgDRe3ZSbTbNxjqKp7mLW+3lsFFXTTs0S6OgD0uB0OslXNmlobFS8e1VYC7o3 VUEL1QNyzSNobsnCBdBxOWQ4ZY7X6yWP9old4xHjMe5VUzARCi0adzBAkbeOyzc1GW2/3zfX 65Ub73A4yDN9Ytd43HiyZI8FU1exbiCVKf1lwDx1VCw3HlW72+3G/97tdtx8z+eTv7aJXeNR 4/Fjo+WbBdwTIV/y1nGZ8chgZDYFGZCMRxXQRewa943HgjVHX0TnvOg3jKAurbjsUY5vqbx1 XGY8aivt6kamI01UFdSJXeOJFW+sfLuziL6JJ+zXZMhNx0+T1ePxcD7PkRHper0SKmLXeMIz Xv8ZyDXP7pspECUAD8oRbKrkreP8ikfGGnqWOx6P3AyXy0UeEcSu8QTjycVovfPQPDazqfgk llVWyhy+EbG+GROCylvHecajNnL4NzvxTafSXid2jSe3mvqGcwcjsg2fJr/WjWvD+CNvHecZ b7vd8p8PyIBDQz3rnc9neZVbu5g0lsYTrueLdo12VSPzWIn/U8G3Q2UfEWx7XBejDV7dX31w 1jWGOuY5va+fh7rPvPbITc46Kuh+07Sk9rFd08Txev1LQmOzfvuil0XEG3cfqlwIBVSX3WKN zS/mdDrSPF2Yrp0IlbW+DnT8PoE0Xsd4fCFWFtTnuD5wukbPNDqGAN34PFv/GNDx+wTSeBXj id7bCoa9olLNP2RHMO7eXPIu0JSAjt8nkMYrVjxzsSoYfswRjLjGFkDy7pxECCizS6yb6wd0 FFitVEoE0njVZzx9AUaWcAUjgzUeUtm8krdBWt8tzvAAuxaJXRur2XSC6yhQScy8byIE0ti/ 8bjDaeFytItRAcnRLkQuWg5nQGroi7fP6ReyNZj3iZBf0JHgG6jm7xm9pjYBNf5OxQuKLtpA +QcTYVqWtIGEpskZLyAJGq/D/i8GMI+61L8Sh/F8krTxCN6fY8fMx2jXYTzfJG883l8b/TaY wtD/rNpfvIBl5GE8pOoPQcXzTfLG655TwHJgPN+kZzz5O4tqjbBZfADj+SaDVhOA3wPGAyAA MB4AAYDxAAgAjAfA6jTNf//ULzHM3e6xAAAAAElFTkSuQmCC</item> <item item-id="121">iVBORw0KGgoAAAANSUhEUgAAAKMAAAChCAYAAACrpA+LAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAl0SURBVHhe7Z3/laMsFIbTwPYxNaSL bSJ9TAdp4Gsjf20nU4wfFy8GEREU8I3zPudwzsZfEH28XJ3A3gZCQKCMR3k9htvtMbz040fz 8xzut/vw/NHPnaGMB3g9bsPtcQkNPX6G5/023E8wkjLuRES8nIceP897dyEp4x6ka76yiUrv G44yFvMaHh1zRIlQt5tJB0zp73/f70oZCxE5ukkxezgSMfoL2bO7poxF9IwU44PETD6R8/40 a3rS7ztTxhJ65oqx1ywnvXrplTtSxgK6JvTR95fndNXSlh5dNWXMRrrNjlEJSUaJyB3SA8qY Tc980RCT0XbTJ8jY6btTxlw6RYcJoJzRVGx6BcqIg4jQNSQtn6btO8fuT9Mjr0f7m4Ay5tLz SdohdU7ynZQvKpQRiTNkNJz7F5g3lBGJk2REgTIiQRkpIwyUkTLC8P013L6+9cPv4/vrz/D3 n35oBGXMhZGRkREGykgZYaCMlBEGykgZYaCMlBEGykgZYaCMlBEGykgZYaCMlBEGykgZYaCM lBEGykgZYaCMlBGGE2Qs/pW3jh50+9RsL2VEoreMUt80PDRv/Isvb7bAmVBGJLrKuGeeHSNs w/ZRRiR6yrhnzLSNpPUjooMyItFTRitWOGg+1VWPkdTvomu3lTIiAS2jz1vMms2ljEhUktFO Su9HsLBIHTEZ9Uk5twm2noo2UkYkekbGPTljSOX2UkYkesoYeZounmfHtLdmcykjEl1lNEh9 e+fZkShaeYIoyohEbxkN63+B0YcUJ5zmk1PeWVlEgTIicYKMSFBGJCgjZYSBMlJGGCgjZYSB MlJGGCgjZYSBMlJGGCgjZYSBMlJGGCgjZYSBMlJGGCgjZYSBMlJGGCgjZYSBMlJGGCgjZYSB MlJGGA7LGPw6OxepN7HP+9fg4dDWnfWtQBmROCTjOIalfEiA7hfdxx0zlFDYW986lBGJCt10 6Qi/1+MxPKP7qGwb7SkeUZiAMiLRW0ZTn1QX22ecCCAWEedQxqvSVUYT+bSu5T5jVLw/n++u eEVMynhVOsoo3bOrabGPtENkNMtUV51bZykkZbwqvWT8eQ5Pr5q4jIF4KmjYPMp4VTrJmJoY ylYfk9F8ki6bMv4WekXGgOU+EfFWJoWijFelgow26h2WUZd50XFt+rs99a1BGZE4JKO+F5yK f2HTfylZi26z7nzRrlR9+6CMSFSIjJ8MZUSCMlJGGChjLxnDHMMvfiNS25lSKVmGhDIGMgYu bOWtGW7MIuMyWXZv9+cNiSfVsu3yrwCXgTKuREbnyPI9pyCu5J62DRkNOivq3WvJ2hPepaGM 6zI+HsMjErSEujJquN2S8fW8uJyUMSGjXHvXLc97x6oy2mWb3bRpyNUjJWXckFH+qXOLe+fp mIzWbr8s88DoduAypv7ma8vWGaOM2zLKJ3XD9aTHZIxGxq1uOh4ZfQE+/jpSxiwZBXfd5XRV ldFWFvxeLrZdmDNKg5zAtnERWT8Kypgto++MDJuoKKPK5OWNa9uZLU3lsnRMZpGunR+lo2Wr sZSxQEaD93/TVJPRLgsuVlzG8W6wm2lDLnXtKOOKjImHVzln5TK6x/KVMh1tYzsTlv9z8k7F fQkXurX4X2CS1x3fpQTBPrNvNV/n57RNoIwLGadApSV2emSbQhkrs4iMozhvYVQkEVLvnrH4 T+7jNtMx7Ha+2N7J6RGJKeNKZKxHHxmtSMErIn+bmEyyz0b4D0vT6EgZryHjGM7D95Vjl2wF isgYz0uVlKitoIxXioxB5FMZ7bK1yLgQWEmta0VLGeXYGTeX/0Yg1gv4OdyyqfN8v/SrXEdG m+PJSXgLNIt8MRndyfMXmu0e9ox4Oee4xl7Qz+ym9XtuyGhFnOr3ehXH7Ab1bnSLfA7OfeHN /Jky2pMi4mmZzogTUst08vViaJlf7/m6+QUL1jURxaORjOvz6XjYmzWQZyZf8LAnyHp3zJ+f 4Nhy7srk+tzIeEVayGiOKYdM5sfCTDzF703svwNZYsscsq7wu1BGJKrLaKKTHi9PxphsKmNM Vhv9wp7GIPul6lqBMiJRWcbkfDoLNCXxt/EFzZRxzBVdahNun4YyIpEpY9bfwE10Ss6nE0Mj 4fx4KlRMRj9yBjgpSx74KCMSFSNjSti8KsYHlkkmK16sG18TKNg/A8qIREUZQ7Iio8dy++XT 9NYx5YYo+TqUEQkIGd3rsUi+J+2bjrHy8OKQqFkgv0AZkegqo0rnlnn5YqprtceJdffSdl1u S6GIAmVEoqGMnwBlRIIyUkYYKCNlhIEyUkYYKCNlhIEyUkYYKCNlhIEyUkYYKCNlhIEyUkYY KCNlhIEyUkYYKCNlhIEyUkYYKCNlhIEyUkYYKCNlhOGAjP4vsN8ldXF1aKqWaLXer79tCTfa Wl8IZURit4xzsaay+tN/2f49xmUUeTnmJRR86WJ6fSmUEYm9Mr5eC5HkWKtjWbLmxTHLkm3Z Wl8OZUSiYs5YdGGluw3rlbakIt7W+h1QRiSqyWiiVu7ovOiQUjdc1Suzdm2t3wdlRKKWjOY4 OTM5zHO+yDhpy1u8eNO21udDGZGoJGPpRXVSpgSeTyS6ZGt9DpQRiSoyFnTRE2N0S0bTrbZV aDtlRKKGjOYYOV10yOa8OOa4h9ZnQBmROCu6RB9iPI6uz4QyInFYxrUuWh8y3DqpZ3pw8ZY7 RK4j63dCGZGoEBk/GcqIBGWkjDBQRsoIA2WkjDBQRsoIA2WkjDBQRsoIA2WkjDBQRsoIA2Wk jDBQRsoIA2WkjDBQRsoIw/fXcPv61g+/j++vP8Pff/qhEZQxF0ZGRkYYKCNlhIEyUkYYGsvo D03Nqib8RXfjG4UyItFSRjn2NDb6lf6/opXac+lsQRmRkEjU5IqPY2BmhxY5k2NX6s+lk0ba SBlxqDTKboHtboMLHVvmYyNpn4g4QhnB2DMAP4NZF+1IddU6mlBltKW5kdKetSlW6kEZs2kU HYpl9HmL2dTHVr1CAGUsYHNmhz3EZLTddH5dNebSSWLauGcmjFIoYwkiTu2LvidnDGnRLo8m N2EEylhEi9xp7Gr9i21f25R0i0bGdrL0yRcFyliIRInqXZZEtkm+3HxRaZzPyY3Ro4sWKGMx bSLF+l9g9CHFCaf55PQk3fTBol9UFCjjDqw4PZKok+mVKzoo4056X6je9OyeHZTxAFcV8gwR Bcp4EBFyfQL4D0Pz0TNEFCgjAWEY/gf5YJ3JOINHCgAAAABJRU5ErkJggg==</item> <item item-id="122">iVBORw0KGgoAAAANSUhEUgAAAJEAAAAbCAYAAAB8822dAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOdSURBVGhD7VgxsqMwDOUWexfukGsw OcQv9gApqDOzdYrt06VOmzaTKmU6buC1ZMnIQpBPmHxg4zejAdkysR7PsknhMjImIosoYzKy iDImI4soYzKyiDIm46mIiqJwh8OBPI2jq3w/xHStdPWNwgbjvJW1i6EfCOCgn+PlY1BEkBi/ 6KZpqLWLW10qIdxcXcI4KSQrDgCxlZfZZ+K7HC8ZvSKChL6+vtzlcsEEd7sd9XRhiuNWu9KP K4WKbBF9LsZwbCMs1mrmFdgrIlgh1+sV77fbLSb5eDzQ17DFEbawZyI61ksWFVfU91TKMRzb CBwvUkSQCCTFgEQhQVg1FixxYNvT7cyT8KGV6SWOfX8wELU+Z853JDBFBGVVrwhIDibLK0ci TbA/KTNuRSI6Vmru2kaUhFEcw9FA8HTz1Rt/iY4Mi6tE9/vd3JshYUhQrh5Gt8K0ghnezuxK JF/W3AS9A6M5JrF0RNojop/mryMiSECvEMZ+v8eJnc9nagmwRORbO+cJK06fiYAAFh6SYYhs 7XiF4ygkMFaGIaI5+EtEBGV06P8K+JpghUvYIqIkxLmoL85HuhqDlnFQ7EPIZ8C+MfFXOY44 VtiHP9UR0Tz8JTPdbDb4uQmJ9hnv26fTiUbZ4sA2HyeJtUUkPlN7yvP/hJc49rzUgpNYbTRf M/EXRQTlE1/6CGuav+oLQVnMRn9JaKvcHxZdNK5gvC2SSRFG0vj5vHWqMQmraZ88s3XR3ZKn 4DWOm5hnbG9VI3L51faj/Rx/PTVzJnRWUphw+6IpASCCynow+ZJDTKtfiJOEir8dZlq5b8NM /EURFb9TPc3iCxLQxwRCgjGeJ27FA2CMJyn6hPZ5RJz3+R5Xk4pfJbSIBH8RMkbHA4g/1kkC yZ806ENCBYmz+UIgYOFc5SfO/Yhj66t4AI4RPiD6QmBmP0HerwpKFMxfIiLvwdaF1ckQkX1u JfQIDNli0pZwZVGwj0pP4oKIIHG46nhM1F+Bl6SdrixK9oeuq4MWBVWOpNKQiLDNEFEYo4VH 6OkrJGFwvwSfk2KfJx59Wg3s63g8JPpG9oGsirYsNDWezwzsrxYdUdAZSLz4pNJYIiKRJYdp 4i8+T1YjFJYibTafVg34eKUkwA9EkHk/JEDJUjznHJ7HXxvUL5IGP/ZRv4T2VwPmjy2KgIVE FrkQHHkzhcQmRaP7/MCVMpaxJGQRZUxGFlHGZGQRZUxGFlHGRDj3DwVlNbiSoztVAAAAAElF TkSuQmCC</item> <item item-id="123">iVBORw0KGgoAAAANSUhEUgAAAJIAAAAbCAYAAACXxNaeAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOASURBVGhD7ZgxkusgDIZzLt8h1/Dk EDnCFq4zs3WK16dLnTZtJlXKdLkBDwnJFiBs7Pjtc7z8M5qJQRgQHwJnY4qKZlABqWgWFZCK ZlEBqWgWFZCKZtEgSJvNxhyPR3oKdTK1rQef2CrT3Mmt189a1ZjWdbW6m6bKn+up7uJTdYGM dG8q8qttlKX6+gvWo/ZbRvUZY+4FCQDil71eLyqNhZPxOqNJeDBpfiDwDYOwNomFyVgUhKhd XNc2honfqcUutz9ep42JWLKC9dLKNSVBAnD2+725Xq/Y0dfXF9XEUgG5N6ay7WQAdJB+j7Lm j3EL4DjVATAEysAqD/dnQaprUyubHjQLSJCNbrcb/t7tdgjT8/nE51D6gOOdpPmdmt8DVhZI ETRWtCl5Ud2xN5zF80CCej27vQ0SAAPwsAAoAAkylCZtwFg2eLTZCQwFdkUaXlgrBCnIDh5I vEGb7vhKQDXcH4MEP10fMstB+7dAgmMszD4AEQyas5SUg4YnlZ6c6rdwkOSlV7XcSFtlgUSg eH4SLvxtQbL1rme+5yTinQsSPNH68CkCz5NBejwe6n0IwIJOZKZiaQMOBwWK/fSMJBdvxDot XlqcVHF28IxA0Y4+giuM1XB/Pkggjj28C9pPBglASd2FDocDdnK5XKjESR9wvFM0v/COBBNh +HBSOYH/EGWD5MnFsd2QGkiwIWcCifuDPpqpIMGxlf7PyH3J8Q6RSg3Y0d2d9+mJneygoVQP yP+UzI6qjRjsFJDiNkqMMIPpX13jQbISGXESSNvtFj/3AaiU8V3pfD5TK33AWBYEWp+Y2wHo 5l0q16dxGbbLDGE4XGy7cnyvErTh/vSrBSpxXKbUggTHFS78CHu9/ogvB8XaUbhdpPqg1eab wWuNdxgHlExOvAWP38/BDdp40fDr5B3u3ymcv8weNB6el8gGfWPzMmW02n39ObUbnUwDBnxG g7QIRRnJBbkLqAg67Rhnctc6n/Yd6CehFEFdeQb8SS0bJO1iKX00EKDNQLoO7Wey0rq1aJDC u4CTS9u4+ApI+j2M1AdZ0Vv6gIwUZBwCCctSGSmCj9RXV/SWPuKOJBffyzgaSASadwG1fjUe X+KO5WoQrnK0va/lgETZp7UWBIaJrIXA/zJRYWLzjrOgzm9YNFHLykhFH6sCUtEsKiAVzaIC UtEsKiAVzSBj/gKvriMGqoVD0QAAAABJRU5ErkJggg==</item> <item item-id="124">iVBORw0KGgoAAAANSUhEUgAAAIYAAAAbCAYAAAC5gfcMAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANpSURBVGhD7ZgxjuowEIY5V+7ANSIO wREoUiNtTfF6OmpaWkRFSccN/DzjsZlxfifZXe1uiPxLlh7OOI7n/zz2vpWrqgKqYFRBVTCq oCoYVVAVjCqoUTBWq5U7HA7yK9fRtf45xfRb47qbhA3G+dZ0LoUuVLeuSettj9JZlM3X1Pjx uLKOrZ1vEAwCIgY/n0/p7YsXbcy9ua6hcRoOFEei2NYvbcE6tj4XcY1jJtp8RKCG46cChEVQ NGIUA+I9KoJBIGy3W3e5XHjS3W4nT/qCht861/hxcUISBmPpCsYZ0wiUUh6OndlMyfgh1yXX XwMDg1oEg6rF9Xrlf282G4bj8Xjw71zY8DDhGBjHbuGgsGm2csK+AfEu/ikwCmMhGAQAwRBF gBAYVEGQkOHcN3qUeHhKO2cpMsdI1GfuBKDi5MrM1feFBBR/h+qH7eUXBIOOjbw6EBQ0OFYR rQBBPkn/3gDjZg6GSTJqY+5+FwwyfSxHPTDyamTnMxt0asW43+/wPkGgUCJ0JYnqVwLp8/HD RwmuGNqMScmbsxAYBTOQ+iYDpfcVgOPn6j38W75pKhhkfOkusd/v2azz+Sw9QQgM3yu35VdS UFx+xyAo8huyfe+bKTeFhPqAKF8QHjEzVav4W1p/TPAibVJ9+Z0CBh0T5f+zCH+pxMm1MBhi rEpAKc5Huo6DPnP2/o6+fZSIKTqsnAclb56utmRgV5pKmcvvRtCZO4aqYFPAWK/X/OcpAVJq 8a5xOp1kFF5o+ECbOJwQlbjCR7699A6dAr8xEZiZK8tbgFnH05yF8WNg0PHQ/5jh9nz+40Wi Z9zSbCEZMIZb6z4iSKlF6uORJE2DlRYV3x8Xn40xq7bPzK78QaWN4ps1Qb5H1qXjTMudi5Ic hLiQM/sOygnOf9Nkc6k5eneMP1WP3pC0l3kqiaXSKDHpHRynIVNltrBblie/7vwc4rUXqojX vMFgU7OP1zHIWFO2M8ES/XtV46+EjnDqG1r3rMEIJTGnOpRFXhQAAyUhaQiaRUsqrWyEKZvh DSpGVhEEDO4rVYxSiRx6VmX0FncMbaapCAgMAcdc1nxcyztE3qerhodl6UfJVzQfMKQ6pJaM zcpgMtXetCEcsZnjI3tmB1aJ5lUxqmajCkYVVAWjCqqCUQVVwagCcu4/NpMJl4ORxCcAAAAA SUVORK5CYII=</item> <item item-id="125">iVBORw0KGgoAAAANSUhEUgAAAUYAAAA5CAYAAABK1IJQAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAlpSURBVHhe7Z0xktu6EkVnXdqDt6Hy IrwEB4pd9WIHP5/MsVOnrokcOpsd6KMb3WCj2QBJDSlR5j1VeG9AgARJgEcNUqJfrgAAACog RgAOwssLLndP65zgTAFwECDGMRAjAAcHYhwDMQJwcCDGMRAjAAdnjhipzvfv3yXneb2eUznV GafT9fIm1br1UjpdrqXqg6H9iYAYATgILQkoJESV1/v7uywd83Y5Obm9XS8nWs/KMapHUN1z Uuc+gBgBODg9MZIIv3z5cv316xfX+/r1q5SMCYX3drme0nonY8ZYjPsCYgTg4PTESNHi79+/ +e/Pnz9z3b9//3LeEwsvT5+nxPh62ZcoIUYADk5LAiRAkqFCgqS6FEFGRMLjZZNT6STPnUWQ ECMAB6clAZo2++iQpEj1NYq0ZAmahymcxvcNw3oQIwBgT0QS+PPnT3g/kURJ9W0kqbQjxqmp dBwxvp4HcZ7v/FQmOicExAjAQYgkQOJr3Uv89u0br/Pz509ZkonEmJbKk+khcozq+XuMJEWV KQsyEOeWQIwAHBwvAZomt7+zmJ9U0zp+vViMGvkN9xlb9VLN64Ur5Qc2944SLRAjAAfHS+DT p0/89RwSZCvpvcYfP37IWrHweFmq92IsF4sxR5ZcTb7iAzECAB6GlQBNj1lkC9L7+//6v2gp hpv45Uuabv+nIi1JI02dkkuyYi0i1e3rtN2tU5m2LrP3QAlaFgExAnAQWhJ4GKOIMUtskJdI jeT4ei5yq5+A5zqDk6melaz5ClEQoUKMAByc3YuRpea+9mPrBGLjdcL7mIlKpkOyUSPlIyBG AA5CSwIPw4ku36f034fM02aWWSDG9gOeRE+aAsQIwMHZuxg1wqsiQhEjL2tFjCOZCr0yAWIE 4ODsXoxyv9DKrIoIIzGKOKsHLqnemafL5h5lLmFZYioNACjsSowSHZZUxKZylFSkVj/pDuWo qZo+u7J6RV4WMXmmaMXel0Dn4Q42Jbt/9idBU/cEwLEo349rpPzpb6Zbq1CP1952q/1bfeyu e1y0j6CmdU66Z2ruiyvnEt9cFVyICwBBY6aIgadS5usXZcysLUZBo5qm8AaBrt42AzFuTeuc NM/UkhdXxuRBYzu1ul/gSYNwm8EFnpm3y2X4IPVipDF22XDQ0Jg8Rw8EBBJnKt9EyhsAMY5Z LMYlL66MGX/aQYxbotFL/yncUzMS48bwmJTzGozb1zPty0bR6gZAjGMWifGmF1em8pzowsyD pV62QIzl6dMwVfEvwQQb0+sDipQ4L0II81TXrMsFPk+LFvR1U4xGTkvaZmy77idjOibLNvNi hvaFx3IjAJDtVe2VY9XrQz7EzPkb0nAd5dX179ZxgDUJxbjoxZVlgGhWpj5lEPBiZpYYq0Ey DMb8gOYfjoZWpnqgFaXeRTWnD3z/aj71P/2/Wrdsz+bT35eFfc1tDPUyKpmFbfM2SDJme/6Y Ut38t7RhzhmNZVtWnwezzfBY7bHV6w/XiDmuIlJK0XGAtRmJcfGLK2UwjS40P8gSyyNGyRPR sgczigxc2vTBwNZM9YEvn1tW8nJR+zIiWkbY9Sy2vl83zFu5tPotl+t6ua+1bepTlVu7f4cP p6ljNcfE+eDDx6/r13P4Y0Kan/j88X8Nt7y4UjuNNzyMpLojE3lwBZEAMSVGGYB7enJNx9Mc qOl4/jkx2j7w5TbfK/N5X8Y0+prrBjLoba+XJzG2PqgJOyZln3h8l74dlg/1qIn8gVna6ImR o9ZaxmWflhwXWJVKjDRNvuXFlQUeBI2OJOwgceQb2ZIJO31/gnnoE9MJPjSVJqb6wJfbfK/M 530Z0+hrrruyGFsf1EQqt/ugUePJTr/9vvpt2jHv90XhOto3Zt0lxwVWpTLcTS+uTB1kr3+6 IMOIgpEbx+5TmgecXSbr2ouXL/Tep/uj4X0OLtpnZbIPshA00qmiJN/3vfxkOwauu6IYUwuj 8ZgkZaM3s1tl3fpDpRajylM3UeX9vjC0fkPOtn73OMDaFDHe9uLK99JBZfnQc8PTs6rj7XJJ vndlm/TJXOoE4jz0E9MRWrcTAS1hqg8SNio9nZNQtJ5J9QMRn0/n4nW6HULFq2k4F/n82jJN k23zJtz6vj8omf2hYx6GR71PuV69veZ5KZ0U7/8p7Wt8XMM5K3l/ssCHacyJH0wRkuQtRnR2 UOSLVKTg19d8dGGU7dl8+nvvT0y35l7t3fu4dkfqZ3/Lhc/JSh9w4CaeT4xEVG6X+fK5ZSUv QvJlRLSMsOtZbH2/bpi3klSRDqkfNa6I37etuFc7O4WjThch07K79TMI2Z8Y5UJREYQXTHgx 5eiMB5Qvt/lemc/7Msa0Y+G6a4hR8iTGYEp5F2Q/un2wBvdqZ9e4aXtKm0jRnWtKxzzf89hn xDiFFwqThcXLfLnN98p83pcxph0L111ZjJhOgRXIt3/c2JSxVt/TBspTi9F2Knd+ibDqqE5v knP1JXKabMfAdVcUo0YStq0kS0yxwBLy2A/GJSHjDWNqzFOL8ZhPTAGYi4yf5rjRafzzzEzo 64T0QxP6vjX9Qo/yW/APTaU34F7tALAFMyLCbkS5M/QViIr+4GQLOUKMPSBG8MzINxumxfgc Y5x+gOJ/mUc/YR69v2EFnk+MIiueWm7ZofdqB4CtmC3G54gY6VgiMdLytXnOiBEAMAO5xxg9 LBSaP1h4NBqYmIgEYgQArEL4VR1F5PMsT6VbYsRUGgCwEH3y7OQYRGR7h8Ro3xWLhy8AgA/h v1JGaRQpiix39XIWA9XTBzCUoq/r1MdJtwhsG5S3X4Fzx2ZuOUCMAByGQFKKEZ2VVHUPsgiN i4b8khekLH05i4HW8VPpCtofI7fhfan5uIdD9nlqv24bYgTgYAxRlRORFx9hl7XEOFVW8iJC X0ZEyxyzxJjqRLcH+JiLNOUDotRLUaRbB2IE4Kj4qC6UU5568rTbl9t8r8znfRlj2mkwKUZC ts3HZRvg5UP0mv+BsZx/S1GsbxZiBABkOsIKhWbzvTKf92WMaacB/esB9K8IzEKkb7fH0/W0 QKfNOX+5XlLyOoYYAQAZEZaNtFgeZQpaR3U6JefqN4ix3c6NpO2G/8yKIrIsywJ5KhAjACAj wtrLy1kWo8LVNDIeid3eV/X5AYgRAJCxUd2W3KudDwAxAgAyEGMBYgQAjKahm0nrXu18EIgR AAAcECMAAFRcr/8HqFCCdHWbauIAAAAASUVORK5CYII=</item> <item item-id="126">iVBORw0KGgoAAAANSUhEUgAAAL8AAAAbCAYAAAAtZ17+AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQiSURBVHhe7Zm7ccMwDIY9l3bIGroM kRFSqM4C2UBd6rRpc65SpssGCgE+BJIgQcuKbEX47nhnCiLBxw8Kkk+TohwUFb9yWFT8ymFR 8SuHRcWvHBZR/KfTaXp9fXW1pZynoTthX770ozMZxp7YusHcrdyK89BF+2RLNw1uUyQ7B93f LrlR7m+cemKjurmWqvhB9N7pz8+Pu7ocO9HeTIdh7LOFUbYmFloo4UCS7Dko/KBY237e5xZ/ s16q+llAUfwg9qenp+nj4wMH9Pz87Cyt2NOeRioOvrRQRvxrRrWygHHMhUUPJcmech6mLhWr uT8IWOrvfE60AsFQf8pcQlH8cOp/fn7i78fHRwyA7+9vrLdho1rFv2/GXkppKnYqdA8GRDl9 qfYHbVcUCSt+EDkI3gNBAOKHJwFHnLfBZNPHmV2AZvGHBaLvCutFvNKK2cdKSiPaUfzJvlXF X+kP2lV85RqUYcUPKU56yoPwoWP/NAgkgzoPg3XMTLJJ/LhgueDtS1PbpI5K9OGAK5eemmYv qu9hkh3EDH7pnnMB4Sn0Jwq7pEGBTPxfX19sfg/BAM7pEwFxIs8Wdqn4AaYte+3GxJuSF7uR VgD3NO5Wrkp5PF4fUeEPMak/v95ZgJQ0KJCJH8Rdyu1fXl7Q+fv7u7vioBP0A2DEagdfOL0l 8TsR1U+abYH5xGMmmxdOsb2Kv5KCIJKdw6ax/B629Fdpz2lQIBI/pDS1b/rwBchGLpst4YaD DX1zAkY7H91R1FfEf08iih6vqfhho4ZtB7tq2hOCt4BkZ5Ce/C39wRyr06AaFIhU/PDwgJ82 IQhKxef+b29vtpHZdLrHMDicBCtg9wKbLEC2KK4t3Szc2ItPmg3JxL9vVkl5Av7DRfmdrTmF 4jRQ0qBAED+kMtEp0VDwjy8vVF+CYP2EodBJ0+uupGHq+uw6klMzwcF+DXKRDwW7ZetwL2mL hrQOlyp+UvBezkaeWJf4Rqjftg1dh6UpjxuvtxFt1Mde6I/sHZbSmIgfLNEalinkLzcmiM7V KdGCzGKzj3wXZGl7XzdpyrxIrm3oj9bN76HBDwV9zPdZrPChj4t8Yx8gJNJfbU2URexP/ABn p9dSe6st1J3oUhvAXQNoOwq9P23L1mkg+GCZy3an///n/sTvBOE3OxMZkIoGsacs+75B6zVb Wk9tCPFDwXvXEL+rg/irqYdyLfd58kukokGsKEWR1WxpPbUhxA8F711Z/JUXROV6di1++mIT fw2KT2f/58jFAhT9EPDeFcWPOX/iywSEpj3rsWvxF78GGeyLqS1db0Tj7yMlfglN60bIo+wH 8MHlyyxQG4TU5ovoG7tI2pMgVK7nH6U9f8BWfpSboOKvoeL/1+xP/E6QIV34K2Fu5Ue5Gfs8 +RVlBVT8ykGZpl8l1n3IEiNaZAAAAABJRU5ErkJggg==</item> <item item-id="127">iVBORw0KGgoAAAANSUhEUgAAAngAAAA9CAYAAAA+nRTMAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABOESURBVHhe7Z07sts8D4bPuryHbMOT RWQJKVxn5qtT/L271GnTZk6VMl124J8ACQkkwYtk2RZ13meGM4e6kCBuhGQ7ebsBAAAAAIBD gQLvQLy9vXFrcj3fztfwNwAApLxfbufLe+gAAEYEBd6B6CrwXOI+oboDADR4v5zwIAjAwKDA OxDtAu/9djmdb8jZAIA2yBcAjAwKvAPRLPCu59sJH7sAAHpBzgBgWJoFHhUM379/D7210JOg Lz6k6Vf/17M6d7q4q8EaRIc2ZIPTrTdX0ziw+1643s6J7rbHz6FtFbVX24e+WuDk2F4H0G1d t072u+TL9avj/l690xjlPFXTu86FO7fPE6CP42W9j40F8EyqBR4Fjhj9379/4eh6vBMVXvnj SfFuxFYmnMT7Pm6B3ffEvPk8I/GyrbIN7cUf1TkfEX/cXgd5AfIoRtXt9dz/YJgT65eKO4l3 LvTuKJ5681Sud3nwjNe1S/s8A/YBWePz4gE8nmKBRwHz5cuX269fvziAvn79Gs704oNIO4od QAHnZHCq+5BkZ1HVvQJ23yEPe3uV0+snNrntN2ORDh6xKd+/tlF1S3Jv8xC2XfGwJE+Zeg9r 1uu6zz6jYvgVFXwfTg/HpFjg0dPR79+/+e/Pnz9zEP39+5f7feTBXA2gQ2/0PoiKb7E2olbg 8dNyh4Jh9x3y4gLveulN9g98+n95gXf/2obV7VYb/oZ+vCRP2fnH67NV4PXb50WQbe5zSmeT 5A2tdQwMiVkNUKBQ0AgUSBRA9MRkwYHhzvtGidUHT3ysFGgBvdFPiUAKI2pwuBai75w8mVnA 7q8n1ykfTDZGrR/XtG67dBjfX9/knE2nfjqm2Fv/LS3IXpzLXx/JmWxU0Xc0Q+vby2hMmb+F yKH/TmVauLbJBnJfKQ7c+RF0S0XENOdSvCynk/ZraqlP9rMqT0V6D8cSGer22TFsH6fTvuCI MW0r/hO6YFjMAo9ed6dPQxQ85ETy1DRByUwFwbt74mG/yDYlK4AUstGLs3KbA9AnpLVJZl9Y yTVqKyNL7s8ItmgVeLD7i+nSqd+0Z1uGTZzu69IhXa82tsRefuOTMUJLbKfteT0r22S2L82l C5ZwnmVPZFbzSsxovypD8/b4zCxHU6betTl9+DGoxTIMq1seW83Vjdav62ZrWMeiPOUw9W7k lB777BqJ/yUy8z2pLrzd7rUTeD1ZNfDnzx/z+wwUUOQ8+smJCUGbFSVGMOvkleEcbbrWSgQb JYcjI0kpo0N3sPsO6NGplZD1+ZYOZRNImhSMua1css9sR8WFv684D1GbK72W+6GI0H8L6fUJ UqQUW+lGPW5TppVrC4yqW/OeXvTYrXk6WJynHFb+4WPu+vlBybrOsk/sa/es5WEEPVtFbEYr n4ChyaoBCpD06Uj49u0bO/XPnz/DkcDkUK6JVxhO4oOq4HTO0aZrTQfzTxU6IEGMJJ2MjoCF 3V+A6C9WVlWnti6Vjlo6pIRubFpCvsm5W6zvIfE8jUKhNld6bWuN5rpK9L7Bc+hxKzJl55as LTCsbi15etFjt+bpYE2esvTujoZCetZFj32ouJNclL4J3Q1Bz2/0hrela8u299gb7IqoGqDX 2/Tl1RL0yyXeeFwzoaQjAWwFM5+3HSf6Kb6ZCPwmdU9y2Aur3zY0kPsztF0MYPcdUtKpaUul o5YO+f5y8WNvhsT1dpkM5cZz11zTYiGduzZXem22xsRfzHWVeFKB17u2wLC6bZ2voe+9ZxzH 2jxV0rvPw7Mu2vbZeS4K+l1WdPpCV6+prAcwGlEkfPr0iX92ToFUavJdhx8/fvibnFPpp4Tp CccM5vDUlDhP5lDiqOrm3T4t7QgruTGNxAq774QunTbePDR1aNjCbfryVsJO7noToL/nuXls mSuzfWWu9Nqo7zfSaoFTJZaxih63JlM2/4K1BYbVLZ+3H9Ca6LFb8zRYlacclt75GOlBCdO0 z53yPwwu2hNfWALdP9278yIWLGKqBui1NjvJgkZPTOL00/HJM0IC4uM62erjoaXeFMaMfnml nXcKND1WmoCSeab7U7kk4VELY2QBE48lm+Esh5E0I+T+0vltEPkyKonpUHYv2qNgP8eU6KPr jePiE66x2Gl/xdwZpk4N/0x1aeioqENGj+laNo/VaD3zvHrNfJ7n0HLJ+ltzuTVd9bpljWV5 eIgqJMdsyzKlOSyZ1qxNZC2vxbed65ZlkXuXUFm3OVGZdXnqf3W9TzK07fNflA+oiT60XVwz 85WML3ZL7ol0EZ+r5guC8tBCXVrofLfBcGAnGNXADpgCI/Q1amOdg4wOUz8OoDk4QtBMwef7 8/hpn8bTY6nkJrJVfi33KkSejCBzM1m8mnvsHp3X9ijYjy6gv1VCjn61Wjou9+p+0Rcqcz+K Z8wBPhbsU8qPPypZbPl9w9xnqvlIjcHXiW5fkC/AoRmvwCOs8/oYB01SdCX3xK/jQ2BOA7on Lvk7CtS5cVDvLABFthz/BDl0gUe07G6d77Bf9gTcOD4dvmfuR2HJAcA9WPn0I5LGVmufKeUE 9fAY8Yp8AQ7N/gq8EBTi3OZGZW5icxHjXzenCSkpcniM8LTkAsu/Rvf998t5foqqBaQpx+sQ nVlE3+fZIxvY3Txfsx+h59U3WsfT8XV/zdxbo2VOZQFgLc/2472SxHhznzFyQvxiIQF6Bhuz zzd4LazNNAQWH6NAqZ0PSNEjH8f6/uV2cW0KMh6r8PRqyvE6ZGO3qCaWUWjZ3Tpfs5/G9BmH Pp6Or/v3zA3AjqHcgbdIjjTGzZxxRz5CvgAbM3SBp9+4cHE2FTDhI1cVLGaBEwJ0Sl5mwKrv VYQjdF3xjdELIdmpmbCsgyePlt1Ne9TtV/rVqnk8JG/xF/8EX0nmtbkBGATy/73kuJeSxXhj nzFzgs8h6acFZ84JyBdgW4Yu8Oq/FJTgK50nKNh00ZP2hRCU0jg442N7SIAiiw3pY/AvSlft XrOHZT9HGK/7uIMLynD8dHbJV18XWtfcAAyB818zd34wwsN/HselfWZBPor0i3wBtmPoAg++ HyNJocjoT4OwOwDPxcWcf7sEABgNFHgHolng8dPmwB/Twu4APJX5n4sCAIzGeAVe2OSlmMFm P9Mu8BykvxGVBrsD8Fyu6v+JBgAMx5hv8IBJV4FHIHEDAGqM+iAIAJhAgXcgugs8AAAAABwa VAMHAgUeAAAAAAhUAwcCBR4AAAAACFQDBwIFHgAAAAAIVAMHAgUeAAAAAAhUAwcCBR4AAAAA CFQDBwIFHgAAAAAIVAMHAgUeAAAAAAhUAwcCBR4AAAAACFQDB2IPBd45yJA2/KP4BwH/CwoA YAnvl9v58h46M9ezvVe8IcFsBgq8AyEB8krOb/jPyQ8L/vsqAMAK3i+nvgdD9wCJAm87UOAd CBR44HG83y4n2BYAsIbO/IECb1NQ4B0IFHjgYbjEezI+ZgEAgC56cggKvE1BgXcgUOCBx0BP 36dbb31HPvj9+/fQWwvN6f1Zms770fd3Thd3NbC58vdiH7tn5rb6WLaBjvtwemrJ+rQC7xk2 s3juvCjwDoQE/CtBgXdA6Lt3nXalwk788N+/f+Hoeui7O2+lufFWsYHfTMgWz9hQ2FZ6A6fN muY/fJH3vE17dB1fz40HxacUeM+NixgUeGAlHOiuvZJtCzz/1PqYYHjk2Mci21QKUEH35cuX 269fv9gPv379Gs70ktukOrfbDGC/BlycP8fPLVv5N629OWFP8U7Xb/2wev/6RtcxyV99KHtY gZfI9sS4eCUo8A7E8Qq8Rz7tPPdJamR4A+lQFL29+/37N//9+fNn9sW/f/9yv4/cJijw7uSl BZ7fVPuLjz3FO8m+dYF3//qG1zEVcKV4Jh5W4CWyocADo1Es8Cho3ujVuCQD2bDTvoeTSBjL vJbH8gHj//b3EdUCbwoquVeu1WO/hSc8uUaau7Zwvy2vEI/tzxlj+4tBhtdV66NQKuSoqBOo 0CPd0hs9i9hmpH/bJvmGptAF3uQbqZ+G8x+AXKd8MNnIknjQuu3SoRWrntRWIk/uO9YYe4t3 GqfnOsKP78WQv5UcVRkK+qytfWQd815UOEfcVeAlck16qq07tZPQa5fT7TRdR+vSc4XY4TW7 Psvjz8tUsZ61XgrzLwQF3oEQZ4gIDunPJQ4X9cPffL1K6vqcQyeY6zkP1GKBN81JLXVkNd8U QMnfpfur8vogmeI2W6c6B2yCnloJhj6OTd/WUXFH9pK3ehM0ZrRJXbw9DZukG1qEs2fuG7Mv LPvoanC6dOrjYbZl2ETovi4dVmKVu0lRYNptlHinsXp8Z97Q502fWpi3KkNBFy6vmmt3DK/j dOwUGq86QAkvl+nb3E1kC33TTiX9Fe2S6CTr0/B0vfYVd5DGtWK2NL8arxcUeAdCnC+j4Nxx Pw86n9yp6XMhcPT9ir43eKFPRElmbhyoLbkTMnlpbDMBOhpj1YmfwmxmPWVt3aSvoUNPf/78 Mb9vRwUfrVe/2WPCmJkejLm6CjzCkvMuGw9Gj0451pL41OdbOqzFKl8628oXIkYu2HG8z+MV WulmPba5hiBfem6JLgKj69hfo/eTBBq/OkABXvMC3zb7ao285rj12sX1fO6fLnL7hfxtyJSt tzb/QlDgHQhxhAzTmct9nzhCn50tCUi+3g7SVQVeb8Kw7neU5I2DLqEwVh89BV4g1Z8Eb0mu vdGhJyrgSt+1+/btG6/358+f4UggjMu6kMGNuYqbGOF0OV1ryunttCYx7h7RX6ysqk5tXSod tXRYi1VHHG/pJheojZHOb8oT5pHjKr62jXeSv5LLNHrs2hrSc0t0ERhex3yNvXcwNFd1ABsv 7wLfrvVX2MUfD+ty9/u3uaKz87zewrxRzNbmXwgKvAPBTuJaRsGpzD4HswoU7uuAdI7rnO9q BtTaN3iFe1pyEzV5l4z9KDL90SGyU3xst7D8ZT3Rx6+1f/OOfllb9EtCj1+0r62r6J9cMO3p E/zDbbw3Sjo1bal01NIh31+O72zzL9pzhHh/UoG3UN7hddy6hsavDlCA5UrHrfh2rb9yjZzX 3Qn56pLvX24X16r2IrT8tfkXggLvQJCDUMtY4Nz+SWjeOON+nPTEoTWLCzwe042jk5Zz8K6n LkddXh/gkYxuDP6Pr01ZHgAH6ywf4WV8wtxb0NDTp0+f+J9FoUKv1OS7eD9+/PA3uTEvajzy o/IbJMM/HKxDY6PTtmb/TO47LF06DbpUMRrpsanDSqw6vF/H8Z/7+ijxTnJ2brJ67NoaMhkW 6CIwvI75mjgfRlC+rA5QIqy54dvFdUf95XZhSHZ3TuJB+tG1+n73txmztfkXggLvQJAzUYsJ ARna+eIdzO5T4MXXn9zTiL6emjjndFw5YrnAS+SILorPzQEuQZu3+f6yvP6aZOxJVj22k5mD kdavjvuFJn3Cj6nHL/4aaxo39B3FhEz3UivJGK0ljBmSiH2PSjZTYpExUjsVjlcSGn3sKvP0 Nv7Hj7XvUJsGT9crJPqJ7gmEMU8nr1tuOkFO69BjKbsU9VPQp0Ps6Nssb3ZcbOQai532V8yd YerU8JdUl4aOijpk9Jiu+QVk9pnNY+nbGoPIx5E2jxffuzre+VgNur7numS+qbm1XrVNaO2W DJYu4mN+XbluZp3oczvXMfuYyGhAsTELspBkbZHvltZt2Ymu77WLhs7rdVt9uT+d17VoQGv+ 5aDAOxDiDK+k+gZvr0SbYwjwaRPWffp7Drzmr+aItC9zJUlx3rxDIkrOz/Gd9mkK0Tmdy+eq /SovJfq+CCGbfnRwh8harcVNtqQ264ffTpE+ovNaPwV90gX0t9pAol+tlo7LvbpftE1l7kfx jDnAx4Z9TPl1CsUiHHAzUOAdCNkoXsmQBR5R2oCjfkhM+lztOiIqHkLTT5Z8PtFZMmb0UQNv /G6MaUJXZMrf1lyucXGWymlCY6f280Xs0AUeYZ3Xx6zzHfrMNqPG8enwPXM/CksOALbEynca Og8H3AwUeAdCNoFXcuwCz9iQW/dxQis/sfqP8xpFFY8ZxnDjFX+hRXPp4lGTypWRvDFS8Juu 8o2vJ6xN/N8U1Vy/0rN1vqZPQs+rb7SOp+Pr/pq5t0bLnMoCwFa0/JrOw/k2AwXegZDk/EpQ 4CV9SliVAs+fV9czvvDQx6TIqv5Ci8cq6D+VawHxG8RBMdev9Gydr+lTY9rQoY/X/OSeuQEY CMol1bfQ5PdZIIG1oMA7ECjw7qC2Aaf92uac9nmjrhR4rmzij1yV3syCKhQLU3LUxcNEGEvf 664rvqHqhe8dvNgI69ebBxfJoitTP3V9ln61av8yLn4r69/chvmWzg3AoFA8VHMQ5bXqBWAJ KPAOBAq8tfjNV/RX/6VxqbkiLv1VVNqKiUuKvNDS4o4hGbVu074Qr8XPmaxvsYFIvlqROgCh iLJ/IVrTj6VPRxiv+7iDC8pw3Pp1OrWuuQEYEufPZm5ToMDbFBR4B0I2glcy7Bs8UGf0t0fm WzIAwNNwMcj/Xl4NFHibggLvQKDAA4+D3uINbFsUeAC8lPmfc6qAAm9TUOAdCBR44KFQkTRi 8k0+NsX+AcCTcYVbV9yhwNsUFHgHYh8F3ryR6oaYPQi9iRoAAIjCg6H+TmrUkGA2AwUeAAAA AMChuN3+D/Iiz5b/9c9SAAAAAElFTkSuQmCC</item> <item item-id="128">iVBORw0KGgoAAAANSUhEUgAAAS8AAAAbCAYAAAAtQgnXAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUZSURBVHhe7ZpNUsQgEIXnXLmD10h5 CI/gImsv4A1m59qtW2tWLt15g0g3DTSkyc9Moom+r4pyCCGB96AhiaceAAAOCIIXAOCQIHgB AA4JghcA4JAgeAEADslk8DqdTv3z87PkruXSd82JrxVSe5Yix7lVZU3nzgbXQhrCr22g/kLb /TAavMioIOTX15ccvZ5L17hrtb3yKnFu+6aDVbcAv7YD2u6PavAigx4eHvq3tzc27PHxUUrm 4lcYvaqwYbXVxBmmzwXLgF/bAW33STV40Urz/v7Ov+/v79m0z89Pzs/j3LeuDgwLhMeFymp7 I/BrO6DtPjGDFxlDJgXIODKMVh8LNsKV+0ST05uVH1tg2KXrG1evPev3A02PnbQN/NoOaLtf zOBF2+JyZSGzSLiwAkVIXGXCpevYnCQ6H2ZmGeb+JqOTSf5Fpjf+L5C9mLWSFm4C+LUd0Ha/ DILXx8eH+UxPBpKIehVixJjBZLvWMMKoax4D8GtDoO18uD/U90ryHyCGj8+3MAheZEi50gSe np64Ia+vr3JECKZRCi2rGVZbMaYMk47jK0wO/FqBoEfeAWi7AOpP3mb1aOv6s3nwom0wvZys QV9d2BSXTFwjqYwbZ4nO5fbz+rlVx0cMW6vjv80aj43wazug7TLiIzLBbdZ9u/Rdt35jM+Xv 7u74czAZV0vhef/l5cVXcg3V7aJJyVHWFF1eOhbbZV6F9DGpqycwT/baNvufAr+2A9reALfZ DsxrEoMXbX/JiCWJVp8obkhRZP11RG+P9XFJuavxmk1DW2s5Z2BWfp20hQ6rkirPrl+pFweY rx/bLCtonhrXtvA79K2oNyDct1a+jEP5FbXV1yoHd3GfWL9sV9CZklwjeGTWmeFxwZ/RVo1d vqyZp3NVXS4o83RojocCn2uVhblJPxfcm9H39Z5W9ry/TBRK8gOoI0qceH5tYIdzK/XaZGo+ uJTYjnxV9GLqNmbb/f/EmF9qwujBzruHqLXXMi1AMlCrWlva62st8Xjn3KptWT/k3WMe/c3q xuvpvPvdzfFQwfdI53nS3Fx0b76G7ekxg1dmWko8+E2zSoFm1CN03ZhXZtH14gRz5ugV8T9h aaepaivH2JdiEhR1rIUjrcxO+/B7qcd751Zty/K5ZTEv478sI6xjhK6n0eeXdc38+LzdX/CS ToQGDoQhsqBRMCbKknqMnyRxRzCor3YArsxs619njl+mtn4lJm05MA1W8FTO8DXSYPa7bJ+/ uJ1BOG25xztmBW0H5To/VlbmyzKm8CjA564RvCRf8XSfO68pqDPWdpWYEmFuvQDXCQNoWNfv CNxkcsm8Lqho6wd+8mWkXODHFHcgPCL6fNd3LsWBfY3HR2ZK27Jc58fKynxZxgw9YvjclYOX 4ekxg5fseLJo7Do4udIsqceQOVNByRuYv1wEGaKt1ogDT/RBfFFaD766ERLk4kov+Vz6pR4f nElt/fgMmvldrmhQ6jGWn7yPgs9dMXhVPD1o8CIkaITEvdTHnHhnL0DMc8+n6ikBy3Mlxckj ZI8tYIgMxCVfj81JwX7oxaTMB5Z4fHBmaMtBRsoat2tNcyKl/CV6mU9zadxDao4qp/PjxLDn EqXJe/Mlhp4eOHj9BG5Clf9cx4OlmEDmRAORclUF6/FT2u7QQwSvEaxHFzqmd16Ux6ScAMFr OxC8gE3xKONS+e5AvwMABjLog36Qa0V+StudeojgBQA4JAheAIAD0vffn6kXY1bLibMAAAAA SUVORK5CYII=</item> <item item-id="129">iVBORw0KGgoAAAANSUhEUgAAAMYAAAAjCAYAAADPEnVsAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAASeSURBVHhe7Zo9UvQwDIb3XLkD18hw CI5AkZoLcIN01LS0TCpKOm6Qz5JlI9vyT7KBbx30zHhmk42NLL+vf7JcVkVREtQYiiKgxlAU ATWGogioMZS+WaZ1uFzWC5RxppvXo8ZQOmZex2FaF/fZmOMob6gxlH5ZFjKFZR7VGIoSMo+6 lVIUDqwUesZQFAk6hA8T31ztR42hnIZlGtaLP4xfhxpDOQ8HnjPUGMpJWNZp+MW3UnCoeX5+ pqu92KDxgESFd8AfnqActBSeF/u+XspjDtxilJ7nP5JBSR6i8fuxsSm3n40fVggWdzYX0XMt /SgaAwzhGvv6+qK7+7EdHM3QCpjgjzo4nRcQ0Hf+nGCK5kBRuDryj2BceGl7zIg/YoxK+w3x t2HrtmosawwwwsPDw/r29oZBPz4+0jetpEsbDkAuuSYB+zr8h5inNRxXmmmziUvHAIUWjIER TEPii2N3AHL7LfG3Ytu62hiwWry/v+Pn+/t7NMfn5ydet5G6W41xPLgNzSUOt0hDaKb4Hs7I dsYu5b9uDBhvYTcAf69ByGL7LfE3c4AxwABgBgcYBBIHK4gEdoqSa5c9a4rwXqbzDm4M7DwM FM2I2MaeZJwdYUbloOhjsfIJi+eXSqaxujGAyByNpgDE9qvxb+EAY8C2KV4dwBSQOLeKeKLO L9NkO+LFjbeRJmOwGYybwR7Q4yT1RfCSQSpbR7smvE3C+jaJFEabMQAyxwZTADdvjI+PD/E8 AUaBpPGVBCEDJIO61xiAUFe898eZx8oqKgmrksfc1qzdGIAR7wZTAM3G2K2DK40Bws+dJZ6e ntAcr6+vdIegYINZT+gAdj6ZAYiaMWimaO3Y2YFcVsWBedy4RwcxCg23G+PAFWNP/FmuMAZs k0q/WcCbKhS/KSLocBI0diASN34vdyqY/aS6ZIyqGG6Yw7ZSJo/BAJt8TWJVKwbebFXgfIJi tBmDTEFXOI6N5pDb3xF/lrStEoHC7+7u8PUsGCRX3Fnj5eXFVooGBQYfB00Utw0u7ljSWarL hYKi2pWQk0GTT1gyqzAAz/u8VSaXgpDr+Y9M4Wg0R7b9LfEL2MkI4srEl8EbA7ZHacLLBX/0 cyJ2xUdNJsD7PCB+n0rcU2pzGIxh3DNJ0sJ2vmdQlzz2fdB+ph79zXG29X3MohAHE5v77PoW 1fsBcAIJ4qAS5zzKFa8XpiIaO1HArl+u7NnGlKi3n42/gb11M3ui/4wXKV0ngACkrRdPMn2P wnbPZuqNXPxc2LY9F0e4slkR8hirh2GlG/o0hjiLZ7ZweM1N0lgP4HX9NTNOvMyLM67SI7dn DBKoE61ojkCQEbHA+fWWeohdFfx2K6nPVg3znRir0iW3uWLUAIHm9vI1Y7TWc2AdZ9S0rt1e GVOwf+5T+qdPY9BMHczeRsD5rZS73lAPgTNGTfB0rkkcpfRMp8YA+EHbCZPfM2eD2YrdX6Mb avW4OaJnqfitFbFMox66T0bHxvgNzAoT/3KGKwtfRYx5cucWpVvUGAXC17MWuMdXDLjWXdT5 UGMUoTOJsI1C08A9dcUpUWMoioAaQ1ES1vUfXzJzvxUPtHsAAAAASUVORK5CYII=</item> <item item-id="130">iVBORw0KGgoAAAANSUhEUgAAAK8AAAAbCAYAAAAKyd8WAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARfSURBVHhe7Zk9UvQwDIb3XLkD18hw CI5AkZoLcIN01LS0TCpKOm6Qz5IlW5blxMvv5lu9M54hTqzI0mPZWU6ry3VQObyuw8rhdR1W Dq/rsHJ4XYfVLryn02l9fHykq89qWafhhLa4jTPdCppHcW+YwtMuW/M6NmKotUwDPTeGUS3t 28t2rPt743Xeh3VaNlhYpnXg/g4ONuEFaPkFHx8f1Pt5xUA0gjmP6zA5tm1B0nPsGKo2UFvQ guA5bU+NCTnJfdFufl+vP2AG/AFwqSPI6kMBwJ0FrAkvwHp3d7e+vLygU/f393SnV3GFycng BFuOhUBZE3eR5kklmipYETQCtyeQoQKWeYCxEqY6fwgz56/LHxJV1OKW1Qc6g4MmvFB1X19f 8e/b21sE+P39Ha/7pFcq+OvwfqeweomgxWq2V3EbApjKZAW4VGW0+oS0P1kW2NSneJjHfv9N eAFSAJYFEAO8UIkt8ZYRG7ycKkDRR8/1wJtWJU0QbbSDdp3SlTHGfJgmEftOECDeOi9QZavx dUHK0v6UioxIe8yIzGvoaxkwZMILRwRdZQFcCAhX4yQ18SUED1+fAMRuVBe8GLQa2C9VlQtQ 9H+jnZE0lAaO4gZ90RIv/O2Y1YWHdC681gKQIh74uwbeO8684FKSm/BbquB9e3szz7cAM0xQ VmQUOVUF/7PwgoyxZt8Vax7VTmTBRkD3xIwhliBV9jZyUPljCBcw5j8srDFykPvg7+2FplXB C3C2zrYPDw84wefnZ+ohMcDQeGYteFuVYA9eWvX+i0SMYwWQBRvFrHrWVKzUKb6YAwWk1Rdk +mMJfQzjw8feyEa4bznvyAAq4IUjwdZvuvALBAIamil0hIJlAZgcpWuhYuVuwHvm/C5G33Zs CDEsFnCI1YRDjfg0YGsJfMzj6zOsuXM2/bEUfazOuVVfnwoKb25u8KcxgLjV+Oz79PQUByln IQA4GRNAOoepAFRBobEyoXJ7uVpRcShbrrZ6Z8OYlQloC2JugJljbiyOHX8sWXk0F0WHErxw FKgd2W74jwsGjVuaHX8wQJMTkv3UdIDJ5jBAMugZObm0MKQtvXLVe9J47RevfGhkg5NijtFb K/jBNrYT9xVFMLMPqanYIRzmPZoDz0mD14BHvlea6/WnUohZVZlDXzpGnKHG/v/HSlDQtVQR 9AxsTBrDExOVtzOVOLrO9vU12JO2xMJg38L97MfPQetq63jwgqz7sg8BV0CpMeVWRXAng6GS 8t/m1rh1NHL9li4PXgKCITHBMKGJWzdAFbc0XQ3zfRTayMeEuPXH62Uac6UFeBtbqu2H67d0 mZV3TxvwYh9Vy+Z9En/Q8BEhXoczGf0GibKqOMvh/VMdGl75cVB+xdIxQEBXHhNIBHmqxib0 ZEuODc/5seHvdWh4m79GoBjg1n0QVGNZVfU1K1btZAtpLfsc4N/Xf3RscF2bHF7XYXU8ePm8 69v11euYldflCnJ4XQfVuv4DUkh3gbNAxdMAAAAASUVORK5CYII=</item> <item item-id="131">iVBORw0KGgoAAAANSUhEUgAAAN4AAAAiCAYAAAAwN2fVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOOSURBVHhe7Zo9ruowEIVZF3tgGxGL YAkUqZFuTfF6OmpaWkRFSccO8jz+ScaOISF/xvb5JEuPxMn1HHxmJuGtKgDA4sB4AAQAxgMg ADAeAAGA8QAIgDbeqSpWq2rlHeuqvKtZn+eJsS6remqWQMcpIA2Ox6P+5JKGxlbFu5drZ0H3 qlzTQnlAvnkEzS1EuAA6DocMZ8zxer300Taxa9xhPMG9rNZChDWLxh8MMOSt4/BNTUbb7XbV 9XqVxtvv9/pMm9g17jaeLtldwZzKWDeQyZTTZcA8dTQMNx5Vu9vtJv+93W6l+Z7Pp/zsErvG ncaTxzrLtwi4JUK+5K3jMOORwchsBjIgGY8qoI/YNW4bTwRrj7aI3nnRbxjFqXDickfRvaXy 1nGY8aitdKsbmY40MVWQE7vGPSteV/n2ZxG+iXvs12TITcexyerxeHif58iIdD2vhIbYNe7x jNd+BvLNc/tmCsQIIIPyBJsqeev4fcUjY717ljscDtIMl8tFH1HErnEP4+nFsN753Twxsyrl JJFVFsocU6Ni/TB6BJW3jt8Zj9rI97/ZqTedRntO7Br3bjX5hvMHo7KNnKZf68a1YaYjbx2/ M95ms5E/H5AB3w3zrHc+n/VVfu1i0lgbT7leLto36lV1zBMl/s8EXw+TfVSw9XEuRh28ub/5 4pxrLHXsc7yv/w5zn+/aIz8562ig+/XTktrHek09x+v1LwmN7fo9Fa0sov5w86XqhVBAp6JZ rLX51ZxGR5rHhWnaiVBZa3ag4/wE0ngZ48mFOFmQz/F94XQNzzQcS4BmjM/WPwZ0nJ9AGi9i PNV7O8GIT1Sq5ZfsCcbfm2s+BZoS0HF+Amm8YMWzF2uCkcc8wahrXAE0n85x9H2bsh8ZP6Cj 2og6S6do0kAaL/qMxxdgZQlfMDpY6yFVzCukg1jfrc7IAHmLpDZMpIYzBNdRXJui2TiBNJ7e eNLhtHA96sWYgPSoF6IXrYc3IDOsTeCc4xe+yTJR8SM62vdJjIAaz1PxgqJEK4pG1KQ3z2zw zRd5EvtB0jOernb0OwuRRMsZGPd/g4DxJGc8qx+XqDKPqjcOqStEnIwMjKdaJv7iBQxBJDBL VzCGZFvNJjfrZz4k65EI40HEyUj25UrdFpERkalHcyrwjDclCRqP4K9v8UZuEPr3KrwZnodE jQfAbwPjARAAGA+AAMB4AAQAxgNgcarqP/dnHnODTel4AAAAAElFTkSuQmCC</item> <item item-id="132">iVBORw0KGgoAAAANSUhEUgAAAKMAAAC9CAYAAADfsM1rAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAraSURBVHhe7Z3rkeMoFEadwOTRMTiL TcJ5dAZKYNPwr82kg9FyeUiAEA8J4a8136miaqwHIHF8QW7BPGZCQKCMZ3m/5sfjNb/tx1/N zzQ/H895+rGfB0MZT/B+PebH6xYaevzM0/MxPz9gJGU8iIh4Ow89fqbncCEp4xGka76ziZbR XzjK2Mx7fg0cI0qEejzUcECl8f6PvVbK2IjIMUyK4OFIxBgv5MjumjI2MTJSmAeJQD6R8zmp PSMZd82UsYWRY8XUzywf+ull1NiRMjYwdECf/P3yM1211GVEV00Zq5Fuc2BUQpJRIvKA4QFl rGbkeFGRklF30x+QcdC1U8ZaBkWHBaAxoypY9QqUEQcRYWhI2j5N698chz9NG96v678ElLGW kU/SDilzke9D40ULZUTiEzIqPvsXmBXKiMSHZESBMiJBGSkjDJSRMsLw/TU/vr7th7+P768/ 8z//2Q8XQRlrYWRkZISBMlJGGCgjZYSBMlJGGCgjZYSBMlJGGCgjZYSBMlJGGCgjZYSBMlJG GCgjZYSBMlJGGCgjZYThAzI2v+VtZw+6c3rWlzIiMVpGKW+ZHlo3/8WXt1rgSigjEkNlPLLO jhL2wvpRRiRGynhkzrSOpP0jooMyIjFSRi1WPGk+11WbSOp30b3rShmRgJbRZxWzZ3UpIxKd ZNSL0vsRLE5SRkpG+6RcWwVdTkcbKSMSIyPjkTFjTOf6UkYkRsqYeJpuXmdH1bdndSkjEkNl VEh5R9fZkSjaeYEoyojEaBkV+3+BsQ8pTjg7nlzGnZ1FFCgjEh+QEQnKiARlpIwwUEbKCANl pIwwUEbKCANlpIwwUEbKCANlpIwwUEbKCANlpIwwUEbKCANlpIwwUEbKCANlpIwwUEbKCANl pIwwUEbKCMNpGaO3s2uRcjPnrG+Dx1NbD5a3A2VE4pSMZg5L+5QAe17yHJdnLKFwtLx9KCMS Hbrp1hl+79drnpLnWNkK9WmeUZiBMiIxWkZVnhSXOscsBJCKiCGU8a4MlVFFPlvW9hwTFZ/T tHbFO2JSxrsyUEbpnl1Jm3OkHiKj2mZ1tWvrbIWkjHdllIw/0zx5xaRljMSzgsbVo4x3ZZCM uYWhdPEpGdUn6bIp49/CqMgYsT0nId7OolCU8a50kFFHvdMy2m1edNxb/u5IeXtQRiROyWh/ F1yS37D5v5TsRbegO9/UK1feMSgjEh0i42+GMiJBGSkjDJSRMsJAGSkjDJSRMsJAGSkjDJSR MsJAGSkjDJSRMsJAGSkjDJSRMsJAGSkjDJSRMsJAGSkjDJSRMsJAGSkjDJRxlIzxm8F+8iuR O06lTq+4Q3KljJJ3xb3z3+5+Jsww0xHM/m1Vw7ZrvZStjJELmwyj/RXXF0TG7Svubk5uWJH0 q/By7Hbu7m24TEbbaIXGCue5mHMCIaV+y7wYs3+trnxe2yaeQ1PDfmR0jqQFl7Jqb1tBRoX9 v4z9C0/LeHMuknF/PR0P3QaRPIF8Roigen60/fmJ8hY527rdrIzqGl6JoCX0lVFXvCzje7q5 nFfIqPKULItf7kA8iw0Sukqpqao701c1sq/xWvIySt2NJ3E9u8qotxW7aVWR3M28A91lVPfM 5lcnY0o2K2NKVivHpspy3oG2Ksso/zR18u/TORm13X6KL3LnOHAZg6mdqVS6Y51lzK6ns8FG Hf8YX9BKGcN227ZrjioZ5ZMtw/Wk8vm4jNFNiTMXtselI6MvQMd2/AyVMlZJryJIdj2dFC7q BMkKlZLRj5wRqTYtUSuj4O6BudSuY0ZVmB6c5r/J8ZhRKuQuVleudLPR6RgZc8LWFWHaZJFJ i5fqxjMC+edX0CKjy1+ckYezjjK6m7dWZu84daQqXLbujFc+SE4AnUqV7ShjzP79TLM93jS+ X71SnnI/Wi6nTUaFF8lry6nupv2GSF+od0MyXcSvBULGNeJsaiL1W/IoBANpn6ryVvZlTA/R NHr40CyjqfwSJeK05FY4Tt2kf528S3IX4W6kTf4FLPK6/N3Njs4Jrirc19LlHGKojPba3DYv yuSucwkcKgVVtVIsqVFEISWjX56k1O2RY2pvWxAZu7GJjObmrjfSu9nBjfK/8eaYJQ99nC+2 d3NGROILZfwN7EfGfoyRUYuUedpLySTn7H2DA4HXdGl0pIz3kNGE83icY7pkLVBCxm3X5ZET 9Soo450iYxT5rIx6215k3Ahsye27Csp4Exnt+M8XKIh8KRmtrIEA6riXviPemNPs0bKwm76O 3ymjjlrrOG5tQCekTYtI4RN6UkiXgq452ne1KJTxl0bGO0IZKSMMlJEywkAZKSMMlJEywkAZ KSMMlJEywkAZKSMMlJEywkAZKSMMlJEywkAZKSMMJ2SM34g2Kde4ub/XW+zLJUt+8UGl/Y1Q RiQOyxi90OHS7vuYcnz0dlPidblY8K2L+f2tUEYkjsr4fm9Ekrx2X3erWhdHbcvWpbS/HcqI RMcxY1PDSncblyt1yUW80v4DUEYkusmootZuFx0hIm6Ojd4LlRTUq7T/GJQRiV4yqnxq3kgP x3x7UyxW8dJVK+2vhzIi0UnG1kZ1UuYE1qtlZOpW2l8DZUSii4wNXfSCiW7ZaFqqW4e6U0Yk esio8jgyaay4Lo7K99T+CigjEp+KLsmHGI+z+yuhjEiclnGvi7YPGW6flLM8uHjbHSLXmf0H oYxIdIiMvxnKiARlpIwwUEbKCANlpIwwUEbKCANlpIwwUEbKCANlpIwwUEbKCANlpIwwUEbK CANlpIwwUEbKCANlpIwwUEbKCANlpIwwUEbKCMPFMvpTU6uKid/ovviLQhmRuFJGyXuZG/3W a/OUiuq9lk4JyojEZTKaOTBB1lJWdu5K/7V0SlBGJK6SUXe3UUOntvnoSDomIjooIxJXyajF ipcvyXXV65IlSxpgJGVEAkZGn35r6ZSgjEiMlNE+KdcW12MtnRKUEYmrZDwyZoy5qm4elBGJ yxp8+zStf7ZpWQlC1e1iFykjFFdGH8l7ka92vGiRKNppCZMclBGJi7vC/b/ARGvx2PHk8iQ9 QESBMiJxsYzoUEYkKCNlhIEyUkYYKCNlhIEyUkYYKCNlhIEyUkYYKCNlhIEyUkYYKCNlhIEy UkYYKCNlhIEyUkYYvr/mx9e3/fD38f31Z/7nP/vhIihjLYyMjIwwUEbKCANlpIwwnJLRTCVI v8ldQMrNvM29viEeT3eN3hA/CWVE4rCMIsUqipOnLisrcVIoJ3gsoeDJTxlviMw9OSLje4oa 0Uasirzer9c8JWcKWtkKeTTPMtxF6kwZceg4C69q0r2KxHJISih9fjIihlDG26KiUbeGLXXT qix7wFYoExWf07R2xTti9pNRyizLfxbKWE2n6FARYaV7dg2/EUrGriKj2mZ1Nd1+QpZuMg6a m00ZG5DusdS7lig+CKiGn7wy0jJG4llB47p1k1Hl/7y6j1ZQxhak0U/YKHKUTjfjwXTS56Zk VJ+ky75Kxh5fwhooYxMnxk5xdIki4B5boRLiSTeaWCiqj4xjxosCZWxEokRzl2W70TDVNXBK KL3NO19H00To0ttPyihljeiiBcrYTFukMOL4Etq0yGMfQHak2YtuQXe+EdFEz7W8ow9e46Ki QBkPoAUZMYj6MKPGig7KeJDRDTWakd2zgzKe4K5CfkJEgTKexIzdxo2rLkU/lR94QOsEZSQg zPP/hWf9+UpnxNwAAAAASUVORK5CYII=</item> <item item-id="133">iVBORw0KGgoAAAANSUhEUgAAAJwAAAAbCAYAAACJDeYtAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANuSURBVHhe7ZeLjcMgDIYzVwbKPJmm y2SYHH4AtnEIl1NzbeRfQipvbH+YdNpDoRsVwIVuVQAXulUBXOhWBXChW/U24F7LtE8TleXF jaFxvZZ9mtd94+qRpJ/ntR29rXMnDq994b6R/qkZYPoHzvsW4MAJ2Xh0yMBBQlIcyBO/oW8L BDRHQQfQTkvqwQr2V2agnvsymLWute3rTFC1UNJcr93TG4CzhoV+q9ey7CsA0ANuW/fZAqIA I0hUHGTW3DazNsRt3p0kmZTWSmdaELp2zP8Ch44I4C4rQQG+w4zTA07BxZK+x98GDq8tC/oO gwbAwVkomdh9LwNHaZVSJy6KRolUauvFwHwQW8g4vW4q6nQ1XZ/1ed8oz1LyI9s/BpwHlIyV AZKBUS4Gwbzu852Bg5+0h4zTNeDMptu60mGlEbKeUmyBRBrmjheOUY4ioMrYpk/Ms+t+mOTH u1sGDg5PaXXbCXAMjxoj/TcIXJNkuF1LAAc1npMTwHXgYFM70wWI6x4EHTBqUIRTjpyKDsvj a5FZTgbZ2++rlPy2ChvOgUtiX0v/FGg84DqxsRBpaeBA2few1jXgQNKAvII9pKx7Bjht2Rhs E7ew69QejElgcHYOGn8WnA+XvDy2KP8eil6LAgzGQbwQIK+tyMxXaoHL4wFq+IMzdsajPw2c XXARC5CsO3A1bfamCeCaPqleX2p1v0X+UT1gsPzysEMZTqgdT0DIbc/WBBv8Y3rAJXGswb5R 89STKlN6zSAU3Ey+ylYDwNH4eqt0nb9D5AJp/oKdfIOkgxKEeA5v34fpDI6qmmkad8ClLWuc XFLw6eF+ae5RHyaG8Vi033C5iBXk7Z3Th60axwWH8+alUCNBxUXOpy10v3ay6UsTMvC1ZHiz 47nIdQqgeb0cHDNH2Gz7/KfmfWqBMxdQxKt3NukvZZ6N1QFQ1t9qDRaM8do9+U/qp6vJcBSM 6ngRHOVYmQVoTFkDx0l4a1Zu9wtd1TOAQ1jMkyLHeMDAnINb3dx+LndnuSfqEcBR2rffMPR8 Hn3ztU+WUA/G0J/0oAxnMhgDh21HGc770Ab1+kJ/0qO+4SQkKoN5wDGQv/6HHPqTvg84zmal FGAydFwKLPqfrgtdLuoZNX16YuiivjPDhb5WAVzoVgVwoVsVwIVuVQAXulH7/gPR0AI7FCdc 2wAAAABJRU5ErkJggg==</item> <item item-id="134">iVBORw0KGgoAAAANSUhEUgAAAO8AAAAiCAYAAAC3Bo7TAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATgSURBVHhe7ZoxbuMwEEV9Lt8h1xBy iBR7gBSqA2ydYnt3qdOmDVylTOcbaDnDGWpIjqQYu4Ap+j+AsEekFHH4P0nJOUwAgF0C8wKw U2BeAHYKzAvAToF5Adgpm+Y9HA7T6+urRCWnaQj11KYux2k8S7PVdqEcxyk1BT/mNMw5HE5y EAj9a3PVvGRa7cTlcpGjNefxWHTyPI1HOs8myWtHUNshpBBcAxn3KMllE2MCdOlZm4vmJbM+ PT1NHx8fbN7n52epqXE7fh6nYzhPBUb4CQLXE1cLrLbb9KzNRfPSqvv5+cnfHx8f2cDf398c l/gdjwLbStBpbDlhOks3NvuK+GDebfrV5oJ5yaRkWIVMTOalldjD6zgf29yahCRWie2bmJf4 KMKTwmlIMZuxjJNRl57NYo7z64aSOVsnoe06K+ge6Fmbrnlpi1yusmRcGlxdjS2VcLjUq5Xb bkfmtS+I3LK1FJIRTX/PYWbnM8qVVONhNnKWT7e9ESNPABpHc6a2VZ05r7xuB/Sszcq8X19f 7vMtmZk6ZFdkpZ615mSsb0382a3bt6hijsrkrhkl9gy1YrI5d2JKMuuSCM0qb4sdsxbG4l8m zZ61WZmXzLn0bPvy8sI3/f7+LkciXoLC0ep50WtXPldQcjSpnCgngbtGDUxFR/8/mFcFycfM 6uqPjbBm7EAPY9GzNjPz0pZ4+Tfd+AZaZx3LkkC4g2Y7tyyk0zRyo/hclwm1IWJ/Vso1Ny6r Hp/yr+bla5mtoDFvVWdZq2t8LH5Kz9rMXPjw8MA/DZGJl4o++769vclZfsf5WGhnBe0nyDyT eULtidC/0fRtnsmjMHRW19wt5qQ4FtsXQkxxvHY2sYTzB66UFciOSTA030cnY+FpTvO7d20m 89JWmDt0Rblc/kRhLJXUUxHQYhmm35rQVFR8usWRYhOcEqrX11WkOCfLeF6nhvHRtkur05XI /Xr3ZVf14xAMZNtJ4ea8Wprj8WCWX3t+/BNF/jORFnXhhCTuVFoYi2sp+lWWdB8b7ZrVpvPM e1Oq2S12Zu6EdI6SlInYmiu2mcfGbCG5Tr9TWP49kMBY5DSYj2Tew6/cxzeJzQ1zzJ2LnU/t pY3bnqBzQgJTLMzXk6SGWL/TAJTt755SPGYsErZN2Z6QsVA9ZtixMGVrtbkZDeaDFctCNuK9 WSwd1jhu30KntJ45zXHRnuBzTEykWJK3WC/Y73dLIT4di0ysIaItIQvMEav/HCmsCblFGswH q1TF2sKnmlFjnoGydtG8lBT6LNtzEsIn5Sw7Lp86GWi89nnXlOKTlcGKUcXKxxyxxnNKgQtr dS3SSj7kurTdPlih0vcWYu2wxtqpFMsMpXHZnl8QhIMaU4fp7arG5fm6NdEYBCrxyTOdEVi2 knhiFTFnL2VkLNL17GoTBLybbfMN8hFX+/m5ODMvcbNYZjKK+VM6SHFMkpQQx3uXREh7zUe8 ntRpvUkIxalO6i1lfJfoWGhJYlPBSkl5NfkOxRWsFivOsi4/sR1ayAffQ74yQ6kANE+cJOz/ upOvYV4AWkdWXfrNmNDtM8wLQOPUb6lley0RAKBRavPKs7ZEAIBWqV5WwbwA7AQxq759JjOH lRjmBWAX2J+R5P8eYgUAYG/AvADsFJgXgJ0C8wKwU2BeAHbJNP0FSMeDYGKSMdkAAAAASUVO RK5CYII=</item> <item item-id="135">iVBORw0KGgoAAAANSUhEUgAAAJIAAAAbCAYAAACXxNaeAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAODSURBVGhD7Zg7kiIxDIY5V9+Ba7g4 BEeYoGOqNibYvDNiUlKKiJCMG3gtv5Bt+UHj2WkY/VWuGlpy25Y+y+5ZSRargxgkVhcxSKwu YpBYXcQgsbqoCtJqtZL7/d7+ijVJoezgk7ZBjhfrVvRTbRild/1IhesXk33cokmU40Paa+NF +UgcIntDfoogAUDuZff73T5NdRmHaLCLHAfoh2Gi/EDgK9TUP1Xh+nQMVDzbYLIJzSaSsj8z nssTbYe+bfMsgATgbLdbeTqd9EBfX1/WkooE5DLKQfUbEEk0SB+uaQw2k09eQ4YmIeRYiBlp f2o8ZVPvEMSmB3UBCarR+XzWf282Gw3T7XbTv2PRgJjdUgNpGn8ZWEqTaABJHVngkt18NTtS fjwACfq6oyw8GV4GCYABeJwAKAAJKhQlajH6WfVoUwuoBOHzZCpEOUEqLtaBBqVmxyqN50CC P80JgoGDd5fn+RAJEhxjcfUBiAAmV6WwDDRANG7pvYf0WzhIejfHc8atNdJOkLDKmuHIcm+l QKnZAxXHQyDBL5sfd4rA79kgXa9X8j4EYMEguFI5UYuJJwVK/eiKhJP3bJ6Wrkmkd5FAKvEj WnMSs5o9Unm8ECSQiz3EHd49GyQAJXcX2u12epDj8WifGNGLMSUVVybKL74jwUIcfHpRhSC9 m1oSU6qA0Ldmx6qPl4KE8wYX+VkgwbGV/5+R+ZJzk8aiQXKLfuyInJ/yVJOGp+bS1zr5/6FS 4nRrnay6HOPqrIIRVJac8jEzytqbxqNAUoLj0K5vFkjr9Vp/7gNQuebuSofDwfaiF6OfRYGm F212gHazC1gSSF0E/zS0iXm09A5JaRZIzeMVPnbsO54GCY6rdPByu9//2s/GTPOzMJWG9NFN yD8OPN9cJXOl1ja8cA+ee78LVtQniEZoC3btN8hvqLj5Odn5ZBL6LEj18YxiPwoY8KGeU0ru SD+qpCKZID+SjYIe7Dq824yPf4f2w1Ciy+enVsAf0LJB0hBEJRn7UCBAn9wODuB7tO+uSr9B iwbJlN/4bDfHmE4+AVJc6gOVIGO9pDeoSFHFsSDpZ7mKlMBnVbKxXtJb3JFw8oOKQ4FkQQsu l8pP6OML3bGMRcPFR9vrWg5Itvr45kFwMNnmIQi/BEmYXAuOs8gWdmTN1LIqEuttxSCxuohB YnURg8TqIgaJ1UFS/gOyOyQ6RWDY1wAAAABJRU5ErkJggg==</item> <item item-id="136">iVBORw0KGgoAAAANSUhEUgAAAJYAAAAbCAYAAACeL3bkAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPhSURBVHhe7Zg7buQwDIbnXL5DrmHk EDlCCtcBtk6xvbvUadMGU6VMNzfwihSpISlS9ibx7sxAPyAglqkX+ZHy5LB0de2gDlbXLupg de2iDlbXLupgde2iVbAOh8Py/PxMT1bzMqb3YFO3YZmOZNa0S22YlmJ6ozpOQznvOFNnKO2v pv08uv6bx/P44RyIQHm99X3FkuvBPE2wACg2Pp1O1FsLnaYOd1ymAcZJuDw7ENiO6Wg3LAj+ gc+4FkTtDwbStycAjU8xyGVAtonh4lh9HSxYj+fHtdN+QrAApIeHh+Xt7Q0XfXx8pDe1XGCO 0zKYA/lg3bpy4FTQgiqDmieVjCXwTtTncVwm61P0u0lUBbYjitXXwPITJQQLqtX7+zv+fX9/ j3B9fn7is5UPTJ0pnt083ThoGDRdud2+hnQFIiVYoKvyqQfRGjjfASsY64IFAAFMLAAMwIIK 5skDBvtWr8IEXwXkjcmtFn6W+3IqHoynDh8sD+TtYMnvpQI0ziv63XZe1wULrj1bnQAqGMxV TCpDZBepS69rd+FgKSd7LYwW6btgQdCNj+AK5KFussK+1mCTqsCytnq/as2tFevj48P9ngLQ wJGykrHqw1Ffsm9fhWnDZhxIBnOT8y9ZHlhrFUSoCnIaO4lxnu95fvZhbnWiF5X9BMDje7EP fKb5ylh8U1SBBeBE31JPT0+4ydfXV+rJcg+XnvKvjVZ2JceZbyyAyv7C0PNemWxQQF6fI/CX DVirgvqg5jjIBM/rpzE8gJ/DecwckCwcly1gwTUX/88q/1LkxaV8sNgJZwdGdsky/bqB3r+4 Iv6RWoHEtrrZ+hsp9oNQCp6FQVYq1tpcm9YScKC9Bz1WXj63qH5bwLq7u8N/LwBgUeNvrZeX Fxrlbz5vUDveP6RwfLDJq5fM8C3Jo4LoBFMoBqe+MUIZv+dkkuNgz8E8a2DB9VYfpt1Op9/o JO8dtrJadqZrg21cfjGIpXHWsIOoSSeWQ/H8fHgzRp1av1NVYUeVREtNB4H2Q+eSdqrZyJEq sMgnMGbT2YQ9+1zvAXzqx28YzF7FHqtvrP+qiv7s9LODRBCi0kw2ZQ60k5CKMh9kW5dV8pu9 h9F3QRVLumywEAqzeWnjgaGuHSP3ivl3Veta5V230Nfy20WDlUuyzYpclvFQDlieE4pa0HU1 RDcFJeKWZLyCimUqEoGFfVHFikp0613Xj+oqvrEkDKoieWAReOpjN9mNmGE0n6xaCbZ+Ff68 Lgcsqk6lFTBMGS5Q6F8qLlzc1PVn3umBXT+ky6pYXTejDlbXLupgde2iDlbXLupgde2gZfkD 1dAqzfkgLiYAAAAASUVORK5CYII=</item> <item item-id="137">iVBORw0KGgoAAAANSUhEUgAAAUYAAAA5CAYAAABK1IJQAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAloSURBVHhe7Z09cuM4EEZ9Lt3B11D5 ED6CA8WumtjB5s4mnnRSl6MJJ9MNtOhGA2g0GyA5JiXK/F4Vdo0/giTAJwCUPQ8XAAAAFRAj ADvh4QGPu6V1T3CnANgJEOMQiBGAnQMxDoEYAdg5EOMQiBGAnTNFjFTm7e1NYpb3yzHkU5lh OFxOn1KsWy6Ew+mSi94YOh8PiBGAndCSQIKEmOR1Pp8ldcjn6WDk9nk5HaielqNXjqCyx6DO bQAxArBzemIkET4/P19+//7N5V5eXiRniCu8z9PlEOodlBl9MW4LiBGAndMTI80WPz4++Oen pycu+/fvX45bfOHF5fOYGN9P2xIlxAjAzmlJgARIMkyQIKkszSA9POFx2uhSOshzYzNIiBGA ndOSAC2b7eyQpEjl0yxSEyWoXqZwGO4buuUgRgDAlvAk8OfPH3c/kURJ5fVMMtGeMY4tpf0Z 4/uxiPN45bcy3j0hIEYAdoInARJfay/x9fWV6/z69UtSIp4YQ6q8mS4zR6+c3WMkKSaZsiAd ca4JxAjAzrESoGVy+zuL8U011bH1fDGmmV/ZZ2yVCyUvJy4UX9hce5aogRgB2DlWAo+Pj/z1 HBJkK6S9xp8/f0otX3icFso9KMv5YowzSy4mX/GBGAEAN0NLgJbHLLIZ4Xz+r/8bLdlwI7/5 EpbbP5JIc0gzzbQkl6DFmkWajp+W7aZOZdo6T++BEpTmATECsBNaErgZgxljlFiRl0iN5Ph+ zHKr34DHMsXJVE5LVn2FyJmhQowA7JzNi5GlZr72o8s4YuM67j5moJJpCXrWSHEPiBGAndCS wM0woov7lPb7kHHZzDJzxNh+wRPoSVOAGAHYOVsXY5rhVTNCESOntWaMA5kKvTwBYgRg52xe jLJfqGVWzQg9MYo4qxcuodyRl8tqjzLmsCyxlAYAZDYlRpkd5pDFluQoIUutftPtyjGFavls 8uqKnOax2p265a/5gO9D/n5cI8RPf7XcWoT64ewdtzq/kf2s+Sx7XXSOoKZ1T1a5U7f+NR/w fSDxZDHwUkp9/SIvi5YWo5BmNc3xWwS6eNsMxLg2VxTjSoMU7JLP0ymMKMGKkcR0WnGgBTEe j94LAYHEGfLvZbxDjEOuJ0Z3gxSsT5q99N/C3TUDMa4MifFd7qsza3w/0rncz0QAYhwySYz1 fk54wNJSIgTueBvPEoyDI+WVEAfxYJ+oGkX1fs6cX+cBK5L7VveBSGlsXHCcyqq6ccCYOCV1 2rE0xajkNKdtRrdrxlg4Vn3MmMzQubAsh2JsjvfB8yIfYur+lUB5+tjp59Z1gCUpYswdnaKy hMmdycklLkuM0omCW14NqmqQxU7OZQd5qp49LuiiX365oXcjqwe19EE8pvR1a1yEcUP/r+rm 4+l4+Pk0oR2NHUtMkszMtvkYI2MslI0/SxvqnpW9Ty2vgD1H91r1tdX1WapKuHxd1cTDuw6w NLUY6carzmfsYNFxm0d4aUJ5WFXntja2ueNT+RK2NGsczAxMWPXFwNqM9a3Nn5qX4zIGbB7h pRG6nkaXt3XduJZLq99ifqoX+zq1TX2a5Nbu38F4t+dC6PPJcefDx9a19Qz2mhCmB75//N+E 3HwuUEaE0yGNziKctCQQTlOfdOXT0aEnzY1A51/fFzVQw/l/OzHKtfB12Xwd7+XZuM1jVDsa LuvIoHe8XnxsjCkxpnPi5yL3bUkv5agJf7wPzoWJqyYt43xOc64LLEotxgR35oQO8TrHpvGx 1NJBDxSbp+nlbYSbvjEd4UtLacLrWy0Bm6/jvTwbt3nMUDYMl11YjL0xFvL1OaRZ40Evv+25 2mNyvCfGAJdJfaPqzrkusCjVUlo/x/Rg6RlP+kSrPg29zjFpaTClgVTH47GrhzTUn/rrPJuC r9t5aO8V6UfdNyzb3B8zxkUvPtqOgss699g53qS2x8ZY+FmdVq5bf6jUYuyOd3suDNVvyFmX 714HWJrhHmMK6o7r2cfhGAaOLieBi1effCHExCg/Cbp+bKLOrx8Ik5fOKQ8KGdicL4NPnYM9 pxKnsqouZ9g4JXXasXBZL089OHPaZnS7RUI+qexCs2y5dpodpfatrCaNi+qFiI2He/E+3g6R xJtCuRdmjKgw2jYfwhtj9X3X50PXXIZHfU6xXH287vPC+Od/COfqX1e5Zzlubxb4Mv5SestU 8i2DIj6kIoUsNM4qce/ByMfT8fDz1t+Yrs212rv2dW2O0M92y4XvyUIfcOCfuD8xEt7DpNNs /tS8HBch2TzCSyN0PY0ub+u6cS3JJNISrraVYM9tLa7VzkbhWaeZIVPa1foZuHwfMcrsjAeU KxyJ9/Js3OYxqh0Nl11CjBInMTpLyqsg55FkXF//glyrnU1jlu0hrCJFc68p7PN+T+PbiZHT bL6O9/Js3OYxqh0Nl11YjFhOgQWI2z9mbMpYq/e0QeKuxag7lTs/z7DqWV3aJOfic+Q02o6C yy4oxjST0G0FWWKJBeYQx74zLgkZbxhTQ+5ajPt8YwrAVGT8NMdNWsbfz8qE/h3s19fXy9vb 2+Xl5YXja/CNltIrcK12AFiDCTPC7oxyY5AEaYKQOJ/PHF9DjhBjD4gR3DPyzYZxMd7HGH98 fOSZoubp6YnD0tyfGEVWvLRcs0Ov1Q4AazFZjPcxY6Rr8cRI6UtznzNGAMAEZI/Re1koNH9h 4dakiYmakUCMAIBFcL+qkxD53Mtb6ZYYsZQGAMwkvXk2cnRmZFuHxEhvohN4+QIA+BL2K2UU BjNFkeWm/jiLgsqlFzAUvK/r1NdJWwS6DYrrr8CZa1NbDhAjALvBkVRCiU5LqtqDzELjrBKf 8wdS5v5xFgXVsUvpCjofJbfy91LjdZdLtnFqv24bYgRgZ5RZlRGRFR+h01piHMvLcRGhzSO8 NMMkMYYy3vYAX3OWpnxA5HJhFmnqQIwA7BU7q3PlFJeevOy2+Trey7Nxm8eodhqMipGQY/N1 6QY4vcxe4z8wFuOfYRZrm4UYAQCRjrBcoel4L8/GbR6j2mnw/Px8+fj4kNgIIn19PF6uh4S0 bI7x0+UUgtUxxAgAiIiw9EyL5ZGXoPWsLi3Jufg/iLHdzj8Sjuv/8yyCyDKnOfJMQIwAgIgI ayt/nGU2SbgpDIxHYtf7qjZegBgBABE9q1uTa7XzBSBGAEAEYsxAjACAwTJ0NWldq50vAjEC AIABYgQAgIrL5X9Zq2cWGRpfHgAAAABJRU5ErkJggg==</item> <item item-id="138">iVBORw0KGgoAAAANSUhEUgAAAL8AAAAbCAYAAAAtZ17+AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPwSURBVHhe7ZgBkoMgDEV7Lg/keTyN l+lhXBICJCGCbXWrNW+GmYUAgfCDdB+L49wUF79zW1z8zm1x8Tu3xcXv3JbDxD+Pj+XxiGWc qdG5BPzshulJrZHnNGRbKcOiugn4GEsL3N+j6jAvY7KtjH+XQ8QPm0lBw40N09KIjXMi8Lyy wqLwSgJIIebSOt95DH3GMBIrOJ4LWOtD+n8u05DGliTaKwEOEH+9QeciPKdlyEIluHjnWdqA YNdfhwKIV2kB5stij3YxntvnSX1RYv/66/Ae+4sfA+jivyTiliY65zmPjScPjlV20UZiZjc/ 3O7ryQT+DhK/fM+FIGAwYh396XoOzMrnkDZZvRPF4ikAG2ytoDg7gOdriXVN/OHcNz95Eupl QPPHc+/MR3qw1lJpl9pbFPHDIkQGTnECvflUH0siCGdmfxZQEWC1mcrGxul5nQq8FfOZGKUb PLrEuACthEgEW/NC2iJ+APvBGjuiBQ1YyaHas3Y7SPFbAdKi43VtA6w2ohwOBRM2vZbpOSCy nOn2r75oqsS1God9ZpIORLFF2XzyAJb4K33AJQd9KPEaCbDqL635xSDLNz/feJpIL5bXq40E jLYkEmzDgMRNYHtL/Gu2kwDrl3FhhxPWf0nxC+KX2b5wwr5656NjAqg2uBD5/HhBGvOKWFuQ 7oR2O9g/eOnWxTm0mHld2wDdprOfib+ycVq2kyA+r7hvftBBONP/rv7zZ4+kdzn1v8LqWRuQ c1oXA7Spc9e+QqxXQ4u60XPaiGcPn7BkZFxgco6LT5NvEH/sX0Qh63FucShh/IjGGDgR/E0B /xK4by7+K0Oxf+cJogExrordPuOqDhoRRa1rVbtt6jd/KkyQ/EYZwg9d0Y8KdtcLjY1R4FT4 +OhC2sXGtS2tKSdYOiQodBhsDXpNpQ592Vg06Do0NfxoVsXPDvwV3wj3u+1AP4JpoO0r7Emc U4LWq2zpwoQitofIPfKxfJwoepKGdlvYz54zIxKsiC0mKN0IWbRoKvXwTClBorF5Pl4Pf08b /HBM8Zfkfck3zgGiYPPpPTkfcz3xA5YQeJu2b7XlOolO2wCrDeDjOLy/HmvWeSKkZCnltM++ C/I74qdbFsXRElnLpuvahjA/HOy7h/ipDuI3nxbOXvyc+Lsia9l0XdsQ5oeDfXcWf+MHp/M5 lxY//2GDb/F8U8rbufkfqla964eBfXcUP775la+QEP7s2Y9Li38IPwjze1gJctN/qMSPUF0P Qp77fgD9X4ki0JiE3JZK1zdOocazJHQ+54eePQfwX36cr+Dib+Hi/2muJ34SZH4uHCXM//Lj fI1r3vyOswMufuemLMsf+q8bZ2uyTPAAAAAASUVORK5CYII=</item> <item item-id="139">iVBORw0KGgoAAAANSUhEUgAAAngAAAA9CAYAAAA+nRTMAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABMHSURBVHhe7Z07svu2z4Z/6/Iesg1P FpElpHCdmX+d4uvdpU6bNnOqlOmyA38ESUggCJKSrRt53meGM+ZFvAAECEn2OT9eAAAAAABg KBDgDcSPHz98avK8v+7P+BkAADRfj9f98RUzAIAeQYA3EIsCPOe4b4juAAANvh433AgC0DEI 8AaiHeB9vR63+ws+GwDQBv4CgJ5BgDcQzQDveX/d8NoFALAU+AwAumW3AO95D8EGJTzmP4Z6 gEd347fX3r4aet+D5+u+uzzDGKy7LN0ebgedCH21wM1jexlAtnXZurl/NL9cvlv6COrj999/ jzlNTe7SF15cPwdAr+N5vfvaAjiSXQI8MmC+6/PG/A0M5AqwgZp4J77v6xbofQ/mw+cIx+sd faa3k1/VPe87Hj55ALIXvcr2ef/kxjCV75Y+ggI7nvt///0XS3NyuZPM6bp0XZfUzxH4PcBr PM4ewP7sEOBhg5wFOzsL23ltCfS+G7s9vcr5bJ+Eg3OXea6SwR6H8udr61W2NO9tXtNu5yMo oPvll19ef/31l/d5v/76a6zJMeUe1yzXtb+PvCLGvqKA79vJYUy2D/AOPIz6IRjRfJe0D7UA z98t76kU6H0/DpStdcg9H0ud/Y5B/ioZ7BHgfb62bmW71YG/4T6mp3d///23//zzzz97v/fv v//6vMYO3II8WwHecv2cBOnms03pdKKe0FploEuSaMBvcLfpQ3IOUj++1/nJYIOxcN2cwiZJ +3Up2ZAc/LTrtrmLHBeWU07uzCTQ+3XIdBEK1cGoZCcPpamtbKOddVm+fvzkkHM6nvK6T9a/ /MyJA6zSWKF9Ms9kD9C2m6/jpJoUoD6XBng8D/lZz2nl2jL7CO27la23/6Xy1IS53G7KF2R7 cjkUyFFQx1CgR33SEz2LXO6xTM2hrp8Lw/55mXGkmLrl/ROzoFvmaICcktjMX+7OxetXHy6c v8+HfrJBzPbCkPyG4nxwQFPbrE5cp/vtGMu5JunNRfL1GVF2ZqBEddD7NaC1NnURZDfrMuT9 weTlyLqZZRj2mwwKyvINBx/3EZM65ORB+HT7YVJNpqvSWDJgifXJHohzFuOyzSzbBzSuPrQs 5nk057R0bSX7cHQrW9+3GGsxUr4um63hPeh1rH5aR8EdjcNP9SSm3LOgptBO6efSsP2vmbO/ Rssi6O1TPYHzSQM82hxaq9ooZd4y2IoRsyNJHE9pM/JmVckMUoCHZZRR0QnXQe8XYIkuLIe8 RjcN+coAI+CcfaYrCi7CdcVxiNpYuq3Px/0hPzO6vWLeY4VUulD225zTm2uL9Cpb85qlyL5b 4yzgn3/+Mb9vRwEfrV8+2WNyuccy1176lWX6SffaJ2vZjShnK4jNaPkT0DVpNDBtDJdYu1rZ Mm9tBKOMjcmX+Q0VnIVleBPUrlQHTNjpZFh6ksR66P1gWO6p0EKZLBeyDTK177jLwYWob8jX 0o35PSQ/TiNQqI2l27bWaK6rxNIneA7Zb2VOWd2atUW6la01n6XIvlvjLIACuNJ37X777Tdv N3/++WcsCVhyd6UxkJ5lsUQ/FNxxUOgDvZIOziTK+Qc94W3J2tLtJ/oGl8KIBhzkPEpGKfO6 jtBlvi/hUHw+bh5dJ6nVdc7bTxsa8PUZUp81ZDvo/VxKupDlEyGAy9pOiPqGfO3DkHi+HpPH D082njpYaO0BiW6brdE6dPS6ShwU4C1dW6Rb2bbqa8hrP+nHQa9fy3/zLvyylmyDkqQk9+CH Z1m09SPs6IpE+a4LOkOgK9dUlgPojdkS3OaQ0f58pxI2Nd+1eOXzJrcMVpWF9sqIpnzoWz/B CP/kOt5hyY3mnBPPA+RYzs1j6YmB3q9DSReJbBtPHmJbKVt/kE3yrMs36WtCHgL0eR7b9z0r Xe2Lyli6bZKP+6MW4FRJ51hF9lubUzb+irVFupWtr59teRWy79Y4DX766Sf/Z1Eo0Csl/i7e H3/8Ea+iYXO5B38k5Oto6ufD+e+G07tfSzb3hdD107Vhf1xujeAtkgCPNq/fKJSEhr2jieW3 u3Misl1MvjlvNE6hMDqUkOT1YYi0Pt2kqo7nNBladHK+XjsgWefS1K8sJycnx4h9ZAaT9sWH 4TwP7qN0qPD1Cw+dN+H5ZdQc00h6L+qjoD/H5OiT9ka5WKNes8+/MXaGqQspC15r2mciu9hH 8qvFRLaEJV9VliVazzyuXLOv92PIefH6W2O5NT3lunmN5fn4LqrQPGZdlimNYc3pnbXxXMtr CenisvVz4WvXUFm3OVAZeu1q9lNJ//33f3W5T3No6+d/iT+gxPKQenHJsMWWT0hlkdZV/QVB fmilLC2kv9ugO3ARjGjg4iTBxOx0QjCSGtBsHNFoJuML+Xkj6zz1J/sSzo2N1tXP8+C258Lz yYhzbjqLK9PSe1Iv9VHQHzWgz8IhJ79aLZXztTJf3AuVsffiiDHA98LvKbGPvyuZbYVzwzxn qv5I9OHbsWxP8BdgaPoL8Ahr48sybzQq6FLXpI/jo2HOVucO7fg5MdQ5eaO+mAHy3HLCHWTX AR7R0rtVv0B/2R1wo3wq/mTsvbDmAcAnWP70O6Jtq3XOlHyCuHlMOMNfgKEZJ8ATQUx43Kwd kgpyfB/xbskZVniMHvJfj/t8F1UzSHMe58EOwSL5Pk+vNPRu1tf0R8RrvOzkhVa57l/m3xl7 a+Sc9VwAeJej9/FVUTbePGcMn5A+WFBAzmBjhgvwfBkZSq0+wkEPv44N+cfr4dJkZL6vwt2r OY/z4IPdoupYeqGld6u+pj+JuWccslz3L/OfjA3AhSHfgadIDm3jps/4wB/BX4CN6TrAk09c fHA2BTDxlaswFjPAiQY6OS/TYMX3KmIJtSs+MToRmjslEz/Xzp1HS++mPur6K/1qdZNfFtfG BqATaP9fxcedSmbjjXPG9AnBh+i3BfjLEWAPug7w6r8UZOMr1RNkbDLo0XkmGiUnb5xp2RUc IM/FhuTR+Relq3qv6cPSnyP2t7jc4QPKWF79ZfFEYWwAusDtX9N3fjPizX9ux6VzZoU/SuQL fwG2o+sAD3s/hZ1Ckd7vBqF3AI7F2Vx4ugQA6A0EeAPRDPD83WbHr2mhdwAOZf5zUQCA3ugv wIuHPAczOOxn2gGeg+TXo9CgdwCO5Ul/XSB+BgB0R59P8IDJogCPgOMGANTo9UYQADCBAG8g Fgd4AAAAABgaRAMDgQAPAAAAAASigYFAgAcAAAAAAtHAQCDAAwAAAACBaGAgEOABAAAAgEA0 MBAI8AAAAABAIBoYCAR4AAAAACAQDQwEAjwAAAAAEIgGBgIBHgAAAAAIRAMDcYUA7x7noBP+ KP4g4L+gAADW8PV43R9fMTPzvNtnxQ84mM1AgDcQbCBncv+Bf04+LPj3VQCAN/h63JbdGLob SAR424EAbyAQ4IH9+Ho9btAtAOAdFvoPBHibggBvIBDggd1wjvdmvGYBAIBFLPEhCPA2BQHe QCDAA/tAd9+3197xnfxODnz8Vjz992L3lSftj1l3Sbo9XO3oQMbLcHJqzfWwAO8InVkcOy4C vIFggz8TBHgDQt+921mvFNzx3b0P9L5FYLA34TAhn3DEgULfs0r0Roc1jT+8Lo87tHuX8fPe uFE8JMA71i5SEOCBN/GG7tKZbBvghbvWfYxhz77HIjtUNudYp/et8MH5MbK19kl4KrvUJ1zJ 3qn91jc1n6+vdxnT/KuvaXcL8NTcDrSLM0GANxDjBXh7HvwIKpbiD5A9BfVNnO0pnBrghUN1 efBxJXunuW8d4H2+vu5lTAFc7WZxtwBPzQ0BHuiNYoDnH+PTo3F2Bnxg63zAO5HYl9nW9xUM JnwO1xHVAG8yKr6W28q++VUdt+Hk2haut+fLpH2HOqPv0BhkBFmV7rpT2Ts5+r0W8kHUKp/p UKewn9brlLH20vcg00UoVAeZkp08bKe2so1+pVaWrx9f9MfzyXVg9XE1e6d+lrQjQv9hGvxZ zKM6h4I8a2vvWcbeHxTqiI8CPDWvSU61dWs9MUv1cnvdpna0LjlWtB32gX4+oZ6HSuUs5VIY fyUI8AaCN0NC3JChTm24JB8/+/bCqcs6h3Qwz3tuqMUAbxqTkt7IYrzJgNTn0vXV+QYjmew2 W6eoAzZRTqaDobrksHkEvWjZct7tl7IOdfs3dFrbS6NDa23qIshu1mXIe3tO7GuWYfr6ry7f LCgQ85mp9CE/J/M5w96pL+mnSswHenrTEsetzqEgi5KdOLqXse5bQ/1VOygR5mXubZ9Vc4t5 U08l+RX1omSS5al7ai/3iiukfi2bLY0v+lsKAryB4M2XUdjcaT43uuDcKcm6aDjyesGyJ3gx TyROZk7eUFvzVmTzpb5NB+ho9FUnvQuzmeWUpfcGPYeanGJdtp6a3qz+KmOs0mltL43OEl14 +Sj7XKObhnzlzV8IRAxfUOtDj2/NR7C1vc/9FVLpYtm3uYY4P123RhaR3mUc2sS+LKj/agcF /JpX7G0zL9bo15ympXpxueD7p0buvODPxpyy9dbGXwkCvIHgjZBhbuZyPjiOmPebTRmkb28b 6VsB3lKHYV3vKM03NTpFoa9lLAnwIlp+bLyleV2NlpxivV8TN6rpzerPKHtLp7W9NBos91Ro oUyWC9kGmWr7DHu5fHiJ+oZ8U93oQy5S60OPb84njsPlS/dGoa8yNP+KL5PIvmtr0HVrZBHp Xsa+jfCHGhqr2oFNmO+KvV3Lv6GXUB7X5a4PT3NZZvd5vYVxE5utjb8SBHgD4TeJSxmFTWXm vTELQ/F5aZBu47rN9zQN6t0neIVrWvMmavNd0/deZPKjItJTWnZZ/PwXyEm2q+nNkrsu03qT MtR1klrdd6KkC1k+EQ7BrO2EqG/INzv8rf5qfej2S673+T3s/aAAb+V8u5dxqw31X+2ggJ+X 7reyt2v5N9fo/bqr4K8uhfzj9XCpqi9Czr82/koQ4A0EbRBKGSs2d7gTmoOPNJ86Pd7QktUB nu/T9SOdltvgi+66HPX5BgNP5uj68P/42pzLDnhjnedHhDkeMPYW1OTk6h6inPZDeI0Q5B4+ q/Va/amyt3Va20ujU9JFItsoH2GjXrYsr9hWytbb+CTPunyDnlL7T3Tv6cXeaZ4LD1nZd20N 2RxWyCLSvYx9m7nvDDfPpO/FxDU39nZx3Ul+vV48NHdXx/bA+aStvN59tv1nZfyVIMAbCNpM lFKiQcZ0f4QNZufJ8NL2N3c3IttT4s05lYuNWA7w1DySRmndbOBstHmary/PN7RRfU9zlX27 OXtjpPWL8rBQlSdCn7L/4q+xpn5j3lF0yHQtpdIck7XEPqMTsa8RzmZyLNyH1lOhvObQ5B6g JBr5wCCWW3uIkm/O8+cUCsU61+iUUHU8p2kdUj5CL0X5FOTpYD2GNMstKxdr1Gv2+TfGzjB1 IWXBa037TGQX+7jdxPwT2RKWfFWfLrHY0zqeQ0FHRj+c5v7Sa9+2d19Wg9ovaafGm5Jb61Pq hNZuzcGSRVoW1pXLZpaJrLu4jP0e4zkakG3ME1mJWluyd0vrtvRE7ZfqRUL1ct1Wnq/X47qU dGiNvx4EeAPBm+FMqk/wrkpyOEYDnw5hmafPs+E1fzVH6DyPpZzifHhHR6TqZ/vWeRqCZU51 +Vi1X+Vpku+LEHzoJ4WdMemS0iyfEIQ6eST1Uj4FeVID+iwOkORXq6Vyvlbmi7qpjL0XR4wB vjd+j4l9rSFbxAbcDAR4A8EHxZl0GeARpQM4yUfHJOtq7YgkeIhJ3ln6eiUz1WfyqsEf/K6P aUAXZPJnayyXfHCm52lCfWv9hSC26wCPsNYvy6z6BfLMDqNG+VT8ydh7Yc0DgC2x/J2E6rEB NwMB3kDwIXAmYwd4xoHcus47tPIda3id1wiqfJ+xD9df8RdaNJYMHiV6XhnqiZHAP+kqX9gH 5vqFnK36mjyJeI23O3mhVa77l/l3xt4aOWc9FwC2orWvqR6bbzMQ4A0EO+czQYCn8uSwKgFe qBftPSHwkGUcZFV/oeX7Kshfz2sF6RPETjHXL+Rs1dfkKTF16JDltX3yydgAdAT5kupTaNr3 mSGBd0GANxAI8D6gdgDrfO1w1nl/UFcCPBc2+VeuQm5mQBWDhck5yuBhIvYlr3Xtik+oluKv 7TzYiOuXh4cPkllWpnzq8iz9anWTXxbXxgagU8geqj6I/Fq1AVgDAryBQID3LuHwZfnVf2lc Si6I07+K0qnouDjIi0kHdx6ao5StzjPpWsKYan2rFUTzqwWpHRCDKPsXojX5WPJ0xP4Wlzt8 QBnLq78sniiMDUCXuP1s+jYBArxNQYA3EHwQnEm3T/BAnd6fHplPyQAAh+FsMPy9ygoI8DYF Ad5AIMAD+0FP8TrWLQI8AE5l/nNOFRDgbQoCvIFAgAd2hYKkHp2vem2K8wOAg3GB2yK7Q4C3 KQjwBuIaAd58kMoEmx2EpY4aAACIwo2h/E5qkuBgNgMBHgAAAADAULxe/w8f9318Kg3EhAAA AABJRU5ErkJggg==</item> <item item-id="140">iVBORw0KGgoAAAANSUhEUgAAAS8AAAAbCAYAAAAtQgnXAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAASWSURBVHhe7ZoLkqQqEEVrXS7I9bia 2kwtxiF/kKT4m5GeouOeCOI1JGh5LyTovNcKAAADguQFABgSJC8AwJAgeQEAhgTJCwAwJN2S 13t+ra+XlPmtjeBrgV/9gLZ96JK8yKxp+eS/X9OySg18I/CrH9C2Hx2S13udscMMBPzqB7Tt yfPJ67OsEwxr8FmXiV4d5jSlvwj41Q9o25UqeX2WKb+b8yJ7z7nOBsR6Nkd2GIuVMq10Yq6v m0rlpi3q85gdv4EAv/oBbb+fkrxIfPc+/lkWOSHE3cPqczGvOk00+4txDJtudTEk993E3Lh4 3cHh7x9Zv0Y5e1DSA371gX47tP166uRF4kdFmgZovSXigbBlwaoRZNDeB0w2z/qXgh1HgV/9 gLa32ZwoQ5Hf+uw3wPqbl5lGxe7wgGH2YNzGRohh3H5k2F4MCPDrGUzHWgRp8+1RK19v6Nhq +63a0u+vddGkTKTf3z95GSzqjil3DeNruaO0M2wT8xzFfgH//NrogV/9gLaXyK/WBD+3S14p 7S7L87++em3016fF5bOlHVGrneOCYdK/PEhd14+b/gJp/MxB+QZQ7TjJxG86Kv9X4Fc/oO2/ wc9dnrMX229eVpyI/pQwzUk0308Ld+cdwrVLo5iixY+XW9Tx+ngcYt5YM1RjxUgZM79d/Mq4 PNHsnrrTxWfiMq1TvobtiGHcBrvvQzvoSH5lbb32cXLXvpTr+nbSzt9Dr2HP0RxzwePIb9HW /Yb4m0qd+rqxHIh1arriocJ9WzF5htv3Zvx9xdP2a+PXQw/ixNlMSioazyJxx/a4NIlMlHpC O7ETvFOGBeL1fc/u2kBwC8ZPdkkCprVoWTYgnai7Wre099e64/HAXNE2rw0OlXp6zaP/VmPz 9Xw9/b1c8dDB9yj9hLI2b92br9H2dMzkVZlWCk/+pllRoAvjiGgC151ZdL28wJI51U4JMrva ahv7EhZBGNPaOMrOnLS3v+96PDpn2sb41Viu6/yPMaLVRvhxHt8/jm3Wj9ftuMlrL1EciXJn HCOLJJ8INuPdCSDF6rEg09RWdmLSVr79xB28xJkwmeWULfVPOhlYt/seD86Jtpu4rx/FYj3G mOCRwX2fSF5a3/F04JNX47hKnIlwdZzBYyzbb8fKiSAtplSa1wU72srEL74cxBV+TUkN9ooo 9WVdUskT+288HpkzbWPc149isR5jzNYjhvs+nLwang78zStNXJ+N0wOe7jR3xjFkzllSEgPr j4ugQrX1GnHiyT6oL07r+jVR0SSXd3qt19Lf9XhwTrWV+WmaySlXNYh6HNVP7+Pgvg8mrx1P B01ehCYNK/yUvi2J9xYBcp2f/GycEzD21ZIXj1K9toAtOhGnSRYOl82ktwS2FyfID7+ZxLpx x+PBuaAtJxmN7f4LafURPdbLWjr2kH6Oi1P/vDDaa4nK6b35EltPB05eP0FaUPF/ruPJEhZQ c6GBTNxVwXP8lLZf6CGS1wGtVxdq8ycvqmNRnoDk1Q8kL9AmvMqkEr8d+G8AoIFOetMPcj3I T2n7pR4ieQEAhgTJCwAwIOv6Bz2kxTprklblAAAAAElFTkSuQmCC</item> <item item-id="141">iVBORw0KGgoAAAANSUhEUgAAAMYAAAAjCAYAAADPEnVsAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQeSURBVHhe7ZkLsqsgDIa7LhfkelxN N+NivOQBBgyIrT3n0Pt/M8wUBI1Jfh72sQEADkAYADhAGAA4QBgAOEAYYGzWZZsej+1BZX5q 4/tAGGBgnts8Ldsafwdx3KUNCAOMy7qqKITnDGEAkPOcsZUCwEIrBc4YAHjoIXxa7ObqdSAM 8DWsy7Q90mH8PSAM8D3ceM6AMMCXsG7LNMBXqXQguvHbMohIEvRvG/r681aEYzZvWcjsn2hU bg9o277driKXaIUwdlXNKvr1+O0jwiBRxEMQC+SmfR8g5I+s3gD39Y99CkEoNjGp3KuLE/s4 qaNd7/yJJ2N7D+cfEMY7xoNerh406/01MevT7Tb/QDB9+5ztEQnlwnvvyL1+Txi67EIYn+Uu YciW118pGLMNaceUBObch/Khw07XPs6lacty2Wvr4g1hsHHqBHZW6ZSynkSgs86hyAvk9w0l 87DuLzuu3fWN+hu4RxgSt2lZTPxschexodJURyGOTlEQrn3ZNioiNjfNcHlVGMVLrMFZ/OyU /Ny81+ddJJnxbn+jcH7ZWBdjU9/DNTOuvO+A2A8SbrnwcrcIQyc6irs8OQqhTEZiF0nbTBUH xesW+/6CMLzguImudS9ZvTZlTwxNeHrxmvM0aGXBqiHcJ4wi8dTvXvwIjmHtYiIk7wXbiG77 GvnV5lVhEPpQTsL45NIQW/eMdNr4pWMbv6wIoxlc6nfRuf8THxPG2YxMY6oXiRtXDM4ls2sg vLYu3hFGhB1WSX5bL68RZVvpfK6bFeMQGKV1bVD+3FbKE8FZ4oW41M1UUWiN79Vpo2+fJLN9 3tX33jneq0W2lVrMIAqiqEucF5XGhkVndghD+u+Ozuty7ywhwviZL8qLZE4IQcFWSmCRXUiQ Wn+Jx57Mza1SM9ELUUSaY3aq70MTZGp3hHwC35ftqthX4XjGiMU8XW4uZQqH7qyfFu7Os7xp l0ZJfi12vDwiv547p7iWeUSFo9d2wUTnmes945Kg4zPVieU7cZlCsOPv6Oxi3McofJLN7s5k 0uwv2PhmvipzoiPBr3NuX5yMqWSh7ODVsf5W6s9DCWAceEhq42BO7Ni3Mq72hU2DFh3KTk7J IUlonf2cj0EFYzKmMNxZXGf/JBLty3Urks5xhB2b6kY4dD+7zH9kRgW/wbjCqCWhKwytXxnH yKqQtluH8WbVCNfysWBkBl4xKnv5M2H0jovwmLi6HMfK9iqIIhT3vmBIBj5jhES1s3dI4PpW KtYvjGPojHGW8HquOSgKjMygwiDsQTsmpm0LZ4OnJHuqsxrOxllxFH21pK2Vsi4zDt1fxsDC +AnCCmP/3CF4ZbGrSBBP7dwChgXCaJB/nhWoza4YVMcu6vuAMJromcTZRrFoqA2q+EogDAAc IAwADmzbPwpvZY04gxyBAAAAAElFTkSuQmCC</item> <item item-id="142">iVBORw0KGgoAAAANSUhEUgAAAK8AAAAbCAYAAAAKyd8WAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOtSURBVHhe7ViLresgDO1cGSjzZJou 02Hy/AWb8EmktPfR+khIxQZj8LEhfeyBwKQI8gamRZA3MC2CvIFpEeQNTIu3kfe5PvbHg9v6 FGHgBrz2bYFzXTb4VcNI72HjtGzHGVf0j0OgxRfVP5Z9e5Uyw4/Xti8qP+H/W8iLG9KN0uZO HmRghOe+doM70ntQbBJzeK4l6Cm9WcePzyA5EVcEgJqMgAQ+yZc3kJc3WdlD4Ca8tqVLzpGe QFVuhWgZPFcglMhGerCOFdRVY9TX1pWK6jhRkyHAxlnu3E/ellOB23ALeR0RBTZ2I72Q166D 69aeFmmsI8VxPuK5Fmt24MhLmwbnuIER2gD384ZMP23GXFeu8bXg7UKrbeKErn4wv4f7yFtc 2wfydvSmzzEDDox8csmgnLFrgMzFv49MXnTEZdHGCzUcXiFDEuGsU9XxxkF3KEzONPagM/NK u5OB33iddmFjt5BXyWPHufMf6QUkwz0MKqbETwsQ+qhFLxUlsHUlvp686EQ5u0pG6dcIVZMJ cgDlAHDjrUNOh+JbVF884jvIC9CYu3YsRE09rLAt2Ncq2icwxZ/8gnkr+5dl+HuQAAX8m9c6 q+wryWj7pQ5RkdFhqsxkb/eQe8T+cdxGXge+BdvF4ahH4pX97roa++e2rzov8eHakwFR/2CT qlcl6FXyki2TUclZ/d3Itp5uQuRbp9HcIfbxDvJet8nV1ruNsl7MtEJL/Ak12Tm4Z8NmVs1Z xcY1w2gT6vQJ8vL47Jjvi+PWAMznrORMdwcGhG5Xht/BqMINK6CDnHOTdC19PT6jdWu+jRKn heObV5shlK0aC7xL3DhpNJyqpZGzUDKLm53PS3i930ShU59SgujBYisz1+qgJbtWjgGxa4gN 3Ud1jrkqkx9q4903RXEehz339AXZTLyrBWGkJ7TOuAOwa4skAWTpGXEB9WfD/wyXIDk4nGBK Hj7UfOhF4KSf87Psoz1ry5BACdv6tyXwMcxHXoQSyDLGyojgBaGKOf6qEnIng1DB9Hd5m0ij xKj5EfgYvoe8SDghFb+ry2qY9QSykZ8JfPVz/7WtudIieVvXYZD3T/F15CWZVMumXkBPDRDo E4H78CaT/yAJtSquCPL+KaYm7+GjsnwGGNJVv2iF5KkaV0kvtuxcGBfPhr/H1ORd4ENK36DH q10J3NIjsBrbqlr2FVy1ky1iq5cFgT+PL3o2BH4NQd7AtJiPvPrejev65zFn5Q0EAEHewKTY 93/UAWlIHs73fQAAAABJRU5ErkJggg==</item> <item item-id="143">iVBORw0KGgoAAAANSUhEUgAAAN4AAAAiCAYAAAAwN2fVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOUSURBVHhe7Zk/srIwFMVdF3twG4yL cAkW1M682uLr7axtbR0qSzt3kC83fyAJQRADMeH8ZjLzhMDLPeTk3sCGAQAWB8YDIAIwHgAR gPEAiACMB0AElPHOrNxs2MbbClbVstf7frwVFWu6rhLoGALS4HQ6qV8ueWhsZby6KpwB1awq aKBmQL5+BPUtebgAOk6HDKfN8Xq91NEuqWs8YDxOXbGCi1AY0fiDAZp16zh9UpPR9vs9u91u wniHw0Gd6ZK6xsPGUyl7KJhzleoE0itluBVwnTpqphuPst39fhd/73Y7Yb7n8yl+u6Su8aDx xLHB9M0D7oiwXtat4zTjkcHIbBoyIBmPMqCP1DXuGo8Ha7euiN5+yU8Yybl04nJbOTyl1q3j NONRWelmNzIdaaKzoEnqGo/MeEPp27+KmJN4xHzNhrXp+O1i9Xg8vPs5MiJdb2ZCTeoaj9jj dfdAvn5u3UyBaAFEUJ5gc2XdOn6e8chYfXu54/EozHC9XtURSeoajzCeGoxRO/f14z1ZJTrx VWWhlSM0MtY3bURQ69bxM+NRGdn/zU6+6dTam6Su8ehS05xw/mDkaiO6qde6aU2YcKxbx8+M t91uxecDMmBf03u9y+WirvJrl5LGynjS9WLQvtaMaqAfT/F/Ovim6dVHBtscN8Vogtf31w/O ucZSxz5n1vWfoe/zWXnkZ806auh+47Sk8rEZ08j2ev3LQmM7f4eis4rIf9w+VDUQCuhctoO1 Jr/s0+pI/Uxh2nIi1qo1O9BxfiJpvIzxxECcVdDs43vgdI250phYArTt+9X6x4CO8xNJ40WM J2tvJxj+i1K1eMieYPy1ueJdoDkBHecnksYLZjx7sDoYccwTjLzGFUDx7hzH92bS/t+JEFnH BnXftnzKiEgaL7rHMwdgrRK+YFSw1iaV9yvFkzfqbnlGBKhXpMq6j1Njp0RMHRUyA2RoOE0k jcMbTzicBq5aMxgdkGrNQNSgVfMGpJs5ePecvrCujT4cEsq6LhFi60iIMfSs5DkQUeN5Mt4P QauVuYKDscjJV5bt5LQnGviGzI1HkyfjMmlOVLaj71VE9iXnwuRtvFTLzB/A2tcIZLmErBeG rI2HMnM6XePJ0hN6hiFj46HM/IrOixW150PGC0K+xkOZ+SXSaM2bPjIi9AxGtsZDmRkC8zV4 xp8VIpD3yxUAfhQYD4AIwHgARADGAyACMB4Ai8PYfxskJIqlutaAAAAAAElFTkSuQmCC</item> <item item-id="144">iVBORw0KGgoAAAANSUhEUgAAAKMAAADZCAYAAABM1YAnAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAxESURBVHhe7Z39lasqG0engdvHqWG6 uE2kj+kgDbxt5K/byRSTlwfRIKKiIvnFs/darHXiB5C4fQBHOF9PABGQ8SiP2/Pr6/Z8hI8f ze/9+f31/bz/hs+NQcYDPG5fz6/bJTSM+H3ev7+e328wEhl3YiJezsOI3/t3cyGRcQ/WNF/Z xEDrGw4ZN/N43hr2ES1CfX257oBL7f1v+12RcSMmRzMpRoMjE6O9kC2ba2TcRMtI0Q0kRvKZ nN93t6cl7b4zMm6hZV8x95jlTY9eWvUdkXEDTTv02eeX72mqrS4tmmpkLMaazYZRSUlGi8gN ugfIWEzL/qIjJ6Nvpt8gY6PvjoylNIoOA0J9RlewaxWQUQcToWlImo6m/TPH5qPpjsft/JsA GUtpOZLusTIH+d7UXwwgoxLvkNHx3r/AvEBGJd4kowrIqAQyIqMMyIiMMvz8eX79+Qkf/j5+ /vzz/Pe/8OEkkLEUIiORUQZkREYZkBEZZUBGZJQBGZFRBmRERhmQERllQEZklAEZkVEGZERG GZARGWVARmSUARmRUYY3yLj5Le8we7A/p2Z9kVGJ1jJaecP00LL5L7G8xQIXgoxKNJVxzzo7 TtgT64eMSrSUcc+caR9J60fEHmRUoqWMXqx00vxSU91F0riJrl1XZFRCWsaYl5g1q4uMSlSS 0S9KH0ewNFkZORnDSLm0Cr6cijYioxItI+OePmNK5foioxItZcyMpjevs+PqW7O6yKhEUxkd Vt7edXYsilZeIAoZlWgto2P+LzBhkNILF/qTQ7+zsogGMirxBhmVQEYlkBEZZUBGZJQBGZFR BmRERhmQERllQEZklAEZkVEGZERGGZARGWVARmSUARmRUQZkREYZkBEZZUBGZJQBGZFRBmRE RhkOy5i8nV2Klbtwzutt8HRq687yZkBGJQ7J2M1h2T4lIJyXPafPM5XQ2FvePMioRIVmeusM v8ft9rxnzwmyrdRn84zCBZBRidYyuvKsuNw53UIAuYg4BhmvSlMZXeQLZU3P6aLi9/3+aopn xETGq9JQRmue+5Im51g9TEa3Lega1taZComMV6WVjL/35z0qJi9jIl4QNK0eMl6VRjIuLQzl i8/J6D5Zk42MfwutImPC9JyMeDOLQiHjVakgo496h2UM26LoOLf83Z7y5kBGJQ7JGJ4LDim+ sMt/KZmLbqPmfFKvpfL2gYxKVIiMnwwyKoGMyCgDMiKjDMiIjDIgIzLKgIzIKAMyIqMMyIiM MiAjMsqAjMgoAzIiowzIiIwyICMyyoCMyCgDMiKjDMiIjDIgIzLKcKaMlnfB9ID47e7vjBnd dIRu/7Sq47e/t34VZFTiNBmDJCsyjue5dOeMhLT6DfNiuv2v6trn15yZdA5NCcioxEkyzq+n E+Fn/yXyjOTr5tGMqhdH29/fJG+Tc5tcyKjEGTK6PC3LuUlXAyPxAuE/PPdVyk1VnZm+6rF9 G78LMipRXUYXnUJ+ZTLmZAsy5mT10S/TN7TzVroEOZBRicoyLq6nM6ETa3RMLGihjPEAhz7j J1Mo42g+cy5ZHi46La6nkyNEwnF+QaicjHHkTOilzI3I50BGJSpGxiVhy4roBiyDTF68XDM+ J1ByfgHIqERFGVOKImPE9PjpaHotT7shtnwdZFRCQsawFEquv2f1G/KYGbz0WNTcIL+BjEo0 lTFI12+L+otLTavPJ9fcW93Ddp82imggoxInyvgJIKMSyIiMMiBjKxnDQ9VsiiuxdJxLO/oi HwMyJjImLkx+m2R/gRujyDjbkU6eV+VHf3bstqf6HwUyzkTG3pH86N1cKf3ZVmR0hJFcPIrL y3hxkHFextvtecsELaOujCHcrsn4uF9cTmRckNGufd8sj1vHqjL6bavNtKvI1SMlMq7IaP8M z0Oj3+mYjN7uOE37gdnjxGUseoFhCWRcl9E+BTf6lvSYjNnIuNZM5yNjLMDHX0dkLJLR6K+7 /VxVZfSFJX8PzR2X9hmtQr3AvnIZWT8KZCyWMXbGplRUlDHIFPUb545zR7rCbWvXmVW6dnGU zqa1yiLjBhkd0d/Tq8notyUXKy9jdzf4w0JFLnXtkHFGxoXBq/1m22Xsh+Uzacht5TgXlv/X yzuk/kv0oTuk+AsM8vb5912C5JzRtxrvi/u0p4CMExmHQBVS7uexYzbKWJlJZOzEeQkTRDIh w93TpXjk3h0z5OGPi8WOfpwWkRgZZyJjPdrI6EVKHhHFx+RksnNWwn+aTo2OyHgNGbtwnj6v 7JpkL1BGxny/NLAk6lkg45UiYxL5gox+21xknAgcWNp3FgdkTPtWXVq6uOO+ebbY8JsN+aUH re3fyHVkDP2/WKBR5MvJ2F+QeKM77uZ/kajP2e3xsmg202OxhjQb2e345HfK3Hip4GnV1vZv 5TNl9FHr9SO8LmAvZEjDxViKAsmFHF3AZN/RX3uNvTI+HhORFm+conVx3LbFuqzt387nRsYr sjsyTtl0Ya3VSMuNbvhsldb27wAZlagmo4tas010gok4OTZpYSyN6rW2fx/IqEQtGV0+JX3b cZ9vbrD2Ei9ftbX95SCjEpVk3HpReymXBPZ/d1+o29r+EpBRiSoybmiiB7rothhN1+pWoe7I qEQNGV0eex4/WWRbLNrle2h/AcioxLuiS3YQE3F0fyHIqMRhGeea6DDI6PdZOcPAJdreY3Id 2b8TZFSiQmT8ZJBRCWRERhmQERllQEZklAEZkVEGZERGGZARGWVARmSUARmRUQZkREYZkBEZ ZUBGZJQBGZFRBmRERhmQERllQEZklAEZkVGGk2WMp6YWFZO+0X3yjYKMSpwpo+U9zI1++GVb 1oqqvZbOGsioxGkydnNgRllbWYtzV+qvpbMGMipxloy+uU0udG5bjI+kbSJiDzIqcZaMXqx0 +ZKlpvq1ZMmQGhiJjErIyBhTby2dNZBRiZYyhpFyaXE11tJZAxmVOEvGPX3GlLPqFoGMSpx2 waejaf/YZstKEK5uJ7uIjFKcGX0s70G+0v5iwKJopSVMlkBGJU5uCuf/ApOsxRP6k8NIuoGI BjIqcbKM6iCjEsiIjDIgIzLKgIzIKAMyIqMMyIiMMiAjMsqAjMgoAzIiowzIiIwyICMyyoCM yCgDMiKjDMiIjDIgIzLKgIzIKAMyIqMMh2TsphLk3+RewcpdeJv79YZ4Ot01eUP8IMioxG4Z TYqXKL08ZVkFibNC9YKnEhqR/Mh4QfbK+LgnFzFErIK8Hrfb856dKRhkW8lj8yzDBZBRiYp9 xqJJ9648OyQnlD8/GxHHIONVqSbjdJ70FBf5wgFTobqo+H2/v5riGTGR8arUkrFgnrM1z31J E6GsHiaj2xZ07Zr9jJDIeFUqybh6UZ2s96iYvIyJeEHQtHrIeFUqyGhyrGXR9QfzyZ+bk9F9 siYbGf8Wjsrozv+Or2YSAeeYCpURz68yMZUFGa/KERl9NEsjXX7QkZITym+Lzp8bnfvtyHhB dsrYiRNLGNKQ1/JfSuai26g5n9QrPIcc0nGRkFGJo830h4OMSiAjMsqAjMgoAzIiowzIiIwy ICMyyoCMyCgDMiKjDMiIjDIgIzLKgIzIKAMyIqMMyIiMMvz8eX79+Qkf/j5+/vzz/Pe/8OEk kLEUIiORUQZkREYZkBEZZaglo+VTMBUgfpN7NHcmEL9BPq3W+E3vOtVGRh2qyBgkWZFxPKel O2ckpNVlmAOTTtCyz6/5Mel8mb0goxI2A++gjPNr50T4mX6JPCP5MitSxNH29zfJ2+Q8KpKV iYw6mCQFzessThgTaG6C1cBIvIAXNAiYm5aa29Zj+w7eRC4TZNTCRZjdMrpzgxBlMuZkCzLm ZPXRL9M3tPOO3EAD46b/LJCxmP3RYXHtnAmdWKNjYkELZYwHOIf7jNWkXgYZN2ADi80tnruQ i2vn5AiR8CVTJNRaM57QS5kbkRfjyjx0fiHIuAUTYaONo8n2SSrLqhuwDDJ48XLN+FzUTs7f wa6bcAfIuInjfaeiyBgxPb6TK5ZjLc9jMrXpLxrIuBG7sEeiTLmMnXTZ/p5F6CGPaX9xhEXN DfKnWH1bNNEGMm7mWKSYi3TDtqi/uCSBzyfX3Ps+ZbfdpwMiHv2uW0HGHXgRWnSi3kyrvmIP Mu6k9YVqTcvmuQcZD3BVId8hooGMBzEhDz9UViH0V98hooGMIMLz+X/5v1GP5Xqj0AAAAABJ RU5ErkJggg==</item> <item item-id="145">iVBORw0KGgoAAAANSUhEUgAAAK0AAAAiCAYAAAAtSVlOAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPtSURBVHhe7ZgxjuMwDEVzrtxhrmHM IabYA6RwHWDrKbZPN/W00wapUk6XG3j1KVKmJNpZYJKN5fABgkOLNkLyW6K9GRynMVy0TnO4 aJ3mcNE6zeGidZrjqmg3m83w/v7OVslh6MI8fOqxHfoTu836hbHth+T6BJz6bYq9O/DJm7H+ msyKFmKVIC6XC5+toSJkQZ6GfovrdJIsPwDfLqTwSTh0IS8SbxTO7YW77ppMihYifXt7G76+ vki0u92OZ2rMwE/9sA3XbVWG7AQ9E1E4mUgh4jvkZM01mRQtVtnj8Ui/X19fSbjf399kl9iB x1XkWoIO/ZITJqvTjVYdEk2+0pnnbsB6azIhWogTQhUgXogWK6+FFTidu7oVhSRWiV0xWWsg 3KdFWHNNTNGiFShXVQgWwpXVVxOTEXvfcdSrk+nXkGgPXfHfy3FNef9btOX/W0lNKtGez2ez f4WIEZBegYX6aR2TMb8V2U+1Fsc9XlIehiVa7jOtOH/ykKy5JpVoIcqp3nW/39Of/vz85DMR K0HhbNUPWn5l/4TkSFIpUUYCm+XhPe06apKJFlv/9DfZ+EVBnjaNnSAOUBVkyi94Dj053Wer vBUxnplx9Y/XXw+mc/Iz1lyTTH0vLy/0iQvinRrS2358fPBVduB0riiknSBVyJmtcjVkn7ju J4g11ySJFlt+WjH+cVwufyjp1hyNFGksjulDoxt+S0LTkNVAtjQeOsEpoXJ/2faKa7KM53O6 v6sR3/oF5ick8YRxezFcyXXzNTF62odSPdUxmDEIDg5JopcaCVSLKvqMtYGfTva4NS5xFVkc C6xJEu3mV67fh9jqD5NNwcXgkz/7mP4A14QEJpsZ78dJDbb8RgFKf4cpRaRqktA+pT/gmogu M3RN1JhbbalSVEBVtIfZSpAYcRsNQck8cRjtwh/QNcoGyVaCNucZ/fvpKUQoNclEGyy0AiQ0 Q7R238zMCXoCqo4UaQlHEaHY9ORlflG0SAqOpT8lIRyRs+w8H+UhEHvu6ARKEfLKmK2kLFo6 Z4g2XlMKnZmbC9hfbFSB8HsJtgQstgSVbH4yxS796QUgnBQbiey4BaBRXC9bkdiOohIh97BK aNlKaomWRZ29fHFN0v30ahuELKt2n90n9r+ZaMHDbH6CYdORA4Qdk8Qj2DE4TgT7Sz7i/eTN ledVQmCnOZ7XlPZTIzWRkUQnwuWR8qvyHoYpXBlapOWcXHg6KZ8AHohwnVfIaQas6PTSzLbj LJzx05iL1mkDbg3QLrhonSaQ1gC4aJ0GGFsD4KJ1lo9qDYCL1lk8ujUALlqnOVy0TnO4aJ3m cNE6zeGidRpjGP4CI6gcTwqUVF8AAAAASUVORK5CYII=</item> <item item-id="146">iVBORw0KGgoAAAANSUhEUgAAAJsAAAAbCAYAAABr0f1UAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOuSURBVHhe7Zg9kvIwDIZzrtyBa2Q4 BEfYIjUzW1N8PR01LS2TipKOG/izZNnxj2wHWEKW1TujGWLLji0/lh0aJRLNJIFNNJsENtFs EthEs0lgE82mKmxN06jdbkdPsfaq0/Xgk1qr+oHcin7a2l45V5EOVzcpJvtujGE7Bttp6FtX 3+2p0Clck1p9kzhE9RPGW4QNILOd3W43Kk2FkwpeNqi+hXY+cJwfCHw7PXSRES1iZfEQNAeA aRMAB8A2Nq6mfuQFnseYGyhza2DXkgPStOXKOWVhA7g2m406nU74oq+vL6pJxUI09KqNAsDD JvK17zrV1+KEsY3gCOAygAQQ+NlyGKK+Ab4wMYzSfekxdUzyAP0IbJDVzucz/l6v1wjc9XrF 51g8ROlu4/z2vcDnpIGAhatuygAsEm1uXHj8HYHBlVlBXZYYgA3GYtYzfu/TsAFUAJgVQAew QabjxAUHy6rHqJ5AKah/SjoWtGrTYONgItg4GAmWBAxoV1wDCxv8NO/w729PwwZHZpzFADQA zmY7XwYsc66PFk8247dw2PxLOGtTI10RHJ+2pypsBE7g4wM4EbZwPdL1MvJggydqY08seH4Y tsvlwt7PAD54iZ/xrLjgxIMCpX58ZvMX+IfW8m2aBKvOGH0MQRE2LZtlAiNgasdsJG6tRoWw geyczNCfgA1gyt3NttstvuR4PFKJER8cPUi8VJZ3bHxng4nYSeOkakH/AJWAnLaQJtYOFgTr jjtb3D5QCpv1h7WFj5mHYIMjMv+fmvlCtUHwlduJJojjBHN+2lMPGkoz94o3qgQC2gsGm48T r9TfwOAPrdYnzJOfCgeblpdZH4JttVrhXx0AXc7s3e1wOFArfiJYFi0GP2EvMIVU/5dUA2PU mGGSkMFR6vqobGKIe/Z9/FUHhcf1A7DB0Yhw3GG32z9zUc2ZG4WZLOuD1qlvC6czmxFtQMn8 iTs4bf826FGbIBphHX90vFcpbDRmW+ZlldL43YbXFoSAIHGWgclvD8ZBBT53w7YIJZnNBHkM qBf0IGD+zjY+rg/088H17i2SSWfVsmFDUApfVRws0CazU5MdTbbE7PaJWjRsJo3H9xFzZCIg DGzpEeSpBKLo5foFmS3KXAQbluUyWwIoqVQnerl+xZ3NByTIXBxsBGPwUaD9OjwqvTufqUEA 5RidR8uBjbKYMweLBY7MgRJ+4bLAWQuOzqgubCh6oZaV2UQfLYFNNJsENtFsEthEs0lgE80k pf4DGRnFaMDLQ4EAAAAASUVORK5CYII=</item> <item item-id="147">iVBORw0KGgoAAAANSUhEUgAAAI8AAAAbCAYAAABFlNzGAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANzSURBVGhD7ZgxkuowDIY5V+7ANTIc giNQpGZma4rX01HT0jJUlHTcIM+SZUd2ZMfxzjzCi/4ZzWwcObalz7LZTa9SVUrhUVVL4VFV S+FRVUvhUVVrEp7NZtOfTid6inXuW/MefMbW9N2D3LJ+xpqu964r1qNrfEzaMzXm9Oj6hscx 28nmoOi7CZ3bYSz4ThYegMY5v99vah0LFx0A8Oi7BvpxgCQ/EPi2Zmkr17k18XJxKEs0h80l VJbLRz08AE5DyUSITB6T8AAs+/2+v91uOOjhcKA3Y4lQ0K5wA4JkeFQuuUFiAaZsrAxgc0ig fNTBI8OchAeqzv1+x793ux0C9Hq98DmWDIUdcAqec6cw2cSGVVps48JKNaOa/AaeRF8RHoAE gHECiGCSUIkkSVBg2+SxZQDL7q6VKDiynHJH13AMeZuiIgKA3198XwZk2oacivDAERVXGQAH OrtqxGVBiQcZ32NEv4XDEwRZsqmklWg2PFyF95kRPHFVC8cLNnpp5Xk+n+L9BmCCCfKK5DSu KNRm/PPHllx54lv9N6sIPgmemccMjpNz9t9LQInvGVD4THMqhQfgSN1tjscjLvh6vVKLlQSP aaUdMQRF8ovvPBCE+FYffvc/VJw4kNSWEwDIs0sJ923umWzMmc2X3+zwPRf7EnjgSEr/T8f+ AnODc8nwUPJZAFJ+xrPv0Km0VP87FVWOX2v8aysdq4RMsrNTYQDgtyUwsQK6tbFKWALPdrvF n+YAUcrc3edyuVAveaF2gmFw5YCwwCUmuQrxnT53E0HcpkCLYms3BT8qYczo6HSaggeOooG6 Mnu//+AipXdofjQbDNEHre1/HGze3M4YLoRoPEh+Ue77bvFRn2DV4Tt+J/u0/IYzFiaK5uzW Tut2vuMNGSnwt3HlY9m4yTlqmigvbGKjO89HNSLcBm1IMAtiqsSSz8At+HEQWblO7Kh1ysSm iwKB8UlUI6Nlw4OJjybPfaTkB+U/UgDcYEuqPp9S6uqRi82i4bGlNSbflldclACPFASvHFir F1V12lAlm+oLKk9UWQgebEtVnlSpzb1TzdZX3Hl4woPKIsFDcAWXZOPX4i6i7/HqY4DSY6tO y4GHqow3n/yonPrEh78ORICcBUdV9C7sqJqhZVUe1VdJ4VFVS+FRVUvhUVVL4VFVqu//ArO4 uZaHF0CGAAAAAElFTkSuQmCC</item> <item item-id="148">iVBORw0KGgoAAAANSUhEUgAAAVcAAAA5CAYAAACCuGiGAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAoKSURBVHhe7Z09cuQ4D4Z9rr6Dr9Hl Q/gIDjp21cYONne0E0/q1OVowsl8g14CJEgQAim19dNq+32q+H1NEfyRCL6CKI337gwAAGBx IK4AgMnc3UEyLK1rgisFAJgMxHUIxBUAMBuI6xCIKwBgNhDXIRBXAMBspogr2by8vKSc5fV8 DOVkM0yH8+kjmXXtQjqcztn0ytB4PCCuAIDJtIREIFEVAfz8/ExHh3ycDkYgP86nA9XTAuvZ EWR7DPK7DyCuAIDZ9MSVxPTx8fH89vbGdk9PT6lkiCuaH6fzIdQ7KHX1xXVfQFwBALPpiStF re/v7/z74eGBbf/+/ct5iy+acStgTFxfT/sSW4grAGA2LSEhESVBFUhkyZYiWQ9PNPnY6LZA EOCdRbIQVwDAbFpCQlsANkolYSV7iWY1UUjVCypOw31U1w7iCgD4bnhC8ufPH3d/lcSW7HVE K7Qj17FtAT9yfT0W8T1u/KbLuyYExBUAMBlPSEg8W3urz8/PXOf379/pSMQT13A0fTFQIljP zu65krCKILPIOuK7JhBXAMBsrJDQI3/7m9b4BQHVsfV8cZUItOy7tuyC5fnERvEl2NbRqgbi CgCYjRWS+/t7/vSKRLaVZO/1169fqZYvmnws2N0ppfTFNUa4bJY+34K4AgBuGi0k9KjPYnhB +vz8t/8vr7JKjvwLrbvj+R8R45wk4pXthZS0OGcxlvZlC8LUqdS6LtN7wgQd84C4AgAm0xKS qzGIXKMQFgFMwkgC+3rMAll/mRBtiq6TnRZq9XmYEylDXAEAs9m9uLIwmk+6tI0jjlzH3dcN VIJcko5eKe8BcQUATKYlJFfDiGXct7Xfy8YtABZER1zbL80CPeFNQFwBALPZu7hKpFlFpklc +Vgrch0IcqJXloC4AgBms3txTfunWhCryNQT1yS+1UusYHfkR3+1ZxtLWHCxLQAAWJRdiWuK UnPK4igCm1IWxvoLBFdgJVVbAaasrsjHPBa4Uv2O+4PemjiWwRDBtyZ/P9lIMQpZ2jfqBd5r txrf4utj2fOiMYKa1jVZ8EoVZ/ImkhzouqJWRP664wBbU/kePxaqT2vyI95KN16Jrpqi2V83 84G4rk3rmiwrrsfj+ciOopw3sYy4Rkf8cjvufgv47nycTkFiElZcyadOKzpEENdjWBdN8STx pXVzI34JcR2ykbjS3VkixPoN2zLiOvMuDHEdQaKo/tvRm2YgritD4vqarqsTvb4eaSwrRc0r AHEdMk1c5RGmSrLQZOGlNHAUEVf6GUVM778OxbVujx/NVP9sW+VFtCWFcWWxrAWd+ip2IUnH ENdtyddbz3UStu5cS55sVV0usHk61OnHwrZemRK4S/pmdL/1B+bUVt1mPMzQWHgdDcV13Idr n9fXryQq023L79Z5gCVR4lpPME9uFtA4GcVp0uRUAhuOibhSLjmH1KnFleorR8sOY34TrbLK meQGEGAb1bZ2ats26KL/Rqabeheymp8yH7HNNF+tuQ6P8fT/Vd3cns6H36cJ/WisfzAiVBf2 zW10fJkItvF36kNds7Im6rU3GKN7rvrcWmtXnVcVnHjnAZamiKudUM6nCeRJMI5qnciIKyGL k2wqceX2ZKJLYiG27ep8r8yhiEM6rxH7ayA3oVaKNyez+G4F73pPnc9eWc535tU7Ruh6Gm1v 67r51EbPl4lQLvXiXEvfNKeyptrzO8mH9XhyPrWt7W1dW89gzwlpeuLrx//LxGhUO4VEptEp jLgmh8j2jrhKm1T3ZMW1inoVrgP0nEPlEyJYfJydv+OYV6a66fD4lLOHsX87cdV+05vPXpnN 2zLG+meCbR1B6bXXy/d8mQjlZVxxTBy95rktx4sddXGJD7fXbmU/dl5gUTp7rkpM0/F6EqxD eOIaSBNY1ef2rFgneg4wxTls25zfs7he8U32CCVqaqSxC+leb+U3vfnsldm8LWOGgsWw7cLi 2vJlIpTrMUj0etBbCXasX/FhtpG5UXUvOS+wKGbPteUkJQIt8xKcpLpjh/qtO3ia+DKJqT1t H2x0lCZ34eoOPsE5xHnFcav83p2Jx+cs/FslXW8twizYed5nzLXOj/ajYFvnGjvtTeq768vx txpWrlvfmGpxvdyHO2tX23fPAyyNEdcw6SZlJxEnkjLlTLIoJHmTRTZDh1DtqUIdMR2OwVH5 NzmPGYNKpXrdbqmvU3DU/8SxdJvJgVUUwO26ebJVdbnA5ulQpx8L23plavFd0jej+9Xz6SG2 rZvshaRzpyhN+reC5891neqXTDYfrsXreD+E9dNyLXzfpzTaNzfh+XJ93fV46JyLe9RjinZT fLi00Rr/IYzVP69yzXLeXiwwm3rP1T6C8uJYaKHtCSWW2rHiQk/na+/qkvcWV25P58Pvvb/J Xput+tv6vHbHD1q7N0QWV76Dmrs9HetHOjeMtyD1MVs+tSznk6jZMsI7Ruh6Gm1v67p5LbQi xiVtNqd2bGuxVT875cet3Ruhjlz1Y8yWi/AauAsyRol83q5opXyvzOZtGaP60bDtEuKa8iSu zuPxJqRxiC/V578gW/WzazZau+ZaU/qZ13saSlx/GFaUmCh6fMyW63yvzOZtGaP60bDtwuKK R0OwAHEry/hm8rV6jx8IP15ctWOwA+VIr44u5cUDm18icKP9KNh2QXGViEb3FQT3Wz+RgMWJ vu/4JZH8DT415MeL6898kw3AVJL/NP1GtiRu5wnp7e3t/Pz8fH55eTk/PT1xfg2wLbC2R2zV DwBrMCEy7Ua2O4OElIIM4fPzk/NrCCzEFeIKQJv0xcm4uN6Gj9/f33PEqnl4eOC0ND9TXJPg 8WPymk6xVT8ArMVkcb2NyJXOxRNXOr40PzdyBQBMIO25ei9gE81/FHNtJLhRUQ3EFQCwG9zP sIQkYLfytUBLXLEtAAC4AvJFgBFYJzLcOySu9IWAgBdaAICrYz8XpDSIWJPg7uoPIinITl5q UfI+xarPk7Y7dB+U1583mnNT2ycQVwDABThCJyix1EJX7clmUeSikr/kjxJd+geRFFTHbgtU 0HiUQJa/txzPu5yyzVP/dd8QVwDAxZTozoiZFU9CH2uJ61hZzicxtWWEd8wwSVyDjbfVweec hTfdZLJdiGZNHYgrAODr2OjSFbj4GM1bCLZc53tlNm/LGNVPg1FxJVLbfF66Az5eouj4H32M +Y8QTdtuIa4AgOXoiJ4rijrfK7N5W8aofho8Pj6e39/fU26EdOPQ7fHWQzggWwAxf3L/E1cQ VwDAciTR0xEfC1B+nK6jS9leYPMviGu7ny8S2tV/d5zarCLhJLj5mCPAAsQVALAcSfT28geR LkZEW9JANenmoPeZbb4AcQUALIeOLtdkq35mAHEFACwHxDUDcQUALIN5pF5N+LbqZyYQVwAA WAGIKwAALM75/D8V4q4DsU2NOwAAAABJRU5ErkJggg==</item> <item item-id="149">iVBORw0KGgoAAAANSUhEUgAAANgAAAAbCAYAAAAeXEH3AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAASOSURBVHhe7ZjpkawwDIQnLgIiHqLh 18uEYHiWLOOWfMDsAjuHvipvrS/56sYwj9VxnMtwgznOhbjBHOdC3GCOcyFuMMe5kBMMNq/j 47E+UhpnKU+Y+mFaF6m5nziXYorOBSzrNLTPex6zJoapo4h5PKSZfjytwfL89+p/zok3mGxo Y4LLNPyxsPMmusGuBgRbMQebYTuE2LZuMomzY7B+PMqP4W+EdPiAfNStrT9PI+cabBzXkU02 rHa/zjFYNPGP4yzTOpy4eU4fFqs1B58BCjxAt5QtC8xBT1MtBrIXb1lMXzIc6HOejFblojhJ JCcbjDZCnjpm0ecYLMZ2g70HVYPVzFQ7l9CO8tUYyNF4CarbEYC+EX+HNhhPlsyBKU1enJ3K i0Ung9G/cYE4ydJgOh5f6TA+t1X5ZNyUwry2jdSm5kPBtmng3sY7p9M2mHnDKc4lnKdkjhls L55A5b1YTNRlTSNaV8bUDcBg+nbQC4uD5vdaMYeaLBiMcjKZ1IfyedLUHzYFN8RuTqtOPQxg sdwGXwHgAGxspwB/LKimJzavbg55GGK5MQm9GqZR6jGQ/XhE0mNMHXOQRmrjmfJlmtoxgGww K0zOy0R4wmZShVi1wYh0WNRGGUyZIyc2o42L+V5dhSyW1zWYPvgyxQeUfvi9C01zyDnotYq+ Qt0E69w3WKAXz5D2O18WmnnUxtxIYzx5CHCDmVuKTCALi5OyE46HnidaGizFpL70sbrNDWIX WBNgvlcHpE3kcnyaNdr/JTRXvR444DD3jzSYQuuud4MeW7/RcUG7Xp1FDdEPz+fgYXS+wcBQ Uq5j2kOvGSwAk9racrz6Eya139pivleXsLE5/8oGg1cNnh8+QcOe4uP8Bq5/RdTstTlm0syR 9rTGYhlBJ8p04SyaW1/1Qx3zDdYQPR203ESpvlxI6N9aWDEhiYfttwXqm5HHSX0PGCy2zyJV +Rc0mKIw2HvDZm2KvdRUjSOGiRyLx3ts44k+dTJxQj80HK2tfUtmih857EA5SFqAJJhkMkFK NQFTG11uxoNKfIoO4YOXTBEXbOYAKXfXcXN/TEHE/5LZMKaIGzac41bz1Bb6coXNU1FnHEvT YHFNT4/N4LjHRPF7rJZgTbIfR+dSGkzWk8r24lnzGHNZ7W5J7WEAxqnWN9DfYPZO5KA7T4R3 RG16PvxobFmvbOi2jykfXunyRkvfLR7mw//TgXEQHiO3i2SxPjU2xyAxQjy7JudyNoPVrmIq u+eJ9wfUxIZltv5o3ZYXYds6olZGYD8E29u+1TyaLRkyp4890xdE32DwKvHxB2GFycTbgtfd E3KvzuZtHQPjINz2DINJngxmHprOvYDBvgwrTAa+dXrC7dXZvK1jYByE255ssE98xX8jvt5g +LGqf/XSt0z6GH5a5LvjANz2RIOltxIcK5jOXxHv4+sNNgzwK5IRff3XTJ30Dw82H8wy749D 2F+zsgmi0bEupd2xOYTpD0Z3rsdfEa/W213jOC+JG8wN5lzIdxpMRL+9Wl0l/rvGcV6W773B HOcG3GCOcxnr+h8HSKAPxI3vDwAAAABJRU5ErkJggg==</item> <item item-id="150">iVBORw0KGgoAAAANSUhEUgAAAocAAAA9CAYAAADf2sPYAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABPUSURBVHhe7Z0xsuu2DobPuryHbMOT RWQJKVxn5tUpXu/qpU6bNnOqlOnuDvwIkhABEKQkW5ZF+/9mOGOKFEgCBAjJx/d+3QAAAAAA AMggOQSKr6+vWGa5nm/na/4MAADM9+V2vnznCgBgRJAcAsWi5DAE/xMyQwBAg+/LCQ+PAAwM kkOgmE8Ov2+X0/mGuA8AaIM4AcDIIDkEitnk8Hq+nfCVEQBgDsQKAIZlg+TwejvnhCKW6rsE 0366hGfKV5Hmgq872rCdfOhtwOk2RryHrRN76MH4uC0v9fkA/RlEmMf2OoBu+7oNc39ofrV+ r+ey9kf1TjJ+//33XLP09C5j4MHtswP0JwS83uf6AtiTDd8cUuLQ3iCv/xuU4sTYwG3YyV3i QTDCV0WwdWJfPcRDojoMX/z14vU87entdZD0C922dXA9P/IwqfVLiSG/iYxJ4gOJFyWFPPcf P37kqzW13vmc0+s6pH32IO4BXuN+/gCez7bJ4fkcnhRrxyG2SQ6TY94t52lvEN4HDpgefgB8 FrD1Juyoh8f2x4P27rFKB8840B9f26i6pXlv89XydokHJYO//PLL7a+//oqx7tdff80tNa7e 85rluvaNjUfB2VeULH6cHt6TjZND2hT8tkIHWHKexx37wQAxdMKQHNHqdWt6yWF8Wt9NeZ9s 6w3ZUQ/eAXm9LD0onvjWYZUOyM+29rHH1zasbrdKFjbcx/TW8O+//46ff/755xjv/v3331i3 +Elf0udccrjcPi+CbPPYpgw2MS+CvGtgSHQWIL4mKIUDJScnuVQOw8khfUyOLDdenRxqedHR xPixr6onh+R6nNcUMLgtzTU6quzLA28YYN4V1llNHRALfPgImyolw9Z7oHWR/bbSQ8ePp76y jw30ji0z9QEZbDXVrUy2o/zMJc+9OVbq395vtJ3KfVyW7QWSyePPwfOQn+2cVq6tt89H1G30 66X6tKS5nE7Gx6s9uRxKAikhZChJJJn0JtGj1nu+ZubQt8+B4bi7zDk0rm15/+QqGBaRBWij 6s2eAkUJIDlwqM0frnFySLXoQOUeqpcNQ/cL55IHmD3MWm0imVAbNPYRsmO/XLeyB8YL0Krc uUi+vyLrruwBJu2bdF/Ws9Q5bL0PtF7hj9+XS9KT0kPHj5WOi07TPpMJRcOWsZp8XhVzQMq4 cj1bW0p7tcaa2295zmJc9pVle4HGtQeeR5nH7JyWri3oI8mgoucwrG6jbDHWYqR+Q7Vaw33Q V8j2LSElhjQOv02UuHqvEqJGP2OfQ8P+v2bO8R6ri2S3R+0EXk/JAqwTx3o2vLcJKmcNAUck h4QMHOQ8U1/eiKbEQ8vKlfVemwOP3w7SwMK2qOjpzrWLPFyKjbnA1huT11s9FEg9zPmxp7Pq /mJDLvIBUB8u4aCoDhtKTNJ9zXGI1ftG2l3EMcL2N5S90yitG6Xc2TndubbMqLp171mKlD03 zgL++ecf9+8LKVmk9cs3ikyt93wt9Od9Tyyzj95rj6zlaWQ9ewlwxVw8AUMjsoAUWKYNT4bP mzs5g90s6QmhOEidHLJMuvcSZEwbRsiusJurFyAaG5GdN16PG7gRpEEFB66Knu56doGtn0Ne n0pc+Jq8LvQw68euzkR7z5aB+oAMt3h/dxXHmUky7tw37hrddbWgmLXgYCSk3M6cqrY1a8sM q1tvPkuRsufGWQAlf62/Lfztt9+i3/z555/5SsLTe7g6nWs8nSX2ocSQz8uYJLZs8Eqynr/o zfKcrj3bPmJvcCh0FhAP13y4yCCQr2vHTIdGueYlhwHebLJvlNcIwDYIyHqvjbGyYz1vVq// oNz9tmMGvr/C3QOZnl1g6/2RtpJ6cG0o/NjVmWjv2TLgH6TENTwc8tUgL/S52kTDjt0by/at 1ugdWHZdLXZKDpeuLTOsbufae8h7H5EToK+M2/+mYfoFsxf7WnpP8bfoYt4+9rw8GFm/6xLW lCTLNbX1AEZDeAJt3lZQXPKklAKTuyliUJGbKMuT/UOf9FSVnIifsOI4fK8NEE7ASP2N0yJh WIwXICM93XXtAlvvQlivfNKf3lJ4tmj5ce4rHyz0G46eLY2siXRPGb+MHWXzWJW9OmPZvqqe 9lQ3Oeqi59hFyu3NqRp/xdoyw+o2thcfXYWUPTfODD/99FP8p2soSWwV/tvDP/74I99Fw9Z6 T3FG6Dcwa58H5/80gt3jWqq5L4Tun+5N++NwawR3YZJDcnxdOPDzRp/axGaanCUXb3NQH33d jCca01NZKqdzCFrxMwUkMwdRyu1abrlflhCs/sfOKmXaINZas7xO85JjZhmV02lZk16noMEy WgcT399q3waeX0UzuJm1X1O/qR6XeXBbN23QsFlA7/lik+o674NQ4rxt/Y6xXbIc7p90bGwT RRi9ykMhy1C/DpXtEc+W5lpVtD3lumN7HEPOi3UwN9bC/SZKFNGF5lHs2aY1hjene9bGc22v JZWD6zbOhe9dQ2fd7kBt6KtiV06n/Pjx377epznM2+c/5nwsupR2CcXxxbm4oHWh22ZjBsWi lbr0kDFvA3HgIIgsIGws+0cGcYMuCZSDIQ7o4qh0meraCavkeHLgVC/OYOskT8oSAZIdP7SX eRxDzzyfijzn2YBzNOZsrdqlDRo2ow70WQRy9cvg1nW+V9ab9u+M/Uz2Ggd8DnFPib38qVS+ lc4L93zpxiQhI/Zj3b4oZoC3ZcoCYvYvn1wCdG24ZGApnvPIa9HxTMJm7tE6y85dPDcc/vmz cvZSom4P5sQ8t5r0BDvkfpiztde+wGbVU/fM9enyI2M/E28uADyCF0c/Eetbc+dLKy6YM3ri VTEDvC36zSElN5+ysdyDsCRA6VW5DWomQYoy8tNacM70FUCqf1/O5Smu59TuPF4H295D/R3T SMzY2m3v2YzI90R9yRu961a+rN8z9jOQ87bzAeBeXrGXj4jx89nzxYkL3gucCegZbIyfBXwC 3qGcnTNeI2frtWc4YeKvkFP9on+5HWU1np7debwOTg48usHpyMzZ2mvv2Uzi7pOAvG7ly/oj YwNwcChmvPVLhqVYP3fjxgMxCTEDbMzHJ4fyrU9M7Kbkh9+kFodzk6Ps5FMAdJ0+y5L3hn7N t1YvhOZOxSXOdcAANGdr1wZ9m7V+Gexez0Gf90h6a9A5BHpjAzAQ5ANHiW0vpfLzmfPFjQsp jthvKs4xLiBmgG35+OSw/8tMduBWO0EOKxMmW2eyY3OJDq6vHSGI8lx8SB8D/nF519Y9G3g2 C2R5i68HYjKar/u/ql44NgDDEPawGzM/jPzCoPbl1vmyIiYp/SJmgO34+OQQ/qPhwNJkxKdR 2BqA/Ql+l95qAQBGA8khEgbFbHIYn3YH+2oZtgZgd8o/5QUAGI3PTA5zssCJEJKGwnxyGCD9 jaI02BqA/bnSv96QPwMAhuNz3xwCl0XJIYHgDwDwGOnhEQDgguQQKBYnhwAAAAB4S5AFAAWS QwAAAOCzQRYAFEgOAQAAgM8GWQBQIDkEAAAAPhtkAUCB5BAAAAD4bJAFAAWSQwAAAOCzQRYA FEgOAQAAgM8GWQBQIDkEAAAAPhtkAUCB5BAAAAD4bJAFAMURksNznoMt+E8X3gT87zoAgCV8 X27ny3euFK5n/4z4QmDZDCSHQMFO9krOX/gP+98W/NdqAIAVfF9Oyx4mw0MnksPtQHIIFEgO wfP4vl1OsC0AYA0L4waSw01BcggUSA7B0wjB++R8RQQAAF2WxA4kh5uC5BAokByC50BP/6fb GLnhNf7dK86ZPfRA+yLFnKqcLqH13YGOlxH0NDfX3ZLDV8WHfcdFcggUHDReCZLDN4T+1nAI u6YATD6wf/A/Evvqgf6uTCUqdNDT+G+fIO534I+u4+t55uFyl+TwlfEBySF4ITFYhPJKtk0O 01PzcxzqmbLfi+pgeioP2iUmsrDrnnrw9kf6RerSWHAkP6f+Wz8IPb6+0XVM8+9+tfy05NDM 7UPiA5JDoHi/5PCZT1v7PsmNTDyEdlPUg3ZBcph4aXKYDuTlicuR/JzmvnVy+Pj6htcxJX+9 B8ynJYdmbkgOwSfSTA7jVxD0Wp8DCh/2tp6IgSjLcvtGWcnp0ud0H9FNDifH5Hu5r5T9lZ8w uQ+X0Ldxvz9fRstObY7s1BlUJF35T/2p7Xz195Fr17gXUz2ZQtY3sPmHBH+J1kXey5UejB/I g3rqK/vYrwEdW2Zs4sLzqfeMJ2MDm0fM+tLmqmWnzh1IzpJ+RJKfpsGfxTy6c2jos7f2kXUc /bzRRjyUHJp5TXrqrdvaiVlql9PtNPWjdcmxsu9wbIvzSe08lNaz1Etj/JUgOQQK3lCKvKlT m9m0qp4/x/7iYJBtARmkrufa2ZvJ4TQmFesMYrzJCc3n1v3d+SZHm3y/WqdoAz5ZT3WQagVD qXthl5ZdiVbbPTa3st8dWq9KGi5JT0oPyQ+KDfMBRPcpHRed6q8sO7aMVZNQiPkUFu6He2ye 1zPZ/KH9QLJkfGpR9n9JGKjkcbtzaOgixFN37YHhdWxlW0heV0CLNC93b8eqmVuuu3Zq6a9p F6OTqk7iqb/cK+EiyfV8tjW+kLcUJIdAwRu4ouEgul47bvmX7GVbdj55v2DZm8NcJ1SgKiU6 +9y8DdV8SbYbRAMzsvrop0Cfoqeq3Dfoa+jpybWP0L1ccy6zdu21OVQ2n+n/duT1VntK6iHa wvilbPd0Vt1fbMiFD2T5wJiSGCcGHNjPi7xGad0sZbtraOzJNbrIjK7j1CfL8iD5XQEN4ppX 7G23LtYY16zLUruEWor5U6dwTvBnZ07VenvjrwTJIVDwZqpwHaJdT8En1+OGNU4d+/uOfldy uDToePcHWvPVjmtoyFrGkuQwY/XHAaA1r6PR01PPPvfatdcmaO7RRv+3Ia9PHSx8TV4Xeki6 sn6Z9nD74BPtPVsGtJ/ZAzJz734Q7OPnNP9ODJNI2b012LY1usgMr+PYR8RBC43VFeCT5rti b/fqd9glXc/rCvent8iss3NZb2Nc5bO98VeC5BAo4kYLpaKxMd16DAjC2WJdOnXY/GEDX12n vPfNYeOeuXkTvfmukf0sKv3RJbKTvnZY4vwbeurZZ43uZb3XxljZUsde/09B2krqwbVhOkCr vhOivWfLQJU4LLGZxPZfcn+sP8PPd0oOV853eB3P9SH5XQEN4rys3M7e7tXvXGOM56GB/8wq 1S+3SyhdexFy/r3xV4LkEChok1GpWOEg6UmsJC66rgMnO4VkdXIYZQY5MvAFJ1n01BfozzcF CTXHICP+Z/DuXJ5AdPgyPyLNcYext6Cnp659OnbNdkmfjT66MhNdm/fm+46E9V7EWskna9/J thC+GXXGtsl9pZ9E355s17NllmX8Xtk0Moqf0zwXHtBSdm8N1RxW6CIzvI5jnyK7IszTniXL yGue2dvNdav6ertEaO6hjf2B66qvvD98dn22N/5KkBwCBW1IKprs1LmcL2mT+nVyXt3/FJ6G ZH8qvMGn62Izt5NDMw/VSbeVIMGOX5dyf3u+qY+RPc1Vyg5zjg5N6xfX00JNnUgypfzmr98m ubkeaAZ1updKa45qLVlmDkT+PSJgTcGJZVg7Na43g6KZy9XuI9snFCEkJh/5erEZjW10IUq5 Xcv19micw/947lKmsEVTJw0dBth2qRRdVdfZLqHEedv6HWO7SD+kkgbTtokijF7lAZRlnE5i DbI94tmytlWxkadzTwZRy+FS5Ol77/bzeK0H9V/Sz4w3lbDWyhe8OXi60NfSumrdFJ3ItoPr OO4xnqMD+UeZyErM2tTeba3bsxP1X2oXCbXLdXt1vt+OG4oS6I2/HiSHQMEb6pV03xweFXXA 5iAxHeayTp+L887+SpGwdR7LBNaSBORgZtpLjLB1GoJ1Tm31WL1fQVrU38kQnDioiwMw2Y9K 0UlKSoMOVLvUSUOH1IE+i4NH/TK4dZ3vlfWmPTpjP5O9xgGfS9xjYm9byB+xATcDySFQ8IHz SoZMDonWQa7qObjJtl4/QiUhucgn29hudGZkqq9JYgIRZEwDhgSVP3tjhRITOztPF5Jt7ZcS 4OGSQ8Jbs7zmtS/QYXWIzVyfLj8y9jPx5gLAlnhxTkLt2ICbgeQQKPgweSXvnRw6B/vcfTEo tp+Y09eRMwlZlJllBHnNX8TRWDLxlNh5VZi3VoL4tq1943Fx1yx067X3dEjke6KvyRu961a+ rN8z9jOQ87bzAWAr5vY2tWPzbQaSQ6DgAP9KkByaOgW9TnKY2kX/SEpg5DVO0Lq/iIuyGvq3 81qBfnM5EO6ahW699p4OJa7dAvJ6b288MjYAg0ExpPsGnPZ+5UzgXpAcAgWSwwfoHeS23jvk bT0e+J3kMKRc8WtioTc3GctJxxRgZRIykWXJe0O/5luypcR7B7RrXrM8dGJSzfpxddLXYeuX wf6vD/Ub4PSWOI+3dmwABoZ8oht7KJ51O4A1IDkECiSH95IOcdZf/xfdrRISQPsrNFuawY8T xFxsYhihOUrd2jqj15LGNOtbbSCaXy/BPSg5AfN/hdvTiafDQJa3+HogJqP5uv+r6oVjAzAs YU+7MU2A5HBTkBwCBR8or2TYN4egz4hvsNy3cwCAXQl+GP89xB5IDjcFySFQIDkEz4PeHg5m WySHALyc8k9tdUByuClIDoECySF4KpRsjRLAzVe9OHcAeAEh6Vvke0gONwXJIVAcIzksB7Is 8Ps3YWmwBwB8No2HSfl3uKogsGwGkkMAAAAAAJC53f4Psq/R3sRaxQ8AAAAASUVORK5C YII=</item> <item item-id="151">iVBORw0KGgoAAAANSUhEUgAAAWIAAAAbCAYAAABGBoXHAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAVFSURBVHhe7ZxtsqQqDIbPulyQ63E1 /Wt20otxSEgkCfg1o619fJ8q6jYGEPOGgJ6p+zMCAAC4FCRiAAC4GCRiAAC4GCRiAAC4GCRi AAC4mAMS8Wvsf37GHy39S64rwd4N41ssnyfPpZoi2Ak0vzfQ59s48ET8HocuC9ty6nvoLnZ2 Cb6ni34c0PzeQJ9v4dhE3Pdjz8J34xC22GNEz4H1z+O8h7GD6AcCze8N9PkWDk7E9Iqju1yf fhWOEf0/X2O+XvQc9NG31wHN7w30+RZ8In71SSwSzBYVT5OAlOq7kopOP7Nz7bepWnQ/Xkfb tbk/t3V1DSYtaV6TiD7Q6F6lXSp6Y4heA83vDfR5BCYRZ8cV/yTHTcJmgVgYU/fCG9GpJo7X Pl506m9elawYUZg5mwtQDcwEtzFjczupx7G/nFevzz9TVh8Umt8b6PMUSiKOzuK6OJMdZxxL VA70ohOaKKiNE90JVgoHSBzX1pdsDUqiguhN2B/Q/Lbw3KHPp9ENa67kjcxvkv+LORHTjlh2 SxZGdtc8sSC6TGRq3xBdx6S+QxTd7dyGA0RXR/J1DjAk4jbQ/FbIXMubDPS5Apqrfx6zGaa5 Z/+elogT7KCc9Z3Ict3fNE6kJXpCHO3683gxiIQlYZdsShyb678zEZfTxUzZ8qDQ/N5An4/z HoYyV56fScTk0+H4yYZvxDNC0M1lF1U773BuB03953bUKmhkPNs+tbE7je7qbifdIHpuXxzn 6jcU/Vqg+b2BPpfD8ytzP4vqj3XkYFvU+WlGIrwUI5gKo6XlVGrjr4f7GaM96XV9Cgb+TQEX 5mBK6e7HLf1tUcf68cqz5jH6l7G7yc/0m4JK5yCLRILel27spjF0MYV+FXrfOfteggZSfq3m f1QfO2ZcZHPPbK/TvOw9ZQzVudlnQ5xUQJ/Kt2yfq1Nb05cNsU6XtsSBMJuI8zPtvjdj75v1 9N+I45GbJ3HUor8b5Azj4GpxUBH75Ghu2O6Xgksd6xeWESzBCyQsVKvRqzdjn86DNDcL1y66 nGD0ebMeVaKb1aulnx1rT5y0SGNAn+KnaY2yqdSH/F/XdxrP1tPvYUscGPgepV2m5Ihd9+Yx 2nExJWKfIDJ0rQTlL8MJXwo/b1Pw6OQN/YgoJNeN4DTe5PckcNDgTB6n+aw+co21DYsx9Glt pOW0k/TT33vjpAH0Sdhr0b7VNtVlHUYb0bpG2H4W2z72bdaX84c/EVNQGeOvFZxwCTCw5Ng9 /Zjs18mXVf9s17F937N5mOZNffLphp6bE191Kip2Jiyq/AaV6+902prctztOWkAf5/9ot/Ul W6xHGxN0VrjtEYlY6jNxYRLxwyCHtF5FiDVHbu2ncB9dTHXffPKh/yfAzLjgGJr65AVYtF2w C/wamy7oZ4hcH/y/UPiXOHk6a/pEu60v2WI92phaZ4bbHpyIG3Hx3ESspw27OyUnre68e/ox JPBags1B4D/og8MRfayfOYlOWuoJtOjV+jyQF5M5PUndy7c3TsC6PnmdqN/zG4z4Mfp0qb56 HwO3PTARz8TFgxMxIQlQC3vKXksCvLITpzp7b62fESG2lTItYsG91oJzkAXRdXkBc6kWnybj OTtBmtrNNdaVPXECtujDCVNs7X99kXzq/oAW62VNL8cBTcfYqf20QNtrmsrqvXmIOi4enog/ QVrYq3/5TsI0Fzw4lHhSAffiU/rcMA6QiE+m9WpL1+yJmOpIDh8AifjeIBGD8wivuqnEb1z2 WxU4CVl8qgFcfjM+pc9N4wCJGAAALgaJGAAALmUc/wIZxciLuqRQeAAAAABJRU5ErkJg gg==</item> <item item-id="152">iVBORw0KGgoAAAANSUhEUgAAANcAAAAjCAYAAAAHfp+6AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAS9SURBVHhe7ZqBkawgDIa3LguyHqvZ ZrYYHwkJJgEUFd+ebr4ZZg4lGEh+QPdes+M4l+DicpyLcHE5zkW4uBznIlxcjvOZ5uH1ml9Q xjddPI+Ly/lx3vM4TPOH/w4C66UvF5fz23w+JKzIe3RxOU5/3qMfCx2nN7Bj+TuX41wFfdgY JnlQPI6Ly3EEn2mYX+kDxzlcXI4j6fje5eJynMRnnoY/9bUw/jaAL4PFF0Jzv9OWe4y+v2Pc Fx2TpvmQP7RCMUZ4nFrrb8P+PFEYtfyq+gc7lfCr6pZp15LHHXcuGlzFQRhc9/ncxZJQ3/Xj 20CcxjAbVKOk25oTmZxZe0w87rO8gK3an0YsFqWkb/CvjWjb+sGjr7jGcR5RYMNsn99HXCe3 bVo9+wb2ZrwnExtaFFcnJSRV9X4hJpDMKsnX7PuBAs7E1eJfK7GvL4kLHOZVZFkdgT7iOrPq BFxcRfA3nrVJEUeirBnOqVlM7bU1ewXEV+cNAv01iKEorhb/mjkjLjEJS+HBxo7T9dIKgeKC P8H50EbMZC4u3R86bIOg6ixaLsEves5yL/qKkyzb8oNT+1h1gBiH+pyYuMv5BDBGVhByEdyw zzACg5g17jJFcW36t4c4lgPi0g/UjtpOacLUQMI1FhfUKMHZRosL7MXKIZPeCqB2Ty0EJhjZ qkl12/cNSf9JUCt7Bwdz0pi8oXESSnrMruQt2Bchge3yDYbyV8VlkxLr5FTJwSxRtbgATgRo o8SlhLEUdNr2K+tr9wosifgccfXmPYqYN6KOkU25odk8hiJBADuEBTSL63AeHBWXNQSnyNG4 C5XVvzwoFxf3CbaTFVdt4tYEtHZPEP2l6zi5Lq4SasHbA8wpG+KcGoGWrkmkfZGOO9cR/6oc FlcAE5FXeyEmuq7nw26tJXEFcCCxz9QW+7NiJah9aivra/cY2zfWnyOubsfCMC8qScLcTK3z EmyXx8SEk48tJrlE2VtIWFTDmDUKrPzcA/5Vyftaw7xzVRKeOpVJmzsY7GsOY4JLp6g/2T4F O4qWA4/PYdsGccX2y6qk6g8QVxcoHrrUYm8oJTv0l67ZRdewKpZKDq7aLODCU2q3x78CcUED vyr+Vcg+aNhJV8c+FBgVMQgWAJeS49BGXzfPEzfl6jyMQXT4NwzK+CDKYq77XexlYfHp/pax cgDEfeV8xS6Jl32gQBSTeQgJw39zwIzdBdhYpZLGR2Pj+NKYUrtKkst+9VS12Z/D5JJYXJmq fw0ctdXvXPZcgBNzXaC/CySRCEImDBEkFIcUZMEuiJgDoMXBQo01DFRKsJjIMmBHPjA4f5Mk Lh30CFxbVvOHUdxNaBdKQqO2WJdCa7QDpG2qC/HZI8slK7vzDfTOJY46KWGeikpqQ1FcVN9j h8R5TXOZ2YvdK9zTts6dEeL6MSDJa0feLXG12jFow4tWbhtPDfB/mZV+nVvyu+KiHUPtIkEE 9WMh13fYIfDOtSUaes/LVOncmR8WFyA/XnByy2vhXekdBZPqqKgtOykw05aKPXJ/ptE/ZDyM HxfX/yDsdJtfYYMAa+9xzm1xcV1My1dYqPuJ8Hm4uC6H3tEKR0IUHlxzZT0SF5fjXISLy3Eu YZ7/ATZ2ufFFE+jDAAAAAElFTkSuQmCC</item> <item item-id="153">iVBORw0KGgoAAAANSUhEUgAAAMAAAAAbCAYAAAAqJYDrAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARhSURBVHhe7VjZjeMwDE1dLsj1uJp8 bScpxktSpHjoiDLrnSCRHiBgdNEU+Z7EzO1cWJgYSwALU2MJYGFqLAEsTI0lgIWpcYEA7ud+ u503afudxwVhfjvOB8/8PpIvhYvT4XEeWysXPl8jsbrvur7MP+BxnJuxWa7p+cNzef92Ho84 Zvy03xrg2oUvgDpVj8H2ZuJpYt/rx7thCF4QBHO4wwruQc6exYvIb+xQP2wQO9L8dM8fRRIZ kp8HALUxAopggPyIawWw7+dOIiidukYASWQ/tsO3w7/78fkgUkaS3I+QN77UmgFL85tnZbAL BB8IeNUfi1ruWvkEH0ZzfLEA8ACiaL1JENcIINn+sZ0lgIynhGPUbnQFC8TYQbuFIIgP/bg/ 96cmxvL7iDtcxKMp9gIwzmoTY/wxGS+cFQHgn4lo1tlSAN4eBS0Gy/XNU0kN/MqE9qKjYNq1 8uElgIwxAaQcdePlcg15cDYDZ2wuAkb8SXm15Ja824oDxl5IsBFAMiZ7vUPpIKpsPlg8rAgA e0xC2YN99Qv3G6ctMSNJW3NOrCYotMbYpnXcj7Y/DKnm7bQXDjZCOIrXszWInAtLzggVQ83N YX9gv+dU4m3mJvjySn5VAJE41OcD0QHD4QoyeQEgJGG4xgnAkVcbHSLatf3eXAVKmO8QwJUY Idx9N3xoAomN3JDbuCcCzkklAUMCANB+Wqd80zH8u//9CPMCJIVaJYlRcq44WFCecUiRbOLe IwqgddgLBJD85XES2xJAxDPC4fxInJB8yoHU79mlfFQMjwog5xN+sO+Wq5Tj18ofROc3gCE8 j3vbvmSCI1QEAGDSuf1kr6HUHsl7c4JoOwcH/q6t/yAQucD/ZnvhYF3CQcwsqTFuR9V05AAC xzq3MNiuuTksAP5mzimhNjaG8Bug5bje5DJfOgz7OwHFBOnB2Z5dn4OeDiMJoO/I3gEBpPUa CNf/cAFcieZNzbny7QkvQh6bRMb4N+aevhwGtbXjAvIofgTHw7sSh0TAzXxMSCqtRjBc48fD 98ykvek2qOmQtCkJwQfTdLu3q/ttA0H8ETFYm/EGaZ3ZjqNf9ptsQ4hU3WPimkUpNlpkuwox z/GysHPccnD5DI5orRgB+GzVuYy2P02A3eJFgrFcEr0A/xsgWqUD/O+EvAHultOAJ+HJeVNi iwsgEFqFF/toz9oyiRXSw7z68YVx/gBkAdSeEBxTAnwZhISWdXaMRBJIGfb4mLFAskG42eTv alnB4qr5sfBr8C8AJjAm6FtRJV56jvHcqRyIt7LOE8iGljypjEn9x7HrjY8CqD7/gCWAt8II YDJ0BEBjfGs35xlUNsGAlDupDzWq/Y9Y7TURLAG8FdMLoPjxHUsaQ9xamZjIbV6FqnDYlt0L 61YJ9H5ML4ANfpxKyVeWKaEsrJYx+CrY2z32Ben1yLaI8X5sieD3sUqgRbqpsQSwBDA15hSA 1P+r9Jge874ACwuAJYCFiXGefwEXxtZ0ljWbNAAAAABJRU5ErkJggg==</item> <item item-id="154">iVBORw0KGgoAAAANSUhEUgAAAN4AAAAiCAYAAAAwN2fVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOdSURBVHhe7Zk/jvIwEMU5V+7ANSIO wREoUiNtTfH1dNS0tCgVJR038Ofxn2A7DgkhiWP7/SRLu4nDeh5+M+PshgEAFgfGAyAAMB4A AYDxAAgAjAdAAJTxzqzcbNjGOwpW1XLW53l8FBVrpmYJdJwC0uB0OqnfXNLQ2Kp4dVU4C6pZ VdBCzYB88wiaW/JwAXQcDxlOm+P1eqmrbWLXuMd4nLpiBRehMKLxBwM0ees4flOT0fb7Pbvd bsJ4h8NB3WkTu8b9xlMluy+YcxXrBtKZcroMmKeOmvHGo2p3v9/Fz7vdTpjv+XyK311i17jX eOJab/nmAbdEyJe8dRxnPDIYmU1DBiTjUQX0EbvGbePxYO3RFtE7L/oNIzmXTlzuKPu3VN46 jjMetZVudSPTkSa6CprErvHAitdXvv1ZxNzEA/ZrMuSm46/J6vF4eM9zZER63qyEmtg1HnDG a5+BfPPcvpkC0QKIoDzBpkreOn5f8chYXWe54/EozHC9XtUVSewaDzCeWozRO3fN4zNZJSbx rLJQ5pgaGeuHMSCovHX8znjURnb/z06+6dTam8Su8eBW09xw/mBkthHT1GvduDbMdOSt43fG 22634t8HZMCuoc96l8tFPeXXLiaNlfGk68WifaNZVc88XuL/dPDN0NlHBttcN8Vogtefr784 5xlLHfue2dd/h/6c79ojPznrqKHPG6YltY/NmgaO1+tfEhrb9XsqWllE/uH3l6oWQgGdy/di rc0v57x1pHmmMO92IlTWmh3oOD+BNF7GeGIhThY05/i+cHrGzDQmlgDv8Xu2XhnQcX4CabyI 8WTv7QTDf6NSLb5kTzD+3lzxKdCUgI7zE0jjBSuevVgdjLjmCUY+4wqg+HSPUJ8ns4tR5mMj sI6+N7z2306AQBovesYzF2BlCV8wKljrkMrnlcJFRt8t74gAZYsk7+l26WM2WjshdeRzKutz aG7ESayLQBpPbzzhcFq4Gs1idEBqNAtRi1bDG5Ae5uLde82DdN3YIB0ZZ/WE1rGujTkc2nDW cwkQUON5Kl5gRIukAqefbYHAGCjr6y4C/E6SxjMzFkw3BaRngm1mQNI1XlmyUpgPG+ZnUmwz A5Og8ezsLN/MRXjGWxFoM6cnPeOJt05mlaODLareeNBmzkGCFU++QWoydKxvNdcC2sxZSPOM J6qefLmCM95voM2ch0RfrgCwbmA8AAIA4wEQABgPgADAeAAsDmP/AaCTIUeSXRKMAAAAAElF TkSuQmCC</item> <item item-id="155">iVBORw0KGgoAAAANSUhEUgAAAKMAAAD1CAYAAAA8u0VqAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAA0YSURBVHhe7Z3hkaO6EkYngZvHxjBZ 3CScx2TgBF4a/nUzmWD81EJgIQQIEPJn9pwqqtYGJAGHluSh2a8ngAjIeJTH7fn1dXs+wseP 5vf+/P76ft5/w+fGIOMBHrev59ftEhpG/D7v31/P7zcYiYw7MREv52HE7/27uZDIuAfrmq9s YqD1DYeMm3k8bw3HiBahvr7ccMAt7f1ve6zIuBGTo5kUo8mRidFeyJbdNTJuomWk6CYSI/lM zu+7W9OSdseMjFtoOVbM/czypp9eWo0dkXEDTQf02d8v39NVW1tadNXIWIx1mw2jkpKMFpEb DA+QsZiW40VHTkbfTb9BxkbHjoylNIoOA0JjRlex6xWQUQcToWlIms6m/W+OzWfTHY/b+TcB MpbScibdY3UO8r1pvBhARiXeIaPjvX+BeYGMSrxJRhWQUQlkREYZkBEZZfj58/z68xM+/H38 /Pnn+e9/4cNJIGMpREYiowzIiIwyICMyyoCMyCgDMiKjDMiIjDIgIzLKgIzIKAMyIqMMyIiM MiAjMsqAjMgoAzIiowxvkHHzU94he7Dfp2Z7kVGJ1jJafUN6aFn+SyxvscCFIKMSTWXc854d J+yJ7UNGJVrKuCdn2kfS+hGxBxmVaCmjFytNml/qqrtIGnfRtduKjEpIyxjzErNmc5FRiUoy +pfSxxEsXayOnIxhplzaBF9PRRuRUYmWkXHPmDGlcnuRUYmWMmZm05vfs+PaW7O5yKhEUxkd Vt/e9+xYFK38gihkVKK1jI75v8CESUovXBhPDuPOyiIayKjEG2RUAhmVQEZklAEZkVEGZERG GZARGWVARmSUARmRUQZkREYZkBEZZUBGZJQBGZFRBmRERhmQERllQEZklAEZkVEGZERGGZAR GWU4LGPydHYpVu/CPq+nwdPU1p31zYCMShySscth2Z4SEPbL7tOXmUpo7K1vHmRUokI3vTXD 73G7Pe/ZfYJsK+3ZnFG4ADIq0VpGV59Vl9unexFALiKOQcar0lRGF/lCXdN9uqj4fb+/uuIZ MZHxqjSU0brnvqbJPtYOk9F9F3QN79aZComMV6WVjL/35z2qJi9jIl4QNG0eMl6VRjIuvRjK V5+T0X2yLhsZ/xZaRcaE6T4Z8WZeCoWMV6WCjD7qHZYxfBdFx7nX3+2pbw5kVOKQjOF3wWGJ L+zyX0rmotuoO5+0a6m+fSCjEhUi4yeDjEogIzLKgIzIKAMyIqMMyIiMMiAjMsqAjMgoAzIi owzIiIwyICMyyoCMyCgDMiKjDMiIjDIgIzLKgIzIKAMyIqMMyIiMMpwpo5VdkB4QP939nTGj S0fo1k+bOn76e+uhIKMSp8kYJFmRcZzn0u0zEtLaN+TFdOtfzbXPr5yZNIemBGRU4iQZ59+n E+Gz/xJ5RvJ1eTSj5sXR9vc3Kdvk3CYXMipxhoyuTCtyLulqYCReIPyH575JuVTVmfRVj63b eCzIqER1GV10CuWVyZiTLciYk9VHv8zY0PZbGRLkQEYlKsu4+D6dCZ1Yo21iQQtljCc4jBk/ mUIZR/nMucXKcNFp8X06OUIkHJcXhMrJGEfOhF7K3Ix8DmRUomJkXBK2rIpuwjLI5MXLdeNz AiX7F4CMSlSUMaUoMkZMt5/OptfKtBtiy+EgoxISMoZXoeTGe9a+oYyZyUuPRc0N8hvIqERT GYN0/XfReHGpa/Xl5Lp7a3v43i8bRTSQUYkTZfwEkFEJZERGGZARGWVARmSUARmRUQZkREYZ kBEZZUBGZJQBGZFRBmRERhmQERllQEZklAEZkVEGZERGGZARGWVARmSUARlbyRhSIbNL3Iil 7dyy4wnij+GAjPET2K9l6eKOz3O22ujpb7+kG62t38hUxsSFSfnJ+gI3RpFx9vH35MTlczZs 2225uB/FbhlnbuDZi2Pbv85jJ/L0vKaCT11cXr+V+cjYO5Kvw9pRWveKjI5wh8W5F9ntrs5e GR+P6Q3qyprNZSl6L477brEta+u3syjj7fa8ZYKWUVdGfzLWZXzcLy5nxTHjpvGXBYO0XmvL UsRbW7+DZRnt2neepFG8qoz+u9Vu2jXk6pGymowbzpWJONn21S0Oy6hda+v3sS6j/TOMU6P6 jskYH4Rf1scrfhGXsei1I0vUktGVU/Imh/E5nhuLv8TLN21tfTlFMtqn0O7+GI/JmEiVFm5M t8vf7bEANa7jW6kk46Yu2pE7/yn+PC+0bW19CaUyGv11tyqryugr83dXMsNLtkvHjNag/gT6 xmVk/SiqyLhnONOd/8Vouta2Cm3fImPsjL0ItaKM1hAr+NWYue3sZN/9Rt1g9vC1q0h/t84u a42tIaMrY1GqGazti1W7cg+tL2CbjI7od87Suou76fhC5GXs7ga/WWjI0RMgxanRZYHsJCbi 6PpC5tu+EO3tnG2XsYtkQ5RIl6G0le1cWP5fL++w9AfRh+6wxAcwyNuX3w8Jkn1GRzVetyfi bOKwjHMXLRxHvy5cwGFJ9wnnavf6neRkHAJVWHKnx7bZKGNlBrnC53DCX8JEF2B08uNZY7fN UIbfLhY7OjmT+k7gsIyfza6ovpE2MnqRkp8n4m1yMtk+c3f1SODXcmp0RMZryNiF8/S3sq5L 9gJlZMyPSwNLop4FMl4pMiaRL8jov5uLjBOBA0vrzgIZLyJjGP/FAo0iX07GIOtIALfdzZ+R aMzZrfGy0E2fx2fK6KPWaxz3uoC9kGEZROpn0N2SFbJfRl1zsu5sUZDxQyPjFUFGZJQBGZFR BmRERhmQERllQEZklAEZkVEGZERGGZARGWVARmSUARmRUQZkREYZTpYxfmq6qJrwcEmrv80j oxJnymhlD080RY/WLRDLWyzwAZBRidNkTNIrDKtr8eFhJ+zZ9iUgoxJnyei72+RC576L8ZG0 TUTsQUYlzpLRi5VPychXlzwXaksDI5FRCRkZY15inu0jMirRUsZsGsY8/m0ZJ9uIjEqcJeOe MWPKWW2LQEYlTrvg09n0YppuDte2k11ERinOjD5WdpKgVlyVRdEt4u4EGZU4uSuc/wtMmKT0 woXx5DCTbiCigYxKnCyjOsioBDIiowzIiIwyICMyyoCMyCgDMiKjDMiIjDIgIzLKgIzIKAMy IqMMyIiMMiAjMsqAjMgoAzIiowzIiIwyICMyyoCMyCjDIRm7VIL8k9wrWL0LT3O/nhBP012T J8QPgoxK7JbRpHiJ0stTVlSQOCtUL3gqoRHJj4wXZK+Mj3tyEUPEKijrcbs979lMwSDbShmb swwXQEYlKo4Zi5LuXX22SU4ov382Io5BxqtSTcZpnvQUF/nCBlOhuqj4fb+/uuIZMZHxqtSS sSDP2brnvqaJUNYOk9F9F3Ttuv2MkMh4VSrJuHpRnaz3qJq8jIl4QdC0ech4VSrIaHKsFdGN B/OL3zcno/tkXTYy/i0cldHtP/rP2ZMIOMdUqIx4/i0TU1mQ8aockdFHszTS5ScdKTmh/HfR /nOzc/89Ml6QnTJ24sQShmUoa/kvJXPRbdSdT9oVfoccluMiIaMSR7vpDwcZlUBGZJQBGZFR BmRERhmQERllQEZklAEZkVEGZERGGZARGWVARmSUARmRUQZkREYZkBEZZUBGZJQBGZFRBmRE RhmQERllqCWjlVOQChA/yT3KnQnET5BPmzV+0rtOs5FRhyoyBklWZBzntHT7jIS0tgw5MGmC ln1+5cek+TJ7QUYlKsg4/+6cCJ/pl8gzki/zRoo42v7+JmWbnMdFQkYljsro9rfd5xKsBkbi BbygQcBcWupMqqrH1h28iQxkVOKQjC46hX3LZMzJFmTMyeqjX2ZsaPutDAlKQUYlDsi4+O6c CZ1Yo21iQQtljCc4jBmvxl4ZXXRafHdOjhAJXzJFQuVkjCNnQi9lbka+BWRUYqeMo2T7ZCkr rpuwDDJ58XLd+Jwsyf47QUYl9kbGhKLIGDHdfjqbXivTboijTUdGJZrLGF57khvvWVuGMmYm Lz0WNTfIPwcyKnGajEG6/rtovLjUtfpyct29tTN875cKIhrIqEQlGT8VZFQCGZFRBmRERhmQ ERllQEZklAEZkVEGZERGGZARGWVARmSUARmRUQZkREYZkBEZZUBGZJTh58/z689P+PD38fPn n+e//4UPJ4GMpRAZiYwyICMyyoCMyCjDm2ScfaK7McioxDtktDqHHJiVXJeTQUYlLDelqQnT LEAvZ6Wclm1YW5BRh0pZdsXkcqFz3zUBGcVw3WRLGUdddM+7umqrN5MyWxlkLKZNdBhQkrFR r4CMG6jxZoZicjL6bvoNMrq2HH09SgnIuAUTpJUJQmPGVjchMm6izdipYzqbLn81Sk3aHTMy bsSiRIsuy2OReJDvPeNFuwFaHS8ybqZldAzR0En4nr/AtD1WZNyBF6S9Gc1pOmFzIONOWl+o 1rTsnnuQ8QBXFfIdIhrIeBATMvtCz08k/I75DhENZAQRns//A9gagK5635kMAAAAAElFTkSu QmCC</item> <item item-id="156">iVBORw0KGgoAAAANSUhEUgAAAD0AAAAVCAYAAAD1neayAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAEdSURBVFhH7ZbRDcQgCIady4Gcx2lc xmE4UazYcjGetmlO/4SHGoN8CFQFC2pDr6INvYpeBe2tBqVUNONocVDOJH/RyOl7oJ0JgRlI YTkwE8AjsLbg+Xdw+hJoD1afIDEJLOB+JZ/aMg/k80fo5LDczKC8Ba008PjEtS5RjCxx2D6Y hAIdywtBmM1qrJaq0s6aUOIxcZkj+KMEMGhXDhWD+K5qWEjWivwuaNRxmcW/UN6TDuuRBE23 NBYHljj6TUz5jAt0nnCP6paeTix8kOVpXkN3lnXWcHnT0OHb4j97aHpLFYtrgZG+gq6bXOjz x4QJPyBntNh1euczDmj+Gmrf0ORfFqn9IjuDCGCVcpxktE8YZP+vDb2KNvQaAvgAYvfRjpN6 VwcAAAAASUVORK5CYII=</item> <item item-id="157">iVBORw0KGgoAAAANSUhEUgAAAAYAAAAVCAYAAABljp99AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAA7SURBVChTY/iPA9BZYtv/NAaG/2nb IDxiJFAB2XZABBmw2nF7wn8rmkogLGdgsPo/4TayDjRAe4n//wHoUMoAzAdKwAAAAABJRU5E rkJggg==</item> <item item-id="158">iVBORw0KGgoAAAANSUhEUgAAAHAAAAEyCAYAAAAiB1SYAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABNySURBVHhe7Z09kts8DIa/c/kOuYYn h8gRUrjOBXKD7VKnTZvZKmW63GA/AgQogD8SJZuSIeOd4cQkBdnBI4A0Ja7/+3CZlgM0Lgdo XA7QuBygcZkD+Hb97+O//0S5vlFP3nf9mHrOK5sR+H77uARIl9s7NUwCiLX2s8puCn27hii7 fChWAFZE5CvI8Bj4/nG7hFR5uYVXXM+Arhad01D6tT2JoVSKQRci8pVSJ8s2wCCcuITIuwyI mmLClJcnSNfmAc5NaF5B9gGGuLsGgNVgwIlOFjVpzDyHTg7wJiY1cNy6SY6n0F00AzApzi6f wN8Pl2mA77dLV0TgcV30/GvE8wnGQTHuvb+fa7JzcoDluPf2dq48emqA1UnIyQbC86fQk8sB GpcDNC4HaFwO0LgcoHE5QONygMblAI3LARqXAzQuB2hcDtC4HKBxOUDjcoDG5QCNKwEs7lx7 sVGIH1Zc9uQAjcsBGpcDNC4HaFwO0Lh2BnjvJpPzblLZqp0B9uwkmtO99ufTMIB65xDs9onO 1235caEwnbT/PbfjYmcH0UiNAQjOlzuCbrfobPlHCVJdbD7hPx1ykztrBajc3jUQIDg/9/QM gGkjCgGtHesAC40BCGKIUNjjFQCcQrFN/vEeB9ilcQBZ9IcG0Ok5AOwTKdIBrtYYgMHRN+Fk SI/4Z0AyADH6pjFQ1R1gl4YBBEfDObEkj/MedCjlzPRyvWo7KhOw3D5vk38vhr9yiH59NdTt 0kXCn43ehzKJLpcwWePX/Hkyu8EaA3A3AYQpgkvnRydjv0zPLbtwAU1wJAC+GGINM4X6G21T H+jtKs49WLYBVqOinq5jXcLstANJ21QXgOF8CWiAveMfE7IPsOWsKkCqr7FDxShLabawF1EY +rTtWJ0gAhtjzRLAXjsW2nC0lrYxrQZ4oVTPO0i2AdKVr6IhOLqdQrm+wg4FY+ASGBp3C/Jj ZRwgSE5Y2IGyLYxdbxFKqiO1JTsJMTuWSkqppPfbdbfJC+sEAPdQiFj5xRaEkSqjMkBujasD 5QA7pL82REGbjECo75w9UQ6wSzRmUuqEwvAQLrQdQS/IARqXAzQuB2hcDtC4FEAvBgvxw4rL nhygcTlA43KAxnUAwLgwvLxw0Xvca+tJAU5LVw5wXgcA7FTrxqpLyQEa11CAaaUeC987kymU X4vVfiaWAVS/AeFUk8YBBADiHlrc4BKBwXstPvpXABRPhbmSxgIEOHm0SDAZpFjPAfZMel5X 4wCCGCIUJrAIUPfFCHWALY0FyKJH8gpoHQDhdRxLPYXWNA5gALC4waUTIChOYvZ95tKChgIE AHBeLEhCTlxkCdGlHv3L+pB7bUarn1WZHjKamd2iGnbpouHPSe+jHurlcvzGFtA4gMMFEERa LZwfnYz9cnbbsjO4sQVkF2A1KippGoR1CbPTDiRtU10AhvMloAH2zs+G2gbYclYVINXX2KFi lKU0W9iLKAx92na8jEdgY6xZAthrx0IbjtbSNqbV/Te2gOwCpCtfRUNwdDuFcn2FHQrGwCUw NO4W5MfLMECQnLCwA2VbGLtOvLEFZBzgHgoR+6QbW0AOcEH6a0MUtMkIhPoB2RPlABdFYyal TigMD+FC21H0ghygcTlA43KAxuUAjUsB9GKwED+suOzJARqXAzQuB2hcXQCh7/v371Tbqvqi cCoHrmZY1iJAAMdO/vfvH7VuV1x+0rdn0pLU4m0bV65ZgADsy5cvH79+/cL+r1+/Uk+vxN1q Ug0gim+aHrSqb1WzACH6fv/+ja8/f/6Mx/z9+xfrfYppswtgUHx0cN+HgqyrCRBAATQWgIRj ICJrmtIgp8J8zIvQ5gDyOSbg2Z2AFJ2yPX+v7OEltOELSdidZMxtAoR0mUcbwIPjOCqT4Aan SH3NX2oJmgPITo+3a6Kzp/tu5PwMYg5bvtfbdQ7uOSK9CvDPnz/V8Q6AwnEyMlEEqriqVwJU EYhOzo7LzofH51GZ3iyAmw7UnwPrJwYIgFpj3bdv3/DYnz9/UguJIUJpOS5oDqAcA+vHxWhK USlBBODxoV62F8+oVAHqz2VVBUBIj3Pf+WBmipDo+EKUBtE5awCSXYIvz5PEYxlVgxB6aIjp kuu3j1sozO+lAH769Am/NgDIVuGx8MePH2gDDun5pRZQDWBsg4tCtlNKFG14nBhrUQQ6RWUN /KsAhLQYHdlf8Ms9OSS1T54iCMtlmqxIZfY5PBREpQRfq/M5QnqtPmao32f6LBzxol9fGXW7 dIHwe9Pn4Syjyn2bZIoIfD0BBAYJ1dz50cnYjwAk9IrdzptkHGA1KhpDANYlzE47kLRNdQEY zpeABtjVbFPKASrHZaoCpPoaO1SMspRmC3sRhaFP27blAMGRrbFmCWCvHQttOFpL25hW122S cYB05atoCI5up1Cur7BDwRi4BIbG3YJ8Ww4QJScs7EDZFsauJ90k4wB3U4jYAZtkHOBOqi1C QJuMQKivyJ4oB7ibaMyk1AmF4SFcaFtLL8gBGpcDNC4HaFwO0LgUQC8GC/HDisueHKBxOUDj coDG9UQA42LvhsWIl9aTAJxW6h3gOj1PBLZugrpm5QCNazPAtILOJXmexzKx+q6oZKvy3JcA dtrJWzPJllNx/yMJ1rUNIDpMPGGFz3pAfRrL2o/iiSiTfQRhzm66d0YwASIex+/5OuBYmyOQ FfczCMfnqVDCBme37jgv2eVw5PG57QtpM0BOoei0SiRpELGONqsACrsiumK0tx8ieg1tA5hH RCfAaiSxFu1yQDzWhpcOcB3AGBEELK/PgSCnq8lJ6L/WokjVeQIzwVfRnNu+kLZFIIOgcrle 0YFcjyUA7XkUDyHItpZdaxaqz6chaptpEhRtzvDLLhsBWhBAYPhQzZ0fnYz9cgho2T3pL7uc F2A1KhqTHqxLmJ12IGmb6gIwnE9mi/T6MTo3wJazqgCpvsYOFaMspdnCXkRh6NO29+vkEdgY a5YA9tqx0IajtbSNaXXML7ucFyBd+SoagqPbKZTrK+xQMAYugaFxtyB/v04MECQnLOxA2RbG LuO/7HJygHsoROyBv+ziAO+U/toQBW0yAqE+IHuiHODdojGTUicUhodwoW0UvSAHaFwO0Lgc oHE5QONSAL0YLMQPKy57coDG5QCNywEaVx/A1m2UJeFtlsfegebF44GLG6a0DFDc61rrNH5m NF+Z365p5d8BRg2MQHD29eMKEB+5Er81G5xUwwCmFflHp1EHqNQEOD0yP5XJaXoFvkyR0K9v jpbH8FgmzqWoZKv83JcAdtrJ6E+2nIof/4jD3qoCRHjiP84wo58kHKhWIgKiTjRE++wGJzoQ Cp1LRWqEkE4h++j95uymi4Vgwv8Fj+P3tA+OVQJEB7FDSBKScsRUZIQBsAJoOEa15eDl+8Lx rXFzyS6HI4/PbU+gAmC8CTnjhDnnguhYCTcV6bncmaKOn2EVQGFXRJdI4bntCVRGIF7FSxHY TkFp8pKpSKMzIGbfY9FO9KF4rA0vc9sTqARI/+G2s8W4gp1BwXHTFT7v+AQ3d6aq02eQng79 vgmmVAUgSE4ydFEO5gKN5JzYVo/gdHyYBKljfRMMveYLL7ObUQPgKwkgiAuucH50MvYjAHmh VOz8l1t2VjUqGpMerEuYnXYgaZvqAjCcT2aL9HpeDlA5LlMVINXX2KFilKU0W9iLKAx92rYt BwiObI01SwB77Vhow9Fa2sa06r/cslLxylfREBzdTqFcX2GHgjFwCQyNuwX5thwgSk5Y2IGy LYxdT7oJxgHuphCx/sstdqW/NkTlq1ZQX5E9UQ5wN9GYSakTCsNDuNC2ll6QAzQuB2hcDtC4 HKBxKYBeDBbihxWXPTlA43KAxuUAjesAgHFRd8Oig6siB2hcBwB0PVIO0LjGAkx3pvlmJtz7 0ik0rcSnfpZevc9vfLqixgGsPv/BIAkgABb3yN5vNzoO4OVPcPm4WdNOEUh1kGyj18V9MAV/ Kh6FpY4FKOoIiRsB4MpHC15VxwNkUdRhO75eeoLLBToWYHgtn/OBHUwxTc48sudSGghwmrCk yFJt+aN6oSjS2l73tWaoPMMV/T126aLi96Tor47F921GebTGRuAQtWao2cUB/QiAj23YPekv svTKHsBqVFA0yfQMwrqE2WkHkrapLgDD+RLQAPugSZdNgC1nVQFSfY0dKkZZSrOFvYjC0Kdt 95PRCGyMNUsAe+1YaMPRWtrGtDrmF1l6ZQ8gXfkqGoKj2ymU6yvsUDAGLoGhcbcgv58MAgTJ CQs7ULaFscv4L7L0yijAPRQi9sBfZOmVA2xIf22IgjYZgVA/MHuiHGBTNGZS6oTC8BAutB1N L8gBGpcDNC4HaFwO0LgUQC8GC/HDisueHKBxOUDjcoDG9TCAYP/9+3eqbVW5+iEXO/iPr2M5 eA3yWfQQgACOHfvv3z9q3a64VNW4lcO3gFyouwECsC9fvnz8+vULz/H161fq6VWMOhlptYXk pADwCZYgn0Z3A4To+/37N77+/Pkznufv379Y71O87+YAt+kugAAKoLEAJJwHIrKmtIqPBVJk ftM0ps1ugOlOuhw7j3k67CjdBRDSZR5tAA/OxVGZBM4WUNJGlsrjDF0Aw78T+Ala+Ssx59Zm gH/+/KmOdwAUziUjE0WgintoWwGCKrbVthNrM0AA1Brrvn37huf7+fMntZAYIhT2cAvgzCx0 FiCl5VeZqW4CCOlx7jsfzEwRUuuclP7Q8TUI2F8fy9QT0DMAddt5tQngp0+f8GsDgGwVHgt/ /PgRjYKzqxtZqhBoUpKl0SK1kq1MyzgGttLvCbUaIKRFOHZNwS/37GwuyelyBinTZrkq0xo/ LxdIuXRMAU+fZ0qtHKmiX52/YZcuOJ5B02dWkyou4zfCbIrAp1E1eqUAQi3lshOjk7Ffpe2G 3RNuhDk3wGpUNFI31iXMTjuQtE11ARjOl4AG2A9M8XYBkiPZuVWIynGZchCyvsYOFaMspdnC XkRh6Kt+1o2yHYFLAke2xpolgL12LLThC6q0jWk1wHvwRphzA6QrX0VDcHQ7hXJ9hR0KxsAl MDTuFuTv08kBguSEhR0o28LYZXgjzAsA3EMhYg/aCOMAH6Da2i20yQiE+oOzJ8oBPkQ0ZlLq hMLwEC60jaAX5ACNywEalwM0LgdoXAqgF4OF+GHFZU8O0LgcoHE5QOM6HKDcsDJoseLUOhRg erCJXjdvorqaOhBgvAXjUXefjgPYurPtWqVNANMKO5brx5t4nACB5PUEq37jk2+i6vOGouhm K/4zffmN1DNrPUCAIcaq5iYVrrcexaseL57swouA6xFQOrboE3b5eU+ubQABRu6hKhCq15w6 4+hpZkpgAFhrgiOiXZZXicL1AEEMEQoTeABATqHYJqIM2+cAvvDsdRtAFl39VUhrAeK5RIoV AIs+qbm+F9B6gMHx9V9biROU/FGCXoDx+Gks03Wa/MgTBPsrdtIERkZhgOoptCVyPByPRThV rqpcwuRFHUcFD8eoEe2xUc1QpX18i2wGq9Jm1idBM2Dqm8BGG9/c8tRqzVAlcJmm+diGnW9u 2VnVqKBoSjDpWKxLmJ12IGmb6gIwnC8BDbAfOOk6P8CWs6oAqb7GDhWjLKXZwl5EYejTtvfp BSKwMdYsAey1Y6ENR2tpG9Oqb25ZqXjlq2gIjm6nUK6vsEPBGLgEhsbdgvx9OjlAkJywsANl Wxi7fHPLqytErG9usSv9tSEK2mQEQv3B2RPlAB8iGjMpdUJheAgX2kbQC3KAxuUAjcsBGpcD NC4F0IvBQvyw4rInB2hcDtC4HKBxPRBgbfFXKusfsC7Yr/hZBi2O7KoBETgtK9UcNGpNsF/T heQAqwoAr3DjEpxUPvvxGIDxItl8ntZNWYMaBBDSI1/p+kbnYwDemQJPD1A9HsCFQWQr78VY xgDhJd0oFZ4qAerz4Sq+eH88VtWzsRQ+VwKiL5p0J4ALv/G5AeqrG52QIEVnT/e5yPkKogAI NXKivL0yOQ7s86e56L1zJ7f61MUmoh2PEefG46ien9uwSoD5fxzr5Bh0gnASqHCGBgjiB37h GAVQOX8qCDs/r6zP9VVUbJZZON6SKhGYRRk4mSIsRlMGkCJWRWUGkM8JtrccYOvrxAMAcvRj +8tEIEhFhgBG7fo/nk8oagCDyGnKHs+XXxCkOUhzfaz83K8DEIA0nCoiafKdHCNBwb4VVcUF QOeTx4djYjTryFbR1AEwHj8NBap+foAcfVNRKRIhUhHOZydzqTkIjtHt2fuJzvpmGbh4ss8g ymSuz1vfbMOA9fmm/2s8xzNvgKkADB9q8RG5MwkgTJFaOj86GftlGm7Z7bwBpgCoTxwFbdNV eTJVo4KiKU+1WJcwO+1A0jbVBWA4X/J7gJ0xaKkegSItpA91VinHZaoCpPoaO1T0a/JlYS+i MPRp27YqAF9M4MjW8LAEsNeOhTYcGKVtzH7rNsA4QLryVTQER7dTKNdX2KFgDFwCQ+NuQb4t B4iSExZ2oGwLY9eTboBxgLspROyADTAOcCf1zO6hviJ7ohzgbqIxk1InFIaHcKFtLb0gB2hc DtC4HKBxOUDjcoDG5QCNywEalwM0LgdoXA7QuBygcTlA41IAvVgr/338DzOhD9JOW+qkAAAA AElFTkSuQmCC</item> <item item-id="159" content-encoding="gzip">H4sIAAAAAAAA/+xXTWwTVxCedWJjhyTOOiEE56dp6rQkZGH9sv4LEbK9iSVaaKhToSIhIcfe gCvHhmSRCKcIcUAIpEggJG4gIUBCHKpeeuNHFWpBKvTCpZe2Us+oJ6oK4s57s3HWEQLKT6oq mdW8n3kz8553vh2/qQcACXkcuU6MHdjWmtOG0Q6cGLJ7Kjs28bWRNYUE0sjDaBSvYa6/AeZq 2Y27OHOyVuzmXOzMHezWsYa40HZbcw/7AwVxN9Sx2uco8KxnDi9ADnd1SPsA6sX0ipge54YN 4mCeTLFYMkcyZsYh3LWIQ4oVo2jmzdm0MUkrzcgBLRRN6YlkQgmpekzRguGkEk0FE0oyktKi g3oyGA6pAS2WUmMspivJwVFUCkVUJaYOaoqq6bqWCEdTiZFoQLVIeUGzSM9yn8nOzi9gCPaD DhkoQBZmcDwKk/gwUEGBMISw34NveKcYfQVb4RhMoWZOHFtqXuFDB4y3PzQ0UrDdXop9YxMD jF4cGWRChdfHBEhkHhkeIY++d3z0yE7TmJKEi3pkl13QIMLLVd3GkbRxMF8qOsWCxq1zpSzJ aoUsVgGra+bQ4WTpGJ1rF/I6FKQraN2NfAL9XMSDPMX+lg/gNPbXZVrnyJfwAA5wbBC48lV2 SpjmdH7iqGnQ+YaQvWCn1qGeqvnGRdC3Eeg3biLQt4GfQL+pnUDvt0DfQaD3V0Df2bLieFi9 IO5iF77HoLR9QODtQlG3GM51VYX1Q4GzesSvXpqaKHHE0kITRxuKlyQcH8OYw04iwr5FhE3g /Blyucy1UXWsYOiFPKYuYSNR9iV8iRZtHz2Uf738jf83WEY7oAYWyh5w2WRL1nQchzVfKPMd icpr9L+i58gLNl6j1UVpKOFjQjdmsyL20zC7PBW8lFrBWfnmeS44ASGpR/5FPjcHDXvvOf12 3fnm8+33Jn+SanB820okOu7O9zVEO/Ov9ubkwz8z++95XbtT0qt1XpfeZP93SW+zP38NPI/z mPDLDr8E8Zy/lgtWBznxJux3AzxuITzUVSGjauIBumJ0kKjD4hzkBXq8lnWNZZK3mfPr93fI T8rVCJ23bbIb707dyIcwFxTw6YYRbA9iz8S679TNnibkAt3JgfcPrm04+td9t/TD70/gz/fo e5gLvzzzYzD7SL56Fi4FHjp/XrwNuZe/qxe+P/6NiWoXqKzEP9sq/q9IRKuHKgOZVwaf8oZq k3FjOp8pHBjJzxwuZGY/L+UMshnjjfQR3V4bSRZYrLh7qfgIfEzFR69VfHxCW/RWio/Na8XH yhUffVYF3U8VdN8WKkL6cWmAKuh+hSroAV5Bb6VgDVTwEB8DaRvFu084VC1HQXKkooiRI3WQ HDHuSCNHrMpRyOYovGQfseyjZB/h9jGyj1TZD9kUti9T4LJ/AAAA//8DAJb+tppnEgAA</item> <item item-id="160">iVBORw0KGgoAAAANSUhEUgAAAHUAAAEmCAYAAABcad9RAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAA3lSURBVHhe7Z0NduMqDEZnXV1Q19PV dDNdTMYyyOZHAuHgxFa+ew7ndWzARNdgMlbf/HsAd0CqQyDVIZDqEEh1yCb19/vf49+/pHz/ xjPlue/HfgZckXym/v08vhZxXz9/8cAOiZWOg+tRL7+/38ts/Hpk/kh2MnPBtRGeqX+Pn69l mf36WX7iPxeSwaWRN0pxGV4n5zJzsezeC1nqwro5Wmbo16SNUbURKwuW92moUlubJnBtdKnL /PxepIoTaN1MFTNtewaDd3NQ6k+ycaJ6/Y0Ult/XcUzqRtgpw8e1EKX+/XyZZtFaD0YvR2Om dqDnavIc/fvDE/UqHJRaP0d/fzFjr8IhqeKmB8vwZTi+/ILLAqkOgVSHQKpDINUhkOoQSHXI JrX63onyljKDTCp4L5DqEEh1CKQ6RHRQZpkYMkwg9ULoDkLCgjVfDFIvhO4gZJhA6g2B1JtQ pga1xEDqDQhCkwyRTi41pF6eIKLMCAlZI/JvPUDq1VFmZTV7EyD16sTvl1XqlnZ8oSfVmgYG qWcxQeq+VNP3VPsvqkHqWUyQmu6crbOUgNSzmCD1KJB6FlM3SmNA6mnM/EozBqSeyLy/fBgD Uk8m3exQaX3XhFSHQKpDINUhkOoQSHUIpDoEUh1yilSU95cZYKZeCEh1CKQ6BFIdAqkOgVSH QKpDnEsNv+VFY+JS5vSU7yn3sr+UttTpEzMYmm06dWJeEhctiYzOzeCCUmOA0v9DaZSTBqPK KhCw1Omx/38Y9X5adVrpKyW+pf6UIdBEnyx1nWFfj+/vRj+NOuH6A/m6fqVKvEFqzCei1UHt p1knjllbawU+S2oMXhqgEERa2vYip2O268jkv7ktS+3UYeE/cexcGr/eT+dncAupLKd50/Nm pFXJUse0Khjq8LUyiXEDqIid5eD6UsXgyFg2Jb060vlSmKUOj7u6f7TjCx8ilb/a2DYb9Yyq 6dUJwhplsWGpo8pr5P5S/RlcWOqYUGKGVIlD/WryPnemxmfWgNCtTXOZttSpOXazyM/PVl+O pVqEUsDywIRgpTPAUmc/1toVt0QwYp1qVkbR0jRdmOXgglJ52ZULx6N+rtVBt9Q5VSoRxXJp XYfOz+CCUj8XSHUIpDoEUh0CqQ6BVIdAqkMg1SGnSEV5f5kBZuqFgFSHQKpDINUhkHoL+DVi UhrvciH1Fvw+vjOJH/s+1TfhvaucAHATqfULb+UmreCX11zKl8vl+b1IL7PjMmi9eEa7bW+c JeuLe2UJpvYzOFFqnQ/EAejFNtRL5AhJXFWdFpx9cERqo61lnBmc4K0M4x5SDb8TUyPPjJCa si9bJqlFKsmQ1G5b2zhXoszeGOj8DE6UKmGQqtztpcShmdrcoPAjQkt0U9oax5nT/vz3lMp3 bONu5RlSVSmOh+CRjL3oz7MTpBrHWbGel6VTuxm8VCqLUD8w8VSwOuKaF9aAVB0OevN5unA0 WAvi82zlTVLp56xCexzUbgYvkho/jLrEJTwhVX+evUnq9rmT0hgDnZ/BC6QOCCUObUACL5X6 xDg1biI17vasQlcGvipktHaWJ0g9PE6dG0i1CeXNU3rHV3d7NSso0Pls4H5kb2dItYxzjBtI jcFQCsdIkkrwcS7l+TAj0iIsefH5VpXeZo0wtu2NcwRqP4MTpYJRINUhkOoQSHUIpDoEUh0C qQ6BVIecIhXl/WUGmKkXAlIdAqkOgVSHQKpDINUhkOoQ11LLF897kbMduKgvqIsX3pYEiF7f 1jHucCaIdv4jpOofnqjqKKkkR3KGLH1bxpiyZ2pAqoIt6Sv0M5oENtK3Ueq6UnT+fZuFz5Zq Ss+U5XQx9V3/WSX2R8PotfkAqTQz9pIFOUuYTkiPczAH/l2YFUvfC90xroTkOz7+0VIrYkC3 WWcJPLfJJMYMx5ZYS98SfL2tQlwpkmtBakH2TLME/kk5w+0W0jGWz2ACUguygFgCr9VRnpkb T0hNxxikNorQER2fwT2lWjYzmryeHEvfCr06vfMfJrV8Plm+dsjPz74c21eamvoZWvLBUklG /sFDMPLZVQVImmHVrIyik46477Rdv2/bGEuqfgtmObigVJ4VaZEDwYHkUi21RBSr1ZGkEr2+ rWNM+WipnwqkOgRSHQKpDoFUh0CqQyDVIZDqkFOkory/zAAz9UJAqkMg1SGQ6hBIvSPxjZH4 NmkBUu9GfCcLqW4IL+e/f8N/nUiVU0T6tNuVL7LrajHTISlaQHXGxlD3H9qH456kcvbBqNRG uzJniIO7VxVkdJ5pIo0xVJkMQkrNOs6trQepHBAuQmBEeu3EjL8oMU1OO/Tv4kS6YxdumoX0 ZlulZ9dytfzGZdAqdUNuV82QiHZ8R5Iar6FmCipjF2+sfAx1HlNShFjQ8Rm4ksqzS7uM3O6g VO1azTGEvjBTpXZDAY2zk/qxLLsVkKowWeomKp1duzz1MsqS2QZSFWZLJZIZuJb+L/US5a65 D6QqnCG1ZhXWWWKD1Lb4HGUMho3SKJBaEepuQV6CXn2j4dk99GzVxhD7Ko6PrwQ7bqSGO1tb kqxShXrCTOJrdbvL6I09mZWHntk795Aany9VSWaKKHWgHRdRlNCPWahhDEQ5jqNCCWo/g3Ol giEg1SGQ6hBIdQikOgRSHQKpDoFUh5wiFeX9ZQaYqRcCUh0CqQ6BVIdAqkMg1SGQ6pCPl1q+ nN6Llh/EiWr5+fF+dsZekMvXT6E+ZnBzqf3AM3u2vCTV3g9TteuksmjXT4HUERlraoqcQnpM 6mDSWeP6KZBqlRFnEMVfanNIqjIrxb4610+B1DVAvKSFUi99IROQj+tSe/0UxKS0KomtOt6/ fgq1ncFtpVZw9t8W0TrHtxfUlaofAZPU8evPcuBH6kL6TJOebyapC+qzkTFIPXJ9SBVIgxaC 2iiNmdiVb5baKML16fgM3EqVsM7Ubr2RjVJC7zykVtTPsBKb1H4/W51itvWWbUhtQrvKPDgh YMKSmFAH1dYPH0tnZtVX5y8fiPr6OR8uVXpm6cFipKBa+pGkEnycS0soAakfCKQ6BFIdAqkO gVSHQKpDINUhkOqQU6SivL/MADP1QkCqQyDVIZDqEEi9BfG96xLbrTTe00LqLfh9fGcSQ3ah lkoDqTclvFOVsyNuIjXemUlpZSak9F5Al+f3Ir2EltNPbLTbjr4oX1/KK0swtZ/BiVLrXB8O QC+2oV4iR0gVqeq0iFl+h6Q22lrGmZFk60vcQ+qhfxdGnhllUpdJKgvhMiK129Y2zpUoszcG Oj+DE6VKGKQqd3spcWimNjco/IjQsgCVtsZx5rQ//z2l8h3buFt5hlRViuMheCRjL/rz7ASp xnFWrOdl6dRuBi+VyiLUD0w8FayOuOaFNSBVh4PefJ4uHA3Wgvg8W3mTVPo5q9AeB7WbwYuk xg+jLnEJT0jVn2dvkrp97qQ0xkDnZ/ACqQNCiUMbkMBLpT4xTo2bSI27PavQlYGvChmtneUJ Ug+PU+cGUm1CefOU3vHV3V7NCgp0Phu4H9nbGVIt4xzjBlJjMJTCMZKkEnycS3k+zIi0CEte fL5VpbdZI4xte+McgdrP4ESpYBRIdQikOgRSHQKpDoFUh0CqQyDVIadIRXl/mQFm6oWAVIdA qkMg1SGQegv49WNSGm+IIPUW/OJ3aT6B8P5VThy4mVQ59aOPoV3xMjutWr7A3stIDlF7DKMv ydeX+8oSTO1n8BqpHPhRqZ12vXygEPARgQKNMVT999JZ4nktDPeQWqaEWKUa2rWWMeYpqd0x yDNYvNGiTO2zMHR+BudK3Tia+KW1sy3nNqmcS6XdIMoYlFnZvmYct4vld7ZUXsZ+khlApZMU RqVeGg9KjTO5+kjacWY9L0undjO4p1ReGqWvC8osWOF2Q+OAVIVzpA4HdGE82fqJMdDPWYV2 HGY58CW1t/tcGN88PXNjxbZpqRrs0PkZ3FOqJk8LdMI0qYc2Sm0+WyofFzdGrYC2d58y2hgG vtIYcSOVd6jyktm4GapZWdalP+eC+VpSdzq9sSfXMCz/Le4hNQa+KslMEaUa2q0U9cpghlmT loFl0TgGHj+Xo0IJaj+Dc6WCISDVIZDqEEh1CKQ6BFIdAqkOgVSHnCIV5f1lBpipFwJSHQKp DoFUh0DqLYjvXJfYbqXxLhdSb8EvfpfmEwjvX+XMiJtIjXdmUixZB+WL573ImQxcyhfU1n7a tBPHR1+Sry/ulSWY2s/gRKl1PhAHoCc21GsHvqojpJJY+unCGRAz0lniee3z30PqoX+XRghW hTx7yqSvp6SW6SyVCdsYVqJMuZ+dWQ5OlCoxSaoyI8p2Nqn8iNAyAJXNjXEMOe3Pf0+pfMc2 7lYiBIYCvZcseHEWVd0Ux7v9rByUahxDxXpelk7tZvBSqRxk9QNrxEBtgX0qoIKgJpCqwwHt LL0a2bPqaEAXxGdekyek0s9ZBaWvCLWbwYuk9pa4Ptmz6gmp7WeexDMzlT93UhqDo/MzeIHU 54USmYxDm5TANKlPjEHjJlLjbu9JoVs/29I98HUiw7b7zlGkHh6Dzg2k2oSGOzu94ymI+Z3O ddL4VTOimjm2fvpoUi1jGOMGUmMwlMIxqqXy3Z4WeTnjtlzKYFr7EYnPxqoUs7w3hhGo/QxO lApGgVSHQKpDINUhkOoQSHUIpDoEUh1yilSU95ZZYHo6BFIdAqkOgVSHQKpDINUhkOoQSHUI pDoEUh0CqQ6BVIdAqkMg1SGQ6hBIdcfj8R+0K+abNRBIKAAAAABJRU5ErkJggg==</item> <item item-id="161">iVBORw0KGgoAAAANSUhEUgAAA8sAAAAbCAYAAABLJx0dAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAA1ESURBVHhe7Z1NstsqEIWzLu/hbUOV RWQJGXicDWQHnmWcaaapO8ows+zAj25ANNAgIdsSyOerUj0jgQTnNH+yb96nOwAAAAAAAAAA ACKwWQZ9cJvu0819BgAAAAAAAIC9+Ljep+uHSwSwWQbHY4Lzgp0yAAAAAAAA4CA+rpfsyzts lsHBfNyvl+mOrTIAAAAAAADgOPJ9CTbL4Fhu0/2i/OQBAAAAAAAAAHYl2ZvstFm+3adPn+7T zf73k3pc7qFetXzmuFzNvh+MD729kb4v4ePIJYuszfeeUB/6/v27S21loY9C/AFBv3ka9Kcl W7Q0E3Q8Fz4D+Po8oOWj0Pzw+PxDa4d4zpGe3CZxDevFlyF1Rp/Ym2QNlhmQXD+0H4w4bpo6 C8122CwHw7xQ9Hvw2Dg/8MWLhDwfgZ/tngZeULZ4uabDhUkUg3cOLVL84Pnv3z93djvcRxMP 7Tl6BvrpOOTjNNgIb3i3aekXn8/7tQ18fS5r5iBQYo/5Zwa/WnspNFZ5fXncwkuJg6iveamP HDtejTsH3aawJxWbZSv4+sY05E/esqubYJdHDm5qPnAaXubv1m91hmD7yyJanHz58uX+69cv Hri+fv3qrqwl7/PFxYrfMKD/NrDd26dw6n7TyoNebNKSFhXTfXr2whO+Cg7uY8PT4fxT6itm DnqPmD8ipvHSqM6enphnTSbWecOc/yqJ+sjjPuV9r4lB5yDSzu9JxWa5Nfgb8idC6QOcvd/S Zvl2xeL7GGxneea3hfw28hW959SLw+2DML3V//37N3/+/PkzL1j+/v3L6XXkfZ77aCEm7Ldk z/5J6ZnZc4JVwKZK8KAXG7ScJ+Zn/xQbvgoO7mPD0+H8g83y/jGNMWWBPT0xz5qoD9j+ka7H qI887lPDfk9j1HihudiNL26z7EX2hxebDBfn50FJz28XzuK8VyYRShvgbNmln2Gb55YGRjAY NobkyxFJHEs+HmWH9Z9FjBbizf+0McozLNsGYVqU0ALFQ4sW0oPe9Gvk+tf6vF4ff48geWk8 kefTZ7kxIfqmuuL90LR5G3skNVjSJ/HBX5v7zcpyciyey3rv1rejT9q8IKJxxh1Bvli7fNyj 637+sxrmeeDr41BbV7ZBbbv3wGfR5iki1rQ0z41Hg36Cl84/pTWh3CxrfeA0L3LbPMm09XMr 62MypOmsH6SH1bE8HxFxf6hdO0dfaewnQvNw+PKJdlm8m+u8WaaP1iupL/kSyZ3cj/WuxoDS 9wrzQjEG5vw2OQysg21b+GY5a4wVNASuE9gblebntBh8+CEuneTNBOUjDyw1X2lgBLuiLQyj Y6lXuJhQB0a6Jnz+uF5NbIQOG3deF2OVeJN/dzA+1A/zvrIE/eQtfYtPCxXS0L/tn1H15w9x nzfYPlqojxtwrccL44lLh3unabodPWfB+6Fp8Ja9EG2eNVjSJ9FV6Te1cqp/nM8/sz02+6TB CwOPh6LP+PHR6kz38jpSMu9HrLU4YcvL58PX57DSV7Xtcg4ySdJVGyf5GV5fSip+D8tK/RJe Ov+IvBHGQ84beRl8yfvYqDR4slZbnzZzbtBOPEPNL2JeGWPmvNm1M/aVln5ixxXf5jimrXbl dRNhzvnNMqXcvsmXoXTQs6K36qlyTR0bDZynEAPpvUdBtKm8WeaGJmbLPJXGh42ULpQ2wKUG E3k+E1RJuTHQAvy1BA/sYbWPO+WhVOLHX8s23LX443Qabx219wFSL7NjoYF//vxR/z6MFi9U Xr7xZ9bo77D9Vp8UfJ/m/EvjCSdlf3d9Zn6Y8TJkjOvBaTFID8Sj3hJL422kD/lQGoeWym2c D0ZhsxdSJ4/Ug7XL7yfnOnp2dHtXJjqXaiyfC1+LPOZrxQP3OSu/wu+ReHSMevn8U4p748Oc d8nLwXg0phe1lelG7ULdVoxNJ+orj3ki5g9OuzF5aXxm4s0y4etCeaiPzHlreqf3lenaNYUs BhbydwvX27ahuFnWF8F286EKa8gXx7pQ+gDnFsfimVq+8f5m2WrGgVMaMJ4MBaofbEKnCfXo ImCXOo+7zrqFwAll0vLKNS4r85wC6idpv6xDi5H0rb7n27dvrNHPnz/dGceS/g59nLDY2LNj wOJ4QvD93Zhhxg8bs778ZM8TaT2Ueo1Jm7drx1uZ1sdex1K5xvlgbNZ7oWoj9SBvamO/y+vH q+iQgi75A19X0NDHtLYXtIy8WvJ7aMaZf+wc4j5rXso4H5pGT9ZoK9Oadso564U7J+aj6th0 2r7S4gnlFXEoNFkcnxlTPtks+3tS2au5x+xTTe+WGNBiwlCKgVL+7uF62zYsfLOcNs6axOfU /MLUilClziMX10S5k91MAORne6Y6YDwV4VHKEwM2vDkqHEsPUeNLQeaT9U/bUrhmO2+IqfFp mxjpJ261/6cl/Qul3jOVkv4Oq69SH1cuWkAmZc3JLFY5rswJ+5Nrn77Gk0HN+6Fp8Jb1XDfe Rum0nGSxXKpxZT4YnlYvkjFmreYG6kPagt2OsaLcoj/wdZkGX7W2l/SQOi74PTZ9zT/2uj6/ R39+pfpWWSsNRZsnMzVtZVrTLj2Xxrz0Jb0mqV0bmkZPnBf2SHVMtDdX47g1z8o2ywbnUVS+ pndLDKRpIr03pwtrklEQ9S5vltns2Lhow5fkTzclUVrLm2wcbX7zPKGmls+c5XqJbEOgt+UF 1IKydm1vFup5Fedp0Zh9y5GWr1zLFp1D0zYI//fff/y/6qBFS+nwfzv248cPW2iN/g7bb+P6 zH05Or8wnnjc5BC9ZU2emdVDqdeYrPfWarxuvI3TdqKNXmaZ65Pmb5Rumw/Gp6WfOU1lvGva yVg3cR36VOE57h5zX0g1jtLwdR0Nvmptl+fMZ3WcrPk9PC394vXzj6q1IZtbXFnZP3hdkJQb k7aY1mPWjh8+Ru18EuK82g84KeafLF0ZmzT/TtFXWvoJ6VPK6/Qpjc+MKV+K42z9VNO7IQaU mKjGgBZDI8D1tm0Qr/O8KdIYeS4ROMvvOoQ7LpMxQKRXHbOS8b3yQwZWXMfQyew91v4LoHO5 2VRfB/csF3TxcblfIg04Y1zOkQe4YX6WrEsItmJdkrr7+/rgDgfdy+sg78c3MZS00/B543Zt JquLwF2b28GZvAbpYdp4S/LLa6ZJsS66hr3GTQ49f50H9NO2/Nn1g9706/oTcdtrhx5LSXl1 gCcdZPu0tL9H6r3vOwWPXNkzeBvrYOqqjrclfeKy1gd5bp2uwb/4fnGffgcviFgDedhmJdfp ZNTPvMaOtA9eTFtkXvjqPr/KV63t8lyqpTmidsblV2ngyvSrHbFWv1fPP7IOsS5xGYe758X0 ozlPNv8U9HX6nGKsKmpL1QrnS+t3zp7W3550dbWHLG8fEV+PtU+urdHWlTnjXO6P0Na4LVK7 dM0fSeCgPPH5st56DFA7kjqIIxSP71tck3DlC/64e3TjK9/X1rnw25dRIOG8+JRMBbPC8HUW TRqllDPmBkGlaN5Am4o3vtY86af2ry/HZQyRiSG/DVbz7Oi6rIt9XtaR/L1nDSgRdOB0dK2k nUu/Gve80I49KbW9v7gBrcDbfoAX5wS+bgfaHcKss0tnwJf+eBdPzDPk1/0E11nW8UwM5Cs/ w54fe7PMQnqRwsEbsNkAl1c0uqkcIcvOaWEK3W82wRg0fw7ERjmKz3LntOtc96QT1cqUrtU0 2AUbyIdslgeKG9AIvO0HeHFO4Ot2oN0xaBpJ4Et/vIkn2t6AznF9z8hIvvIzbZnxN8ulwFVF d+mWcox9CzEHb1ZevKUw1+KyltWbZTLNnCsFAN9HGs5Uysi0/FzTYCf4W/S48fswUNyARuBt P8CLcwJftwPt9sfp4xfXalvhS3+8jSf2/tkG8KyM5Ksoc4JvltONo2NJ9LXlPFzGB3Ne1m6G jeCFv1No3SzzOe26q8fqMjItP9c02AlVkz0YKG5AI/C2H+DFOYGv24F2fQJf+gOenJOBfKXr frN9gr9ZNiLIDZcRhxtXE72lHEOb0aVOYjespW9K+VvUwmY5+wN7n0+ti38LFepjDS+Ukeno WkWDveD6LOn6CsaJG9AKvO0HeHFO4Ot2oF2fwJf+gCfnZBxfaT/mLw2+WSZcY/3BLZPnLuv+ 5dCsnBQ+yesONknwcZ3C7+Nn0rLpb+jNfS5ms+uvz4FQqgvhgiYtYwJnPkfHNKn1rmuwJ9QO oceuaG2X546OG7AdeNsP8OKcwNftQLs+gS/9AU/OyQi+mvJiY36CzfIemE3d4r9WFwu7CvVt yJvh3wydkhfFDegAeNsP8OKcwNftQLs+gS/9AU/OyYO+mrz2/wVuwWZ5BdHPnB3yt+wEpZs3 vWzcm2+WKaBP+ncgL4sbcDjwth/gxTmBr9uBdn0CX/oDnpyTR329TfG+BJvlVdCGTv8qnw2h c609yW2U/f3euiOSFqcU4AVxAzoB3vYDvDgn8HU70K5P4Et/wJNz8oCvtynbk2GzDPpACU4A AAAAAAAAeDmFL++wWQYAAAAAAAAAACLu9/8BVL1qMm52ulMAAAAASUVORK5CYII=</item> <item item-id="162">iVBORw0KGgoAAAANSUhEUgAAAPYAAAAjCAYAAACn4fdUAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUHSURBVHhe7ZsLtqsqDIYdlwNyPI7G yXQwniQQDDG8atuzdeVbi3sKEowhP2C777Q7jvM4XNiO80Bc2I7zQFzYjvNAXNiO8yd47es8 7csWqxdxYTvOH+C1zvs0ubAd5zm81n1ZN9+xHec5wBF8WeG/fhR3nMewLfO+vvCTC9txnsG2 CCG7sB3nEWzLRF+Y6TKHLfwSLmzH+RP4ju04D+SWwt72BY4Yyxb+tY4f08RfIiC1flBm/BbR uSf53PYlckj60rzzb8Dl8er217nqH1IRNryLsz2Vjuf4gbCPiWSn6UEz52JgMnFb/RDsu8Co zv3I567vjzLEQmAlNCU9jxn65uM17C9z1b9egm3v+7cQdmXFMBno/1r3WTyQKdjYRzpuC9u5 LduaLdycQ1NHEpUXeZWDKCQjZ76dS1f9axPGekPYo6vJQP8eYRsrktVvW783Oc7voW+GO5LI zBnKq/yUZ7YBbWFj/hknQRyvQ4hX/WvzlrCDqOg4QYUfMK6o3J4ct/vTw8n2Q8lNYQfb1lEc 7tsRZOcuGDtaAVM42TGXCbmpxzTtTyhxd4oauepfm3d3bCW+80BR5Oy87q9XInqoWLeEDfW8 6AAU+nUG2vk8pd9dUxnN1h8Kp0/YSBT3gG/IfYRtOSX76P6CIwEqwlZBYBHXj+IQlIFg/x3U ovgDtAhD7N9Nqu9w/Dllm27hFPLStC8ynmdX/WvzIWEHodmrDQ1uOBhsYhs9VL+woTUkv7in 1e9+79ghZiSwwWR5FxQ1JwALXP7UOJ5UnwfndsQPM2cor9TiYLUBds5ZYJwgB3Gcgfm66l+b j+7YOglCclCb2V8sBMPCRhNMvOOhy5Ox7et4ZP4r/Yl1FTFHGj1ng+hTwKn0Dgy5kSUo+LU2 TO34hWSXty3FuS/+UdSxRvHqnLOr/rU5j1Wj+Y5d3EEtsWpRDgg79M+Tw+oHrUMP+Fewn+UL nOZRULv2K+KGkRchpgK0qFjxw/FSe3lRK9onlKgZjFnHvF31r0RYTNGvgn8FDmHDrYOQeSDd BiVzXPcPTnPfeYFVWdS7SnrifKxzkQ+Y+3jsBBxEcT2LaMEuJT/7EO9lJuQMk86f2SdlFzGF ne4lfRHHtJIvynceNy2OqeBYHAc5Hg0ClGL3Hc7+xZIciv5kceJn5yLiE5HjZlNMtO2vcdW/ Ou/aCmHfEUyEmhBEoEmY3LdgB4sRBzEXphAHQMFOyReSUQbd+lIotwGyheLon1bo7Lr0Jdzv EKESQybeIw5Uz66VYhfrzq25t7DNXTQmvU5UqsdEHrFDpG2qC7HheEm0IKZsxwmchI0U7xXb rOvkuxQ6ULMpXavFwLk99xe2ISKiluAjdoTaJU/2YteGa7ltoFvYcZctLTLhaKaEXbORdfm5 FgPn9jxgx9ZJHqkl+IgdQza8s51tg3BB1IX/QWVU2NRmXY9+dNvIuvxci4Fzex7wjg1Ck4KB hG3uXCN2BAqnJYIgrtJPPua3pvFe0ibrZ/oSfRf+ZItG7bmza5UYOLfn5sJGoqC4UNbKNng3 3qKAuE6527KTglJ9Y9EieK3L8R6e0LbnL6zmGY/X8XoSWskXhMWtbOJunsoCJwhZT6UWA+cJ PEDYvwCEpP+CgkQpd3EQidz9etC7q+N8CBd2B9b7MbbJHRvrwwJ1YTtfwoXdhTr6QmFRk+ix bVSdUdQ8novb+SQubMd5IC5sx3kc+/4Pr31AiMcTO28AAAAASUVORK5CYII=</item> <item item-id="163">iVBORw0KGgoAAAANSUhEUgAAAiAAAAAbCAYAAABFqzRbAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAexSURBVHhe7Z2LkesqDIa3rhTkelJN mjnF5IBAWBICGydx7Pj/ZpgJbyEJod3NuffvCQAAAACwM0hAAAAAALA7SEAAAAAAsDtIQAAA AACwO0hAAAAAALA7OyUgj+f09/ecHv+e99vf8y98rsr0yGNf4zHpddOyvD8NaZDGtOUx/bf7 81/uWc1jCnNvz/vwxB5rzgaOA9vL+JMq0kd640LZ4ofgR8Ddfxv/7s/bFl0ipr/EDgnIHECL Qq3RqP56MI3Jxy0vyomIDPTrDDonSd74f/fbZsdgmVjG1xk9G/gutb2iP2m/Z//TQa0eF4lj p7AquB64+2+D358NukRMfw2RgKTAt/7QA+NtdulkjcmQr2SSyXCuPEPZbTjXND0n5xGIbE9A onxh3XjOd/7UujVzBx32uwtuYpHHyKDmJyDg0uDuv49NukRMfxWRgHQecJeB8VahTgJCAfYV pfeMNmTQmIBEZ0rn+wsOJqdtTUDiPHpQnLO/xIWctU1KAKyttrPfXfATi7TeUgLyuCMhuTS4 ++9jgy4R018nJyD82HLhQM6BPZcSAP3xFCRl+xxltUKXEpAynvfpy1PtS2uLR6EyqF5H//qM E5D4Mc2T3weJe4lqoKUjSRzD560flwTLK9ZTG5l9uK+cbeU8KV9Tz1eGdcHls3eBxhmfSXOd +6HGhX1dXwNHpekT2Ydw9/eF/3wiy6w+rbs6Xsd+xPRXmX8DYgIjH3JWaj40H9aOp7oImjLJ sGNtApL7aW3qy4pVyhuRh5Wf66ovzqv3LrLFfk5AYi0HDd431tXYnkxMPNM8KTu+PNssb9GL 0lFatyzh6LY3z5Wvqefz4wUWVYQtXDyf6NnZjqc62yDg2IvHVo8Sldoe7jjrZ+C4NH0Cd/8b UIwQ94djRtJz1BXrMVbN/Y5EHYoGxPRttBMQOow5hBzjGSUzPwBaoXptHpOLDKbe2qPytPq8 vUNRBhUJSEQ6p0pAlmTKxPmyzjKoNld+4YCtx2Zp3kYbXhqrlxf0uHQXKLEwtuVkY/ZJb1wI cC2fODQiYOaWTzPbIJWk+/RAeDbrYdeqyooFl3wi1XH3l9hsC6knRuqDdFevJ+9j3Fstn+eo NqtjuS/sSjQTkBQEzUHzpSVDOAflwEltpKisNDtW9nk01x6QR9bl557hiToBobYYNMP+9yAH 77EoUyTvLR25FH3Apvz14yNYmjdoQxAwetmixzQnt3Xugm/b2d94SW/c+b4DknRGvt+9g+8j PhR8F/nBGv+Xce9hrU/Iuu8fmaV5uPsurm6kPpbeiDyW/NgWqdAl+8CuS78BsQdJB6U2d7xQ TO+CyT4PT4mj8si6/GzlrPASkEBeQ8mwJFMgOgwHQEkKhkKOnvw9mRfniT6io7MfYfNPRozV y6gerb2oPpKA8BnmO9IOWI+QFNetR6YbfN+KvouKvX1/wCdU3c6TLM6z5/v9u78KqXtmrc4D iOnvY/E7IFJJKnCY8dRnA2brgnkOIHGVOCaPqqu+vI4MgEGe2aGCMVvBsTL+Gpn6Tlb27ckf ZQqfbXY9xbndeYM6A4lKL5+7C2qdTBqv7e2NC60k19ns55/lA/T8e2ffVz5g61YWVcfdfz9Z pzI2e7qTPspvBI1DTH8XcwJSDiYPJ9tCUUHDjmejpnKbgsFEvVkqTel1dHdDnpwYlBL/Ox6y XgoHAL0Hy5CCwtzuGTGOWSVTdoTUPgceQvXFOSGjlmMf3lwjM+0j21rzWjZcr2eVnNFY0a8m NuaVS8F7Zv+ydqMSdFHWYD808yp431b/KPIcvKY+20fugixFr3qtusgzN/Sf1ziK3VTAZMpe UhZxb1qyGNl5XXuX01qsB7keLRJo6e5dsNx5fdcnWndYz8XdfwdaB7KkY5n+2JjPktpYxxnV Fwpiuigdu9JnAArR4cTlqhwtORT1k7PJS+HMC4F2dkQZRNjxU00/Ssnp5T14TGJt4HAeu1UJ iApa8/jyK23VL2VJ+83BNNXL2kUHsTLrgeqqr6W7XL8MLT3g7p+b49oVCQjQqGA/FwryNjBT XTruynkRObfUhTPH9YrzBseWDxaoOZHdqgQk0twrt3n9JLsMgIHenFZfTwdX4kQ+BAY4sF2R gACNchKD66y5PjKPSBlxCfLVfJExhz49F1ScyG6rE5AYpEJbK+DROjYB6c2Rdfm5p4MrcSIf AgMc2K5IQIAmOk0V1DNLzrp2HkNzOLOu56aHKjgq/odry5zIbqMJCLV5/VmO1XNkXX7u6eBK nMiHwAAHtisSEGBIWap6IIJTLf5EOTKPiA/FUnBJj4n+UhTwOY/d6LsdjQREzlHjXFmy7EIe ldz0zq36Ojq4FOfxITDCce2KBAQ4ZCfhQs4i227rvtVdzZMOa8bmYoP+v/s0/00RLHB0u9m5 9u/FYZ1bSCC4vwS+liyRHCTtnBAoS1ssU/ipS9ZL6enginh6kG3f9iGwjWPaFQkI+BLh4bgX z03QIyQz6ODQMvsGB+BDdnN/ogK/Ce7+bzJuVyQg4Ct43wOIbTJbjnU8SMfiY3ZDAnIZPuZD 4KtssSsSEPAlzK/Oxa/qyJFjGyLQAfmA3XLywevB7L8O7v5vMm5XJCAAAAAA2B0kIAAAAADY mefzP39xSx2HlF7rAAAAAElFTkSuQmCC</item> <item item-id="164" content-encoding="gzip">H4sIAAAAAAAA/4xSy27TUBCd8dvOq0kbktSBPGh4bBAxLKALVKIKsSgghRWrynVM64qQ4Lqo YhXxI2z4hIo9W8QvoTB3xgmFFRONZ+bcM497M0UAQNLXpB77On2d+MM4Pk5m701Q8pDUncwi wQzGHivaNHp1dBpHGSMw5nyNvtbZyXw0uxD4gNQmYLwmviAtWwBPaqQ2QGPzT6zkUhOrgabz dLV186dZliZH51mMzNglrcBVMXb7f8UmFzCyNI59BgLS0pxdK2h9B1iYdvCF7J7liLVdsY4n 1i0E1g+AkVcMNGqWFSgTzSHcgyE9wwMqF5g/qU6hLOclAB21Idyn2Ri5JERDVM+IG4x88xgh BlS5ycKtBeomoypBm+x+rvKQW4Hxi86dOidOtlTiG4BrHH7l8JPiNaSO3ZShGy2xzW0mfmyt GvoywDqGtiQ2r8sAbYJuyABtHqAjQYODrpCtnlTv9sX2bkqXPld9BLAjXfrrLgNJ7N2SLgOC bkvhARe+I/fpru5zlxepMgkOj9NwfnL4dpZOw8xmbl3tI8P7YRbK/7wNq50h0fOtrufrgRx5 4UVy9ozryA6r+x1gzhVZ0g+w/f/oqridpWEUB/s6H/k5sYMbgL7iVWl0RPRpvmUHNfR1Qjuo o28sFWKgj7AkxyTOYo+OLMVRJWzmkOMojiK7qo5K94jD6QXicHqROJxe4l7klJlDTkVxFFkm rrw8n8ZpEoXv5E0cnvw56QQS+un543n5g/4jxavBbwAAAP//AwDvzZ/qRwQAAA==</item> <item item-id="165">iVBORw0KGgoAAAANSUhEUgAAATAAAADZCAYAAACnx2wNAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAz2SURBVHhe7d2LkZswEIBh10VB1JES qIZmXAzR8vBz8YG1wrvi/2Y0kzg+WwbnD+Ic7jIAQFAEDEBYBAxAWAQMQFgEDEBYBAxAWAQM QFgEDEBYBAxAWAQMQFgE7If69jK0/fwbALsRsF+5dkNzIWBADgL2I33XDR1HYEAWAvYLfTuG iyUkkIeAHe46dN1ULQIG5CFgR+vT0vE6/5KAAVkI2MEkWpfL82iWogHYpc6Ajd/ha25HOp9c u+Yek6ZLC7ydVp8rLRWbz4/LERiQp76A9e0cpC0B64f2m2gtPjyXxGk5shojqZSKgAF5Kl1C pjBtCdj83cA82nO93rZxPgB2OXHAHpZ4lzZ9xQNZFr6VTe6vPabyXHJk9nRkNz0XR1uArXMf gc2mE+tKhB6Ks77ce3+uccmoBGzLyfopqAzGOUYuAjbTzlPJbRKdz+eq7AMWUdR5C+b+GwRs 1f6AjV+jnNBfIrZOea6MJSQBOx5z/w0CturLgBkdgaUvHJqn82rb50PAjsfcf4OArdofsL5V jqIeqrXnHJiQ+y9HbtrydA0BOx5z/w0CppkvUyMbR8a9G9My7ra0W71fsvW7kJ8eY3k++TNl abpG7h9R1HkL5v4bFnOP++orRcCOx9x/g4BViIAdj7n/BgGrUOQ3JLAHAasQAcNZELAKETCc BQGrEAHDWRCwChEwnAUBqxABw1kQsAoRMJwFAasQAcNZELAKETCcBQGrEAHDWRCwChEwnAUB qxABw1kQsAoRMJwFAasQAcNZELAKETCcBQGrEAHDWRCwChEwnAUBqxABw1kQsAoRMJwFAasQ AcNZELAKETCcBQGrEAHDWRCwChEwnAUBqxABMyLbsfRAFgJWIQJmRLbjv3/lBvspGwGrEAEz QsDcI2AVImBGCJh7BKxCBMwIAXOPgFWIgBkhYO4RsAoRMCMEzD0CViECZoSAuUfAguvby9D2 829mBMwIAXOPgEV27YYm7UACVggBc4+ABdZ33dBxBFYOAXOPgEXVt2O4WEIWRMDcI2AhXYeu m6pFwAoiYO4RsIj6tHS8zr8kYOUQMPcIWEASLdlxj6NZipZY7FQksh218FgN9lM2i/c6e2H8 bmBzOyrabfXr01KxmSPVdOl37zgCK4iAuUfAcvXtFJhvA/bh6yVOy5HVtWuGy2upEgJWkGxH LTxWg/2UjYCZ6Ic25whM/frX27Y/BwEzQsDcI2AmlLjIsvDtiEmWhFqElK+XI7OnZeO0nFQO wt4QMCMEzD0CZmLl6Egi9FAcbbk3ef/6ccmoBOzxZP0a2amfBjaSbaWFx2qwL/6kvX9fRy72 woflnYRIorMeL2EfMBiQ7aiFx2qwn7IRMBPrARNLxNYpX88S8vcImHsEzIT9EVj6wqG5tOlP Fp8j+YiAGSFg7hEwEytxyTgHJuT+y5HbuKTccviVEDAjBMw9ApZrvqSNbEgZt8Zs/S7k2teP pmXj+GcrH2TVyP1hQLajFh6rwX7KZvFeZy84Q8CMEDD3CFiFCJgRAuYeAasQATNCwNwjYBUi YEYImHsErEIEzAgBc4+AVYiAGSFg7hGwChEwIwTMPQJWIQJmhIC5R8AqRMCMEDD3CFiFCJgR AuYeAasQATNCwNwjYBUiYEYImHsErEIEzAgBc++QgMllYeSJbuPhkgtPf7bjigtYJ9sSBmQ7 auGxGuynbBbv9Y2PINe80i+J3LfbLtSHbQiYEQLm3oEBS+afgfh0zat029tls5CFgBkhYO4d G7BkWjIul0pOR2XUyxwBM0LA3Ds8YGO00pNO14l/vOY7rBAwIwTMvR8ETK6i3IxPzMFXGQTM CAFz7ycBW47CCFgZBMwIAXPPX8DmE/23QeV2I2BGZDtq4bEa7Kds7gJ27fv5s2ByH86RfYOA GSFg7h0esOX8122sfHh1/Wco4i8EzIhsRy08VoP9lO3wgG3y8gNhsQ8BM0LA3HMYMFk63j+Z f73yEf29CJgRAuaeu4B9+n+T2IaAGZHtqIXHarCfsrkLGPIRMCMEzD0CViECZoSAuUfAKkTA jBAw98oHTJ7gdaAoAmZEtqMWHqvBfsp2TMAesdOKI2BGZDtq4bEa7KdsBKxCBMyIbEctPFaD /ZSNgFWIgBmR7aiFx2qwn7IRsKDu/yXr/XLcBMyIbEctPFaD/ZSNgEV07YZ2rtYYspcP+xIw I7IdtfBYDfZTtnIBkwf+ayBf3779oBQCZkS2oxYeq8F+ylb+CAwFXYeue/+vVgTMCAFzj4CF NV1TTXYgR2CFyHbUwmM12E/ZCFhw08n85ws/EjAjBMw9Ahbe+5VrCZgRAuYeATPwdJXZlSvM fnTthkb5OMR4jqv543GViz8SMCOyHbXwWA32UzYCli0dAX0TrcXth5i8B0yujbac33r8uMRT MJXrpREwI7IdtfBYDfZTNgKWKwUo/5qLz1ehnbzept1HR8CMEDD3CFiWhyXe609QkmXhW9nk /lqElDjJkdnTkd30XFtiScCMEDD3CJiR6VLYSoQeirP+k5beAzYuE5WAvX5kQjMFdX1gI9lW WnisBvviT9r793XkYi/MHs9TLeQ2ic7nHxNnHzAYkO2ohcdqsJ+yETBTKUTKCf0lYutYQrpE wNwjYKZSiIyOwNIXDs3TeTXlPisImBEC5h4BM9S3ylHUQ7X2nAMTcv/lyE1bnq4hYEYImHsE LMd4lHQ/mfjUl63fhfz0GPOycfwzZWm6Ru4PA7IdtfBYDfZTNov3OnvBGQJmhIC5R8AqRMCM EDD3CFiFCJgRAuYeAasQATNCwNwjYBUiYEYImHsErEIEzAgBc4+AVYiAGSFg7hGwChEwIwTM PQJWIQJmhIC5R8AqRMCMEDD3CFiFCJgRAuYeAasQATNCwNwjYBUiYEYImHsErEIEzAgBc4+A VYiAGSFg7hGwChEwIwTMPQJWIQJmhIC5R8AqRMCMEDD3CFiFCJgRAuYeAasQATNCwH5Dtsue kSn/EWCKgBmR7aiFx2qwn3R7t3sm9oIzBMwIAfsNAnZuBMwIAfsNAnZurgImcyk9SpHH1v7C WI3Scy85SpLH17bX2shU+NVgL3cB0950VqPka2Xu+ig5b7F37pkKvxrsRcCMMHd9lJy32Dv3 TIVfDfYiYEaYuz5KzlvsnXumwq8GexEwI8xdHyXnLfbOPVPhV4O9CJgR5q6PkvMWe+eeqfCr wV4EzAhz10fJeYu9c89U+NVgLwJmhLnro+S8xd65Zyr8arAXATPC3PVRct5i79wzFX412IuA GWHu+pDHLj20510bmdKzwRMCZoS56+OI7aLdvjYyFdwL+AYBM8Lc9XHEdtFuXxuZ0rPBEwJm hLnr44jtot2+NjIV3Av4BgEzwtz1ccR20W5fG5kK7gV8g4AZYe76OGK7aLevjUwF9wK+QcCM MHd9HLFdtNvXRqaCewHfOF3ASg7tOa2G9nyWQ3tOi1HysWXsffxM6dlwrOvQNZe0n9NouvS7 Z6cLmHa7xWDu+vC2XTKlZ8OR+vYyNN2UrWvXDJe2H3+92B0wuX/Job3prEbJx2fu+vC2XTKl Z8Nx+qG9NMPcr+T197L/d+6SM73Z9wzmrg9v2yVTejYcpm9flo3TcvLxIIyAGQ3mrg9v2yVT ejYcZVwyKgFblpQjeQMwGGcZmfIfAZttChiAzQjYkTYsIQFsR8COdO2G5tIO9169n8QHsB0B O9hfH6MAsB0BO9znD7IC2I6AAQiLgAEIi4ABCIuAuRT0PJl8TETmHPr8XuCPtozf5ZbtH+g7 27c5fzdvAuZQyO9UyhvxNk/5eEh6QwaswLi909yjTX2ad7SP5Dx/kPv9g95/I2Du/P0fvj26 9v3TG++bN+PPpQi3XR/vCGw88n38fGEUL+/tL14HAfOmlk/ry+sINem0nVvZ7tG29zzf9r58 j7TZZbWxvN/l13vnTsCceT9yeT7MjuKbN+Mv9e1yJBAsYPNRS5uOgEW8peS0vb8NLwFzpoqA PZ0PCyBF4D7dWAF7f79M5x/jbP60vdPRYztGbH94CZg34ZeQMt9Y52PGZcy8/HocEf7RiP0P nsz1Hq1pP3AOLLbx28px/8P3fSkWVbB/MOYl5H26geY/vtcf3y/73+sEzCH5l+jpW8tB/jbJ XJ+m+rQ0iyJYwOb53t4jb0fwnk3L3dvR4luM/0bAXJrflLKUCfJm1JdhsZaSk2gBE1MIQm7z 8Shsmfv+o3cCBiAsAgYgLAIGICwCBiAsAgYgLAIGICwCBiAsAgYgLAIGICwCBiAsAgYgLAIG ICwCBiAsAgYgLAIGICwCBowX0luuSTWPMBcFPDcCBvRd1mWN8TsEDLiJeDXWcyNgwCzSzx/A hIAB4uWHYVyvrCEjIGCAct6rn3/SNXwjYDg99ScqsZQMgYABCIuAAQiLgAEIi4ABCIuAAQhq GP4DlQFHB1BodmUAAAAASUVORK5CYII=</item> <item item-id="166">iVBORw0KGgoAAAANSUhEUgAAAR0AAAAjCAYAAACpbd4SAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAYwSURBVHhe7ZsNcusqDIWzrizI68lq spksxg8JhCVZYHB805f2fDOeKeZPSOIYu+1tBQCADwLRAQB8FIgOAOCjQHQAAB8FogMAiHk9 1vvttt7oWp7l5vtAdAAAAc91uT/Wl/ychOcq3YHoAAD2vF5FcDLPBaIDAPgUzwWvVwCAz0An HHzTAQB8lvJB+f7QL1zngegAAA55Pe7rrX5Yfg+IDgDgmAu/60B0AAAHvNbH/et+eyW/58/G 84cpf120ovrhq1x52JG/M8ht2va4+jNHTXpa3O7rRa/GhWv/huKvY/JnxKn6D+hcH34l0XV8 6fjbnPo3MSx7rpGv2kYzP+fqgG2u3ci++IDobI6thvvNJ4a/+c5ICSMfuyR5lmcwf5dNGKP2 FKSxcfaITVd9kEsjTq4N9OD4qBzk8oFjvbBsza2g1KuOT3m2pFYZGefaOCobor3F+05syG3P zZ/7jua1Ep3ZI9RE+/I0qG296CTyhnznFNBxmp+/S1rXsqwLC8/envOiQ/alcV1iv83U2kCb nM9m41CedmOVYtpyfHrY7WrSeHX858PlVp7/qhO/hgVtt45g/x6ut0Xguw5KdGaVbqL9gOi8 rfS9zTctOuT4vL7tSZA5KzrUj4MSrP0tIDoXUTa92nQ1Zi04lpQjY/5/Lv24t09W+YG1q6HY D4hEKDqcN86e6N4Qp0RHNphcssASCLlfDY/bi3DUSxzoN8aR6NT2fuPH9uzm5bFzXzseD5Kw 41hnpToWHfox9/Pv6aqYaPlIQ21kvdmufYDEXjWemcjNI3V1bYP9tH1NP/9RTLyTT8JYCs6v tV+LsfHaQ1CMVHzI1u54G6Ho8B708ZYcLMVhsu2TopOoCVjKu4GKk8V4357LSki0sPi2XnRK PY+tnh7WKTP2yCYqZVNH/fZzV9uoXkSHSkXQZF4rOgc2CbSmrVMq+rVt9la/GB/lcesQgW97 /UL7mn7+TrJPO5fyf5fqlxmfFL+mfs1p0rhbHAIojj5vdhThGWq78T2iExml2/j2ii0B7Maw Y0ubcmmnRGPP2tOqi+ZOl9mYSnQIWQ/1N6JzZFOB+uuy2GDuhfYrIWkl2VG/kzH8m9DmIX/J Q8D57gDOk4Yzj1+t+vUbybYJwSGGRed0PlwkOvkJ752eg8GDBwbmPuUeL6onOh0nN8eesEeX 9c+9DczsRYfv8ZNsWR9KdA5tIsrcIm7msgts2h8mjXDUbzKGfxkSDb1xWERmNjjlVujMvlBQ nMZiQLFL8aS4TdgV5g/H3u3B6N4QF4lOFgafkDlh+V7YXiW4Fpaw7ZzoTNujy/pnb+eOSHQS ZQxjw5FNCQp4FIx8elJ29Ozv2XzYT9UxHZ99MdmfnetwkTZuGbrXyxVH8nc4Tbrf3JC+LsXk EU7obKHYDQpP/NDKQqHtjduNsB+rx+E3HZ3sxijXnuuUkJiyH5s3w6ToTNpjyqaujKOdawKf gttyPNut7RqxqZG0xaY6b89+sin97E9GC/Xt9pv02Z8mzgtT7kG+bLRtvjqVfLJXlC8N8evM qWme2Mz6co7N5ML24GzY12ATnTR1TlC9cH0vXcZw375sjHLdl7SRVbl57VZpx7HVDXt88Ojv bHS5XhJ8O4fYkIVyux8FgNoM2VQ2dL7vks7UUZ90GtJtn1FfZzPPo++1+rViOO5nI8jcVtWb jo1+VdxkzpJf4aZLvqhjSB66fv+Mlq+IUhfG17fVJNuDOp9r9YqS7jQ2xltObGg7Zqc+21eJ DgAEbS6VnDvBUMnLoqHFLeiXHgCSmFY08niSrJzAdXPmDa4TefxDK/i/A9EBlvD0UU4tVYBK Wy5rARrsR+i+taxEicarIhSfFsB3AtEBFrPZHaHolPJMPyafZuor2K6/Ou2kOtsXfDMQHWCh zd/6dnIkOqP9BO4jp6J93/zKRf8H1xgXfCUQHeDIJwxz6kji0H69kvJEP4a+6RyJSfmOtFMr 8M1AdECA/mgsm17fu4/9hm3XTwuPa1uu+rpVeD0WfED+ZUB0wA+RTkb+r+D4RKRPP0mYWt+J wNcC0QE/gv0VeYbu6ZMOlfFm9fuA6IAfonwDCl6tWJDoHhTnVwLRAQB8FIgOAOCDrOt/B0Ah /CnFfRUAAAAASUVORK5CYII=</item> <item item-id="167">iVBORw0KGgoAAAANSUhEUgAAASkAAAA5CAYAAABqON2tAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAlgSURBVHhe7Z0Nduq6DkbPuBgQ42E0 TKaD4VqyZMuybCcUaML99lp+r4l/w4l25VC4/x4AAHBgICkAwKGBpAAAhwaSAgAcGkgKAHBo IClwUu6P679/j3+jcrk9fqRl4X4N2vw8blfbth33epfT0/kuj1s32ePxc7uUNnWcyqze1tWy mueaVvl9QFLg1HCAdkJK4rm0AXu/BkH+c3tcmuAmEdV+Ofjbcfr5aK5gbBaiHdeJaFo/EGJ3 ndquXeO3AUmBUxNLqkUzjSibyYEuQf5DeZWF6lr5hPOJ7C6lYRZXJ6XSb1F/v/fSSfV1fEIE FV/UVwFJgVMTSeN+s8cSzBOR/aT2YaiTfJwEYinmOYpEWFpR1ibnVvUB92tblzPD786gFEgK nJpeGkkY9piD32Y5G6F+gdgiSfE5K5hmK6dkkbHzVvUd7pqk7SXJlQXM5XuFBUmBU5MFoYEq xQY0C2GfpNox2+AP5/OCeLWkUvtm/XpN6Tpzc30u9p2igqTAqekzG5d1PCEpRYVk+/bzBe0i CUlGN5SUrXf4rV7YX64zzsTODSQFTk0kjfCZ1FPRmzOUlaS0XRFH9HzJnlvVNzjpEpGk5Doh KQAORiwN4v64ScSHf35goDFGwU19bd1ovnaO/t27tt+q3pCE1GeBgZCGkjs/kBQ4NXFwewlo puMCO0FyGW4FKfDd2NF8fM5na5TtlHaBVFb1QrfVE/KcNZtiSUYDfAGQFDgpObBZDmHx2yEj E1M6cdj6RkaL+QJB2Pkif6zqeU4nREvO3kbzVzFTqSJWIZr6pu+gH2dq1E9fB3l9/WvG5ZLk rj/rv4PrtwNICoCvg0RjMrBOMFkkXM+SsdvUoN/VishKRoWXj1i6RapZdtZ/o6xwBSQFwLcR ZjeSFRVhSVs+tsLa2I+wfcuxkRiNZ7e0k6xwBiQFwLfRyMERSkqO9/RjcrZUtoRdf5NNpbq2 73YgKQC+DZLF6NnPSlJb+yncR7Ouvm/eAiZBuQ987wGSAuDryBlMk9UkmYy3e3q8ox9Dz6RW 8pHnYJ3dtgNJAfCV2IfkKgl77vK43bN4yjGbadXPisq1lVK2f8LP7frUA3Plg5ISSwcX9RvL Wpq3ZFPJw+YX8rkp3rHm+B82l+fe/QDgb0jxcXNxwBmXza7S/T56zrWRz2dSvIc1wah72l9e iP2jPJWVfcv1Vx58w5rbt2sJFSJEBc5Bfw/nczaTouPf5iB/L6lElspvgnOSLY0e+O3hDWuO /oF1rT5djslSq9fljwF4N/1OQ+9dvr/p3AtuyENISi/o6euZiehNkvrtmkNJiWy3ScqLeSLq t6E36fPv3ACwwkhKb3JjR7rjdWujARAeUwC7ftayNnJWAV+kktdTA8BZWwK8GLsUGtsEbCep dhyfmtZxTOBtktRg3MH1RJLKY8bzlMIT6lijEr9m4zW99mMMALwSkZS96SVIbGD6QNfjW/7/ vt9gHMIfy1gcsKUvFRscOdiqUCT4NMib9dVr4eOmjvr1c5d2RhrNV8rO1pxPxOMOP05ATZx8 gjZ5nMFrZ9dO+OPda8qvae1P05n+G/BvXHTFDg7ARmomFd70GwJiVleOfaC5m9dmFL4/wX2i AN6wBvtzNHcqLD9pFwbSas0bxvXDjjMpK+NKFcBGST2xJu5T1pRk79b3CaI1o/x/C98T/L/E 7KZ/ti465uCZ/Ib27RM5eJ2kKIhSuzDo7LH9uQnCAGnLL5BdwGrNs3GD6yEiSaWzOUM016ri KuvfI6mda9L5da6+HoDPcwpJ5T7unEiKz83mtD/zOF52AX6+1Zpn40bXk4glRUORpGQuP65d x+yaiSfWROR1PfcxBmz3wDvYJql0u5ashavMb/dVsPjjVcD79swgw9Agn83Z1Mk4Vg5pPZqN 2b9Lo4Ar267Vmhfj9tdDp3tJ6euqwZyP67zN8eyamf1rysgzvbgSgI8jkpIbk0sKguDP5e1v ycs13eylvpb2QXp/3JUuEOw6fBCpqKRo8LFAzPm0NjtGLRrs7RxlDRK47Xk3ZzkfEY0bXY9r 50szftvWvu7Nu7Asb3/c9x+vqWX7xxh0zv1ZFwBbqZkUAEySmMvwAPhLICnQQFvKKLsC4K+A pADjn4d9L3m7236Vri/1OWC3ZfYFWefbgaTA/4gqHHUxy7kRjT5ns6KK2hHUFs/j3g0kBQ5I FsX2pG5He/fOZigfaVPe3U3EkgKfAJICB0S3ZHK4ZEf7LZKS8VaSav9LyeBdQFLgYPhnQLqd 0m2YlCKMuD1LxZ6vVlpKKvddbffSvJ3cwDuApMDxcCJJJ1hQNbMRYakkfHs+NpKxf4wbSYok 1pT+OVPYDpL6CJAUOB5eOiwZJw7bxrc3rD6YPc6kVtu9s2ZSTvAfwH9cKr/2OQOO/s08kBQ4 HmG247ObfJOPPuajouFzq0yqC1jdWtY5o3bneyZltsYfkpT9eJnKau/XekNS4Hh46chHn9ob 2vwmDtsbqe2WlAZU3TKO2tE6btroJIyv5dVMsqXgF8sISAocj+4GXmQ2kXi8YJ7Y7tk/bI3a pbO8ri2BdiTia3kDMxFBUuDcqJSsmOy5VJog8+3NtiaV0Qfip6VETztWX0zG5tZYn2lpRmHq m+gc9CuBrGuQuSSzbMv2r4AOJVXmsmupoh+uxa1dxy2iL4XG0tfBjseDJEavHSQFwIugIJsF tQZqqrPbz1G/4dc8m0BPtMLJgW79F30FdCepRnq1fd7yprmberuWPF8ViohGx25EVF+HXlKj 1y4fQlIAvIIwu5EAdkGXjyUo9/QjbN9ybMRB4xUBJTFYGQnzTEqOCXsuque1W2klZn1GdbPX IAFJAfAKGjk4ZsG6px/jspeuv8mmUl3bN7NZUpL9jISZt3ROUrM+9tj+PHsNEpAUAK+AAq0L WGEWrHv6KdxHM46+b5bQ+Cug90qKz0X1so7Nfeyx/Xn2GiQgKQBegnseQ6TgW2YUe/oxJIFx QGeyKEZfu8PPmgaSsn2aduFaZO1mPY0AZ9fd1E1egwQkBcDLEDlo4Qi05y7hV3Ov+1k5uLZS NKCV+Cugfd/+YfXlQls4qS/SGK2FUFG5PpJllfLs13onICkATkWSgv0vhhAsGJtdpYC3WckW fNZzICApAE5E9DyJztlMio53ywaSAgC8Bre9SkUFxQKjc3tNI4LS8Y4mKkgKAHBoICkAwIF5 PP4D0OmL77dBVC4AAAAASUVORK5CYII=</item> <item item-id="168">iVBORw0KGgoAAAANSUhEUgAAANQAAAAVCAYAAAA+asAJAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQZSURBVHhe7ViLleMgDExdLsj1uBo3 k2J8oA9IQmC8sXdv32re412IQYxGGpzb1xEIBG5DGCoQuBFhqEDgRoShAoEbEYYKBG7ENxrq fWzL63i9nLHutOYz7KuOi2H3Yy2fr+IJzsjHjflaju1Ny/4cSOtlS5/6eG8LabUmJX3UNXJo bWWvLI3oukZXSv39b6h91cnBPBE/EfIMWSAWhsVa9yrMR559gDMUXe1n8/5FU4kG7mrKa/pG QnQuLBEX+qM0BK6vpsp1qGewOWf75+cNlYAG+KSRUBQ36fd2LBcEcfEA59ZQCcS1vTE9oAFr Xnb+++BqAiCTzCSXLtFmVapf0RQ0NqaE+tJ3+2ZqShfdpLD/haGu3gINRqZ5yFCfcvabx96W I9hLZHCp/BL0DIWX19mbqY99FbWT5mGc9Ih+o40hDMUF4Z8eFAQI4BxiuvNM2OxjZ5c54aw5 S3J0K5XkRbw8SHjeW0eOLZqrEUvHkc2rYwnRzzgDOnE7+XjNgzH9c8qAAzlWb/ia9Tktx1LW 8V6r//PwNGEey7aJnK9wSvtlTKeWVQ+aK6CG/rMWZChZIDpMHmwP5HlKMv/b7uvEybBzigVC lr15SNEwqdr81CgslOJXc4G5epb3tWeXdUL4d8qtnD/ijF/4cddePnmJMYqzBuN0tJPcM+z8 MifUtO7Px4n9HeDbYzBkwBO4hqKeyLXBSFT7WVOl/fqNT/0hz7H1lci6WU4D1DeUW6CJ4o2e lbkgSwKpIQnb/Rmwx2u2CQ7ys3d2GiA4rXMb4IzzRFwb1mseNpluAERt3ImaZHyBE+wpnMzN /g3oG8rUnnLzSmXhXgpcazV8g85cKhInhqL5V595cxBjQNKuT8BGswnjTeM2iJzLz6phHNBa EFgSOOM8iuvkk+E2T5rZ25dNVvhfMdRFTnw+n9U+fxbThqLan/ObuRQwZ+8Sy3yuavArDIV7 zHdS1NGZ8rNbHAf2vDPOo7hePgm+oXKobCg6y8aVPEY5Z3yBUwbySmYSfzoe4fGffIlFYx7g P6gHI2ngGUWiV4dmbzpzm0hlzlCUFB8AJPjZcJ8zl03hwa4HdG5uFmJ0pnpGcaSALFxaJwXL jVIEPeN8ErfNJ3/dFpJ15SbEeT1XzUc5A65zQmCtrxjhLoA5jSYZmHetPayb4Df+udb2VAHU Oz+TY+6C8f8osaPgZZ5IyZtoSf+xrc/r0H+kaOfNaESRPGzBWQAaLLxNPnGTMepgcfUZhQM1 mf7enFm+9+DF9fIx6+xQ8fVaqbv6aywU287b/X1OGu9tHTTiE7CatEZQb0JFmvJujJhiOuaU dS4XpkC51OzwhHJQ31CBAKDTiIEphKECCvmGnryMAw7CUAFA+akTbvoIYahA4EaEoQKB23Ac /wA1hRsmDtkdugAAAABJRU5ErkJggg==</item> <item item-id="169">iVBORw0KGgoAAAANSUhEUgAAALEAAAAbCAYAAAAzrm5NAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPNSURBVHhe7ZmBkewgCIa3rhSUelJN mtlifCCgqGjMzb5b4/nPOLMaUQOfaO5ebmnp4VoQLz1eC+Klx2tBvPR4LYiXHq8A8fvY3Ov1 CmU73vzEuXPP2t+HO0588nbHFp9h2X07Sdu9tgN6l+3peEtT69wTDoIg/ptwgkVDZAnH0f25 meQH25zil4BTEwvseh5q2505NUxYbIiL8ZZm1Ol2BM6AOE+gfSzQeMjWBcTUsRg0y5x+EdYO QwHE0b5vvKX5dO67O0xOgIkfZTC6BXRALNeFSpZl9UPcN97St/Sf4sMMmJyoq8E9lrshBqlJ 9LVAqx9iUMd4SzMpZtqSE9k0qnSTfAdilG+PE+Xz3IIYdTHe0hhKPsyt0hE4vEZIryYnCug+ Hu5CLKpk0dsQix6dldnp1aB8S5Xvjm8IeOr+dmL5jdO1+G6IoWPxxSU7Jtthjb9OxDX1jTe+ CBS/AYeCOK5rBIhbmbyZ2PRDObULgzsQbwZcPoOqdl+3M/i5/2C8h6gns/y6OOifgPgT1wmt Ln8lSa8lghj7dkCMC9aAcVsyE7dlCywX3TveMzQ7xJ/Wpb9w7Rf+pI2F/OCpQxwFiP0EapfR HRUA88e/Oj6xmB4SQFv9esdLx4r3ZbLbT/U8sa3YhcDKvLyJ/AkQ+1PZwJHyWzZbZseqBSX1 ZbTJfRzWHk6y/L2M9wzvot9VJZ4C4opPTEnf9D0/pcJfvFZZW09C0D6Ud0wz8RBCR1pB0eDz 8+QaU7GDr+PgpCQ4siGoljqYghlBwKnU2KwiKCicV7W9j4Pm9OtRY8jaTx1Ifh42l67D70O/ SxwrZidQ8JevVHzJ9Uk0HsQhgGnxGSQPggbjjh1K24a6ghzHCzAC8EaWqEKMczdIiXdNnj9f n1mv9EXpNv275ZOJNCbEBjBeZnBVwHrtvCjbhoAW9iobw7PUlmRCjOL5PDTKUI7CsN5bEHPd fBc6VYoN2/LJRBo0E1fuZK3g3rETeRvJUKUtQQoAW39RAVUhFvH45vp8/bMQF89bPplIg96J ASoNBwSjfp2Q+g07Lwz8VYAJjtrVwF8LcohhLv2ncOyDa6AsHK8vSb35Xlmdf+s1JetIbBs+ mUgDQoxieKT4iOg2CL71QXRpp0HO+nLJA/yGj6ky5rlthDNAJiVMmNps8MGZ9OOyw4egbk/r 8b03+GCTPhFSPUfLJ3NpUIh/Q5Cl8v8eegB1dgYA8kz7bSWZdgn1ZyG27rPYpjMx1oeDZUFc 6G9nYrwvqqNWAKb76oBHb3ZVWSCT/jDES7NoQbz0cDn3DxDwpdFP/ZcGAAAAAElFTkSuQmCC</item> <item item-id="170">iVBORw0KGgoAAAANSUhEUgAAALMAAAAtCAYAAADleFrAAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARBSURBVHhe7ZmNtaQgDEanLguyHqux mVeMCzGBAEHRWWfQ+e457o4g+MM1RN5rAeAhQGbwGCAzeAyQGTwGyAweA2QG1/I3LcPrtbxk G2euWPmbhlCXVR0GMoNL0bIWws6jKxuXtWhexjeFhszgQpygVTv/lmkw5B4mV3MOyAyugyJv JYWg9GNYJm2uVXYAyAwuYo28OsVI8uUkxRDeSzUgM/gAUewgKmQGd2YeVXS2ZOaVD8gM+scL LKYiZwa3xskco265mkHLeFjNAN3jo24uqo/UoQzrzKBXOP8NKxmViHvJXwDzv9QMKnGhxF2X uwud6MTl8ou+IN1O30y9PwDOk0ZmIwEn8ZSIIn2R6xTLLIybSooXY6c/AM6wI3Mlj8kiKQlZ mUa8zLF9W38AnGFHZkkjKlGXaZe5rT/wLr/5nHfTDC9jkt8atMvsaOgPgDPsy+yh8lVAv+Vp wiGZPTv9gf9L8iFubQ8ZgDaZhUpUPSyz8OUo3ceqyvvrq59AnlOvG10j/SsUMrvcqxjdMh8j mTdWM+JAtfX3CfpYVVlF/vx5n8m+zIMhGUVUVU77dkSfxxP9XU5Hqyr0zK+VGWkGYUVNLkse AJdlqUaZfrT2dzXWdXyJD8j8KwSZZZqVbc1h3aBTqIrTYf1NFkG2jmvpT6Km6s/Xq/yaDjf3 /YuYtdPXpc+j2tfy9fyZhPZHzhVkVXU6YBQy6+OMbxMu334RpY8OXtYPkkbmr6Ml5wEP4rjf +cDL/rT+X7ar9CNwexEkCuWgOnW8tJ8PnGuSclVH1X6fRUvuyUsYj0vq/O8kx59+StQWOpPZ kQyu7PMAm3VqsGt1YV+Jogky2lE65pwN1xH2K8d6dJn+ra5Db7LS4o9LZheQcBOZjYH3tNYV +y4CNq/ScBuJts0y835eR6wzkJY0nKO2xOnhY0nytMPbk3+krrcnKScdssvvyry3qqJ/ey6Q uajPz1mDjsv7vC9eZJkRRepxjiln633eS2aWQG48iZyb7fJ96wOJy7jB2ndMS5L9I+fi3zqS 0oBJBLauS0dnJ65EcD2ZaAHuzUb0zZ/rDn1/ABofW3o6GkY30KE+bukHYb7v+3HSNK6qSN3p c/E9DO7DTo6Jsmb3S4WVa5KXIi+/O1vC3lvmB3JwQLom3IvMbH6Tl1DXywspM58+3m38MqdL jX7zfa1t6XkVzy7tJ5+ZIPPVPEVmztOjdFLs9520SX2ZvkXxWEgzzYqzUimzb2e9OLzvgMxX wg9cBvn2Qlsvpi6z6q2P2q02tbrkZYmbjs6QGbRjycrRVD5S8/o1lchk3mqzJbP+MDaAzKCd DZkL+QSOqM1ttmQuXooUyAzaYbnalhkF+WiLIlK0rrWpySz96OjsBEeaAc7Bcu0vM9aEztrk efA4Jn3EbWfZkoHMoB0z8vYDZAbtQGbwCFhkmeJ7FBoyg8cAmcFDWJZ/83X7OxagyfcAAAAA SUVORK5CYII=</item> <item item-id="171" content-encoding="gzip">H4sIAAAAAAAA/4xSy27TUBA91++4Tt3GLaG1QwJ0iRBYLGBXRQUh8VT4gMo4bmtEcOoa1GXE P7Bmwycg9nwWC2TmziQpYsW1xvM6Z2buIwCgSN6Q+Gyb9PeK80lxWlYfbOj1gKQzrXKJWRx7 pGGz/NXbd0XecAQT5hv0dy7O5uPqUsLPSVwKTNbAFyR3HOAgAl67wK/oytfLN5dTwTBZW01d FDHnUpLunE0r3fsJLEw7/Ur60HJE265oxxPtdlIjBBoPMJVxH/eoQfrlGTE9bHDqu3+VAgKm LdxuCsqNAwptsvk54LZhav2mvLPF3ClJxxvjMe7iBBVq5CiAbU5+IzFUqVk9qWpHMlRvR3S0 y8BPOxqoqP819n+sffSFGF2XcfoU2pNx+jzOvjg9dmIBW4lUjweikxtyBAOu+hAYSpfBustI iMlN6TKi0C0pPOLCt2U/8Wo/B3zP4TQ9Pq2z+dnxSVXPssZl7K5+Lhw+yppMrnRfFAxdbnW9 GhiyrT0/uywvnnAdeWKJfjxq9RR4tfRBJf8fXRV3mzrLi/TIlGNaAodqCypWrbaUimlL7VAZ KjaJOlSmiq1WRyzCoCXDJszikFKOxmiWyxgyPI3R4I6uo+k+YZi+QRimB4Rhepd7kbHJGDJC jdFgGTd8+XFW1GWevZcD8XjspyRTlPSZy5Pzl6f5zwr+dv4AAAD//wMArb1dreMDAAA=</item> <item item-id="172">iVBORw0KGgoAAAANSUhEUgAAASQAAADVCAYAAAD+QI3kAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAmsSURBVHhe7d0LVuJKFEBRxsWAMh5G k8kwmHR+QH4q2pDU5e69VtZTQS0gHKsCr3NqAAohSEAxBAkohiABxRAkoBiCBBRDkIBiCBJQ DEECiiFIQDEECSiGIAHFECSgGIL0rOulOZ/OzeU6fn53bS7nU3M6tdv50n4G/JUgPaOuhuBs BKmuTs15/OL1cm5OVd1/DPyeID2tbqpVkJZf27oO8CxBetpGbLqZ02yZNizfTJLgbwTpaesg 9Uu0jSDdlnCdYalns+XY/pcgPe3vQYoo6rg7xn4MQdrV35ZsgrQ/Yz+GIO1qI0j9WwGq9pKb 9XUEaX/GfgxB2tVGkFo/vewvSPsz9mMI0l76mdDjwN28Od+/MTLqDhZ13B1jP8Yrxh731gch SPsz9mMIUgCCtD9jP4YgBRB5B4PfEKQABIksBCkAQSILQQpAkMhCkAIQJLIQpAAEiSwEKQBB IgtBCkCQyEKQAhAkshCkAASJLAQpAEEiC0EKQJDIQpACECSyEKQABIksBCkAQSILQQpAkMhC kAIQJLIQpAAEiSwEKQBBIgtBCkCQyEKQAhAkshCkAASJLAQpAEEiC0EKQJDIQpACECSyEKQA BIksBKkQ18u5fzD67XxpruPXO4JEFoJUhLqpFhGaEiSyEKQS1FVT1ePHGwSJLATpcNfmch6X aqeqnSutCRJZCFJB6qqL0rm5LNZuQ6y+3iCKrf13uf0vz4gX6g9uL9Zvr3iQIAJBKs76ALcg kYUgFacNkhkSSQlSYepq+xgSZCBIR7temnP7IHQPRLdtvfwvSGQhSAEIElkIUgCCRBaCFIAg kYUgBSBIZCFIAQgSWQhSAIJEFoIUgCCRhSAFIEhkIUgBCBJZCFIAgkQWghSAIJGFIAUgSGQh SAEIElkIUgCCRBaCFIAgkYUgBSBIZCFIAQgSWQhSAIJEFoIUgCCRhSAFIEhkIUgBCBJZ7BCk 6bnr19vjLBvfX++0OHliJt3thwxesa8/9RP6U0QvojKcy35+6p+t6/WxqgQJPt1uQWrrsxGa uqnaAZynZ0bcvF5ugkQWhwapnw21A5idHHF1vXZ2dNk4e2IigkQW+wap/WXzrWrnSAtb19s6 nWvrtuQ7ndann/4k3W2EDF6xrz8fpC9mSN8v2bZnSF2Mhu8bD4Z/Ea1PIEhkcWiQOsMsZzJT +uJ6c8Oxp89p0OQVxo3bLkhkUUiQJkuur4J0vTTV40ofFaTHbG+cNS5umCCRxW5B2nw5v4tP O4DpE/DLl/3PY7Ru33PfbrOrySxjGrg2ZOfu87r7b3vZ/WdPr99uswjML5stKV+ui+v0GNjy c0Eij1fs6z/8hMUTf7ndQ/DD9WYHwNczpNUso7t+H6Px+2eRG37X/fv7yN0isLhs/BmzXr3S aka4+P2tbvyQwSv29QOeLYsg3WZB92f1cHkfqNVlra+WhZ1pxCbbu2ZJ6xnhEKTp71uOZblB FFv773L7X8cHaTbD6Uye1BtB2l4Wjvrrb7wd4U2eDRJk8BlBGmc1j2XOZNnz1Qzpq+isftab WbLB3WcEaXwS35/Y01nOVpDG758dyG6vN7zdafxZ02C10RhmLMvf+wLTsfa63zEfryCRRbwg jTOYbuD9dq/DGJl+uz2ht752M72s3TZmKffLXlqgNS/7w+AV+7pny3+bBHDj2JYgkYUg/cbm 8u/9BIksBOlptyWeIMG7CNJvmCHBWwnSbwgSvJUg/YYgwVsJ0tO+fyXsnQSJLAQpAEEiC0EK QJDIQpACECSyEKQABIksBCkAQSILQQpAkMhCkAIQJLIQpAAEiSzeG6Tuhx+xfRhBIgszpAAE iSwEKQBBIgtBCkCQyEKQAhAkshCkAASJLAQpAEEiC0EKQJDIQpACECSyEKQABIksBCkAQSIL QQpAkMhCkAIQJLIQpAAEiSwEqRDXy7l/MPptcZolQSILQSpC3VTfnOtNkMhCkEpQV01Vjx9v ECSyEKTDTc6Ie6raudKaIJGFIBWkrroonZvLYu02xOrrDaLY2n+X2//yjJiZzng2tu/WZq3+ 4PbiOt33QQav2Nc9W15qfYBbkMhCkIrTBskMiaQEqTB1tX0MCTIQpKNdL825fRC6B6Lbtg4x CRJZCFIAgkQWghSAIJGFIAUgSGQhSAEIElkIUgCCRBaCFIAgkYUgBSBIZCFIAQgSWQhSAIJE FoIUgCCRhSAFIEhkIUgBCBJZCFIAgkQWghSAIJGFIAUgSGQhSAEIElkIUgCCRBaCFIAgkYUg BSBIZCFIAQgSWQhSAIJEFoIUgCCRhSAFIEhkIUgBRA1S5JAa+zEEKQBB2p+xH0OQAhCk/Rn7 MQQpAEHan7EfQ5D21J/H/9xcruPnd9fmch7P73++tJ/NRd3BPKmPkX3scW/9nuqqv7NPG0Gq q1NzHr94vZybU1X3H99E3cE8qY+Rfexxb/3u6qZaBWn5tfV1BGl/xn4MQdrVRpC6mdNsmTYs 36aTJEHan7EfQ5B2tQ5Sv0TbCNJtCdfpHiSbLcv2vxIGaXIQemtbHAN6+FuQgOeZIT3tb0s2 4HmC9LSNIPVvBajaS242rgM8TZCeth2bn172B54nSM/oZ0KP40zz5kyOSW28MRJ4niABxRAk oBiCBBRDkHYR9DjT/f/hi3x8LPBbMe7HLgO9cjs73vr7cQvSDkK+EtftWPdxdq8wtjtYwGd1 f3+3Y4829GHc0d5CMn9j8PqNwz8TpLdbvl0gxnuVrnU925H+snMdro1qdanjzZD6men0/W1R LPbtP9wOQXq3T3k3d3c7Qg26vZ+r7n6Pdn+P460ey+VId3u3Grjt793Hvx27IL3ZemYxn9ZG 8Zed60h1dftLHSxI46yiameonXhLt+H+/mtIBenNPiJIs+NJAbRP6sdwYwVpvb8Mx+/i3P3t /d3O7qo+Sr8PqSC9W/glWzfeWMcz+mXDuNyZbhH+CMT+A9aN9RGh4XFwDKks/cugcf8H3MfS J6pgfwDGJdtjuIHG3+/r0/3l9/u6IO2g+0sxeyk0yLOjG+tsqLOlUBTBgjSO976PrGbYJRuW l/fZ3CquPxOkXYw7Wbd0CLJzbS97Yi3dBtGC1Bme2CHv836WdBv772fXggQUQ5CAYggSUAxB AoohSEAxBAkohiABxRAkoBiCBBRDkIBiCBJQDEHiAw3//1qof3OKniDxgQQpKkECiiFIQDEE ic8z/ps88f4xOQSJzzL5B8IEKR5B4gNFO1MHN4LEBxKkqASJDyRIUQkSH0iQohIkPszkDC+B zn/HQJCAYggSUAxBAoohSEAxBAkoRNP8A3M+8au7gKE6AAAAAElFTkSuQmCC</item> <item item-id="173">iVBORw0KGgoAAAANSUhEUgAAADwAAAAVCAYAAAAaX42MAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAERSURBVFhH7VbRDcUgCHQuB3Iep3EZ h6GiGGlL0lh5r431Ej80zXGHgDXwMSzDs2MZnh3McABnDLhA2z8jegsmxcelpSG4wpcXkb7D cHBJlEsK8kZFRzZrPUS+T6QvKOkI3h4MYgKY2H4UTusZA3HeMFzI2o0MInqwxgLXJp51gTSy pGHLYAKeL+ldOVcoaMlJq72b+Mg8GS4B7gyM3WCQ1hXhrwwjMjfqaPzthikjw0F6IRlW0YJl jbz1MkuM5w1L/SqddQIrjw+tOrWHDQ+XNA0Y/ll+k4emtNQSeJaqiXa3DauAnoxiUKN/z1O6 xjgNLXNZSsrPEuH6T+toQjC1Q9VJi75rN/wRLMOzYxmeGwAbniqELg+8ZKsAAAAASUVORK5C YII=</item> <item item-id="174">iVBORw0KGgoAAAANSUhEUgAAAYEAAAAbCAYAAACa0zO1AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAVuSURBVHhe7ZqJkYMwDEVTFwVRD9Wk mRTDSvKBfIFJArHX/814Zn3I2NI3ArKPFQAAwLAgCQAAwMAgCQAAwMAgCQAAwMAgCQAAwMD4 JPBapvXxePgyLS/bs67POWp/Levy5J7XukxbH5dZ2g3a7jEtNDptD+cDPQMNAWigP8I3AXLi 9JhWFTfjaOV4F2QdJNM2r1n/P+dUCAfzgY6BhgA00BUHSeC5zjnHRhlXAqACEkDB2+zr5gMd Aw0BaKArDpKAe00rZGdLffDq5gN3cUE8oCEADXTF4ecgdj6/ZnHRr2Oa+uARFfOBjoGGADTQ FcdJgJF243AuQTCIU8FjDuYDv0G+s6q4JKUmUNAQgAa6oi4JOArZ93TwHIX5+sC+kpb2fQHx Tdr4tfB99FdAQye4X0N1fKipwTSgz6Vcn/Z//28T78fs+DeBZDfp9zgJXun7XBC8uvnaxzhc An/TAWahOYE70c3PbR1vH9hvAw1Vcr+G6jipKYk3jdeDB9KAnEUVP7OHu8/jZ/eBih+GM06V zKvapZ7P/M/5jfk6YffJ5auYIGcDbA/hN0QXv2kkpeYi0NAp7tPQCT7V1DAaKJxL2n+So67m g5hVJAG+AWjH2rbgarYtEnMq8Nr5+uC2A7wX4A+CfwnQ0CnGSQL/UQO5dfyID2Lmk4A4miZx xXx6oE1KSlOvrlyyV3IO2RtXO1841/adz2Ve1R/YFuy8g9x1bdDkyWEbb8q0Tn4OF9zIzpI9 wP5aei3qQJTWEvvPzhvHxczl/KDnk0mIku9yuLHfETE05MqHGiJCX242iR7c2v1TdLyvzD6r NWrrRV+mtKOBQpxVvGR4tl7pR0bZl/zSWsxibYVvAk3Ai89tTgfc9nsnysC83bwFKTyATiSm Jo7xh9E4cHMoX0rNbQltCCUIHSDzmYWuHfTrtZjrbYGyAXRzBwHe/CD1oK/kO1sfhpIfOtAQ w9dVba9lMdeU9ag53NqfZp3pvjL7XPRetrm8RrkS6KZHTR3EOd6Dq5Ofq/3o/MFYe+fXwDfS p8Y7+1/FjP+OtNVeEvCOCIvcIIONEtrBZ+wYbevr6oDzfN5ZJKr4oBLFA5y9lgpC3C9r1zcX Ys+m1Lfng5H4JxoKnjgjtt9v7PXj9WXrhbGMbtN/96qpM/sv7Z3ZmydG+SrnnyZiZsdpbbWZ BDKHRYgdEW+81k4wT2o+WIm9epKjvtDWUJ0E+AZAbaWbicwTJ4E9G13Xf+/5YCR61xBjrycH WBkaraj1nrqh2Hp2LwW97fmkZc7sv7YvqVN85bOUxsRcn+fmYmbHOm01+iYQ3xAte046Y+cQ G+uMjK05oHR4c/+JQGQPcPZaJljSluu366i20XX9954PRqJ3DWm0NuL1Sf27N5Skf88nLXNm /7V9SZ1v+BnfaJ+1HDMZR7q11YawmVQfDFrs4RPxGTuBHXjkKOPk0mu5vN4VkoC2CcZl11J4 eijZ6HrQt+ODoehfQ/oBk8fwGkQT7gZCBPXdfUV1+3edRjvV1K4/TEzcHowfQ9/k7eJ6em59 mzVoLmY0LtZWg0mAsQfHFdmZbiMn5n5YObRTDo7H2hKL+7XMPoAbse0WZBeMaTLCkuKDUVoL 4wQV2VDwfBuXmZ4qdd2XPR+MSM4Puq19Dfk+f8HQZiItBONsCX/gjOvbvo812qumoj1k4iw3 P9v2th/5v3oq/0vJ9f08ZhltNZoE7sAFUCEO0lmdHKmzaQ3Wyc2fE/AFLtLQ1UCj/XFhzIZN AvJaFh1ObtNPcVw/7XQcsGG4TENXA432B5LAFUSfX6i4wyuHm9vOetwGys2HQ/bfuUBDVwON 9sfFMRs4CQAAAEASAACAYVnXP8XVwiTi5qrMAAAAAElFTkSuQmCC</item> <item item-id="175">iVBORw0KGgoAAAANSUhEUgAAAP8AAAAtCAYAAABh/r3uAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAW3SURBVHhe7ZoLlqQgDEV7XS7I9dRq 3EwtxgkhYPgK02qjvnsOM618xJCXoNbPCgB4JRA/AC8F4gfgpUD8ALwUiB+AlwLxAzAyy7z+ /PxsZfqsX6n6LRA/AMOzrDMJf/ocJXsLxA9AL9/POrlMPC9y8ky+62eC+AH4YygL+623zcjn 6x/iB+Dv+X6DZ+5lhvgBeB/mZRy2/QC8C5Px8cwPwFuRF39HizIF4gdgOL6f6dBv73ms+I/e ZED8APyGE5/77aPFvC78VcH8fywQPwD/zTkZ2cG7Cvk9wRnX8OLXFzJFP1/4lxvuPD3rfHgy 9uZ1Pz1J3U9vjcrjgXtiv3e7Nd131Ib2+oc0phzu/eK7hS17UXjRz20Pn9aFhJmfDT6t+r0C C1UZyBlF37Q9V9iWkLGSQLIzHrgTRkTb2u+vZ1t7d96VY/1DBZ+c+Fngbo5X/ZDnenbEX7jx KFPzQhUiqDHk1r9tPHAjFlq7YOElo5bU0tSe/KTU/0DyfmvnE06HgkHJv2/MjvhlYXZeNrSL v208cG94d9ch3qQ9Z17jJ3sZ1ySTjC8ZP24Qa9ZvEw0QuXMPYHfbrxei9J2xXfxEw3jgzmQy Z5W4vUsQqlQHiwJAo/ANWb9l/4wDSmHHenP2xW/g89tixEboEr9hZzxwHfrla7b0Lk6H+Jhq +y0Q1KchAaDz2hC/hkVZ2d4Usna3+B2F8e6BOGaPo/+SWKjWrmM55jL3bY9b2rc9RpAdOtei WfySrHpsrNdpxMJz5H8difjJwZM3cS4abwZiIybRUgjE3zbe+FjBsSEvEr8RgAuQLgjMyzaP EcRv/KBnHs3tjSCrDY0dyH+OyPy5BLiXFG/KvvjVZxlPHB35OG+cMLI3jncTss5zCpXszmv2 /+I/bNtPaxjs3mhe1S84Pe2pbXkaInw5Yns0rkl+/Wwy0te7bp2vpUH8xgm0MOVcsBpyLjJQ arTW8e7BZU5RE3it7io4eJt11aUSzHvaV8UcCd/RGAA48OXamfn585XAe3O8+NmR1WLYqEzC 5HBsDeDr814owq61ax0vHGvLEG4hVH3Qt9DPC8RdVxwm64QTOY772zlW1E/Iit9fS89FBdTS XGL7ybjxutixnB30eDwIUbLdOaTzk+InJPMp3o8U117ux5/PifPXONu7ku5a9TwDF3sQYeYf AuMsNbGoxWLxuraFfrMWuBavEhARCtk6rF703IupsA8RBJOtvd1a07WDej0Xe71NqKFgNhuY g80OfBzUlWwnxwAoxhN/NhuLMGJn5mNx9p5+Bt3XHytBmvG8sElwmQyUiN9QvJacy9Xz3HUw IGp9SnU1GwAQMab4M0JjaiLo6cdE2Tbpr7I/1YV9Lc3il2xdCkR2ixmJv9ZHH+u/azYAjyJ+ UWt9I9zN7jFo5o+FINRE0NPPwX2cAdO+Vtwk/NwXCqJX/HwuVy/zaO6jj/XfNRuAx2CE75KW CwL/89l30Gd+ugktKnLq3QzY048xxtoTihi0YM3s22K5lu4TtMvOReau5hMEltp9B3UVG4CH oJJCTNa3ygwofsMWxbjw3ehz9Ky+2Bv1x+zfe/20YaK2UmKhfD/z9l7AE/dNX7JNk9nKS70X Y2kuBhcAoj6yK/Blpp2IPvalZgPwGGoCf4b4r4DEFv+qhI2ndwMkJJ1FW+hcAPBgvC/owJ4m ir/67Pta8eee1805bSBz3C1iiB8Ygh3bJnj7jE4iD+p1wrGC3fxQBOx8NfCvbZeXit/0ywUa OSbenfl1dKXiDO4jbK+CxcBuvN7u4GHkEoE+l6vnoKCDAVHrU6qLHxel6OT2YvEDcDI5cUu2 ZhFm6m3iicRf61MT/84jK8QPwFlUxJ+I1SEZu7lPTfxJEAmB+AE4CxHjqJ99IX4AzkLEOOpn X4gfgLPIZvZxgPgBOAuIH4AXIsJ3W+4RAwDED8BLgfgBeCXr+g+iHKjfB03ThwAAAABJRU5E rkJggg==</item> <item item-id="176">iVBORw0KGgoAAAANSUhEUgAAAKMAAAAbCAYAAAAQ9T+YAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANUSURBVHhe7ZiBkYQgDEW3LguyHqux GYvxCCGQQHBxT/eQy59hZlEiJHkG3NduMnUig9HUjQxGUzcyGE3dyGA0daNGGLd9mV7765Xa vIY7yySuv+iGaUAFDqbF/SrFWWjCYJ0lO+Fyk3CyeS/m2ZZ9al2A6aFa95mg0WD0YBEbOLaN Bxw7LdtFMJ6a3PRkeQYKGLFiivwDnJUKKoW2BuOwomOVlqvfSYXR74zT7nhK0q6p0mCMWy05 Ak0+zGA0qTCKLZrUykQOozhIJgDXWb5dCCONK5vB2KcwjwftROLuhxGkfYRk18arjGEXaDrb fFP9xrMZRo0nVa0whqDAQNBYMOKafWXoCsa0rsfA6Nl5c2YMfJVV+CSMdG28yhh86q0yqrn4 XLdv0wEo/pj2uCbbAka+MO8Ee2AVxouD9039BxivVM5ElPgr531xSt8jMBaZKmCcJgAOBvJJ w9mKrrtGEyGg7F5cgbShrT4tlN0Xq67YxQShfXwpxMcXtcn5Qb/p5cnsgmowSr+STdVfvw7Y lnK/FD+jL9zXcktLYanEpCoaL339nSh+1LJt2YnHRqRUkTb2zTb9qSAYWnC5Q+F+TKIfqNvN HDgeYAIbexIsTAj3Z50rAcxhhHnZtW1ZcE6/HvYMWvuK6yz9UvxcuC/pWalSOIlc1GIZ+gPp HhhjImTzb3Q+D0/wGTsQt419Bis8L0LlwK1VQA1GmPsgGOkcFubP16f2K2NB/Br/fRSTwYQw BufJURGkTyQgyJQnIg98q50XVr+YmMKeVUd3T/NLhRHEY8IMaXuJ6z0FY+irvmCVL168o5gM plQZr5RPUuW8cpSkM3Ykb0MvUmmLsDkQXdOeW4WRFJ6vrs/3r4WxuH8Uk8F0D4yhIokku6DW t2nqn7DzggS+SxQmubblql+Hbq6FDYcxsAasiulYIPqHfmX98JuvSaxD2B7EZDDdBCMoQEDN R5Zfc0nUDv5v7TiQ2djQ8kRt7qOhzF1umyCLsFCLE0qbyX1YiXGhze6Dh1+X/eS3/s8Fn+Mo JuPpRhi/IVc1eAkDeZB4tXSJzCvfX0tUPhPp0TBq5z24xisj9LtLusGo6vmVEc5TbAsjEPE8 1+GWlh0BDMikh8NoGkkGo6kT7fsPvwkn4mS98uIAAAAASUVORK5CYII=</item> <item item-id="177">iVBORw0KGgoAAAANSUhEUgAAAIoAAAAbCAYAAACjvReCAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAALqSURBVGhD7VeLsewgCE1dKSj1pJo0 s8X4BEEBddfsS3KTezkzzgTxg3AEMwWHYwBOFMcQnCiOIThRHENwojiGMEiUV1jnKUxTactG mnVW/RMrHPfFaw3zm5jJmLJqV0ZJCyyhogJt7Bx5BuzlVnHbFhHjLSykP4YoYkHH3RFj1Q1U qhwVcebViXJvcMlv+fxLYMZoZBIAVoY5rC+SAdRXiJLLh3yP6ElOlKejfmuq94kqO4wU20QU wTJJjm0BuUy0tc02J8q5SPF403YFoJAmT/tIFEDrQWr67phRpPNmYHi0eb3cjudmVPQfG94i CnHgPVHIARiAiLsRBQ8ZH1pcHTnjXWsH3bgfOP8hAHKw4ciB4TcKyQhNgHsRpbNnPMflGaXp u+NxbOkhRKKUafVfD8Zc/fXQYeVm7RvbIMpFjtI44Y/gW/zI+Q8A2C3ii4AMk/vKZayIMs8p fWPLE+rXMjuF031uqOANxDzoxxqY5DSsJUPqM/Pk/igTxHwujxZt+yL27JWJIHQyRVdEkeO0 bdqeTyTndQ66DGRn3t+ShCBt5DN9KD3fIJEkbUTOzEGJ33Yflld5CDmvsw7DHF7Zjzoxnudv O/ZauV/oUA0yBVCdCYJbxikdfKsMvR5DgAtwAlEi7Fook/OaOuHIni7LIggSOdDt7FLq+4Ad We6MBcg++S3skI3/yGCcyooPQSIKH4Daf5/DOrbnVMCorpLjza1erXWq5jSKczhLDBOFZKtD pMwpCZD36KR0BI1FX+sFb42SUY7EHqeP6ioZSNGo3UgG6pffgBOIUuntnj3gOLvmfXE9UcjB XB7UjX87z8qthx710YS0dilVSt6zF33LDKD+CFt2yawSScGZRyZBWKNVJu+IE4hiHrONh2N5 L0RHLdGJWV+aftxaGdaJAUGvy/1iE8G0uq/3ojO0/wjNebGzYxMTzvY/AOdklN8GlTH+Jpwo I3CiOFE+wpSLv0oWJ4pjCE4UxwBC+AfVdh853SQHDgAAAABJRU5ErkJggg==</item> <item item-id="178">iVBORw0KGgoAAAANSUhEUgAAAVcAAAAbCAYAAADI3My7AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUJSURBVHhe7ZmNkYQgDIW3LguyHqvZ ZrYYj79giIFFVxS9980wJ0KUvISot68ZAADA4aC4AgBAA1BcAQCgASiuAADQABRXAABoQGVx /czT8Jpfr6WN7zAyDcn5Fw2Ah4JceA6IZUs2vbl6wcd5JfNnmgcWGPB8kAvPAbFswzHF1ZwZ EYR/BXLhOSCWbUBxfQT0eafFpg3IheeAWLZhKa7xE4D/H2aYp08YNyAI/wTkwnNALC/DF9f3 GERPhX+Ptr+I7oNA89YNQegDH7dCKwUKufAcEMtLUd5cQ98izj3vCRee5sNkjs5BFj6vWWf6 IRc64kc9bxpLvk8G+1Qwa55OX8dv/peLa7i4c87wrA3l1+wCeNKGsglDWlLyjO9lHd3oh1zo hB25EWIXv05uGEu3N1gc/PrOXscO7QVVxZXOPWtDeZxPp2yogkaq9vuRb8er9u1GyIV++DU3 bhfLzD2NH6e/uf6o/aq48o2nP0GUIPyaABdy2oYqadSbfsiFfvhVz9vFkn5404r9yfzo/6q4 DoMV2jrHA8B/afSNbugDw8biSlIb+gRZnkxsPFl9xi466u2j+Mk/7akNxg86piAJu4C6oeK9 +FrYL6y5tUidwnVXGrlrsSf0Kog57XLQ/IMSErmQkPq12GT9deuwMZZ+KX5W51roZ7XMcGgs M/FiuvtpWr9SDwuzz/nXm/Zajnz5t8Be7CK0RVJS2xbGoxhuom43LmKnG4KC7XvOQZE43J/3 yK4dSG0MLLBcaP+pbe6djPO1+PstgodA0LUTfRcdXD8Zy2kX+mdw6D1z/twgFyz2vuzcZ5r8 Pd162DVo7W+/zrVfip8T92W5Vsw120lisSM3auZU8SVe8j7UN3rZv1V6kF+WYE/6JOt3Y2w+ 2V+lvT1WcqRNcY0Opc0VHnkf15dCVNhZuG3ssw1nrxedNskhN44hu6HUezEx5bhbO9/shpJN bqykwVlo/u3lIbmQvFkJ/Ia0Ldxfrk/tZ+Za+Dl+vCc3tOvvRV7L9St8Lo3FPosdh/ms+dmF 9mGezBFfXGkwNDFnO0kiC6RD0oFaO4d/I4mir+zZG4sZ0/yqLq52Q5pzuc3triOLa8mG9/lx SYMzCGtBLjC4JszQx5ytd9MGD33Vl0zelDTRCLaHxXKLH7Vjq76J0+qXKx87vr+60z7M5Tmy vLkeiXNWFppAydktdoSzoQRa2/oNYzaTadp11Q2l3suL7s5p42Ed1Ta8z49LGtyRu+cCh8dY rs/1j93gq/GSJmewxY/asVXfFlLFR+57z9q7ed6mTXGlJw1PVHPTr29wW+wcVohvDnuxcp91 7rMiU1y5TTJPXUvm6Zqz4f1krKDBLbl/LvAXKTvHrsHFlja0IekX/RL9cFyXaxfnRtEvry2t xeuR+qjbyf56H8VzwaA77c08LUcaFVdLSGRqboX8nBFD+wf0VzsmlJwbmky2zzTGQCxI2yVY JKr+C2tuLRZKDGFjghDP2Taatyfej62kwZ3R/OHn+s+FOBZvmNoMJqbJvNDSH3Rkf/H7e65d nRtiLUq8XGEK53brYX/ld5Wq5Gdn2mdypGFxPQMKBMM5yp96RhD+tKkhiHVa3oIDaJQLrUGu XUdj7W9dXN3ngNgs9hx/W7H9zeIh4W9Hs1xoDXLtOlBcS4jPcNNoM7nNZs9tVS4ITtdD0t+F BrnQGuTadZyg/c2LKwAA9AmKKwAAHM48/wEQPjoV1CBm+AAAAABJRU5ErkJggg==</item> <item item-id="179">iVBORw0KGgoAAAANSUhEUgAAAKoAAAAbCAYAAADs4BRSAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANvSURBVHhe7ZgN0qswCEW7LhfkelyN m/kW4wsEEkL+mj7bmsqdyUwViQSOxPo4TKYJZKCappCBappCBqppChmopin0JKh/x7Y8jscj jnUny7Yk5x9sMM2pv+1YGvWU9S6VumdH7Wu4BseyOcLaGuqoPoj1yO5PizNG55duPElNETCu /36so/ZE3r5sPUS9zgG1G5RpDrk6Vovod9UMzNANe3Ytf72BahqX2JKzWuKuuRwJV/Jcz57p VVDD9i3fR9ObGKi/LFl3GrKgybbOEnXv2TO9Aqp4kiSc+wrH8eb6/UUPA/V78rVqjKHiRGiD 2yVABYWOSscgde73OioV5Il/nWdJA+Vzds38YawcVAlEyUfPnulMUCmBPNlvgepjRmA+BCoU nnPJwK57jONy+QP4OCjko/EO2rNnegOoMdbfe0fFNX0E1EaOirkf07lbP8mBGt08WHKaNHc9 u1Z+fUsZqHJBuHhxoyqoJyT6W/oYqK0cXTF/EJPOC3TYcK7w4PXsTv6BAobAXmp6ZWWgLgvA SE9huKmnXz6hHICHV9hCZKlPbPG8AGFPVlPxC8X0/uGBwXejeL0fi1sH/+ZkKD9SEdRwLxmL 2MJqseg80bxZjnAuzoOcDydxquXujaIYQow6JyS5lqRspP+119TZ+l8VJLpVWBhkR9D42orf KmGUoIliO6XQ+WLL9eyrmJuU+jgl4MfrQydI7DIWf78IFcHGcyf5jXnA48RWyx0d31TvAbXY 5aiI+j54TIUZ8QNJ33As4IH5AoQOjkKXyEAFVe9F50p2jF2C69TyqdlaObixPKiUKE5KUoBX lACi1CrYiB9KdbHMX3RVZyut62lQqQvWHhq/pSlQWz7yWP5u5eDGih31TEGys6KRWgUb8WOh Dz9kua8H0UHqRmneUVDxXMlOcTztI4/l71YObqz3gEqdLAHAFaDbWUb8UABCr6geltrnGf1l A0X3qn4BKcZCsYt4koegte7E1sjBjfUmUEEECA+sgjzn3i13AoKPsRY9PwmIupaGLurftsb3 2CDtm/+BKX8BqcUCYliVD3XbMNyfw1Lc7RzcW28E9RNyYGyqiAiZ7LKu6LI7PSPd/Uxf19Sg lt4v4ZzsqHA8DJyBejnN31HlVusGQ4oQw7lR2ghSns9gvYYmB9V0Fxmopgl0HP8AFi3TbCEF 4fEAAAAASUVORK5CYII=</item> <item item-id="180">iVBORw0KGgoAAAANSUhEUgAAAMIAAAAbCAYAAAAu0FDWAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQMSURBVHhe7VkLsusgCO26sqCsJ6vJ ZrqYPFAwgMRq29emuZwZZ+oHRTxHzL23LRAIbCGEQAAQQggEACGEQAAQQggEAL4Q7ss23W7b TZR5pb5Pgvz4ytqBL+O+LRNwb1rg1wDWuc8Gx0mOU3PBOmPHtC1yJhbGJxkpHA0h/DWs28wE HRIC2XXb5PETkF0J4b5MtQgYJAY06kNW9Eskjozwp5H4OCCEdZ63Zcgmc9QI4ZGaKFXdZhjZ gzxfCOHqGOVFP4aEAC8I5MmYeDwhdNz4KmMUknIgsHA2EaktFQ6SHAvFcTg/zXTZhaDt+7NT 4BfRT2rgG5HkdSHQm/yxEICYkIKYjPIplUlMpK9u831RWZdOJ3tbL3PgePFsi2xxSngXmSoD B9ZLanwS8ayvC+HpjJD7EmSb7U9CM+mzGi+IjpD99iufSsvf86EW/znwhmfsf0AXqYEji/D7 dSFQMFqTtG98RJ4jkdP0ZxEZIYjxbr8VwukINAKKL5ZT7WP36xeF0MpAZT/EozobuUJgsppb mUGTlRu4IYTUZvvpRj8cn/ofZQQrpN/D2I31Ibhn+Ry+8TSSGLPJQkCXlBAQeSM+IdUmnLZk y05UwaVngSCzdppvJkF2NYfzrABxFGH+CK4uhHdC8akTPfHNHEeeIecy3yohJNDtvRcnS1Dw JviALeOUA0x8LExu2WbHI/Y0bUs+JNOvTk7PvQuEs47o77Er5DACrWKDZYI48G/eq7EjHB1U ai/z7Ta6HQr7XjKo3Zezz7IXuVdxppUQDmLigsfqfb4GywPJP1rvgOw9QpAx5T37QujBqW4R DI53sDKg1F8IlAb6duqvYvKAWVS5poOeD0jGY53lAWa4B4Xrirb7suQ1kz9iDvZ9zX7W+3L2 uci97HPttyJAneVRLKl+UVxDCIUEuqSbzPopyTVih5C2pS6EgvMVQoNonJvpUAi4diOYmbhY aH3rn1s/GIuQbfJ3KyYXxnNCoMBxkFSAvwFFQANLAnvovXYJ+dYvpKjsRVaAPi8uh6lbxlQY chov/g4JgeruXnJ2q0TfismF8XxGOBMSQQ7eqC2CjNgxkg1fArVtJjqIAIo376EQGDS/61+q v1cIVX8rJhfGNYRAN7EiGBzo8dOI6wN2CUieRyTJBDt65rh/CYG15D+FcAz6kLPB/hRT9ea+ TJ1+S5+UH8q2EZML4yJCQBABuaRTlW1AIO8j86GdFIMZS8WS5A4fqDVvrO1O8EJULmVBbTPB R7waR2WGj2vZruv7vv2/8Mk1WjG5Ni4khE8Abkt5dSMSiWWWABLZG//bUDd+wEMIYQDe+x7b ZEbA+ukIF0J4iBDCEOj9LJ4NLIL8fj/hM8I8u0IMPkIIgQAghBAIbNv2D3wtQpdd5hzIAAAA AElFTkSuQmCC</item> <item item-id="181">iVBORw0KGgoAAAANSUhEUgAAAMAAAAAtCAYAAAD4BmRbAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATcSURBVHhe7ZkBloMgDER7rh7I83ia XqaHcSEkkASw2q3W6vz32K0gijpDgt4mAC4MDAAuDQwALg0MAC4NDAAuDQwAjsdznO6323ST Mjy4IfEc77nNNa0GBgCHQwu8EvljCHXDlKoe0/BPE8AA4GAEUXcV/ZzGe8MQ9zG0vAcMAI4F zfCd9IZSo/s0arW36lYAA4ADkWZ4nf6Y/N+kP8L/0iAYAByUYoYsbhgAXI3HoKJAywD8xggG AOckil7UjTUAuBzBAGV2r98C0StTvAUCpyTO7l7cMSLkOnwHAGeC8/n8Bqgzs2//JdgP5AMn egsex1fODS5BZQBadTcXGqF+TyXSiv+L5gOXwBgghZbOippNcF+83G58tl4LIgDYGGWAtKDo r6jlw4T/ENHj/wsUGGBP1j7fc1AMsGCGNxEii7N8sSvRg82Ui9xUvW8oDbOlFMyWYgDbf3k0 AqBNMQDn3K8NEAQ5lPxcp0xJvCz2avZO4i3HZzErE1B/v52PEfdX6Rmiw6a0JiJTTnLjPxAB Uhuh63w7GWzmMzb9VgKP6Ha1KNZl7yighUHnDmMczUXtwQfSyx3Qz+mIhcZIf4lXawB5+L0Z PpKOIcLQ7ck8Pr8s+zfbvQFmxrYHPkLliGgvamNKenl0A/wCygDyQN0sLLAY84w7YwCq8+08 g3f3p/ZXEcAbaE/UWDVhjLtHgOa9/yzXS4GYdOFtIZqLbtSZGbJ6SLKALSImw+UZVWY2JXJz jHrNEE2xXwpUj/9r7GCAq1AZgODZupRGVOCHcA8L07yfSVFEMLGIaHSd3z9Swrsv6WG79qwA mZ3V8WObug7atbkdr8310+PM5wio/j3jSVqUi/Rfc64scNWmn0F3cklFj82OZ868cowDGHxH 2gZYwmFmIW0KFkkWW/jtxynbY/pf9+scR+D+Iipz/dSm9pf+jxXnGqVetVFz3GZxmmuKwi37 mbb4W00yz3DNerjgFAYI+LHQNoui2aYE0mvL20pcmizgdjQoOfSCceTtzr4RXad/q3HoQmPi /UwUA4b3DCA3lsvX768XTE8skaVt1XaYaavVbp02mDdDMqsvNgBv+zYiRTot7HyOKpVU8L70 rOwBfx6/UE+XJ+kw7fKS9yPAkVgjpqVt1XYUeyM/JpFzvf4d2cAAVbs/Zw/azx/zd4nil8gr RhgeJR1eep3nNwALR26WmaFn+/nt1iKR67hDOnZJmcz2mnPxbz1j00OWmb41Lh0FgtglUuig pUXz28zM8v6+vuAEBiiuJ7E1Fpw6VN6HII7cXopdFPvteJwgNFKTPl8o5k7btrfPxdfQfsPm rpcqO2MSI/n6X2dO5NczwAlZ+RAPTb4WiaCxiHF1u5hYIqzePxSeAOxr3VjisVJful/VvbPH 8REQBjgiZzEArzuKUKU6bgehm/Y6tSxiZRE3U8AS/WoDxH4ts/F2AAY4GvyQRBg/b4KWmXVd q721sJ/r02szBitFRwEYAGxLS+A8a8tC3benNMcZYK7PnAH0y4EGMADYlhkDVIIVeOZe3GfO AJWRLDAA2BYW5LJXuoIsXIt4KSr0+vQMIMfRUSCYAikQ2A8W5OtXuj0TuD4+rx8Gc4xSXrwi ZmAAsC3NGf44wABgW2AAcFlY/JJ+HNEEMAC4NDAAuDDT9AeNB3//ekmPwAAAAABJRU5ErkJg gg==</item> <item item-id="182">iVBORw0KGgoAAAANSUhEUgAAAagAAAAbCAYAAAApmxuvAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAX8SURBVHhe7ZqNkYMgEIVTVwpKPVaT ZlJMjoVdXGBB9KIS874Z5oL8CG+fgLnc3gAAAMCAYIMCAAAwJNigAAAADAk2KAAAAEOCDQoA AMCQ2BvUa3rfb7f3TaXHk8uOhMdxyr3B8cB3YAvwzWUpNqjngwJ8f08vvkCIAY5U/vk412zg UOA7sAX45tokG9RrupfBFjjod7PQ4vWe7v8MFk4kPwF8B7YA31wftUE93w8n7u0+uVBZhADe bg9Xs4fQHwJ+Ndb6YAn4DmwBvvkF5g2q48SRnFhiMMQIlOQ0w+aJSUyi67pkmCu8sqdpDnja vv90BIYFvgNbgG9+gnmD4u9QlwPuAvCYv2+dgyzB4uBGQ/giRwjW3D8HTwXdt8/zsQ+qP9+r 7B+cgfWAJmkpQPAd2AJ88xN84A0qlHn0tbzcG0pOJkxRXwWU0OXqn5A6tcY7HqXJ90YeGkkh Hh/4OuNTcIzhuz053nd9/MOHHCP4po1+/v293RinZFJHsD3OK/4HJZOtnTiI0IcIocuDWbKA q/pmeR7w4R6wNbC+lA6aB8VLHoj5dDePY4thPg98ty/H+66PlT7kmMxv5PDNEn7+agxhzJ16 f4yVcc5QG5RMIDsVCCy+LHhJMCJhMP5aXs4nimp9X750IskN8314jQ8xrtI2x4zdNmTjq6aO m8B3+3Oc71bwTx/CNy0qz78b4+FvUKb2fSQbFBEWHFv4ZLExriU7djEo/ppBBS19aIKgSVCT PoyvKZwJogG/hMMWipYpWmUnAd/tyxU3KAK+qVGO/zT+Eedig/L43Z8mJ8k4pfBN73cXNKmX PAAiECURSV/L6xMS9DKFyWXlyYzTvmcjhDbJr3d62kVRMyMW2lC6Ox3ks8zVMLDDXCjivfRY lOa1sVT09PeQaz5RX6KD7s934qhpZyF103l9BPguzu8Q3zlSr8xtCg/J2P04KC75vIx5dvua 81UtF/g631S8oebhq5r5Tu0J1b6m5Whxzv1ob1A9FDc9E5qwJYg2CJdH4X1Fu13yqx/9oIux Qi596IPoWo/nQ/XNpG0cykQ6qOFk6O6dlOuxhPvNweWgS99JfGYdfD4pq2nH+dEYanw17b7A dwTdV117TVO4px+P6kPG/gzjLOdlzHPSc5n7ir6mTBLLnX346f42s+CNfJySd7Ghv13ai4YE t5dYJPP3Zaq+tD8rzvQ58+M1NqgoXpr84p2P0+dz0TvaEbptzKuFhPqLAjsj5guCo7pQmPdS gcvL/dj1IuZotamVtTQYEUuLs7iI75JTd0ZYaCjx/fPxmflKXUJf05/39qE1lrPIx+LzHfq2 ymJe+USj9LU0HSLOXE/7cdsGJR1xSgZ2BskDmpGLl4vV284TTqsxwEV7dZp1ZZYu3RsULTTu Wm3R8v3kG1Srjc7rzy0NRoPHDd99yHeE1lQ1DP5S4121cHHenEvFoy1N/gvfZxjfrNGst6zI O08Uv4YIPtHrxnBx5rrix+1vUCPhhc0Xa6Yl7Jp2gm8jZi/bhoXALRIuWf2aC4V5rxBgf80q 53F0t9F5/bmlAWjz7b7TaD/l4/P5zy5cRXlLk6uxRrPesiJPm5Ghp9Z55Dj7es7rnP1y+GSg H0A3wcU3iTXtPCT6krghMLWvTfyrdGWD0m2SeuZYKqehWhudT8oaGoAFvt93+pBNdWgM3key UDmSfHNeWZ4/9/n6h3zY1DDEUeYdtE/1tNvl+XJ9iNe4wXBxdvVyP15kgyL4AZXk1dDXnPDW P/8W26mg5HU55Q/Ra3rEoM/kbWdjSADtXxjVxkKICbM2LuDxGqWHO1nrfEwtDUAflnb62vi+ i2Xxhmmbu/NPUo9T+o/7PD/Pe9nXv+TDbN6GN/zCzNc2a0+/vvOrfUvTweJs+PFCG9QRSNAV XlR9SnHi69NBDxyYSz6P4APs5Lu9ga9/gx3jjA1qBf4VOFsE6Jo+yVJ+daDwIIMGu/lub+Dr 3wAb1ChkX6m5JIuEX0To2toocXClPzzMoGQH3+0NfP0b7BxnbFAAAACGBBsUAACAAXm//wC4 GmK0qIEHmwAAAABJRU5ErkJggg==</item> <item item-id="183">iVBORw0KGgoAAAANSUhEUgAAANkAAAAtCAYAAAAjvc55AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUbSURBVHhe7ZoNtqMgDIXfulyQ6+lq upkuxiGQQAg/akestvc7h5mniGKSm6D2bwEADAUiA2AwEBkAg4HIABgMRAbAYCAyAIjnvPz9 /aU2PZYXd/0vEBkAkecyO4FNj6PkFYDIAIi8lscEkQEwEIgMgMFAZAAMBiIDYDAQGQCDgcgA GEwQ2fzkzYOAyMDP85zpA/S8PP13Mvr/WCAy8PO8HlP8pcfRVYyoi+z1WCb5ecnAi6/C8/jI tcFQdGCnNi36cWh08J9FIbJQOvObjaI7807Vb8kgsm8j/HxJ/Bub/r2g978s3cLxd42DTGQh cxiBCSy07W9eDniIRCX7Tp709GNwokqxVYkdEt2BP9o9EyUyzi7NGwk3nrLLGgdkH4jsZ3jO Krl7v9dWU40CcHGSyDZUqqzSRQGI+KiJEexyQISpj3WtIuiwXM1bElk+/ujvGeBTuHhpLhWF +y4Zk8j4GWhdZO5G5/S8pJeX6VWoo6hCQSB2SaCF5sfb7XgOOl5lsuL84CxqiTBre52SLRUd XyuytytZ6PPofba/ZrjieCUiQvdzErDtXtWsTCyjsYII/rhWwGZLRWItVhT63q7Y/Bz9vx5e 4nUCoF+piHAOH/imPwi0np3o+Gq/FdmJwXk8bF9qJ90H+UuSUFoVpHlcQ2RuPtYe3u+1hGv2 3QQlMhFC40Y44GPlMCIKBAf6fbafK1HzeN+/VsmsSO+Ht/EpIlO2tVR9t51Dl4vOr+VqJFR8 fZrz7HY8mciIYMB6sGfGq+zzY8UQhSN5qaSEkhtOMqwSUnaOylKr6qBrc1qw9ITU6zuZYqko UFI1sXGF+b5DITKPrxoU8NIqhmBHTRNVPz4uCx4RFTURjt5njydEaGULBjb9mdXzcyfxiYNU /5ZxMRCN+AvbUJucHeRvuVczjqmKLF5Lz0XZvDWXhj39NWSfb3QusYM+nz+Jo2W70bg5FTGQ 0PeRuexm1EW2hcJRn4SCpBeUEmiuz4tEjm2My96eapGoQHXkggmBqu1Ry9KFyDLRpuPDisJd O+vXcwnXS4Jgoci5M/8kO/jtrK9lO94G/813iKxaXTgA7Tz9NgfVnnGEHhu3VeDT+aKA6lm6 X8l4m9D7av1+7lp0jt6YVl/PBuAQ3hMZO0kckjn/E2TBbegF255xHlM9ivGqmrm+ml02i4yr T0vwYSllRNYbo7f13z0bAGeePPkEe+YrmjXer2RXggKlCDimF2x7xgl+jBi9HBtE5ATmWu28 e0Xm99X6eR6bx+ht/XfPBj8OCUwSqojtnU8g3yEyriBZ8LrgWc3oe8Z5yMBrAclOaHggewMr 8LW2v6kleO5qPpmAe/ed9XVs8NOohGWp+qPNl4iMSBnGN28Bvc89Sz2DceK2j6O1cdqY5lhu NiBfjzk9t0Xs2PJlQ/1NbWsuhAjNjOEqF9vsKqvejq1ngx+nJ6TfFdkZuKB+GMt6g+vq5gJW V4Ut7HQaMET76aRTJrFPfQKByHZQe56ifdqotL1bLBDZ+2RVOwkrPEM5MWX9OhkGYSTfsVDE v5lPUqUvRUbjaoLmbQdEtguT+VwTJ8Xst1cp7BQ5397hwFFLUnpfrd+LT4vO0RvT6rNLc246 8UJk4P7URMTVxwd7pT8kRSOy3pieyFYeDyAycH86IitEIXAF2jymJ7JCrDkQGbg/HPRX/QQC kYH7w0F/1U8gEBm4P9VKdR0gMnB/IDIABsICk6XaFYUGkQEwGIgMgKEsyz98tK2zD0HTCwAA AABJRU5ErkJggg==</item> <item item-id="184">iVBORw0KGgoAAAANSUhEUgAAAOEAAAAbCAYAAACKuugFAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATmSURBVHhe7VsLcuMgDM25fCCfx6fx ZXIYL/phIYRM2u2kTvVmmCkChID3EM7OPo5EIvFWpAgTiTcjRZhIvBkpwkTizUgRJhJvRifC fX0cjweVZXsex3M7th1bjpXtfVkO6EqI+pWybEftqrGvg7bnsS3BuERC4bktlWsr8jZCy1Wv v9bDI3TIPK3+QBPWpuYoulrEziYETqjILgvSc6OtEYRMpIXo9QNA37Us3YI3o+uvNilFmLgC XOQP4RdxZ6yblose160esB4KkfsYLXg2BAix+FciHARdMyHBFRerGjMnwxehj31djy3o/4qv xF8FJYOGv8PXVcFeeN00cDKpDqiuOR36E7AWmjg8G6D4A5sSIQdRbxIfviBIwFci3DdnARxI JLQU4Sdijm/TQKKbbOPZArSZjuNTvAMeNqJ0YcUM6H0BIPlAr/abENM5bIy5ARQ8QaDt8jla hNoJqdg42EhoUVsigUDuWkFfPUk1SCitdiiDkaA8/vogPehYKI5WIyf3ux9m6sRc7AJogrOd Sn+buf3MIuQmAKQI/zbouykoV0r6rgiB9x7HamLqOT4Ea0gSGfB33SmWmtz4BQjoRSgYZEVP ECK4uJ+5SUqgl9+ajKjt10PtIxZcR7l1159Yzwuk+zR4ImQxzOzHvnrPVsiO4JP29RUh4qVi zvq0wd+nr/abUKsCQSlaT+4LYq6f/iaMbj67aXcVIa3R+04B+/yBzuMPixD31dtrT1wtgF/e nsH56cSiRYSQs/QH09nv27GKD7E9yzmpMeaHGYcY5oYZCcISbiycvYi9t0ZCu6MIMeahIEAs /0OEdPl9guiiSxnL5SL7vZjiTeG3FloZ1Py7eDvtK+dG47vvwM7WiRA66EnYpiLxFiaEu+on /rz9jDasu4F+PXizg5if5VUwd5gRPKL8YUDCqHs+sTeYYIDzugj/mfv6DBv/1/B46/HceY6K WrnUVRi7LbP9BjeJL0LrS90g/BRYd7k8TDtCt5VS/Ws7xKPnYR9yQO4Y9UypcYiP4o9tzQ0b YhQngPw268S9tntzroOOYjBOEY/cmDpiEM/E2HohY/HPmiBzRH1eh57/XA+A5+O1tHGq0gwa 7MMsalZVKLb6PGWMf5j5zVCHr4VHTxo5VNrAUwjtIUjdEk+fwfnxDG3OBVDazzgUmTi+ORFG cWqh6cuB/64XAIw7+54Xwsw4W4/igWowFv5WRP0/2f7zcU8RAiwZANqGpDO3rBnTZl8mW3VY iCx/N6I/CxLVi+MVEV7Faf1jfUJMXx33pXjatjabJK7wWSIE4RQbkJ+eG4ZMqh2BPs5MQRmE 6s9tJTsAiKlu+AZBHDNkvIzT+tf1H2j7VjyqjhdVNSYifKQI0cbZaNjOwCdsMcjTk+rlLa// Hc/LDgI3DvYjAncAZJ+KMyL9T7R9Jx4N10/Cw+1FqG/b9tcofl4q8bTPTwaTpWZHlzzmuwhQ +rmZoULm79sgzjrfVZwR6b/axqKSGCj7SdvVvgVjyxz6h4h2nYkRbi/CZSESYLECq4QatQOA VDrL2bqAyFd9IetaWyW8gpBUl77fKE7tv2TVndZc687/V+uLN654xkxNZSmvAGqXdcf7NhzL Z1LHeRuS6PBhz9FE4n5IESYSb8Y9RWiePSnExJ1x30yYSHwIUoSJxFtxHP8AdfAnUwthLbEA AAAASUVORK5CYII=</item> <item item-id="185">iVBORw0KGgoAAAANSUhEUgAAAYkAAAAzCAYAAABi+/QaAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAjGSURBVHhe7Z2JteMqDIanLhfkelJN mrnF5LFIIEAInJA8O/m/c5gTwOxaACd3/j0AAACADnASAAAAusBJAAAA6AInAQAAoAucBAAA gC5wEgAA8CL3/d/j378c9ntIfezpc4/4jCxbBLvwi8z0D04CAABewjuI7faXPnvjvt+z8Z+x 83+3zT27O7OdiWm+jjJ9DfP9g5MAAICnMXbjf7fH9oKTCNz36Ci22yO6oVf4e9w20Z/J/sFJ AADAs1iGdoWTcMTTyfagw8oLVA4NTgIAAATJKMYddbzKEcY35fNVDBtt+bwLtKvP10EcfF3C EDdGuKyHr6g8lpPgdob1mOPL10sxuLa05xWPAScBAPh++NomhOwY4i7dGcwiXxrraECzQSeD ytc/hSPIhrh1Er6c5pA42ncS3PfYh049+2B8PlK1yfH0fGhH1E3ASQAAfoPaSHpkmpYfDGdl vK0yvbzCCeXAzmf6JGHVo/V/tq8pDicBAPhVNCNKu/+ekdWNt1FGxuVnb9yNl8+WkyjeSVj1 HB3fKE7ASQAAfgPDiIY0LZ927tNlZFx+DvXoTsDTdRJ8cuAGrHqOjm8UJ+AkAAC/ARlB+XI2 7NLV9wsMv9TNhjkY9F4ZGS/yqncZHmfwreummFa2bdZzdHyjOAEnAQD4DcgIbhsbX2ls446b 00tDyY6iKsO7fA77XtSRA9/zl21EY16lVYGdSIlWj8Mcn6caRwquf/dYNsVFs42TiPdfMbB3 uoU+WIORldqDLjst8BOu5imeE3wFkDXwUTo75a/hTeMrnERxNHHwcUc2Why1AuydSu/TPufx z2r3aaTszfPCCEBxvwrIGvg4cBJPIZxEVJKmgbS7i6gKSZ2TRyNdcXXu7ph2M54/Uhe4ApA1 8GFIbsImQJO9q/PG8Qknwbs0bfeV0ZUoKv1Ice83Rfnc0d8PyFJOKO7/zZxszANZA+AqlO8k xIsYqYQSTYlC2vAKwCl3o3wujVweFPfHgKwBcAmaF9dOS8xjS1TSnB9DuyNUn6uUzx/9uRwU 9zrIF85qqIWmB2QNgNPTOgmms9PTlIiV1H6u2t05AzG8fyaurbh0tfLB/tdGPBpfN//p88mA rK1BzGMIYRxO/vZ3jOfE8qRQzAvCdAhzF/4NOGGSmhRo7451JZp7Tt4TW7tRdUd5ScWNihTG 9aH++3llA8pzfPQ/QHk/kLXVxDGW13BuMHRSy3O1jhM7CR73VTzYySmdhPaVwbA7GSluK6R9 Zbs7A9GmWsp5VcVlPtd/Q3FJcVbojWV0Qxg2AllbSeizm3d92r1MrHAS0TnD7v4elZPwyicF itKEZGhKxEI6eo7r0wTNUs5gFC6muBJrbEuxHMFCJ/E6kLV10CnR6POfO1W9vuwnPjmAt6Jc N5HQcUhSUaXXYfa5zq5GV9y6ruo47fscjE0M+Z6aBVrkF9LdKZcMKbdLfa3vekPYHluqg8dU lSPUsaW2ZF/E+Hp9qfrO9SbjmYKvi+dB1hcqcfTmToOf1dfuOK6+K8naaK0C+rqU6b4/sh2q g+VLLTOQT0qz10/S66cn1tvqTT03eRxxKTrlhN7Eaqp4oNOfibKlzK+STVAjnMTV8MJlGVUf pBLys51yexbCUuCkMpBgVsqcBd43JeomGqMkBF4am3iN4tou8mVfYnvZIJCCcd1pDnwkz0OI F3m9uaM4yIzWKsQG60LxPL913Ncn6zogn9S/OSdh9XOgN13ZOlKujlv98VGjrP8sdGrNaQlo XNdJFMqbQxA4VbikAE+W88iyKV4paRJWpzBCcBl159ptSyhBnR/6Lp2GwyrTy7PmALRoa9HM p7EuIdpuLooTEX8+Kp/0/NTaPSU/E8b+2XJP9afMy3MI3sW1nYRikAOWcB0pF6h2O035mM91 azI77SS8sXBpPYMQ6qmVyioj4/KzNQegZbBWw3XxhDryRiXuwGP877bnTchh+YztzBjLZfLj WZD3Un9EPDjSlLgacujcjmzf49eL875Upy5+kqgFjLCE60g5RgqCUjY6Aaf46h+U4/x5JxHS tHzqx3QZGZefrTkALaO1Gq0LEa6oXAJfLcX4rfwdwxPyGa++xGm3wsvfVD9n5cezIu+V/kjU etZizrFv/4s3XRd/J+EWTi6OW6zxDuRAuYAX2pFBjYLd280EAes4CVmmeE7tC+9qcn8KB2SN u8gz5gC0jNZqtC4MGbM0zxRX11hbG1UmPNx+m+f7mdd1lfxUcSuPdIP7ENpLeaN5M8q6NuRP bcpxvoF6jALfLy39W7iwk/CQceYQVkqmOc+v/mcao3JSGKpnKdQCWVwZJOqyYidCQneu/wAF qJhrxXTWpcDPudxw1HFGWxtLJiJsRGVon+v1U9av6U1VTg1aOVezd6iUtjm5jPk8bnveumVp TVK5t8sv9VNb97f8ov08XNxJfAInBPWvg4OAVsquGgUDY2cCTgbWCnjCRow3WYSTjb3dHX4V cBIDyuNvxKfJk8RTx00YnuuAtQIBOk0IQZB/OPJbgZMYUh2HXajvSA8fdcnocH0wPicGawUE UefZMdzzV5c/gLx6y7IYrwnf2Q04CQAAmCYaZb9R1N9Dvgf5Yp6dhfwhI5wEAACchHia2B7b x15YG6eFD1yFwkkAAMARPv2OymoPTgIAAM5H94V1MtryXab4RlTK56sirqd690lflknvPVPw dYmTReMkynrqr+o/A5wEAACsoPitUnYM8R2CcwZFvnQy0bBng06Gnr9VWTiC6j1EkefLaQ6J 4k8CJwEAAKvQDLNM0/KD86hOJlaZXl79g1oKr54m4CQAAGAVmhOg3X8w1kp++bVaxihjOYmj P+qdAE4CAABWYTiJxqgzdAKYLmM5icbZvA6cBAAArIKMdvmrbBdX3y8w/LI5G/hwuuiV6TkJ rkeeJpzjwHUTAACcBTLa3/SHO+EkAABgFepJ4drASQAAwCrgJAAAAKiQg+Crnm9xFHASAAAA usBJAAAA6PB4/AdjeLmmKE1LugAAAABJRU5ErkJggg==</item> <item item-id="186">iVBORw0KGgoAAAANSUhEUgAAAQEAAAAtCAYAAACu9d4EAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAXBSURBVHhe7ZsNlqsgDIVnXV2Q63E1 bqaL8UFINGCI2NY+qfc7hzcjiEJILj/O+5sBALcGIgDAzYEIAHBzIAIA3ByIAAA3ByIAQA9M w/z397emxzg/uehdIAIAdMM0D0EAHuOnwj8BEQDgVZ7j/JCZeZg480ye8/iACABwEcKsvCzJ 0wx9vg5ABAC4Ds9ntiefBogAAPclHtphOwDAPYkrAJwJAHB3+IDw08G5BSIAwGV5jo+Pfru3 SSLw6UUHRACAT3DiuUDacgzzRF8h4s/PAhEA4G3OmaEFWmXw3yOc8Y6NCCwHHbLHCfudkV6c voVKWZ4e87pN8e4LqbZkikpqliUDn7/UAt/hxfGs+se7+O2pBmDxZ7xnCcA3yESABEAZQwyg O7jd+7ARMyGw7ovEe63lDAvH5n4lKJVBAj3x6njW/ONddtpDgS7+mu7tOdhrKBGodHJZCSTM 4DZOR20RsJmGYR6d+488C1yfo+O55x/vUp+wjNn/B/1QiYDM6P7Bg22wJCB7IjCNhgGDYaOh Pcc46jTg2hwazwb/SP5n+G2cnBreYz6bJrZ8dWvm/QD5mYDa59S+RVoGo7zd7UAYqM2AhDyW Wm+QvTLQH+3j2eYfiUIIGgUgYj472woI8R2/tyXYHAyS8VgIYio7TAZT5SltVdi8rzB0XOZJ PW+Q9x0AnI0+MDbTgchoHc9W/1hhITggABHz2bcWAaGyKrAMRnm79wUD6uswULtnDYxXdn38 0+czKAM2Oe11HLhpPA/4R07hZw2Yz7ZEgCfIIzbU43DFRG2kf4ngrNrqxPacwB6Mtvv0mYA3 s5RGbneAq5ECj/r1pfZHu4oYi42HaW1HLyJwxD9WYj8/tBKggL/dmUAM5HL5EygUsTaAadBW A9UHegpis831HKPFaa7M99rvzPYvzGIaLygpHXjwK/bYr8MCwFfU38Z32M9OE5vuVu9+WKMQ gTigWgg4T1nCMgTlFY7QaljBMzA5YMfG/5rzeIH+pgh8klfG07dhIQBCoxBU2xMnwCXfEdjO MbYDqbNbhS/yy9R6nzVYAXuQy2eVSzERrpTWMwkZMFWejV6l3hIo8l5uqzofWdMjOJj8Ln0q 6jFm35Z36bao/tXaUrRdnkvvkDxK8VliB/08ekigZrszkb7oNnKRtMcKxsA5Quq1J6HtmrnQ D6FEoDei03hBowaVgljurdQbdKDrIFaBFMidMTmudo5pqDiSduBMVNb705I7vDsr121J71sD tgicLNBXO9B1VlazHV+DW9GvCJizMwdI6dR0zU5/pF5E112uVWDG5y0BHgLPmK3MWaz6Ls6z yqntWhQCXp1amWcDcDv6FgEj4AgvGI7UI4rZd1NfrQZCWV430SwCPHvXBCktTQsR8Oroa/27 ZwPQFeWBbRr7fPW6R+crgTIgGC8YjtQTqI4Yels3BXkQAPM/R0l5uwhQnlXO7Wiuo6/1754N QDdEAZDJScTglc/BnZ8JhM7q4ArOvTsjHqlHRKPuBQwbvmJ18/SZ36XrZPeZbeG2q/ZkAuP1 OytzbAA6QYl/iek7dToWgciqepSo1zov7OWnZJDlmvx8r542YHEvpzJgnuOwnhsslHW3h3GP R1zic/kSlLW2REQIijq8SljSEFYm+npJng1AN3iBfi8R+AYh6Mq/pCQj69VBCCg9q7ZwcKBA xyxjrQV8OyH8r8/BEIEdrP18zNOGjNeHgxkicA+yFdoa+GkPH4I9K9cTSwrc1c84kMUXM/9Z V3VbEYj1LMHh6wBEYJdCjUOSgVkU+Wgk80DI845WB51hCb7Os8pJHLQoBLw6tbJym8hJT2IQ AQDOxgpynr0pGI3yNMEUIuDV8URgZ6sKEQDgbBwR2AStwDN4cx1PBDZikgMRAOBsOCiv+jkY IgDA2XBQXvVzMEQAgLMxZ/rrABEA4GwgAgDcGBYAWYpfUQggAgDcHIgAALdmnv8BrIH6Q9X0 0toAAAAASUVORK5CYII=</item> <item item-id="187">iVBORw0KGgoAAAANSUhEUgAAAJAAAAAbCAYAAACTMQajAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMGSURBVGhD7ZhhkoMgDIV7Lg/EeTyN l+lh3CQQDCEgrO3W7eSb4YcCEfOegfaxO84F3EDOJdxAziXcQM4l3EDOJZKBnvu6PPbHw2hh i0MstgBjln19putMJ96yQq8zy3Ndcg5rSbY9iBybkj3XfRFjurpqmjrrCqQH0jU8rCH6FuJi FisyQC8t557EcxpQ3gLYhC7ILIf++LFy32E07Q9pQKu/R0/nvoGAONlyH75I2AP2NwxRGQiI 8Y4Xds6I1bwQHHXivG6r0iZV/3IC6PTbjPd1PjVQz9HkSGMOUxuIt7ZvMtCb34m2HpVf656A PlIpGGmEa5yrPMiZzr80ECaNx8WSapU3bSCO1dryHAPSRJtTb2MSXbHY4KINu+hc576B+OCl SxeOE4tobUtsmNyMEvht8Hmh2YbFS8waCDVr5vkw09AyBnQ2DCReFpuxGAxULCDN04uSFSia 6U1l/puxDJQ+bMsEW6i3GU21xTUY0fl0C6vgqmQ1tahyC0vuH1i4I7DOO9Y9APM9lF7UWQ5k Ta17VhPjpg2Ei7TOMFZ5Kw0EpEX9Dw/ps8QYMQ+dNv3y9TqqvCKgXaEL5HptPQrGni1jVOc5 A5EBGttQMod8KL2oZSoYd38T9Q6qfwzqkg1jrIt0U0bt6aTNp5nQORnoOFzlpjOXJsZ+q6SK uQs4XMU7wslncRz1fBwskkJz9XV6ZthiQilh1j0Mr+IfJmcxRH98WJrPrZFMguf2xsyQ4imR +cPDduSyvF80HlRpM2IeHn+m86oq0EeICctJkVUwGyJ25esgv7gkXPEVSjExvkhEjilNkvp7 z3ZMPm8gFK31VbQMhNeWwNa9wlhHoypkxncDzfBxA1EJfreBXhXfqbhHBWqdH2YFtu69Mr5T cYMzUDqLSKVAvBAPJdTHh97iF5wlsCm6cSgFU7W3sE58p+IGBkLUrx4htvxfZYHDM4qax6UW RS5jlMKr+NQp78G5Z4uGyddP/nWF7VW/sL6PmxjI+a+4gZxLuIGcS7iBnEu4gZwL7PsPHEEZ MQ/337oAAAAASUVORK5CYII=</item> <item item-id="188">iVBORw0KGgoAAAANSUhEUgAAAIMAAAAbCAYAAABfqDxIAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMZSURBVGhD7ViBkeMgDEwD35ALoh5X 42ZcDC+BBJIQ2L7L5XIxO8OMDViAdr1y8ogTE4QphomCKYaJgimGiYIphokCEsMe1+URHw+n hS1P8bAFmLPEdaf7gkG8ZYXRiWNQDt18bTGInI4o8rhQ8xOHNEZdGZZcntghcAs5yNKqIWFf F/3sQbwJhiC7yRWSG2AG3WGOYd5YEMyV9+ICkBdYZywGQD8IbjjEgOMdchsxAHK8epiJPrz8 xW01XNCbf6SGfY1LRzS4DvYfiqGnPOxPjuA8w2gPw5b1SWL4uTO5YnCQXrAjMfA+m3jQH3Lf F8WAgXletjSvVNjDcKxeWZnQOCeGTPKhFhDeiwuOEahjLAaylmZDOE+s3rN+Jr+0Eyr/68i5 GLRTrGWcEgNydDqv5A6Ku8qbIwazeWchPLA6Ez1nzykPk4XxbCvNrnQhv38KZ8SwBb9E96B5 gPyJ5B2WiQbsFl4zrOjDtKr8HuoX913FgOPu2Zkjd7CW9X0NiuvLYsANeDXfKxXNYWiTTyNP xbtQO38QLysTwJXiAXKxngyd4gLPC304Mq6JISW/Y/VEjNxgXtQRCMx7CmlKDJ9XMpKwPDFQ WdbtQglWeasgMZCFy+B2JgXI40YwagzaEmIw8Wo4udY/MYcPU8fzM2ZvrtPUkiFjsfBKk2ca JlSvOf71w3MvkHEIe56a7+ZM3CxfB5AfjgztDL+BRKgWFx5YCqGSQYlnQUiFy2uEjatcT7tI SnARGa4hnrNxPxi/LwZAssPKYvkTJBNoFNwTwIC0WseJZCuUdE/ruI5xj/9G3kIM6q2FayY0 W6K1s/o1fCQGttTUp5zBOA6OsTPI65vhPcRA5DzAEYorIBKB9m0XFj8SQ3pWCEmJge/5zbfz rADvgTcRA8AlnkQiyFH1fSCG7AqVfH2PguoRTmtKd4C9zTLxUiAJHkEsCGqFJPnFjSTLeRhH jkNJgK9nFAtet78+aE61DT2uFfqxeCMxvBIgHPsPTXKWe5YHxi3FoEoNAfvuUApGuK8zyNID 7e5CQNxUDBMephgmCDH+B4cGBIM8WSWmAAAAAElFTkSuQmCC</item> <item item-id="189">iVBORw0KGgoAAAANSUhEUgAAAKkAAAAbCAYAAAAH169RAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAN/SURBVHhe7ZiN0cMgCIY7VwbKPJmm y3SYfIJggGBi2uSrbXnvvKv/GB5Re5tDoc4VkIa6V0Aa6l4Baah7BaSh7kWQPuZpuM23m5PG e27i6T6mNsM8PShftDHeMKXaUJ8iv1V89JiG4sctLM6WjqQWOszXjb6P2eBhTSkKFyX77owX eqfu80gAuv5B342pFWaw7X+Bug1pUgbRi5Zg6DiPUL+180xdHo8XG+pNns84wioogZV/Cja7 kHKIt7sGyjGCOn1Y6wXzNSAgfU3XfUcX0sc0D9bHXtlFehJS+EjcLod+78i3C+axateD0Pvl Qopc2A2xf+Szv3OS/XmT5aR50HXwJtqGFHdLaugZLayrHeHaSGec0Cnit0E1bZFkdBqkwI4K UBP1lwEOspmxPE4GtIxJPDqQmgU6YMFHUcZRP2uwXHAG9vzj6XW1PQJWG86kHA3axupZzZAq uBxxgLMNPMZSKldHh7fd434lntxLxiC9YArjXXkwQwW275kFaylt8BuI75S+21dDatcLsmUe lJIVLq+ACHLnTjoMKQzk3Sm9I381KRndlRMbbVqOqyTrINiA0/sWdflxD+uTx3BSDShXyBX1 x9+VE7VSdwxSdE5lAnK2BBgX4oHLBvegZzbOCtLvEQLvwQdslPKGEyN9I7lvYdzMBp2oco40 tjyJbDQmSKkjNOBkLSBn5nrjIFWX0jDOoxlvGU7OlcdhcHNaoNblKfEgZTOJsbDO5qGIIVzP q+spb76Fd2rkPh6kwnlHbEQ1zFvEbSsB4yktV5+c1uuT/lCme7JMqA5mrq26BLOOpO8QLEbs qnKsWhDY6Xe5eKrHOptPvycuF3VYDXlysIIUnL+003VC1jbU8nHHtIZmG3GMxnl/VH1ACs7b 8Mhy5yJHWie6+UpbkCyTvwtIOq2imhxfqjYuyM3TGK3z/qjeDymIHIjOKV6EYnF/lZGnCQDK 2zpUjnoIgayHObz7mBX2OQPSg/P+qPqAlEURpThO3rkugHRVb+esCfucDOmp98vvUhfHvfcK zFF0AUHljwBAv2WEVi9Y1ZceJDKqJYCuO+4Pzvuj6udOyql4Ub/yhjE5TeQ56UeKzSeQ6KE1 pIcJt1lgkHMwdHpee1e2/zgsIJl+Iu3a2DDvL6uv4/4K2QgW+jgFpKHu9d2QmqtEgPqZ+v5I Gvp4BaShzjXPf+jRclLQ7fY5AAAAAElFTkSuQmCC</item> <item item-id="190">iVBORw0KGgoAAAANSUhEUgAAAZQAAAAbCAYAAABbVHkZAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAYASURBVHhe7ZuLkeQqDEU7gZeQA3I8 jqaT6WC8SHwshMCf590G9z1VVA22AelKWGZm97UCAAAAN4CCAgAA4BZQUAAAANwCCgoAAIBb QEEBAABwC6GgfNZleq2vl9Hmt3/E4j27Z6Z1+YR+ojHftLi74Hkgh64B3a4B3XokP6Fosblf F/Q9e8GnMjrMZ5nysTvzgQeAHLoGdLsGdOuKdkFx+ADk1zzvdX7N60z3K2IXwXH4+WY3GjwS 5NA1oNs1oFtX7BYUFthVaH2KpOtc5Y0xkTI48ViJ4PTBX4gHcuga0O0a0K0rLhYUEjk+R1Xf PkLq4MS5rGfBQ0AOXQO6XQO6dUW7oHyWdXJi5hXbQc+JaNWOhDEYqel5QFf4ODZavkNtkEPX gG7XgG5dYRQUIWZFUApG9m4J4/T7hoMTxvtAjXxsDEff7hLMf21p7b8Gcugaw+nWSd79ZL4d 097br7QRzZ+67o3j7q+8CuIXgNWUVTI4rudfyHdZ/k/xorOPRrJ+j82ubmRFDu0T/Zd+DKXb l/JueN3u4Lj25Et6hjUQOjnduigoZKT1+0TrCJkHxxEC21V8TlD40wM3aupj2GhHFkEOCfwL 6ZCto+mWzXfCz7v5xXw7aNNnWTbfeIzUycVsud+pcwWFjaocAYOTMnAcHCtgvQXoIEWy9UBv CY8cEpz4+htNtyzv7v3KPcUv5lum/UF4TEOnmwgFJRztnJGpaWuDE/6+Miy759o0r7Oab5tO rhXnydffAhwTVdzP7KqMS4LH42FIEE6+7Xnf3NdLmiMmkhoX4MQyCkpMuHwOfd21aHvaBNov w8/ki/RV6J/uh35VS4v4bO7nNfJ1uWWxcvzDHOK1Rbx5rO5beWJdo+mrutZyNI6Prabxt3T7 TzxT+ujHKNvML3fbz2ruE+Y+3NNZ8y3d/DzD7XkeozRgYv7SjydsZMp18xPKVyCjLLFkoob7 yWF+0B43y2SVm1gI5+DApw3ihZFavWcxdyAfE6B1xbV0zNQBjLa/vZ2lX4afi/Rlmys7qie9 uFPRMvQfi4qfzBOtQexbeZLiIK4xF3O0d/3ZPuGXg3J8yyX5cvL9lP/SN+2nnldqsrsPxbhe 9SO7Rtvz2jZmy9/Z+XDYRp7DXvf7BSUZnTdOZC2OFOXMOEILyn3x0qD5UpI4oUXCRKoFhdZu ZL1PBmphfW2f2a88S8hr8ueWJk8mi53C1NbQLmJdu5qj1lydwbm5Gb8uc9CRfZZF1SH9qf2s sHO/sg9Hyd/g71B7Xs4vqc1LmP0wR2XdPgrKlZfBmXGM/8JKQhfj/f04dz7WYxYUIqzHgoqB /Ly091Ryhb7pi/+yKF5oLU0eTDUuxFltrWtncm1v/t6QeSny3ueuKii1vDP8rOZ+2GfmPmzp 3BvB52H2PI+JMRC01m31K+t2ckLRiRvYc+jouAiPCUlgjPUvJvpdqj1v88VFhPlN+7h/b3IV 91uaPJmW32e1ta7dOX93+Bf8y51M0umEYJ+17ZW8035qvbgvXmZh7mIftnTuFalTy+9Wnui+ vsf8zz3PY24uKMa6nfwNxSWWfFE7Y4tKTGT9E+MYCsie8D5otaMsH2N1QXFryX99R8+QDf5L ZQtg1m/6pfrhZ2lTZkc2tqHJozHi5nSZ2W9/L2qQfUFq3QnrWktX/bzsm3N1CL8cKj6LPZN9 UDX8bOY+x6O2DwfJX+fvcHuex2y2JYx1TZuKvr1uBwWFCC+E2Nhiec0JYf1ha3ecEEM/G5oW /rPMpejFWBGYIHK6lxbMx0yzC7Lox5b/MUz3N7+niZIzXE9BlGu0NPkFlN8i0XkzhuvVOLBM +Ry5dJauSv8iR+NLmdqBr8ivQXZa9kn7XavmnfYz10pqXv6rsPBM2lCWzp0x2J73hW27X9Va tF0bK+t2UlD+BS7p9X/k4cSQG8kJJCtuD+ivBACG5sg+/HEG3vM/U1C4SqtiQdfkCYX63QUR BQU8iCP78OdBQRkBdXx3LSYxJzld6y2CIbGivSgqYHzq+xA4Bt/zP1RQAAAA/E1QUAAAANzA uv4B0Um9mx11+qYAAAAASUVORK5CYII=</item> <item item-id="191">iVBORw0KGgoAAAANSUhEUgAAAKgAAAAbCAYAAADoFcRvAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAOOSURBVHhe7ZcLksMgCIZ7rhwo58lp cpkcJgsCBhRNM5u22vrPuLMm4gO+gH3sQ0MNawA61LQGoENNawA61LQGoENNiwHd9mV67I+H 0+aVhnhaZxgz7cvG/ajKfNMCb4e+S+s+qxgXkQm8XGPBZtAUOJmwMNE600JTTmjQtkzW9mS+ oR6FcM7wlxRirvq5COYSM6nqgIIIQi9L0sZmfF8ALgMURPPVDjDUlbYtiT1y4fEioup6G6D0 ReRpG5+HRRwbUQ6olP4B6NdqW/apdi18D6C4iIwrp+wUUJnr2c0NdSaE8/T6dieguCAAlZVw HKeILZVtATK2080PvVvyO6LYqtnwkI11rUL+G1C1OWwOVHgos2+2S8+iMygdoOfSzteT5j4y qmBPcvRynVfJm0t8JsmqXku8pAGNAW7Fk5dEEIQzNgXosa923HoG4IsBRei8yb0ybwEFMdxd MgrKztOC/unTu0q8VlZhjQjQZ6e9BmhwRqFMs6M0vJTuHWhhXI+QfiOgtwv34/joSGCY9Z+/ 6jGgXH7lq8GWnpgdQe8TiM07aNO8z8l8x3R6LZnHrn9ALvcr9d7sq2AXgyYlkB3i3bFhD1Oc QxyX2LFKgMpHZ+dIn0OTvcdEkJ7LOWc8iz6r8n98z/2iL1+k1KeFD1j7woTwRDaDfkToUM/h x/0qBsRk+ILdrB2mARPYqWdho6Bqx62zmpvlAorrqmfbstCaYT9qDtn7SvvMz+Wcc9FnOeYy 1ykDaMmX3O9Qnwc0/QK5hS8/dbAO+hU7lLaNfQUwzhdBA5idTFAEFNeuUHDc83j9dH9uvzAW pZ/p/2s+6VRtAOrAEOQGTgXjWbsgypIxWJm9yqLwztqSXEBRvF4AQhlKWYv7vQQo992zUDXI PsaaTzpVIxnU3vWiaoG7YicKNpJZclsCEO/P/rxFQEU8v7u/0L8X0Ox9zSedqpE7KACjAw+O Lpd46V+wC8KgngWPAl8q16FUp4DCWosajmNwD5Q9jyuF6VfPlfT5f70nsw9jW/FJp2oAUBSD IS14Wz+DwHo/Lk7tNKTJWG5p8Db4YZLHM7U9wIsASYsLWpsJfryZcdxm+FGln9v+ce4JfvzI mANAvUbNJ/2qEUDfIcguOtWhAlw6q0Jw0wz5aZkM+Xv6GUC9+yM+0xkU+82BMAD9FfH9TJU/ gZPuhw2Ww+T68IuQ/hCgQz1qADrUsPb9DyQKMlmaC4jlAAAAAElFTkSuQmCC</item> <item item-id="192">iVBORw0KGgoAAAANSUhEUgAAAK8AAAAtCAYAAADY6jumAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARnSURBVHhe7ZkNkoMgDIV7Lg/keTxN L9PDuPwkEEKg2rpW2vfNsFMIoMIjBPa2AjAoEC8YFogXDAvEC4YF4gXDAvGCY3ks63S7rTdO 850MkccyJZsy7QbiBYcixVkJ9D67snmNRfd1flPAEC84ECfIphof6zIZYp4WZ3kNiBccR/Cs jZAghBPTukilWmU7gHjBQUTPKkOGIt4tQgbmvdAB4gX/QBZyEibEC0biPgvva4mXbiYgXnA9 vGBZmYh5wVA48WavWt82hGs13DaAy+G9qham98SpDPe84CpQ/JpuGhoe9R/+w2Zcc3DqPSEE 4VbM0unvjW0CAEnpebUYQ74tuHCadPapEXFXMc2T/gDYQ1+8jihQy7v6mMUF5N7e2yKULfan 7/sA2M9T8XKMoqMHXx48rtGGqcXL4QTEeyy/Oa4vitcPFteLp0YrdNDi5b5aYQYAe+iLl0+Q Oizw9YSaW6EAizWlRngBjoXPIs307jH/IhjiVR9qCM4PTvH91M4KLbh9FPJntzU5qcH7u8W5 nP5C799vnkGa/4um8I7hL2OEDRX6Pk8mNSNl2EBx2YdmLQhXLETeFc59nSjc85/7newWr590 K2a1QodSvA4S/vkT1/B2n/C8J4zBD4cNHfGGgW9s/TQpUthWqPAZj3eh0/jHFvD3QeLlye2s Thr0aFcCL2wuTfM6q/5yd/JZvh/2iqLcVxbxd2hr5n171U72nx9atG/ddvDCSonb73lWEqew yfGqxCvrWYufbb2Fx31cYHGeSOl5TyfHgGmCk1Dcbz3RnF/kYpHtGv0wapFlATmCTdTn9vcd z1q4XNiC2edJWMU3edHleoXN/y5i9OWnhLmFD4vXUUwm52lCTZuY3JYt5YUwJEl8thfOMeOG 90j5Rl2PLJO/xXvIFN6J6hW7Byi4qHiNifZstVV55+Gqk1m91RbxOHvTzeKlvLYF4g4jRZme IQ+0GqobRF12ODz6UBk/r3GwbvA74nVxOJsSQaBULn97/kG8lV0/s0Wop/scFy9c3vFYxPM9 h5Bbv/Pa4qVJ5w8tPGO3nc5bBxoqowax7xxmFPk9z6Lf0lOGCWIPa72X9L5OqOyh5WYhJ3xs Ot5Vj+sTrnVgMw5HcnuZZjexyZ5TeYDTed+PE0lQgnyeS8UolbaXn0XfMLmDGNfJ4lTfGwob 78SLQJePTk+gY4n3C9k5AZcmfQvvXD7xopN2XoC8s8n6LtHiLa/+fPJ9xbZhvKqxK/vROw/E ezTfIl6Ks7PIuNjnnUgLex2OZaGRAM2wKe86tXh9O2uhUN4B8R4JDTBP6vACthaiLLPs1iG0 16ZlKxZHTtL7QrygjSVO8pZ8qNT2GBoo8fba9MQrD7IGEC9o0xFvJTaGPObmNj3xVougBOIF bUhM2679GD5kZeEFb9xq0xIv9yO9rxM0wgawDRLT82u/loBVGx3HznPRR05PrhEJiBe0MT3r dYB4QRuIFwwJCZe37CsKGOIFwwLxgkFZ1z9wHicgB1RdRgAAAABJRU5ErkJggg==</item> <item item-id="193">iVBORw0KGgoAAAANSUhEUgAAAXUAAAAbCAYAAACDdB9WAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAWFSURBVHhe7ZoBkqsgDIZ7Lg/keTxN L9PDuCQkGGKguq2KNN8MM4sQhPwhQt97zI7jOE43eFJ3HMfpCE/qjuM4HeFJ3XEcpyM8qTuO 43QEJfXXPA2P+fEwyviMXSyeY+gzzNOL6onKeMMUWp374zHze7jmdyA/qWvnY73s4OcYBRjW aiGvacht34zn3BCPmd/DNW+aelIPREGsr+xzHh/jPEJ7wfkrsQJxvDFYO13gMfN7uOZN8zap o8PDV1PfruA5fnkNG2YtFl+3XKxrOMD/HjO/h2veNP9M6uB07gdfYvtqpcXisUrXMOeGeMz8 Hq5509ST+muah+Dc/CsagH5CvdJVicVJRY/jXErUrVL0scvCY+b3cM2bxkjqwrkFB4M42X4n O50D5Bc4Cnfn6xRdCU8MOJ10o3/jiUf7+jI8ZiqcHzPb+DCGOtdc7ju8LYSP1nT6hP6v0duf X1bwV9kqagZSrFCLAf7vSLqS6GBc40kbFAKLr58cZONzmUczbvSYKXB+zGxjZwyxdrJzx5rj XhN6xY/M2fvts32+O6nDIq3fumLiyb+wuVgBEvoivT5mtZ7DiKKafvqiD+WJxCxbXuIxU+W8 mNnBpz7tVvPCvgvzOf2k/oEP9iV1fFHhakSTkEKiWJaAlwj2Oadt0JqgH4h9CB4zVU6LmT18 GkPdak63hNLcz+QDjSip82JE0aPRS2K7EjRrC2UY51GNtwwn38Xj5O9fBOcvp2jP5lWwSw7h awyJhMG49I8lnCjSGCymsiPMDZreZa1Ltusx87nzuBzMS4GxxAkijYeDBEq+s+C+3whaNX8o HjOiHikl9VznxWalP889JVK9LmOdaS1yrVZMUr3oS03eD0vm28Bhmhd0FfqgrVnf6DdA2Jf8 0JpGOpbyk/olwGStxfAmgULtyWnY0bYbF1HyDcZBEWv5ZosOWxwIrxJjE7lNQASAFCRdMbN2 OZf4vkUYEozHzgRd/ID1rK3kO6p3S2ndN4gZAN4rnr2mKb4T5yPG4Lk/4zzX6zLWOcm1LGNl P3tkcXKHGHqjq54z14NfN/uN1w+QPfsx8wW2if5sf5VG8LeKpeuTelp4XjDhZQsLSIfusQOk baqLDQzjJeeEINIbMVDcoOa7hNN1O85dJo9AzabUVvNBz3QSM9kJURE3OBR6v56fWS/0BeQz +fddYmjPektrBWrjaIRvLH80oRH1k7HURlI3NgOiF64XutUOiSerJM7KXpy8QltuG9mc1GGD h2elZIHj6KRes5F1+XfNBz1z95gB6H24QYVhjA0x310Jg+rmWgrxVfNJS+xZ79a2VT3oufoX 0aix3K/NaUR9OZYaOanrBEfUnLLHjkEbWrxhGzcg/M5nj2tuUPNdURx8ZrXTPDbbyLr8u+aD nrl7zEhkLOj5Yf27CWPVXvNJS+xZ79a2VR0SuOEL6aOWNcJ+IU6peiH0JZSBHyb39sS6xw4B h71zTHRq6VqM161CUpc2WT9zLoWvf8lG1rO2ig+65v4xIw+E0AfmgDHACSKQ1avrUnX6e1tM 3iSGquuPGvCco99yX9h2ur7el+kZGTSnUeinY6mBpA7QxuCCK5HPgtOsf4h4ayccqvtS0cH7 msYk2IK2XURl5w9DDCQsyfmluQAcQMomiJWeQRnDKVDWU6n54Bew1i2ftR8zqS29MLcZgvZZ Pyr5PwDq+rLu9zF5lxhSczZ0xWRGz/7tN/hfK5gha/5oTCMjlhpJ6mfAggnQIfKrHBwnv4Zb IKc2tw+cL3BQzByNx2T7HKjRzyR1vCapzQfP5KkL6rud7BuoWw6LmaPxmGwfT+rfQP3cEQpv Tty88Gyvh0kYHs83UW8cEDNH4zHZPgdr9ENJ3XEcp388qTuO43TDPP8BSH2igg1MkwMAAAAA SUVORK5CYII=</item> <item item-id="194">iVBORw0KGgoAAAANSUhEUgAAANAAAAAtCAYAAADfqOWzAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATpSURBVHhe7ZoBlqsgDEW7Lhfkerqa bqaLcSAkEGLAWjsttu+ew/+jGMSQR6B6WQAATwMBAXAACAiAA0BAABwAAgLgABAQ+H5u83K5 XEqZrsudq44CAYEf4bbMQTzT9VXSSUBA4Ee4L9cJAgLgSSAgAA4AAQFwAAgIgANAQAAcAAIC 4ABJQPOND18EBAS+mtscX57Oy43eA8X/XwsEBL6a+3XKXyC8OvtEWEApvVWfO0jp3ZU+kZiW 9bKy094LP6MAn4THuDWe9+sy6XE3cfTfgf0u6gxkBSHfEDWclNJje2NGTtK2G+2Bs5A+i+mN pRZILJVIKA5kOZXaOquI+gIKJJF4WSatKedY33OiqStrUnB2vPFNhNhoKsLZzMe4O+mkuikg mUmsP+J5yjyOjbB2sCztIKBvoCkgigkn80RoaWfixTt3Ep4UUBSCXJdSsLeMsw6Wtl79Wzz4 DL6AnP2vDh6KMTuBnncZ1xeQbAStk+J16mlbyzIRTC7ebAXeiuxbm2VHFPsC0hQx5Wa/X0DG oY6D4iBUD8t21gHawUlMZ166cTC8cRKwwZ78O06wbQsoQc8hHfYExBO1fSb97CMW6iP9K9DD baxF7c+TuhgP1A7mABxh5HeTgpae8U0CikEnS10R0nwr/TiTgCiupMO/tgeyRKd5e5g0yPXM snJwY6Y5Cw8HzGE6WeagD21WW5UdDe8RUGk2TaT6Nu/z6+vZJyAavMYyjAdWi4sc44kqXPds AHyStw10TyQDTUIkxi1/xP7aa2Kc5XPn3f9EWEAbv5xEeOBSvZeCle0UZhzTXmlO30vaqe9f RCjOVfVVvxp2OchkycMipgmiXJ9KyKi5DRG7sWNcAeV7ec+l622bdd+lXZlgSoltqSDL7VEj gZbv/hN5Ft1HrlrFgi8w/Zw21M5EnYE+QgyAXsDFwvVVhmzYzVokWgAqCAO1GFIQ6oG8zapt ZiWgSpDl+rycrep1X9L9SrCzCKTtSiTFD3Rc1bV8x8fg3/m8gNyswMFlA4KOOWD22EW0bT5W QR3by+IIQevMnP0MxMcRfc6rp75rQQV6Nq26ng/AWxhDQE6wEr1A2mNHmFl/Za+yUKirbRMP C4izRkvMafliBNSz0cf6754PwCb2B5Xk73qlssUgGcgGE9MLpD12AtmIw9a2SSBx/+a3u1dA dM6r5348bKOP9d89H4AuUTwymYqQnnlNMMgeKHRaB2YIjM2ZeI8dEZ2zFWzswIb33F+d+F7a prrO7Qv3XfWnEmfvuau6jg9ABzVZWdzxajOAgCJF+VSo9/pc2Lvc0oPlY4qRLTvtCHMtFxts 9+tc9kkZa7veuE9hM5/rc0C3+hIRERkbzk65zCEj6uNcej4AXXoiOaeA3kEI2KvxCjlLZ6UQ jHo2f4SdDgc7yf7VE856AvvUa4KfEZC3f4nntEPi8W4hQED/R5WNi2jSniUIparXE2EK+jK2 LAIZ/2rMSgZfCyjaeWLl48BvZSA9I4UiDs6z0l4VsEOlvb3m4AG8CUqf8+pJWFpQgZ5Nq84u p7noSfeHBAROiScQzhoUyE59mhCNgHo2PQFtLOkhIDA2HQGtAl7gzPGwTU9AKyHWQEBgbDig R31NAAGBseGAHvU1AQQExsbNMOMAAYGxgYAAeBIWjyyfRhQRBATAASAgAJ5mWf4AvUulNXUP l3sAAAAASUVORK5CYII=</item> <item item-id="195">iVBORw0KGgoAAAANSUhEUgAAAJAAAAAbCAYAAACTMQajAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAALnSURBVGhD7ZrtccMgDIYzlwdiHqbx Mh6GIgRYAvHhkGvtRs8dPwyywNKLIL2+nKIsoAJSllABKUuogJQlVEDKElFAh7Pby71erbY5 e9Q2mz3w9czuDBnnDXxEs2k7ZZbDbjmGZo+dhN2QGEsGPXbTzAuvQA3Dw5rchws1XgJtgs1m vSwTSXzc96ydMiDkLeUENyfVSBAPiXN4viCiJL66YEwKiFInvUa0OazbikXM2ik9cNMxPUAe c1xxnMWTjY8AQRpnChEmBgLyk1uu1LcFFHfGUECC3bNJVbVftd8mbLhi07O+OD+JM8R9Nr7Z tlFcBgLyySxK3bsCCn3FAmbtlA4hZ6U4i2MsVnU8tvzYIH8nIL6UC3ljCwLC86514ZoWUOlH 2IGzdv8JdpmVWhHvITMCAnJuL8QX3iFOcO38/V+uQOMjTLJTOkgCihXnTB1UErBBYc2KCAQj iZD2/eIdqL4LzNopHYZ3IBQC3ZChktC4syMukvqkRuwGAqppCmi3+b2WDZbA0/+s3T1BobMd OgF+W6dddSisg8dVOM5CX3+Dgg/pFMD1n+++J6Bqcr4gSRj4Hg/QrN09kRLzR0DemoKJFZ3G mdkLhOrTEFisTElcUUDp2CCtioxgQ1uwx8WL49Cyz1m7RDE3jAex4zNOXTzHDzV7mssHROoT /J87LyWDjONkxfobwQ6kd3s2V4j+WhvPtyp8ZfyG4km2RTFhY+iHV6Bbgh+fg0KrZBYEDuVn c4opJ44IjCcT/JNAVSKDFsd7c38p9xcQJK21Y1oCgmcpwVIfE9bZQhUS/auAKLcXkHRPyogJ js9SgqW+Twr0C3lGBWrdH64mWOr7pP8v5AF3oHgXoZnyyTN4KQlj6dKbLpLNBItJFy6lXlTt I6zj/wt5gICA4lcPSTb9u8rmL8+Q1GwXGyaZ++CJL/yHQdrn7z07CiY/s/+P+tQvrOfxEAEp d0UFpCyhAlKWUAEpS6iAlAWc+wHiY/kWzE77cAAAAABJRU5ErkJggg==</item> <item item-id="196">iVBORw0KGgoAAAANSUhEUgAAAIsAAAAbCAYAAABMf3y8AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMQSURBVGhD7ZgBrqwgDEVdlwtyPa7G zbgYXwtF2lKlmv8n49ibkDhYAenhgjNsoZBTAUvIrYAl5FbAEnIrYAm5RbCs2zwO2zAclXGb 1zZmnNf8+K5lm9h9WbANCnPHhY5F+RhnuNKS8zstVG2qzauIX6Z6j6qy0o02Wes87XXrPELM BMM5VooRL1EGJNv2xoW0GAwNLDiHNT85Xz1gMPUn845cQD8uWLjaBLcyY9Z5G2HQ3I28cSFb 5vwts8ofLcAeLTTvVhj2g/UdWKCjWT59GxZaDV1YjLhnq7jluRvfkScXqOQaPVjKOJv2oH7K dR1YIHGqk7uwpDrlWt64kC1PLiAqQdBlBWXtLOA4E1UYsOAqYOUuLLodY2V5435J+WxwUlxZ zXLBgttLF6gichc2hmWq+fiws/S3ISvuvvKWdmH+HyVPLpbpmkvn+S+AyPx/8MxC1DLn8Mbd UwYFwXsrLHjffHc6zNoulucNFyv/CkZ1YGl1OEB2Cj+K0Z9n3rjbEif8C3v3f9THtiHIpXBn mAu17g+V2oX5H+lgW3QPlmbVI43njpGfk5PhjbstAcvvbUkJPAuWlEeCby8XnFrMWxXBUqyf lWZWjRheUny1frPsbfridnBSKS9bx5HD1Lj45O0vrfvLbcn2ofB3Pp1w2ef5+arEXkhWV/p9 lFuLe1T4uznED7ZF0lm+USnh0u1wQjgoNVmUmAIMXyF6teh2hatKF0oJ2CHEPthzut0f1vfD Akp2W7O8/0mUE6xWwBEgJ0mt5wiCQIOUflM/puP8q6+379YjYBGrHq5LwrPlarvMrpCS14Gl WHaqE86iHAvvFWfh1y/TM2Ch5A3gKLuroFKCtVuwLeQMlvQsA03AUn4X59BxGtB36CGwgEww CCKWPHG+OIElu0qFQ/5G4I6AoD65u8DYYhv6KmGSrAQWYKjsSeRfDAgBj8N2+H3YcuD0jzDh dfv1RDHVduR9SfDP6kGwfFIAlv4HKznTO7efooDFkNjKSFj3hq3mTAGLKbW1QXk7KKiAJeRW wBJyatv+ABEMAhQASrUwAAAAAElFTkSuQmCC</item> <item item-id="197">iVBORw0KGgoAAAANSUhEUgAAALEAAAAbCAYAAAAzrm5NAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANuSURBVHhe7ZiLsYQgDEW3LguyHqqx GYvxEQiQhKC4bz+y5swws0D4X0Lcx2YYg2MiNobHRGwMj4nYGB4TsTE8KOJ1c9Njezxaadrc WttMbo3NM8s2k3qeoA8067YzrgVqYHL+V83qpnyO84KFH4B74mVWRbS6OZfFic5ehm2CDVto ugC871474woQx6OJOGgn6SLafkrIXSKm1MKrUW1Wt01+YdR799oZ10E//+h8mGhBSwc6eRUH IvaTc/w6PS1ivJ2HIlbsjLOkF23/xXyGtuMRzk8rexMHIvaCEm/CsyIOZWJRvXbGdVDPn4US ieOQIp41hiisfbqEMXGHxusefgBFxMQAjSjqIgR8cinVXqHXzvgfyyz3WKQ9pQleJmLw1KSf 1TlsDyIlTgzDy9hPFHDuE53uhz3xcTih2X2XY48CpHm3UlxPX19XRjszVcRMfApYX10gzZH6 FPYP6hTtfTAmTs9AWWyv3feIooNN7BFxtpHxoN/XnxaxXC8gyzTRpjJa3hAq0NLegYhrWh1t i8vtWjbxWSv999p9FdzoYxGn59BTHWrtDD7J28MJWB995j1NnWgE3WH78LvhwBp1z4m46gg8 zL6Hje34hvXafZVOETMqEf8O4UJo4gTt5PKOF8fvEb3X0G98rfAlpmP4vulLJr05ijg94SRV M1BsaAr25flVU+6z1y6ShR2SuCxau3wZyZxDncxDURIpXR8RYCVivg9xcwVNEZPDPTPHQMe4 mWTb8GhPIc+sXh89DzZ1DdzX3B9rIMbaq/Ni5574isBiya3Mz7YUShKFD2vK5mB9qJN5/9ul clIXqiGPAmAiBnEUO15HkHMLlM2f/Rq65xj66Bz3powhYjjcnRMrMR8etDxkNd+wBWgZ/Z2F xlPlFWn/lFa/gJrHPnrHvSnXFzGABxwOL58yFMfnqwjsjIgxL+sC0WsGkdB6GEOLByWhzStE fHLcmzKGiBPokfLB0pjvDSKu6uWYLUKbF4v4pfHtbzFEOKF9xUYvXITC8mcEgr+ph2df4Kwt fjBRr+gF9r5w4uS4N2WcmDilfMr8K3Wa/aGSfEr8I0rmvdDwQ3DyH07JpoiFjpFEyceVsbr8 x6QITbQj6XCOHePembHCiXcgPaAxHCZiE/Hw3FvEIlQxIY+JeWJjeEzExuBs2x+xWnGh7rPP mAAAAABJRU5ErkJggg==</item> <item item-id="198">iVBORw0KGgoAAAANSUhEUgAAAbQAAAAbCAYAAAAUCXrJAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAXySURBVHhe7Z2LkesgDEVTlwtyPa4m zaQYL4iPhRAYZ+3EkHtmmFkw3yuBcJI377ECAAAAA4CABgAAYAgQ0AAAAAwBAhoAAIAhQEAD AAAwBD6gvdZleqyPRylN6/LK60zLyzWPPNeZPU+T7cNXa64HxgE+dg3Q9Rqga4+kb2jPWRXv tcyx7LVMps5s5C9DdabFuEQgGD7tu7UeGAj42DVA12uArl3RFNA4ueA5ap3Xsk7mtsFvMK31 wEDAx64Bul4DdO2KnYBmbgdLeu9423j+lXrXeEo98C3C7bB++zwEfOwaoOs1QNeu2AloRsj5 HONRWdJ3ez0wEPCxa4Cu1wBdu0IJaPZGztK7xpP9KLf81nrgHjxnaSuRhK+owMeuAbpeA3Tt ig+/oe2/Xmv1+sB/PLejzecxNjR6tsSajwAfu4bhdL2J38JfFdpsE+ZdSm4959r5g9+h+QOf 3TZa690fZxQy1I42n2Wb19cPhgB87P/4HwkkbwpD6folvx1e1zNot41dS6xD2jIdja5fCGg5 ReM9l9iuVMd9ZLX131qvF4rafBO/Sc9wmPM+coSPteEOsibbjaZr4rcHdDgb+GtO45nyWpYt AMuAZm0qLgZn8F5Ay24KNsrWbxmunTEKU6G1Xi9o6/k6Jwa0U4CPHeDA7XU0XRO/PfcWfwj4 a847Z0oW0K7BB7TwSstSNlulDk9U3zme+tym2GdrvUA69vZZcnB09jxpW2gXDRLm4R2PnHer 79K0TrGP4KCinUdzRkt0SNEmLTcpzD1uIrkuZZ1xLXytzHEy5ytoohLqput8j3RcSomtLEod nqj+Z3yMnjN/cEOLvOZHJd8q6u7q5T4s51+ywT111X1+m4erJubF906mY0iur+Lesaj7eM8O knvqGujuTKE2WkBz66a+jsyRyMdN39BuiZ20JiZ3AP88CkIV9XYzd3Z+SDBhDeQYcYM54biW z5n17UnbeOy4rCy+hksDh7k/3TzzdSnrXPhatr7cxxN+bVEvyhS09PmfRdiX+5HUKOQ1P4p2 YmXEmz7cu31o/mzdBrtHNl/kh5/Lx/3D1y51kP1yzXb3MWvXq7523r2dKXJuxOb/s1lD8xyp D33c+we0uKg00UaQ4nHRjrSzSMEpzw4l2190ImMI5lCBYkCzY1d2jXMWm/z4cn5qvlDXwsv4 3zVNfpnEtgJVe0XbgFb2rg9rfXUG+fa2uHWZvc6kCQ/6Br7e0t8Cfe8U9vEo/u/16OpM4f1z Sv1a1LzvozBuHwHtncPmSDvC3RCjIbL27nnoO23rUAOaxY9HgrOGVJ/P95Dz+by6FnfzyQ7M miY/TNFulqPaa2VHfHGv/97gfs32jfN9EdBKfqvoUNw7fp+q+7hmh97wmnRzplCbYCNGbdxa vjBuJ29o0vE9ewtubRegNt5JlLbu4DOb0iSt3+rBaPH9q/Oj/LnOlz2vafLL1HQ5qr1Wdmb/ 3eECzMO8mcW3MwtpItdW8Fupg9ST8uyw9H1n+7hmh17hOtZ0qfmZzMtnxD/PFGpzckBTxu3k OzTjmDxQmMVkNwVLkj/QjrAG2zOMM2rpVZ9e82VAM2PxX6faOnYO7ia1GTjJV9cl8v5vPqdk HknbiiY/jWJXo9tMurhnQaPkBiztYtHKarrL+jyv9tUhdPgUNGF7LrkQVnSo7h2yV2kfD+L/ Ro/uzhRqs80tooyrzinL6+N2ENAs/sAJiVbEy4xQ2hefu+2YWLKuT9Iw/L+N2JBtmeG8EeKz OGDaZpqNE7B8SOmXpTK/rXuarPP68mhkPkZNE5DpwjYKbWZfXrQTyZj2kUqr6S7sk/lwOPRt argF3xa7Dm3+fH0mFf1W6pBqyW2S/yrS14kbUrNDZ3R2prjAuj0v2oKl3TkWxu0koH0Cs2nk P/Qjx+Eb0QjIbwR3QN5iAPhpWvYxqNLxmYKA5qFbhAhWtoy/odn87YyMgAZApGUfgx0Q0EZA fPxhUtgEtEls2d0s7B0vzBdBDYDyPgYNdH6mIKABAAAYAgQ0AAAAA7CufxukuRm5+b6HAAAA AElFTkSuQmCC</item> <item item-id="199">iVBORw0KGgoAAAANSUhEUgAAALcAAAAtCAYAAADsk/q6AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARdSURBVHhe7ZkLmqsgDEa7LhfkelxN N9PFODwSCBCU0imjzH++j3srD231EAPz2AGYFMgNpgVyg2mB3GBaIDeYFsgNxvLa9uXx2B9c 1ic1eF7bEtqypreB3GAoUt5C4Odq6tbdVz339UPBITcYiBG2autr3xZF9mUzLX1AbjAOF5kr KYdLV5Z9kyZrdW8AucEgfGSWKUmSbycpCfNZagK5wR8QRQ/iQm4wE89VRG9NbtpZgdzgflih 2Vzk3GAqjNwxKpe7JW7bELsl4HbYqJyLayN5qMM+N7gLlD+HnZJKRP7CXyiVbZqk2Lyn7LMU yZCfbbJPLDJ3au0HQD9p5HYr1lKu17aGOj+z8i2blDJX4omRnru1HwA9NMktaUny1T70WpLR vrUfAD2cyG0i6ZbG6G65KRU5lVvpBz6F34jHb9zZOJHbiJZl9b1yu7rTtETvB0APity8sKPS K3d+HiVqtPYDv4v7y2Bx30X5dJviIgyO3OdpidZvFPKhu+ub/D/Lygbg07Kr+8X36arFfUf3 L/PVnLvM+1r7jcCJLb4LT7Kxknmxx193Tk7kLqnK/TRRjiprfXxkjOdv7fd9KtHyLyI37RZ9 U26kJRV8RMujqpXjOCL7cemNa+33fS60mzBA7v8Cyc0PV5Ti7ip9ZHH942tVLeGcrf0sHFXF 9W27WPz6S2vHdqJm4+TvkNcR42v5fph4XHj8O9cK8oo2GVAKuWU/Zc1C9ccTk89xgck7kDRy Xw45CUiAIJL5nIvAx5v/vxxXOQ9D41mYKJjBtYn+PN6kY83X2rhetLlme0ziJb/JShn7JW32 s3jrvcxvll8XXF5uQ/Kw+ZgeuNomHn6tLRwLcSRBTj2Kx5y14XuE40pfi6yTn8X3kIV3cmy/ 5O0DEm4qtyKCpbWtODYRslg5lq9yTgPcGI7GzXLTcd7m8G8oKW24hrLgDlBfJ316wtuTL3r9 z+MU1XU5BXK7Yyuyko86galefrZ8Qe6iPb9mDdcvP+d9sWLzG5MlX58xRW39nfeWm6TgG5FE 1sNx+bG24KI6GuDPHdOY5Pida9FnGWndA+QIrX0vGb2NyBzh5ctGCnFvDqJzfl9PuNeCUlm8 ydfXspoHH9pjSReY+bE9j5HImSKvZ0pyF9O27mvRb1jMQpH7RHmz3+sqK9+JJ0lef3eOBJ5L 7gl58wFdmvBb+M1nC09K2c4TlN+Msr8pNLnTrU1b7Ln8WHe/inuXnid/c0Hu0cwiN+X5UUKu tsdG4qS9TPeiiCSompbFt1Yptx2nTSQ6NkDukdAD4Id+e8G1iSrrtHZtkXw0ptaWTJ5YZPSG 3KAfTV6Ktrzozdt96pHJfTTmSG650FaA3KCfA7kLGRmKuM1jjuQuJkkK5Ab9kGxt25oMLwKj mC6a18bU5ObzyOhthEdaAn4Hku18W7MmeDYmz6PXNTlHLCfbpATkBv2okfk6QG7QD+QGU0Ji c0pwRcEhN5gWyA0mZd9/ANyIZE0Ua10yAAAAAElFTkSuQmCC</item> <item item-id="200">iVBORw0KGgoAAAANSUhEUgAAAY0AAAAbCAYAAACA79M7AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAWCSURBVHhe7ZwBkoMgDEX3XB7I83ia XsbDuBAChhgUW7VS/5thpkhASD5E2539mwAAAIBKkDQAAABUg6QBAACgGiQNAAAA1SBpAAAA qIaTxjgN3d/091cq3TSMS5tuGEP3xGvqRXte/BhsVm0H2gWaAhpo4hfI3zRevenMcejTtXHo nE3vwlGGbLrBSSQShZCPXWsHGgaaAhpoommqkoZkGYAlps04TJ3L8PKpodYONAw0BTTQRNNs JA2XkYc8178dTH5V3AymYQeuIj6BrT/h7QKaAhpoomk2koZzbH9MMOmaerqotQMNA00BDTTR NEbS8E+aorwbTD2O8fRaawe+w6vXsVFFacMEmgIaaKJpLn7T2H5ttOzagL/a2fDNkehDPYQq vHbXnOeXAE19wPWaquNDjT1cE3Lf0v3HYVLfzl3A+zG88DcN3gAiw9fa3Z8QABLChm+Owgsv Cj6KsH/N87hv0oCm6rheU3Xs1Bj/4Jy9STxYE7RXxVxobrW+PIzPzomNpLGkGMyXy5Z8sWQT Drd5/Fq7Vij65nBC0M2A8yY9QoQxGRVLzU2gqY+4TlM7+FRjj9VEYd9+403jgxi+lzQW2dk7 Yz2zh375QVNr1wrWek5hLeAHJo1DgKY+wlrP17kqafycJm70xvt50oiLEWUxmmEjC9mHTGq2 +5LGrLWL5Peev4cM4/Qv0Z71LfRLDovz4CCSmGf7ULqpS2PEYKt+jCXO+V5yLmLDlOai/c3j JrGn4seKfpDj0SCOku8sou0Rolbz92UjrotC9tEvhZLGrLWLlPwSfSnas76FfldqypHrYO6z 0Eecezqo9bqMdVZrlutFX2pyOyqZbz2GjSxkf4YmCnEX8Qu3tuqVfvWI/iU/3S2GWmv5m8Yt 8YuxFisFwe3JqWRo9+vnoOUbNIom1PLNGhw6O9jfSozN5H0cQiAyYOG12N07a5dzCfebA8cB jWNnAZ/9QPWsreQ7rj+Wkl8a0JTH31dcG4ch3JPmI8aIc3+FeS7XZaxzkGuZx0qa9ZVMR7+g sY246zXFuvN7tV+jfzzcP/o58xW1CfvY/1sx9J+V1u6fNJJj8kIHarZwh3T4nn4e2TfVxQHg x0vOcyLTG9lR3ODmvURQdDvNXR4+jrU+pbY1HzyZH9FU9gSrCAeEL3x/PT+zXrD1yGvy869o bI8/Sr7wrI2jEb6z/HWLGLKd1FobScPYTIR2jHZEbT8iPPml4C36iydD15b3DVQnDX9AuGul w4bG0UljrY+sy89rPngyrWvKw/ejDS46Bu2I+e46cLhurqWgvzWftMQef9S2Leou3otfvIMG 5H6/XQzZNmqtkTcNfYAya07b0y9Cfdg5Rt+wgd3mdsUa19zg5r1C8Oia1c7zqO4j6/Lzmg+e TOuakkit6PlR/dgDZ9G+5pOW2OOP2rZF3ScIw1fSh3eOIdk5HXP1xnAmlhvHTX7ziXtPP8I7 dMtxwemlrwXodbKQNGSfzM6cS+Hpo9RH1rO2FR88mvY1JR9YvY2fA2kkHjCOrL66LlXnz3Wa /RGNrfonxCiuKfg195XdT9eX+zpd4w63i6Gz01prIGl4eGPFQiuV15xTrR+KNvsJh2tbLlr8 8t83z+i+c9BjcLouCI1KCk5pLp4oMNXHBTNd86V3T6mynsqaD4DtF3nt/ppKbemGeZ/OaSOz 45L/gKvr87q3NfsrGlNrMuJOhyVfe9uv/q+e6ARe89fNYmhorZGkcQUxoAJymHwqcI6V2bgG dnpz+wgcwEmaOhtotn1OjCGSBkOvgWrz+mvyqdDXdwcBG/CxnKaps4Fm2wdJ4wrU10GuxM1N m99f2xsBDlwcD5vwaZygqbOBZtvn5BgiaQAAAKgGSQMAAEAl0/QP6eKgb5pT+MUAAAAASUVO RK5CYII=</item> <item item-id="201">iVBORw0KGgoAAAANSUhEUgAAANgAAAAtCAYAAADMf6VHAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUFSURBVHhe7ZsNtqMgDIVnXS7I9bga N9PFOAkEDBAQO6VP5t3vHM48+SuG3ARr5w9xoKCgDCt/DgDAGCAwAAYCgQEwEAgMgIFAYADs KwvhLMt2vKTpX4HAAHDsx0paWLZPScsDgQHgeB3bAoEBMAgIDICBQGAADAQCA2AgEBgAA4HA ABiIF9i6y+WHgMDAr2Zf+eXyeuzuPRj/+1kgMPCreW0Li8CVT2cvRgTm02P4oLIsx/Yq+5Tn Vf82XPc5C88h3br7genhnyEZPz3ymUOK4dmjHf9b0PpVBnO/ySod/LWtsc7feDuVuj6JUYM4 07l7+4FZkUCaCcyJS9W5a60i54fBx/wcs4qsS2CaUhQlZp/Xdiz0WTrr9fYDc7KvFJgrQTTZ 3yTL+fZEUJUsOAMXAqOb3dLQ8bbAJBJdCszoByaEfIlFUu6xnFJUHfeJ++0CbBbkrbpJuBAY OXuWm98VmKvLjNTbD8zG6Temv8gpxR8Lqa9udz6YP4L4oJu54hQYAqMb1+VdgeXzGM9tvf3A 90i+fLBKh5fz0TD0qvpL9LVsv/9/gY3MYNdHRKvfHJRHn9HkYvBb9cPOSNlJP1XY/sK2YhH5 tSaCsgQmGS+/J33vTyyyxm89g4kDKuP19ns+wVGofElgLK4QhILQ1v1cx08JrJUBw5r02hk3 Jtjtdz2DlVQFtlPkkspaH2/8c/7efrNQtc3HaWSpSrTvpSUQV25OXNrEWjvXhYDqA6xu/55d Pw/Z7A2BFdlFG8g2iB+XblBvv1mw7mcILRH9o8A+TWkTOaHoOva76nUjmEyACCwcy1Qp7sjo o4vr741htnOJc/b2C6SffR4vgvFVezK2Mi46YViHBAcXYM7+vizHEucIQSQbJ5gCi5+l16KC WG0tub1l3hiAYuG5gh30fG4Soma772AHHfveNPo+C3eYCFq/ymCPhDej5ZBcpD3JwJVxqxaR FohyUiJ1DO8QeqP3Vc0tFM6UCPbs749h9NlJu16L/7xTDOKQYe5ERKcd3HXSVrOdXIPh0L48 XGBmVhHnyx3GXYtD3RnH6LHxWjk9zxfFQ05di7p5ffWzpM5qd2vXgiNaY2ptLRuAr0D2nkBg hjM7Wo52Z5wjyxrFeJXFqC0d6+kWmGSdmtj98SgTWGuMvtZ/t2wALsm/8PH2Tk86V8whsMLZ hJaj3RkXcGOCQcuxXkAkLvcOp+SuwFyd1S7r6B6jr/XfLRuAJiyuEGyD0N55DUJ9Z3gGo5vS jkuOcxnJ74xzsPGunFEMXLGu24iKwPSYpJ+5Flm7Wk8i3tZ9J20NG4AGKpjlmPtVZwKBMWfk cMXdna6jZ6fd33i8dj50NU4bKusrJXdG/V93TvKx5RcLy8LHPmmPDl9bCxNElo2R7BbLShlV X8fSsgFo0hLR/ymwb0AOnf1qxRtTZzVyVp0Neri5IeAm0b46IJUB7qdeg1AdBMZYz09cpw3G 17eFAoGNI8nmp6j8MxMJKWnXgdKL4txbEUnY/2TPzhNAKTAeZ4lZrgkaB4F5sohGJWxAjGp3 VSIGD/PdHQ46sAKYrrPanfC04IjWmFpbflyXooMyXUNgYGIsAUnWcY5utPuAmQmsNaYlsItH BggMzE1DYIUgApJ5use0BFYINQUCA3MjDv/U1yAQGJgbcfinvgahOggMTIyZoZ4DBAbmBgID YBAiLvZhLk8UGQQGwEAgMACGcRx/AUdwwJwkmVKjAAAAAElFTkSuQmCC</item> <item item-id="202">iVBORw0KGgoAAAANSUhEUgAAAEMAAAAVCAYAAAAdHVOZAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAFQSURBVFhH7ZWBEcIgDEWZi4GYJ9N0 GYaJARL6W1otavWs/LvcIQQIzw91PFQ1YIAGDNCAARowQDOMSOyd4zDp78srMnnHzpO0igoM BeH+BsbEQc/bwkh6yRmF8q+BjOTPgFFInwND7eyC7PJeHYBhm6fwTDkT+6wosNoibBznOPZl oaxcRJP/eT2EMQOQ4wYstr0KU9DcxlUpd15nMZ7aUEAk6oJRaroTHfbsvCYr+08BJsuYtddz U54VB5Hdobk9RZ+lp2DMFgd3yIFr7hYM2KSRAfkylD4YuQ/sLioLCAiJmroF48hboA7q4fGl a6IPYLO4PpzYvzcX3SEHt2tCMDUdDh/XTyqD3YQhyqSMsMRekZHCwi318HmeOWL1tTFSCq7p 35Wt/c6vzqo2df8CxjHBw3kxdcNI7nn4Z/6oDsOoV+iqJERPXJPrasCoYr4BL1FMKWw2cMwA AAAASUVORK5CYII=</item> <item item-id="203">iVBORw0KGgoAAAANSUhEUgAAAKAAAAAbCAYAAAD7woSbAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANpSURBVHhe7ZgLcoQgDIY9lwfiPJ7G y+xhaAIJJLzU7raumn+G6fKKSD4S7ORNphNlAJpOlQFoOlUGoOlUGYCmU/VLAFfvpsm7laqm a2l1fpoX/6JqW9HHE5Wxr19+mfPYaZr98irbhI3X4mdup6YDygszAK8o8t8QQITHwUiqLfMu f68OuUD4qAHUagtCCGENAsBI7C6oiOD/A/DA2kxDrc75BYEaAbguBTAUzbYc0OKixwpEYWwT AB5Iq/8O4NNSPqevHIU+InJ6iGibKVgrRLJNB7RApbbieXgQcBQBqPN9fnHeiFhmPhYVgJ1x eNco7wNhUllntew01paez30zhHPRH2xx34edeFnBftBeHwcw+kW5qqOYruWeZx/lqJrXkiNg EyoxSfarsZ1xS/wboaD+AGRZ57k7n5dsYJEvWm/S6oS9CyveowZFvnRHHHFQhwHE/d87nnzF QQifxYFCBiZech9A5ehcgpEuEINxqGa9hPMXdlhoI20UvPShU35jwX4tYq+OAnj0IIcDE+xD UHDxObkNf+fDMAawt0g5du+4rfo7dpJEFAR7df8zNYqgW3sUIxhVpMgHzeiLvsTAAh8zjsnl tldOv6iNCNi5P5Xg7Bm3VX/HjlA83QCf+DfC1fWJFCy1OwKCT1LaRMG+y0jaV+feV7Vt3gFh glwoL0iN3TsONKy/YUeJXrTdaQLtAjAEBARGlv2HWqZcVuu5GUAGQD2IqaUSnCrbmOatcQCL +igp6yM7KLk2XVqcvRanTlkGVtrRJ7F6Rtqocl8a78/Oas4Rl++0DrbRcyjP/5soXoNAz6O2 0E9rV+XIoYZ3raIltKWUTBIA3kXgXLm56iRn6GJaYwdHB+R0ox3C9bz/ZR3tSVsCboYO+vM6 /gasK+p2AOLprQ5qijxUR8m2AGkBRTFHRw0CNBkE6Pl3M3V1vuZN9wEwpY2Wd5uOj2kQwYhz y6iU+4OCjZxyYxqNdZXyEUCV3oQMwEo3TMENDQAMbRS1uv2kkLahgdNtrMNdh/7XFdSKpiwD sNKjAJTRUX+lUUoV4OiUSyJQU1Rsgku25FwYZym4rUcBOMPHQUjTWKo0yRD2+lEYFWV0K+us GD2TrUCcbjMIox6cgk3fIAPQdKruDyDf/yz1faWeEQFNXysD0HSivP8BcXxwFIFA268AAAAA SUVORK5CYII=</item> <item item-id="204">iVBORw0KGgoAAAANSUhEUgAAALYAAAAtCAYAAAADUZGEAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAR8SURBVHhe7ZyNcYMwDEaZi4GYh2my TIahlmxhWRZ/jUOA+96d2xILEuyHkMlduwmABwKxwSOB2OCRQGzwSCA2eCQQG7TlPU59103D K23/CIgN2pGk7iA2eBwfZez3NPZtLgqIDdrykdivaWiU7SE2aMssdsy+VJZ0XT+Nb+5Urw1B YyLKHF/TTfr1Pt3UxwMx77F34iMQG7RlrrNF5qDuoMWry43XkGKrbE+x+ThFP/3djyEi8h5H iA2+SCUnYUqM1zB1s5ShT/62+1Jc2LaNs3aK7co3moHYoC0rYucyQmXtIO8c64mtsnKFyO0I DrFBWzyx+TVVUgS4Pu6D1KHNoZ7YpnZ2SZldvyfEBm2pxE6LP5NRJYsXry/tq7N2kFhKkVHt SnW8XlhCbNCc8mlFKZzmPQ5FFp9F5v0kU5unJmJ9ugiq1xNKbFPgV2z0F1fb1rHAOTgZzyGL WN72taDt5zI4svG5PqGN2KnGyQMAsX9PnAOel0WBJMapY4v6tv180kXzTT/alSJVfQSuQFyk eWInqd0JU08tBBK9QYad7wJfFgViXwKpLXc8ATjIktjllyYGnsvyKYb72oXxS5FZUn2rqm9H cXDKFvtT7GBKFFuy8DYNllo0xA9gtsF/8cWO89OPY5pfakryogwR6vm/MklsEbiUMZ+c6k8n xlKrARPJ88WQYm0ml+0wqPQ7vk/KBLP4evs+WaIVXsIo2gG7XLHTONNX0vFI5o7xHLEDWkAr I1H1G+GW9rfH2ts3b6+IbeNBxbLYRtwkO4+l179jrIuL74eNPwv/JPQH905CvRYXACsnvnas vX3etiZNBDW3HzC7xdYZmcfdS1zqtTQ3Vy0V/5exeWDOythq27LVP+Os8pvR/thfL0W0xAKP pcxpfU7+ca7L/8ROA1Nc9Yv7x1j59ilm+4X32dq2bPXPfLM+/OaxP8euhQR71+U4fRKUvOb9 rn2OHklsEbVu8WR0v1zVy/vkFmN1BurD4pRkLOPC+xSLSbud7w5eNpMBl4tmbtxhP2ecTD+W O9LFIvutxfvHDtH5qU5oS18pZ8zirQn2s5k7bKAYSzl/hT5np/vS5Ix9A2z2kYnhQWch1eTp csm9EzixI/1OE60lO3JsllTFVv3gDO4jtpWLWJAmZ6Il+TJHYonNeJZeYnLbztqgJbcR29aE jJFKbp28vZpVj8USu+Op70aLrKdyn4ytZRK0VNyvxN+Sb28s8cmxwU+4UY1dLuYYJVXMqFn8 YtvIdySWOBafFoI6awfZUYqcy60Wj1nuuumv8qnppy/lvwKgC2M5Vrcs65Fj1/HeEwfwXW4m Nrgz8U5nkwChk4NdaJd9e5MExAbnQCWbKs/y/wEhcXOZV5Z2UerZZb222QBig3NIwlYZl2VV GTk1ztrU988nTBAbnIfITU0EX5GXSxeIDW5DytLsNv+98Hh0rW8DiA3OIWRr//+ApMWh+3g0 PV3S5Us4zrCjyIbY4Bx0GWJlFYH39O0sTSA2eCQQGzwSiA0eCcQGjwRigwcyTX9VnVz0cg8C rgAAAABJRU5ErkJggg==</item> <item item-id="205">iVBORw0KGgoAAAANSUhEUgAAALkAAAAbCAYAAAAgeS65AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAN1SURBVHhe7ZgLlqsgDIZdlwtyPa6m m+livOQBJBFix+t0Ks1/DmeKgRjgI+BMWyg0uALy0PAKyEPDKyAPDa+APDS8BOSPbZmmbXlw dacD+3Pd5mI/8hUaWc913qa0/tO0JBKq6vP3snEN5I/FBB+Qf6do3S3cKGQkP38vH9ddV1Qm D32fGPAmAM9tnQ0bAP28JsvvKyD/ShF0zYx7Uo/F8YdszNsqiW49+yW1rysFWHn87I8YGpgu ZOe2i7nG2GsN1mGgedJToQBMPfTZovWe15V5gSKAV1eVrD1PVvIOr/sLPlKZ9e5RNuCHIc8w azCrY2HnNyHg4rjJwNeNwW1ths/1NCHwl97DO7psAll/z27/ZrWSlSoeiSBetznxQC3NSXEG cuBE8PVMvFTfggnFF723+GR+aiaXjS2YoJ3dwNfrb329aiv1+0OuM9K+UCY6zmwfqxbEDD6O p2W3a23F9t0GY7+24ByCrXHPPwU5LZoTtOfrVVurflPBfOkxiY2bFmZIyOV47JhB9hmvtYI6 P5PPOyCDkMurIKdBvSuTi/ptpI/NetQm4Zjk3KW2698O8L+vK60NqsZprhFJPSCbQt64f3ND sTq2c5DzoJTDbn9qmz8O8tHdfM9R/TZysjKOySSIAWRPd9w4cgJUBnbmJyvNk9z74I8Yog2j NkjyLU9DexrsPjxtofbSnheo36cWaiszxZw+bAFc3S69R32I2rrOCLmNzjDGprJEnlTRpvT1 bCDtN29WUiseOy8ms3Qhz3HAz3xS2pjOxNhSbt/JiCelTgQVHyknOCgNsxYnuLY/M8eeLXFQ M/nHixamjKeAABWy1cXlRUTQ5aC5fenr2bKf/BuqNPEUgxOPamfUhLzG8fP/OnkxhkD3gRwW VmVnIVz0VsbkxbYLL0HzbAUuXXAzefFYn1LSv5Ts04zpRIwh1G0g9z5U7H2QRNkRF9uDxrM5 IHvx7HxKoe0KyI9jDJHulcl7d0jOZhoqgvwQmiOA3Hd2bNanFNouhrwXRwh1ozs531slOWmx F6SF7+BisVWm9SDxbNmvzJQJKroKOPFYn1JouxByN8YQ6EaQg+oHGhZ1TGfQrU32SXA9CJDS rmvLIJp3KnJ78chYzMYT7SuIxo8or/3XyYsxdDPIQ6GfKyAPDa+APDS8AvLQ8ArIQ4Nr2/4B GNWjG00mOk8AAAAASUVORK5CYII=</item> <item item-id="206">iVBORw0KGgoAAAANSUhEUgAAAM0AAAAVCAYAAADl0WorAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAO9SURBVHhe7ZiNjesgDIA7VwbKPJkm y2SYPGNjMMYQeE0bXeVPQjrA4D8M6b1Ox3Gm8KJxnEm8aBxnEi8ax5nEi8ZxJukXzbGdy+t1 rnvsv81xbsvrfMGeVbtFyX6usNd99sKOa7Zx2Q6MyZb2v1/f54ixXzb4q+bYluSn5c/T8wW3 n8s52kWzr+NOzIJ7L2c4g7kPuhoJHSMX5F32YsEImzixef+/UjRkZzPGGP8VpLBT+/T0vCQW zEfO5SA3vTR0YIedwCCJogHoRi/HpnnrBtI+NJJXvDR/Cyz6qmiM3IX8JLmn5w1uzfM8NxXN xe2gCUFRBVLf4v/BW8HUPlBw8w34LT6n1ywajJm6rOTY0/MWOH9XnuepikZ+w3NjBfK7ExtO kBF5nJJty0YGiqa7Ph0sNaeCWfiS1pdr8XdKwweyU8ppRAKEbGpdnd/HLBq0Wxeo9uvBeYuU ZxlXPk9yjPel/Tj+ufF8Oz/lOST5omj0NzwfOjReVz86G/u68nuyVj+uT7q768nBpKtjx76K PZCwttab/RP7MmxbbHk+JwLH9j0mAECbZEIaOgewLrGijW4E/FrRyDNEceJ91BkB0lmo4n9x JkS8jm3D/XPRoLBYHKgUEDmRLUMylSwNxjHRdDIj1fqwtiGb7WgE3dILjf8r1vIBEWvTTWSu Ubp7Or/McNFIv56etzDnjbgnX2GO/9ZrUX8jP1FWX0ypaOgZ6hvPTxX2UVm7aJqyAd03aK03 E8+wk7FJe5Cwz2XBxT5IbdUvfrrBUpwMv7HIy4G2zi9jxg59ULmQY0/Pp76Ia+yX+aWiyZeR eG0gB0lWr73KD+sW+vNLIw5mQirAeVFUUt4ypCVr9TW99XpOIuygolM6BtcSIeiGrNzjyu9A T+cA+aVttGzwJfaFIw5XpJR7et6gyhWAY2W+aR8oGJnHkZxZoBytE79pqFKLDYQCNEAYVfSV IV3ZABpQOijpr492yoiB/jVMKjvowMmAUIKKhIAt9udZlLXWZ0fFGvV5AOzwmdjV+WUwHtZh DPlI47Ufj89rWrmqFtFe+qyYa5N+AOzhMyE/NkL8wnjxj4CkxGj8O4H7ywobpzk+YKGFQ9aW rZoZnZ6ueh4djsGgMSowKjYe48Ov1ib92gfoY8Ra8nJ8OVf4oZlkuJmyctyC7ZDF+i5Kv3Fh yVhZ5j09r5HyobUuoWNbla86z4FGfoozlcdV0TjOLwHFIF+Qm/CicX6W8BqNvFqzeNE4P0f6 dPtExQBeNI4ziReN40xxnv8AIzYGuCA/DA4AAAAASUVORK5CYII=</item> <item item-id="207">iVBORw0KGgoAAAANSUhEUgAAAWwAAAAzCAYAAACzMDIvAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAljSURBVHhe7Z3rlfMoDIbTwPYxNaSL bSJ9TAepJr+2kynGiwCBkLn5mpi8zzmc/TACYy6vZdmTvU0AAAAuAQR7dF6P6XZ7TC+fBQB8 KH/P6X67T88/n88AwR6Y1+M23R6QagCuw9/0vN+me0G1IdiDQmINrQbgmvw971nRhmCPCIVB oNYAXJqc0wXBHo7X9EDMGuyNja/u+dTmHv1vps1Z2uUktA/2fcq0IUbfR+v9mjF5hvb3P19u L0OwB4MepfZdNODrsS+unVDtvrZs2+JFG5/r/jSSvpZ4M9irv1asRZ9on6XtHyHY7jwyNALB Hgp41+Aguj1sJ5bdwqUF2+A82frXEk02PRHoayiIceJhH0W6pyHYI4HYNTiKbgFc6GlmBHvu va5gk2Dra2CP/T3OkIxlQ7AHIveSAoC1yJgtJ15fLKoh2QIndPG4E7i8radDsKv1RfgjKVOC nVxLqJ/WdaGH/DW4fko7jRB5YRtS9ZwNTHtsB8EeBloIGx8jAfBYgRMxWxY8qztWDMVak6Kr PduabS7v64dzV+s78QvnqvTj9RBtWNR+kfaqboD75lMsjyJvj71eTuQJ2yf2zCvnrEF2fjwg 2MNAi+Y9j2xgMKyQKIEriEv0XPNCKZnZuoP+mEiFF46z+lS3YBv7ITxfSe68JllPtnINFlE3 eMjZOurctXNWiXsbgj0KtGBKixeABbgQhLr5K0FKwhZWiMqCXbQldD5Dqb493hBsFkXZHwu1 0xR7nzdWz9nbRefdh3HKXLe9waQHyuesQueCYI8FLZjZqgRgBTkRlYJky4WgS3stXDXbXF5T q6/LJKIfTvDVOTrrOqJgJsg2WtdN1M7ZgEM6EOxRoMUQVxgAG+CYrBCXigAmeSVcVVvCipjI K+r1fT/lujfnf1Ch6ocLp0ix9B6y9HhNX/IhEeVNW/yxeKGizjwM83pRpnLOBhDs0YBgg11h 0Z4njgtz/v4wohPKWNwokcCVbWcpu35r55qXWzH04umOOaFzQs/HWHhV3XB+fQ0mb0MiJXt5 /D49jLgGG05ZW3m8zkbBdiftPBc4gy7Bbs1bo7zhRQAAjmGDYMc7BDbrB3G0YFP7ybxDsAE4 i4xgu8eArg04i/EczYK+fStnhEROn3ewHdo7MvYKrkhGsBd4TKdv3BG9OY6T7bSZfn+m28+v zxwEBPuCQLBH4Pfnn+nf/4JgO0EMgfAgIiwqLpU/Ei/Y2cdoujOIcltJ55lcO2v7xvXu0z3Y cV0uG2ghLw2JzMaJxkKUe+IfK8Tkyr3tQ4VKdOhk8RoA+0LjPNA6/1LmHnZWhJ2Ry4ryxLZg 93T/dZvXl4fNLPNct/d8RMFWiEcqxmQv68cB+BRywpgk2fkcTcFmYS6Nkyj3zdg+iU+QuI/y KwFrq+dn9RoA+0NrH4J9ddqCHTZWmqwnK2177YhsXm/kjnaW2DJUJ4iPERz5LWSC9xx1/U+H rq/VaTk2uXGalSshLdXXbfWWETZ/fcFOPxubJ/cEeM7a2nLzz9ojHZ5a9Al2SdSkba9dK7+k nSW2AeFlm/rzcgaCTcecACnPrFRft9VblstfFBqv9JrETcjMzZmCnQIPewQ6PezCREvbXrtW fkk7S2wFVoTM4n0kC3geLnkHx4dEDHJscuM0m4+zPGyRvwzpuvl7PuOastckx87YHv9L9wUg 2CPQGcM2QiE9WbOJ52GHXjtDNb+gnUW2EufhpMJ2UY9aQwLbugg5NrlxSo75sZI3xmJ9Z+u8 SCpy4YHseVr5y1BZN/aa1M3ubUCwR2Au2CyCZhHGTcqb1ie7OuUxXpQtO7OwkxdQOl9rh1jT t/xm+ns+xEZSbdi23THXHHuZ4vy2QOcZ2c8oYHnYdqfN1BRsfa0xuWqyvDAf2eRs5RNC6c+P +9ZAOoa18U3DYjxvubmplRFpu+m85fqjx0XNYVGwuR/0zyPXloTq7bTGwNvICPY3YDZMsskN iYcXN+LyLxxoY/C/KSvbPYGmYF8BJ0rhMmbjK4XKC5idTymgem5qZdwO/5uyct4q/anNb1aw L7y2wNv5SsFOXgwxevHLfK0s5PWGS1O/J7QROv/s4i4GXYO+oTJ2fHOebG2u/Nysnbdaf3Sb Etm+RNbJ9mlFH8FX8FWCzTHVrKDVNk7XpvL52uY+Azp/6Ng1cS+F82Po5lA/2juv1QrX2nms zFutP7M2JbZsD8Fu9/E43Nhmr8/SKE+up9UWaPGlIZEMtY1SK9N56wW9MVY4gGBXx9CWibG3 CCFYO4/NcxbKdJsSW7azYJ++tjYItp+rOF8Q7K1AsJnaRlmyqYz/E2OqHrNwT3tsPeO3RA7H bezkxmPG2P4gPY+vEK7EA67Nzep5q/RHtymxZTsKdrWPH4q+HrAJ9Vsi3wwLQT31feHgNzin M1creTVD7A41hkkoQM1VKJN1zFy80rmKSZf1zFupP7Iv6iYi7KOoqnZE+vi1tQYI9q7Awx6N YQQbfAbuBmGXVBBfvmnQDUqUe3J//OXKvS1+KGw1EOzRgGCD3YjePH4o7DOAYI8GBBvsiRTW XHhjVq6EtFRft9VbFvIVwdb2AwHBHg0INtiTmpAS4lj2k8tSfd1Wb1kuLwneeKH84kCwR4MW 84grFbyHmpAS8lguVFGqr9vqLcvlNa3ygIuJt+3WcETb1CYEeyxosSZfVACwASl+OSFMjnGc WnjZxfrOlr+e4a9qsudp5TWt8oDrQ9tuDUe0DcEeELNQINhgF1iA58kJkSxnz7pcJyZnu98P haVtBVsvlvoTSxcy1P10N5m8rS3wNwGuV7PPt+0ENx5f/v08tevagmAPQ7wLA/ANlL9MMRkr tGI/yLBN1nPP2D5jXHz+9NDZtt6Xs/IOqI6/Tgj2QNCCXbQQALgqWjSJghhGL7wkqpEltkTT XrwMlWmRl23aYHsI9kjQ4oBigy+g+WWKzYr4eNULXmZLdNtT2cZQpXTEINhDEWNdAAyNFElG iqUtF3uhJaq9tsSWtheT7mkI9mDQ3Xj5Sw0Arkb6EtAixNJ5wFHQk7wS1SW2xDJ7/8JRetlG xHv3KLUtbSHYwwEvG3wLLNrzJP8knpL8GiX5X8XZvVK2lSmK8JK25/b9YUuql+5lCPaA2Dt+ 96IAAHwiMnbNQLAHJTfZAIBroEMhDAR7YCDaAFyPklgTEOzBIdHe9pYaAHAK/oVl7YUkBBsA AC7BNP0PlpLSvMjC1EEAAAAASUVORK5CYII=</item> <item item-id="208">iVBORw0KGgoAAAANSUhEUgAAALYAAAAbCAYAAADRcnU0AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMDSURBVHhe7ZiLtaQgDECty4Ksx2ps ZophEz4aIwkwwzpvMPcczsojBJQrsjM5wxgQE9sYEhPbGBIT2xgSE9sYkjfF3twyTW7ZYtX4 Mi+3zpOb5hWucpTaBbZF6CPne62zm8CNc5nd2jSwRL13b4gdkuOETey/wLEeeQlL7RKx36WP lo+00dI0rkbI3yh2eAurZH2tbq4coA8Nc3sofqdUBCq1c7ZlcavSJ5tv20A9Buz6c5/tugki dv3bcL/YDXN7KF3FBhnxWWt9avNtS69jSBtRbP4JWeKbF89S8e/7m3cRW4jDM5o/X5F234nX E7k8784t9ZvdvMelvqkt1X+ffmLDs4lr8rnYkKsU0+RIWLdQTdd5l44dOysredto+ylWiFvD v0Go2O5vgtdT39rxECEWPp8hPxYqbbj5oz8OTfp/iW1JcxUKnXCBXmLjESSN+rHYsL7qMSSu W7hf6gSv43XajHAdj+u8S5rY+wDn4idKY2vjkGyd31BFnpbYBPbZF0LbSeiu8Dt0ERue3Uru +1OxqzaPrBOCI7RNiwN0saWJ09jauFK9JU9L7A7ZtaH/tT3xXLG1Lwh/HuV8wuYR12f/GmlO 8Lp0jbB6YccWzqA0tjauVG/J0xJLCIsBUkM5mq/HlLv4i0cRitanmA/WSD2GJFocka4RVi+c seHh0smnyZ5ia+MAtd6QpymWEs9mp8bf3KE5/iVRRCu159DkLY9XcQxBWhyRrhFWP8SGKXpZ oPHYDaMIqfhe9G9p8qU4GPD0n0le1/Ig78yN3DThtS7kgbMcPnf4W0iHXwacGxnfN/B6gs6T /FLzX+H3wIXS2uN8BUHzYpfGQyCm6iU659IdkQqMv11dImI/gcwDP73px4Pu+quOcTuPEht3 oIto2idNa9vrXPpzuWfXNjiPENt/UlG0i9XAx2LHOopd9fk17uBhR5EMPcWWfqkxbsfE7iW2 P2PDV4Hu2iC7HUW+g4mdhARBtfLZrzrG3ZjYxpCY2MaQmNjGkJjYxpCY2MaAOPcPCF/OKtpW ISIAAAAASUVORK5CYII=</item> <item item-id="209">iVBORw0KGgoAAAANSUhEUgAAAVMAAAAbCAYAAADBN2zBAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAV/SURBVHhe7ZqJdcIwDIaZKwMxT6Zh GYZJdfiQ5RtcSFp97/kVxUds/bLiQG+HYRiG8TaWTA3DMBZgydQwDGMBlkwNwzAWYMnUMAxj ASKZPo777XbcH87M6NQ/92ML9b2xDKOFxc95MC1GWZNMH/fjBnVYuN4EMF6FYyfGkvE9TIsZ 1r3mJydTw9A8j30bjI+Px9LE3P4EpsVvYMnUqMBBfbvd4Xyygom3lY/H0n97kzItfoPya35w IF/jDZUv8nHnVwBZuN61vavXf/11ANnbsT/9xoXCE1C2cW18HPniE7TQGcq2P+lqvoEr7abj pzROYW5Z/G/HFvr5ufu6VQ+bT3ExLapt8fK5dHLJNC5CJsB8QtGplEi3HZYpbKpXbbUY3t75 L98HRYC6kGyl7T4bX6X04ExKslEKFDel0FbWJ20r7abjZ/B+YQwscgPyho7zx6ZivCuR+Bc5 qRZEpW0xTyHf0ymeTJsLArJ6NcFafz3WaF2wP+OIdbCY8kHz2+hEx/7jh1rw5bfR2iZJKxY6 dci2o+2QVvy8M44Hxwi6gn8/qPFS9PrOrMVMW8+wTmv3yEvJ9LlvsCB1bK7112ON1pXs0xNP 5Z9KpphIKbDcZ7x39nZwBrSWScArZNvRdj37nXEC4tQD4+X1J8WtJ7w96PWdWYuZtoFRnU6Q TGmBHzuZCvsi0MOmFgBLaQTDYt8tf82nGKp8jyXbjrbr2e+MI2BtYYNCKY51BfT6zqzFTFtB Waf8K4CVvJZMYXp88hETrfbntv70xKfayn169kX4WDJt+edsvsvmU/g6BDZO/vo22g5o2m+M k+Biv1x5DbL1nViLqbaSkk6Nw8cCsh+gdOEby3p/Iq33iYXbylPNdgdHJG24pF9ia9vf0znW XSeHEt5Joj7xWKVfEMOvxT0cQCzfNpbxXwqLyTTcS85FnO5rc1Fz9+P6h1IsOJb3gxyPBgFq vqvh26drex15f+0/V2iy8lol1rJ2sM6h+CmNgygfixL9F3nu96gb0tOWUPcI8aH9Uli/j8di n4F4ztD3RHo+/oYWo3Mb0UmNIXzNw6GPcW7i/lShbU+uQTyZnh6cvAjQLHCwyODzbSv9qr8G CgcDaWJkB0qfln4pzJJpkpxje37IwL2TejkXvl9MfE5AP3aSMKMfOAZkXc13zjYmAD/PaEtW R0dnRz20jePJsWbi+b+idEJq+6WU7IOu0vZ+L2twnWSaBG0sFKA6OZCtnTLQD5F9gy2CE8cL IhUEA9onU2cj8lqpnuauNkarT62u5QNjCtQ20QgpaZf5v6EjmflDO56EIM7859l4/qcM6STt Vl2w2znlWsm0kLiIliNm+hEcyCHRZP3FqQHq0r7McDLFTQLXahuBxslOGY0+0pafWz4whmAt YMOkAjIdbbs6IjRG3Kz8xsV28ro6Hc//iymdpN2q03ZFg4udTHVAOnoLH+3noT7+iZP35WRZ /0WX68eTKV0r1bt5DPeRtvzc8oHxPj1tezo66KsBuOBf6dnejx1KiKVX4tlgRvcL0rIrGlzs O1MILpmkYFHdE9pMPwKDvJd4eCMUn34AbYJKMpV9knbFubi5i/kkibq17qSu4QPjfXra9nT0 0CZVb0VSX2I2no3A8H7p2WUNLpRMEZfEfKGVyWvwWvTgRQebVtvrJ5ym27qiE0/2iy6h+/r7 A06MbXOvIViCGLW5IH4jqj5uo4UCp5nSvNs+MJbQ1NZT0TEBNZIPcm17Slq2YshglAaV8up/ I1wsmX4CcPiuIpE2iwry4mZooJ90xt/BtDUAS6aK0usXXpMnU7SnN45tuL+LaWsAlkwz8lcB n0gp0eK12V3jNpsfzzbdH8K0NRyWTA3DMBZgydQwDONtjuMH76AsNsRscVYAAAAASUVORK5C YII=</item> <item item-id="210">iVBORw0KGgoAAAANSUhEUgAAAPIAAAAjCAYAAACuClcuAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUNSURBVHhe7ZsBsqsgDEW7Lhfkeroa N9PF+EgINMSAaK2vOvfMMFMMQQy5gL7/HzMA4PJAyADcAAgZgBsAIQNwAyBkAM7k9ZyHx2N+ UBknufg5EDIApzHN4/CcX+l3EPNRWoaQATiL10tEHJlGCBmAazONOFoDcGVoJ8Y7MgB3QD56 DU992N4PhAzAP/F6DvMjf/z6DAgZgP/iwPdkCBmAf+E1P4evfLVe+7vWil3O/NF+7N/IwJWJ ucAfdzpzIn8MomIc+Diq+otlmNOr5pr9GKIIa8diPYZi+LQDq3FVY2Ha9Ry/jxGyunG0Q8iA oIQfQzZITRK8lRcsYpW4XM8O5aKQi/lHFnX7Eah7eP2yFtIzf6KD6Nv7Mey4o3WxIwMQmJ5m J5SdrJok0V4kLwkjCWaaRCCKYM/t1+wH4n+oco7LevybcGLRAEIGp1LusBYRukp8Ekwrmaex fWyu22nHe58WMpTHHcJzhcwaMPfzrnWxW8jqGJBFmY4R9MDLY0LxLiMl2qXtaI7cfOywdXpI mUCyxQGYOrgHcV6bUyq5F+c95FFTVAfYtZg7RUy4QuZ8touDaGFzGu8ScrwZC0yJz5712S4D ct9l2G7a5kUhtsv1p0wYF1mxstB1fc9qBo7AW6iLsjU7e4WS88DZMTWhXTPR1+yMiHmDiIkf FXJAC86Kj1jYjcBq/ravXluuX03IcprYkBSfYgUX47c3gb7H2jE4QvEjMaQNoS7m/cdqS7jX xvnqFrLN6W5OEDI/RGvArb56bV7950nJF8pJQiYRp8munop+AMqZnrHo5yH4mdxYromvV5wU q5DLlGsb5swVMuert8Ht2YzO2JF55fEG7PjbvnptXv0iuJP8FaJg3fgcEDu70y9Kb+f2iBvG 9nRdvecRoUkts3ZsXrMzpm+KWee8+XMcxafHvz8Xln212CdkCXixK1f9Y9sUVH4wt11H/SKc JuRWfH4ldrzomwXAEyYTk7eIHfk7sfz8WF1ZIChuHXNXPSkU4425v2UO4uJJ46qMr8LiY5ct cRDangJU93mX2Fav7MMYVsqiTSzlxy9bT/eUiZbr7xU3BUzZi+hV/HKyp2eRwLnJN4QJTr9T gI2f4Ao530uPRSVbbSxm7KnftCC+C/WV4qD7404Ctdh9j+UYpeRByZiKWPnPWxKe072eWLN/ QpqfVNQcCvq5izTsYK/ve0f+eWiCW4mvgspCTG0rfu7XeUKJIVCKMiaZDrC38pc+gWJheLfP q29h12OJ93uLTpI89V2I9R0Hrhe2WuykDi7PdYTs7pKS5DYxuS6Ju8WP0L65rsRF/WWR+iv/ QshE9V5yzbPz2LWwAy2fmq0VA3ALriVkRzRMK6G3+DFmF1z4q1052ErfSLeQZRetLSrxmGWE 3PLRdf27FQNwCy62I9ukFloJvcUvwT5p51r6RqEGEav/EKDZKmS+5tllHN0+uq5/t2IAbsHF 3pGDsLRAQoKu7kxb/BgSylrSRzHV/vziftGUe2mfop07Fhm7Gk+xSLSeu7A1YgBuwYWETIiA UuEs1dfCu+0kgkl1ztU1Py0g01aKTfrXc3y/R2es7/ID0zDQcVnsWVi1sRBJzMZHdutcxnBC 0PVcWjEAd+FiQj6DIBz7rxVYhHqXDqLQu1sPdvcE4EAgZIP3fkvX9I5M9c2ChJDBF4GQF5ij bChJxCxyurZVjSLi1B/EDI4GQgbgBkDIAFyeef4Du2BGqc4faN4AAAAASUVORK5CYII=</item> <item item-id="211">iVBORw0KGgoAAAANSUhEUgAAAKwAAAAbCAYAAADh/mQVAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAO3SURBVHhe7ZkBstwgCIb3XDlQzpPT 5DJ7mBQEoiAmuvNeX5zlm3HaNUgUftG0ryMIJiIEG0xFCDaYihBsMBUh2GAqXMG+t+V4vV5n W3fo3Ff683gf25KfqUYGin3Nz5ftjc6PrTYLCsr425Da3FBbDgxtF5DHIfuT/ViLdzqpNozY 15pS9mnO/Iy7GBm4wusyIrraSbFwcbps4EW69G8J9v1iv5gUR4k/JT3HS4vgbEWM75BcpuLR Db43a4LyqDWiGbUnaG6NzYRxgXUqwZLj9gC1SCtYQL/QBpuJCnsBFYyqMIgg971Ous3LJSSk 1RSSW95vY4t+GjpBRu0F0MbiaQZAbWJ/IVgSmHesuziC1RXUr9Zz88trSgkzifX6Cva1QwgM 5ieJ28ndEDinXp0g3fYc32ozQf9KfVmwaRG+ul1uBQuwz/Ej6EtJ8bKboXFSJeBZd6VEMUi+ yOdHOUHxDVXnQXtvM4GPlTtOwVZiE/CFLLrUxMA6Fjs7OTO+e0NMgNwHm210saOCBftu0aHv wgnNfeykEI1Qux87ak9wlVVzzWOrCusHoHYi9qpd7aTCPqptgxQjk1je8J5gR64DKFDlg/Ph +b1DhNibx8/sJQ6wYYtJZsG2KmSiJdirgMGY6uuK/Qzu7K8h5aA+Dv07bOM6IHkscyV9XvMU 6/lQUB77C49jf/mOfGV5b6tae/HRhRqkRdQ+PhTs4gjTqyKT8uNXAo5zOSxVG0+YEMeRiuXZ fnItEKqKfcOoPVVZmDd/bAlKsOCW/qUAmnb+qWBtQBw/gQbjegq0fX/tvg6kStYQJVe5/krJ 4Lir659l1B7hudm1G8EScudQ7XyhCLForgDBLl0J8iaobM9JlT5tIsz73HlgQsr3sI+0qVpj ikSd8xAfraoj4z+rSjXszySzjL+/t2GePQLgdZEvE1f1DNqVP4lj09as49a+j/JjS3AF+19Q i8rB1McUBSJXAJtg+p2Tan+Xi8ZnRdJEpPA8z+OnhBj8Fn8nWOSsbPwbKfuSqI2IzBh9x2NB nw6hEsnf7a7nljaDN4/gkTxPsCgyFhIdjbbq5eeJ5CNfAehYp9/qCxMF2zqaQrDT8FjBpj6u is3nTLpGQIcc//R7O/87L+FVayEEOw2PEGz5IZbEZo/4Qmj6CsCwsM+q6wqdfZVjwS6uBHPx CMEu8DEkd8r62BbRtp4jWHXL6ml/C1SdT19JobovRPtsHnglCII2IdhgKv5OsHJ/jaM4GOBv K2wQDBKCDSbiOP4BytGwM0DXkS8AAAAASUVORK5CYII=</item> <item item-id="212">iVBORw0KGgoAAAANSUhEUgAAAIEAAAAbCAYAAABbXex1AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAK3SURBVGhD7ZcBkusgCIZzrhwo58lp epkcJg9EFBD1bWfTdlO+GWdHUarwS9zlDL6eEEEQIghCBAEQIgh8ERz7ei7LUtr2gMHHRn/P 49zXalONJigeW7Wv+4HOz72ddgMe5yZi4YRCxfUZ+1UYEXCCNzhShROpNgaiWJb1xLzWPsxb d/DCQ7rPh3zlAV8DCqDGjM6pY0jx4TESTBvPgf1ClAho8yKxEthkusmMFQFAYuGxzkHuWAmO owidwLPL2NDlapJeLsjMfi1CBJQ0r6S7OCLQN92vKp/BxXsDoa8yjti3l0uOzewXU0WQkvqD EjQVAZB9YlNV5M5g8uwNTnGwghOVcmbvwPGmJtezyL3Yaxte+iKCJoFMUqRelLAi4Hk2AGb9 6FDvQj5e3fafm+4m5QoRGLEd+57XY5LbvJAfEkDxmXPYVAL/xmb1yB3l+aqNvmFifr8qzNX/ F2AxlHN6SZbJmdk9+HLZCV5eoKW9oM3JURUBO3UT2RPB6JsFa5oXYPbTqJ65hwj4nEUEKbYm VnJsZi99kwMek+OdRCNJnEMRAO6/goknRbA6yU7reJz8vjvpv/U5kKDPuqw9p07IzD4hxTSv V/E1dGxKBDAr3cTisPCsCNCX/FHr5y4334A31CYQ41XGnHPP7Bb4DVloUXRUeXKM5e+Db7Ll /ErH4MeIgNAPnNyKU06uaO5uYV7aZRWWnmvGk1jE4YvIxO8lg+0zel+lFLvw3M6N+Slpr/W3 ezdYxtUL2cyukJ8CbGpBL+aIscFeXRG8jHwQ2mPd3AYv3XrAXG1KoGWfKxEmVVQl5TeY8UEi MP2RrfStQHQbV4OA+eMiyH0UQacEB3PuI4Lf+r5/IfcQAT/03BdxMOO9IuDkQTJHTT8UbZ8f hKMXcTDizSIIPoEQQRAiCEIEARAi+HrO8x+tvTiACTDI4gAAAABJRU5ErkJggg==</item> <item item-id="213">iVBORw0KGgoAAAANSUhEUgAAAQwAAAAbCAYAAACJKLEEAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAASKSURBVHhe7ZqJseMgDIZTlwtyPa4m zaQYLwgEkhCHs46vp2+G2cdp6UfIOLOv1TAMYxBLGIZhDGMJwzCMYSxhGIYxjCUMwzCGURPG Z5nW1+uVyvx2je85/Lt+1mXKfayEAYz3nPun5eMXX5dymHFjLF76PEUjkTDQ8Hmlz0cDme3O 2ddrWr29ue7GTYtbBZt4HUVTNDBuicVLn2dpxBJGeDgxmOKMh2yGSOccQQRse6+z5ojdMB6D xUufp2lEEkYwRrsCqSjO8WynZ1bjLPbeD4uXPs/TKCcMMFbJXjW6zjnimr6wTGrcH4uXPg/U KCWMwjDEXXemaCAUHCCdw3Hk+woQ84fFM34KfkNXS2ejLF76PFGj4oahZ614FaKWkUyXinSM Qsbf7+0R/W/5tzPyQAfpK9+wZ2Dx0ucSGu0bMzlh1LIZUHOOX584bk7xS0xc51bfqfE7tKrN /vhkgQGAiWN+ZzsukTAsXkpQE/T7Ehr9KmE4cnDGhsSXzk2KEzDvTgkjANfLQxJGY4NjAO6x +f/7SeKxeOlzvEZh3YHt+wqWMNyTK2+xb53za1EHlXVuwmEJo5UUdkwY+2Dx0udojfa9UUhE wgjgjzWspMOCRpOiWufGwfUpC6aP5evlbzF0nPSzuZV56VDhc6O4sBl5fCjTOqU1cBPEvIia MNKzqC1kw2u2SA3juqXufi3Uga4Hizhq2mngWO7XHhwWLz29AfE81Q6vAX1OXANjpGJ7N8Ya HKORaCd+wpCUkMjzoEPWkdJ/NWEchzeodcB8oZuJYyvzZpoU6CYS0Rz88AdRqE7vmawdKRIG S0B5fLiCumezfmpLeF4+3HFTcG2WFLIOYV9pX027WH8aPb2h1tE21rNGsu7Xo2ttibGLUIuf JbQz/ZKmtI4+6/6fmzBYEOQCGy4PANSlowPzPHRuqpPN9uuloHIi08QQKRKGp/qs2Kb1g+0i 0Fpzan0tDZ6KpmehSUNbqJYvC/aGxr+3xthVkLbReqsv1dtn7PyEoRxOoOXclnlACIx0mIr5 5E3j+vjcwHDC8EHn2mqBBesUb6bGHFqnf7c0eCodvbvaemCNfCjCbTbUP8ucXyqbY+wiSNto vdUn6xX/L3DDkBsc6TkzOg+BOZgpy7khIbgA0n6FdmxNGNCm9Uc7hufQOv27pcFT6end0zYC nzGuAT8/Qn1ZF1fS/n4TY1dgNH48rXrF/wv8huE2ix5EZ2j3TbtlHuCDpne4QmDxH30yEFSV hEHnsHGqLdF2Yg9LRi2/WV9Dg6fS07unLQKHQdw4qebA1hi7CMPx06vr/p+cMDzxoGIBa2mb uy6+gyOpDh705hEh5NhY5OFiV9KEnIvPd0SBp8lfhWN/ErhmiwcDW8yJgZuKewNqdrc1eDBN vZGKtgyvG32ByDqi6dva1ysg/K8U/iOorNfj6wIJ4wiciPJ/yEHwiaBRg6uBzNDGbzG9T+dP JAztWurb6A3D1zcHogXwsZjep/N3bhjimobJApKJb9sahTF4cT0L4h9jel+CP5IwDMPYA0sY hmEMsq7/AMio+xwx7r85AAAAAElFTkSuQmCC</item> <item item-id="214">iVBORw0KGgoAAAANSUhEUgAAALcAAAAbCAYAAAA+sB4KAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQHSURBVHhe7ZmLsaMwDEVTFwVRD9XQ TIphrZ8tC9l8XjaBRHfGswFbQkgHYd4+llDoSxVwh75WAXfoaxVwh75WAXfoa+XC/ZyG5fF4 5DHO6eQ80r/Lc5mGMlcNWlBpHsv8MD3B+TKtl4VuqMLJuOiSrmre1byMvBaGgxAp8SdrcAxT IrEvA7eA6wdbXRgvNiw5drm4uijaqWNJRvMGQjeRAFlzAsKa5wLTujbgMF98EB9rn0Vb/mpV cJNzBaxWgrdyauFOoodAzlEgK5Cjc99cDLbXoVJtBwsnctIA9vk03Rd8N/hDUfM9AXcnaE8O 3HVn9t8CoXuLGlijph7ICPzOtzWs7S48CzcGdmDLsAl3EvuEsTeg0JUl24KJGiEOBbPDxG64 Yd3mPvok3M39MAcnkObObm9E1tkAjf3uhyf0csm3U3NsFYebFUBIK+3bmd/+mgEPeCNhj0bv Tf/Hzu0b8k3om+f11eg9eWr9/bo43/9mZ3mdLIiUeoLnYw0Ca2jg47rmmGwzxNEDtkggb/Nx Fu5W50W14O49kclm9eXIfnbe7DXE3aiZm9cLwJYCCuTjXOK4FNycHz+mYzBurz/mT31Q6kTy iSyG8ijcgwOxm6DrC7vKW+DuwMIN6Czcf96WeLFhTD4HZ3IGMbbDIA733n8FtwQPN1o7OAs3 +NIgO35uorfB3QP4j3C/QrR1KDXFB2YVkFf7HYL7c3JMDyX4Aj73+zRwk2TvU418UQlcDb8S vC0pD4y/tvZXXjnSJdR8ZduwywDIdTkZ+DCW9TSGlEz5LUkzdiwX7nwtHYt64Fux2Byy33Xe wZfkQftDJ0mt3P1fVW8AXROOrx0Lxyt5tDVxwAbpvKzw6ciF+32Cm+3BAIPnqzdFw27UydJw KkCSalAp4Tpp86h8s1ZwV4Up63OXqeZ1LHS9UnxT8Argkgc8ruZauePj0IfhdrspF94WC4+5 mEfsQNo2HyvgwF8GNwHldJB+5+ZjkD7nzWPsGvaknk1rrpeDEOrzcDsgoXpFPmKHMt1yZa+6 d5qrbUm74eZu23rQ6BVr4O7Z6GP9u5eDEOoCndsWmtUr8hE7EdpIh1vbErwJbO8vPElH4cZz 3jzHsdtGH+vfvRyEUBfYcyfYNDSpaJsd7IgdCuDZAoEA8z+Owb25HoivpW2qdW4sHLuKp3pw evddzXVyEEJ9GG4QQyUDK6fPpb3yzBDJMdZvy05DZdbysCA8p7Hsy7Os7fojbkgfdnk+w9aK BSSAGxvu6nmkD2Qv7n4OQqILwP0OJZjs/5YimLqbJ1B0F9wj22VDl9JPwO3tl+Gc7txwfBjS gPvS+p3OrbcBaQjYCD6cO0oogy3+AvDr6UfgDv2iAu7Ql2pZ/gFR0fbDMnHvewAAAABJRU5E rkJggg==</item> <item item-id="215">iVBORw0KGgoAAAANSUhEUgAAANAAAAAbCAYAAAANiwEDAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAR9SURBVHhe7ZoNkqQgDIX7XB7I83ia vkwfxiEhgSQGBJ2Zmu7Jt2Xtyp+YvAe0tY89CILLhIGC4AZhoCC4QRgoCG4QBgqCG/gGeq77 4/Go17Ltr/RnW+nvRdTJa33SAMc2pSrxXEUdjn0sX7ZU+tr2rfR77qsZJ/gdXttS8nKMf85L u/4E1NqyQ7rnmH3uTPu+fpU/qKiQRWxeKAl5wQ5rmgZhX5wHFYbIgRd9JKk9moTA5x768sTr y08nKLgH5pVzaBcxEFrNr87ZGLxoSi2cA/Owz23oDJltn3G9wEBckl6VgfoB0JPIgdWD2wfi eMIUitS/PscmhpA7EJl4JjnBXfJKrGJOwsGcPlN+VHJp5R5OUtbUahbPU15wDpLAOA2hA7Pt mY7mQNtQLgyURdx7kde2pVaEYyBrwHED8ZbZWRXCQA4DcbsDxtwIzSsT4CI6mCTQB+48jpam gDnNCGO4PcX3oOFUjj9npIFIoMNb6bcaKIHjgRgac6D51T4sHq9Po66MIetvJO7TwZxYczZO C0iO65A2sS3HPo85rD0J5HRq95ps75k7jbFSQTUQCfiygUic0jBTBgJ4DLpUPdXlMhl8uB2o W6tB5bzzsfOHVvBfhn9PNK8xZVdmDQSxHhUnjC0GuZIHXrDzdd53tn2GFls119r3poF4MnSZ 4E0biBFjH3cPXS8vbNurU0YjvLIgg7E0QuvE67malboDGEaNQXm7kgc2xqh2r7XnOKQFREzy +Bto9A3whfsB0w82pP71Ucnl9Xs1Qc7n/tZAHWM269zk3zg+fDoYL5NjrywBuXalQzFXuuIy 7/IG8cZQZK2M59Bp331G1chrW9W7CwOB9uAl2qZQQRowUK+NXq3ghRyjYf+GgTrGbNbJMQqd I8mb8e1HOBKa7IaLol2gUsytGA/roQDG8MR+5RjHHHa0E2bb580gzZs+HjDKQBwwCLYdHB6o XrpjjgqNd3q04+fK4FEZT0SJ3xm3JLFT56wymDQriKACeS7xcRYb1EGKobo6JsAc9Bc4z1xd oN9MDmfbAzQ36wtjoEx2mw5K7chiF5cdVTHSPrXBJYuOkYd2spxN22oLNOo4QYt4PxnIEiQ5 Z7tImPcp/WU5CMSZM4vN7SOEU+bBY7QEyf07gp2CxjPiknqQYfZ0gtchvwS9V25n4qrq0tUT uDXtoa15j9P2Y8iPB4xroI+lCJPuJSrINbn6WJETU1dIK7h8X8e39zIJUCdExHNTXwu/yxjB TxEGknj1sgxNZkRt+ujjKRmsDJh2FP63XRXpkkdNNY/gT/J/DESiZKG64nSFm49RIOx8ZLG7 Qq1HcIx6ZMvHsHyvvuCAgVpHiTDQ2/C/dqAzOgbCMto1mvUEHvtSAR/X8v1W/vsH4u1mTBjo bQgDSUi48kew/kpHRzIhfH1kI8hoZVdyjUdjyb6pXRzh3oswkISE2/xKh7CJWvUA7Epyd7H3 TN69yljoGF0WJvrbhIEksfIHk4SBJGGgYJIwEMO/f+LoFEwQBgqCG4SBguAy+/4FhYBxQvAq GnEAAAAASUVORK5CYII=</item> <item item-id="216">iVBORw0KGgoAAAANSUhEUgAAANUAAAAbCAYAAADrospHAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARRSURBVHhe7ZoJstsgDIZzrhzI5/Fp cpkcxkUbSDKr49d5afV1mNYgi0X6gXj6OIIguJUQVRDcTIgqCG4mRBUENxOiCoKbqYvqtR2P x6OU5368059947+fqk2X7cUOzja5KfHaVBv6dmD/z2M/NazyOjbXd3AXHONa/ID3fjwlxlBW gnA5/hRv6XPc5Yp9P6eNZrgqQwnvJpQXaEvDYPzExala5Pf+tO9okv2zsWoiulb7PCGqn0El Y0NUFHu2WYzBtfjDmEqudXMPWbUnqvoQQANpPYyoZCHqC2AHgQ6cc98h+mvtZOn9Xj8b+Gq9 24R2kxDR36Ed3xTDy0G4GP833KE04KeR/MCqvcAHTG16sB5Qr0QFTvsTee97smIqovKivCIq eAd3qIr/MTSHy/H8J5BrynjX/ZRmfDF2MIb1WHwWfwUk/0rn0/ata2+qx59HWlSswOkj90dE BQMWnySQ+ngkcbigI94UcoGkYh/Jp623Pmgc1ufa1eP/pB5fFxsoU8kKzMZ/AORyK+9qrNrX BJ98bFxRRMW7y2VRsSj1Ii+LCnyqSrpO+h2XgpbN9Dh4DNRWRIbP2GYXAsZHtjqY8Kj9fDfy +6RZPphkN75IEdhUN1Px74NjyvMbv7tqT/C8zFjLux+KSgbDxS3wqqhgEU0d93Gqa/n0YnDP GKTSmI9r6ceXOK36jEVF2HVvMxX/SUQsszG8Zi9CShu4GuT5N9XsDHDC7gh02I4d6X3TFQtA EtoUZdgN5EBUZsy6f6ifSI7A0o2FBtZXB1tiXaurFW0n1HwY6DSZ3xgr9t0+yvX0vW9GB0pU MHeYRFsosIjZv07QFh2b12brwXdtAWhMSpjosyFULyL/zAv3SCdUPqWAns8vh9avU5pJOWZF VKNupuO/wOnkG7Bqj/NP+f3UuZQwospJlxbbO4cOzaRnRCX+3MKfgoHJ3xdK6btyoiYb/JE4 FFUCx+3nVxlnsqsFOShgwo9EBTGYsZmO/yQz/WpW7QEem9eKExVBCiRxSSkvFuHl4r0aBvY8 MGpzIjVtqeRJl48Qtr7SFxbtF2xqAXQ+ZYx54bRvv5m4fqvjgT51H+yDRd6aQ06mPA7x0dq9 5f1W+yrszyScWyu9Hs2YNbgU/wqyjk1bN4+h/Rz6A4VQFVXAmIUvAbdXEgpW2Ul9EtKz35T0 vlICA23nBN1SexnHXWIJfooQ1Yh8QvAzoOtQeC7R3Tv2usuiyw7Tri//9rsnFxRsbRzBryRE NaKazHT9gWSnq7I/PUo7gj7KdY+ucPRsvhyBqFrXkBDV1xCiGtERFdbx6dJsZ/DKmCrkqkfP C18hQ1RfQ4hqBCez/rhiv3rxdU6J4fR1E2Dx5dOrKkb2pd9NdnH9+y5CVCM4mc3/Hzxd0URY rXYATi99CvlngU657AtVZOtCWL+bENWIOCGCRUJUI0JUwSIhqh7yeyquXcECIaoguJkQVRDc ynH8ASXZr4QClqTgAAAAAElFTkSuQmCC</item> <item item-id="217">iVBORw0KGgoAAAANSUhEUgAAAPEAAAAbCAYAAACtFGntAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATjSURBVHhe7ZoJspswDIZzLg7EeThN LpPDUGuzJXkBpyl5vOrrMC2WvMn6bYfpYw+C4NaEiIPg5oSIg+DmhIiD4OaEiIPg5rRF/Fz3 x+NRnmXbX+nPtvLfi7LpZ31yA7VPNiWeq7It6752fF/bYsqp/ee+is9r2xflH9wXvdat9Tyy 55zDXJ0E833Zt/mKmIvjcWlm/McaMhrlogwJzE2IxfJ4rGkYjJ+4NKqCSIFXdTTJf1GddH0r obKINxnTmeAFPxrMHVl7tUkLR3Yu8/l3FjlUdD4eA32WfB3mOjLrTzT1KEBc0nyNiGW3a4vC DoICaxv3HWJ7vaCm+rqf/qRai8b8mJOYds3vj+OONGLHyUl5c2QvDPOtC+X1Crk7U/cFd1IN tNMRGzDrLwxyHOYL5UrEJJbRRF7p9MttNUTsN4H/R8SDMd4eudYdnxpvgWvoklmXHdkV74gY 6uAJ3MjnKWBMMwlw2p/jX80rlePPWy1iDMzEleJrIlbvPOb1KYkGj18IbVPzy3V588K+pW1V Rw1S5pcftEl9eWQOnX4DC+aRX3e1xkd2xTDfmsAaSb5Qm2+tE+TSTL+z/q0NJrWxckERMTr+ hYhZFDqI8yIuSe8f8i2CwXfpU42DrvRaSPUY15XmSo/4ajFyHT1HrKvaqmw6qTr9Zvt9kd+P 3Wd2khjHL4kY2laN2Nw5h83b47qz/gQfCGaspe5filgGw48L4LyIW5NyC6YF0RSHTwA3xvTg HFt1fRm+KzEyJZE7Ih71G1gwVm7ddTyP7IpZEcM6mjZ43Xy7ZxBxnl3j9/wlDinH1SDr38Rn Z4ATrhNc0xdmItXXXfV93xMxBgfG2FvUVl1f5t4l8Piu5+/rjfoNLBg7l0e67MiuwPVpxZ3X x+S2lLUe7Se02jDQaXl+o274D/soef3aVjN3JWLIPZhEHRwBgmQSdeCLDHyeqy3/mIixjNvG /jubSLdupy/flp6brzfq9+Z8/DrNyayrWTEe2QtdETcA35bg3rlSC9XJfsCsP2kkjZs/aAlG xBIwWAzfOHRoJj0QaIHbc4FtBZsG2AjeSFjeJv0V57r/NG6cR1U3MehLAijzNe+9cbT6DWog l3Ks3KYNHNkZFKDLqya4XuPNfXqtoN6ZvoVZf6DKM8KJmKAETQFRT5Wg2t6KaObIv7aLuRpH +jEPC0jvJCDvUwefFj37YOO2jPrTZantJwUsv79snSWNRez267gkR6vfRF4IXadsDoSLSV5s 348bMzjh5tqro+KTxyFt9E4fqd+zz8LtuQTW62jSgxnbXayreCp43k0/Y0vPSGQS566vm+eh /zn0By2hKeLgH2EWsiSQvcLR4pfNyCc9vZdE9u96ocGmElWEm+xlHJ8SZ/AtQsRXk09Afgd0 GQrdCcvVwVPJibrcbtKpJP/2uz8/uEG0xhHckhDx1TTFQ9dBEBddG/3pWOwItlGuz3Qlpnfz 5RJE3Lu2hYh/DSHiqxmIGMv49OzaGbyCpwK5OtP7lv8rHtI61YUQ8a8hRHw1LB79cc9+VeXr sRKfvT4zLPZ8OjfFz23puskvrtO/ixDx1bB4lqV8ba2vvCLknh2A01mfsv5doFM8t4WqtWUh 5HsTIr6aOAGDDxMivpoQcfBhQsRXIr+H4xobfJAQcRDcnBBxENyaff8DFpb/aNE73f8AAAAA SUVORK5CYII=</item> <item item-id="218">iVBORw0KGgoAAAANSUhEUgAAAJUAAAAVCAYAAABPEqyXAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMkSURBVGhD7ZiNceQgDIW3LgqiHlfj ZrYYnxAIHlj8OGaduQ3fDZMARkjiITv3OhaLySxRLaazRLWYzhLVYjpLVIvpPCKq3b6O1ys1 u/PoYePvNfwzuDZr7cVz2G2+p9mON/3brPt5h5H4n+e9mRhrzzd8NjUaC/MfwwnKbD79Ii67 J7GMJNU7b+kYEimgfHwm3l9zBPc97+0wt/e9Fv9j8AWSuHqir1x4unQfFlXDsXA4PxUVI1WE q0cPqi5m/BBFtPrzLq6bYr4Q/zMo+XH5reWWCsPJdXreFZDPiqqVuBmiItRqotK7eUi4hQ2x vrftl0XlRTCtUrM/WlUeya1nt/7ZJKoYpDhbHFacl7InweDz1MJBpNeTNGcLDvaU1NyOvDId LVHFimLTtw/bhG8hfN36Zg4T9xK7EFfwDX3QQZ8VO9wv8iMBX4j/EbJXnwDn1YWeDWfvRQUH gELyVYA2yuZxY5+IlICQGLnhWeLSwXI/m3PrNAFLty4q8Z19KA8K++Vc8DX1nangA9rs0rBT zrHdMHch/hHke7XaesbYtxuiovWSL6VShb6jeSiE5khrTW0uHGLZxMmhSnVlP8HtG19x6aaJ P2OiIlp24njBhfgfgX1onGWHdJF6onIJkuCUef2wG2uwj7+3kk+0RJV9U43uF4FKQj6kOR/D +H9Z6HbY71FRNeJ/BPYHqqVDG1OBi0QMiYrHtHlW94U12Mff2Y4uGkdVVGH/6ndKbT/AHzwJ gRpO9f4AcOvQlmqnFdeF+Ee4/frDixFoXgqE/MeqehIVbs6OilH1ULwjmJDMkXIN9rO5YAcD AEfZZpF0P5bvTYtSlSTkmfN+SK0qSWznNS4vmESPZkcZIz+sW3sh/sdw4o4+QHHogK8+x0lU hj4Yo7qLDWQ83yglP1vDtw/G6a8ztJGaOJTv4Q+iGCualnS8sYb2dDF54aGfpUBtsyKJPWm1 ROt2ihg4PzjWir+FxJPHcheMVz1nFD5DfhdjndffX+CclJ8xy87/z58XlbuZM2KeZecb8KIK gtLL3ncSy/zNYGfZ+SZSpVosJrFEtZjMcfwDcG7dY7gtqmgAAAAASUVORK5CYII=</item> <item item-id="219">iVBORw0KGgoAAAANSUhEUgAAAL0AAAAtCAYAAAD7sWpzAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARqSURBVHhe7ZoNkoMgDIV7Lg/keTxN L9PDuCEkEjAgbV27Xd43w46IEH4eMdi9rQAMBkQPhgOiB8MB0YPhgOjBcED04CIe6zLd1tu0 0NWZ3Nf5dlvnu2Q7gOjBBURh3kKC6MFIPJbpF0T/PBA9uAyIHgxHt+jvM4VC07o85BwQwiKO X8p8wIY3eu09l4DowWV0if6xrFMQK6cgfLrHm6DMh+t0Vpjv5tywey40nIDowWV0e3oR/uak 3byI2Za1njNA9OAyqqIXsW6hiCveSr52HSjzAkQPLuNcT+8I/aieANGDy7jP5M0hejAG9pBp Dpou+bPzEoVby/uJ2r/b53J7InrziUeS7g5+JZn7Me7ST0P8gLub/i7lAhTpioFsXyMksfej NZg7vGATsy6gSubpo8BnmrqCnbBlcs2u+7aJ9saaNrgzByfBr/jS08n8vmc3bWaIvk2f6GVC 3cn8M54+vq16+1Edq3rhntjzJZu158Mcv7nZvu6t+xn+kegbfXSojzXo3vHGLs/YjM+2NtOD 3pxvTeNba6Eh7psb7wt4UfQmv020PReUgrFlt3XSwq2uCIJta9umjllF9ZZb4jKtr0nHULFL tESvNuY5xd7RjM2XNqd12mxpu2ZcMlbbBx/bZ6cdzufjqn7fbox/ZBzRm8ksUpzMtNicl4m2 Qo+e0i6Q2QS6MEZQ+8U17dmfkrmuaWtXVi64Y1fKW6JXcbNIynZt3rVp86EpO45e4TXaKcuq c9Ae/xFxDRupt6E/yGuevrnwAfO8LHaZXEEFynucN4snpEXxFpxo2SW6PH0odPtTKQsEu1sI Q/Og10+Jnmi1UwuRbH8Oxn8Fnv1PJ+4X/xXOFj1PcO8iKeW9Ip8Jkhe2IfqaXaIl+iymb/Wn LGOMJ6Y+pLI4J/0e0m+H+90r+sb4R+Z3RM/3RDQsTF9c9boVW2VbnG95+opdojpWrmfE2epP WSZEYZJQKdmiowNyqGfbctvpnc+D8R+B8OaphY8eKk2K5K3XoQV5LryJ+di/JJosX+uHZ5fw xhrvhUW1981bi9Bn2I7Xf6bm1aVPTp0gsn3o4bXj3KN+zKFu1p/2+EdGRJ8WQ5POaRKCJDqA 8qRzioIrn6kuniZuPL8X7dl71Pbup+S8zkR90fL865GK9thumTxRWK+XbAYbns3IY5mbHl3b 06TzXeK3U4yBhV3MHdfxxl9Dx5KP4z+SeXpwFiS2U+Lps9oBFoj+FwievOlUOzmrHZAD0Z/I Fra8qdSz2vkawqH78I0WQ7UzpgSiBx9Gzh1N0aezCUQPvp77TAf18GY78vTVL2XPA9GDz0Fh TRAxh3MQPfj/UMgiCn5O9OYzse6ArUzDoPZnV4gefIQQ1qgwnxH99htEOPyG60V+Qe8QuwLR g+shAS9GnS+FN5yXDVCWHQDRg8tp/V9PLmq6twthYjbLQ/Tg23jd00P04EuB6MFwHIs+/Ti1 /0fEPPUIH6IHwwHRg+GA6MFwQPRgOCB6MBjr+gNtS+NSm0KkiwAAAABJRU5ErkJggg==</item> <item item-id="220">iVBORw0KGgoAAAANSUhEUgAAAPEAAAAdCAYAAAB7TYrwAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATTSURBVHhe7ZqBkawwCIa3LguyHqux GYvxQSAGkUQ8dU/v8c04s9GEAOGP2b37zEEQvJoQcRC8nBBxELycEHEQvJwQcRA8hWmYu89n /uDVj3xznxBxEDyCce67YZ7yZxCyV8ch4iB4AtPEAibGPkQcBO9l7OM4HQRvBd/A8Z04CB7B NA8dC9K6WiLlH7i6QR6w64SIg+CBTEM3f5YfutqEiIPgiRz4XhwiDoLHQUfxg79Ob8/v2UB6 rYv7tDuIv2Px+d074e9Dvq9iktc3AsFdVs6Zjk2wBr3v+FTn2N8XbwfjdB0Juf52+pZa7CFS fU9e3ez8Oumk7Z/04ce5VzVxxM7qTUzOlAQtbITKxTKU/zB5TOE4sWK1iuRq6NdHVWTLf+qc mbdsTs9YC/ZnV8RiU632zX10fsRYebk2Di87/iXxZb+o77fz7xNxy7nHvImPHUGqseYd0VUI P5mz1h9zfEbEwINORWPfzwPG6xRUyo3Zl0VkBTWO5vp5f9U9gu2fsf7u08d1/CERH9sF67Hi OuDO6zmSHZmTi7GxwBOcbE6l8SlrAYWMPtSFuaXWl9bCv7mNfW3dMP+GHcyZw0fTv5Rv61R1 9XG+zQ9FLNpL4fD3BizUTRDymfj71zKWCzzNnW2LMaIqycdiS35HL/dzDJV5gXqsZY4e3iZ5 LE0j23rODoohf852RVwc6/5bQvps2EntdVxLfpZ8UlP3u+MNtQV8ZQfMwq9g96W4O9jcSq7t NSOgf3M+tCfGY77O+JfqQftDPpc1uB9DxGXR9UWOkZNLmwtHCne9e2IhCVHnQhMC2RarsJcS xZ/TWGFr80wXsDEvP6dYKwXBYk1Fr+3KtjmnbKMpGYdXSA07+lk1B+34LZb/FqpdrcEMHqNz r9MizjmD+2STYm+t235+WciYD6dvyMtEbCVIOdYsZET054XQlykQRN9LbVGMTCk4q4CB1rxA S8T0jG2Z/lSeITjvstiQh/yZ/fGJGGjZ0cWUkf7sxH8LMP8gcmEWfgW3SDiuVc6Z+lFaI/Lp xO2fVRM3c6uIU8F4iy6j76n2SmApiQ0RNxaqHisOxYKv2JVt/Swh3pTgQ3lGOfG8zQjbjllM GenPTvx30HqT74XtFomuxQWvMHE82MRcHciP6V/Kt9o4rHs3c4+IZSDmQjDVsZW5tK3Uboi4 Ni9QjTWNg8LLhlr+6GcMLTgIDy75aLU5GOA4acu0483nTvwWVxynJeS/Tyh2X0OwKUYjhxDv /imDBcytZOuUf+qrDXAk5qvwiVgXq2zrZxxYWXBuy8BywjdjgcZc5F9ZwFW75oc1L2DFSvew YOV9KqT1OJ7H8j9BY7ZFzz4ZY1BA2yK07Bj3wI8ex678acf/DVKunAWdNhCjr16n1G+TV7xf 3xwJJeAM5szhY80/zGm5T2tjuHcrLOJSXPnKjpTC5quHN8PSpsTpPtVizFcyvr5H88l7YHuk olza03pMB77k5+tfx/Ni7c+rL6vI5RuqzIlzWHMS09BXi2qTU7hqC2/bUTGkIlK5S2Os+L/H VsTGxqJ9XHwvyPzbMYANS2CXsO+fXM8vpzixehMHV3FVUd1ZnMFfIUR8A7gzX7EjX2Un+NuE iC9kOVadVN5VdoL/gxBxELycEHEQvJp5/gegYr6VYC/GAgAAAABJRU5ErkJggg==</item> <item item-id="221">iVBORw0KGgoAAAANSUhEUgAAAMAAAAAzCAYAAADB2gewAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAVUSURBVHhe7ZwBsqsgDEW7LhfkelxN N9PF+AgQSDBEfLUtaM4Mf0QKSL0XAn3zH6th3BgzgHFrzADGrTEDGLfGDGDcGjOAsT7nx/p4 5DQ//d11Ttc1wmdoXZb0ym/S8nz7mAFuDoh/Wl7pGoQ7P7OwWwT2Wib32dlJMhPuQRv8/jkc ez4NM8CtUWbR17JObxjA85yDCaZlDRZ7h9e6TOR5DjyfhhngzmgiOsMAjrCqTGtcZN6gMKsZ 4GakFx5mwhBeEGGlcgwPUJD08y7F2TiHKJigLSKyjcB4Oxg2AZoBsJ/ddtTx5ZAnJNeX9Pl/ uMEMMAIYSviURR9mVycGVk6FGMSRxRrFgiEJE3kW2dYAUE8yG2brBsBnD89QaWfeGR9kij4x nz7v+yFtN2IGGIVSAAC9J5V7URTC1OrUypjBckJjNa8AWjvS87c+a8qbAa6LJJA4a9cEJAtT qUPz9BqEq2xkNQOwPYDWztHx7eUbMQOMgiIQf08qjzNucx2ap9e+HVngQNUAOONjB1o7R8e3 l2/EDDAK8QXTjZ6fXcV4HsENYhadF2utDs2zsmLvADgxayFQuMf7Vts5Or69fCNmgFGIL3hy m0iMnbOQwkyJ97kI0ARFHZydMbmNKG0jJ4yreR9BqMW9IqFBOFI7DnV8QDGOlNzzPUPdlJe6 rfAVA4Q4MKcwZrK8KeSZRE7hS25ra2j+OcMNw4/G93EDgPhxJkAjHPmpHQyQPuO/JOLwtAyb AYbnmgZQhNk44NeyuFYipQFgWVyuqghC/K5w1bucCX44vs8aQBN5owEYGwP8AoxFK6cZxlBk AyRB0s0GEVsqx/AFBSBvsraxO7RFVoSNAXg74gaqagDSrt/cwWdIe6HDIo809GtclmAAdiKQ BRZidid0Vr491sqiiWISj67QOJIBoJ5ktphHRAOQdl24BPXYONKz0zy20divQrnB36QjjRlf R1gBYh6g96RyL6YiFNDq1MqYwXLazMa+TmkAR2ufKV+aY6ffDyM9g6XPJ//d+3+BUiieMLt6 QQjl0g8gah2ap9cgRHbmW8HXOcMAB/s1LkuTAURhAXEGba5D86UQN0YS8HVONkBLvwoWAo3N xgD0hfmXK8bzCG4gs4j8qlCrQ/OsrNg7AE6cnwuBDvZrXJaNAfr6qT1TniplkRb1SOKb4jLf 1u+WremNcdkJgQzj2pgBjFsTDBDFn0IFM8GXKcLI8h3QcJLuV25OeQARvjNyCNNAXgGMnxNe qLDJB8AEJv4EfFe4D0QjHP3/jAAzQE8oYSj7q9jbo8zyB0N5M0BXCMeyHnd/ttk/oYncDDA4 Pt4vwiD3UmcxLhqAJEi6zyHjS+UYvuDxcrEvipPC2X9kaQbojvjCyBT2nAf9zYH9FpRFH2J2 NyZWTscYvoMs1vid4MrIRF7E/awM6klmi3mHGaBD+N9YuRdM39iHOeNkhSGIjt2Tyr0xCtNr dWplzGA50VXADNAlQXDwol7LzMOhD3LKyUoUYFrBSrF68vikcj4BIEodmqfXYICdkzMzQKcE EUzr9LXNrzLLiyJuRKxL+pLK48zdXIfm6bW0khSYAXpFFM4H0fp751li3V7/yNIM0DHVzW96 ySgUSP2crDBi3V7/yNIMMBpMAH2erDD2yn+MGWBEJFHRe1K5FA9rdWpl5QwcU3UVkJ6lI8wA IyKKKsza4imJ45snK4lYD03Cn7cPzAAjIggcxbwRLBJn7uY6NE+vpZVkYMwAIxIF2evJykiY AUYkCrLXk5WRMAOMiDjDG//BDDAiZoDTMAOMRhQ/hh9mgvcwAxi3xgxg3Jh1/QMsV0BmP9Ds GQAAAABJRU5ErkJggg==</item> <item item-id="222">iVBORw0KGgoAAAANSUhEUgAAAJwAAAAdCAYAAABfVAUwAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMWSURBVHhe7ZgLrqwgDEBdlwtyPa7G zbgYHoUCpVao7wLJJD0JyaDyq4ePsznDWIgJZyzFhDOWYsIZSzHhDJn7dPu2uQ3SceHFv2PC GQKXO/bT3em3l26Ucyac8eS+UbbIdZhwxiquw7ZUYw2wstkZzlgLfjzsJ91k/x8Tzuhyn7vb 8kfE3zDhjD4Dz3EmnNHhduf+Y1+p+fCJKXZe9/9OWM5JWZ7i2WLsf0XLoH+uQho+gCjL23ZI Y1s1DSsa6dfIbk0XDmRLB84k3nFFQTSDgaDkZ8IL2l0+v/rA/LJwfDKN7X+JsShckOrwT4XM svhNFq4xEJzdvUHe54lB8XDhYAafC6I0BR+bBW9YPvAL2yQIOOjDoMVc4VpSKYWreAj3w5Bt qx0DmLRpJSJALBSCiMJJcVwU2yJcFgD3/RAM0oF8Py3VKQj0eZ9wcHy7iHWRFS/XFyrx1PWI //u8BoXUG14kPEPqiw2yfELR7nBYzB594jDpIA7K1UgUrtpOEySGSup3LEwKgSgcmW1Usnjm 8hVV92nFMXDlJWEg0wArqZKoknBQTpIb8wlROFKv336hXDWO3HeaT3Uo22Xwj6BH6lVQUeRr F0PpoI9K2YBpwrF+VEefBsIKh3mAXpPuSx1vlXm7Vwld0mO1CWW4cB5tmznPZey0u4Agce7k G16KD7IBauF4nHrg898mV084tD68AOF+XFLlmSKWoXn6GwKgCWQoM0K4j+2uAPqSOykxcIUL MWBxlK71wFiGidrse0ElXLgm3ccVQl2G5ulvacZJhDKDhdO0yxi7pSK+L+/FUDbMhTEopROF 8znYxml78nNKRA9kHsLRYIXApk7wFxdI548SjKrjrZdd3cN66ID9IOZtqR/bnQ306fVlM9kS zTKF6h1SQJJ8nSwSWnz79B8paEcTt4dwuz9E55nKOpSu1x0rh96qDFqf0+FnMM3nlASq2+Cr RNy+y/0yOFaOpPojgud17U4BY53bVIjzHR6X50SlMf08bD4GZQWdLdUwxmLCGUuJwrHl0aQz ZlFWOMNYgAlnLMS5f/OWDP9Lzb+BAAAAAElFTkSuQmCC</item> <item item-id="223">iVBORw0KGgoAAAANSUhEUgAABAoAAAAbCAYAAAD1YW0BAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAA/fSURBVHhe7Z0NlusqCIDvumZBXU9X M5uZxfQK/iFBxDTNX/nOyXmTGBEBkfo6c/+9HMdxHMdxHMdxHMdxEn5Q4NyWx79/r3/C9fhN L1B+H/Jzx3EcZ3/+nq/H8y/dOHfj9yHvz/823oin6gDHcZwvRMvHflDg3JbHv8fLVAuEgvTH qwbHcZxT8ff88Q9038Tv4wMHBcY6wHEcx6mkfOwHBc5tsRUIf6/njxcSjuM458Pz81fhBwWO 4zjnwA8KnLtjKhDCQvjxr7c6juOcE8/R34MfFDiO45wD9aAAGunvKPw8X39wsv9I//0hbfQq CX75Ds39ze9C/Dxej6G89+C/exHF/oYNxH9P7c6MCwSI05/XnjXo+liM79C+zbVHIKt54R3O uxbfyR3wtWnal1/xw8+d8tCd5nJNeMyhL8K6jT6x7N0VGvsYq3/P1/MQ34a4wlwzwa41jKAb jr/F3vJlawrstvFk7QcFYGv+boqD2fg7AV5rSFjXkxQLx3DbGuSgHK3vawfZ4qykfLw4KIhG ZBsc/A43GpYsHL4RZqcTh8Qg7Sy28H7zfwkM8tYA88nj5AB5/MZgiD9jk3NDhoke43q/zWCL WJTWVN0MPjcXc16Y5rxr8V1/gV/KO2irNr9F2XfZmDynHksumtq1WOM2PQAMey32W+zlx/n2 98Fyj4I5VxnsMFXDELLde+127pIfjIAPNp6s6QMf+p6/V3Pau3Xo3kD8ea3Bmdyj+J59AO/6 8aw1iNnHuC63y9E4bndfm4yPbwDsHYzRHBS0RuOAERUHBrjzUV4vwYb+zTgGefMoCyAFpQfE fRkVCGp8bs42sdhNirh+2iTYJ36osMb+VF5YwynX4vv++ns+q12wD81lwQfH/O/ZAPjf6rOJ WNndj3NxfC1mfASmhzXa2StDbmg+sA732k7sB/8eFbIwv2YOHaZylaHmQHnWGqYQx3mwotTG nWPaAPjENHn7+hjvT/oepsbAKXl/7wLiWhLsguvmS2oNfP/NMVfzvh/PWIMcl6M79gx2KWaY jY+7k/IxOSiIRtQWfxN0ggN5ANgdGDDIm0ZzugfECYmbynunxpXRpoIJZ68A2CgW45qQ52U/ WFM2oAWTeWENZ1yLW+cO7GPxzR7Yi+ypWNndjzNxfDXmfWTOZcO9dts8vAmg8/CDyWSu2rqG SUAfPNQQ5I+5c0wbAJuZJm9fH5Y6QDuEUmPgjGy0d8W1INvum2oNtMNMh63YyI8F7HN0DXJk jjbsa2vsemdSPq4HBclAllN7ZFMHBkbyigNToBVnZ+enK42X+9YLZJOktQiIVo7ZDs5p0QuE GAuin0ts0JggsXlgLEZZ8rzKennAWop9USaurXyfdc5XKGrLWFkumVfSbbweqM6CHLxn9skT fnctnthfBexDdCoQuSUHEnlxQHafMYwrAv2yDTSyvfIl262Ma7XLJvNcq1vuN4h7vD8SmIdR j7S+G5NpjPZagOQMe1x9ENRnYI/kY7O+BjvgvbWGQcBvWWaMJ1mfNk5jvEsxnWQEme3zVkbU oxP7VwJ8sjSqgH19jOuANgY4agy8S8lL1HdEn0XeWvoeL681dPvkCU/Mv4B9ZDsUilwq7xx+ LGAfKdaJ3JITibw4ILvPGMalJL3HPk5snaNJfPZtZLVrp63IoO2S3S8A2CsYox4UJAOudmAy DnXYvAM78pJu8aILNjqi6pwck8dsnJ4XaLpv2qDfcuxGP2d34qm1cg0cpBYIyceLeG9ircZE 1CXIOzgWY5LszCvphjrwGKb3vC3pWu9BVNKByhyiyOFtKDe1Tcx/wcn9VcDn5D2EyH3Gfs08 iu70PsuYtFMD9O3EEGchVxm3ebfz3pbztOpGilkpBmp/GJr0PxTQzeYjXjgV0vzL3PMLjX0D +T2+V7P+C/l7groMfJPiyJarAgY7TNUwAMgkD0seSvcRFndUj6RDbJPyTmsD0C++q6yTK8Hs 18e+PtQ6AG2vy1Fj4B1w7Ly+qu+81sgKaShyeBvKTW0T869EGy6fJ07uxwI+J+8hO9cgSd6h OTrLSFfT3sxBm1+nrak1aru8D1wAsH+Y8JsHBdXYeDFnTTlwJK9xUgL7MOPT93ifXps0drjM tjgFLMnsQAz+ekU7D5LqjlgOCkQ9pbZe7GR2ikVt845tk+NlYNwSO8GH+eekz1Re6MnpxebE /EWk+Vjmu2fuwD5kY8lYxyz3ScaknfhaXVxlEAbXQRuXvmt9D1g7z7W6UaCPFK8LPp/XVvso zVv2fdoXaF/JTt15B8j78hjAh+1DY6KHagcBgx1mi1DwYfMsjbF41pMproV6jzFSG+tfgZfm Ei6zLc4CzKMxVmXt+tDqAG0/zagxkNgsvwL0mdSOvvZaQ5XT89fE/Csxt6l6SfO02OGLahAk 9ZnyMZPPfTubowtEdtGHzlebn9bGbQZIz64AzDMovfwbBdaZoKH0jVtNwqF/M9RInmBoWT5Z 1LwPvac/w9i9QLsEyXdw7TQP2Bjz4sqbJP2qWePbg9j0oECLq8BesaitqeiHtIas4xXiB4qs Q21LPm1fVpDlqMl8Yv5Ier/oJM7nHP4qYJ8tNunJcUXAR8raoHAdtHGt+m01z7W6NfTinhNj o9++NfM+kuce59esX7CTuneHPos/cpXkdHPqh+2Dc2Q653mXQSdz1dAOMEQ/3y7iJesjXeRF cy6U7qnOdHx43pN5JWAejVF72NfHHgcFq+H+Rc6xd2m2+ZpaAyG2zSQ5RVdxnufwYwH7CPmu JxfQ7i3jpverTyd9DGNslqMN+5p1flobtxkixNAVgHmGiZCDAngGBus7BRxSJm9woPbO4iue I3mS8bGP7BB8xvvQex4QvUC7EGqC3BRiY464SNaRDyC612CQ8VcOZ+agxBWwUyx2k2Iav7tx 9cYjxPgJiZUVYFN5ISDK0eY1MX8RcT7n8FcB+wg27MkFtPs1dirYi+yFDlv4cat5rtWNIcc9 KUIPYcJHgZwrl/qmQog2oJ2UvbY3dmPfne2j+I9yZA0DsqVCMOpE7DkTp4t5Z38+239TXpN5 JWAepqCyr49xHaDLifnhQ3WVGNdea5jWb0CUo81rYv4VYtse4jy9BpE4Lkcb9jXr/LQ2bjPE EENnBOYZlG4OCqIhwYnLCYFzm01QcU4lyWNJNi5ulnhH8kTjZ32rwxrZWpA3bYKeQZ+rnf6I dv0Eoi8SWtvOvPuNAlqwYHLrxRWyTyyiTDav+KwdO3TCxNT2k8ajxD7LQi3PbdlnkRcQSY7w LOjxgL4T8xdJ/c/orwL2EfJbV+7ofoWdCtBXWRsUroM2rlW/rea5WjdOP17l9/dgwkdImsNC 52QT+jDYRN+7U58mn3A5O9sH/TeqN4Cs+1K3j9YwqF/HXyn26tjWXBifL+IW9e74WYr9KwFz 444Tgfna1odaB6Av9Bho9pKtSf6lc/ZaA+Qv+xxWa2CfQawluWf0YwH7nKEGmfAx5IOtcnQZ l/oyPcuKmOentCUZ3Vi4EmD/MA92UBCpyaBedc7Z2OQiBlkyet8iLy38dLXNrH92BgYYef54 NDLqlYOwHUPTsQZy7NP8dUtLvxKMecwUuFxnvOx/nXu5MAJlLKoLWXg9XTp2XcYGyMp2oPJQ SKBnO4n8bjuvtbx7UND8peli12yneLX9ZZttE4vsGbsku2Jyyu1hTJhTtC3Vk8fQo5uU9bzQ Isthc0D70GeWtShwSn9VuN14/qBt+Wr/sBC/X2mnAszbusakWJHGpc/scfzePNfoxmMg0sYr k4Gy47MoDuIDdCPjYwO/z1A95bW6BPpYfVSR1mhdC60eeEnGgPfwK5o9ux9gH1zjOR7G6LnK aofM4P2Uf2Ib07FpC1cnL6k+wovKhXek2Oj4K+mg/xVuNq6oT/VzIyPny84cij+LHlmGMAeQ pfoi07PBEv2gAIbsrUlmz4n4M5Ns4rVGy5lqDdRlFJOn9GPlfDXIUie4andmF7hU2Zb3wzvm fc0yv06bGguBC+Zj8aDAoYCRiRMXxoWLOii/2+kXFnx2WOuYKK/GWggy5mgao4tf3Qi0fQJN sqnvx6Qexm7aqS5xvJpMUqBl2cUGcFPtgPdNW8926f7DWA4KxAJhZz3PQ/AljZ/VbCXHyNf6 y9kGIV6bmCI5TiqWSh6l9znvHZsDP8be9sHn5D3HRrPHV/uVGgDvBvt9uq8+4fcgj8oS/Nmt exig78aLY3RQEAYN7xwUW3fJB9NsVSNsJacHxMYofgJf60dngRYLF83HflAwonFsvdCJPCDw Pjllph9A+5Z74kCQVwJFTo6LgwKgO1Z6JrWj7ix4tD69Ns0GO6AneNgAOrpINvkCIH62mPNW csx8qb+cbRDj1ZrjAPHesA9cmb3tI+1Jjg1uf4A+G+33eLv8Hxf1A33YS/PPmj8lPTjQX31h HvsHPVJ/7YXFJjfkGrVGrBFN8r/Uj47AKBakdvrshPnYDwpGgKGED+UINzR3trUfEp1dCqRF f3JqFNravpE2eBLiWORDstCOchabq9KH3tOfNRvswKhAwFO81jBF/7ygePMdif4WbDHJVnKm +EJ/Odugxqs1xwHa/cE58GPsbZ+72nEPuP2Rup8P93sAZdTDnfiNynjffPVb85OoBwP6qy/M YzooQGBO1nc3INnjm/au69QaE7HwhX50OlhiQcyD587HflAwAgzVSxjc0PR+pl8G++QgW/bF APoJQdH53bzYzoJCHCsGHT6T2pMe5j70nv6s2WAHRoletJfjOI41xwHa/cE58GPsbB/I1aVI cubg9kfIfj7a7xP5YD1/rTXeT/zrC6IeDOivvjDPrh/+HcdxNC6Yj/2gYEj6Wgf9QBmMh0UL N3RzP9EPgUAYbWgxWHobKQZK56CA9mneE3VJuhN9mg/V2rybNsUGOzC0J+o6srnjOF+HOceN 7o/NgR9jZ/vAnlX6O3Mke3drgOyD3n6fCX6BArb4Jt23flH8yeNAAmRu7Gg/KHAc5zRcMB/7 QYGJ9AE9X2hZ+uzn9fxNzs/36JVRP+ok9m66eMFk+guvZfxACoaz/jXWTzIuEGCOxFaO4zgI y3+d69N/Gfq87Gmf0M6LJMeOWgNkOvt9A/iJ7qn8PiP5s33WXQKpMN0SPyhwHOc0XDAf+0HB aQiBgf90BwEDigXCbMFkOTW6KaYCIZ+uOY7jOOcj7GH4b6A767hSDeAHBY7j3JkL5mM/KDgJ 0ldL+O9lwv10cPlBwQA4ufNCwnEc54zUf+rJWYUfFHj8OI5zDvygwFnP8quc+ZAADxHg2Wxk pYDM8i4RmBtiLhDATt9mHMdxnLMTChVPzW9wtRrADwocx7krF83HflDg3Jbm93LIJS5OL0gd x3HOgx/g3hr8A17C/rz9QYEwRrg8tBzHcSJaPvaDAsdxHMdxHMdxHMdxEq/Xf0knnL07TQii AAAAAElFTkSuQmCC</item> <item item-id="224">iVBORw0KGgoAAAANSUhEUgAAASsAAAAtCAYAAAD2ik0dAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAa7SURBVHhe7ZsNtqsqDIXPuByQ43E0 nUwH4+MnQBICwq3t03Z/a/FuFQOYhA16fH87AADcAIgVAOAWQKwAALcAYgUAuAUQKwDALYBY AQDO47Huf39/pSzb/qSqV4FYAQBO5rGvTqiW7SyZikCsAPh2ntu+pJ3O+qCT7+S5bwvECgAw hdvl5EexuON5v15BrAAAszyf4p3RY4VYAQCujn/5jcdAAMCV8TsqvLMCANwDetF+tojUQKwA AC/y3JZTv32yiWJ19iYOYgXAL/HG91bxUXPdH+Gvjv7fc4FYAfAzvGfHkwi7Nvqe6x192GJl fjLvbnSlf90Ni/pU8gjra/jg88s+X5Z1Xw/bew3Rnyux2U99cwI+T4ytjHePkesppxuPUDzH 3vNOqN9/UyjUXL5zvldiFZ2+7MLf+QtYtrULTmDXJacwZ0YHNraD7noR1IH2/gV/P6mflFDr oyQnxOrb8JO65FyaxO04y0cWO2eZmBn5GPIqdxCvPVew+v3HuZLGHK/9xrwWYtUPrAxqdJAU NS10ob2W2Dh70c9Ae/N0AkcC/I1B/Wkem8oX2pG0Aq0+mow5Y+ecmc8hj5S4CfE4D3s+xfur 5lJr3t0YJlak3p2bfG5bCYAhLlrsXhUr3d40PUGCWP0McudzgM+LxrVmPlvC1MwtteAn/PUD 4mL2H/pS4mqd+wKKWJGDh7evnxarnAAkqjnotHKGc0Vsk20pvm2208rthUYcsp33vHcAn8fY ebTwOdERDTOfjbytc4ujBOugT067fy2ALM+/iCJW4aZfECsKEHfmS2LF26OxxcIDExOxjJkE J/UpkiaJHB2LOm9X9/1twb4D6b1is8wGxceylYMMubgZux+Hnc+UV/y8zuUKEqzBsSUgVgkS hDmxSsGlohw5L1ad9iwBsQLFr9M2rTqrb1futbtSQv0BtLBEP19rojzWnmjUJNGyYt/MZ8ol 7ouW4BWcnyZjNSxWOu8HkGO/XgljDP8N0AoxeofBSf1EiIFvBM3Zi66O2jMCYLcf7yMkm7bh x/y37/uDk/x8KHa+fOg+vFClCZ1E62p/ZfX5MT8OvVsvNMVK0LYveD+5vPU5OBEvs/+Qx2re WOe+ACZWKenaNymCPyBWvWuqFe8fxCra6IkRJ0w4p234Mf8d2jlaCa/P2GQ6A+ZjjRWnCU57 DHQxFYLhxrUNm9rjH/Hv8TUkVHQU/DUYM7vtKI58vJ/Lg88ixCrduE8KHSy+kgaOxCVgP5qY zvwXscrjLcEXbWsbfizqjHHqZL8BH0tSMxZEr+5ThFyKeVzK4GLkx9/wYRDSpn/rXKxRQpXo 9Mlp9u/vN5/vLCQ3R4lVJCS9Cna5+SJouXQ9c3T9SHsxAKleViv7FDSdsKt77OTHuSSBlH30 xlhELCUGqx+xyxM69UkJbE6yxSVy+p0SXdkRpljlvvhY2KLQGkvDr3Vu+LaSH3h7oRFHy3fv wcrdUPKAaDytPNH+CyTfpFL7z59/3711+if4fYsU/CJMsQIcn9y9yc2SJyR+urZh50SzJB0X GzbhHVJ44gTjSWi9OK7ESkzEcn181HJ9i3o+lthfmXxqggtBKn4Ix6Ku5Ts6BmACiNUR5m6H JrKefOGYJueMnYfb5mMmIL69LEROIIwdQCVWnmZfdM6qD2Pn4uXo2bTqej4AYBKI1RFCJBS9 STtjF1C7mcqe7a5cnbSNDIsV7YZawhkfKZRY9Wz4Mf/d8wH4KeJuvpSYO/Jp4giI1RF+wlUT l+hN2hm7RLBJAa1toxg5oWL/oy5nVqzCOauexjFsw4/5754PwM/A/ziXROtfPnOBWB2i3td4 3CQ83GHM2AV88I4mNgW4EV3zr0XUF7cR15ljobGz8Qgh7N23qOv4APwIbJHTmLnXBmI1RFkF Qgne5eeWfXtEx+fjMB+P7Hig1LVU9MR+bmt5r5XRtvVL7WXxj3ZUn8WjNRZPEixlQ7uuXF76 Kyv4enqCBLG6K04c9FeLIZh8t+UmPt+ljDCZEOCHybnCF6p64fu/PnOBWF0E632TP8cD5o+n RQdiBUYQO+YiUPEdkxMlUc8X0CgwJU9JcFIui/wru+xarLydJYx07IBYXQa1OrmSEiCvULOK QwFP7c2agx/DWtj4Oas+iBgXL0fPplWnXy9Q4Ys1xAoAELHEiHZDQTSM+riQKrHq2fTE6uAV B8QKABDpiFUlLgnaEQ3b9MSqEj0JxAoAECHxuOpnLhArAECExOOqn7lArAAAEXPndB0gVgCA CMQKAHB5SKjSI9gVBQtiBQC4BRArAMAN2Pf/ALtKsS4sxrL3AAAAAElFTkSuQmCC</item> <item item-id="225">iVBORw0KGgoAAAANSUhEUgAAAWUAAAAVCAYAAACe0P/OAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAWmSURBVHhe7ZqLkeIwDIapi4Koh2po hmK4WJadX7LkJOS5nL4Z32ziWG+JcLu3TxAEQXAZYigHQRBciBjKQRAEFyKGchAEwYWIoRwE QXAheCi/P8/77XO7jevx4p3nXdy/0cbr8yjPvJ+fOzz/F2h8Uuv+fA9PgY9/CpXL+3O4g/B+ c38ml813ytdj+HdfXg+IbY3Dmlppe6+ur4Oc7TFlpvX3irqyJv7n9b1fm8Im7knxppwfMA43 jciGP/P9JPAv5Tn5We0l3+4fykfi9fiNoWwann3CAljEEJtSQJeKC9l1zEDOtZF/znEYY7oq JuSDrMOv88RY/TwOgf3jtTVr439q32t9CsrLoqHcM/Qyb055GM2x4z18mNTHmmANcp6nO7OC 3lDOYAEs5jL5LqTaPGLA7NwDeigP5MHjN/IUbj9vMPCPZ338T+970mnX6o8O5Y6NPZrkHA0P 0c0Gy/81lPHtaVd6fm8RE2Mo5378Xq7fzzluawb+4WwdfzpzvP+UE8NQ7MkvhzJc14CU4WIl G/egierZLC/rLrLhDDhRCrUu2ivnyyo+OHoRNzngY20YbZNt4yy9u8G6hT0SLIA5lK+KuIp4 Ox/of8kF5ngrkkwjd1M1adYdbYi8lRg1PpIsqI8qj4QM+PmXsiAWs4ayI9fxJ5+3461lNz6u yeOF41+hMzLeGZC7R9+T3jZ25KM/lEehemX9JZAyIBj03MQYaCMhD/4KRUsnHORhsepANns6 MYbeus9omQT4CP9vLm1ybJyr18EagGJNCuLC6DyHBTAF2QPPFvtIfC8fbAea8XrAs1tA+lSB 19ykNeqrNSn28Wy2d2wkjmPxXeTR7oG818l/+hliKb5Oi9gN8Lkx9o5cs48yuZ9VfAocB/KX ZIFsYcvCPF45/oj2mTii77MOfX9iKFtJVIJQoakcnhdJGNdYDOqsvkfXOnhJbJHFe/pcTy/i yBfyTJscG+fq3Q0u5mpcy+yhbMVG+840+cg3Qc9QE47O8ayzHF/cerVsxHvWPuVNyeqd8fZm 1Lvpj3UO4zVDrhbbG8p5rz2zJo8Vyx4vXoUj4o/QmTP6Ps9GfR97ctehTIpFQhXWWdPx8VoU EwWCg6LP9fQidG6L5IBNc/TuxoqhzH6Us2Y9KN/dfBDZlrLXMekr3HrV+SGgJo19W1bnDF7j z1P552epadGAJnaKnlzDn4Qbn4E8fEd9q/JYfCobpj0XiX+BzpzR9+ATQP7z+X2GMt1jhynB dmH4Zx1dWhZdsx59rqcXQVsRlNezSV/P1evw7VvjyIZvyhjfQs9X4/msa2jkYX0bExcv1jo/ BNSwtU+yFpzB615MPLQ+I3aCnlzT33Tb6WfWXWtEyzZsWZRH056LxZ/OnNH3apYy2JPzhnLP GL3XDAW+xiEwOOB9YvZ0ZfvGQIprzw5LL0LnNkzOXL27MT2UafDPGcpcQKImwNduPioso2PP 9yTZfu5Qp/BZ54/guIGv5I93Bq/FXr/e8a+ukk21LqipDV8qfbmtP+l2yofs53zP8HPLPLI9 l4s/Qmf82mnlTl0v0StzkkBfeSiXgIyrKB6TyOsxfFrW6+yUfqYxpCS0LBIu72V9eG+Q/cpO 12v+jWs5cx9sKfvyN73FaUvviG+3OgdL/gJAX5ck9/VK2mJcB8szdWq/jKJs6MQC/nA/LZkP Pj7wfj5m6PkOMdgK3Cz3O+S3Nou0WYZJ9UE5QwMT7osewDWRf7ZL3m97z68XS67lj3pOran+ XJ3Hq8afObPvSbd3Xw7l4HfoDeUzGAq1NuQepEZQHy7iDSbYhgV5jPg7pFq1X75iKP801xrK qdh2N4WGAAzmGAqbsyiPEX+D/BbtxSSG8k/jfAU8GCqypP+wzuS3EB4Ixf8YDOtYnMeIv8HE G3KJVwzlIAiC6xFDOQiC4DJ8Pv8A3+8ue2o/T10AAAAASUVORK5CYII=</item> <item item-id="226">iVBORw0KGgoAAAANSUhEUgAAAMQAAAAdCAYAAAD1l8OMAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAO8SURBVHhe7ZiBlawgDEWty4Ksx2ps ZorxEwL4iAHjjO6uf3LPcc+ikASSJzjD6jhOwQXhOIALwnEAF4TjAC4I5+G81nkc1mlJzQ9x QTiP5jWP6zC4IByH1LBO8+I7hOPEo9I0h79+ZHKcdZnGdX7Rfy4I59tZJhCAC8L5cpZpiB/S 8hp5y/gIF4TzcHyHcBzgFkGwUdx+soP8O2+54oNlnXKf17yO0P8J7OYkLt56YY4PoTpKmAJP eR/p15oO4cx+2Oct+v4xT+3p3LhDcABTKAXBruhTscx8vx/w34PmWeKNc8u/WARC8p8oiCgG KKzY7gbP84sF1y321O9yQRz4JxGWWvy5XNgE0Qvoz+wQ9jfFKwi5dJOCIDvzr0/mJDz36qPS +FaPOe/0W6YprEe/zyfo/pVc3rZL1fxHgnjzLbITxBPhAsKCoVxafnXpCiIUIa1nXzS07o1T haGAVdtaTn4oT28KAtpFECkp4f9hFzg+gzdZGcv22He2DWOgyjnGzRZ+02z38xwafpHmQsMc 4/ZNfWRMeowmv1eT1rKsh6EYiXaxBxtpTn1BELRWUDcUyyf+q+NSBvJhpK4Vra73KILYEikv DoYDK+2cCCgq/rjDooSCyyIIW/FmO/fdbBd7pRjzWLC1e4YL1vBbniekzQjMEb6T6pgaMVr9 Aq3f1cvVG4yUuGzJJ1rFTkelbONYEEQSBc3XKAbiNkGIOKpjcof3dghMsppw6F+SVF/xramN lfdiWxYsmc220jM5rucXadiv7KkxNWK0+r0cEiLlLotZy+MetSDDfPAzyiYIIvg+IQbCLAi5 5kek/uaXSeJWQcQioMm1FkkbK++JNseY2nHhOoKwJCeOu0IQENPJorgCekGg6OILwxCHVpC9 HavMeQflPNQOrcWJ+auCiOspcqLdOyLlJcbeDrziHkFg8JraM82xDV/S1pEgWn4RjBVBe72Y ZNvqF/j8yCTyE0kFmlot1IIUHPcRvmg9jKLQbfM3GM7HEmeTmBO5Pjo2QfQKQD5Lk9mSmNo4 mRDguSMTtzm+rXirdisOzS8Sx10oCKvfS9F9WgrIspP0i7EhPFqTT/xX8WuCPyD4x2Mf+bHk IAkiLWhwmq/snIsOnoWPLQqO21xIss/eMU+o9InG63vsD+8F2wsXWmm/6jFjiCU/r3/lygnS /G604xbj4Ko/smU7C6vv9x5EDqsiUwSzm6PyUkj0BfEux/4xP6eXML2kin2jgWqHcJxvxwXh OIALwnEAF4TjAC4Ixyms6z/lh8Ih4SbX+AAAAABJRU5ErkJggg==</item> <item item-id="227">iVBORw0KGgoAAAANSUhEUgAAA9QAAAAbCAYAAACdgsd4AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAzTSURBVHhe7Z0JlqM4DIbrXHWgnCen 6cvUYaotWTaykBcokgD+v3l+0wYv2pBwOpP5+gUAAAAAAAAAAMBmcKAGYJDH19fvl9Me/2QA AACAw/j38HPu18FJF7kdAABAj1ZNwoEagEEeX49fvF8BAMAH+fd4wYEauR0AAMAOpCbhQA3A IHjpAgCAD4MDNQAAgLOAAzUA28BLFwAAfBgcqAEAAJyF5oGaburvhn8/f3/CP8+H/Ptb3dMt F7n1GF3/iu+gfz9+H5WxP8/v4npc/18ofjLm5/n7rcYD8ErGX7ooRmls/Tm4X2xH2QuddHuH Is289ReUXzYxk/8dnUz7fpIX9tqyBq238zD01jrnxCDv//3LZvkTR9v05MjLy5Fsz+0aiQPP x39mphwSZS900u0diny0hnixVWOmuHB0Mu01tWWAt9YQnJVOi9Sk1YE6OtAUeXHGl37Y7ctA CixVVKKTKwkijI8PQaQ6dhUIEiTPJBOCBLyHoWLHz0E5bqbY9nRdkv2A/XYynLc2E33yF1/M 4n/SM8vLupX14WUvPXavAT5V5zTpZal2f5wX2PTMkA8OVnZvbk+2tzFxNLPkEMLTNV4jfQb8 tJNT1JCNuWyWuCA9s7zWRjnHvjcP4qwEMuTTYNziQJ2Slm90ck4jSAI2wHi9WpEJ8/U+9YBq PCSrAPoU8VOmz8sBXkn/pcs8I8JMsV3V1SkidfbsWRvv+2QTf/TFLP7/CYU7D2P5dX0I6zxf qAzvN+bnTfFycJ1biPs8aK3NB7HJ6w35ZEh5stNYTOzN7YlmDBzALDmEqOo6Sw3ZnMvuHxcf rS0Om+Ll4Boyi88vhdQkdaCOzmglqyKonSCxQTZPkDRkBB8kPrx+XG2nV1QpSXp/2zRTbNd1 jfaxOcNny55x7HDe2sMffTFlbmP5R3x9HGznrqAb4+XgOpegOZwrnPX77PTJXSCbDSlP+X8s 9+/N7YlmDBxAjDnUkFlqCNtgYPBMcZH5QG0p2RgvB9eQKX1+dqQmLQdqMXiraBR8LEhUPwdJ Ojh5yVbfU/rlufJw8N5pbTVHCZn0y43vpfmpJR0q+4LL0n7pojjwk/xMsV3Xddnj8aDcEefG bXTf7hkOHnmvtK7SazhvaZmddbhf6pXtk+0Zu3Zcb++Z/J9hGbznQemYa4iVyZexuy/v6dlZ Ibbpx4twcJ2LkB5pzWgPX55S37pPZI2wZnm9XCPK0bHhFSCfrI3qQLp24kHYm9sTzRg4gJly SF3XZY/b1xAe79tAM1NcZFgG73lUOh5dWzRig368CAfXkCl9fnakJi0HaklIu4NEjK6DYnuQ LEa1LY5dHML9tKeSI36CqR21llEn42WsdrbM0TryXLXW6l6Skajsm++DTxBjo9E6Dmq+dHE8 +Pdniu16sg/wupJj7Lq67+6p+7SU1mM0bzXWsfeqNmjr7zFlbrNrMkrHZ5y3lqki49C+cf2V LBrZ41N1jqE11cXSr4nRePTiRskbIPni2O2xe0qM/eqQvpVcZNib2xPNGDiAmXJI1LVib153 hhoykMsCM8VFxq7JKB1fUlsUstanasiUPj87pGMQ+o8H6mRUaSYgtgeJl0Sj8/JYbXDX+Gq8 J2NobjIm7DXuK2cLMRCpVYKkte9loEAPcr/wJcGy2DW2aE/j/w/Seumqx2/r3v1iu28HWcuV p3KPoH1zLAY7pD+LPJvyVm2dWqxreTr6e0yZ2yrrF+u5MlVkHNo32qcZC7JOc4zG29fECfu3 FjthftZHIBsX12SP1bWReHT67MPl5vILxZ4uoQ3b4iyQHoWxFmwNWbXKvL25PdGMAWGvbMRM OaRl73hP1nLlqdwjimcq2CH9WeTZlBNq69RiQMvT0T8ykMsCM8VFprJ+sZ4rU0XG0X0TMr7n m4y3vomTZv4I87PcgSl9fnZIj6DU+r+hLqzWgA3hBLWilRhpvt7q6CBhh5CMIwkuYa+ZfpRR +lp/O6+17yWQWKD2Jj3owUsPUXoI9Ve3Cj99iLMcqM8c2y07RL9W1tV9e4+JH/Ak+ZZ7EiPl 4Ab+Oiz3iD07+qexWp6Z/J/heU590Ot1ZCr6Q/sq+yRkjcUfG+NF26JCK+ZpfrFVksdrauBw PHp9LbPef8iGF4D0KIxag571il8M7zhQ/4W6DPfLIS17T1FDmJFcJntOEhcZnufkZL1eR6ai 39tXxi523xgvWucKrZin+XqrKX1+dkiPoJQ6UNM1lawcyEiFITpB0hqzfE0mcliQ8DVZm/ev BGl1bmUvu5bWzc5r7Xsh2CdvCXbjY43np52kg3q1dTbZ+7XAmWK7qivPUzZuyWPvCTEeQ3Ex L8mb8lbAXWfUnh39PWbyf0bLqtHrtWSy/aF9G3lE8ek6V7wkC1Em64NB/9p+yNj87aLHs/z/ 54767uyQHj0nM8ccqEfsFnPK62rlTDmkqivPm6WGjOWymeIio2XV6PVaMtn+6L6KT9eQ6Xx+ dkiPoFRxoA7axkJsjRegACpeBLSRqsh6ptDEZORc8wzbcpy9l/ZbBq/3D3KzHqu5gcZeUb5F 36Jfk8Pb90J4fnoJni8SrXtvpvnSFe5s/lGyRryt9b5GbHu6xmthTnE9Jv9ynuzjyc/EOeuX aZHJmbPKW4y3jnMtyPGguYU8259tzyaM1VP3Vza4hv8zPM95HvR6DZnW/YF9eXzrGU3IWoVe kZfWuZZ8ouuy92g8xutFn2C5rX6Dvjs7pJt1nAvpOxIP+3N7gl+wjf+PZKYc4ukar4U5xfX4 jJTzZB9PfsbL/YTI5Mz5SA3h8f3Y9WzFWP11395L8iyDTxkXGZ7nPI96vYZM6/7gvgUyp5A/ grPSC3x+dsjHQSlzoI5EA8RgSW1lAH1/uenQG7++n26v5Hg8YsLiFh1kx6wdIUkuNV68vBb3 09fC2v+i43P/p5zzHWRJ98tfzkuB7u2bKHVeZI5zar+cV52XgzTtKTLwg7yMj63zi5fcj7Bt zcO87KVlWR6eqizWz7LuOtYWW7PqtQdQxrcfvDS21Gsv7ZcuMreVx+is9LhfbJtrpnl+4pfQ dD/vSXt4e0Z+no8l1gzrWNJxU+KvY3TgGDW24zme/h4z+X+hLreZp1r5QzK2P2Z33tdca9GO l7Xv2mt3xksei/eSPkJxL7Scc42++bqzFze9Lo3x8lXFhr28zph9XXloT72HrJFqUUWHHCPV +qGQl5c+NRus2Z7bE8aeK5v9FWPz0BaX3S2HmGumefa/aw3p57KZ4mKhLreZp9oRtaVGO17W Ptrq03L8ZD6/YE1yD9TglZDTVFCsnEVNOzyNrcwLwZoCoHR0XK944EzgpHuE/VoJUc4JpADk toyPRS3sXdzXssT9lgdYAjetnW1AncUO3C/u1Wwn/RfTe+mKsq/tCI4i2FfH426OWgecB3r2 es8ncOnlde51crj0l1xs+7SeXsvJ49VaZpCXlyNBbp+FK9QQ5DIwORetSThQv5siUJbGQWEP iNwXJ2+ZR+i5ua8CgtbLgecXh9WBmqjuJde8+yy7CcbWnNq9lg3ewFCRY3nx4vUKKB6LuNrJ UeuAs0AvoCbngG3YHEyscm8jh3N3/aHtcvANPkp/3lrLLDS/OWA7yO1zcP4aglwGAHPBmoQD 9bshwzuHV8Y6zgbP6DwmBk8+bK7mq09rwr1ybqQMRsHdKxaBWvDxOqsXlsYc3dd/btngDYx/ aky6jY4FPWL86ES4j6PWAWcCz9ohdPJ6N4cTvMbyAXD81lXsF1+P3VzLDDT/4GcYuf3eXKOG ILYAyFywJuFA/W7I8LWkaR2n+1vmJXhO/KTFm8sBaX+pUhHvjx+o+Zp3X+QYnqP7+s8tG7wB FDsAwC3p5fVeDhf4K3nhQvoqXexv+LVxVw4DzW8O2A5yOwAAnIgL1iQcqN+OfO1AH1SDM7p/ U7tlHkOB1XtJiMFXeznhwKscqPWcYpwri8iu5CkO6y29i3sNG7wBvHQBAG5JL6/3cniCX0zU 3xBI360HXh5364eB1mwO2A5yOwAAnIgL1iQcqD+CHGRTY0/pa9/OL+eNzNNON2Ol2cPn0C9V 5v0DElzf3yFw0/0chDVZiBT8Zo4Ed24P/euEurVs8B7w0gUAuCXNvJ6o5PACys86T9p+wsvj rfqhkJeXI0FuBwCAE3HBmoQD9W0JgfY03ucANYHlBmCDkU9rbgpeugAAt+RKeR0HagAAuDcX rEk4UN8U76sPdE3/DTX1NwcrDtQAAHAvcKBGbgcAgLOAAzU4D+arEKGlwzQftuna1kiVAE/r XSLQDwQvXQCA23G1vI4DNQAA3JeL1iQcqAEYpPjvK1Sb7YMFAAB4B/wjNE7OPf5A7ewRGnI7 AACARKsm4UANAAAAAAAAAABs5vf3P3b9NA5YK457AAAAAElFTkSuQmCC</item> <item item-id="228">iVBORw0KGgoAAAANSUhEUgAAAQwAAAAbCAYAAACJKLEEAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAWJSURBVHhe7VoBlusqCJ11ZUFZT1bT zXQx+YKggKKmf5p5neH+43mjCKJyb9L2f52BQCCwiBCMQCCwjBCMQCCwjBCMQCCwjBCMQCCw jL5gPPbz6+urtu04n+m/Y6d/N2GTbX9QgHZOMSU8dmHb9nN35j6PTY3n+I9z5znP49zE/EDg 7QBuIB8kck3a+lWgWtW17GEeT3GoM2FmR3R5PkYjGHmh7TykZ9nsnrZCwMXEPF5cLJoJL3wk 0vxNLOLObUSBBOOoFzA8+0Dg20BEVsSCsVq3Xh3bh59fs/N4yFGRA/ZFwJldI+9JcnEEJRi8 qX5svREgvBUWKzYYz1Ot5C/X8Q6aN9TN6Z95w8hvVD+fR+CdeOz7ediafsI7twTUq3ngwthq cUzj5VpTBAculpxmdovO/AGEYGRi+oFT6PRUL9vuCIYVnL8jGIMcA78DVK/DmgZATdpCQK7A w/SFGmni0cd9kQPkVAk/s1u8KhhEvlXHnxMM0S+CQYeU/rY5pUnCJvZXfEkocW2OLXxEkry/ 0tDG/tx4D866gQ9EumOqg2FNQ001Nl0H2ERNDdGNl0C1W+rPzpnZFXJ+1wWDVPBlweAkRXLX BYMOtNPy3EpO7POaIo/8sUiSts1xT6+WNTbPlcQnH7lH9BWxGhvnCHDWLfbAXcj1MGgLlwIf RXiWV9O6fut8jSoes2Wn8Yiv7loze8GtgsEbomYO8rpg9DaXiVzmSvJ1iSjm93JMDffY87Vj 2BfEJ9QidARjtO7HgIrbu783wJI7n6e5/7uR7vYQaw9rOoGJPrpr3Ofihvrx4G6AK/yQs7yZ 2SVeFQwOvnozSIqWTBK+CCS8WTDwACBH73J7vnbM9PnysC/3b/1G634EuNBSu2kfQCIuWhaO +nFRnO3NsCImWz+nBQJCfSxvqI0nzwqAOYp7mtk1XhYMCjwQASCMIsVEMEZzHrse/zbBwDGK jes7guX6OmvZWHJv1m+07gcB7+QWwTB3LNG7pwvINT1oFwOvnAmsOQyb6uPKsjpe76xgjOtt ZrfIgrGajxIMdoaDtAEgaaVCkjAuKJ454N6hu4IxInFTTLRendyun/LGffQKcbBWzq/uV/W9 PHrrfhBWyPEt6N0FY2T7AUzPBPL9P3aLZn6/tmp/Zs/IQgp8G4lJCyMYGZkMELC2hgzSPrzN 2fzWzuYmjz0pc+lnsto5LSmz4pY5GFyP5fXkWIr9yIVa+k/ts6Vc2K5/pdFKz/NHe645Zx/v VxrXr5CK16QcUNTr/Ny2VID8t81VF06XHGUtmUsVUjcXe88Ut621eta49RIPgyR4Z3cPmjOx Z+ycl2vn/fD4LB6if5YVMzvtg+yqxCboCkbgnYDLHBEMGtmxeHiu49f9xQcgSJegCz0XlCwU +xERMCZHnV+eVsouc8nrVXJTQXNsJQr1HLCvbN7ZUT/wdoRg3A37BKGGZLIEwD4R5IofQPqW viAxxCtikEjqPYXsuLsWjfXsmLsUkISRj2cbnUHgFoRg3A1FVIMRca74IcxTvfEXbxnJpn0z lgWD3go88cqvv0YwRj6yL/8enUHgFoRg3A0o+oY8hBFxrvgx0IefxK1vFoQkFvibfYurgoFj PTvlsewj+/Lv0RkEbkEIxu0wn98BiQjTJ+0VPwQQckauTFrvS2v8bsIRDOmj5nVzodxFPkqM RvtWtsEZBG5BCMaPgIjKDdkgx7bOrzQrfpKoZi41S67nsdfvOQqsb/tF47bBxwyyFwJ7uQBY NIwPvX2Upn4Jk210BoG7EILxa5EIKv+fZgCSXb51JPLJp/UK7NtA4E8hBOOXovf9A4zJNwzo XyZ+CMafRgjGr4X5CJAaiwWKCYxdZT2JBccL0fh7CMEIBALLCMEIBAKLOM//ADw6hrfsWvvm AAAAAElFTkSuQmCC</item> <item item-id="229">iVBORw0KGgoAAAANSUhEUgAABtoAAAAbCAYAAADyHFuJAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABIxSURBVHhe7Z2LkeQqDEU3rg6o4+lo JpkJZhYQ2JKQMHS7/b2ninrP/JEuAo93dv/9AQAAAAAAAAAAAAAAAAAAAACGwYc2AAAAAAAA AAAAAAAAAAAAAN4AH9oAAAAAAAAAAAAAAAAAAAAAeAN8aAMAAAAAAAAAAAAAAAAAAADgDfCh DQAAAAAAAAAAAAAAAAAAAIA32OhD28/f89+/v+cP/feflx6vv9/cAtyVHq08/l6TUKCpK/D7 egi/PWYH//08Vf7v6+/1E0t+/16PuSymZ8oneDuuA78/cG58PWh9/eNCAQel9qdM8Ryo6/DY QaxxlvB64FSE+P5Q/txl++d5IPRcA/8e8eW768/TKcuxEHfeE9E441qBImrAPJMa/UEXJ4Pi gy+DhXJx3iz1Ba6OfgdKWghxhDQxFofwDn0R0jnCfJ3OiKCFZ/7voibqOlwu8mcwQWtOXfv9 nMUs3J3BN9l5H0xpJYGL8UKibnEH2IsNPrSRc2dn56BaXfqjUJ+hNrgvPVopAU2+ZEJTFyBd pqRf04HB/FouZPywoDzHz+EA5T947+kPnBtXD7isnxPnh4q/r+eU14wBmVTnrbPErgeOD71w KL/lOLDWS00X7EUO8ef8dN9L3oo3Ee/umu/IVf357lyXgcOjz7gSLxxflh+k1H+ohKg0tdAf OCJLPxhrlFfnzVJf4LqUc0eeJyWGCE10xCG8Q1+D5t2Ya6VDE6QB5/0r1OfnlFu3ej/PMetV 5gSNgfXZax/09PcOcT1lnDnGz+8H2EPbwz600WHc74SB+iqAVi8B4GTsrJVcpzq8oamDEf3u HDoWya/8wHNeDkM9/qfnmr4Ph9fcvq8/sDWDOlnAv+zghw3HYNDf+kJq0BP/PzpLjHpga8Z0 Q3HA0c2wPwfuMB55TMSfIzKirQ/uJb3xxuHn+fx7NeqP9AW+yednnPkDoETUX7jXxvIBHVB/ A3MCX2BQF5+A8+airHgPCnFH3IEW4xDeoY/JO5rwYgOdL1NRx9nUvHeE9nwcGtuaa+P9/DCx LNoZMfW4nGcf9PQ3zhn20P1gH9oaDjIZqK8cbInx5+WIE6wAHQ7rvWTtq5XS39IPK6CpvRk7 9Mj3/JDp023/4bb2PgDrMKiTBZIeRi/yYEMG/V1dSEN79VbfjAGZT84Sqx7YmhHdkL98TYye BSvEDrzoHJgRbfVp55N4Y95d812mFetaZWBLRvQUMH7oknxpxIuYn/RjtCnUOhiNd+A7DOri E3DeXJQRDeV7UK8IFuMQ4sgxeUMTjXvCb7h/TH11nE31ecPI95YCtbXm2rhjHyaWrfAeAL7I efZBT3/DtPYJ7gO7kT+0ZcFNqQi1HKo5TQKy6xeRTGlWn3BwLcbQn35O9dn4Qh1yXtNL6zRO mV9eRxL0XJ9SeFmZ+ijrVe2Age177ZPvaaW0NQJUU1Nge0YOvUDyvfQr37veD7ktjUyYh1u7 P7A1AzqZ4gOPN9ZlxeqPYpHQA9iBwbhQXUiDH5UTmzEgY9UhrSydJXY9sDXjcaIV44VPm3Fl 9M4zQ39CUaZZurI9zqM9eScmtf32fryx7q5zzLP6LbTKwJa8oydDFyJeRGK/Mi5Z+tM6KH0h xuzNiC7Iv8n/0/lUzqLYByvP+OdNrvuc41bKZ3Fsfo76YmcTTUA9g/0Y0FD2b7fLeuIQ0wzi yVEY0ETH3VjQoQl93ghCe64/amvNVcczK/6xOKTmFCqxMra+Zuy041pZ35RSWWlfUlmDMy7Y gfPsg8X+TN2mWkJvZbxKs6lvaw+lTgLQ7VbMv9HmOGE2fnZKEZGun56ZaLiIVN1aEKxfEcxy eyHIOA82TumbXSBlEGdCC8iNQGua1xyHYn1fFOsyLhI3iMXeWjEO6bamwD5EHXQeehGti0LW RPGrlqfc0wp9uEUW+gNb06mTFCeK32adUDyb29sxY07w994MxgXh95yUE5sxIPPRWWLUA1sz oJusmdbLQ/GzvDs6cUXdS2gujTtPILXXz1MfsT4766r+wbYMxqRIz72ElVPqjDcqlsW/MrK0 S/WdWNcqA1syqCf+DhQp2tK+jPWY0PTdp1BpCpo4CL26mH8OYv9sg5XnzvzzRtXVZ015fvF4 lrU43b34M9Mp2IH+2FLigD6bpvhS0iwi6V8vDqn2Vf9gYwbOm7ynu3+w3qGJ5r0jtOf6qM4m laiuHbP4POTZF9dfz3EpdppxLbVlfVVlXO/OuFM52Jbz7INmf3luUreRuL7en7W3zn3odkv8 D23J0UqwvE7DMeWC5wWnWoxBEPxZ952ec19CgHNKwrPmxNtOz2xdsb9pbDWPhBLyBsz2o0Tr oU1j2XtztJ031UrOC3V4gFzU1Gk4t950X1VqdZh8z/aqhu39tu8ZoY07pNPfObipTqxYYsUM HY8SB4qhQ5z/DPooLqR9yuNCmIeq34wBGasOaWU5nlj1zsG940TLX+RT+96R4Hm6vOvOo84y Xs7OHp7Opa8b31U4zj3i/XgT1sOfg256/03aVtnxubGerHhg2CGOIbrJ7XTXXAekOes+dBZw 1xX/X6jKG+dNq6/esum58Y52SG58f87xwb5XZLvwtp1xaMI5+87BTeNKUxMGHZpo3jtCez4V /zxSdmjFpQSrb80xpLRGq21nXJtt7LwntMY9DdgHXay8Dxb7s3Sb2gz8rN0rs8YOCbpt865u 3Q9tdjCkDr3gRW24I+3gZIlR/JsEum8tEM+wxpxCZnLGJKCqPZWXvmVbWm8y6kbOjI4scy1O rf5E2t5Y/txQKyGXNhgbc1FTp+Bqeot+si5UDsn3/LIT2lf/wrLj+0p/GbGn+/o7PjfWiRnj WawJ+Hqgep/NdWuu5uvIgL8j/HxI1PvYPickn5wlVr3jczXtjOgmj9lYN80v97cUV6x7SaWF ub5Zzvuo7qFn487aquMPtWd6ijkfxBt+dy1rtZJesz3mGbizngLVGWeQ40fxvUhqslIHWXOf LWgnbqwLfl5Y5xPLWzxvWn31llnPh+dq+omMa8heuxEXFuNQaIN36Lc4TFwpa+8dsONsMuNP IbTnQ/l1aV5T3VZcSlD9ZNPWfdpqq/PUM80xP/P163atcU8B9sFe+2CxP0O3dv9sH7R0zf8f uh3mE90u/EabbkydVk6LpPpMAFxEqm4Si2mcn3CIh1zdtxaIJ2TdrpDXQqluS/MJm8DZoP58 14bZV+Ot7Q2KSNy0NIieyw5aoTXMQWpRUyfiOnobOfQCaUx+8DjtW/pRyL8KtrO/k3BLnZjj yfklu5j+bKzj4FzH15HBuNDY3wXXPj+vxTOi9yzR9c7CdbQzppu0bs9feT7l4mzPj61HlydN NupbmuV9nPTM0dxTW333iE/jTVyzdXdt2Xw7f3yHe+op0HnGTfGKQXqSY1V2XGVN+3FLXfDx rLF53tJ50+qrt8x6PgnX0U9kLLZQfLDGjf2EMl6wGIf6zr6zcNfzZuldJtplmk/H2dSqo/85 nmTznvdzbhfLRikv993Sn9vWGUv3xdem27XGPRHYBzlD8c19sNifZY/URtuI2bSla/7/0O0g n+l28d9o484Qi1L1KXjOohHPVt3KODReqqPnIp7zvHj7IBrza24iGmhJUGRE7wPTZs40559p lW1NNZdttUL1pb+seiF31tSJsNfyBb6ut2j/gWCexuQHT62rKU9MLOdZOhF5vf2dg1vqJI/H /ZUuS8wOFB+M/laZ6z5cx9eRAX9Hli6kAdvn8uy3bEjtpJ56650Faz1f4evaGdRNwHyRynMR vjTyRFyp5l+fJdLO+U7JNSn6yO25X8o99kTcU1u176c8NoneOGLbkPqz1tSyuT4Lz8Y99RRY OuPSnJz+8nx57CCdyfpFe5+tax9uqQs+njW2yFs4b4y6RS9CF3qcpeeTcB39RAZjy6QNPXZ9 Zi3GodJm4ew7C7eMK4nix3rceIcQ99CO96+pP2VLy74Ub4y5ajvw58pGWnPG+OU+bdm3MRbN b16vePbmYY17IrAP6nG/vQ8W+zPtUeY7r1H0rdvwZ1EG3Q7R0marLDN/aJscyJ3I85RTqvrz YR7T4xmcxp77ku4niPCHFjE9pwnIsSjYyrx50apuTlpQv6+nK3jTmZNxuR3YppnKy/htm6Yx Sl5KsS9qm9ZSOVP2094gpe68OT9D+17nhfRtrUyGsP07J75mz2bFzqx8NnTAaef5OAXQuT6l x99D2CBVlO0y59dbIbaRa/PQ86H+Q/v011SUNeUkfFNQ6zTr9fbnrbXYh5WLtk476GSB2KZP J2W8x4PNa7KBWkNIZV7VOqYJe/OFr7/j60hs1+NvNc+YhA8iRh2eUv2yfidNffbWK3jrLzZj 5aKt0w7aWSC26dGNorIfW2chz8+OKxE+37YtZort6kR2UOU9GsltoK1iB95f6iTg2a5FbCPX 5hPqNu8RKl+n3nrK1gXT5lVfWuOeTYodWTn0tKGe1BxjEvYP5PlQufKrKAspjPlU/dnrKP14 a4Mu9tVFmXOdaHxeXtbst5kT1aU/gELJe/9+vqS25DP0M81jU/1EYrseDUnq+YU02UStKSbh r0Koh3foA+oitllHE948Uqr8zFmqX5eX4moeISaRbWMi2+s6tV2KP3JKncs8Go/nhb6rnzHL Njw+Sk1obeXUWDP2Actntk5Lv/E+qPsrNqUki1X74jetAbGHeCo+lGNAt7Zd19At+9B2VcKi 9d8pnQzDHRaMpp3FqJwpxDE7kC6voV9RzschB8yizQ4pfQuHFRFYzoztLOHkZ2Dg2Wy28+TL 5L9S12kXgpjtY7YBA1I75G/up+rXiQPQ2554a4VOaD4762TVPr35wtc0n519fWi89UM7NJ+T aecIc5jw7ANt0XxOpq3d8WwCPdF87qonb23QBc3nrrroxbMB9EPzuat+vLVBFzSfu+ribni+ xD6g+WAfHBPP9tAtzWdct5f/0FY5IhDzZoPSM3eoxuqjGFC043lWeXIyd26g1cYrE2KZE18T ULRsZto9b5aRdhHednpmPo/9TVoKG1brKgC97Qh0QrTaeGVb6MSa/7vA10SrjVe2ha+PDLRD tNp4ZUfUjrXevYC2iFYbr+yI2tob6IlotfHKrqwn6IJotfHKrqyLXqAfotXGK7uyfqALotXG K7uyLu4G9gHRauOVYR/sB3RLtNp4ZY4N7vEbbfHLJFt02azJSTFPWLym25lRDKV/o5zGU85s tWk50xAdaNCyWcvuI+0S6st41Z7KS9+yLQG97Qh0kjmgTvJYJY7LNb4BfJ1BTBgG2slcQDt5 bqvFlU+BtjKIS6sAPWWgJwF0kYEu3gL6yUA/AugiA13cGuyDDPbBqYBuM+vp9gYf2j5n1JmV 8QvRCSNtWs6sRAGatGzWsvtIu0L2M6W6LekpBA7n7xKG3nYEOsncQCfwdQYxYRhoJwPtrA60 lYG2VgF6ykBPAugiA128BfSTgX4E0EUGurg12AcZ7INTAd1m1tMtPrR1kP5+T8eZ/LfhRD3L maEkfqHljhBC6XVm6YfPKTh4+jIMDBo2a9l9pF0ibk4n2EzQBvZ+kxJ62xPoJOXcQifwdcpB THgDaCflQDtfANpKOdDWSkBPKQd6UkAXKQe6eBPoJ+VAPwroIuVAFzcH+yDlYB+cDOg25ayo W3xoa5KdPCX994n++3s8gjNK+WRc2c52qGoTncHa/Hs+1dgllTmouclBgIllM54XbPtDfp2e XVt7PlZ1c9IHxO/rOWtpQreF3vbBWivPg05EXkpn1Yk1X54HX4u8lM7q67Wx1s/zoB2RlxK0 04dlH54HbYm8lKAtH8smPA96Enkp3UFP1tp4HnQh8lK6gy56sWzA86AfkZfSHfRjrY3nQRci L6U76OJuWL7kedgHIi8l7IP9sWzP86BbkZeSbwN8aHuX7EzpKADCZn0pUSSt8C/3YSNOG78T 6O1iQCf3Ab4G7wLtgG8BbYE1gZ6ABXQBPgH6ARbQBQDYB+Cc3Ee3+ND2LghCwED8umkm5vGv 9PF5WDfQ26WATu4DfA3eBdoB3wLaAmsCPQEL6AJ8AvQDLKALALAPwDm5k27xoe0dsiPLrwYi EIGZX/nrpyGVwJECS8wbFQz0dkGgk/sAX4N3gXbAt4C2wJpAT8ACugCfAP0AC+gCAOwDcE7u o1t8aAMAAAAAAAAAAAAAAAAAAADgDfChDQAAAAAAAAAAAAAAAAAAAIBh/v7+A30zMntwZhdm AAAAAElFTkSuQmCC</item> <item item-id="230">iVBORw0KGgoAAAANSUhEUgAAAOUAAAAjCAYAAABreM2/AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAULSURBVHhe7ZqNtdsgDIUzlwfyPJ7G y2QYFyR+hCyI7CSNk3e/c2gLBiGQLjhJbxsA4FJAlABcDIgSgIsBUQJwMSBKAJ7mvi3TbZvX VH0SiBKAJ7kv03a7QZQAXIP7ss3LipsSgGsQXlvnJfyJ11cALsE6T9tyj/+CKAH4POssRAhR AvBx1vlGX+7oMvHV+RQQJQBPg5sSgIvxlaJctzlc7fPKf1vXPpUpfpMFrksbP18ScsJ2Y3tf tknYvHWM5t8Cb7c5ePFKxv7VeUfrHYgyfPYsa4vFkeP/QZQ1kNlpWujOubiwV284eB0xjjU+ nKyP4iVE7Eh6mSOVbOMdufHAPxJUnpf79oU5gsd6P28KUR69gg/0T6fhWJTg0tzjr3GSmGj5 J4Ex/XgHG8MESqI5pwQ3/UtC5XcU6am8ZVsnRHn0JDjQ3yHKdYFIv4oYU2eydEUpXu0sU/wN p+eGjLlo9Is+OkRk+kc5qw4dq83FKVGmE6mUvEA2VtqL43Z/Wpxsryp8IMpgT9epv5i/iVrr V1lsmSf7l9ah3+upTCFg+d95vWocsHEme8YWpcqtWJoYcyymcFjXXBvFJfYXzw/4aPrXvLpm cl6mqptTogwo4ewNpU3Mzuv+VBenCC0q1VXfnXhjKZuShRFLGi9tkR9inmx7lsKTm9luZBsA XpPc5Pq/NH6L3u9qpchNGNDGznd42aKUpNwKNosb6SCNwuKm3MchzJgTw/lavkeUllOyj+4v qAkwEGWzCWGxsq5tU10KNNuvhRZs+STHlrpYV7RX5lZ+ECkZdu3vQwuI13M2Id5DFqcn0R6L kqF15wVa+ZdiP94DK4Zj3KK08svFi0TJm26fFD0B5EBRGy3KK8rQXX6m1LZlvRGRwvApNLYb shvPz7Ptdiyvl8RxMNBniYmZfc3ilD8ltf59En+ieUVJsckLpPyx86+/B/F5GBPz4EC8TP8o l9Rbk9Xm4kWi5E3RGyA2xewvNpHqflEy67bEAdq2rJvBSuhxmbQWLvux7E8QZOcnGXdSPc0g 6Xprc6Jv3105YTja9Aw7Ispqz9gL2oOeKJIgU436OmNm+ycO68T5PNjbGvHwM6VM4sYp1Z+e iQ1r6lbf0SZoX5p68kuOD8Hs3d67YJlwAvQS83wwDmL6nxg9+wTRH+ee0IHwqK9hj3Ooxo7s mBvQibHTx65/8TAv7cYh8QA+CKNfnhysVFGGqVmE2ZBuC6VxXPdPiZ3KNAehiLqvaDtB1Csn Y6mTA+1cHKi2rW6e6puKfpW4L3PnBI7PDFEWkch9EKd4eZ7nH+8pJ6BoJ1s8ltZS7JGRQGvH +2p0muZtI5RdEid/mna99/v96dtjOLFTOaIIFwP/EjIuR6c/O1aI8lcJybKoHaGEkCdXCE4n KSI7UTYJWgNZTsbmuZyHE7cKSCVyI7yaMFRvnsVx1gGQ6uCr+XlRWrdcbJM3S6yPEtqyYQpB tlnPSaxSpIHRmN4zfWul8vbbEvwX/sZNKV8XRfKS2GJbo5w9blGm243sG895PiXK0ZiRKLU/ 4Gf4A6J8nqOi3Ikok24495iRKHfiBr8CROnA/HYuiUTesk0/S5ThCd/aVVCN4L2izHakT0Go eH39DSDKIfXLFi77L1emKb0Cx1JE0o6zhanG6M+J86zmziX7oHxrJwFfDER5FvMmBOB5IMqz QJTgTUCUZ0iCzK+OECZ4JRAlABcDogTgUmzbP8qpraVFUtoGAAAAAElFTkSuQmCC</item> <item item-id="231">iVBORw0KGgoAAAANSUhEUgAAAEUAAAAVCAYAAAAQAyPeAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAEdSURBVFhH7ZXhEYMgDEaZi4GYh2lY xmFSjIAIX6xVzvIj74671mtJeEnQkNKhUgAqBaBSACoFMJWUxVsyxvByIT18zELexj2tj596 UMx5pAQXE3O05RXIDRGz7cOHRlKEmJNI2ap5kLAmLFT3V7gbur3kmDelpJYslh+yeLLGkq+z Rs9uAqWcxNylcCulVsvref9e49DGmVEjJEg5iVlJCfsP4B9kgmtktuvbyaaVUhiXzGVQgtzK L0tJMTspXPVXjURO5vu/d8rKj2OTeTw+Md32TQAPchO8lxyzktKPTYj3zGusBSmJjx1hLhoS LMQsUthSrmxeYlaDX8mJOgccOsUtB2m/t6SLs6x+HFFMcNEqKgWgUgAqBaBSOog+HZ1AE4n7 s7wAAAAASUVORK5CYII=</item> <item item-id="232">iVBORw0KGgoAAAANSUhEUgAAAPYAAAAjCAYAAACn4fdUAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUHSURBVHhe7ZsLtqsqDIYdlwNyPI7G yXQwniQQDDG8atuzdeVbi3sKEowhP2C777Q7jvM4XNiO80Bc2I7zQFzYjvNAXNiO8yd47es8 7csWqxdxYTvOH+C1zvs0ubAd5zm81n1ZN9+xHec5wBF8WeG/fhR3nMewLfO+vvCTC9txnsG2 CCG7sB3nEWzLRF+Y6TKHLfwSLmzH+RP4ju04D+SWwt72BY4Yyxb+tY4f08RfIiC1flBm/BbR uSf53PYlckj60rzzb8Dl8er217nqH1IRNryLsz2Vjuf4gbCPiWSn6UEz52JgMnFb/RDsu8Co zv3I567vjzLEQmAlNCU9jxn65uM17C9z1b9egm3v+7cQdmXFMBno/1r3WTyQKdjYRzpuC9u5 LduaLdycQ1NHEpUXeZWDKCQjZ76dS1f9axPGekPYo6vJQP8eYRsrktVvW783Oc7voW+GO5LI zBnKq/yUZ7YBbWFj/hknQRyvQ4hX/WvzlrCDqOg4QYUfMK6o3J4ct/vTw8n2Q8lNYQfb1lEc 7tsRZOcuGDtaAVM42TGXCbmpxzTtTyhxd4oauepfm3d3bCW+80BR5Oy87q9XInqoWLeEDfW8 6AAU+nUG2vk8pd9dUxnN1h8Kp0/YSBT3gG/IfYRtOSX76P6CIwEqwlZBYBHXj+IQlIFg/x3U ovgDtAhD7N9Nqu9w/Dllm27hFPLStC8ynmdX/WvzIWEHodmrDQ1uOBhsYhs9VL+woTUkv7in 1e9+79ghZiSwwWR5FxQ1JwALXP7UOJ5UnwfndsQPM2cor9TiYLUBds5ZYJwgB3Gcgfm66l+b j+7YOglCclCb2V8sBMPCRhNMvOOhy5Ox7et4ZP4r/Yl1FTFHGj1ng+hTwKn0Dgy5kSUo+LU2 TO34hWSXty3FuS/+UdSxRvHqnLOr/rU5j1Wj+Y5d3EEtsWpRDgg79M+Tw+oHrUMP+Fewn+UL nOZRULv2K+KGkRchpgK0qFjxw/FSe3lRK9onlKgZjFnHvF31r0RYTNGvgn8FDmHDrYOQeSDd BiVzXPcPTnPfeYFVWdS7SnrifKxzkQ+Y+3jsBBxEcT2LaMEuJT/7EO9lJuQMk86f2SdlFzGF ne4lfRHHtJIvynceNy2OqeBYHAc5Hg0ClGL3Hc7+xZIciv5kceJn5yLiE5HjZlNMtO2vcdW/ Ou/aCmHfEUyEmhBEoEmY3LdgB4sRBzEXphAHQMFOyReSUQbd+lIotwGyheLon1bo7Lr0Jdzv EKESQybeIw5Uz66VYhfrzq25t7DNXTQmvU5UqsdEHrFDpG2qC7HheEm0IKZsxwmchI0U7xXb rOvkuxQ6ULMpXavFwLk99xe2ISKiluAjdoTaJU/2YteGa7ltoFvYcZctLTLhaKaEXbORdfm5 FgPn9jxgx9ZJHqkl+IgdQza8s51tg3BB1IX/QWVU2NRmXY9+dNvIuvxci4Fzex7wjg1Ck4KB hG3uXCN2BAqnJYIgrtJPPua3pvFe0ibrZ/oSfRf+ZItG7bmza5UYOLfn5sJGoqC4UNbKNng3 3qKAuE6527KTglJ9Y9EieK3L8R6e0LbnL6zmGY/X8XoSWskXhMWtbOJunsoCJwhZT6UWA+cJ PEDYvwCEpP+CgkQpd3EQidz9etC7q+N8CBd2B9b7MbbJHRvrwwJ1YTtfwoXdhTr6QmFRk+ix bVSdUdQ8novb+SQubMd5IC5sx3kc+/4Pr31AiMcTO28AAAAASUVORK5CYII=</item> <item item-id="233">iVBORw0KGgoAAAANSUhEUgAAAMsAAAA5CAYAAACYod8hAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAb1SURBVHhe7ZwLcusgDEW7Li8o6/Fq spkuJo+PBJIQ2NiJ85LeM8O0mI+xfS8Cp83PAwCwC5gFgJ3ALADsBGYBYCcwCwA7udgs98ft 5+dxu+efP25aHusvVaf6fr2QlvVRqgLwYi40SxX+7Z6P/K6LEfzvY11iHWkYr14k1r2FXgG4 BscsWbAs6G0m6v+uj2VolgDVWYRbfLMAcC2OWXipRNlNJurvMQv1t2WW+wrzgGsxZrF7BF7m 8PKIUhGuXz+JWx6v7tg0S267tQwL521MBsBraSOLEXQ4kIxSZ3oyDovV1k95Ifb7rYrfM0s0 k0rtPsStB7OAi9k2SxK7EbCsY+sL7jcW98AsbmTZWoZ9amQxE80F1GeQU773eUXgPTPQZ9Ms Wbx2ts83OwnaMQsLPh3biiyNcHjJV8/p1fu8PYtYsl5klmgUnnTYNPK1Pcwyx87IYm+smJnc +sJc02bhB1uXcr16cRwrV/oQ+tfybAbRw5ngwDa79yzdmd4zgBX6gWVYeSkQ8OqFo2lcn/bA /Wt5ASNDwCyHaM1CIkyCLQaRx0JSD9vWF8uNkJbbLT2Y0nZPKk9R99UmEcHMGOueh2dYUa5U 0mlXBMVjoHNRpNVpeSzqHqSKuh3hmqWcS46lTjjdsZixc79lwikp9sX3QfaXOgn07h2QOGb5 ROLDHomLBRPK5LKw1y4YvApNil0ILqCFnwUnfXi/ib6JxizKfLV+XoqGc6tyOZZ8vipsEjz3 rQxR70Nrlt69ozwofIdZ3NmehGQffsqTOGbaRWTbkhcCjv0VIwSBSlMQ48hC+Yg85pWnsUvz BEZtemWjewAU32MWR5iJkWhm2iXMbN60F9EllOm2md1moWjQM25eahmzjNrIvPx9dA+A4osi ixUOMRLNTDsmteEZuG2bzRCM0vkjz1mzpGNeOY1jdxuZl7+P7gFQfNGeJYhXijCIYHOGnWmX iGLcElYWrH6JUEl7kY5ZZBtVzx0LjV2MRxlxdN2qbHAPgOJLzBIhkXJKSpDHwl7jTqLkfNLD VjspUlOXkhXW73qr+5qCbdtuqpew0S7lRby9sUTYMKYNRZ2SbiHSyXxJo3sALF9klisI4lyN kJLQZbQJwpOz9B5sFPhj5P1XNurMPajtBkveE+UWmGUCtcwh4jEZWWJ+WvR/2Sxqz5Qj3PZ9 4EjYE/nZch+YZQqz7AmJjVJmqVnFk1G4v79lmHw/1TVH8wwjMwm9e6POlveBWcD7SBOF2LtF vGOC8mEt5S1ny0fALOB9qCUYk2d+f+LPZcu65uiQkmx/tnwMzAIOk2fpQdpa6syahd7yLWGZ lot5WUx9nC3fQJmlXCQSUkgvxzPL6GWHV58MkOqfLd8AkQW8j9k9iyf2kCuR6Gz5BjALOMzp ZZjzNsx7PV9xhK3MdbZ8DMwC3kuc7Ys5tmf5/Iq+RodkWNHgbPkImAW8nfIZVWMU2oCbSKMi miP0s+U9YBYAdgKzALCT/8wsvGbNP0uotKm7AQTgdfxHZqkG4WWk/2YkrmPt6z8AXs8Bs7Sv +8ZM1E+v8bbMAsB7OGCW7dd7mon6O8yCb88H72LSLHYvwcshesXHx4vA/fryVWFK1R0bZgn9 2XyqL86vXKnHVf7vpJyHx0fXQX/6oNP+7wQD3818ZDGCZkHWf4AigbKobf2UF5+YJoFS3jNL EqVIrhGpvewrjUOch/t+4XeCge/mvFm8v7eRdWx9Qf1waGCWUWSxfae8NA73X1MytTcm2bbk xXXF/qRR1bgiZpK4APXhWrkebXrwPE6bJc/+djmSH1hPmBwx0rGtyGLEp/Ystm+ZV+I2OGMK B3WEbNqL6BLKdNt8vUm0F5klGoXHyqaRr9z1+MAzeFJksQ9HzG5ufTNjT5glQ9+eb/uWeXse iW3H0LXk1LbN45n8TrCXMIgevWsDp3nankWKS4nG1E9lYrmj8l7dRnxihrdjUXlnWRTM0F2G JQF2zFWgmVs3LFxmFnf8xKgMnGLeLCzCKJoiLnksJCUYW78uFWI69C37TT/BbG/9TrCMa5Yi Xnkf6mRRy/n843uaJxdxPPWV26Zracyi+7HXA/ZzwCzfShDVye8Ea8yilnXVIHmPEfrtLvuy wKuwSfDctzJENXlrltjOMyblwRQwC+FFhXhMzsQxPxKa14crUHnMK/f2W6M2vTJlxpoQXY4B sxT0ckWKKpkgHlOKbtltFooGqX+nPJ/PmGXUZmQWOx5wGJjlicyapRE3QxFhd5uRWRrTgaPA LE8k7UU6ZpFRSdXzzBJKcpSrQldG3GsW7keOKRgIy7BjwCxPoW6yc2o31fiG/M8HZnk1buQA nwjM8mpglq8BZnklZBReAsEwnw3MAsBOYBYAdvF4/AML3vBIPWMpSQAAAABJRU5ErkJg gg==</item> <item item-id="234">iVBORw0KGgoAAAANSUhEUgAAALsAAAFsCAYAAACU3MhJAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAB+WSURBVHhe7Z0LdusqDEXfuDqgjqej 6WTuYPqQkLAQINtt4h9nr8W69UcEw7ZMEsf3vx8AJgGyg2mA7GAaIDuYBsgOpuHmsn//fP73 38/ntyzu4d/Xz0eJ3VJP3ue/Ufn4+vknex7DH459UuaU/fuzSLpd9sy/r4+O2P9+vj4+Uy1H Atn3Mu80psrs2+nLDu4AZH+B7N9fs8hPVzC6Ih59FXsND5rG6N86IKk4k78/Zb0pNvbjI4lc tumALvXRvq3sKdYv876jdpj1qXx8SWQ5+XJ8eX0z5VoKbdPX4ejEoN4Et7mKnZMby65SWEGo fPzwOLMk8jcvpm1GShXfxrI4LN0SR5AsKlUtjpRS71o7SEhTtwr+aYW2MtZCLyeaa/OoXj0e c9z/0lVoqf9v9JJHVbThF+Hemd0Pqv5N8LIIYP9WglgexKWin69PK8tKZo/a0c3SkoV9HGFj y7KcDHb/DfVeTbwzeLjseTlnY3f5jmJtNk5/l/WJVva0i52zB+3gel1swccxeWpSpiQ2fmu9 hOzLJ4F9AT7O5eTgEtVzc6aQPQ/q9syeVuT5b8roNqsTPdkz3z9fJpOO2zGYMzdtECohTezW ei1SV3mN73R85UBoauT6aAVMY47EDngkGQ8kDcBAFh9LeDGEvuz55OjWVS3LSWTj0+sMpzHc 7i0nR1zvl6mABC1XioJp/4N5xBvUuqTslDIWiVCWeWxH+9tiMxsJYEVbi6d97T4b28GG1esW 6fqv+ZGmTdXrDOtNyEnRrDfwCbzJdDmptlxFLsi9M/vjSXLZtEywvC+Uja5g5orw71852x8H ZL8wvSkTrWunIb+Frgb2apbWfN8xZ28Dsl8anTYs5XWiU1Kv6+ayaTpzTyA7mAbIDqYBsoNp gOxgGiA7mAbIDqYBsoNpgOxgGiA7mAbIDqYBsoNpgOxgGiA7mAbIDqYBsoNpgOxgGiA7mIYi e/OLFRSUpxVxnRcAeDKQHUwDZAfTANnBNDxA9vwkrPqx1b7YZ6NE+6XSPNoOPIWby76Iuzzt zT9YSJ+9Uj8MaPzMxns+2g2sc5DsWbjtz9/Zsb97IGhXYtnHPmCoLzt4MgfJrlMNWVxlx/5b ZJf61mSf5/9GmpMDZPdzZJ0muEe7FfH6+7Ocdv1i96rsOXZtGpNetzlJwJM4JrM7IdMKFn3J tCK+yub352UjKz87XZZ7sqflurTz8O5+kP3RnCM7y+oEtPv4/Q3LwzgD2buZfW0ac9fM7hLF AfgHoua+z1fk3phdhVNkz/L5bJs7i4XsyK7C8rq1zN4MvE6Zltfs7Xe/ObuZ8h0ku/2fO1T6 5n8cvCgnZnbfMSYzdPc3J8du2XVglqnQaD9qB//fSDdifCyvJsjenQR1Nc6RPQ1LmGl7AntR fzGNsc8e7+2X1nK7rjxgPfrH8gYioSG7onJbwe26VKrB8vuby3UqH5+f3LEldkspo1DX1RZz BXFtXOb8muHM9mqUB3FFCG2DvJZc6ery8fNR9QHvWMcJXdnLa9m2LAlj2BbXdq23JIxSqC7t B1sfV5IY9d15HCT7HaHBiuTQAU/b7LRqFLf7f7HmJRbGnkffn6ZuoZG9OnmW/fNULr12td22 Jb/eIqYIq3VXQi/90Mo+6jtZPgnIPqKbbUUEP3i8LIO7J46wsWXZCEj1FZGTYFZqIc7sskzY db3t3HYrfyKKGW2L+uBEIPuISjJHNOh74hiXTZt4k93Ttjo2s1l2ycajEy9PVZzsUYxdtn9H fXAikH0EDVgz8EI06HviFI7RDNjGZpmT6IOb1PbKzut626Udm2Pssv076oMTgexD3HyVSIO4 muH2xDEk05oYWbjR/2THc/GB7Dam2q/bFmm7aU91IkXHXW0L+uBEIHuISKaFR9KuS3Ptt/0v 1rUY/74+l3l9wce2bwo/0hvFsr3IN2oLocK7GMn6paQ33L12x31wLpD9dJJcq/+LdRLHZskt +CwMIPvZ9ObbtM5mdlreLS1kb4Dsp+OmDamo6Hwi0Lq9xoroWh+Ez0B2MA2QHUwDZAfTANnB NFSyo6A8uojrvADAk4HsYBogO5gGyA6m4VTZyzeEUuxX5PrL9bL+39dPvoWk/cbRfkNo4+zX 8OP6wCycn9n5q21zt17C37KqJ4WVOq8b3BrrbifdUh94PheUPd8a2ojoMjELO7oTMMm+xG+r DzyfC8qu05T4Bw3bZd9WH3g+F5Q9YX4oYKcjlu2yJzbUB57PNWUneH0WlIqfhuySnVipDzyf 68quDLLybtmVW2d5mZKNjvsNVJ9upZL7dfA+6OJcUPY0oM07x3bezbIHn8YsA7GtvutjftN5 kOwkuiYElf4uDzHtcU3Ze4+M4Ixs1vNy/4pQPzVrY303IbyivZQge8uUELLvpSu7z7qyrupd WecGvpVha3334DDZI6Eh+37yVIREzCVfMpOIPO0wl20q/V4XkaP9ttZX17XM5zXDme1V7CCu CKGvKyebec+wFDzE9AjOz+yXgAYrkkMHPG2rpk+DODzEtDqOqwDZiW62FRH84PGyDO6eOMLG lmUjINVXRE6CWamFOLPLMmHX9bZz2638iShmtC3qg4sB2YlKMkc06HviGJdNm3iT3dO2Ojaz WXbJxqMTL09VnOxRjF22f0d9cDEgO0ED1gy8EA36njiFYzQDtrFZ5iQ6HmL6ciA74+arRBrE 1Qy3J44hmdbEyMKNPinyd3Ay8lo2ptqv2xZpu2lPdSJFx11tC/rgYkD2gkimhUfSrktzbTzE 1JWoD64HZD+UJJf/NpdFtdk+iWOz5BZ8FgZdIPuB9ObbtM5mdlreLS1k3wRkPxQ3bUhFRecT gdbtNVZE1/og/BjIDqYBsoNpgOxgGiA7mIZKdhSURxdxnRcAeDKQHUwDZAfTANnBNNxU9vab SP3msHwTqQVfKQLh1pk9i925ZRb3ioAOz5RdbjmF7MAC2cE0XFf2MhWx83Pzg4UEZAd7uKbs 1S9lFsHL4yHyosiu+7UFsgPLDTK7LBNu3fMyu1zF9v5S6Q/oMxzrBPHMK+O9ZJdBqH/w8BTZ c5tZuoNkJ9G1L1X6Oz+4dI1byq7rnjhn52M6RPagj7p9f38uL7v9Uqh6PERiKPuNB+sw2aM+ guwHIx3efzzEb75BrWOWHzlrhjPbq1EexBUh9LIvJ51/DAUXPLj0Clxe9sq7X0ODFcmhA562 say67yAODy6tjuMuzCF7N9uKCP51eFkGd08cYWPLshGQ6isiJ8Gs1EKc2WWZsOt627ntVv5E FDPaFvXBzbim7NLZ2rHVIP6GSjJHNOh74hiXTZt4k93Ttt5xbZZdsvHoxMtTFSd7FGOX7d9R H9yM62b2V0ID1gy8EA36njiFY/REbWOzzHhw6RnMIbtk1EqiNIirGW5PHEMyrYmRhRvdeuw/ cWLktYafTHXbIm037alOpOi4q21BH9yMSWQnRDItPJJ2XZpr48GlrkR9cD8mkv0Iklx4cOll gewvpDffpnU2s9Pybmkh+0uA7C/FTRtSUdH5RKB1e40V0bU+CP97IDuYBsgOpgGyg2mA7GAa KtlRUB5dxHVeAODJQHYwDZAdTANkB9Nwguztt4x1oZuPxt9ELvRvusrF3ES1eT/wdM7L7Hzn XSubvSMwf8Ue3zLb3o+iJ0pd99b9wHO5nOyWVtCW7j56S6ypfOt+4LlcSPaUad3tsb+WXaYu q7J39gPP5UKyJ/HcLX2/lZ3XrU5j+vuB53Ky7PbNYiq/ld3X05nnb90PPJcHZ/b1aUxvv3sg b65X+uaV6LMgteShytPAu9xjfyHZXzln109aBj82LrT7XZ8sGEt3kOwkuiYElf6OD0C9kOwt Q9m/v0rcaJ88KEv9W/e7C8O+eTlB9r7ZzwWvL3uTdanz44yd45LEZhS27ncXesfzFiKhIfsa OnUwpemtzj628P7mct4rpc6t+yn1ay/zec1wZnsVO4grQmg75ETtvUFPJz8egPo+zsvsl4QG K5JDBzxtq65Mgzg8ALU6jrOB7JZuthUR/ODxsgzunjjCxpZlIyDVV0ROglmphTizyzJh1/W2 c9ut/IkoZrQt6oOLANktlWSOaND3xDEumzbxJrunbXVsZrPsko1HJ16eqjjZoxi7bP+O+uAi QHYLDVgz8EI06HviFI7RDNjGZpnxANRXAtkr3HyVSIO4muH2xDEk05oYWbj2DXSG5+ID2W1M tV+3LdJ2057qRIqOu9oW9MFFgOwNIpkWHkm7Ls218QBUV6I+uA6Q/RSSXHgA6uFA9hPozbdp nc3stLxbWsgeAtlPwU0bUlHR+USgdXuNFdG1PgjfAtnBNEB2MA2QHUwDZAfTUMmOgvLoIq7z AgBPBrKDaYDsYBogO5iGY2V33/JROeWbPnytPiWHyd79Fb/Kf6R15k4+yD4Xh8ie7/dwoisi /Pb7nvN9JX8SFZl9Sg6QXe5xHt6uqjdFbf2VS64PsoO9vF/2DZm7yvxFRHtn4ODHAeUEcXcR dk6sPI2qyyJ7Hb/9KgPuxPtllznyuuxJvurRE8u0pzwOghaarJxFXeoXcY3w/idsKn6ug/Y3 Uyxk/cdy4cyetzF2nd/OJ5ObAjX7G5kJu93/9EzKvbJ7e4K/G3+lzOPxginmG3m/7Dr1CAYi ztxEroMFdNvzieLn+8v+3e1e9gMleT1manfQcdB4aTJYrpJLOyaWXYV02VUR8UomDWTndX67 ZObh/rx9LbP7k+V+cB8fIrvpW0937K7DIbITOQP0pas+Z++s41gdyKZD9c3lImw98JpxjNBV HZ0pQDoB7jWN8cf8RiKho20X4DDZGcnCS+lke+mw/uMgCJWbigps1/n9ieUS60seGLe9Gq26 7uUk0Axntm+JK0K4k7DpGyp40OkrOVb2LTQddiY0WJEcOuBpWzVdGsThQafVcRwNZI/oZlsR wbeTl2Vw98QRNrYsGwGpviJyEsxKLcSZXZYJu663ndtu5U9EMaNtUR+cxLVkl87SjqkG4Qwq yRzRoO+JY1w2beJNdk/bev2yWXbJxqMTL09VnOxRjF22f0d9cBLXy+xXggasGXghGvQ9cQrH 6InexmaZ8aDTvwDZQ9x8lUiDuJrh9sQxJNOaGFm40R2i1SdWirzW9k+2CGm7aU91IkXHXW0L +uAkIPsqIpkWHkm7Ls218aBTV6I+OA/IfgmSXHjQ6duB7BegN9+mdTaz0/JuaSF7BWS/BG7a kIqKzicCrdtrrIiu9UF4yA4mArKDaYDsYBogO5iGSnYUlEcXcZ0XAHgykB1MA2QH0wDZwTQc Lnv+pUwuehdgvi2kfzNULubmpnC/VEb3j9BNTN1tnbvzwCM5VHZ/G6p+FW6/ym7vE9Gv0q3w vf0I2rd3q6ycIM3+5sSB7I/nQNmzWM09GiWzZ7oSy30e/saorYJ+f37+fAX776kL3JcDZdcM Hf9IoS9ePlHWZP/+6gibpi90gkVCQ/Y5OFD2hLn534pr6YnH61anMemEaIRN6+RSAtnBsbIT K7eeZrGX7bm0V4Pufk5Ymr5oHGQHx8uuDLJ8TzwVO97PZfYt7wWEe8t+/KdJ9hM1KjlhDd6T XYgDZU+D4n96pgM1+nFvYdt+ds7uB8SW7tXklrJnwfi4Dmo/9asmHe3jOzzUlDhW9t7Hgpzh 16cbuWOXeftY0O90UrVrI6HvK3vmuPYH2Vump5CdabNzWWd6qDdwvC61b20/ra/X4ZEQfCJB 9nUioSG7JYnI0xhz6aVSeset92Xrfp03s0RfCF9X/YkPt5lP0FyW9wya4cz2apQHcUUIfV1p q3n/shQ81PTVHCj73aDBiuTQAU/bWFbddxCHh5pWx3EGkH1EN9uKCH7weFkGd08cYWPLshGQ 6isiJ8Gs1EKc2WWZsOt627ntVv5EFDPaFvXBiUD2EZVkjmjQ98QxLps28Sa7p211bGaz7JKN Rydenqo42aMYu2z/jvrgRCD7CBqwZuCFaND3xCkcoxmwjc0y46GmfwWyD3HzVSIN4mqG2xPH kExrYmTh6jfBC91Pk+S1bEy1X7ct0nbTnupEio672hb0wYlA9hCRTAuPpF2X5tp4qKkrUR+c C2Q/nSSX/2aZRbXZPoljs+QWfBYGkP1sevNtWmczOy3vlhayN0D203HThlRUdD4RaN1eY0V0 rQ/CZyA7mAbIDqYBsoNpgOxgGirZUVAeXcR1XgDgyUB2MA2QHUwDZAfTcAHZ228QS4m++uMb k8yNT4Wgvr33l4BHcZ3M7uXVu+wGguafmLV3ByrNPScr9YHnc13ZE1noXvam20c/fz5793EL vRusym8wZRnMxaVl1xuh/GyG1nNG78Qorew6vYHss3JD2Ula3S//QKA3lfGya12jaQ94PteV XW9T9dMU2s/YP5qaqNylDKY7YB4uJruRcyAoyV1leonrTXU0Pot/5+mLTMEOPGH1AwAtuX/z ldT39V24bmbv4X6UUBU3AvU0RmS55SiZ33IeJDuJrtM9lf4uDy+NuJXsJHBvzt2bytSyJ27+ M7XmeN5GkL1v3of3kZ07ejAVkUGwJ0Jv6pLX3XOwDpM9Ehqy/5XON56+N6WT83Z3QlTbUuGH CZnlVJbq7GtpPfXrLyeMZjizvWrXIK4IoZd9OeF670lSG/Dw0uO4TmY/BRqsSA4d8LStuvIM 4vDw0uo4rsbcsnezrYjgB4+XZXD3xBE2tiwbAam+InISzEotxJldlgm7rred227lT0Qxo21R H1wUyN4Ri4kGfU8c47JpE2+ye9pWx2Y2yy7ZeHTi5amKkz2Kscv276gPLgpkbwZeiAZ9T5zC MZoB29gsMx5e+k7mll0yaiVRGsTVDLcnjiGZ1sTIwo2+C+C5+EB2G1Pt122LtN20pzqRouOu tgV9cFEml50QybTwSNp1aa6Nh5e6EvXBdYHsh5DkwsNLTweyH0Bvvk3rbGan5d3SQvZdQPZD cNOGVFR0PhFo3V5jRXStD8KvA9nBNEB2MA2QHUwDZAfTUMmOgvLoIq7zAgBPBrKDaYDsYBog O5iGg2XPNw6Nv+1b2V59Pb5WFwA195Hd3JEH2cFvOFj2P4Ibn8AfgOxgGg6W3Uw9irh5Xf7l TDs10SdS2ZK3y77mF/283k93eJl+bGDuPMwNcMvg6Rwou0pdC7r8PMxsF/f8T9FU/OZRbD7j 6/JX/je/jvy6ppwMdtn8+gc8lmMzu5WyNyVptjsJR/G+rq3byvLdZJer0t5fNv0Bf4XN/dde ia/MZWXPP2pwP1Iexfu6tm7rLV+e5ap2lOwkuv7YZHh1vQHXzey96cUo3te1dVtv+Sb0fur3 HoLsfbO+u67sJYOZ7D6Mz/v6n7p1X2dt+SYcJnvUPzfruwNlN5dfV3Jn2e2a0ccxS8n72jnl R3oDTINQ75dep3rD6pf1Nevfiy4/is5twYNOtR9sfVxJYtR31+DYzH55aLAiOXTA07ZqmjWI w4NOq+M4G8hu6WZbEcEPHi/L4O6JI2xsWTYCUn1F5CSYlVqIM7ssE3Zdbzu33cqfiGJG26I+ uAiQ3VJJ5ogGfU8c47JpE2+ye9pWx2Y2yy7ZeHTi5amKkz2Kscv276gPLgJkt9CANQMvRIO+ J07hGM2AbWyWGQ86fSWQvcLNV4k0iKsZbk8cQzKtiZGFG93KwHPxgew2ptqv2xZpu2lPdSJF x11tC/rgIkD2BpFMC4+kXZfm2njQqStRH1wHyH4KSS486PRwIPsJ9ObbtM5mdlreLS1kD4Hs p+CmDamo6Hwi0Lq9xoroWh+Eb4HsYBogO5gGyA6mAbKDaahkR0F5dBHXeQGAJwPZwTRAdjAN kB1Mw+VkL98gSuFvAr/1nu72m8dSOl8ZVj/Vo28o/339+FtSwDxcSHYVub71VYWtXOa78czd fnp3nrnfxN8CqycRvkafl8vInmU0Alv8fdFe9kQ+KepbTRuxkdmn5iKyy33QW9NuR/Y6c/ev EmBuriG7TEM2TzFWZU9InVT8jyLAnFxC9uF82t22WjK/l1338z92wG2vwHCpzN7PwDIlsaaa rF1K9KueW2d5Of7o+F6M/RSLSu76wfugG3EN2UeZmRnJXk9jalJM8070jvN485vOg2Qn0TUh LJ+ELe2A7C9g6VhZUfil7L1HUHDc/d608jTvENmD7C0JCbK/hFH2+K3sVJcVu1PPTThM9kho yP569M1qVcpAq8Sm9EdGpjFmGtDdt65vmc9rhjPbq9hBXBFCX1dONvOeYSl4iOnRXE7246DB iuTQAU/bqivJIA4PMa2O44rMK3s324oIfvB4WQZ3TxxhY8uyEZDqKyInwazUQpzZZZmw63rb ue1W/kQUM9oW9cGFmVv2jlhMNOh74hiXTZt4k93Ttjo2s1l2ycajEy9PVZzsUYxdtn9HfXBh Js/sfuCFaND3xCkcoxmwjc0y4yGm72Ze2SWjVhKlQVzNcHviGJJpTYws3OiTIp6LD2S3MdV+ 3bZI2017qhMpOu5qW9AHF2Zi2QmRTAuPpF2X5tp4iKkrUR9cm8llP4IkFx5iegkg+5vpzbdp nc3stLxbWsi+G8j+dty0IRUVnU8EWrfXWBFd64Pw24DsYBogO5gGyA6mAbKDaahkR0F5dBHX eQGAJwPZwTRAdjANkB1Mw1h2f2MQf+X97+frU/513wqWUr7Oa/ex3/TpD6y58O2tZtnsW75l 1MIb8k1I/Ce+Ngcb6cqeRTR32BHlK2pzAxOfEGY/PUHMvSBZ1sEtru620OG+jdAi+9fytTlk B2s0smsm7ctDkgWyJ/yJwvWN7uhL8fZ1xieGyeSey2T2fCXDSXddnOxZqqGciX8pm5bx7Mju T5Z5ZA/aCC5BLbuIs/kXJ6fJbpaL7PY9Qt2mtFP1/qEcX4mVk5xfW+s2MaaRenyl8DaN16LH MHhdcAq17CzvH2QXeZo5+y7ZFzl8yfsuYlnZbTvyVMoK17ax/+gLK63E2GPkWFNXs03bSAxe t2wHR/MC2VUOKU7st2R2K05XIrN/r42p8DH2Yv06XjbSCsunSQPZo9e9DXJlGo3fG6g+pUsl 96cb/19Sy66ZbWutPKCtCJaxwIk3y85iURtHg9WL9evcsl59eNkev4+LXvcWiAtUDjoOEl2T gUr/yoeqOtn1RcYC02BXA7oie7SPf/rVy2TndVI3v/7gZBvGDl7L12WPzcdFr3sjeEwOkd2N saU3Tr+gkT3VXN5U+crtmccEIi/0L4W9ThzKHgnYdIS83rJz+/qp3fumMXk5t2853mp51I7e 696Iw2TvjYUSbdtBR/ZMHsgsvZZmIO32sCVr+7fbdXPTjuoRD1k0v08rlLkkU+HK63X59ey6 VHfzGI065iO1RbfXnwbpCdt7XaU+5qXNOQYPVdV+sPVxJYlR38UMZQfvhAYrkkMHPG2rrp6D ODxUtTqOEZD9DLrZVkTwg8fLMrh74ggbW5aNgFRfETkJZqUW4swuy4Rd19vObbfyJ6KY0bao D1aA7GdQSeaIBn1PHOOyaRNvsnvaVsdmNssu2Xh04uWpipM9irHL9u+oD1aA7GdAA9YMvBAN +p44hWM0A7axWeYk+gQPVYXsp+Dmq0QaxNUMtyeOIZnWxMjCjT5g4Ln4QHYbU+3XbYu03bSn OpGi4662BX2wAmQ/DZFMC4+kXZfm2nioqitRH6wD2R9NkgsPVS1A9gfTm2/TOpvZaXm3tJAd XA83bUhFRecTgdbtNVZE1/ruJDxkB9MA2cE0QHYwDZAdTEMlOwrKo4u4zgsAPBnIDqYBsoNp gOxgGv4uu7+Jh7+e/nfYA1BLedFXedXrpZKrzTce3enbQtDyJ9mzGOZuOKJ8nWxuNuITwuyn J4i5byN/fT24HdXfwrmhvt9Ax6Ovo9K/8lEO4Fx+LbveW9EXgAQJZE/4E4XrG8ma4qvX2VDf foLsfdMbn0DNL2WXbBdk0nc+AHVLfbuJhIbsj+B3ssvg+x8BDDla9iKnTkH0KuPeH8jraexS qG6T6RvZ63o29wM4ld/JzrL9QXaRx8r9J9ltfdK2XOx7gCzo0mYRVl+zElpPkp7sFNe+dtU+ cEkOlF0FlOLE3i97UF9PQI5xb4Dtfj5mtK332qncK7u7E/0A9A2/ltzPwfukN/A72TXzbW0l C1JPOzx5KjH+NKZ6qbX6OrL368/HwaLukf1ASV7PctU66jiu8inXL2XXRo+FI7nKQWyQPdqn eVLVL2TPMb5jTWbZI/vopLwR4ZX0pZg+9vTG6Y38WvbU0vImzTfWnsnMFtm1PjcA3UH5jeyl vYuoVd1bZe+1M7XnXtMYd+zvJBI62vYG/iB7hjstxdqyNH45IUoJj2xt/y31mct0KvVmF6+D LVm/lD89yqF+jeUk0Axntm+JK0Loa8rJ6tvMZc4Hlm7lz7IDCw1WJIcOeNpWXZ0GcXhgaXUc fwWyv5JuthUR/ODxsgzunjjCxpZlIyDVV0ROglmphTizyzJh1/W2c9ut/IkoZrQt6oMXAdlf SSWZIxr0PXGMy6ZNvMnuaVsdm9ksu2Tj0YmXpypO9ijGLtu/oz54EZD9ldCANQMvRIO+J07h GM2AbWyWOYk+wQNLtwLZX4qbrxJpEFcz3J44hmRaEyMLN/pAgOfiA9ltTLVfty3SdtOe6kSK jrvaFvTBi4DsL0ck08IjadeluTYeWOpK1AevA7LfkiQXHli6G8h+Q3rzbVpnMzst75YWsoPr 4aYNqajofCLQur3Giuha3xOFh+xgGiA7mAbIDqYBsoNpgOxgGiA7mAbIDqYBsoNpgOxgGiA7 mAbIDqYBsoNpqGRHQXlu+e/nf2Pj2ooKG0n0AAAAAElFTkSuQmCC</item> <item item-id="235" content-encoding="gzip">H4sIAAAAAAAA/4RSy24TUQy1553JY5qSkqQTyAPCY1PBBSHRVYkKYlFAasW6miZDOog0YTKt KsQi4kfY8AmIPSwRv4SCr52kRSy4I4/tc48f13IBAJDkgMRn26S/F7/fj4fJ+MQGfR6S5Abj vmAWY481bdR/dfQ27meMwD7HG/R3pseT3vhc4D0Sl4D9FfGF/lHqj5sAXRfgdXjh6/PDFG2A YXJ366viT7IsTY5OsxiZsU0SwOVjbXf+8m1OYGVpHIcMKJLihE1H1b8DzGxXfSa943ii3Zxo zxedyyvnJ0DPLyiDimV5ikRbwRbch3skUFT2L8qTL8l9EcBEQ99BwMhXQgxEPUZcY+QbzdpG 6xGNcQseEF7mUrPcutLv6ZUJusLmpzK3WlHWb7r3Njh8UAEoFRM4gQEkcAZPyYohhSF5MUwB rjLtS0XX/aDjq5LfrcmTqnXRtU0mntW5QWo4lPZWPjQksHZNGmsQdF0aa3BjTXGq7LSE7LQl e6sjun1DqnQuBnNT6nRWdboS2r4ldboE3ZbUXU59R17UWr7oLi9aMFCHwzSaHB++GaejKHOZ u6H3leHdKItkDxarxVG848hJZH2QPT86T6bPOI/suH5hARdcn6E5fYCNvSUK/0OXyd0sjfqx 2pXVDhfEJq4BhppXptYRMaT+5k00MDQJbaKJoTXXiIUhwpwMmzizHbpyNEencJlDhqc5mpzT eXS4TxwOzxOHwwvE4fAi1yKjxBwyAs3RZOk4eHk6itOkH72TmXjc+XMSvXQJDzFYDMaEf07h svMHAAD//wMAU5tla2cEAAA=</item> <item item-id="236">iVBORw0KGgoAAAANSUhEUgAAAiUAAADZCAYAAAD/okCgAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABFKSURBVHhe7d0Ldqo6FAZgx+WAGMcd AqNhMg6GSwAtaOgpBu1O/b619jr1hZFH8jfg6akHAAhAKAEAQhBKAIAQhBIAIAShBAAIQSgB AEIQSgCAEIQSACAEoQQACEEoAQBCEEr4Vtec+qabbwDACwklbLu0/fkklADwHkIJm7q27Vsz JQC8iVBCXteMYcTpGwDeRSgh49K37ZREhBIA3kUo4VHX9u1l/lEoAeBNhBIepCByOq3rfE0p APAiQkl08zdgxnDw7JTFuIzzbfbjy6Vvz/Oyz+1w65GZEgDeRSgJreubW1gYfh7Cw+6A0DXz bMdjKEmB4zoDcmnP2dAjlADwLkJJZJfLavbi+YCQAs19KLm/L/ccAHgfoaQWacZjmUjSKZmH hJJOx+SCRSZwpOWtTtlMp3LMigDwW4SSCtwuPL1PDHdBZXsm5TGUjKdrMqHkJxe0TqeDlFJK fXodTSipxXzB631oSOEi3ff9qZ3jQ0lEUduVaNt+1tlzbM/9tO05r2hb3E/Lg8cgMbkGk23H nr7R6e2nbftZZ8+xPffTtue8om1xPy2P7q8rGTw7UzK8sD+fmuGRq8xzNuj09tO2/ayz59ie +2nbc17RtrifljuZmYyCa0qS9PzrDMs4C7OdalZ0evtp237W2XNsz/207TmvaFvcT8sUOoaN fq1VZvjpt2/ma1Gyy5iDzvhY5rTQlvT8iKK2K9G2/ayz59ie+2nbc17RtriflrB0evtp237W 2XNsz/207TmvaFvcT0tYOr39tG0/6+w5tud+2vacV7Qt7qclrMgHCQDvIZQQglACgFBCCEIJ AEIJIQglAAglhCCUACCUEIJQAoBQQghCCQBCCSEIJQAIJYQglAAglBCCUAKAUEIIQgkAQgkh CCUACCWEIJQAIJQQglACgFBCCEIJAEIJIQglAAglhCCUACCUEIJQAoBQQghCCQBCCSEIJQAI JYQglAAglBCCUAKAUEIIQgkAQgkhCCUACCWEIJQAIJQQglACgFBCCEIJAEIJIQglAAglhCCU ACCUEIJQAoBQQghCCQBCCW/XNae+6eYbM6EEAKGE97q0/XnY6YQSAO4JJbxV17Z9a6YEgAyh hPfpmjGMOH0DQI5Qwptc+radkohQAkCOUMJ7dG3fXuYfhRIAMoQS3iIFkbSzLet8TSlJ2hGP LgCqIpR8oq4ZN/xY57ZfRIOfG79Fc77Nfny59O35+2XnZkr6//47toQSgOoIJZ8mhYlbIuj6 JoWHh4TwD7dQ8xhKUuC4zoBc2nN22UIJADlCyYe5dN1q9mIMDk/NlqRAcx9K7u/LPWdDLliU lFACUB2h5NOlWY/rtMVqFuUqnY7JBYtM4EjLWgWc6VTOjyZicsGipIQSgOoIJR/u4VTKMqQM sqdaRo+h5HHWZQolqwtat+SCRUkJJQDhTKf+v6+jGQ1qkZ0ZmcJFChLbgSQRSgA4llDysVJg aIZokXcNJtucvgHgWELJh+qa3HUik2dnSsaZl9My6GSesyUXLEpKKAGojlDygVLoWIWNbvqb NNefn72mJEnPv86wjKdztlPNWi5YlJRQAlAdoeTDpNCQNvq65tmNn377ZpwR+Xr9+iXTKZvx sT1fNc4Fi5Ia3h+AuqSx42hGA/bLBYuSEkoAqiOUEEMuWJSUUAJQHaGEGHLBoqSEEoDqCCXE kAsWJSWUAFRHKCGGXLAoKaEEoDpCCTHkgkVJCSUA1RFKiCEXLEpKKAGojlBCDLlgUVJCCUB1 hBJiyAWLkhJKAKojlBBDLliUlFACUB2hhBhywaKkhBKA6gglxJALFiUllABU55dCyfRH265/ TfbHxj8Ed/3jcE8u41fV2OY3yQWLkhJKAKpTTyi5/WXaPaFkek76kNna81dsDyGUbMoFi5Ia ti8AdUlj89FeNxqsZkp+7tKeMwFkCAjNu0MJm3LBoqSEEoDqfEQo6bvmF2ZF2CUXLEpKKAGo zu+EkvlUTNMtf16cahkfuOr6Jt13qzmUXF/XTv9OjzXDs78euz33IZQM79Uu3uOfbVjcP9Tt 9Mv4uuE9uvn9ru9xe/9Fpcdu7zO+erCx3EHXLF57/Vx/WS5YlNSw3gCoSxrzjvb9EhcD9jpQ LMPGdTZkGrSvg/V4GmYZAtIy0mi9es1sCCK3wT+Fktv7zHV9cBUgtttwW9b8/FXbV4FnClHX 54/hIt1YvM/02MZy0+308+2BdLMVSvbWsC4BqEsaI4/2gyUuB+71ID7dngPBGCYWswSrsLAx +I+GAX95vci/Zkq+a8MiTCxrDEqr9szu71u99+J9/rnc4fZXg/6+XLAoqWH9AVCXNA4e7YBQ Mt1+uEB1NeDfvW4MMPNjw8+r8fwhlNzbbsP0nhunT+4DyCgzu/PVyJ8tN7kGk1SrD/NH5YJF SQ3rDYC6xA8lP5wpGR6crs9o2sdv1WyFkmF5zZRiNttwDQdfjy2s2rOwDBSr4PHD5S7Nz7td bzKGr+uy0+f91wIqkQsWJTWsGwDqEjqU3Ab364OrEHD/usE8YK/uG2x+Jfi8tazl7TnsLMPF 8D6bp2/SazdnZX6+3PV1uOevmZeum5edlvXNTEttcsGipIb1DEBdfiGUXAfj+0qD+zRof90e nr6cGRhCxNcMxLWWoSAtezlQb73XtdJzl8/ZaMP9csZUkXtekn/P1Td7vl1uunsOY/f3L6Rr aDJ31ysXLEpqWG8A1CWNeUf78NGg69uvhDJJIePIBJGC2p9KJINcsCgpoQSgOkLJwdbfApqk 0y/HZYg0Q/M1M3O53AWgWuWCRUkJJQDVEUoOtzytM9XtItUDrP9TtaH+yoxJLliU1LBuAKhL GteOZjRgv1ywKCmhBKA6Qgkx5IJFSQklANURSoghFyxKSigBqM77Q0l6w/uCXLAoKfsVQHV+ J5QsGTxIcsGipOxXANURSoghFyxKyn4FUB2hhBhywaKk7FcA1RFKeLvsf5GfCxYlZb8CqI5Q wnvNf9dHKAHg3vtCSXqjfxV/Xte2fWumBICM98+U8Lm6ZgwjTt8AkCOU8CaXvm2nJCKUAJAj lPAeXXv7y8ZCCQA5Qglv8fDXjYda/fXkXLAoqRfs2AC8llDyqcZvwZxvsxe7bb7+0rfnOXic 2+HWIzMlAOQIJZ+oa6bQ8Gwo+eb1KXBcZ0Au7bk/PaQPoQSAPKHkY3V9UzJTkn39/X073iMX LEpKKAGojlDysTKBIZ2SeZjCSKdjcsEi8/o0g7I6ZTOdyslMljzKBYuSEkoAqiOUfKyNWYwU LBYpInuqZfT4+vF0TSaUrC5o3ZILFiUllACEM536/76OZjSowvaplRQuUpDYDiSJUALAsYSS j7UdSpJrMNmWeb3TNwAUEEo+1vEzJcML+/OpGR65+j74rOSCRUkJJQDVEUo+1kZgKLimJEnP v86wjKdzfjRNMsgFi5ISSgCqI5R8onFG4+uioltu+Om3b7ZeP5pO2YyPbfznaVm5YFFSw/sD UJc0dhzNaMB+uWBRUkIJQHWEEmLIBYuSEkoAqiOUEEMuWJSUUAJQHaGEGHLBoqSEEoDqCCXE kAsWJSWUAFRHKCGGXLAoKaEEoDpCCTHkgkVJCSUA1RFKiCEXLEpKKAGojlBCDLlgUVJCCUB1 hBJiyAWLkhJKAKojlBBDLliUlFACUB2hhBhywaKkhBKA6gglxJALFiUllABURyghhlywKCmh BKA6Qgkx5IJFSQklANURSoghFyxKSigBqI5QQgy5YFFSQglAdYQSYsgFi5ISSgCqI5QQQy5Y lJRQAlAdoYQYcsGipIQSgOoIJcSQCxYlJZQAVEcoIYZcsCgpoQSgOkIJMeSCRUkJJQDVEUqI IRcsSkooAaiOUEIMuWBRUkIJQHWEEmLIBYuSEkoAqiOUEEMuWJSUUAJQHaGEGHLBoqSEEoDq CCXEkAsWJSWUAFRHKCGGXLAoKaEEoDpCCTHkgkVJCSUQVzo+Ixe/RighhlywKCkdC8SVjs/c cRuh9B2/SighhlznUFI6FohLKPlb0jo7sg52/BL5+3KdQ0nldvQoBZ8uHQe54zZCOUb3O3p7 HswWZb/cjllSUTs9HR7EPT5TOUb3E0r4c3I7ZkkJJRCXUPK3CCX8Obkds6Q+IJS84oKwo0Rt m3X2nMPblpaXOz4i1EGf1fYsqIPF3RLEldsxSypqp3dgZ2CA3e8l7UrLjFoHCT+IHVkHfdaP Oj6P3p4Hi7sliCu3Y5ZU1E7vwM7gozq9g7ykXfa1/aKus1QHfdaPOj6P3p4Hi7sliCu3Y5ZU 1E7vwM7gozq9g7ykXfa1/aKus1QHfdaPOj6P3p4Hi7sl+EWXvj2fxoPhdG6HW3dyO2ZJHX2Q HFUHdgYf1ekd5CXtsq/tF3WdpTros37U8Xn09jxY3C3Br+maU39upyhyac/9qenGn29yO2ZJ Re30DuwMPqrTO8hL2mVf2y/qOkt10Gf9qOPz6O15sLhbgl/S9c3p3M+ZZHB/e5DbMUsqaqeX 2qWeqwMIJc8RSvZ7yTqLXLl1+WwdbGgdLHTN3Smb6VTOarIkt2OW1NEHyVEVtV2porftAB8X SiJXrs0RKrXtAB8X5HL3P1sHO3hLULvxdE0mlFxP54zSTq2UUkod7PglUrUfhRIAeAGhhLWf nL4BgBcQSli7tP351PRfGSRzoSsAvIBQwoN/fiUYAF5AKCHjH/95GgC8gFACAIQglAAAIQgl AEAIQglPCnzdyfgNooDfGEpft07rK+w6m9sW8sLmmF9NHy8Ej7pNk9t2jXE8pIvob+trrjDb dHkMROs/Vm1bfjvyF232s2Vjg1DCU8J+Q+c28AfsVG7rKH3NemhjmN54aM+t85jaFnXwj9Wu 5XqLZ1pngY6D4RhoV9svDV5R2jcNpKs+Lcy2Xf+3DCHa9k0/Wzo2CCU8YX2QPN7+bdHaMxyc XbfqREJ1epfLqh2pUwk1+A+DWTOMZuFmSoaOOVp4uxkHjSC/UV/d7Wdpu56DDvyh1l9qy2o9 pbZGOBZy/ez9ffv7YqGE/R4OkmhT6/sPhLdL6zDiiBauXcO+1aR9Ldo+NrUn1HT6zbyumjSw Tm2MuKulYB7pz1eMp5bmfi1SMH/8BWbavr+/7jL97AFjg1DCbnEPkqv4oSTcbMRg7JTTIBao YV1z3Y77O7d3mdZboP0tDQxDUGq6aWWNx2u44yFtz4htChjixms3lm2K0t8+9rNHjA1CCbsJ JYVW15cEM3eAIbblMLjed8RxV9twTARp3OPxmY6HgAPtqo0RDPtYM+xzYzCJ1X9MwXL+pWGu 39+eQglRHDBF91qRQ0laV9Gm+9ceO5bfcZu5uas44Xdp2OeCDLJHDAyvltoYazumdfTVZ0z7 XszjNMrxme1nnb7hV4y/TS8P2GghIG4o+TodEVjqWEL9Wp1EC773hn0uSuPm0zdfrYm27tYB IISxT1u2KWgfMs9kxtiWmXV0wNgglPCU9JvE9TedMbmHGi1idihpPa1W0+r0RBRRB//YoSRW 2JzW1e2YfPjt9ZeFPHWT+ozFbNJDsAtgbFOkGa98P1s6NgglPGnu+NKUerQOL7VpriiDWP5U RJBOb+7srhVz4A8WSoLuZ1+mQXZqX6zBNd6pm9lqmwYKmbd2RWzTVOv9v2xsEEoAgBCEEgAg BKEEAAhBKAEAQhBKAIAQhBIAIAShBAAIQSgBAEIQSgCAEIQSACAEoQQACEEoAQBCEEoAgBCE EgAgBKEEAAhBKAHYq2v60+m0rnPbX+aHgecIJQB7dW3f3hJI1zen8+I28CyhBOBpl749n/qm m28CRYQSgCdd2nN/kkjgMEIJwDPSdSWL60guF+dvoJRQArDb43UkXWfGBEoJJQA7dc3dN29S OY0DxYQSACAEoQQACEEoAQBCEEoAgBCEEgAggL7/H3dV2oHcwmFRAAAAAElFTkSuQmCC</item> <item item-id="237">iVBORw0KGgoAAAANSUhEUgAAAOMAAAAjCAYAAABmZr34AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATISURBVHhe7ZmBsYMgDIY7lwM5j9O4 TIfxhZBgQEBobYv3/u+Ou4qAMeQnSB8bAGAIIEYABgFiBGAQIEYABgFiBKCX57JNj8f2cGVe pfJ9IEYAuli3eVq2p/4mQV6lR4gRgB6eTxGiZ50hRgB+zzpjmwrAr3EZEd+MAIyCHORMi924 vg7ECMAbPJdpe4QDnfeAGAF4hwu/GyFGAF7muS3TB05TOd3qH5nJPjh8rGo97ZUXNsAbY/tZ w2w/m8rL44F74v9v0zk9D86G9vaPdVeuiviAxG5hi2n1ED3aZUJjV9GspF3LVjbOjOyAabPf oywcM5AaaY3wdTO5OAMZdRD2yXjgTrig3uf+fD7b2mu9lmvjwywGOZGwkNTGd/7Y931bD3hO xFgwJMlk7LiS8unF9v5t44EbsdLcRRMvGacUvU3tKU5K/S8kH7fentgcEmcpvqv4sS4Soziq lPWEdjG2jQfuDe9+OsR0aM+ZycXJWUZyi3smllwcN4gnG7cHDRC5uiYuFSNhHFMatF2MRMN4 4M5kMkuVtL0u2KZUB0sE2ShERzZuOT5TgRd2dKdcLUYH1+/OSY3qEqPjZDzwPexhWrb0Tk6H GJhq+12YdTNEkJ3PvqcYlUJW6xajUhjvHkig9ATem6TC8X59NVA+wzr3beda2rdte8kPnXPR LEZJHj8WIw12OFnR1Wo3mF/qsJoIkRjbxhsfLwAWxZfE6AJSJ1VFOa+7HSOI0cVBjx3N7Z1A qg2dHyh+rsiMuYR0lqSKXC1GcwwdSFcPvs4bG698jePdhOxkfoRK9uM5e12Ml21TaQ6joCO7 qifkPe2pbdkMEaJcsT8a5yQ/f15A9nmvz/NxrBoNYnSTYoUiddETpC4x+PgSrePdg6+JsSa4 2r1vwYupm1dbKotrT/uquBIhKo2C5IUo187ZF+orC2EBv8A5uwr2FQhi5MAyzvGrFgmFlytv ULifjwoRWq1d63jxWPsKqo4x96O+hX4hYPW54qBsUEw0kfpbHZn0E7JiDM+ytpgFrmRL6j8Z N50XP5b6wY7HgxAl332Go31SgkFiT/F9pGh7eZ9QnxPL26jvtRx3ddbOKMQaeLVvnBmHwE1e LXiN81hM2rbQb7aCs2IyAU2wA8PE+wCyjswdNMR9iEjce/uwUkb3rS3+ebtw4gDefeAudj/w dXSv5Du5BkMznhiz2UoCNQ0uvpbg6+nnsH3DtRGIGy8IjQSQWaEPYnQUnyV1uftsuxUnUetT ulfzARieMcWYCXymFpQ9/ZgkGx36m+xI9+K+nmYxSjYrLQx+W5OIsdbHXtvfNR+A4Rk0M6aB KdSCsqefwn00gxz7erGREHMnwESvGLkud1/saO5jr+3vmg/A8Az6zUjisEFOQXaaIXr6MS7Y zwLXC+J4wOTJnsbJs2yfqF3WFrHd2BMJvfbe0b2KD8DwDChGh4hAC0earaNvvVWCXq853s76 WREkbaWkgftc5v27MpD2PR6aTJPbesr9II6SLQ4VZNJHsmYoM2Vqex1KzQfgDgwqxm9AwZ/+ y8xCstmSAttmmRbSLAZAI/9WjLnvPVdnM6O77hYVxAhe5H9nRrstpKJCZKG6ul5FiRB1PAgS 9PCPxQjAWECMAAzBtv0BgizYS0fqStIAAAAASUVORK5CYII=</item> <item item-id="238">iVBORw0KGgoAAAANSUhEUgAAAMAAAAA5CAYAAABgQSTWAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAajSURBVHhe7ZwLksIgDIY9lwfyPJ6m l/EwXR4JJCGkoFbrNt8MM8uztP1/CLrjZXWcE+MGcE6NG8A5NW4A59S4AZxT0xjgcb+ul8ul pOv9ATXrutxE+eO+3pdY81jv11oX0y2VZ2i/y/UeWrflfDzH+Qz6DhCEeL1cV6L9LFYiXjQK FXouu62qhpdba6aN8RxnbwYNsKw3TZxixU4iJqJmBAPU/mPjOc7eDBoAQ5zO6g6MG2BsPMfZ m+EQKAqYxesK4wYIDIznOHszboBIKs+ijUmGMFMGiGyM5zh7M2cApLN6TxsA+endAMK53n3v APtULaT8XDvnKsdk/AzQnE7bOD4ZwPgUqL6csfGOTxZdEuKHDBDFj4sEGuG21Hm4AeaYOAQr wkwrNylPeX3nWG5PjPcjmDvfWzFWeQgn3QBzTBhArs5Qxp44lAkxtAIZHe83+JgBLJG7AZ6i MUAOY6I4c8rbbRBnClnIlh+T/iZA3Fa70fH4WPV8gCshqWd9O/2KSPC6YEByBqnpul7LGGhU 0Q9QDVCuRedCFpXeXOTzg3Hle8lj4XOg46VBAr1n51D0HeAQxBdoCQZFEOpY6NXpd6MipwIm IgpwMWcRUW/xUC7TGIAZqrbPMXu4Nqunc8nXq2IFEePYTOT1ObQG6D07yDuF4xpAXZVBHPKF pjy88Jl+Edq35Iko43hF3EF0VOiAvQNAPkLLtPo0d2qIgNWnV2c9A4dxbAMoYktYQpjplxCr btOf7AKhjvfNDBsAVu2eGXOYIwxg9aF5+rf1DBzGwXcAKQbAEsJMPyT1wZWy7ZsFHsSvfXIV mDVAKtPqYR7DfWie/m09A4dx8DNAECQVVnixmyvhTL9EFNiWWLIIe59Qyf9sTcC1aB/WTp0L zJ3Mh5nLum9WZzwDh3FgA0RAeJjS26VlIXZfQGiYT+94qx8VnmgLSYrlcb/Vc0JB9m0Pntdw GC31RZC9uUTQBKIP7A4lhUO9Nm/7GTiSgxvgEwTByW+lk3jprhDERFfTEeRqfTLyeSabb+QZ WO1pXU1ksUkou94ApzeAFr/HMroDxPy0kM9sAHYGyTuR+RzM9mInw8TeGWnjBphFhBwhofjL yjOrYhA/jncuE+Tnye45CrwrzI32ywLGIIR67TyjLWZbuAGc95LML8ITrQyZbR/QvoyMuAGc 78PCGcQIg2bbx7qOyN0Azsvgv1h301Y8t7cBOuFP5GUDqDfs6V+l3dEEDWeiYQMY7XvhT8R3 AOf7zMb0U+374U/EDeC8zMshUJCf/FTHFuZEeyP8ibgBnGMQw5oiROtACwy2t8KfiPovKRu4 AZxdSKsx7BpczPC9ixBqvz1ihT/ZNNi//Za4jxvAOTVuAOfUfNEAGOvJ7UukyZjOcWb4kgGq 6DHe00/wMV6UX5I4zvvYMIDyj0omE+3Flx3PfITlOK+yYQAMUyC7yUT7AQMsdzeEsy+GAWRs jqEIfIyF5UW0env68VZKVfEbBgjjyXxqT67PnMbnVb4wKdfB+cF9pK/ga/ucxn8LyPkf2DuA ECmKrH4bB6JDocr2KU8+k02ig7xmgCQ0klRzQX86VpoHuQ6OveNvATn/gzkDJNGJlZC2ke0J 9St2wwDWDiDHTnlqBhy/pmRUbU60b8mT+4rjUfOxeUWE8T+A/BeFfD/cyM48UwbIq7QMBfJL 6IkNV/ZUtrUDCEGxM4Acm+aZYAXKnEIh38ma/mQXCHW8b77fJMQPGSCKH+eKRqAfH/P5OTM8 sQPIB05WIbW9WFknDJBZ1rtmLpqX16HIfgjcS05t3zyfyd8C2gVjle/dmzPMU2cAKhgmBNE+ 1ZFQg+W1to2gyEos58LySkgSBN4NgZKoOoYpwArLOxY+ZgB1/oBV5wxhGwCFFYVQBEPLQmIi kO3rNh3TNRxK4wsrfYeSHCcY6Ku/BZRRDVAESZ9DXQBqPV7ffqZ5wSDlaazcN91LYwA+jrwf p2XDAP+VIJQXfwuoMQALqaroc8wexu2GXFm0VawgYhybibwatzVA7KeZDfKOyikNoK3esYyu mDFviUcbQxUdLdPqtfOL1adXxwxWk+8CNufdAWjIQYSShB3LmEpbhg0Aq3YaX6nP1xMGsPpY BpDzcTY5qQFeZ9YAjWARWLmH+1gGaIzkbOEGeJIU23cMQHcP1k4zQKjJu1EVLzPXqAFwHDqn YAoPgWzcANPUg2hO7cHTfxH6d3ADvBN1hXeOjBvgnbgBfg43wLsA8WP44Sb4DdwAzqlxAzgn Zl3/ADLlV89zFbjhAAAAAElFTkSuQmCC</item> <item item-id="239">iVBORw0KGgoAAAANSUhEUgAAAKoAAAAbCAYAAADs4BRSAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAANvSURBVHhe7ZgN0qswCEW7LhfkelyN m/kW4wsEEkL+mj7bmsqdyUwViQSOxPo4TKYJZKCappCBappCBqppChmopin0JKh/x7Y8jscj jnUny7Yk5x9sMM2pv+1YGvWU9S6VumdH7Wu4BseyOcLaGuqoPoj1yO5PizNG55duPElNETCu /36so/ZE3r5sPUS9zgG1G5RpDrk6Vovod9UMzNANe3Ytf72BahqX2JKzWuKuuRwJV/Jcz57p VVDD9i3fR9ObGKi/LFl3GrKgybbOEnXv2TO9Aqp4kiSc+wrH8eb6/UUPA/V78rVqjKHiRGiD 2yVABYWOSscgde73OioV5Il/nWdJA+Vzds38YawcVAlEyUfPnulMUCmBPNlvgepjRmA+BCoU nnPJwK57jONy+QP4OCjko/EO2rNnegOoMdbfe0fFNX0E1EaOirkf07lbP8mBGt08WHKaNHc9 u1Z+fUsZqHJBuHhxoyqoJyT6W/oYqK0cXTF/EJPOC3TYcK7w4PXsTv6BAobAXmp6ZWWgLgvA SE9huKmnXz6hHICHV9hCZKlPbPG8AGFPVlPxC8X0/uGBwXejeL0fi1sH/+ZkKD9SEdRwLxmL 2MJqseg80bxZjnAuzoOcDydxquXujaIYQow6JyS5lqRspP+119TZ+l8VJLpVWBhkR9D42orf KmGUoIliO6XQ+WLL9eyrmJuU+jgl4MfrQydI7DIWf78IFcHGcyf5jXnA48RWyx0d31TvAbXY 5aiI+j54TIUZ8QNJ33As4IH5AoQOjkKXyEAFVe9F50p2jF2C69TyqdlaObixPKiUKE5KUoBX lACi1CrYiB9KdbHMX3RVZyut62lQqQvWHhq/pSlQWz7yWP5u5eDGih31TEGys6KRWgUb8WOh Dz9kua8H0UHqRmneUVDxXMlOcTztI4/l71YObqz3gEqdLAHAFaDbWUb8UABCr6geltrnGf1l A0X3qn4BKcZCsYt4koegte7E1sjBjfUmUEEECA+sgjzn3i13AoKPsRY9PwmIupaGLurftsb3 2CDtm/+BKX8BqcUCYliVD3XbMNyfw1Lc7RzcW28E9RNyYGyqiAiZ7LKu6LI7PSPd/Uxf19Sg lt4v4ZzsqHA8DJyBejnN31HlVusGQ4oQw7lR2ghSns9gvYYmB9V0Fxmopgl0HP8AFi3TbCEF 4fEAAAAASUVORK5CYII=</item> <item item-id="240">iVBORw0KGgoAAAANSUhEUgAAALoAAAA5CAYAAACBKjGHAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAZMSURBVHhe7ZwJcoMwDEV7Lg6U83Ca XKaHSb1IWJLlhZCSNvw345kaLzHmWRja5usBwAWA6OASQHRwCSA6uAQQHVyCg6J/P9bl6/H1 VdLtTiXroo5/cQEAb+AlET1LfXtUKn+vj0XID8C7+F3Rw5EbRAd/AIgOLsFY9G37Iffjy2P9 pvIARAd/nb7o9xuJreW+32K+iF09eJoE0cG72RHRKR8xxz4votPda1nDT+eQg4cNDrgjvorn RKcLsFCI/yzR85iTcCeJHiXnuWThb/cyDoh+nEOi87FP3KOnczpF9M4cuXMPnmFadPkLnxR1 hARN0f/xhTpN9N4cQfSXMS36skSZ8620CPDMb0Z1G75ll8gmytUVbrTbZOBbPS049SDNaQnn wT/zwjTtCFf07bPkWMQbqNZY7DxRv9Ucpb5EhK9Eb80dGPHk1uVZ4oXqicEXO5QlUbluo91N yixFFbIEtLRZFnk+95vom6hEH72BUuVyLPnzipQkK/et5rfMQ8qrstbcUR50OVd0N8qSBPZz Up4u7J52Edl2ywv5Yn+bxEEuKTTRj+iUj8hjXnkauxQ/0GvTKuvNARjSF50mmidVXcBnUIIZ ehd8T7uEiaJVexHVQ5l3XtOiUxRuLbq8PTGi99rIvPy5NwdgyDiiv5J4saqLTvQu+J52TGrD i7Rum0UOkofk9btX9HTMK6dxTLeReflzbw7AkHNFp0iqBAoXcBjZ9rRLRJFGUmTZWn8+bN8s Jeizmm+g3LHQ2MV41CLqnbcq68wBGHKy6BESjFO6ivJY2FvfSSjOp2s5aicFM3UpWSm+11vZ x2/YtvUDoP8GqjWWCMtu2lC031J4uPbG3Z8DMMMbRD+DINZqJEiSyigfpJHRcQYbfUGYkrLo Z+ZlXN+5czmUfua2cx8pure/jsdkRI/53cJCdI16bsh3m+7cDOuLO1ZTdK4zJzjzuRFdbhVC Ysm3SLDXVpKc+4PseY7VPESRm4LO1/cCVYYkf2LyP1R08OukhS+eXyLeMWZH/Zbo2y/nKL8H iA6eQ21DmM72ZUd9X/Rcd1lX2rrskx6iX5QcHTtptD04W/TUPr7xWqkP3p7Oya5Er04W6d+m X8cTl55jpkVv1G+LbtqT/KM1GUFEB8+xY8+d2FF/WvSQa95BDBD9ohzeutDWQVZrPURm5uv7 xx2pewvLANHB88Qouwk5EV0n67t/fhFIC0BE9VSv+4EFiA4OkeXLdwHtHD0sGmHb9SNZfi5X f35BqDvRpOQRiA4uAUQHl+Bk0XlfZm9RJjn7MwCOcKLoRW7eWvlP13FvZ18jAXAMR/T6NVCf HfXT66CR6AC8Hkf09msfnx31J0S/rxAfvB4jut078xaCXhXx8U1Ov758hZRSMXsgeujP5lN9 8flqRelxbX9vvn0Oj4/Og35lrNP8d72A/0sd0Y2MLFP5pwWSi4W09VNevP9MclHeEz0JJZK7 iKi97CuNQ3wO9/2L3/UC/i9j0ZNcJrLJOra+oLzc74jei+i275SX0nP/JaUF6Y1Jtt3y4rxi f3KRqXFFzAI/Aftr+nw+esGCOYai56hrb+F5sltScaROx0YR3Yij9ui2b5lXYhqcMYWD+s5U tRdRPZTptvl8k3AniR4l57Gy8PK1rB4fGDEZ0e3Eiqji1jeRcofomftj9RaRzNvPkdh2DJ1L TnXbPJ6d3/XyK3SiduvcQJfpPboUQ11wUz+ViS2Cynt1K3FEZLVjUXlnKxFEbm5dkjyNhbFB EVM33DhNdHf8RK8MNKlFZ4HiBd/EkMdCUhfb1i+315iW8HAYL8zWdirZfsJCeet3vWRc0Tfx 5DyUhV7K+fP7c5oDgzie+spt07lUout+7PmAjCP6pxKEOPhdL5XoaitU5M576tBvc6uU5SxS kqzct5K5LNBa9NjOW1SUBxuXEd2LxvGYjIAx35PE68OVSx7zyr3ni16bVplaSCUhqtdcK6LL rYIQIgkcjykba6ZFpyic+nfK8+cZ0XtteqLb8QCXC4l+nL2iV2IyFImn2/RErxYM8IDoO0h7 74bo8m6g6nmih5J8dymSqkU0Kzr3I8cU5MfWpQaiT1EeCHOqHwDxDbt/G4h+FDdig78GRD8K RP8XQPQjkOS8bYDsfxeIDi4BRAcX4PH4AeTqVi8+FdafAAAAAElFTkSuQmCC</item> <item item-id="241">iVBORw0KGgoAAAANSUhEUgAAALwAAAAbCAYAAADGUOX9AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPeSURBVHhe7ZoBksMgCEV7rhwo58lp cpkeJouIBhCN6bZpM/JnnNkoGIpPtLv72FyugeTAu4aSA+8aSg68ayg58K6hRMA/t2V6bI9H rU3b8ixtpuUZ3bPWbWbjsoU5yKzbznV7rfP2mBYgTGqd2ZrPK/Xuei5THjeGo8LcaY7QjPdo yQqPE5TAPZc598VAZkC2LrQRL0+bRc7da+e6q6iwKRARdtaHz5xq5DAxFueoQk/jZfG11QU8 VwlpKdPmuWyTCqzXznVPrTMUykpRE+srToE4LgAX41rGfA0dAA+TLXJrvQy8sRN77Vw3FLAU oC3XmE5x1hds8npjwVNF1+rLeivwAJ86S14FHvtU0L12rrtp58bkhU7xeI0BWz6ODOorcyyC CkXSv4GHQHh7FXg9j3Hv77VzXSfxZdJqNnVC4SqTrKq8ZNbUel8P/Ccr/PGVxrK7h8qj+tPS cMalasFxgaB681uwzUvIVYA6xioAt4CnE+EC4GGyt93hCQj2YXrtfl9p4aBdBHyAPS1yAn9e 9zi+BXzrhEgx8diD0Cfl7bt3+FJV4FfY2dRZs4nJ2OfvtbuLqrl5uxpVvFkNj9UCFtvJicuc WLGHvlTgIsB8vJ3X0r6l14Avqi8P2A4w+smE9drdRdbn+YhaUP8T+HerzAmd4LwvcFd9tjd3 3JiBOcnekQj4dI1grciYYcMb2sfgzPHQ8py9dkny3fvxlZLBxoVvxS9DkeKghOGG3+1jm7Yp z5ESq/xIJvD5XTwWVlRqseh807y5IOQW5kp54PPhJKBa7q6RXQTsz8bFP2eBA+hovCZZ4X9S ITktQEKjcXFCVfxmDjUHlkEDkgsVF4gndp3Z3KRiccUG2u1zdRLjPJb4vh1OAiTNLaDe84DP YqyWO3oeUL8PvFl1CQa9gPhMC3zGL4j75mcGYZgvwwyQ1aqS7q++i/qscYydbwBQy6c21srB oLoH8AZcqNbCn/FDqapa+LMqD2PSN6obeKrKtc0Xj2sFfMuHP/OfWzkYVDep8HrxSa2FP+OX hD6pEpa+EWiAHX+HXOos8NhnjVMc3T78mf/cysGguskdHgDkIMFCHla6M36oANQRHBG68kt1 FN7NK8BzH2FnxkKxs3jEZmp9bjHWyMGgugHwQQRaariavA/u3iuBlZ5xTY/8OGjKlpqGg/+r 9C7tW35RnODLYx7PANZiCUrQKx+q/rnBl3Ar7nYOxtVNgL9CAJj6q3KElVd9gIdXyx7pauz6 qhx4knX/Dn28wofn0+A68D8lBz5LXSGgJdhxM4S+s9QS7Gk+h/77cuBdQ8mBdw2kbfsDMo+h kkRxXpMAAAAASUVORK5CYII=</item> <item item-id="242">iVBORw0KGgoAAAANSUhEUgAAAMQAAAA5CAYAAABpqoSsAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAacSURBVHhe7ZwLkuMgDETnXDlQzuPT 5DI5TJaPBJIQGJI4s570q6JqMYJg3M3Hk83PAwBQgCEAEMAQAAhgCAAEMAQAAmOI+2O7/Dx+ fnrp8tjubcxlu1N95va4inKdYhsUNh0HwGfwV4jb1RXkfbuWa/ftEmKuQdJ9UsxlCzZj2Ey6 7dk4AI5myRCSVsQtbsx9e1zCCiBXldk4AI5m0hBhxt70WvC0IWibtGsIJw6Ao5k0RBDn9T2G SNd2t0x+HABHMzCEPOCG9KwhbDvOuWM2DoCj+aUVYn/L5MWdA3ohsDM27+R21ZNJflR5y2ke G9jhF84Q/AaprgCzcf8/WYRJmB8yRDQDTxpsjOut9gOGWGPSEC1dQ9y2Uq8Xkx9cbX827ix0 x+btDFYBeksHQ6zxmiGa2Ts+oPHMn+sFoYsnNRt3Frz7OYSR6GGIpzCG4G2KSM2IOjEypXix dfBSaXM2jtGfXc8XPFOKclW3U6+IhvtBZvZeKoQJ4lLaYNObeoRriPJZsi9i0un1xY43tVsm jJJiWzwOsr3USKA3dkDirxD/JfGBjgTEoghlaoXr1LtK0UtBC1EFtLizqKTXblfRNtEYQhms xuctYfhsVS77kj+vipdEzW0r0ddxaA3RGzvKg8J5DOHO2iQW+4BTngSwUi8i65a8EGlsr4g9 iFAKnxivEJSPyGteeeq7NEhgVKdXNhoDoDiXIRzxJUbCWKmXMLNyU1+sEqFM181MG4Jm9Z45 87bIGGJUR+blv0djABQnWyGsOIiRMFbqMakOz6Rt3Sz4YIaQvHZXDZGueeXUj+k6Mi//PRoD oDjZGSIIVAotPOjdmXKlXiIKbk88WZTtoT+TzgYdQ8g6Ks7tC/Vd9EeZbXTfqmwwBkBxIkNE SIic0tOW18Le/0bC43x65nv1pBBNLCUrHvlV+Iqt2x5kL+FwW8qLQHt9ibApTB1aPUq6hhVL 5ksajQGwnMwQnyAI0PxVPotZrhpBXHK2ncHO5l9GPg9lM86MwX68s+pJaLy5jdkJAIYwePv/ eE2uEDG/LOxvNoQ6w+SVajgOu/FitesYQhoqptlxhyEazBYlJDZDGeRVVZvZ6rtMkcdT3XMU fHeFnY/3Jq9MMMyTgwxDgGNJk4E4S0W8a8xCfNcQ4ny16gsYAhyL2v4wg23TQrxviHaFX1nR YQgwJH+9ZJD2xPZxQ0iqOWY9oQzR3CzSn0+H4wmczlTThujE7xsik0w96QisEOBYFs4EiYX4 WUMkk8EQ4B28vGWibYsMGwt5Pn7FEJN+gCHAB4gzdBHu4PzATMa7X5GxxNVlxjQEDAE+QprN aVXR4qaDrxFtPz6STcLl3ldkStmCGSIwBAACGAIAwX9gCN4j2mXQpMWlD4Bn+GVDVBPwPtF/ cxD3mfaPNQC8n0lDtK/CxizE0yFobAgAPsOkIfqvvnwW4icMcdtgEPAZJgxh9/a8daHXZXy9 iNiPl6/RUqoO2DFEaM/mU7z4fOU83a/y/xjK53D/6D7SVwVqfE7zv8EE/hZzK4QRLYuu/qcZ EiEL18anvHhXnERIec8QSXgiuWaj+rKt1I/2nfSRv8EE/hbPGSKJ0MyUMsbGC+pXAQaGGK0Q tu2Ul+bg9mtKxvX6JOuWvLiv2J40o+pXxEwEH8B+lSLfjzY2eJ6nDJFncbt1yA+lJz6e+dO1 vRXCCEydIWzbMq8EbHD6FC7qla6pL1aJUKbr5vtNwvyQIaIZuK9sDPm6WvcPPMMLK4R9AGKW cuPNzLtgiMztsXlmk3n7ORJbj6F7yamtm/uz+BtMhzBYBXr3BpZ56QwhBaSEYeJTmdiaqLwX 2whMzNS2LyrvbGGC4LtbpiSyjoEKNAPrioWPGcLtPzEqA0vMGYKFFoVRBCSvhaREYePrsh7T JRxy4wMsdaeSbScY6ld/gynjGqIIVI5DnRBqOX/+eEzzBCKup7Zy3XQvjSF0O/Z+QJ9JQ/xV gnBe/A2mxhBqC1ZNkPf8od3uFi2LuIqXRM1tK9FXI7eGiPU881EeDPlqQ3ize7wmZ9SYH4nJ a8MVobzmlXvnn1GdXpkyXE1YJebACiG3KEI4SejxmlJty7QhaFZP7Tvl+fOMIUZ1Roaw/QHT fLkhXmfVEI2AGZrZp+uMDNEYC8wCQ7xIOht0DCFXFxXnGSKU5NWqilmZbdYQ3I7sUzAJtkxz wBBPUw+2ObUHWfzS9/mAIY7AXQHAGYAhjgCGOC0wxLshM/B2BaY4FzAEAAIYAoDC4/EPrQRg 9lcD46MAAAAASUVORK5CYII=</item> <item item-id="243" content-encoding="gzip">H4sIAAAAAAAA/4RSy27TUBCd60f8qJ2kJIG0dpKmwIINUFMh0VWpCmJRqBQ+oHIdkxqRJjhu VLGK+BE2fAJij8RvoTAPJxQ2XGt8Z47PzBzPvR4AKLS3aC77Or7t9OMgHWWTSxNo7aM5w0ki mMHYM6KNk9Pz92lSMAIDztfwXZldTI8m1wKfoFkIDNbE19QMS88DgEcWwGn4J6b1EzXUUZUG ms7qbq2bPy+KPDu/KlLFzAO0GtxcxsHuX7HJBYwiT1OpHqH5U3Yr0dYPgIVpRV9wP6zYsluO 7LYru7MRadikwPmYytiHx/yAx+h3QZ/iQB7CE6rNSQunGpGyI58UsvvZ56b1yPiF3+1NTh/W Aap+BpcwhAzm8AK9FHIYYZTCDH+daV+RpqlPlN+Q+lZTxDVasjdvM3HeIqJCeXdE3jqGtiQ2 t0RYG6FtEdZmYYEEDQ5CIVc6Uj3syt7pSZcugK60PRrDDiPfutxnD1P7ktrZlT59hO5K6T6X vid/FK7+6D5fmdowOhvl8fTi7N0kH8eFxdwW3TyGj+MilhPdLk+Wsvi20gE/KC+C4siNr7PZ S64jtxWbgadKrsPQEh9Q4ckKhf+hq+JWkcdJGh3rMrWS2FN1UAHxNlG6UipAfcue0lSgI9pT ugqMJSGGChQs0TGRszjETxXiUAmLOejYxCGyQ3Uo3UUOp28gh9M95HC6z73QqTIHnRpxiCyK a2+uxmmeJfEHmYnNyl+h0aXLeIg0PLcc6D/Luxn8BgAA//8DAFDn+A0xBAAA</item> <item item-id="244">iVBORw0KGgoAAAANSUhEUgAAAiUAAADZCAYAAAD/okCgAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABOYSURBVHhe7d0NcuI4EAZQzsWBOMce gdNwGQ7DWsaAbQQJQZ1phfequnbyB4rclr6xYXZzAgBIQCgBAFIQSgCAFIQSACAFoQQASEEo AQBSEEoAgBSEEgAgBaEEAEhBKAEAUhBKAIAUhBIAIAWhBABIQSgBAFIQSgCAFIQSACAFoQQA SEEoAQBSEEoAgBSEEgAgBaEEAEhBKOFlm81GKaWUmnaFdoQSXhbRiFGMNYaxxjDWGMYaI2Ks /fz2pOEEj2GsMYw1hrHG+PSx9vPbk4YTPIaxxjDWGMYa49PH2s9vTxpO8BjGGsNYYxhrjE8f az+/PWk4wWMYawxjjWGsMT59rP389qThBI9hrDGMNYaxxvj0sfbz25OGEzyGscYw1hjGGuPT x9rPb08aPZ00AMQQSkhBKAFAKCEFoQQAoYQUhBIAhBJSEEoAEEpIQSgBQCghBaEEAKGEFIQS AIQSUhBKABBKSEEoAUAoIQWhBAChhBSEEgCEElIQSgAQSkhBKAFAKCEFoQQAoYQUhBIAhBJS EEoAEEpIQSgBQCghBaEEAKGEX3Pcb8eG22y2p/1x+uREKAFAKOF3HPen3ZRExnCyO4x/vhBK ABBK+H2H3Wm7ulQilAAglPDLjqf9fnmVpBBKABBK+EWH025ouNJ0rpQAsCaU8OvOL3jdDRHl RigBQCjhHyhXTIQSAJaEkk903J+2w4EvB3/9LphvGx/j/q2942tGttNjb/fDRxWHnXffAHBH KPk4h9PuGhbOr/F4OZeUUFFCRyWUHHa314vM3/p7+zdK6kFIKAFAKPk0x+Pi6kUJET+7WFIC zTqUrD9X+546oQQAoeSTrW+jlFsydwml3I6pBYtK4CiPt7hlc76V853QI5QAIJR8qHKFpBz8 u1spq6Dy+ErKfSgZb9FUQsn67b8141ieFAD9q63v62rNDtKL6QWv69BQwkX53PNbO+1DCQCf TSj5cPdB4uwSTB5z+waAtoSST7d+Xcngp1dKhh88bRf//kjlex4QSgAQSj5a5UrGG68pKcr3 X66wjFdhHqeaBaEEOlPO2Z6KLggln6aEjuGgX2qRGb777pvptSjVx5iCzvi1ym2hR8r3Ax0p 5+x///VR1pduROwFjj4vE0qgM0IJAYQSUhBKoDNCCQGEElIQSqAzQgkBhBJSEEqgM0IJAYQS UhBKoDNCCQGEElIQSqAzQgkBhBJSEEqgM0IJAYQSUhBKoDNCCQGEElIQSqAzQgkBhBJSEEqg M0IJAYQSUhBKoDNCCQGEElIQSqAzQgkBhBJSEEqgM0IJAYQSUhBKoDNCCQGEElIQSqAzQgkB hBJSEEqgM0IJAYQSUhBKoDNCCQGEElIQSqAzQgkBhBJSEEqgM0IJAYQSUhBKoDNCCWVeI6qx 9o/In3Dcb4d+2wy1Pe2P0ycnQgl0ppyztQCQsawvMaJ6oDFHn3vH/Wk3JZExnOwO458vhBLo jFCCUMKfcNidtveXSuIKaK+cW7UNJWNZB2JE9UBjjj5PHE/7/fIqyajWmC3KYgQxhBL+TigZ Nqbt5v5vy1857k/b6+sRfvgY/1SPY27pcNoNTVxu1dzNQa0xW5TFCGJEbUgRZR2IEdUDjcWE kjGQzF8k+Z3HOH/P+cWVldruh+/4TZ8eSs7OL3jdDRFlptaYLWo4zkCAcm7VzrmMZR2IEdUD jcUd/cWVku8bN8G7ADIEhN1vhxLOyhUToQS6JpQglPwslJQXVv7+VZHEynwMzfTW1aKHx2J2 derRY5fnX737ptqYLcpiBDGiNqSIsg7EiOqBxr4++tOtmHFfuv55tpktNqzb6xDONW2El5/b n/97/tr0t+/pa9fvvQslw3PNX2z55Rhmnx/qevtl/LnhOQ7T812e4/r8sypfuz7P+NODB487 OOxmP7u+qvCOMobrAKa5Xfyu33ANNfehpIz78nvM3/p7+zdKHjxfrTFb1PB8QIBybtXOuYxl HYgR1QONPT/6sw17GSjmYeOy2Z037cUmNw8B5THK/rb4mcmwcd723tmVgUtdvjgbz7MxXB9r +v7F2BeB57zRX75/DBflg9nznL/24HHLx+XP1y+UD/fNQsnxcJiNtTx27dbWd5TfczXnd5+r fc8DtcZsUcOcAgHKuVU75zKWdSBGVA809o2jP9+4l5v4YiMbw8TsKsEiLCx/7rr5j4YNf/56 ka+ulDwbwyxMzGsMSovxTNafWzz37Hm+fNzh49uA4pTxXZ6nPO/dc5bwtPodR7M5uqjN8zx4 PVNrzBY1zCMQoJxbtXMuY1kHYkT1QGMNQsn547u/xS82/NXPjQFm+trw58VGeLdZrj0ew/k5 H9w+WYzn4rwR125hfPtxi/HrU1hZ/DJtlTC3ePh5SBncff2q/C7L3/3+qstyLp6qNWaLGuYP CFDOrdo5l7GsAzGieqCxtqHkm1dKLhvgZre/f1fNo1AyPN75nz5/PIZLOLh9bWYxnpl5oFgE j28+7tz0fdeNfQxfl8cuv+9XD/BEeezKz5d5L8/3OJAU5XcRSuBjlXOrds5lLOtAjKgeaKxZ KLlsyIvbCw9DyWDasBefG9xvlkXZMB891vzjKezMw8XwPONGuxjPxfCzD6/KfP9xl6/DPYeE 8c/X14SUx3pypeVL5fkf//z8OevK869+97vwd/4d18ejqtaYLWqYbyBAObdq51zGsg7EiOqB xr44+pfNeF1lgztv2rePh2+fXxkYQsTtCsSl5hvjeqN99FyXKt87/54HY1g/zrjL1r6vqD/n 4p09Tx+3fHoKY+vPzzy/ivG1w24+5qWfXik5j3s+/5XveaTWmC1qmD8gQDm3audcxrIOxIjq gcY+/OgfTvv1Llw263cSxFoJam88Xgkdix8fHu/68eqxX3lNSVG+/3pVp1yh+u44a43ZoixG EEMoQSjJr2zK6434LgS8ZRkGjsfvXIa4Gcc3NNKypqsb1fBUrubUrojcfn75I7OrPw9vY1XU GrNFDeMAApRzq3bOZSzrQIyoHmjsw4/+/LbOuZ6/NuM1d6GiXdr5t2qN2aKGOQIClHOrds5l LOtAjKgeaMzR53W1xmxRFiOIIZQglPBn1RqzRVmMIIZQglDCn1VrzBZlMYIYQgl/IpSUX2Jd UGvMFqW/IEY5t2rnXMayDsSI6oHGnh/9dXNoFopaY7Yo/QUxojakiLIOxIjqgcaeH/11c2gW ilpjtij9BTGiNqSIsg7EiOqBxp4f/XVzaBaKWmO2KP0FMaI2pIiyDsSI6oHGnh/9dXNoFopa Y7Yo/QUxojakiLIOxIjqgcaeH/11c2gWilpjtij9BTGiNqSIsg7EiOqBxupHvwz+q+Jz1Rqz RekriFHOrdo5l7GsAzGieqAxR5/X1RqzRVmMIIZQglDCn1VrzBZlMYIYQglCCX9WrTFblMUI YgglCCX8WbXGbFEWI4ghlCCU8GfVGrNFWYwghlCCUMKfVWvMFmUxovRAT9WLMtbaOZexeprX nkT1QGOOPq+rNWaLshhh84xhXonqgcYcfV5Xa8wWZTHC5hnDvBLVA405+ryu1pgtymKEzTOG eSWqBxpz9HldrTFblMUIm2cM80pUDzTm6FN13G+HHt4MtT3tj9MnL2qN2aIsRtg8Y5hXonqg MUefe8f9aTclkTGc7A7jn69qjdmiLEbYPGOYV6J6oDFHn+cOu9N2famk1pgtymKEzTOGeSWq Bxpz9HnieNrvV1dJilpjtiiLETbPGOaVqB5ozNHngcNpNzRxeV2JKyX8mqiFM6J66lfzSlQP NObo89T5Ba+7IaLM1BqzRVmMsHnGMK9E9UBjjj5fKFdMhBJ+ic0zhnklqgcac/R7cNyftrW3 5n7Xw58/nvbb8y2azXY/fFRx2Hn3Db/H5hnDvBLVA405+tmVUDA0U/XfC/mOJz9/2N1eLzJ/ 6+/t3ygZah1Iilpjtqhy0vDZSg/UeiNj9dSv5pWoHmjM0e9CuYXyxpWS6s+vP/fCc9Qas0VZ jLB5xjCvRPVAY45+FyqBodySubuKUW7H1IJF5efLFZTFLZvzrZzahZE7tcZsURYjbJ4xzCtR PdCYo9+FB1cxVq/3KLdj6qHi/ufHWzSVUHL39t+aWmO2KIsRNs8Y5pWoHmjM0e/C41srJVyU IPE4kBRCCZ2wecYwr0T1QGOOfhceh5LiEkweq/y82zdkZPOMYV6J6oHGHP0utL9SMvzgabv4 90eeB5+FWmO2KIsRNs8Y5pWoHmjM0e/Cg8DwxmtKikdvCf5SrTFblMUIm2cM80pUDzTm6Gc3 XtGY/s2Qoa654bvvvnn086PzLZvxa4/+8bSaWmO2qGEcfLjSA7XeyFg99at5JaoHGnP0eV2t MVuUxQibZwzzSlQPNObo87paY7YoixE2zxjmlageaMzR53W1xmxRFiNsnjHMK1E90Jijz+tq jdmiLEbYPGOYV6J6oDFHn9fVGrNFWYywecYwr0T1QGOOPq+rNWaLshhh84xhXonqgcYcfV5X a8wWZTHC5hnDvBLVA405+ryu1pgtymKEzTOGeSWqBxpz9HldrTFblMUIm2cM80pUDzTm6PO6 WmO2KIsRNs8Y5pWoHmjM0ed1tcZsURYjbJ4xzCtRPdCYo8/rao3ZoixG2DxjmFeieqAxR5/X 1RqzRZWTpqeivTKvtd7IWD31gHklqgcac/R5Xa0xW1RvC2dP1Ysy1tp8ZyzzGlM9zWtPonqg MUef19Uas0X1tnDWPp+xelrkzWsM80pUDzTm6PO6WmO2qN4WztrnM1ZPi7x5jWFeY5Sx9lS1 +X63GhtGCS+qNWaLijppIqq3sfbCvMYwrzF6m9fa59+txjo6+qRRa8wW5QSPKYt8TJnXmDKv MRU11sY6OvqkUWvMFuUEjymLfEyZ15gyrzEVNdbGOjr6pFFrzBblBI8pi3xMmdeYMq8xFTXW xjo6+qRRa8wW5QSPKYt8TJnXmDKvMRU11sY6OvqkUWvMFuUEjymLfEyZ15gyrzEVNdbGOjr6 pFFrzBblBI8pi3xMmdeYMq8xFTXWxjo6+qRRa8wW5QSPqYBFfhPwmCPzOv2pMfM6/amx3ua1 9vl3q7GgI8WfVmvMFuUEj6mABdkiP5R5jSnzGlNRY20s6Ejxp9Uas0U5wWMqYEG2yA9VxtpT 1X6HjFXG2ph+HSpqrI0FHSn+tFpjtigneEwFLMgW+aGMNab0a0xFjbWxoCNF346n/XYznsib 7X74aKXWmC3KCR5TZayNWeSHMtaY0q8xFTXWxoKOFD077Dan7f4cRY777WmzO4x/vqo1Zoty gsdUGWtPVfsdMpaxxtS8F3qo2u+QsaLG2tgwSpg7nHab7WnKJIP1x4NaY7YoJ3hMGWtMGWtM GWtMRY21sWGUMHPYrW7ZnG/lLC6W1BqzRTnBY8pYY8pYY8pYYypqrI0No4Sb8XZNJZRcbueM SnMrpZRSjbV/RLr2rVACAAGEEpa+c/sGAAIIJSwd96ftZne6ZZDKC10BIIBQwp0v3xIMAAGE Eiq++MfTACCAUAIApCCUAAApCCUAQApCCT83vlOng3fmlLc5l9fH9PAamXFOp7F28wLjPt42 Pr5ou5c+KK69kPccKy+Kv87pVGn7YH5uZV+3FmOdvxsykYfr/3uvSRRK+JnrRt/ByX1dJcvb m4cxp101h/FdT+LzWHvIJZfNPvdY53Ob33lO859b+8UxL5tR1jGfN8rFuwrT9sPyn2FIOdYn 6/+7794USnjD8uTJ6Hg4LE7m1IvR8bgYVzm504eSYWPaDTtT+islwyLaQ8AbjQt+0r8dz636 tfTCtpONPvUcl7Et5jHrX1Bq6//6c6/vEUIJb3i94f65csL3sDt1Mc7hb5+7snhmv30zu5yc frOf5nJXNs3zmHsJUyXwZ/7fUYy3mqbNPnPgv/+L0/IqTx6V9f8uUL2+NgglvKG/UNLD1Ydx 8SwbUvKBHnaXY589lNyc5zZxz05/g98dzpM5blBdnGOlB7KP89yn6YPe+FqN+Rj7CSUtApVQ whs6CyWL15ckNy1Maf/mOWye60Wzn6l9/T73b7lf1Ms51sHcpr51czH06W7o2zGY5F63zmF0 +svJVPl6QCghnZ5CSTk5OrhPP3N/gudxvZqzqrQhamHo26Tz2mJR/xfKuHOPsczjba06928f 60HedaCy/rt9w7/VTyi53WroSBevKyleX3j+raFvsw52un1zG10Pc7vc8FMarzzOx9jJ2nV3 KyeTyhyO45337+vzLJTwhj5O7PI3jcVJvbj1kFVPG31foSR3QD3P5TWM3v3NM6Eubt2UtWp2 xeku/CU0jjHzVbL6+l+uQl3GPF7leXFhEEr4mSnBXy7bZ92Q6rcZki5G0yJ0qV42+fShpJNe vTlvoOfx5r/FkP/WzWTRB4mD6XWcPYzxXMtzagrW5Ws/CKtCCQCQglACAKQglAAAKQglAEAK QgkAkIJQAgCkIJQAACkIJQBACkIJAJCCUAIApCCUAAApCCUAQApCCQCQglACAKQglAAAKQgl AK867E6bzWZZ2/3pOH0Z+BmhBOBVh/1pf00gh9Nus519DPyUUALwY8fTfrs57Q7Th8BbhBKA Hzrut6eNRALNCCUAP1FeVzJ7Hcnx6P4NvEsoAXjZ/etIDgdXTOBdQgnAiw671TtvSrmNA28T SgCAFIQSACAFoQQASEEoAQBSEEoAgAROp/8Bk4qzTK8EZ64AAAAASUVORK5CYII=</item> <item item-id="245">iVBORw0KGgoAAAANSUhEUgAAAL0AAAAbCAYAAAApko7DAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQGSURBVHhe7ZiLkas6DEBTFwVRD9XQ TIrhSbJkJFk2n5ewueAz45kFfzDysfDmtXQ6D6NL33kcXfrO4+jSdx5Hl77zOGLp39MyvF7L S5Vx5ror4Xn8ybM7X+U9DcavVIZlenMDQLepOjCPqj+UYVrUECGF9PNYPjxvgivtUy/Tpb8b 8zKKpLpoYWn9R2hJF9S+7kGqH4y0dYz0aWc54QUWf+/A0GGZhv8pbM/092SeWWYFSL66FbiD m6CaxVP7E9Lz7tsYeN19W2ztzh106R/DPKpkS+senTYqCfm09DsyufkSZCFlM2CRSfnPl2wU 3RZKsMHS8cqWVXrbf/9Xp/PbgC/Vo43QSqJnpecz9Lb08OBxPW/r41ASlidbZGk/MRZYvSz1 99d5DGyvdnoxfucqosRkytFFMUcb4DLpT2f6VEfoe74+epGivZIa0fW8KX3Z+6K/QbnRv40X NK3HB46eH8QcbZAtVwrOSs+BaC1IO5MjaQx6uKtPGybevdg+rPfSXyjL5+H4YrnoPXC9RIT1 q7nO4zekh/n4eNC6RwnQ3cucll7ErAzMAuaBndSJFFC65+s5U1fbU/1Wpveb5t+DYnyJ9Cq2 nnDt9vPR4w2saylrklgP045b2b6FkR5JLxTLZ14muEd9ZWJFYPnTrsS1LyIZSIltxuD++sXD gP02l0nfErtVdzHF0UbAJOfc8PNNrqIvWL8/IRbSE5RVcUApwcQ4cAP8c5nbmcUUybHIhPQ9 3x4R8cuSXtjVmyjYsdfNIAFT9Xv6ZTHkmfwORWywDBAH+Vve1fVjQunzs/RcVMxrc6nEk54h 96jgWBIHPR4NAtRi921gToUDK/o9zJIxW/U1Yun3UATuL8FFa0mChetJWmlb6Wd+ndLSKnEA K3ASR8cjymKF9GYTre1zFjP1ei7peaugLK6MbdZnjQNdm7pa7Pj6htxD+jD7shB+nnTNi3yk H6L75mslIo6XhY6zWCE9Un0W34vqae56EwCtPrW6VgxuyjnpOWgSILMYf4GRzdFa/CP9CJdd i/4q20NdFJfd0nN2rm3A9Gl30rf66Gv9dysGN+V8pv8lcOEKAZjW4h/pJ1Af2fBl3yQ1CA8l Gveo9HQvqud57O6jr/XfrRjclHtIzxnWyASLuZnxjvQjUKotQZJ4tZ/tzC9cAj9r/y9hCM9d zcdsqNZ7m7pGDG7KTaRHWDYptKL6HpzFZ5ZLrmldt/pp2VxbLl6Q9zSu5/6M71v+8xj/Elab CyLiuz78FcgF/jGP5t2OwX25kfRXAJJNTggSVmd/EEhnzT34rNz5Kl36A0TncbynMz1eH5a3 S38pXfpDuOMEFBGeNgTeO2ouCy/jdfG/T5e+8zi69J2HsSz/AT4VPdCBuTrlAAAAAElFTkSu QmCC</item> <item item-id="246">iVBORw0KGgoAAAANSUhEUgAAAP8AAAA5CAYAAAD5uf1jAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAf3SURBVHhe7Z0LcusgDEW7riwo68lq spkuJkUgGUkIglPH+fieGWZq87GNfQTYfX0/NwDAIYH8ABwUyA/AQYH8ABwUyA/AQRnL/3u5 nX5+bj8qna+ctyd8Hi85NgBfSlf+65lkP90uv7yDkGCwp4XX82sDDwBfSij/7+XUii9wADiF mRG/t8vpn+Ji5AdgcwL5r7czjbSnS9I2osj883NOJWco7UF+AN6LVv6Jkd3MDBYxJShQklkD B5IlScDQZVMKAk1ZdthU5bf152chAAChlZ/X2PflTzKe63pcLxOKuCx6M2oXcWv7LLIKALm+ 317aoPJqSYJZAQAPseHIX/Iyep/Pz8HFLRma8kpuQuerF4A6fdbo3wa8Z+NnUuV+bLAkAx/L A2t+eZB6IztR2shCuvwSOPz7glo+zPfy7yjN9qil0E7XQfdLgmOdRdXzgPzHJJBfBHWjr8Ai LiPtQP68z+fzyN0tn/Pvjfw+eHweuY93kV/1rSe8d+Dj4PuYB5QVNzOUnygjRCyhOUCwL9eV B7t5wORlXRXYiiAjkhLctBFMmVNA+Kxpv7/mJ9L0v2KUBz6E5ItzZ/Z+duXP8ChdUzAb4Afo dKLZApczD7XITkmE1vt8eUICQJvKhbl8c7W27RoUpGNU/ky9RRA5Jl9D0zeUTqkf5Ge5VleP CeVfjqXPRfV571w6/VlmcGp/bkv6QbeXG0n0+g68Lb9pqcw/EjTwmsd6wFj+GZoH6JXQwzuS RQRIeWZ50alnvmZoeZVACStyEUj3x/Ws2mYa+U0wqeXLDCwd2+TrcynHq6KywNK2uT+1H/K2 yev1HW+D94eekRU37LvkD0djFsOfZ97mh31NPULXXbaVkNTeInYSTkvOjEd+3ib0vig/n7sO BolRnV7eqA/A2yMvcveTnx8eeVBWHPc5GOkcIwnW1Mu40bapr0b/lBf1y7T8PFr3AlGZ2jv5 R3X0tv551AdgR3jmlu5LmOzDYeH7ORuw/z/yvxP0ADciMCMJ1tQTch25KW3dIncSP6Wo3bXy 531RPp/HdB29rX8e9QH4GMLnqsN3yS9RU198eqjvjoBr6mVIrnuiFAF7kdp8ERH4WLrO+MsJ ISNFPR/zAIyu2+QN+gB8DhTE7QPS5cvkJ1g6Sbkj9L60Vr+yZLKdn+979bR0riwnL8rv5Vzf Cyz4uu1LtvjLSe9cCDdVlDp5NFf7z2kmoreXNOoD8DmU52D2tn2h/HuQOvniejiLq2cDSSQ9 is7gR+lDMQpuETPlg9mMYnlJRukpnT4+fnlfU47/8OFdgF/TDuR/gGhdRfv0yE/bq2/oYeUn SdyyZdgPM+VVcAjk88uuvL1px4+PX6SVayhl977vkP8hOKLLzU1JxJcHcfWDxOJLe3s/CC8l LcPs8oj7t9cJK8rn+9HIV8qbZRrJGEn6T0bHN6f7pOOPgPzgLVk7EvfKj+TT+6lc/HKTRmW9 nGMoWE/IGh4/B3r1roeI9j0ZyA/ekGBkHNIvH8ufkJlWrpQEH4rsAsCk+ER4fDPlF/af+kN+ 8G/Mi7MorX2iV8iVGZTvyk8sL8uCkb2BA8DKc/sY+ZubhoSU0t5E/xZixKh8X36aLZCARbrp ALBCfGJafp6JYOQHh4VkWSPAvfI9+Wm2otf4efYyFHvDkT+LjjU/+AI2m/anEdG8dEtC+F+n MEyUj+WPptgsN29ZXN6KABAfv31H0QtSzwTyg/dgWX/rNJiKT5aPR/T2bX9uL5SvExQmA0B3 RmGOFwWj5wP5wcvJo14jckqLDVbW++WJIlTN91NqblPyJ0Rex73j2+vYW3wC8gNwUCA/AAfl DeWX9Y+fNrm0+TQNgGPxZvJX4WUN1H9bOngZBAC4y4Pyt58qxqwon7933pMfAPBfHpRfpua8 eZcV5Sfkv14QDAD4Lw/I79fiMv3ufTqJyzefa6rtd+RP7fntXF4d30QZe17LL4Usx5Hz4+sI vx/P/z1+AD6Fx0Z+J6gIVn/bioUTSX35vK2+e2bheDuSP0umUhhYuL5uK5+HOo60/cS/xw/A p7CN/Fk4NwLqMr68ov5q6ED+0cjv287bOhBI+zXlIBWdk667bKvrovZ04DHnRbigtwP+V2vL 9dggBkDEJvKX0dlPf8sD2BNNRvS8797I72Qya37ftt42sjqCc0o77Qymqa9G/5Rn65brzRLu JD+JL+cqQUB/IrXnB4Blw5HfP2xq9AnLuxF1hfyF6+0SBRa97Y+j8fUEvpaS2rrlfFb+Pf6n MBjde9cGgGLTNb+WxUjgyuc8Nb0221HZRiY1AvtzMdvBNDzJ3Z32Z6E6wWKBR1ZbcWE3+cPz Z0Z5ADCPyS9SkQSLLHpfSkYAX75OTSmdzklItT2XfDspeLz07/EXQvkXGXU/1OBX8+X44z4t wVLtz22VuvlaGvltO/56wDF5UP5vJUnyz7/H38hvlhFV+LJGT+12lxlF2CoqCyxtG8Fr0Grl p3pRoOFtcFggvyIatWmfHilpeyRO1EYonN4X5UfvK0Z1enkmuNSE0R9AfoOdHmtJstS0zxja Mi0/j9a5/SC/HM/JP6ozkt+fDwAJyL8xa+VvZBV4xJ6uM5K/CSIAQP7NyWv5jvx61mDKRfKn nDILqeKawDIrv7SjzykFBEz7AeTfjPrSraT2JRv+913wTkD+PQhHdgBeC+TfA8gP3hDI/2xY fJlyIwCAdwHyA3BQID8Ah+R2+wNNeXrpc6nt1QAAAABJRU5ErkJggg==</item> <item item-id="247">iVBORw0KGgoAAAANSUhEUgAAAOUAAAAjCAYAAABreM2/AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAATOSURBVHhe7ZoLjoQgDIbnXB7I83ga LzOHcXm0WmpBwNkZTP4vMRl5WUp/iu6+NgDAUECUAAwGRAnAYECUAAwGRAlAL+9lm16v7eWv eaXC+0CUAHSxbvO0bG/+7YT5KV1ClAD08H6TICPrDFECMA7rjOMrAKPgMyTeKQEYDfrgMy3y QNsPRAnAB3gv0/baP/zcA6IE4BN88L0SogTgNu9tmf7x6+v+4spnZHdeXsLD4t9iuC69pu04 TpfauSuX4v1OY9bFCX/qaAB+Ted6ZuPjLmV7wrGUYjcRnbdHxHVWkKpdzRwSUQZBik5skHzg +exMk0qEabXz+Lazk62GhHxqLwReMRkwOr3rmYuPu1zYEwTF8Rrb9mXD2Lf2Q5AQZeahe6aM mGIzvj7ZorRZ53lbCu1bxgLj07qeV/Fxl3wCMbJjlw1xrA5RcsazMtmBPYHzTmC1WxdjQm6i fuKlhWpdRDA2TetZER8x/oy49cmi4jnm2CHRpKc/s6yKblE6xPk3N4A1gVB2eXx1jjs5yJXR VlRyeqkOPI/69ayLj4gSZqUgPebYydGV8c/oOcLeEaWHjqIsTm1AmICoj9d5lzLbqYn7Ywn3 Kzn9ekHAfyM/AJpXQ6TWrmdtfByQMBsE6THHHkqUTCZrWhMIZZft3ITkvXPc5bsqUaobH3ot +KL9WkAxiHoD6vNUrWdDfKSoOKvAHNsSJSWsL4rSdZReCFBACeNs59S1k++UpZ1XT7p+QUYj CiHM60v2e7/y4rOP5/Ww4ymibImPAz/PD2XKIMCfv1P6jjpdO9SOkXNodOJhcN7xqxP/ubS0 UDWLODLfs7+QDbt3+UhJJOFqGLjHH9d9SJB0F+Zb+Qx77CgkOa3+dTyPVUKJ0jtYCpPKxGiW YaFMLUztRJnShENAdDljDPoXs5GS8G6K8pP0rGfZh0qQTKUws/b4hLSXFza8DHEj83Zl7Mtg HF/jw887oCrXV227jHG20/VY+ujAG0m8juNB7Devoj7xZqbfHrj8XLJVvF8f1+QWnH/znFQ/ wpzb/ixpi5hfzhZlO48bnsFl4fJjsR/keGEQR853/wnPRdpIVWyPJQ7H/2xsJXsi0q9JCFXQ 2zf/oWd4/CKWglg4OYiK22b6zVJ4UlQisB1pcMRAkg5f58zCyoBKRH6033fWpF7aEp93CEgF ciK8ww/hPqnL+Y7uwU95rijN7EUBq4Ms3FMQtvTzyL77vRCKH28XnBOCsZubu3z2WVRm1Qfb pUgdpT65upIPwM95tigNAQRKwdnSL6Cy06m/yJauLu0bqRYlZbfcBhGPQ0qUpT7yXv4u+QD8 nIdnSh2gRCk4W/oxoQ9nlHPfKDonSPOf7bm+XpShzKonO6r7yHv5u+QD8HMe/k7pRCKD3QXb ZcZo6RfwQX8VwFEY6cekA/PrHj1L9knambaQ7cKeRPCleSd1BR+An/NgUXpIDHyFiJNl7l1w peDn+xB3V/2kGFRbunQAv5f5eO/c0X3PH1emyR9JqX4XSc4WDwtT9aEsul+zy9zyfr9KPgAj 8HBRfgMnAv2fTkFQMnu6AJdZpwad1QAgIMoLrPdBXyYzpb9vFhdECTJAlJeo46K7WJBBsL6s VVkkSB4PwgQSiBKAwYAoARiKbfsDHyzZ/1ZIkQcAAAAASUVORK5CYII=</item> <item item-id="248">iVBORw0KGgoAAAANSUhEUgAAAMoAAAA5CAYAAAB3Y7QfAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAcSSURBVHhe7ZwJkuMgDEXnXDmQz5PT 5DJ9mAwICSRZLM7aSf9XRU2zGjv/I8gk+XcFAEyBUQBYAEYBYAEYBYAFYBQAFuga5bL9u/77 V9Lp/HO9/pyv5wvVXDcu36fTNTctjNqldDpfa1PNZevU/VzPp0E/AJ5IaBQyiRLkz/lE4t7I KAUqM6JlIRuzRO0yue2WrORhc+3aK9PBKOANBEYpotSmIGpEKYQGSG1OqS9FICY2Ssxl267n QfsjYwHwSAKjSGSIVvxGLNpisplRLudA7GnLlc05MgOMAt5FfEbJ5wTe6mjRayLRUtl065XM tBN7KuMQBqOA30j3MJ9USdsoMYzfihVTtPqS9lEobOfEnrdc0g9GAb+RvlGETnSJRCumGLdz EWXl7MN8tlFe/66dfucyp7LYdc6gYEh8RtHKJfbnlli0a+30GcW/mDqFUewjjVLESff1ovnn 5yoLljzj7dLmAaMco3OYDw7yFFnmW6TyorRzSl/cl2TIfenIDJ9rlMLr5j+IGrylhlGO0TFK Frs2C5eppxu96FSWV6xJOxkverFGYiITwihzRmaAUW5isPVS2wUjflfu02q74OCficXkx7Lv rNGcydwltTOSrKyq3iik06+KSa7Lc1XntZZO11MdQ+7J9WPCe6vX0nNR99ebi5u7jEvXkDJK eSx5Dno8GiTRe3ZAMz/M/3ryCz0Slogl1ZHQpW2n36bNoIWuxJawoi9i0x68bGpsZmcUY7zW vmxf07VNvZ5LuV4TNYtdxjZmaM9hb5Tes+M8qHy+UcJVnkXkX3jKszCO9MvovjWvxJvHqyZI 4tSGYMYRhfMZXRbV09y1cRKjPr260TMAhu8wSiBKYiSYI/0It4rv+quokups38KyUTgK9Exb tlfOKKM+Oq//Hj0DYPiSiOJFw4wEc6SfQH1k5d33LUZIJgk/8Cn160ahsqie57HcR+f136Nn AAxfckZJwtUCTAKYrqxH+hFZiDNRFbHaNwwa4bt2fC3dx7QL58JzV/MxJhzdt6kbPANg+AKj ZFigkkgFuiydLS4sSMmTFmb9tEBdW05eVD/nrZ1jKr7v/gB9SofqWl+F25tLRszi+nC0qWlL EU7naxo9A+D5EqO8giRM/4kFErmOMkl0enVewa/+f4xy3iomXXkGy+3zgjF6LWb1Dhhlkeh8 kct0RMn5w4L/y0ah6CcLTYlsU/Evteco2TXCrH4PjLKM2+qkJCapq9xRtbNJZLy/ZZbyPM09 D1f59fazLwDO6iNgFPAeaJFQZ7VMVCastk/myWaKdgDErL4DjALeg9lGCYPt1FL7lOdMbIRZ fR8YBdxE+ZjNIIVqVzzBKLMvAK5+QTDCGCW8YaQ/mZ5OJHw+sy0bRbdPfw+/ADirn4CIAt5D dL6IyoRJ+1GEy0aa1c+AUcBN3L31Smu5fxdrvMofaz+LGIgo4HPI26kq1sH5RDjQHkYBXwUJ lqOQFT3/v5UTc7+9BUYB4A3AKAAs8MuMIvvO8q+E2F06EDIBeAS/yCjNHLL3jPeRee/q/+MJ gOdyg1GCD6cNOdCe3hefGQWA13ODURbexjMcaL9glPCX8AF4MgeN4s8OsgXit/KkvIo7bk8G 0OXNGROjpPF8ntqr6xtH2nnV747U68j8+D7oYxKtfUnrv9sFvpfjEcWJWcTYvsDE4hRB+/aU Vx9FIHFyPjIKCVKl0ITcX49F81DXkbE3bQYtdDFdyVmTlnvSHox+twt8L/cbhcTpVlbdxrdX tI9BDIwyiih+bMpr08j4LZGhoznpvjWv7iuPp01q5pVxC8QL8B8jKfdjDQ8ew91GKau+34KU F6snSokUVDaLKE545ozix9Z5I2xHMKdUaCPjrr+KKqnO9i33S4J9kVGySWSuYhj9trqdH7iX B0UU/8KoVS1s71bqA0Yp8C/h+7F13l9H4/sJfC8l7fuW+Rz83a6nMIgavXsDd/GwM4oWlhGM a091aotj8lHbnfDUyu7nYvLBVigZobv1IvF1jFXhFdt2rLzMKOH8mVEduJnjRhEBZsFUYemy lIxYfPu2PcjplA7X+YWtfZeSHycZ7a2/21UIjVKFq59DWyhavVx//EzLwqLKaazSl+5lZxQ7 jr8fsMYNRvlWkqDu/N2unVHMVq6Zo5wp0rjdrV4RdxM1i13GNmZoBt8bJfeLTMl5sAyMwkTR IJfpFTjnRyKLxgjFqcui+uh8NerTqzNGbAlR5TgwSsVuUbSgyAC5zKh5z7JROArQ+EF9uZ4z yqjPyCh+PuAmYJQHctQoO2ELHAmW+4yMsjMcuAUY5YHQ2aNjFB2NTLvIKKmmRLcmcmPCVaPI OHpOyTzYeh0HRnkI7UBd0v4AjV+r/2xglGcTRgzwacAozwZG+QpglGfCJpFtD8zyucAoACwA owAw5Xr9D9X8h8vaVQrHAAAAAElFTkSuQmCC</item> <item item-id="249">iVBORw0KGgoAAAANSUhEUgAAALQAAAAbCAYAAADVh6UJAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAPOSURBVHhe7ZgBloQgCIbnXB2o83Sa LjOHaQVBEcFqd7aa8n/P97YURPkkZ19LV9eN1IHuupU60F23Uge661bqQHfdSgT0e5mG1/J6 GW2c4xBL8xjGDMv0puekhr9hCr1d3y/KsZfP97QMMu+Ko/c0pD4XMeRL+NjATlmhNaDs0HE0 j3GioSYahUFL2xV/Xd+ieRlXIJPAQiugRQ7G4AUf0JdfN2O/x5hWG+igCK1VhWGicRmhv7Uo 1Rf98WK6vllWfqMCGy6hsbJXgLtFLo7/GNB80nR88B4nMWxY9YL5KtKBvoNcoJEJozKD8Cqi eLHeJR0CNEzC4/xPgl4w+9oaXNe1ZQPNRUs0CQ8ypgta69rxSaD5Yq+DhnFidu8awQCnZp3m rkPFv3vcZlNlygZaKsOd3B4PtFqgETBsSjE52emA5IIj3N981aDkHHgoNXxxf1vJP1brQEfh OjhgC2gqnPaaPlmhLel/x8imIioXTEBcIRO7FSHCNR4ENEDASWSwxznH8U1AI1cc8Nl3aC1Y hOU8bnp58qoFN0/i9bU5gX9Wowr/cQ911a/aDsd7gM5uI6BymrafenxL+4DGzXSuDbTREnYM 1II8jPttQs7UYUC3oL1QUcDDsbYfEK8eA5yld/bhzQUS+h3mDBHQdB0Ijt2TShsZ+61PhrAd wolU/rI7ORf7KefPh4IXK/qLuBy7lHT+RNOG4IHN42MLX5zkgzdO2ZFMoNNc1rpkv/ZZxs5+ +cDnBr54H6Q/dBLk7d1/itciY6SuigUbeLlOjRpord9TWaFPESSkBQA06i++II7dKKGVQAoo gko4IxRy4+ZR+CZVQBcHJI9P1aXol7HE+TJ8BCX7LqDN+4DPRZ+3d/T8QJ0PtFk1Kdk6QfhM CdxjB5K26VlABv4SrAEio7JUQIPcueid1Y+xS8CDWjZeX2sPHqprAG3Ag2oldo8dSlXFyl5U 6dBX2kZtBpqqqne44udUAd2ykc/y79YePFQXqdA6uaRWYvfYsdCGK1ltG4GF+7/tdy/Q+M7q pzg228hn+XdrDx6qi9yhA2ASlJCo1Uq1xw4FwKwlP0Ll/evK/FVPc0mbYpwZC8Uu4ikOS2vd RV9jDx6qCwANIpC4Ybbku3D3nQkcfsacrdlJkNRYajr572nM9+wkbVv/EBvCj7PUnwDzYgEx 1MqGqndq4UeuFXd7D56riwB9hAJAk0o2wiirdoBDVrst0tW061Q9Bmjr/gvvZIWG591gdqAv pWdVaPmJD41hRtjh3V4qCWb216E+Xw8CuusJ6kB33UjL8gOdlLrorny5kQAAAABJRU5ErkJg gg==</item> <item item-id="250">iVBORw0KGgoAAAANSUhEUgAAAO4AAAA5CAYAAAAx1Re1AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAeqSURBVHhe7Z0BkqMgEEXnXB7I8+Q0 XiaHyUJDQ9M0CLPGifG/KqpWEUTDo1snlf15AQAuB8QF4IJAXAAuCMQF4IJAXAAuiBL3+Xos P6+fH6OsWzzGYFvdMcvr8YzbiU5/y8PVAgB+gx1xtYi03ZZtW4OMS20u8XwsZdud/gAAfcbE dQQ5rai6vdaf9bX6+oaIlbiO0N/qWgMAZhkWl+RzUVJnzH4/RVqjDVOLyyk0xAXgN/ynuF5A Ps5HXjtd1uJyX63UGgDQZ0zc5+O1WM+k/jhhciv9ZVFTaaTUAIAxOuIK0RqyeVGLCBzbWek0 tw8SXzlFjmn+iYsPv/zjEu5vyHD0vQb3YDhVruAobBU1m8pUOU78S864IAtd40niemn5kYIF Xrc8Doh7T34trpfReka10uVSXEeU/qqTrrqet9GJqhe/hyAiA+DEh/k7celkjXQ3DkRKbaXH Yd81J95p4vbkhLhfgFuY0zyae/RR4hrfdNI9yRVCy13UubKsbmBi25XcnTwX91OeP8vPFyXq i3E12qXJzallXDysZ3g3hiX1wYuMahcxxU3nsq5L1us+y7Fzv7yw5eL7Eh9u6o86cbTuHfhY ns9iDlXvjDrYEfdP8BOvN9F58rq6IiNotFulnFI8MfkdpYRh8subt62i70glbrEQ5OPTY0NR L8cSzpcli/Jx34Wc+T7QdlHXundxG3w+fo5MfGCfI64ZBeOk1hORtuNEnWnnkW3TtpDJ95ek dLJIQSP9iBu3PXKfVU9jlyI7em1adb17AD4eful4XXENSYjeBJ5pR6goV7UXUdfVWfdyWNwY JVuLSEiHlbi9NnJb/rt3D8CJxIzJfS5mKSdHSfw8RxfbD4u4ehJHehN4ph1DbfiG1m2DmP75 3O53VlzaZ9XHcQy3kdvy3717AC6DOa8afNgzrhNJDtxNyN3IM9OO8GLsTfIgT2uFpNSmIa5s UxxnjoVX6Dye4sPrXXdR17kH4Dr4BbicIE0+SFxPFIYLXYTc555NtygIb9Pc3GsnhVHHxqIn +fOx5ufghG5bvxBaFp/+xvokUmssHpVecRuKomL/6jIAuZ1K7x6A6xDmwejH9mHinoG7QQ91 d0g6GYWdBDJ6jaCj413xC87OvQvP9mKRoSIWQU+8n6m+uLG9hfAojCxGIK/h1+dXi/NMP7cT 13qO8PtkxPXb0x8GxHVEobriqsyAi/GZyPp8X3179Whx+PO9GKN1LSQcnzMce/bnfs+IK1NT V1jaNFlmPwUVHe4q7+bS+Ye/hz1xt62WzIlQPqo4GVo3UX1pIYijovVB0HyorsVIaQeyjKO5 objgLbjJ6yezPdn7VF9yESnk7iLoF83mQWV0Tvg2A2M0r4UWaSutf8/i0QLiggPIEXJeXNe2 OL7OiJoZ0JCASt5BaT3mtRRpMuPPcW6mBXFvTvrWTqsMzEafIvNR0+JWabIkS6yHQedJ4zSi akGUd0Jaz2XEzTcC5VvK23EyyJf0s+Ja3wXX0OLSsIIFbsvP6Mi+z7C4lCoj4oIL0YvY+xN5 UCYvS7OzEJX74h4YcUlSPOOCP+aIVFkyFXG7abLAHdcbhr+Gdn2UNm6RZIPjs6+lfqs8dc0H AXHBocxM4pE0eVe0br2SlhmUlxY16zifAaT9/hznpskeiAsOpRY3vmCqBGikyZR2ioivj6Fn zE79IQQZ83nqBYauM9afLa0H4gJwQSAuABfkD8TlZwKdjqjylhQIgO/gZHGzrPxc0H5zZ7xU AAAQDXHrV959Jo6PLx/64gIAejTE5XQ2bu4ycfyAuNsDIgPQwxBXP3tyyhpf6/P+JJt9vHxd TiWbuiOu609v0/Hi/MUKUY4r/UE/nYfHF69D/zmByvhvKgPwCdgRV8nFcuRvuURZWDB9PG2L v32RLHHbEpcEEcVcFGJ72ReNQ5yH+37jbyoD8AmMiUuyqMgjj9HHC/JX6jri9iKu7pu2pcTc fy60wFhjkm3Ttrgu359cNIpxedSCdQL6K4nhesoFCNyPIXFDVNQpY5g8LUk4ktK+vYirRCie cXXfcrsQTWGMye0sM4eqvYi6rq5sG66XBDpJXC8tj5UFln9GK8cH7sRExNUTRaz65vEqkk2I G9heD2tRkNv6PBLdjonXEkrdNoxn8jeV30InqrauDdyGqWdcOdGLCayOpzqRkhbb1rGVCCLy 6bEU20bq6sRspsokQ0P0RIxoZcPEaeKa44/06sAtsMVlIfwEThNd7nOlmLz6+JzO+bKsTiax PVZ0P078P/1N5YApbhJJ3oe8cOV6Pn//noaFTuynvkJbupZK3LIffT3g+2iI+624Cf6fv6lc iVuk3lnW8Ezq+m2m5kG2LFmUj/su5MwLTi2ub2ctEnEbfCW3EteKln6fjFB+uzfprT5MWeQ+ q956Pu+1adUVC0MuiLrfzf0irkxNxQQnIf2+wq6aYXFjlKT+jfpwPiVur01PXD0e8PXcTNz/ Z1bcSjQmRsrhNj1xqwUAfDsQdxJ6dm2IK6N1cZwlrqsJ0T9LVywKo+JyP3JMTmakyt8NxB0m vyAKpX4hhP+pD5wFxD0CM6IC8D4g7hFAXHAyEPd/idJymgp5wRlAXAAuCMQF4HK8Xv8Ac1pH +KNq9S8AAAAASUVORK5CYII=</item> <item item-id="251">iVBORw0KGgoAAAANSUhEUgAAAPIAAAAjCAYAAACuClcuAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAUNSURBVHhe7ZsBsqsgDEW7Lhfkeroa N9PF+EgINMSAaK2vOvfMMFMMQQy5gL7/HzMA4PJAyADcAAgZgBsAIQNwAyBkAM7k9ZyHx2N+ UBknufg5EDIApzHN4/CcX+l3EPNRWoaQATiL10tEHJlGCBmAazONOFoDcGVoJ8Y7MgB3QD56 DU992N4PhAzAP/F6DvMjf/z6DAgZgP/iwPdkCBmAf+E1P4evfLVe+7vWil3O/NF+7N/IwJWJ ucAfdzpzIn8MomIc+Diq+otlmNOr5pr9GKIIa8diPYZi+LQDq3FVY2Ha9Ry/jxGyunG0Q8iA oIQfQzZITRK8lRcsYpW4XM8O5aKQi/lHFnX7Eah7eP2yFtIzf6KD6Nv7Mey4o3WxIwMQmJ5m J5SdrJok0V4kLwkjCWaaRCCKYM/t1+wH4n+oco7LevybcGLRAEIGp1LusBYRukp8Ekwrmaex fWyu22nHe58WMpTHHcJzhcwaMPfzrnWxW8jqGJBFmY4R9MDLY0LxLiMl2qXtaI7cfOywdXpI mUCyxQGYOrgHcV6bUyq5F+c95FFTVAfYtZg7RUy4QuZ8touDaGFzGu8ScrwZC0yJz5712S4D ct9l2G7a5kUhtsv1p0wYF1mxstB1fc9qBo7AW6iLsjU7e4WS88DZMTWhXTPR1+yMiHmDiIkf FXJAC86Kj1jYjcBq/ravXluuX03IcprYkBSfYgUX47c3gb7H2jE4QvEjMaQNoS7m/cdqS7jX xvnqFrLN6W5OEDI/RGvArb56bV7950nJF8pJQiYRp8munop+AMqZnrHo5yH4mdxYromvV5wU q5DLlGsb5swVMuert8Ht2YzO2JF55fEG7PjbvnptXv0iuJP8FaJg3fgcEDu70y9Kb+f2iBvG 9nRdvecRoUkts3ZsXrMzpm+KWee8+XMcxafHvz8Xln212CdkCXixK1f9Y9sUVH4wt11H/SKc JuRWfH4ldrzomwXAEyYTk7eIHfk7sfz8WF1ZIChuHXNXPSkU4425v2UO4uJJ46qMr8LiY5ct cRDangJU93mX2Fav7MMYVsqiTSzlxy9bT/eUiZbr7xU3BUzZi+hV/HKyp2eRwLnJN4QJTr9T gI2f4Ao530uPRSVbbSxm7KnftCC+C/WV4qD7404Ctdh9j+UYpeRByZiKWPnPWxKe072eWLN/ QpqfVNQcCvq5izTsYK/ve0f+eWiCW4mvgspCTG0rfu7XeUKJIVCKMiaZDrC38pc+gWJheLfP q29h12OJ93uLTpI89V2I9R0Hrhe2WuykDi7PdYTs7pKS5DYxuS6Ju8WP0L65rsRF/WWR+iv/ QshE9V5yzbPz2LWwAy2fmq0VA3ALriVkRzRMK6G3+DFmF1z4q1052ErfSLeQZRetLSrxmGWE 3PLRdf27FQNwCy62I9ukFloJvcUvwT5p51r6RqEGEav/EKDZKmS+5tllHN0+uq5/t2IAbsHF 3pGDsLRAQoKu7kxb/BgSylrSRzHV/vziftGUe2mfop07Fhm7Gk+xSLSeu7A1YgBuwYWETIiA UuEs1dfCu+0kgkl1ztU1Py0g01aKTfrXc3y/R2es7/ID0zDQcVnsWVi1sRBJzMZHdutcxnBC 0PVcWjEAd+FiQj6DIBz7rxVYhHqXDqLQu1sPdvcE4EAgZIP3fkvX9I5M9c2ChJDBF4GQF5ij bChJxCxyurZVjSLi1B/EDI4GQgbgBkDIAFyeef4Du2BGqc4faN4AAAAASUVORK5CYII=</item> <item item-id="252">iVBORw0KGgoAAAANSUhEUgAAAMcAAAA5CAYAAACCnT+vAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAaoSURBVHhe7ZwLkuMqDEWzriwo68lq splejB8fAZKQMLQTv3j6nipqGvMxJvci8KRy2wAAJjAHAA4wBwAOMAcADjAHAA6GOV7b43bb Hi/KduyU/zy3ey3f6wuA7+W95ng9tlsoiwnmAFfn/dsqETkAuC4wBwAO421VFXq+drs9Qmm/ VXo98laKp1xOdR9qu6W3Xyl/354/P9vzTn3kAag8AOehzFFMIAWdTaHKSavJGPdnkDHLp3JV V0eUkn/mf/N9okFCWTUPz9PfAJxEHzm4iK0tUleuROu1133NltX81cxBUY8tHJ9GR/A8f32k B3McMsfP8x4+hBJVCK+97mu2zMp/PS1qnmWOaIw7rR5u9AZLHIsc1nbHa6/7mi2z8hchLR6n mGMQHS46d9/AMXPUFZJFD7d9rltWtxx1nPvs5S/CaeYYzc9F5+4bcA/kOuXJ5eUlYvhtWsp1 +Z74Hg788UOT9cJ9xAFd58s92VuskIrhylgeL+8tl9OuCqg8C5mdvVVr6b7dax/6RYXcYprm qPfiY2HR1xuLGnvptywyLcW+yjzw/lInAW/ugKaPHF9P/HBHYioCCWVi2+e0M9/KRZjAAlLo WWDcd68H65vozCHM1urnRSPcW5TzseT7NSGTwEvfwgBtHnpzeHNHeSC4njnM1ZyEoz/slCcx rLSL8LY1zwQb+6vCD4LkJiDGkYPyEX7NKk9j52YJjNp4ZaM5AB3XNIchxMRIJCvtEmq17tqz 6BHKZNvMtDlotfeMmrdOyhyjNjzP/x7NAei4aOTQQiFGIllpV0htygrbt83iD8YIyep31Rzp mlVO45huw/P879EcgI6LnjmCWLnowoe+u4KutEtE8e0JKQvU+2pLOks45uBtRD1zLDR2Nh5h vNFzi7LBHICOC5ojQqIsKX3y/Fo4K7xIhCWfPv+9dlyUqi4lLaSf56OdSyq6bX8IvoeDcS2v YvXGEikGUW0oqtT0CJGM52sazQGwuKg5ziCI8amEk4TNo0kQGl+FZ9Cr/B8kn6GyOWfmYa++ +C+CfqUKGBFzApjDwTovxGt88mN+WeR/3Rzi3JOj2HAuduonY9QLuVwahEVKmONdqG0Mm/S6 kq0qnIxR+vt7BslzKp47it8V7U79LpIHhJka1mK3B8wBziOJmZ2/Ita1wl59ywipvF94YA7w 3Zir+mBrtVc/lVvmgTnAyfCDr5lMhTPebQ76W4jeMkzgsDnMB0b6M+njWGJ3VvrETH3Ky2fR hkLkAN9OEvLgDKFZrR+kHw/w1utcmAN8lMPbKhIvrzYW7Vr935Z5wBzgXOJWqYp0cN4oTNXP JrK2UwXxFZ1JYA5wOmkVp2gjhU4iVyJ267Pzhv0/4xE6tNfkbcl6YA4AHGAOABy+xBxlL6lD oEqLe0YAjvAF5miGKPtJ+81C3I/6By4A3s2COfrXamMW6tPBamwOAM5lwRzeazSPhfoT5ng9 YRZwLpPm0GeBsr0p75cpVUHb9fkruZSaG3bMEfrT+VSf3V+4UI6rvuar9ynjo+dIX1No9XOa /30q8G8yHzmUgIsA2/tlEmQRsa6f8uwdcxIk5S1zJBGyZBqP2vO+0jjYfUrfH/x9KvBv8ntz JEGqFZTX0fUZ7WsIA3OMIofuO+W5UUr/LSUTW2PibWuePVfsjxtTjCuiFoUT0F/jyM8jTQ6O 82tz5NVdby/yB+QJsUSEdG0vciixiTOH7pvnhZgVxpjCRRkBu/YseoQy2TY/bxLpSeaIxihj LSbhr8Dl+MARDkYO/WGw1cusr1bkBXNkXtvTMh7P6/twdLsCPUtOfds8nsXfp/oIg+jgPRv4 NYfPHFxMQiSqfipj2xeRt+p2YmMruB6LyBvbnCB+d1uVBOeYqUIrs2xYOc0c5viJURn4FfPm KKKLIqli4tdCEgLR9Vvoj8n7lfVx0v0Ec/2vv0+VMc1RxcrnoS0OrbzcfzyneTFh11NfuW16 ls4csh/9PGCfBXP8qwQRHfx9qs4cYpvWDJHPCKFfdxuXBd2ETAIvfQsDNFP35ojtLCNSHkzx 581hrfrxGl9pY34kLKsPU5D8mlVunZdGbbwyYb6WED3WQOQoq7MhoiT6eE0ouGfaHLTap/6N 8nw/ZY5Rm5E59HjAMjDHG1g1RyfmAq34021G5uhMBlaBOd5AOks45uBRR9SzzBFKchRrwhbG mzVH6YePKRgG26o1YI5DtENxTv0hGL+mfl1gjk9hRgZwJWCOTwFzXB6Y4xOQMcqWBga5JjAH AA4wBwAm2/YfW/rMQ3liJtEAAAAASUVORK5CYII=</item> <item item-id="253">iVBORw0KGgoAAAANSUhEUgAAALcAAAAbCAYAAAA+sB4KAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAQHSURBVHhe7ZmLsaMwDEVTFwVRD9XQ TIphrZ8tC9l8XjaBRHfGswFbQkgHYd4+llDoSxVwh75WAXfoaxVwh75WAXfoa+XC/ZyG5fF4 5DHO6eQ80r/Lc5mGMlcNWlBpHsv8MD3B+TKtl4VuqMLJuOiSrmre1byMvBaGgxAp8SdrcAxT IrEvA7eA6wdbXRgvNiw5drm4uijaqWNJRvMGQjeRAFlzAsKa5wLTujbgMF98EB9rn0Vb/mpV cJNzBaxWgrdyauFOoodAzlEgK5Cjc99cDLbXoVJtBwsnctIA9vk03Rd8N/hDUfM9AXcnaE8O 3HVn9t8CoXuLGlijph7ICPzOtzWs7S48CzcGdmDLsAl3EvuEsTeg0JUl24KJGiEOBbPDxG64 Yd3mPvok3M39MAcnkObObm9E1tkAjf3uhyf0csm3U3NsFYebFUBIK+3bmd/+mgEPeCNhj0bv Tf/Hzu0b8k3om+f11eg9eWr9/bo43/9mZ3mdLIiUeoLnYw0Ca2jg47rmmGwzxNEDtkggb/Nx Fu5W50W14O49kclm9eXIfnbe7DXE3aiZm9cLwJYCCuTjXOK4FNycHz+mYzBurz/mT31Q6kTy iSyG8ijcgwOxm6DrC7vKW+DuwMIN6Czcf96WeLFhTD4HZ3IGMbbDIA733n8FtwQPN1o7OAs3 +NIgO35uorfB3QP4j3C/QrR1KDXFB2YVkFf7HYL7c3JMDyX4Aj73+zRwk2TvU418UQlcDb8S vC0pD4y/tvZXXjnSJdR8ZduwywDIdTkZ+DCW9TSGlEz5LUkzdiwX7nwtHYt64Fux2Byy33Xe wZfkQftDJ0mt3P1fVW8AXROOrx0Lxyt5tDVxwAbpvKzw6ciF+32Cm+3BAIPnqzdFw27UydJw KkCSalAp4Tpp86h8s1ZwV4Up63OXqeZ1LHS9UnxT8Argkgc8ruZauePj0IfhdrspF94WC4+5 mEfsQNo2HyvgwF8GNwHldJB+5+ZjkD7nzWPsGvaknk1rrpeDEOrzcDsgoXpFPmKHMt1yZa+6 d5qrbUm74eZu23rQ6BVr4O7Z6GP9u5eDEOoCndsWmtUr8hE7EdpIh1vbErwJbO8vPElH4cZz 3jzHsdtGH+vfvRyEUBfYcyfYNDSpaJsd7IgdCuDZAoEA8z+Owb25HoivpW2qdW4sHLuKp3pw evddzXVyEEJ9GG4QQyUDK6fPpb3yzBDJMdZvy05DZdbysCA8p7Hsy7Os7fojbkgfdnk+w9aK BSSAGxvu6nmkD2Qv7n4OQqILwP0OJZjs/5YimLqbJ1B0F9wj22VDl9JPwO3tl+Gc7txwfBjS gPvS+p3OrbcBaQjYCD6cO0oogy3+AvDr6UfgDv2iAu7Ql2pZ/gFR0fbDMnHvewAAAABJRU5E rkJggg==</item> <item item-id="254">iVBORw0KGgoAAAANSUhEUgAAAO0AAAA5CAYAAADa4qy2AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAezSURBVHhe7Z2LsesqDEVTlwtKPakm zZxicvlIIAmBcT6+cbzXDPMuNmDssBA4Z/IuDwDAoYC0ABwMSAvAwYC0ABwMSAvAwRhK+3db HpfLpaTrPRy8X/N/H3+P21LPqZQLKO7Xen65/cXGH7e2GABghY60LOT1Ib1i8ZSTQeLLZXlE D2s+lFtuoRU+pPM8GThuAwBWcKXNUgkRJUHKFCkZK20gy83H7o+rJygiLQBP4UibJfOWuC6O tDqS+lEbAPAcrbS0vJ1euq5KG6A2Y1JRGgCwmUba7n4zLGcXEi8lLmCl5XJiD5sw9acnBQCA ohtp/YhIS11pnIiiJVlhJYeOunT/o/t7M/Kte0z50XfeE4BT0Erbi5SJnrR6eawJdZo3Tkfc 59Jev/ts3k8Ulie2+ua+9gPSnhPnRZQcIHSg8KS0iyNnqne8l1Np+7CLtINoShMrpD04csu4 4cN0peUB04r7rLSxLSmo085B2E3akZiQ9gcIjpVxNJigHTrSZvillErlQiyjSP4Io+VxnQj8 srq9ut/lGxLnVd1OvTKw+bo0aYg9dU3LYylt8ORi6hGutOVasi/ty7mmL/YZUrvtc49t8XOQ 7aVGAr1nB76Wvz81huLq1tXHYSjtfsRBNxrkPHDDORXZO/WuUkwpnRj4AS1gHvjywd2vom2i kVZNArV83mKEa6vzsi/5elUwEo/bVmLW55Dy6lzv2VEefD9xjGz4wL5DWjf60YC2gzDlaZBu qReRdUteiBTbK0IGUaScxDjSUj4ij3nnU9+lxIFRnd650TMAXw+/PzqmtI4gidHg3VIvYaJb U19E23DOe47T0lJ07E0geQlspB3VkXn579EzADtCK6XwubhJDw4NfZ6zE+0XRVo7gInR4N1S j0l1+GG2dbOUQVjvjXdgq7TpmHee+jFdR+blv0fPABwGd1x1+KI9bZBIdjoMxtWIs6VeIkqx NsCzOL2ZMS1nOtLKOqqc2xeemWt/1Ac3um91bvAMwHGIk68eIF2+RNoIycIp3YA8Fvaid5KD 82lcrtWTspiylOwA/7td6763YOu2L3+WJS556XyRqNeXiFlScZ0UPcXxa4j8Ml/S6BmA45DH wezH9kXS7kF4OPavs5JwMvoGAWTUmsFGxVMxmpR6OKsDQXk5E9JoxZDfC8Ry794ejPtXr/vC Z24m5i3tnEpab98Qj8mBEfObP4jTShsHt1nerz4HIbkjRRK2NJDLtuJyG++WNTLuX5aNr5vL 7v25ny/SyuVoSDwgyuy59RMgYbm9U4kbtivaJ3q+Ew/Bm0DzszQiKkkiJNWHH7TbP7o/denY P0/uD3IyacGn0ZGyjytFI2jArGLy0nkmwka5nXKxvQnJ+pOKeJcR8Y59GEgL3ogTiTr0pfWk 4DZzlF1ut7qEHQpsxJ0UNjI9qVCfZu75XUDaEyNf+Lhp60h8VQoSQB2XIqd/x7f0NxKHtzsT 4m7oW+Qw0jYfGtKh0954f6vdw5c2QJFV3wuJ4klDIo+lCWJtEDYyLa1aCewDIi14C3GQbxm4 XWkVOZKWt8dPRbo3RtokKPa04D/ytuVxkEl9LRMG8trP485I25ZxBB1KQ8JSLpWdFNfvX7tn n5t83gukBa9By1OdbDRsSRNGd7D396pJEnG8/7baCMtMitvtX7zfcnwtyn8GSAueJgsU5TKp jGKSTw3+PNBreRElU9TMx9s/qKioFcLbjRn0j5D3vbewEUgLwMGAtAAcjJ2l5T2AXYKYNLHn AOCs7ChtFZX3Af03dOsvMgA4K4607WvtMRvK04uGsbQAgBGOtLyEpewqG8pPSHu/QWIARhhp 7V6Tl6n8vRmlIppfvvkqoFq6Im1oz+ZTeXF9NTvofpWvCcp1uH90H+53ivO/eQzAN9BGWiMW i1G/NyNRWC5bPuXFd1tJFMp70iY5RHInBKov20r9ENfhtj/4m8cAfAPr0iZRTMSRZWx5Qf0S fCDtKNLatlNeCszt15QmF69Psm7Ji/uK7ckJQ/UrYiarHVB/RFDuR08+4HysSpujoV0m5oHT E4QjaDq2FmmNBGpPa9uWeSWZwelTOKhXDE19EW3DOV0332+SZydpo7DcV5ZXflWm+wfOxGSk tYNEzPZueRPBNkibuT9u3oQg8/Y6EluPoXvJqa2b+7PxN48/wiCa9u4NnIbpPa0c5GrwmvLp nFiGqrxXtpFARDzbF5V3lqtByu7yOInQkbxAkUxXLOwmrdt/YnQOnIJWWpYhDt4yyOWxkNTA teXrEi6m5RpEEvm5ZNsJ0v/X3zzOuNIWieRzqJNWPc/XHz/TPMmJ46mtXDfdSyOtbsfeD/g9 HGl/lTC4X/zN40ZatdyuouY9aGi3uxzPolXBSDxuW4lZJ5tW2ljPmyAoD36S00jrRcl4TEam mB8NeK8NVxR5zDvv7cdHdXrn1KRQE6Ltb3OuSCuXo2JwJxnjMWVWy7S0FB1T+875fD0j7ajO SFrbH/DznEja19kqbSMZQxFyus5I2kZ+8OtA2g2kvWpHWhmlVTlP2nAmR/0qnJoQZqXldmSf gshYHv82kHaK+jIop/blD/6PeWAvIO2ruJEUgM8BaV8F0oKdgbSvQMLy0hTigj2AtAAcDEgL wKF4PP4BMtVRxS3bG70AAAAASUVORK5CYII=</item> <item item-id="255">iVBORw0KGgoAAAANSUhEUgAAAQwAAAAbCAYAAACJKLEEAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAWJSURBVHhe7VoBlusqCJ11ZUFZT1bT zXQx+YKggKKmf5p5neH+43mjCKJyb9L2f52BQCCwiBCMQCCwjBCMQCCwjBCMQCCwjBCMQCCw jL5gPPbz6+urtu04n+m/Y6d/N2GTbX9QgHZOMSU8dmHb9nN35j6PTY3n+I9z5znP49zE/EDg 7QBuIB8kck3a+lWgWtW17GEeT3GoM2FmR3R5PkYjGHmh7TykZ9nsnrZCwMXEPF5cLJoJL3wk 0vxNLOLObUSBBOOoFzA8+0Dg20BEVsSCsVq3Xh3bh59fs/N4yFGRA/ZFwJldI+9JcnEEJRi8 qX5svREgvBUWKzYYz1Ot5C/X8Q6aN9TN6Z95w8hvVD+fR+CdeOz7ediafsI7twTUq3ngwthq cUzj5VpTBAculpxmdovO/AGEYGRi+oFT6PRUL9vuCIYVnL8jGIMcA78DVK/DmgZATdpCQK7A w/SFGmni0cd9kQPkVAk/s1u8KhhEvlXHnxMM0S+CQYeU/rY5pUnCJvZXfEkocW2OLXxEkry/ 0tDG/tx4D866gQ9EumOqg2FNQ001Nl0H2ERNDdGNl0C1W+rPzpnZFXJ+1wWDVPBlweAkRXLX BYMOtNPy3EpO7POaIo/8sUiSts1xT6+WNTbPlcQnH7lH9BWxGhvnCHDWLfbAXcj1MGgLlwIf RXiWV9O6fut8jSoes2Wn8Yiv7loze8GtgsEbomYO8rpg9DaXiVzmSvJ1iSjm93JMDffY87Vj 2BfEJ9QidARjtO7HgIrbu783wJI7n6e5/7uR7vYQaw9rOoGJPrpr3Ofihvrx4G6AK/yQs7yZ 2SVeFQwOvnozSIqWTBK+CCS8WTDwACBH73J7vnbM9PnysC/3b/1G634EuNBSu2kfQCIuWhaO +nFRnO3NsCImWz+nBQJCfSxvqI0nzwqAOYp7mtk1XhYMCjwQASCMIsVEMEZzHrse/zbBwDGK jes7guX6OmvZWHJv1m+07gcB7+QWwTB3LNG7pwvINT1oFwOvnAmsOQyb6uPKsjpe76xgjOtt ZrfIgrGajxIMdoaDtAEgaaVCkjAuKJ454N6hu4IxInFTTLRendyun/LGffQKcbBWzq/uV/W9 PHrrfhBWyPEt6N0FY2T7AUzPBPL9P3aLZn6/tmp/Zs/IQgp8G4lJCyMYGZkMELC2hgzSPrzN 2fzWzuYmjz0pc+lnsto5LSmz4pY5GFyP5fXkWIr9yIVa+k/ts6Vc2K5/pdFKz/NHe645Zx/v VxrXr5CK16QcUNTr/Ny2VID8t81VF06XHGUtmUsVUjcXe88Ut621eta49RIPgyR4Z3cPmjOx Z+ycl2vn/fD4LB6if5YVMzvtg+yqxCboCkbgnYDLHBEMGtmxeHiu49f9xQcgSJegCz0XlCwU +xERMCZHnV+eVsouc8nrVXJTQXNsJQr1HLCvbN7ZUT/wdoRg3A37BKGGZLIEwD4R5IofQPqW viAxxCtikEjqPYXsuLsWjfXsmLsUkISRj2cbnUHgFoRg3A1FVIMRca74IcxTvfEXbxnJpn0z lgWD3go88cqvv0YwRj6yL/8enUHgFoRg3A0o+oY8hBFxrvgx0IefxK1vFoQkFvibfYurgoFj PTvlsewj+/Lv0RkEbkEIxu0wn98BiQjTJ+0VPwQQckauTFrvS2v8bsIRDOmj5nVzodxFPkqM RvtWtsEZBG5BCMaPgIjKDdkgx7bOrzQrfpKoZi41S67nsdfvOQqsb/tF47bBxwyyFwJ7uQBY NIwPvX2Upn4Jk210BoG7EILxa5EIKv+fZgCSXb51JPLJp/UK7NtA4E8hBOOXovf9A4zJNwzo XyZ+CMafRgjGr4X5CJAaiwWKCYxdZT2JBccL0fh7CMEIBALLCMEIBAKLOM//ADw6hrfsWvvm AAAAAElFTkSuQmCC</item> <item item-id="256">iVBORw0KGgoAAAANSUhEUgAAAPgAAAA5CAYAAAAbZeYaAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAe6SURBVHhe7Z2LtfK4Dkapi4JSD9XQ DMUwtmTZkiw7yX8GCOHbd3nNOH4mePsRuGcuTwDAaYHgAJwYCA7AiYHgAJwYCA7AiZkLfl+e l8ulhevt+Uj/uy3ln1eVpsNyLxX0eWpS4r6otOvyXAZ5H7eruc7135+L5HncnleVHwDADAVn +a7P26NcyBSRLpcl6VWgSUDlk0mBJgOGBVVlNCn/VTUyzNtJXAS/SZ8gOACeUHBZMWNhslgT wRN+cqD6lPCGVF63M54M1IrtOcwKzjsWTDTgKASCs0hDIROPtGrWMRwI7ieI3xF80kcAPkAv eJFFb5unfExwFa+C6zO/7VPKZN4H1PurZcvERm1L3aqM6qTcXw2UJuUlyD0M2gXgDfSCk7B/ ELwI053BdwnehPCB8zaZtOC6H3xM0JL1fVwWvlcOkleLWsroe6Syqq4uTfqYGbRb0wF4Lf+T 4CJECU7ml6zgWpZQHJU/6mMKdI9RWX+N4krUQvsWYCD4rN2voexARp/fCzDfrqTAz9N9/mAT 4zP41idJg7gf/JqxtIkXC04y5T6OBmhU1l9zcdllUFzfvy83a/crKGMhhzfdR5ZbJkARvR2f 1LMFmwgElwc7ljYPcDOIVwSf5bkv9vr/JjhdK3VT+4MJZlh20JavS9+bLzdr94ugz+QtgrvP WBN9TmCVUPD0NOuLIf9A9QxLTORtxNu8aOAMBZ9J1334pb2WuW8/9XvfFp3j3L92vyY+6kfU 7hfxNsGjz0KYpYEhA8EZHrwsuoRu8Or06dNfy9+nS3LXjyVt62uc5fJ5eonUdjMHqtxe4/b0 tVT3nQdWjT9smWvqi6Tbt/gySUXtCvaeW5+5zOgt/rBclUDaLH2gSbjl53B9Xod9tRNsKHht S/elTXzDvvjPudTbj7X2rOnWO8FHzw5opoKDV5IH6EwIGeQpzeySBuXCbwQySpKElZUl0XOH PzJlOsHNhNHy89EutW3SdV+4vSZjkVTqNhK359ALPnp2JQ4qEPxThKtqGfx+wFK8DOg95TK6 bI0r6XJ9Vd4klRa5MF/BSzyjr0Xp1HctfGJWZpQ2ewbAAME/hRHLMRvoe8oRbtXsyqtVPKXZ ssxmwcuqO5pseBvuBJ+V0XH977NnAAwQ/FPkQdoN9sJsoO8pJ1AZWen6sixwkjuFqN69gtO1 KL30Y3MZHdf/PnsGwADBP4Y7f2bSwF1dyfaUI7JAazKwZKOXpHS2Hgiuy5h8YV9K31V/zOQx u2+TNnkGwADBP0oRSwKNXn0tnZ27t/hbymmxXN4SvAyP29LO6RVftn+xdb3mbXdJr8KN+pIR yV2ZsrrXYL4p0WH2DIAHgp+eJNTNDX6SU6/qSRa9Gm7Br7Y/Br9P4MllyzNYzx/sSiLyRLjj s4LgJyc6P+dregXP8d2i/rLgtNuQCZJ3EtPnsJpf7Uam8pZ8EBw03JY4BZG7rip7LS1yS32/ JTk/T3PP01V1e/5oMtbc07HltpLHA8EB2ANNbupdRCa6JuzIPxU8TQp5klibBDwQHIA9mO22 MNmm78g/ljflL5khOAAT+Oe0kxBaqviA4HlrLln/JHh4wwgIXxReTiRseSexWfBB/lDelFd/ CYIVHIBXsuNMTezIH8k723GsbTYyEBz8FH/eoif9/Fvx+aq6Pf+W1RkrOACvJm+7q2ST87ew MX/4k2AHBAfgDZBoZdW3spbfHTgJx/kzLL2km58EOyA4AKACwQE4MT8kuJx9/HbIhR3bHwCO zo8I3qSW8098lsnnJ/+jBAC+l4MJHvwwf8qO/PTd45rgAJyLgwk+/gohZkf+DYLfbxAenIsD Ce7PxrJVLl87yPUqZZxffx1BoRm9Iniqz8cpv2rfzCS2X/X/X13bkf6V+6CfLLb8HLb/bXIA /oVjreBOQpGo/XGCIpWI6PNTXH2HSFKVeCQ4iaRCOHmU8rou6odqR+p+4d8mB+BfOLbgJJVb yXQen1/RfpI4EXy2gvu6Ka5ll/pboIko6pMuW+PqvnJ9enIx/cq4ie0N+J908v3YiQocn0ML zqus36ryIBvJJCszXVtbwZ0w5gzu69ZxI6Qj6FO6aHciXXm1iqc0W5bvl0R7k+BZbumriK6/ XrT9A0fmC1ZwP6DUKhLmdyvjDsGZ+/MWTR467tvR+HJCuRcOfVnuz86/Tf4SJqv06N7AYfmK M7gWwgx0l5/S1FbYxKO8nTBqJfV9MfFgy5wEHm7RSZrBhFApK6QtWHmb4GH/C7M0cEiOJbiI kwd6FUJfS8EMcp+/bSNz0P/lz+3B15MmiI/+bXImFLwKp59Dm+BaurQ/f6Y8IarrVBeXpXvp BLf1+PsBn+dggp+VJMIf/zZ5J7jZ8jep+cyc6h0eCVjKJmORVOo2EreJqRc8l4smkxIHhwCC v4Fo9c3X9IqX4zM5ojpCqfS1KD16fzArM0ozE0gLWMWPBQR/C3Yrq0UgcfM1Y2HPZsHLqkv1 B+ncnhN8VmYmuO8POBwQ/EvYK3gnpFBW3s1lZoJ3EwU4GhD8S6Cz9UBwvfqbfJHgKYV3E01O M3lsFVzq0X1K0mOLfiwg+OFpL7o49C+28F/4BCMg+DcTrtAANCD4NwPBwQoQ/Fspcsv2GJKD CAgOwImB4ACclufzPwWWBg6s0AnjAAAAAElFTkSuQmCC</item> <item item-id="257">iVBORw0KGgoAAAANSUhEUgAAAQ8AAAAjCAYAAACKNo/HAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAXPSURBVHhe7ZsNtqMgDIW7LhfkelxN N9PFOPwkGEJAoLbT9t3vHM5UJRBDcqX2zW0HAIAJIB4AgCkgHgCAKSAeAIApIB4A/DqPbV9u t/3m23qnk88D8QDgp7nv67LtD/7sBOQq/YB4APDLPB4kHJH7CvEAAIxyX/G1BQAwht9x4J0H AGAOenG6bPKLzDwQDwD+EI9t2W/pBepzQDwA+Etc+N4D4gHAn+Gxb8urf23x6sR/VOJb2Oa4 iVf61zmQXeeWvCr7SIfTyxvflnVfT8d7jmw+1+Kw1/7mDT6JuLb5erfo6U85Xdnyyxy76p1C Tnv+8HXE8l/VcjUWZs23KcQjBmHZs/tPf6G2ujATYTLRjycXk8YbEjYS1z8Lcsd4M/j74Xl4 gdf7kSwQj1/DF9mRc1xU9XX2uaD765wV4mLkY8irNEHse62AtOePtcI+x75zeT3meyYe7UD7 gUVQdbE7tPCE8WrF7+yzeTrGG6cRSBLEuSCDj+W+qXyhJ3ZtodUfUcWcsXPOzOeQR0pssmK+ Drue4v0VtVSruyZxrAnxiIXWmvSxbUdAjGLX4vOseOjxhmkJBMTjz5DvDE7weVHpa+azJRTV 3FIPYMb37yh2c/4wlxI761wXs+JBN9y93Xq3eKQFIZFLi0BPlnDuED+2PZofW+xE0nhhEEc+ zrXbTvD/MJ7MNXxONIrYzGcjb8vckigBOZlTUp9fC5LI8yFmxSM48YR4UMDkzT0lHnI88i02 GSh9syQAPGe2iCw6dJxd83bl3OPBB8/C76WqbXRR/FrWclCQP2yM3YHDzmfKK3le53IBCUin b8yPiQcHm5q6sXHxaIxnFbQVONlP29SuWXO71h2Lj0AJ5xvQhR7jPJu4r+G+toq4hEXEWvtq PlMuyVjUBOjAxWlwrbrFQ+d9N7PiQYverezB6fbCxIWoBNHZZ1OdjWcExB4/3kcIgLaRx/Kz n/uNRXc9tHa+vek+vHBwkrGIfNqvWD4/xv2oF1BVPDJ6CtDHyeWtz8GB9TLnD3ms6sY618W0 eHAS1CfNFqNDPFp9iifChHhEG52oMYHDOW0jj+XnMM7Zk+Lz6UvuKxAx1ljrNMBlX1vcmmZF 4Pzauk1t/3vie96HhIOOQrw618weOxa89Hc+D8qxWmTiwcZ+kfQA8kkTOCv2AI2nbsS8uRnx SP4ei5GNrW3kcXbN8FMn3xcwnzSDmGtBtK69i5BLMY+P1vlw8P5XYhiErRrfMhdLlHAwjTkl 1fn9/abzDWGvEAXb+1Xxr4ISj0hIQhX8w5lDYFJrenrWv2e8GBC+nl9W9hxEnUCr+5okj1Nj wcrnaPl4iAovlLjeY5cKjOekBTOTfnGJxZ95YZUdYYpHmkv6IkS65kslrmVu+LE4DnK8MIij FrvXYOVuaMkh8qeWJzp+AY4NtzJ+/vzr7q0xPyHvO0vBDmZtTfEAEp9srWITixkSkftW7JyI 8ULlxS8K0JELQUx4ubDWi8DcxpEVxtE/PWmy69KXON9RDKrgMoE44hCOs2u12NEx+GogHmeY uwEqLF0M4ZiKZcTOI23TsShoP14SBlewxhOyEA9PdS46Z10PvksxcbRsatdaMQBfD8TjjKxo Fa0iGrELqKd9YS92H+5abhvpFg/aLdSELG5jlXi0bOSx/NyKAfh6IB5n+AIoColoFdGIHRNs +Ald2kZxcMIh/uOXZFQ8wjnrOvnRbSOP5edWDMDXA/E4RX3f97iiOH0Cj9gFfHGeFVos4PKF csR8G09zSZusn+kL+S78yYSpdd/ZtUYMwNcD8eiCipZbqAx5btm3OxUpH4f6OLOTRav6UtOF 9tjW471IQtuWLymXxX8VoeupmGu+eFhAlA3tSlJ76lcs8M1APD4GV6z6r5hC4cvdiCtE+RTv Qe8SALgIiMeHYL2v8OfkzsMfD4sAxAO8CIjHx6C+JrjGwhGExZ8bVQASDh4PAgKuBOIBAJgC 4gEAmGDf/wHexQcgMwwnVAAAAABJRU5ErkJggg==</item> <item item-id="258">iVBORw0KGgoAAAANSUhEUgAAAOQAAAA5CAYAAAAm94d8AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAd5SURBVHhe7Z0LdqMwDEW7LhbEerKa bCaLyfgnW5JlYSYN0OTdOT5TwDaG6lqGdjI/TwDAZYCQAFwICAnAhYCQAFwICAnAhfCFvK/P n5+fVpbb8xH+3Nby98KO8bLeSwd9nXoocF/ZsWV9rpv9vYY4Xyi52/tzrV8DcC5DIXPwLs/b o+yIPG7PJQXzGsK4kKRl9UjiJG/mcVtkG06ov/CTTPT3P8TrofOQmOs9y9jkBOBcTCGzQKMg jUHsCBnQMqf+RkKF9uI8E/3tx8mCZZKBkOAKGEKWrOFkpMft5gqphX5VSH+CmMCTDkKCC9EL WQJULCM9jhayCkTLTcrW6nm1nI/athL7ZhmzE1L2M30fAPgFeiGTEC8IWQKcC/iSkLy/MrZc +DNplqiNuUhF5xTSkciWkLFdf24xPgDeyC8JSZKUouTbL6TTnyVJaqNeGvF6us3omHXuUP5W llST0QHQSzIq+T47z+1gyPgZcvZOpiCWS0xNXjaO37KKU231Zwhp95+vI8m0R8gDA/n3adn/ qOvA2+vfxRCSbuxYiihAvdETQnp17qva/x9C5jb6m89m6D1CjiaOP4S7IvlV2D3WWN8nsIkp ZLib9cWGvqF8RkzMCEn9qSAxA+d/hKzjbTKJvmeFtMYZxvO3lqzq2t+JJ513DAwZCJlJ39hw U3lpN7hJW4t797fqz/THlmShyMOqPQVkyZ61rGGJzLdroUlAnsMbYxOVMgU7PtOuBi2ds0wo esypLM+l9kETj2pXMIWs5+JjYRPfaCyD+9rHRuyL7gPvL3USGN07wHGFBJwYUF4AU1CGYyLL D9qFiaEFMxeKBXVAypWDmrveLfkDnZBC8FY/P5qEc4vjfCz5fE2eIhX1LaRr96EXcnTvyjao QMhZzKxVglUHWNouAbinXYS3rdtMkthflS1IwMUr+BmybEf4Put4GjsXNOC1GR3z7gEQQMhZ hAgKLzD3tEuorNS1Z1kyHJNtM9NClqw2mhzyslQJ6bXh2/xr7x4AAYScJQZVF5wFLzD3tCNS G8okfdssXJAxFKvfvUKmfdbxMo7pNnybf+3dAyCAkNOo56dICLTNTLGnXSIG/FbwZilGL9HS s+FASN5G1DPHUsbOxiNk965bHHPuARBAyF0UEaikaOP7wrPfvQQ+baeY22rHRVB1S9HB+7it 7Tmzotv2L1KWJS5Dy/EqyGgsEZJStSnZs5aX3l4DAkJejiDATQVrkolnzRDcPNvMoLPZl5Gf h/NkMHMPvPr8WCts8nMnOB8IeTGs57+4j2fIuL1brG8WUjzDZlnc++DWV5meilhtqCW+mEx9 IOTlUEvEUEjGOjPvtarISP19l5T5foprjsINVxgb9e/3Xq5wvE6Yj/jhNpwoKM+ePhASfDZp MlJCWPuIvfUD1i9nVGLbHTMghASfjVh+Es6ydW/9eGyUbaOMw0xsAyHBpcm/3ueUrezzbiH5 cpVRHy9S+c9nSHGhKCgHlLdjCZaWoDuEdOq7y9UAiWlJa4EMCT4b6/nP2kfsqu8sVyv5JRGE BB/By0vWIgSvlrLWjresw/qD5aomXsPmMAsQEnw+cRlahfJe0BQm628tVxMxu25m0QaEBF8B f8ki5coZUWfAcX1isFxNz6Ale8eyQ8YIhATgQkBIAC7EBwhJa/z8t1gu8LJz6QDAGfxxIZuE tM6334jF54T5H84CcBYHCdm/SvbZUT/9jGhLSAD+BgcJOX51bLOj/oSQ9xsEBX+DA4TUz3a0 dCyvm2l/lciuz19Dp9IM3BAy9Ke3U312fmG+HFf7ZzV0HhpfuQ79mjuV+c9QBYBzTIZU0lDQ t99yKBKQOLp+2mY/hE0SlG1LyBT4rJiyl/a8rzQOdh7q+42foQoA5xwhkwQqU/A6uj6j/SqV I6SXIXXfaZvLSf23kiYOa0y8bd1m1xX745OBGFdETUQHoH8VLV+PnFjAeZwiZM5ieumWg2IU /JT50r6tDKkCXDxD6r75thBIYYwp7JSZvmvPsmQ4Jtvm601iHCRklJHGSmLyHxfJ8YEzODFD 6gBgs7RZX2WeHUJm7s+bJTvf1ufh6HZEuZZc+rZ5PDs/Q/UtOFlwdG3gcE59huQBLAJT1U/H 2NJQbFt1uwBnmUqPRWwbS8gg3HDJmoJ8IHClZCDZsHKYkOb4C94xcCjHCEmBHgOzBjDfF4oI Sl2/LatiWdYgCdueK7qfIPSpn6GaMYWsgvD70CakdpzO79/TPIGx/amv3DZdSyek7EdfD3gf Bwn5qYTAffEzVDshxRK4SZif+UK/wyVylqjJU6SivoV0bSLphYztLPnLNngrEPIFrOwW9/GM Ere9YLb6MCXg+6zj1vOv12Z0TAjfCrLkMUDIl5BLOx64SbS4T1jTMy1kyWqpf+N4Pp8S0mvj CanHAw4DQp7MXiE7gYiS2abbeEJ2YoOjgJAnk54NB0Ly7CrqWUKGIzlbN5mE7LNCUj98TEFS LFmPAUKeRnuxkkv/IgX/U9X3ASGviJkBwTcAIa8IhPxaIOTVKDLSchFSfhcQEoALASEBuAzP 5z/9xkLwWXs0OQAAAABJRU5ErkJggg==</item> <item item-id="259">iVBORw0KGgoAAAANSUhEUgAAAJQAAAAbCAYAAACa2qbZAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMRSURBVGhD7ZcLsusgCIazriwo68lq spkuJlcQFJCYnF5Pe5ryzzijRvDBV7TTHgoNVAAVGqoAKjRUAVRoqAKo0FC9BKhtmfZpqmXZ sHdfSj30Hj32dU4xmddUc/RY91nEbTLBeqyziekLgAKY5jUvl8FatgyTXEjo1aoxOAJKAtPE altS35K8YKMkh18GqpOFiP4A6r1CaFygUuwOg5MzWwNY8vO7QPWgCaB+ILqaSkYYp0OgMAM5 mQmEsZt3uniyqK8CVQLMi4cijMp3TpW8OTk+FVqcTZfZl8hYDVDaD1+TIO1r/KF+s3ygTEyh SKrUdcciLnK90ighym+eZKi+S0d54hp8WggvUEHDIHpAgZ0HL9XFhh/r+vVA2T85TZHBP9Hx lceqcBW3p0CBmoyRZANrv3uOezZH3xSwtSCoNO74kAzET0lkzh/rf2zfr3OgshBi3mQn7n2g 6LBkYOX3fBX5pLo2si3rsMDepmgsgqYWSL8KKAHUU7oKFMaIN4nxuPyGojZKHJb3nTLLZRvZ lnWPeE/ufODq4qHcRK+98kjp7KvbfCvIadhPA5RcDC6cJ/OAIscSBrXAq0CxH7mxtAHOcquY E9ZU32xZ3wbUSKkYHwliZcfAj7v01STSADWnx3Eh3Rhwvw+VsaFsUsqSCJftUjh16jl0enX6 hVygcH7wLdaHtrYNElk1Cf3xfPbH0vRrW+UfiloXj/XW0BOPv5DFL8uct7zC7JnbsyXJ8+Bt nFx5n6EGKHUgdFAFcNmGej1Y3DvYCl/lX6Xbb2wp8DWDEghoJwNo15BH30H3BApk9+O2KZjy G9WbzHHSj90IiMkiju/iAtt3BIoPi4o9s7+u54HqBZrOQx6G1y9s8xVgr6WcmU7/9d5ENUN9 sIYDxaJrstsvbd3xGahmLOho3g/WLYBy/6mcBU+2Td39V9npr37bx7OCXY112jfQhwMlH7pQ +D2i+5f0gIbAHbVrSfab+cbRpuDrfuehXaCiUkA3Y9U893lH3SJDhf6OAqjQUAVQoaEKoEJD FUCFBmrf/wGOwVvQvqh/WwAAAABJRU5ErkJggg==</item> <item item-id="260">iVBORw0KGgoAAAANSUhEUgAAATMAAAAbCAYAAAAQ0GixAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAXiSURBVHhe7ZrddfIwDIa7AHswA1t0 CfboBpmGqy7wXXUArjpJPsmWbEmRnZSkQIOec3zqn0j+wXqxQ9/GIAiCHRBiFgTBLggxC4Jg F4SYBUGwC0LMgiDYBTeK2WU8v72N5wsVf8QaWyb7eGuldc5/yBbz2Q+Xs/4s8rrEGj0DX0cI d/gcOH19YO3H+FXyLT7HfwdtW9KxazjDkr47fL6P38IeRnMLjxazzHU4wXqewWMl12Eg6frf IwKVQSE7DdeSz2KW16cKW/AIUMi+3z9LHj4QEIEsJjmfmvp8HOHZw/gvu6Ey2B9AVKjqZ6wQ M+5b2N8oZs+BJ2aJyxnqIYBOw5hDa0uu43CKwJzSEfXrMJ5abcEd6IiGOd10sWIGZGHUdXdj m5PZc9AUMyCfDE4jHRQ25BEnsSyg9ztt3kBPsELMHktPsFaK2ff7AeoW2m9NU8zSaQaDnwMH Utp9tozogK5XO0w14Px6KwbCPyZ1muJnvTGwfz/Aue/zmU5pyQ808KmNyyXQcl/sT48dUjam Zzjhs9vN526UOcuxCuFvrElrbpO1Sr7EukzETPvhqyni75kXogSofE8lBKS08xXxOH7lBv1e i65+LDY1oS9xUpuImfbDV9PEIjFr2LvjtidGfw4S+94PkxYz2mx1I0JdCXpZrpsU28pGFQF7 HYa8Ad16Y0ubum5m2uTJrj47HQM93REzHn/ybYOJy0LolJ/UXvtR/Spf285nKfYl+ySViTrQ uuRU+84+YQ1Uu1zb3tyw2FkX1YZ2Ys6yDfPeXnoVxHsgKRo5gCH4VTuLGJJFoAoPiQKLgRIs FhMqqza084STylbMqL2KTsP+6I3bjGNuDkBaB1su9pDNfwC14VplJ6ApPwmgmfpUnQLHiJHj u7hI5RoIPTHjb/i2n0aboQqHM3dEllfO527YcSC9cSI3zc1pU2JZk/zSaYuxEdCbyELb7KLL GtuFWAFBZJ3XnkRGihvQs2m1KbGsqQiM1y5PTz17b9yTvufmoE+F1if0RvQ2oy032tLGlJ+0 Vy9sfTHKG6Z7oiqu2mKm3pn1/Ng2QolhCsB5X2vnczfcfjvjBFbNTeZxLXtiRM9O9hL1ler3 JGY8X3bqBT2dYlqikK96Rgh6NrIs8ygoUpwsSXCMoEh69t68RN3cHNx243MbMWPoW7dbL23d 58WGmRlTU8zIryegk7JtQ5K98JvKS09mxtcP5rOUVddMxO23M05kzdxk3q5tC7c/dAWf+Sox e3K8oKegTnVeO52IFtvIssx7pyPJEjFr2XvjnvRt2uUcvL6Nz/ViBvlBbDgMNP6mbtVXv3Rt EJtbbVb17LTsiVmu0z456FL/AD8zmQuR2+v1T5W7Y1o3n7tB/UrRSwLZGmdixdxUm3NVBOHq 7hmB6nOPUIDKf0ZV74o8UeD3S0JI0kmmZSPLqm36ngpFRF8zO2LWs/fG7fXdmgMJmxJL4xNa kRzsWQRg0w202RvlmiDAL6aNdzNtYF0v+2Gx4CChVDaqedb200k2ABB5mjmdIXjE85xKIJr1 kM/rXwBlWjMftm0xFZJV0GdzOqFI0xjccco1QRpzo1NUSbBe0kdNPE/dR3/PaFwxS/2jbzG+ ZGvLSO67dinWwAr1pF7bKv+Y1Lj4WW8MHShAvw94rcLgleLAAZ2TEoYiBsaGTjwlHUEMZLkk FindRxZV47vUe3j23rhlHffdmEPB+BYJfUIueDnUSelvMREzJYAklkVcZRnzVUTT3NFW+Lrn L/FNvBNMsIgQs1dkT2KG2Pm4ZRIS2Ub5yYlppj5VJ3EyJ2XHd3GRyiFmv0mI2avBgUrJxuuz c7uY9USG1kMuhlcvbPM11F7784mM3/95/cguJpCQgeNydQqWE2IW/Ck2FzOGrqbdemnrPs/v ySA7N6Zgc0LMgj+F+tWVmRMOWTb5R/0SH2xPiFnwR5Av1THx+ydd//y/xC94bxbcRIhZEAS7 IMQsCIJdEGIWBMEuCDELgmAXhJgFQbADxvE/EeFUO3U4WhIAAAAASUVORK5CYII=</item> <item item-id="261">iVBORw0KGgoAAAANSUhEUgAAAJsAAAAVCAYAAABR25wkAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAMVSURBVGhD7VfLseowDKUB+qCGdEET 6YMOUk1WNMAqBbCiEl9Zn1hWbBNugi/v4TOjwbJk+aOD7BxcQ0MlNLI1VEMjW0M1NLI1VEMj W0M1/JJsFzcdDm66sPoStowVUAyXk9Om4C9ij/38I7gProO99iPrLwIy8xv8NdkIj/MRdnBy E+se1OdJF/e/D19CtrGHYz2gVCbbZyBFNsTlRIQ7nt2Du/bD1d2OX1LJLP6msn0GsmQDTCdf 3Y7uduWO3fBF16bFbmTDauCTQ//c8Paxukd84OHq8hKSn+63yVLxvUTVSHxTayiTTeaeTlzl MA4YpOqJfoX5sE1zSbx47SA4r/iIeN/99vOJGHu6OrUI2e5DF9vQcHdDJ329I9fR9V7HNh84 WEG4GsxJ0bpvhwOfk6UO9HE+U/KT/WYsJ+ZxlvLDScBxOrF2DeRdIpusH2PPhGKb6IqIURy0 h3mieaNY++6nhFTSI1lZbuy4EnDObgD6KB3GEKd8levcEIxgE50Ip5c09kBMbptDzOmJA+f2 4h/6pB/H4mEbsiRiJ9cAWFXZsnEyNgO6jr2kyGb0jfupgdVks2TyyFyj4Y9gyDcTFSobtMNs pUO0esYGs8XkSvWrsWmyUAUoViTWS2SL3mylONbGiMiarWyxvnU/NZAlGxNJKiRdkXINMgzZ 5BpFPapsHqq6gc3/htmeHYTWc4eESXnSr8cm/Sk5C18Po2fJxnFTBF/o1uaB41Vc1NdWNhPr hf2UUP0aXZAHoMmGdkXGhD+SsQOigXi/7WSD9k0dlq8o8i/O9Ye48lAOiUUCyVsv8l3qKbJJ RYr7VXUBiM9iLwyyh+st0otr2rafGlhNNnnUa0IpslFVC+SyOoFj8B+BZ6NkgDfKBI95fwg5 PQgk4GJspprE/XoeSaYkiGX+qDC+dp6CCKk0wtsL7PBhkIoVkh6fh/aPviQj2bIfGft+rCeb hxBuKf0Y27q+p2sYbTwccB/6mYDPZmv4zyDkEHkv6MNAil0jW8Pb4K9WXeUa2Rp2h3yl2o+W RraGamhka6gE534A8gIFtonc55EAAAAASUVORK5CYII=</item> <item item-id="262">iVBORw0KGgoAAAANSUhEUgAAAVAAAAAbCAYAAAAqANfCAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAVBSURBVHhe7ZqLkesgDEVTlwtyPa4m zaQYPyQQlsTHv31JHN8zw6z5gy4STrKPGQAAwCEQQAEA4CAIoAAAcBAEUAAAOAgCKAAAHAQB FBzmOT7mx2NJ45NL5zE/g88hOsS/WieThml+pR5gPwig4BAUPIcpup4EUu2sCKCfpNThNQ2V YPmap2EMrcFREEDBATpvma9pHhBAN0IBbI+tdrR3OtQDKDgLAujXEZ3k8fjiN4NekEQA3UHn Iqqyo/2GAPqcEFDP4gKoOG9M8hFtEU7VGxUb/bKI8pEiBYXnmNsuaZiHPIYED9cP7CdroDUa 5ixtSyOnqTgfO6KUcaKxlGMXAbR1pvxYd9NY7O33X7d7q32hxxIxVwJoGM/nub2aHz6+igqg ZKCeY0UDcD0bR9o2+o3agNo4IlTMWWGjSFq356jGviH+h5oimUPuMId4sWMcM2hi6rVGUYcl 2CXnEZ2Mcy7ng/OmrnWm0rNy4Fd4G1rmvwnGVsQeu0te2Vf7pWtbXnxqXKUhfHwfSwA1zrQk FrMn3J5+hO6b88r4NJ4WVjlZxB2qQ1iB93Gm7wdoapDKavWsqXaIQK9Pq27D2WhfADfQ2dtx r90Vy0WbfMu1XX0D9WNz/so+vg//ohL3s34GbABtLbhq3JTf04+Jxsm3bNFf3VChzvaNG+JN njLuGec40/cDVDWIe2g5QHxbcY7c66Pz+rl3NojUlvU0C/xRnWW/Mqiz4267B+TNksvI3psD aGiuvwP1Y+v8JX18OxQ8Za0SSLf+R4l7A/XiJdaMu7WfwH2SkSp9o9jBsI1/sagdhl/F34xF 6qlLVDVQwaFWn/TZ3Efn9XPvbGiq89FQP66zt+Neu3v7cn57AI0856kWnLfq6PsJaS8xfbOP K/t6WntTuO9Aw2b1ooMRVt849vRjaMFrThU31QoOdwqgp0kaaFtyUBb7VTVKmiqdjM1758HU 9c/GpObUbwHCz+tc2H6f3blOfVQ2+VrbwpZxvlI3n/9hH6+uP9GrS6gASqRNSeKeuiyI84yD 5jzvcK2fXoRrm1LpPGM+GJ6qcfnGo/XIIQyJJ/V5Iq5BsvHgpTb+8Bbltq8Zn5JZl7StraGF tF07gBtJh2AY1F7yGlsaEY19sZ1V+RjeInQ+p97ZCKR1FeWK39aZ0GPKvL15fHtr2yFoYWy6 KflxvtjHc0DTdpD16XqZv29TqzslGiv25b0UAdSOQ/txAfQdhEXoVw+CFyqbJcImvPEUhXGN MyaDZkfX+cVAVJeNpMbKvwZXy11f2ksw6HIwkoG539K2XENs/RaKQ3AdoPNV+Q8+nnVWduZi yodxTb2ep6cdZbV/VM5MrqN+StNU9/YAWrtZqEzfTpSPi65TG0M2lPtV88kAuk4M4SdcKedi Fk2LFaiMnYfg/Jsdy6/hQkDna/I2Hyd6OhCHtKvUmQCtEnd6K+kGUIsQw7LRqMxYoGSTcbca hkj5Yu5aueob1+vESbcY76kxj57iv6LX/855/wjofFXe5ONMR4fAKe30MwVQv57ABwLoef7c sYR0y3TLvVGL9lGcoi3RmhdUgc73ZW8ArepAnNFOP/M4PhBfNICaX5GFniF83j1Xfw3ulC/j yk27GNYIb9pW8qALdL4vPe3126tpV7X7Ce1MXRpHr4mCanq8CPHmoBslJvmeyZaPUzJ0I7+k 0N/84hiSWFLEMuV6HpnbfVzJBnZtq79sgjrQ+b60tA8krb7pP0ou+QYKALgh5o3wO0AABQBc AwRQAAA4gPuq5VuCKAIoAAAcBAEUAAAOMc//AMjnEUoGuCb6AAAAAElFTkSuQmCC</item> <item item-id="263">iVBORw0KGgoAAAANSUhEUgAAANAAAAAjCAYAAADlooTDAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAARuSURBVHhe7ZoNsqsgDIVdlwtyPa7G zbgYHwlBAwQK6vRd7flmmCmUnwg5BGyHDQBwGggIgAtAQABcAAIC4AIQEPgt1nkbh2EbhnGb Vym7AAQEfoZ1Hm8TTgACAr/BMjnxTNsi2buAgMAPsG7zOGzTRCKi45v7fJOSICDwfiT6TItX zZ1HOQgIvB4WzDi7OBRYtummKAQBgdeTC8gf6cYbQhAEBN5P9gJB7kSIQAC04AUzBMWQoKKI dB4I6BdocBh/sfZvqI6kL9r+3hC+q+7eNzpojAih0Ld+htw+bX/hdTZHqlDHpYZngIBejzhO 1RliceQORN8fTucdtfSbSst4Z1A2Wn1HxzRf99wRzbdtvR9BQC9nmaZtzi7RCcsijqdwDrk7 0bombcnJ7NfATeNdIH8hQBh3mtNRsO8FAwT0ZpwTkVPZTldnmSq/k9D/yaztvWk8Ep8RvajP BhvNvvn/bYm9VlkTlwQkZ0wJlUcnISSq76MJLLSTP+7RD1g+/MrEcbg96vs0ugkMn+NQXD4u gDJu7mSN+gXk2pbqFx29ZzxaV7WmjeIhzL7Zn1If8b5j6bzOaQFRQ6XYzPm9k/P3bHCoW2in /jYRP1z8YPGEeOP1Q1d3wpeyTGHeCqnBK+goFWp1C8itr+VA3M9uR+yw/eOJiDrEQ/xdAZlR QTraxSR1Oa/F1NiO0G33vHp46m+fIDcJ2eT6B+xyiIyzk0tcafsl3JzOyr5eAX3atIKQdic7 PZ61vnWaBWT5XhNXBFR6mNQYne9pxyQGZu1VFHLfxW2987JIOyc+5t0CqkWwz3a3OHW8hufG o3m8KQKxnyWit8qauCKgLAwKqRB0vqddgNuESc7b+kly4nHJ6rd9h3smdxzhNF3z5damxXnI xpIZn8cT8UiO/aTRPrtvtekK530k76tGcgdyi6MHDZNZE1BPOyaZPBO/y5cc5e0Cupue+Wq6 c35w+Pp4hfVvFBFvLlY92pT3cu8/rSIg/KZFdrX454ESECGOGxJboMvc5C5eFHueLf7UTj9M UldSuuut81RcSHOBOKqRPSJo6pcHTfOEtyFkuT+xQ0dEuzxuG/VPKbIr1LVs+B75fBmbHuPs zcocPLdif/aMOXUBnSX1m1zoer16p/ls20RA38Atnr5xEhyptOoLCylkCySRLprYfdF1nj4f C8ETlex86zx7O8zypC09i3PEQ/zaMfWCpzb42uD5fF1A1u5EZToCUb62C1h9uML4uGjmxXn1 d/I5iwwfyrmYBZGEe6PvvQvOQ0Bv4v9EIH3kcSmIh4VBZanTJpwXUM2xxR49tlWu2np70/Oy jzzmHTDNg8fzHwR0ndsFFJBjX7VctzXrewFldYnSuOCxPFJA5puYT86q88lnfSWjvkP0KJUf /YZomrx4CLZFdY08eDwPE5C+mFMK94m4fHIXfnLUUv5Irn30VtGl4N3i7HG58WJgF5GkXdhJ XfPtJXg6j4xAAPwVICAALgABAXABCAiAC0BAAJxm2/4BzyWEWRG4SH4AAAAASUVORK5C YII=</item> <item item-id="264">iVBORw0KGgoAAAANSUhEUgAAAMUAAAAzCAYAAAAn88z0AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAcBSURBVHhe7ZyLbeQ6DEVT1xTkelzN NDPFzNOHlEiKoqixX4JNeABhYf0l36uPZ5GvdxAEjDBFEAjCFEEgCFMEgSBMEQSCiSme7+Pr 6/0F4XhCNOV1vh8kz5eaqfM8et7H+YJYjdf7fJB6U2BVP4+e9jhT7hmOMUx4nQ8od6RanJR+ Pd7m0AZqH3f65uGj/gcNxRRZlH0ycYLli+sTvxZdMUTLUIVgGwPKzESWBWgawjeGETTSvpjQ 9Ktxdbpp7zPF5/0POqMpnqcQIqzc7M2lyfe+ybKjiJdUVtXFi4OdSGsmi9xs3jUGCQjKOy5G LnukOUnlTbMKjDHuc6X/AcV1p+ArfYIcYZbvQDOASwwg5EFkKf7YEB4wjEFQV/rPVths0rJD 7B6hbjTFlf4HHIcpqjj7iwOxgilKsN6qJhSvGCZlD7fqEDkGSV1lH2equ43LK7BcN/YR63H2 r80DmVPsZEuDHcDsz5X+B5K1KfLLmR4J+stcCY6t+O4VFeonlT+PD162OYZE6U8SVcpT68Zx OdrKZVn/NgQJwm9zgfNy1v64xX2l/8HA0hTPYy3e1dGkv3wafC+sXpIxbzKY1c6E5RiKqER/ QGir5vLYWR5nuULbDegz9FWmWVzofzBimmJ5oUXyC3DPfl3F2BEDTaPW0Y8kr7SCquI2yrvG oIkK2m1ltTYwTgtao7IOeJZtlGeZRpH1ePofuJmbIk20FO45m+CU1zv5ZeW3jjIKdbdIl9nd C7Z7DIqAivDsHSb3S7s/uI9QUvj0WaaZfNb/QEc3RVl5YMVrYfKS8+S7RH7hnLslEGBnDIlq vJ7uOxIac5La0wzDkOOiz5tj3u5/MGUwRZ1cKiQIOMHwslr8YAgQP8aT/EuRGOxcsJdjkH0E 6gov8yqwORCr8XJ+kLq6tzqeohwJXm27+x+YLC/aQbBN3qWN00NftOyFji5umsdXi8Cni0SY IrgZ2AFVU+Du6Nj1y/EX8413piJ40kZ5JhlW6RZhiuBW8jH3zCv8YAowhEuY9XjLsrLdR/mC uZVuE6YI7iMJLwu5HHuEAOtRxnkvLPcy7a6GceOdMLfZTbBKtwlTBDeRdgJY2kdT1F3C/d9Q 2NEJEUco/KBRIlKa3AVW6QZhigBWcSM0Jc6hXwcHUxSRJ1OkuJoHVvKZMTymyEC9dj1G+gRm ijYJEX5V+N9JqzL9UVQ3hRAmCFb1m5YfVv6ePxsr56lmGYW/Sp8TO0VwGWunqacXReQgVtUU 7P4AiLjcJr0jlD4QI67SLcIUQRWMEDMLqnLnzO4UrBpN+I16vKL5eZ2aoXIcGm+VbhOmCG5n NAXEEVEWI1pmy7vL1ATj1yWef5VuE6YIbkczRYbtSMwQiogT1Ug1/+gfKIP1De2t0ueEKYJA EKYIAsEPmALPh/Xftr3JsLHdBcGdfLMpuhHwjKifP/N50P9dOQjuZGKKekmxPg5wNvKLH2Fm l7Ig+CkmppCfwFZs5HeY4nmGSYKfQzGFPOvjMWb2iUvPTz+nldBdsDBFqk8+l/ykfeY+3q/2 K2ZrB/sH4yi/rvb8NTzej1YHjleUC/4M+k4hhIvCm/7XXJm/PJNfK4sQ4VkzRREfCarhoDyt q/SDtIN1H1T4VNRosPrEDVnHRP3m+fM+we/DZ4oiRLFi0jwyP6H/YGOYwtopZN3lmRoE6++h mFfrEy3bnsm4cn3UkKxfGbEYfAPyv2DU8XBzB/fiMkVdzeUxor6YmQBxByhxq51CiIzdKWTd 9JmJWKD0KUXyHW8oT3aLlMbL1vEWcX6TKbIhsK9oDvopm/cvuIuNnUK+BLJaqfnFCrxhisrz fWqGo8+yHYosh8BYahjL1v4kQ0w+Cc/7ezfGbjAbW3ALW3cKKiImDpG/pJFjCnvW8g4iIyu2 7At7Vo4zSfTT41MR2sREDViJecHGt5lC7T9gpQWX0U2BYsviaCKicSkwYcj8fYvP4ZEuvvkl trKuIOtJpmJ/GwlNx9uqYuZxXTwiL4R2nAKmf54zoZqiiZTOQ18Uejq2b89pXURIfKmrli1j GUzB65HjCfaYmOK3ksQj/25mERjdPZL4jJ1gMAU7jnUj1DtAqnd6XKtC7gIGYWPdTPjdzKMp cjnNgPAcbPOnTKGt8jmOrqz52RKUVocqRBqnpWv3IavMLI2ZrofYLT7n7+0U9LhCxFPEnuOY ckfcpoDVvdSvpNf2hCmsMpYpZH+CS/wxU1xn1xSDiBFY4d1lLFMM5gquEKbYpNwVJqaguwzL p5kipdRdqwuaGc5rCqyH9ikZJY5PnxOmcNMvuzWMl9tHuvC29CZSXk43higj7wnHIdrGgH0Q feONBJuEKe5A3QmCf5UwxR2EKX4VYYqrgCHw6BLG+PcJUwSBIEwRBIz3+z8MCUHwzp2WWwAA AABJRU5ErkJggg==</item> <item item-id="265">iVBORw0KGgoAAAANSUhEUgAAAjkAAAA5CAYAAADUdDpEAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAA3vSURBVHhe7Z3dmeMqDIange1jakgX 00T62A5STa62gXO1BczVVpKDhABJCOxMMkns+d7n4RzzI8AG5M/Yk327AAAAAADsEIgcAAAA AOwSiBwAAAAA7BKIHAAAAADsEogcAAAAAOwSiBwAAAAA7BKIHAAAAADsEogcAAAAAOwSiBwA AAAA7BKIHADAxvm8nA5vl7e3HA6nT0k/X44pfjyr/ONZ8oiB3efpcmC7bP/2dkw1Jc7HWraF w+VQ65By0m6LAwCeBUQOAGDDkFA5XKqu6QRKFiKczyKllB3YHbWQ0SKlCKYc+zwdLm+HU6qF YyyWtH46H1XdAICnAZEDANgu4e6K7MpUwSNlOa4Fz0o7QtvWuBJBVF8VPUkQ1eOC7Bp16ddg hdZ13GILwHaByAEAbBcjLhyhyJH4NXZMFin1lVZnr3ZzUp61VbtKEDkAPBSIHADAdiGxMfr2 ZUnkrLUrsE3Z9elt8yusJHBSiOq1r7gAAI8AIgcAsGGC10BJjIxfV5X4FXYM7YQMRFFFdmw6 dZSByAHg8UDkAAA2jnodVEWGTjtcTucsXGqclcaSnRY6rqyE+vpK+Dwdhx8chyKHd4eoPyK6 qF5u1MeJ3IcS5fqkH3pnKU63tqZ+CqZfpWzUBwC2BUQOAAAskm74J3ej5x0fvbuTxMFkp6YT ObJjlIWG/yBax+m4iaysgZKtquvzdMr9CNOdLZ1LEi9NoImYYbtWtu9DLg3AloDIAQCABaJd GErTOzkUn214RHWkRPtqLIyLwNB5ctztsCykczKLFvfqLai7VsFxiBywTSByAABgEfd6J4Ui cFi8UJoXFo6vi5yZ+JD+6LajdGWb++u/L8o7OOE3ST4OwIaAyAEAgAdwd5FTkFdc03RtG5bP IqcrS4zaBWADQOQAAMADOB/f7idy0rH+RIjqLrswo/RWb9mVch8rl76ZskEcgA0BkQMAAN+K /piXQvm+xaYfT1lMjOItJHvz12IpFAUigsSmBx8TV6EjoYovVzb8qzQAtkMTOS+l1tXWKQAA AADAF8giR6l/iBwAAAAA7IE77eTkrc9m6+MAAAAAAI/lTiLH77xgJ+Zx9B8RAgAAACAUOfqD NPuhWf09iBJYxegP1aJQbr72Q7f6I1q13VIPlfciaWCbsH3CjR4AAAAAmU7kaGHDf/JYhAPn K9Gjf+rb7wL5OIsUZVvyj/n3GqxAaaIp2w9sKY+O1Z9k1p82/8HkMZuENigAAADArll4XRW/ dmo30pUiR358yofw1zUJnbbCdnzjlh0g/9sUVxFfg3XcYvs8ouuNgICAgICwpcD3M/4vEYkN uUmX10Pl1VATH1eInJHQiNrVaTNbQsrySZlK2o4QRA4AAADw85iLHE4TIcOiRn3zcq3IGX0v M2xX0ma2Gi7n6kmEP6W+Y/C6CgAAAMhMRI686pGEvIvTvo0x8SWRU+rSYiOJklWvqxZsw58w V/w0kfNtpGtuxggAAPZEup8c3f0DbJ8mchLldVQJVjCo1z+Ud0xCQ47tX2TRrouP9/ZZPNm0 fBPVaUVURbYJEUNduiIUObzrQ3WrfrKtjxO57dakvkZthylOt7amfgqmX6Vs1IcZpfyK3a6v Qtd5VV8AAGC7kB+Hq9sXRuTskU7kGGEkIkpeddk4HTdxxROfbFVd9a+5wnRnK2KkCUcRJ2zX yvZ9yKWfB/XzGwUUAAC8DPB3e+PniRxChE5V7GFcBIbOk+Nuh2UhnZNZtLjFE9Rdq+D4C4ic 1G//ChAAAHYLfN6ugMhZig/yeNelJiaidGWbX2f5J4S8g8MLatCObuLx0FPNTGjp3ah7o3e3 ghC1yULSl0l9POqytt52fWftxdcgj2kuE43TLF/ntbDUDp4wwe/L3zQX/v6W6FXcYlvIdaTJ GIf3myq/knucT0TyBca/wBcVtuiL0qzcNzwofhIuCQodH4kNmcTTdG0bls+TuStLjNp9JNyH 0WRWCzFa5HciHD9yFm5LOf9VmVuYcg3bgqQ+N7u8YG09fXsi5HzdPJ66XjdW03x17XTozrOU s30EP5lni5zMv49f6e7xfvkrcSKnkdix6d/Hd4kcWr79TR6+iPJsH7fA7kUOTzg/YEuCQsfd cfjXXJP0Vm+ZoG5il76ZskH8CcSL2rKmzC2s7sPwWiln8knPUhrKsw4jbE/Gom1h57E07ZEj qXYL+Wf6YsuR8u0WuTiVZ04AAAZEIof5/Z6Fzq+Pyz9Juh9/Lv/9+h5R4yE/YNfjwDc44Ite jx2LHBmYGsoEsunHU540o3gLyf7s8sqgy8Sz6bqd0nYROhLqRHRlTTt24j8SFogLE3vNwr+F qP5zGqMWl2s36cPwn/ugcXPnF59PbqMufB5vNy46bSk/wD855qfB7T01gZ/BUOQk/r7Tbs6v y39/JOFufN/OTYcRChn4om2y+50c8FXcYhrweJGT+qXjvGCX+9lBdkG/o/PhNO0UyAF2iz5f r6xvF/I73DlJ2UNyiPT/LHYheHYL736QKMg7FWmw5dsWHyfsjb69IqLQREec7kWCqp+C2X0p ZaM+zEVOafvvu+zqcD0po+zylPif1B4f57ZKfbbvKXC7pUwJVPZ+59MRrGH4om36ojTSAASs XLDRQrwneVGXxSVBt8eL+DrHYusMHFnNi8vc3bGk8qb/5ZzSeebiZQdwW84FrEBu9GlwU5Dd jyoGdJyO242+igR1I//38ZFFR5jubEUQ/Pso2y1y82c7LSh8H3Lpmcgp/ee6q5CRvBJXAsjU w/mtHdOuqeu+59PB/s/uaMAXEdvzRWnUAQgQkROr/QYvxAWRk7c7J2HSSF9/WqA3OpZCcSLa NjqfrlzkOPT1Wsp3dB85RvZynkvjMaZ3bHpcunpNfydOcRW32t8TcdILc/ahjISAiQc3ejnu diQW0tmWb/JOpAR1h31IrNrJGdYzyHPk115KmMzquvF8OkYiB76onudrrOdlIHJAzGQhaKKF eE+i+sP34F9acfmGt+RYSrm62AMHaNKW8g3OURKRY5Hz/JpjkWuk7EnglPNmsaP7IE6slb9v 28+j9eU75+wisrbqnJ3dvH18kJdOyoqaKF3ZxiIl73hMd2AkPhM55pucWT0+TzAiabiTY+O3 nk9HsF7hiwq3+IPHk2YjAAEr1fozRE7mfDnJKs07EtGizVAdo/MgW503as+2kR3N2G4pX5Gu s3ZsmcCJDB3TSti+1LnCSZnyN3LPuu7AeE49iaUbsI6Pbs4sBhbStW1YPouCrizh4kORI/VG wqqL+zyC7VW9HF+7k+PquuJ8OoI5O5438EWvDEQOiFl5Y+IF9403jHhB+oWb45Eoo/71C1eg c3R1R+1xWqrbPKGRCKzlAkewlC9Ev8dB5DbbExRf56iCtejxXDO2K8d/Ffes6w4MnfyzWLoB 67g7/k/dpGkHpexajNJbveUD3CYoWLiUb3lM2T4eiZyyA2PT1W5KopTpzkXI+e01kolP+3Tb +XTwnLVrE74oc7MvejAQOSBm8caUFwsvOA73Vva+fh/8FqpyACp0i13nGwey0F5wIXR70XVa yuc2nRPTsDMRe9++PVd9LZqTpVCdqozn4eCvURs3056E3Kx1jGvbrn2uc0nlq/Ppxq2zK2Mj bflx1Hmj81dwe+a6a5tSj2tzUu/V/TdkEZAyOfz9yDffUbyFdOP/7fLc7olN1+0UEVGEgYT6 sbIr69uZhCJmNO3bmpT//h7W1cSGvR66vPnLKBNuOZ9i6+CxK2ujjN8o9OPazYkU1JTv5/CG fVGqfbA28nmM/9Hpgd1V6/6QfFo5jtduGmUAAmSiRTcJ8GRobJRDar+9QU5Dic3qLCbHAjsx VWdxas3RKNth26pOdkjSF2mvxrs81eeSd9IOTd9EiuPMMStYJuevsDYF1/9Ee7Jduq7X9B9s Aj+uYMBobTS/Ea77kd3xq+t+tHYhcsCQPKkgcl4QcQjdExU7keIgWuAxrM4nldPHBMeVwyFG 5eU4bLsTDsKa9hLtaVHyvB3hbTkuznB2/opY5CTMOaT5X45X1ruq/2Ab8JhDnC4yWxt+/uu1 e40doW1rXI3PaO0mIHLAEHba8NCviTgCdg5ljMxCd2jH4ZxI3sp2Dn1SvsR120PhQAzsbfsS Z+c3Ewn5qa0KDH3Os/NXjPuqnghTXbXdhXqv6z/YBCvn0o9ndp1m6/4aO2ay7pnB2k1A5IAh 0xsXeA1osZsb7ODpUzsO70TYTj0lEbPyha+07ePeTvdlod0cvO2gD4rZvM55yUnqf3RxVu9X +g9eHpoHfqcOBMzWxjXrXnPtuhfCtZuAyAFjeLINJiJ4Hmlcwn8QVp5mzA08OYZuC7hzIuX9 uRrrUflh21KH9kyp7NG3Leklzo5JCSwT93YMtTOak5PzV/AO5VC8B+cxqff6/oMtQHME47aG lT6HMPEr7JjZui9EaxciB0yhidgcOHgRxAnUpxqzqGWhmzyXpkO1nZSpIc2F0T9Sy7g62IHp NG9Pc8vaHI7J0al4Ca2ZuJ9NyLj8Wf+UONF8no5B+qjea/sPXp80pkMRDHqitaHTonW/xu6a dZ+J1i5EDpgTPAkD8DyS8NZbSQSLvnvtOCZnihvczybNJ96BBC/EmnUfr12IHLAA7ebc6wYC wG3k9+7WkVHavYQ41YVdl5/N+Qh/92qsWfejtQuRA5YhxQzPD14CeZc/2bL+CuxEqT7M85/N 2f5lDngVxut+ae1C5IB1YPEDAPYMHuZ2CUQOAAAAAHbI5fI/g/zAIMwOfwQAAAAASUVORK5C YII=</item> <item item-id="266">iVBORw0KGgoAAAANSUhEUgAAAJAAAAAbCAYAAACTMQajAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAKZSURBVGhD7ZjdccMgDIC9QPbwOlmi e2SpPmWBPHmGTEIlIYIkC9spbupL9N1xZ36EufBV4A4pCDoIgYIuQqCgixAo6CIECrqoAl3P 6T4Mabpw/V+5pOkwawmWyAKxPCkECp5kpwx0TbeTjLX14F3ZSSCbMSKDfAqOQDl74HGWhlO6 XbkfuJ9P3M5lREOyLKpdlTFNFC3nHWAunvjx3jIPjrcCNmIBvabyruBVwK/OPO5BVZppFJtC /UKoy1jH2uxl6ySAiC39I85hN78KmeMbsdiHzycouQdkOn+kQN9fA/xcC+Xrm0cuY+O2UEfN Nh3xj6IsFpaNApFsJaYWyiTee2XbhticCT04cwnJnsf/DbbRE/t6/kygcmSU46Ju7BMCtTbR e69sW4pFeCyuS4tUM1kItI39BaI2loSEEXeMZwVq3U+a7+W2pVgJjTPzACR9l0DH56BHGKd/ /qvO2afeRVR9TSDvKIEN33SErcTeRBwerSVbFj5BoL3oEwgoR1QpejPEkYB9cAHGTcZn/eWG 2cLW5/HeF1wWRrYVYb1YgEWbtQtcgShb4dxinRRr60h+dxFc/0Y1M/rtOlbNj0Wtq4z11vAa ugV6R2YCKelYUD7+dB2fq7gkAcaKuR5ffW67iWV56h8li0Jxdex8DXn0KwiBHNwMxBI9MoNb 582Tffw8ywwr7RRLQpi7nDO3u4YDEwKt1Rt9lC2kMF67iM1HnBGIM497F7T1gxICrdVbG8nH 3mK7jHXHl3sPPK6t6aC8vUD0T8+9BIJn96tvob3OWy7H5uJd1qbGOvWD8sYCyYsplnKf0O0T XHhxo1r1WiD+YvrMUaXbnYtx8yvMjFXvOfY9CFYYBL8nBAq6CIGCLkKgoIsQKOggpR8G4Lbm sdLQ5AAAAABJRU5ErkJggg==</item> </binaryContent> </worksheet>