Dollar/Peso Mathcad Professional 14.0 <description/> <author>Charles</author> <company>Parametric Technology Corporation</company> <keywords/> <revisedBy>CK</revisedBy> </userData> <identityInfo> <revision>7</revision> <documentID>4EA6F3B2-48BA-48E6-9855-3CE2AD6F1084</documentID> <versionID>306DCFDE-FBFF-4EC1-BBBE-A5AFC4799899</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="0" text-align="left" list-style-type="none" tabs="inherit"/> <inlineAttr font-family="Courier New" font-charset="0" font-size="12" font-weight="bold" font-style="normal" underline="false" line-through="false" vertical-align="baseline" color="#00f"/> </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="14.25" margin-right="0" text-indent="-14.25" 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="x" 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="12" font-weight="bold" font-style="normal" underline="false"/> <mathStyle name="Constants" font-family="Times New Roman" font-charset="0" font-size="12" font-weight="bold" 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="4" show-trailing-zeros="true" radix="dec" complex-threshold="10" zero-threshold="15" imaginary-value="j" 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="landscape" print-single-page-width="false" page-width="792" page-height="612"> <margins left="36" right="36" top="36" bottom="36"/> <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="5" 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="true"/> <customUnitSystem base-unit-system="si"> <baseUnits> <unit unit-name="mole" quantity-name="amount_of_substance"/> <unit unit-name="ampere" quantity-name="current"/> <unit unit-name="meter" quantity-name="length"/> <unit unit-name="candela" quantity-name="luminous_intensity"/> <unit unit-name="kilogram" quantity-name="mass"/> <unit unit-name="kelvin" quantity-name="thermodynamic_temperature"/> <unit unit-name="second" quantity-name="time"/> </baseUnits> <derivedUnits> <unit unit-name="lux" quantity-name="illuminosity"/> <unit unit-name="farad" quantity-name="capacitance"/> <unit unit-name="coulomb" quantity-name="charge"/> <unit unit-name="volt" quantity-name="electric_potential"/> <unit unit-name="joule" quantity-name="energy"/> <unit unit-name="newton" quantity-name="force"/> <unit unit-name="henry" quantity-name="inductance"/> <unit unit-name="weber" quantity-name="magnetic_flux"/> <unit unit-name="tesla" quantity-name="magnetic_flux_density"/> <unit unit-name="watt" quantity-name="power"/> <unit unit-name="pascal" quantity-name="pressure"/> <unit unit-name="ohm" quantity-name="resistance"/> <unit unit-name="liter" quantity-name="volume"/> </derivedUnits> </customUnitSystem> </units> </calculation> <editor view-annotations="false" view-regions="false"> <ruler is-visible="true" 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="96"/> <miscellaneous> <handbook handbook-region-tag-ub="1567" 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="804" left="36" top="8.25" width="416.25" height="13.5" align-x="53.25" align-y="18" 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">NPV Example.xmcd<sp count="3"/>Charles Kim 2013</p> </text> </region> <region region-id="1487" left="24" top="41.25" width="680.25" height="78.75" align-x="27.75" align-y="54" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="true"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit"> <f family="Arial" charset="0" size="14"> <c val="#000">A company is determining whether they should invest in a new project. The company will expect to invest $500,000 for the development of their new product. The company estimates that the first year cash flow will be $200,000, the second year cash flow will be $300,000, and the third year cash flow to be $200,000. The expected return of 10% is used as the discount rate.</c> </f> </p> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit"> <f family="Arial" charset="0" size="14"> <c val="#000">(Q) Calculate NPV at each year</c> </f> </p> </text> </region> <region region-id="1489" left="36" top="134.25" width="97.5" height="13.5" align-x="48" align-y="144" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="false"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Cash Flow (C)</p> </text> </region> <region region-id="1491" left="72" top="173.25" width="85.5" height="78.75" align-x="89.25" align-y="216" 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="WarnRedefinedBIUnit" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">C</ml:id> <ml:matrix rows="4" cols="1"> <ml:real>-500000</ml:real> <ml:real>200000</ml:real> <ml:real>300000</ml:real> <ml:real>200000</ml:real> </ml:matrix> </ml:define> </math> <rendering item-idref="2"/> </region> <region region-id="1495" left="270" top="246.75" width="107.25" height="23.25" align-x="291" 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:apply> <ml:indexer/> <ml:id xml:space="preserve">C</ml:id> <ml:real>0</ml:real> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>-500000</ml:real> </result> </ml:eval> </math> <rendering item-idref="3"/> </region> <region region-id="1496" left="426" top="246.75" width="100.5" height="23.25" align-x="447" 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:apply> <ml:indexer/> <ml:id xml:space="preserve">C</ml:id> <ml:real>1</ml:real> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>200000</ml:real> </result> </ml:eval> </math> <rendering item-idref="4"/> </region> <region region-id="1498" left="42" top="284.25" width="127.5" height="13.5" align-x="63.75" align-y="294" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="false"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Discount Rate (r)</p> </text> </region> <region region-id="1499" left="198" top="282.75" width="39" height="15.75" align-x="211.5" align-y="294" 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">r</ml:id> <ml:real>0.1</ml:real> </ml:define> </math> <rendering item-idref="5"/> </region> <region region-id="1564" left="300" top="284.25" width="292.5" height="13.5" align-x="321" align-y="294" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="false"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Function in MathCad (for Present value)</p> </text> </region> <region region-id="1565" left="318" top="312.75" width="312.75" height="104.25" align-x="443.25" align-y="324" 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:function> <ml:id xml:space="preserve">PV</ml:id> <ml:boundVars> <ml:id xml:space="preserve">Cash</ml:id> <ml:id xml:space="preserve">Discount</ml:id> <ml:id xml:space="preserve">n</ml:id> </ml:boundVars> </ml:function> <ml:program> <ml:localDefine> <ml:id xml:space="preserve">Sum</ml:id> <ml:real>0</ml:real> </ml:localDefine> <ml:for> <ml:id xml:space="preserve">i</ml:id> <ml:range> <ml:real>1</ml:real> <ml:id xml:space="preserve">n</ml:id> </ml:range> <ml:localDefine> <ml:id xml:space="preserve">Sum</ml:id> <ml:apply> <ml:plus/> <ml:id xml:space="preserve">Sum</ml:id> <ml:apply> <ml:div/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">Cash</ml:id> <ml:id xml:space="preserve">i</ml:id> </ml:apply> <ml:apply> <ml:pow/> <ml:parens> <ml:apply> <ml:plus/> <ml:real>1</ml:real> <ml:id xml:space="preserve">Discount</ml:id> </ml:apply> </ml:parens> <ml:id xml:space="preserve">i</ml:id> </ml:apply> </ml:apply> </ml:apply> </ml:localDefine> </ml:for> <ml:return> <ml:id xml:space="preserve">Sum</ml:id> </ml:return> </ml:program> </ml:define> </math> <rendering item-idref="6"/> </region> <region region-id="1493" left="42" top="332.25" width="172.5" height="13.5" align-x="51" align-y="342" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="false"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Net Present Value (NPV)</p> </text> </region> <region region-id="1566" left="48" top="438.75" width="214.5" height="23.25" align-x="81" align-y="456" 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">NPV</ml:id> <ml:eval placeholderMultiplicationStyle="default"> <ml:apply> <ml:plus/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">C</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:apply> <ml:id xml:space="preserve">PV</ml:id> <ml:sequence> <ml:id xml:space="preserve">C</ml:id> <ml:id xml:space="preserve">r</ml:id> <ml:real>3</ml:real> </ml:sequence> </ml:apply> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>80015.026296017924</ml:real> </result> </ml:eval> </ml:define> </math> <rendering item-idref="7"/> </region> <region region-id="1567" left="288" top="446.25" width="195" height="13.5" align-x="293.25" align-y="456" 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">At the end of the 3rd year</p> </text> </region> <region region-id="1514" left="18" top="476.25" width="150" height="13.5" align-x="45.75" align-y="486" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="false"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Generation of Graphs</p> </text> </region> <region region-id="1516" left="48" top="498.75" width="75.75" height="17.25" align-x="70.5" align-y="510" 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">C</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:real>-500000</ml:real> </ml:define> </math> <rendering item-idref="8"/> </region> <region region-id="1552" left="150" top="504.75" width="69" height="17.25" align-x="172.5" align-y="516" 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">C</ml:id> <ml:real>1</ml:real> </ml:apply> <ml:real>200000</ml:real> </ml:define> </math> <rendering item-idref="9"/> </region> <region region-id="1553" left="252" top="504.75" width="69" height="17.25" align-x="274.5" align-y="516" 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">C</ml:id> <ml:real>2</ml:real> </ml:apply> <ml:real>300000</ml:real> </ml:define> </math> <rendering item-idref="10"/> </region> <region region-id="1520" left="48" top="522.75" width="51" height="15.75" align-x="66" align-y="534" 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="WarnRedefinedBIUnit" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">m</ml:id> <ml:range> <ml:real>3</ml:real> <ml:real>9</ml:real> </ml:range> </ml:define> </math> <rendering item-idref="11"/> </region> <region region-id="1521" left="48" top="540.75" width="72.75" height="17.25" align-x="74.25" 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:apply> <ml:indexer/> <ml:id xml:space="preserve">C</ml:id> <ml:id xml:space="preserve">m</ml:id> </ml:apply> <ml:real>200000</ml:real> </ml:define> </math> <rendering item-idref="12"/> </region> <region region-id="1528" left="48" top="564.75" width="62.25" height="17.25" align-x="86.25" 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:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">npv1</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">C</ml:id> <ml:real>0</ml:real> </ml:apply> </ml:define> </math> <rendering item-idref="13"/> </region> <region region-id="1522" left="54" top="594.75" width="49.5" height="15.75" align-x="70.5" 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">k</ml:id> <ml:range> <ml:real>1</ml:real> <ml:real>9</ml:real> </ml:range> </ml:define> </math> <rendering item-idref="14"/> </region> <region region-id="1537" left="54" top="624.75" width="137.25" height="17.25" align-x="94.5" 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:apply> <ml:indexer/> <ml:id xml:space="preserve">npv1</ml:id> <ml:id xml:space="preserve">k</ml:id> </ml:apply> <ml:apply> <ml:plus/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">C</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:apply> <ml:id xml:space="preserve">PV</ml:id> <ml:sequence> <ml:id xml:space="preserve">C</ml:id> <ml:id xml:space="preserve">r</ml:id> <ml:id xml:space="preserve">k</ml:id> </ml:sequence> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="15"/> </region> <region region-id="1557" left="390" top="648" width="263.25" height="170.25" align-x="390" align-y="648" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <plot disable-calc="false" item-idref="16"/> <rendering item-idref="17"/> </region> <region region-id="1554" left="228" top="567.75" width="141.75" height="174.75" align-x="259.5" align-y="654" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:eval placeholderMultiplicationStyle="default" xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">npv1</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:matrix rows="10" cols="1"> <ml:real>-500000</ml:real> <ml:real>-318181.81818181823</ml:real> <ml:real>-70247.933884297614</ml:real> <ml:real>80015.026296017924</ml:real> <ml:real>216617.71736903209</ml:real> <ml:real>340801.981980863</ml:real> <ml:real>453696.76799161849</ml:real> <ml:real>556328.39163775975</ml:real> <ml:real>649629.86767970631</ml:real> <ml:real>734449.39135420322</ml:real> </ml:matrix> </result> </ml:eval> <resultFormat> <table item-idref="18"/> </resultFormat> </math> <rendering item-idref="19"/> </region> <region region-id="1547" left="30" top="764.25" width="217.5" height="13.5" align-x="42" align-y="774" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="false"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">Cash Flow of 100000/year case</p> </text> </region> <region region-id="1538" left="66" top="792.75" width="51" height="15.75" align-x="84" align-y="804" 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">m</ml:id> <ml:range> <ml:real>1</ml:real> <ml:real>9</ml:real> </ml:range> </ml:define> </math> <rendering item-idref="20"/> </region> <region region-id="1558" left="66" top="816.75" width="72.75" height="17.25" align-x="92.25" align-y="828" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <math optimize="false" disable-calc="false"> <ml:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">C</ml:id> <ml:id xml:space="preserve">m</ml:id> </ml:apply> <ml:real>100000</ml:real> </ml:define> </math> <rendering item-idref="21"/> </region> <region region-id="1559" left="78" top="840.75" width="62.25" height="17.25" align-x="116.25" 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:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">npv2</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">C</ml:id> <ml:real>0</ml:real> </ml:apply> </ml:define> </math> <rendering item-idref="22"/> </region> <region region-id="1560" left="78" top="864.75" width="49.5" height="15.75" align-x="94.5" align-y="876" 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">k</ml:id> <ml:range> <ml:real>1</ml:real> <ml:real>9</ml:real> </ml:range> </ml:define> </math> <rendering item-idref="23"/> </region> <region region-id="1561" left="66" top="888.75" width="137.25" height="17.25" align-x="106.5" align-y="900" 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">npv2</ml:id> <ml:id xml:space="preserve">k</ml:id> </ml:apply> <ml:apply> <ml:plus/> <ml:apply> <ml:indexer/> <ml:id xml:space="preserve">C</ml:id> <ml:real>0</ml:real> </ml:apply> <ml:apply> <ml:id xml:space="preserve">PV</ml:id> <ml:sequence> <ml:id xml:space="preserve">C</ml:id> <ml:id xml:space="preserve">r</ml:id> <ml:id xml:space="preserve">k</ml:id> </ml:sequence> </ml:apply> </ml:apply> </ml:define> </math> <rendering item-idref="24"/> </region> <region region-id="1563" left="414" top="900" width="263.25" height="176.25" align-x="414" align-y="900" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <plot disable-calc="false" item-idref="25"/> <rendering item-idref="26"/> </region> <region region-id="1562" left="270" top="831.75" width="141.75" height="174.75" align-x="301.5" align-y="918" 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">npv2</ml:id> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:matrix rows="10" cols="1"> <ml:real>-500000</ml:real> <ml:real>-409090.90909090912</ml:real> <ml:real>-326446.28099173558</ml:real> <ml:real>-251314.80090157781</ml:real> <ml:real>-183013.45536507072</ml:real> <ml:real>-120921.32305915526</ml:real> <ml:real>-64473.930053777527</ml:real> <ml:real>-13158.118230706896</ml:real> <ml:real>33492.619790266384</ml:real> <ml:real>75902.381627514842</ml:real> </ml:matrix> </result> </ml:eval> <resultFormat> <table item-idref="27"/> </resultFormat> </math> <rendering item-idref="28"/> </region> <region region-id="1467" left="72" top="1362.75" width="222" height="15.75" align-x="117" align-y="1374" 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:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">PVmod</ml:id> <ml:eval placeholderMultiplicationStyle="default"> <ml:apply> <ml:mult/> <ml:id xml:space="preserve">PVseries</ml:id> <ml:id xml:space="preserve">PVparallel</ml:id> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>6</ml:real> </result> </ml:eval> </ml:define> </math> <rendering item-idref="29"/> </region> <region region-id="1476" left="78" top="1408.5" width="327" height="33.75" align-x="111" align-y="1428" 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:define xmlns:ml="http://schemas.mathsoft.com/math30"> <ml:id xml:space="preserve">Qest</ml:id> <ml:eval placeholderMultiplicationStyle="default"> <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:apply> <ml:mult/> <ml:id xml:space="preserve">Vr</ml:id> <ml:id xml:space="preserve">Ir</ml:id> </ml:apply> <ml:id xml:space="preserve">PVmod</ml:id> </ml:apply> <ml:id xml:space="preserve">PSH</ml:id> </ml:apply> <ml:real>60</ml:real> </ml:apply> <ml:id xml:space="preserve">Rd</ml:id> </ml:apply> <ml:id xml:space="preserve">ηp</ml:id> </ml:apply> <ml:apply> <ml:mult/> <ml:real>0.1885</ml:real> <ml:id xml:space="preserve">H</ml:id> </ml:apply> </ml:apply> <result xmlns="http://schemas.mathsoft.com/math30"> <ml:real>1325.1055702917774</ml:real> </result> </ml:eval> </ml:define> </math> <rendering item-idref="30"/> </region> <region region-id="1478" left="420" top="1418.25" width="30" height="13.5" align-x="428.25" align-y="1428" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="false"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">gpd </p> </text> </region> <region region-id="1480" left="108" top="1466.25" width="547.5" height="13.5" align-x="118.5" align-y="1476" show-border="false" show-highlight="false" is-protected="true" z-order="0" background-color="inherit" tag=""> <text use-page-width="false" push-down="false" lock-width="false"> <p style="Normal" margin-left="inherit" margin-right="inherit" text-indent="inherit" text-align="inherit" list-style-type="inherit" tabs="inherit">This is more than 1200 gpd required so the design meets the project goal.</p> </text> </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">iVBORw0KGgoAAAANSUhEUgAAAHQAAABpCAYAAADr0gdiAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAXPSURBVHhe7Z3tlaQqEIZN4OYxMXQW N4mOYycDo+lfm4nBuKKghYBlIXTxUXPOnjmz0IDvY0FBQzHM8tOUAkN1T/N5z8Pwnj/VNTxB g6dxfg2veZzCZVUF9PMe5uHdJUpAcJrH1zC/AlSrAapgds8SYh1fXqh1AFXdrNB0+lnfS14B 0M/8TjRmrl32YP+D78m0vPUm3delcae7I6erTfFAlYhpjFM9/Anoa5yNf7HB0g7H6nzY4xR3 esgNUu2CL1/hQNNZ5/WLoWHvgDfH4/CmudOvPGRbo7KBJhs7DSBtocAyV6m0RQ4OUNti2dKR GQ8cS4sGmsyzNcBC4+c6t11gO0C1Z82djk1hl/aZbrdgoMqqrifR2HPu6dO0j5W7Na5wt/J3 Z8cDVAnFnY4+p3phddsLBnpv/PR5rpYnG/CozOfWZG4LxOpHiR5alQsUvHXo80Rl2BydFWjl Y+jyAEtvti2Hlg00zXwlgBv2ANxeLFY//sZ+3tvwUS7QZB4u6FLhAsVSvruoUN881KDuC+jS GTmLCh7r514Jwuq/nI12ZaF4j1V9js4stHpe6AMIUFSiujKUD/T3Zx5+futSlbG1vz//zf// 7cXLZRT6W1WXb6Eppy3fUpWxHgHKKH6OqgVoDlUZyxSgjOLnqFqA5lCVsUwByih+jqoFaA5V GcsUoIzi56hagOZQlbFMAcoofo6qBWgOVRnLFKCM4ueounGg9g4F39YkbHcAdzoVesNAT7vk 9ebqlvYP+WC3CxTsIrc2Ve9EsR123OlU29zytwv0pIfZUL2f0Kp+D64feGdAwZEKbJc6d3qc gfZiobr7BAMo9zkVrP5Inp0A9UVM4bZArP5Iou13uaEQMDKGRr4yTz/2aE+RexRxGkcd24jb i8XqjxOuaQv1HjFsIJ7CFepmgQbPi56Wi7hXgrD6qXbaLFCqEK3kF6CtkNTPIUC7AupEDdHR Lz/jZSTIpBo98nKTtqSKwoIWejgVMISp+ToqUVSSOxIJ0Dsq7Xm8QA/PyxePNmGYmTtNFaB3 VLoCCr4UDgWruOxyz+HUSO1xMwtQkoCuhZo1RhPqhVRchswClCSqAxROdFNEk4kNCAX6EImR S0AqFkoQq4asLlA4VUlhok9VkC6XpKDXy/VPWY5yj28s8Lqky8U1SpkjMA8Fnu4ppqwCFLqJ IGXDZAyNU/Ny6Q86SCayJd4Ly7QlDkWaT8labhodiynFATr8seM4Uv9O/mTiFJEktYAqeBAg 9W9SzXczC9C7Sq35HKDqPw1U6m9SzXczPwRqedmNRd70SbgDfWKZ5275Lqtb+R4AvXfhTr2x cW8DhVZqPoSNpbfgxGSKBaoWSM7nWNSBJTnbEkMh4WdigZ6aIGdbEjJ5VFQKoOYbJDiGYjvX udMjRWt+HnpeHDFMsbMl3OmRPDs522LFmjf7oiq/RSlAvHkLPZ77tB9KzrbEdgIPP5diDNVN 2LpRs08KO1vCnR6nW7MW6ni1661D9nXP3HeBYvXHIG0W6H6P2X4ToX/rKXa2hDudCrVdoFQl GskvQBsBaR5DgArQLyuQ0Mv9cstZqhMLZZE9X6UCNJ+2LCULUBbZ81UqQPNpy1KyAGWRPV+l AjSftiwlC1AW2fNVKkDzactSsgBlkT1fpeUDlRt+SfTlhl+SXOVnLt9CZS2X9BYJUJJc5Wdu HKjc21LeKxjd5cq9LeXBVC2yzqgQmtjlvS1HlDf7lC9Bt+xZFdBTnIeYOvs421IDULXrPRnQ 1u9tUT7Dtu+4XAtd99M+jf7Zyb0toDcrGKg6Zm5vkCZ3ub3c2wL8hqKBrpum8Xg6fs4d3dsC X/yyga6nx3yxezFb7eneFlujwoFu3S41gllP97aoIxtQn+KBLkhJVtrXvS2uNhUAVWsMy3HA 2LEU650rTvc5jVUAVZo/9ngrBudr+rmrNXmqASpQD6whmCpHVUAN1OM0dmNmhz2ODidw5SRW BxR75t7T/wGJha6cKNDLmgAAAABJRU5ErkJggg==</item> <item item-id="3">iVBORw0KGgoAAAANSUhEUgAAAI8AAAAfCAYAAADeBZ7QAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAALwSURBVHhe7ZkJcoYgDEY9lwfyPJzG y3gYKr8sYTMBzLg0nelMpxhMPh4hwUnLjyjQqcDUaSdmooAWeASCbgUEnm7pxFDgEQa6FRB4 uqX7iuGql2nSE/hdVlpsAg9Np+8+tS4RONO0aCI7UjB/lwpaZOtChyWdUTIPTeOPPhUfWdTj yokh8HwUC1JY2ZG11z6z0hvJWMuxRdTp+48BkKgZSDLP97FoiPA4xmZFyz0CT4O0/+HRdZn0 WObZlJ6j3t9W5KvSRChv1dkIAO8tzN9ngmxq9s+Xdh33eL9Ym1YzjHUurk/Vf3dUeXH2zEMl Z3c6yzxBeNjCuaq87Fx/8ByW+aXXWRF4CGvjspsGAsQ9fo0C9fU59z/Vqq1tj+AJhJYmMZQ/ Hx4TA33zWPF8h+F2soufe/wadPR+rXfcEqfrg/k/9n4AD6Cwpv7jj60kjWNtpzueM3jiTBQy l5v/ovFo7Yz+hU1rfMTiqMGDxTfGDji2mls1uFBt6W7Q57p5Vqsd9UA1E7mYM3isDfd4FkkC EAkcM0kl82D+Dy6EzzywqMLTvgXHPvirk5DdUSpio6IWfyke6raFC64IJKSQLMBj6h6vCdN4 OSALEBmcOjyY/7ig50+EY6sl8ySFZVSUjXpUse+Fz9kV2cR2Jvd4VasdIPSogsY3Z559m4X2 HMsCVlTXlTjCMTMmrpBpD2GLvmE1Afd40fPrMo9f01pNN7ggUbdVbtPDGzalfp/rHSwpPGc3 k72ZYzA+Ww/UajKsG+EeT6O7uOZxtVC1mxxTN7nnAR1XkjbN4tdgSWEac2nA2h+9AJb9fz7r +OwaxrnvcbD5Q7QD3ZaPK6/t6O9v1734eQIWz66ojdL+Y4+twgUhdLwiMvcNMjZ/+7I5i/SG 2d42Jxuf6/1937ZuKJj7BRZLLgX64Nkb4t83lYZWnSsAmfc+BTrhgXcL+B3PfeHJmzkVGICH 0y2Z+w0KCDxvWKWH+ijwPHRh3uCWwPOGVXqoj38OB1n05A+XXAAAAABJRU5ErkJggg==</item> <item item-id="4">iVBORw0KGgoAAAANSUhEUgAAAIYAAAAfCAYAAAAiELUaAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAALGSURBVHhe7ZrbkYUgDIapy4Ksh2ps xmJYORjkEiQB0WUmO7NPgCQ/n7ngUUb+RAFEASWqiAKYAgKGcIEqIGAIGAKGMEBXQCIGXasJ Z25mVcqo4H/daG4IGDSd5py1rREUSq2GyIURMOY8cpLV20oHIX2ggEGSeMZJcRqhphDwVMCY 8cwpNmdp5Kg1Fm12ytpjjoBBFGrqaQEk1MghYEx94hzjXWpZNC1mCBgcbSefu63K9EWMXZsl 6n/P6nbThgjcIAn5BdWuF9+yYW/L6PF2IXajl/AOYkG1L9oP6cOTcGhHpQKrMSxV7kIkbHXg QHDj2p3nrEyFcnbe+epEO20+YQ/hGD3O8a48t6z9vf3p5RavdY1SyUUf9hB7MB+CcbwB/lDD iFYk4xTGV+IAFvg2evwZLMxxJeVuL1Pta/b37R+AERBWEvvzVHI5C5GtWEwBPBkYcQS5WjgA 56Hx6FystsjLZm2stpAFMGr+9XERtKusliYOU9RKt9PWWOpfyruJYOBPBsaZfkaPZ84mcJCg sA8pgFGzv1NsHzHCIoZao8AaChhX7RJ/1PEfeKib/hw+xbpZ4/1BwLD2jh7Hz+WEgwxFGYya /Z1ctEYMty0HjF5Dk3CRFMfI02tv1OjxosMHHNX0ES7+OGIcp3y1qMS39xMwfnYSiuBaDh49 joLxXMTw51WqoTrfxKgrwVvVa4dd6+izLQeMZ1JJ3hmlNgXlqavm/01X8nCNAem06F8fGcnN Z1BUJuHOHmxaS3DA6DPTrUbhAjt9xLuq/9H3FLXnx5A2diXerzxK0vfnq49eiYeFKBSHWHZ5 E4xixAHDCgKOvtmsPZ9/JLACv9BLv5CO2r/rW8mbYLQLLCtbFHgEDEUsVlsMlDXfKNAIRv4j U87vCb9xVXblKNAIBmcLmTujAgLGjKf2gs0Cxgsiz7iFgDHjqb1g8x/MjzgvwrMyJgAAAABJ RU5ErkJggg==</item> <item item-id="5">iVBORw0KGgoAAAANSUhEUgAAADUAAAAVCAYAAADmSqZGAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAEHSURBVFhH7VaLDYUgDOxcDNR5mIZl GKYP5GcES+PD99BAQmK00juuPQB64YAXcqJF6imqLqV+oZTVigBgm0pbJqUlrUJcmIpS+FRK BUIRnNWkusQ8Z0M4L6kITmkK+iQl0MHmxlBS0qTCoo3KQEWqlFV7JY6UwVyfaFJgb5eEgCVh KX9FCghZqVil0kffdI7MlkROyuC+aRvPPDLKBtEgxRsGS6q4Cb+IZNsvxNyjVCHV2dQLiAW/ 3NJT2W16NXzSrl+WX7bmse5XeuovSnkT586ppOSxz/P71uG7c79iq1zZDLb0mOr0RlGBP94o ojk5pae6UQg6TxSySIm2aYKgpdQEIoggfAAsDgOPYBpkDQAAAABJRU5ErkJggg==</item> <item item-id="6">iVBORw0KGgoAAAANSUhEUgAAAZwAAACLCAYAAABV5S+uAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABSySURBVHhe7Z2NlaQqEEY3LgMyno6m k5lgekHlHwUVFeTOOXPe21Gh6ivkWoDy78cPCqAACqAACtygwL8b6qAKFHhcgX///v3kLz8o gALPKcAd+Jz21HyjAgDnRrGpCgVWFAA4NI0uFAA4XYQZJytXAOBUHiDMK6MAwCmjI6WgwBkF NHC+4zzGHfsdv7KK728Mjo/ir/PP32cw1w6f319glbzenK8P/31+g1Pucs738/uEhezy1bZp 9mH/j+NXRJ+w3L/fZ5A6Dqft32/t01esxPhps0T9aeCouC33wNSGxd/GWFuuwKEdJthteDh7 U+2ol1NRwFfAyXB0w1TA+I76Rp0bqn1TRuAhoRSDzVROeL6BnH1Mga1Eh23sPQqchaYaiuaG tQDs+NwYcATwPwdhHL2dpgeIErEre7NuA2eJmR1H9SAUfXgqa9uVpc339BKPxSegc6XilL2l wDZwbMCoG8/KSPxO/DvGOpr4U6956oqBS3YAJTqtQsCxsjvnZrW0aPMmnvU5BeNY65p0icX1 uZtxEzgqjmGD/v17CjjSptOBWR6KtA/qfqgrNs+1Cmq+W4H9wLEh5NwQonFHbhCZxYSdsZUd rN1UBYbU7Izs3L1r7HV9SWV8d4dzX30qwzynTbzO6YEiWfB9HWAWcKYhU7szfmhIrVSWGGRp jWXf+5ozZzegQPaQmt13RLMTMWwW9i+yo45kKtZQXbJPkiJa588dh/uEFsyz6ELtDGcNGjlR Wr/WDAvOfsbmjdbtk3V7cwd+hzfNB9nzCrO9bj0h+JzjHzNPpoAZztnlPfWmytVqVpblpOZw Aj28zGaX3l+vvezJhNeyrZxm6p+j7psgw7kgqz1iH9d0p0AcON7keACFyA30HSMd1srczb7J fHXzzuXrjkEZ5T/FyX9HbrAJUsENmBvvdeCEvphzJxOz7HNh5c6XKV394RGvHg1ldb4FIanH xvEs6BuSLIsiBASj5aoTZ/v2lL21cGUCxp7CvNCmgDM/14SLZkyVO/SWbc1eDGPrtDVEd7h9 bmSZUrfI/dDmEHDu/cp5tSqQGFJbN1vfnFNj/v4+kdUvc2e8BqL55t7bh+gOXl+4NnnvZg/T 6UGnmxuWHOCoTM7rmOzVfX5ns9XBJJ9O8zvAuO9H57e861Y1ne2rpWPLAc6SOnqrJlfimgK4 Bs5yfartBVn8+qpRfyXpqsbJNpTb/jkPBcoocBg4pvMWN5QYsomttlwFjv30l00cb+jJnz+y sjJzKLdzTImZM6TmZSIOTN0l5YaVyyrAyFNvsGLQGnqbOxiAk4qafTw1hxOs1AuGfXfqvRc4 c4q1DJ/mDW8m/WcOJykRJ9yrwHHgbD2561GV+HJod/gifnP9CYip1bpzNuXNkcRApW9Y9VR6 MXCiY/N+hmMF1LcvsDdy7ur4+84OMPVEnt3ucjVtaEjNGYY1Qijoz01tp95HgDMl5ct8W/aD 2FbgWKWW3aw58RYFTgDHjHmvD5usLBqYXFsfCnNWtukbV4LJynLsOZygUy4MnChYvDkSHa7I HE6GfXp+QtQ1Ou88rc3huB1/uJAjBQb7uPj/7JdxUuUuQrS0aMBpYyqQ/rs5O/U+ChwNnRKv BajFJbyHc0tvSiVJBTa+NJDR4DOWb8aXRYdPkfa4tPtwZw9HyeE78zKqmpQfxYIF+2sFCoDu 6rBBLCYw4+LrS7UTK+CcBRWhRsEXFyRAVuybVXCH29z3PraOuSvVBvHektJQ+pbl+1aGpe3a 0mNd09aWRc+Q9/T2sgznjf1NvUcRc2sORsTf/kpH1rxWkfdw5hbGlwaS/SAn3KTADd9S28py bvJyRzV/Amh8/cN+IDiih4x5oXmIHbHbOjV70UCh+igGBVAgVOAG4EyPWFV+7iSUQw6b1NVR Pttoj+ixf+7mDh8Bzh0qUwcKbCtwD3D00FHNnXmpz+m8pckd0aO+zEZFA+C8pV3iR8sK3Aic lmXC9tYVADitRxD736AAwHlDFPEhqQDASUrECShwuQIA53KJqaAGBQBODVHAht4VADi9t4BO /Ac4nQQaN6tWAOBUHR6MK6UAwCmlJOWgwHEFAM5x7biyIQUATkPBwtTXKgBwXhtaHLMVADi0 BxR4XgGA83wMsOAGBQDODSJTBQokFAA4NJEuFAA4XYQZJytXAOBUHiDMK6MAwCmjI6WgwBkF AM4Z9bi2GQUATjOhwtAXKwBwXhxcXDMKABxaAwo8rwDAeT4GWHCDAgDnBpGpAgVYNEAbQIGf 3pwOLVAABZ5TgAznOe2p+UYFdmc4ejdUuXPnndtqqK2sM3bczdLP2gp92q22VLlZlXMSCjgK ABwaRBcK7ALOtGGg6JzFFtNyi/R7O+nSwFHhVdtnA5wuGnylTgKcSgODWWUV2AUcld0I4Lzn B+C8J5btegJw2o0dlu9QYA9w/j7DPOdTK3BUBjYNkanf1LAfwNnRXDj1IgUAzkXCUmxdCmQD x5m7saHjzYUMn9+fHq0adcc/flXHngJAXB8NOwGSKO+kfXbd2TKXBY5j52cZghQ2Dx+tSrZl nNiPAgCnn1h37Wk2cIRKYYajYKMgsnTeuuNXnfmywGCC1jHg/H6mrBA4wo7RAt2uiJYFjlDp 9xmW7ErqoEF91O9dznByowoAnEYDh9n7FDgFHNWZasCYznaGgvn3+Sf8LeDYYLOH03JW0l0H nEkDgLOvQXZ6NsDpNPC9uX0IOAtgdMYTAc4MGB9AZ9RNAOfQcJq0B+CciQrXllEA4JTRkVIq V+AMcPTTe0aGc36dQWJIbTi6rBngVN5EuzAP4HQRZpw8BRydwaTncK4Fjhq6OjBPole2HQWW 34a8rI4hNW6yDAUAToZInNK+AtnAWV2l5s2frKxSO7aCzOhrr/5aLcu3cVoavQYh/0sD1kS/ E9blPD+LWxnCc+wUXy8Y1AICVqq1f7Nc6AHAuVBciq5HgWzg1GMylqDA6xQAOK8LKQ7FFAA4 tAsUeF4BgPN8DLDgBgUAzg0iUwUKJBQAODSRLhQAOF2EGScrVwDgVB4gzCujAMApoyOloMAZ BQDOGfW4thkFAE4zocLQFysAcF4cXFwzCgAcWgMKPK8AwHk+BlhwgwIA5waRqQIFWDRAG0CB n94+AC1QAAWeU4AM5zntqflGBchwbhSbqlBgRQGAQ9PoQgGA00WYcbJyBQBO5QHCvDIKAJwy OlIKCpxRAOCcUY9rm1EA4DQTKgx9sQIA58XBxTWjAMChNaDA8woAnOdjgAU3KABwbhCZKlAg oQDAoYl0oQDA6SLMOFm5AgCn8gBhXhkFAE4ZHSkFBc4oAHDOqMe1zSgAcJoJ1bsM1Vt7Lzut qp1Zv5/f5++cq/auq+e3Nj9nS+7VACdXKc5rWgGA03T4mjT+O3qQmbxQW5UPp4Hz+5ntwwFO k00Eo9+qAMB5a2Tr9MtkH6NAjP8jQQFw6owcVqFAAQUATgERKSJTAZXFiAxnLfUoMKRGhpMZ Dk5DgbsVADh3K95xfd9Rfyw2a6jLOn9up25WZM/VTMd1ofaQmoHcYE0OzcN6JbKpMvFkDqeM jpRSuQIAp/IAvci8fZP5ChQzZPS8j4KKWnQwfMSMjfiR/1b/b83hTJBS4NLHVXkA50XNC1da UADgtBCll9i4N8Ox3Naw0lmMNTxngWS+xFs0oOuNzRvVoS0ZTh1xwIqLFQA4FwtM8UYBeyl0 1piaCw932Ewes6AjhtRMkdvAMZkWGQ7NEwVuVQDg3Cp395XFl0TbTPro1Wv2PEuY4VhS6gxG ASSV4ajjAKf7BokA9yoAcO7Vm9rWh8IkYPTEvs6G5DCYAYheGBCdswE4tC8UqFoBgFN1eF5r XLDCzBkS84fLBEg+3go3AZxxHH/DtHpt/lWwcssexGIC/xwynNc2LByrWwGAU3d8sO4KBQDO FapSJgokFQA4SYk44XUKAJzXhRSH2lDgOuBY4+5yyGNauir+Ni7vTbQhT8TKt/rVbEB2G+4M uQVLqncXV+QClkUXkZFCalfgGuAsnbJ9M/sv6tUuTNS+t/rVZDBeZTTAeVU4cWZNgUuAo+Di v2shl68+9UQpbcp+92NFrer8kgCs92VG7rp8BQBOvlac2bAClwIn+P7VQ0NqEygKvHPh7OFi d/QP+TUtFwY4Dd9+2nSA84Yo4kNSgUuAI2o1L/gtS1K9zMb9rpY9LzJ3oO5x7wOMVsdvf5Ax PgomYbPxdeKkQu4J1fg1mQVwdoav2tMBTrWhwbCSClwFHGlj0Dk771oYiEwjXcH3rjwI2dmF hFfkg4yBLjnnHBDzcb+0zQDnQPiqvATgVBkWjCqtwJXAmR/ClwxDv6CnhrbygTMBSZezXJ/6 IGPwaXvz8p/yee2/yazpQb9isHP82JinSvnN8fw2UlIr2ZwATumejfKqVOAS4Ag4fPztHIMv BV8MnDnFWt5CLzTPUYtfZDhV3ktnjAI4Z9Tj2mYUuAo4Zm8SI4Wal5kfwm8Ajp2JnF2hpsqK rLJ7xK85fWTRQDN32rahAOclgcSNRENfhrqK6uR8eFGV7L/D4n7RN9zr3vvi794hNduh4qvU vBVq8ltdkc2/JOMu9QvgFG22TxYGcJ5Un7pvU+CqDGectvN19yvx97G3V6INw+B8hNH9AOMo PtRoja+LjzaOkY82bopW6D2cuvwiw7ntRrm4IoBzscAUX4cClwCnDtewAgWaUQDgNBMqDD2j AMA5ox7XokAZBQBOGR0ppXIFAE7lAcK8Vypg72YqHQQ4rwwzTvkKABzaBArcrwDAuV9zaqxA AYBTQRAwoXsFyHC6bwJ9CABw+ogzXtajgFmBaT4oC3DqiQ+WXKgAwLlQXIpGgagC4Y6jAIem 0oUCAKeLMONkVQoAnKrCgTH3KQBw7tOamlBgVgDg0BI6VQDgdBp43H5QAYDzoPhU/aQCAOdJ 9Z+uW356SH0Xzt5/SH5GqMAOqRH33E8WhdsBhN9YDTvnp1XLq9/W1r8C4ORpyFmvUwDgvC6k eQ5NWzfEtm1Q37+7BjjziJLZI8nsPWR9d8/5IndjwLG3sFj5aKwD3cVXFg3kNVvOalwBgNN4 AA+Zv/X0fQQ4ez8i6m0ZrnzYs3X4Ib+vvmiGo5OlTT6l92MCOFfHhvKrUADgVBGGW42Qb7mv 72r6IHD0ZLocakt30reKllGZ2o3VHxacMprEfkwAJ0NgTmlfAYDTfgz3eSCBsjVc9iRw5Cat al5nttEeflJ9djAP5KYUU5ZhtoCO7F2ktrawhu7ceuz5rPl65/gnHBIMt/626s3IcgDOvlbM 2Y0qAHAaDdxRs1fnblSBzwInBIy3M6wadlOwkP8ONr9zYTVncwoiCgRLufra/B1op832gu3L vQ0DnfjMZW8lOQDnaIPmuqYUADhNheu0sXOHvjVclQec8IneW3G2OYS0MofjZBIqC/NAYG/q 52/3rSAQ2QZcpE5z1rOyM+vuLc8PAGd9GJOvRZ9u2BTQhgIAp404lbKyFHBcewotGhCFGpB5 mYiTIbg7yWq2bQBHZ04R4MwgyM9wpvoATqkmSTk9KQBweoq26ijPZziXACexXDpImnSnv2RD /r9tIyvIcBhS6+xew91QAYDTW6tILBrQnf6e93B2ZjhRsFgT9c6QWGQOZ2XOxszTiKEzs8Lg N2bN4bhzMGYuKXwxNp3hiLI+Mg1aflg00NtNhr9rCgCc/tpGfFm0/6WBZU4mNh8SSJYPnO0v DYSQC16SFJ33OI7i3RYzZ+TOjbjDbWbORhq9dcxdiTYMcq5rrkOW79o9iIUKkfpXMiyWRfd3 j+HxigIAp8emkVoa3aMmV/m89ZKtqZNValfpT7lVKQBwqgrHfcasfHblPgN6qCm9HFqpAHB6 aA/4qIcNkKJHBfKevntU5rzP+7QFOOcVp4QGFCDDaSBImPh6BQDO60OMg1IBgEM7QIHnFQA4 z8cAC25QAODcIDJVoEBCAYBDE+lCAYDTRZhxsnIFAE7lAcK8MgoAnDI6UgoKnFEA4JxRj2ub UQDgNBMqDH2xAgDnxcHFNaMAwKE1oMDzCgCc52OABTcoAHBuEJkqUIBFA7QBFGBZNG0ABWpQ gAynhihgw+UKkOFcLjEVoEBSAYCTlIgT3qAAwHlDFPGhdQUATusRxP4sBQBOlkychAKXKgBw LpWXwmtRAODUEgns6FkBgNNz9DvyHeB0FGxcrVYBgFNtaDCspAJ9AMfbzXLaxVL8bZT/5QcF nlcA4DwfAyy4QYFLgSM2+bK3dr/BnUgVC2zsrZKnzcfEFsFZ2yc/YzW19qUAwOkr3t16ex1w 5o5+/D4srYKLb4jcfx7gPBwcqlcKABzaQhcKXAWc7ygyCJFFVAMcmdH8G3+GfwypddHAG3ES 4DQSKMw8p8AmcGQWMHXUEhzz/ux2p/33GfRx++8KNupaeexjnTt+7TmVBQIrdTnXfZahMGHH 8MmffQns8TIb24+Ybe5xpcNig8qgdtp0Lmpc/TYFAM7bIoo/UQW2MxzTuU5AmaAwA0J1wiqD mTp13ZEboJgMx5Q1/U0DRmUda3VZcJLlB9flBTaEoJ19pWzzAGlBZvJZ2cQQXV4wOCtQAODQ KLpQYBs4pqN1M4r1bGcGzBHgrNXllXUQOFMwbVBM2drwmxOlfOBM/ulyluvP2NRFK8PJlAIA J6UQx1+hQC5wnLmYoOOeh93k7wymc8Bx531OAie2Us4ZvgM4r2jIjTsBcBoPIObnKXAIODoj UBmCX1ddwBkiQ13ukCAZTl5r4ayrFAA4VylLuVUpkDuHE64qXrIaqzOXnXg4pCbgM72M40LI TMSHczilM5zpnRt/hZpYsr025xTa5gGUIbWq2vAbjAE4b4giPiQVyF2lFntnxZ+Id+Z59LCV yYLs1V7DYFa4TddZw1x2Xe5KuOE3SFA4w3cJFwUcxmmYz16UIMrwCLplm78ab1yWfE92jOOy es8eUkzKzgko4CgAcGgQXShw1Xs4XYiHkyhQSAGAU0hIiqlbAYBTd3ywrg8FAE4fce7eS4DT fRNAgAoUADgVBAETrlcA4FyvMTWgQEoBgJNSiOMogAIogAJFFPgPUkjvrEP7Np8AAAAASUVO RK5CYII=</item> <item item-id="7">iVBORw0KGgoAAAANSUhEUgAAAR4AAAAfCAYAAAAx4qLHAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAW/SURBVHhe7VzRleMgDExdKcj1uJo0 k2J8YMAWICFhE5J3O/fe/SwYSSMxCIndx4Z/QAAIAIHJCDwmy4M4IAAEgMAG4kEQAAEgMB0B EM90yCEQCAABEA9iAAgAgekIgHimQw6BQOD/Q+C9PrfH8jIbBuIxQ4WJQAAIsAi81+35eIB4 EB5AAAjMQuC9rU9HOiCeWYBDDhAAAttr2ZZlAfEgFIAAEJiFwMuRjqvrOPJBxjMLc8gBAn8c gZfLdPZyMojnj0cCzAcCsxBwBeVlfQdpIJ5ZqEMOEPjbCOztc19QLv4/Exkp8Bzt9NeSL5Iv 4O5yVIC715XzqQKhnV98s38fUzM3min+XLfInfO8mVqAh10pbVw3I3a3df08ht4HJ+aHwj9g e9Ilw+B4ByLofRtxbYEyZp9qLNA45jadPE66QXsM8rK4GOl4LtMw2CZfs29MxlMEZGnge10y RxxKJeJIKZcDMjiBGsdsAE9OXyCd05lUpxR0erBp4dsz/jEMd1/UmP+S7c1NtcfiTF8k/yfM UuxycRs8HHwXdYx7h5KPNh7vKfFQ52xlDu/h+0WOe5v+I65a/t7mCkb7YyCGhVXioUSTACJk VhLZa5kZWDRY8uzrJAofbHd18mvIwVqSUkU8QzDkM4bz9OL0G2F7B+X6uMgyHOYtyB47diw7 pNdTU5ySjZ3w4jOMuGGP+SVRaeNHzicSj5c/JrtpISMRj1X/a6jnL5dTwYhkLvn1SMl4uE1D f5ahGFtxTb31U6fPbHKCSB593b1qfYB4OjH0mUSd9s+wvc8bdHbKfkq9e5/iX9aAHJBJh6CT QHwVUaVYzTOgR0VM5cEmbfziKtTMdBpXajVDEuRr9l0GOnzIE8+RRsZTKCqvZjyEsOi+Zk9a //DI/qsdN82Mnwv6yYtrV0Xuy5vEcxtDH0hM1tZtuwJ5tl55Tel0V6srMjHrqa9+jew36VwR yyPEtTZ+QKRs/KJ4K++Zgnw8birpeCUE+Wb9O30dp4vEs6tEC87OYpF4NHDY06Q/hW4VYy0P mGihTCe9SDpx4i7b5MiLxDMKQ6G202e7JZho/cH5UpCrrVR2R2q/BDmav+7GRtIz10cmntYV 2WdM2viJi0Q8bo1TKbH8keMbycdMOjLx2PXXPMyPN4knLw679N3VLmjHp1ZOVuIIjH3zvrZ1 Vusoz+eP9p8WyC5ydmentDsrtBVm3gn60RiG9RhSH53xkOuftYXaiA7SNS11Dxvzvgx9g5yH S0Gq3KdaRqCNaxkPIzPFWTt2exs2P5jxBNupE/IToGfTHKmnvwasd+soehCxM2jXTmOeGDg5 8egnbyBrezY3GkOReHpsN8F7XkM1KE3LSSl//PnHiae67p1xz9qn1UC08QvEk/aiet0akPGk g1evUdm8W85SMp44/QjaG8RDCcx0ZakNupNZpNX4dvIp6+1I0V/REyGUxKNvgA8SjwXDxpXH arstlEYTT8Kcz3g0crsbG6W/9yM3lhq+1dVidgD/LutIEAh2ZvL5pa6WmFreIZ7TkfrmtYX+ tVkkgysIkHaDfpN4LBgKxeUye23YbsNVyQiUReouViCyapPPKi4fh2vavEXBvBof9I5HONTP GwIhE7Ehc6OrJck/Dl/5nZItTvhZwstl/qpAi8tdHYAku/tR2Oh2Os1s6iffebc//MbtJ69a n8KQb6d32J7FitCxok8u1FYv05bOnmzIL3entdO9zdKL7mxMOHyFOpT95XLeQWZf/mtpXxcT lC+XS/lhMdPL5S65YTL+AqEEWkdx+QLuH/6klfVcE112NHtXufa9cJL3Csf8n0MAxCO65Go7 /Ud83J1dtvTuq1vVK1353tZG/xG0oUYnAiCeJmByPagT5y9NH5Ex3P1Viivfj9D7S5BDrAkB EI8JJkwCAkBgJAIgnpFoYi0gAARMCIB4TDBhEhAAAiMRAPGMRBNrAQEgYELgH8lmMgEFEkfI AAAAAElFTkSuQmCC</item> <item item-id="8">iVBORw0KGgoAAAANSUhEUgAAAGUAAAAXCAYAAAASloEFAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAHaSURBVGhD7ZiLrcMgDEUzFwNlHqbJ MgzD42cw4JQXqGpHolKlqrSJr4+/Oex+ifPAIc6ibZDdUAQGwYayoQj0gECT6Ewx2qrjsEd+ n/byxl/aaiNQxQeTrhPriJ/PICa+jFZZpyLEcZx3UIqIBCKYftkzAFIvgwJ2IzBKW4ir6PCk KQUiBsN1XkEpUYGB5JiyWr0LiteDs6JOqAQsQzJOn4cH2vnOERQUVXdKpstXK/gXJRDumbIE ZUiqW7FEd1DqzOE4L1CuM9fW++jCzsSiqcz6heM/3KPri00/Ab0dlNRzGM8zFNzQxlASkPTD 0IfaSHzYfMtQ4a41NmBM3JjcO1w3R4NLzISsl4Di+wrn+VymNE2xaohjdy3/gpqo/gMV/heY M2bC6P4FCo6mUaQmQTCpQFSN/rZMY/kCsW8GO0Gv6J4SggdGR7pHGK3DvgIQWijUnE/5cTbS l5mE0Z5/uopr0v101+wpaAJreoR35B2EFtK6875whTy4oABz3/WLo/A9JW8kaMuFWl2Vpsfl i2MkJhZHor5ybOzVDEs8UZh7IMnc6L+QR6IvMQfFDZth+50ciUV7RIBxk1Dw87BnO4oAzeJN WIAiXttrDdxQBKLbUDYUgR4QaNIfhnNV+6PcQecAAAAASUVORK5CYII=</item> <item item-id="9">iVBORw0KGgoAAAANSUhEUgAAAFwAAAAXCAYAAACGcCj3AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAGwSURBVGhD7ZiJDcMgDEWZi4GYh2lY hmHchtOAQ1NCcRURqVIlRGw/vg8iYD9LCYil1rYx2MAXi2AD38AXE1hsjla41SCFAJF+Cszh mNGg7WIPT80ZUMhH5RwsH6tlikESjnOsN8CNiqADZBdDDE7+CXALWmJB+P8YuocZ/A0CwtC5 1gvg+cQx7KiaI8g/AW4UJHg4GxPxIBCpwSdkPKAYF986Ao5SlMrPWyWlDnhuWYpZ2RxCA7xU vGBYz8Dfqok1+4x3xlTWT6o+zkXaf5sHjrIvxtIADWWHcT0Bxw3kM3APIO75FnjuE20ddod+ 1QHcX9CeFAsB/PCVc31Q4feAT1W/U2vVcxgV7M69Yz8DJ5tPH82owqcBdz4TjTzGwlCj3fTZ sV9MKfRImPFYrf08Hp5R4HNKSjs1Zf/4phDP59x+NYejZpjU4ekekOpaPQp8hsLJQ0M+c83Z pRjbewB508QNtDe5XAc+dyw8zZCq2XLcJLGYKPu3Pl5dBz5D0894xxTg341xzwA3GsUg8PLi 48sO9Tlg1K3n7hsE/lwgv45sA/814er9G/gGvpjAYnMvbVhTJW4ljysAAAAASUVORK5C YII=</item> <item item-id="10">iVBORw0KGgoAAAANSUhEUgAAAFwAAAAXCAYAAACGcCj3AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAHISURBVGhD7ZjrsYQgDIWpi4Koh2po xmJy5ZEQIbqrckF3cGb/iMDh4ySEVTCfrgRU19nmZDCBdzbBBD6BdybQeTrZ4YsFrRQo+hlw XpizYJfOCg+mc4ZpNEHh5lmspjVoQfiI9gp4XkSCHJbgwAT4+jHAN7CTMTjzCDPpTQbi0Ee1 b4DnHeew0TQLWP0Q4B4g0UUzrIYo32kLMSC9dm8YXFfqM6CdAZeEFzF6OaWUC26bltDt5GBM iRXQrePVgPYM3BnKd0I6rAnxPE/C24L8ajTUzUXjuwqogvDZwHYCzg+Qz8BZNODB+rkT8ZPy bz6geWo4Rs41+/4ogd4LwH0UjGy/5HAveH9xX/my4Ud887GaStH6ZIev255LwRNupX5n+jTE HYcqqqhX5PCQ2rCulaqU9ay3Ntbj/An58Fz10iqlcBkxTYyvQiKf/SqoqMNZeBYHoYckXR72 3jc3MRuwqkpS2fe6OpwqbnZDw8NMzBibevgIceOykFVUUZ8cYSNuknXUxayBZr3x59UK0eDF wt8tHLgHXfv/M8LujH0ZeJ2H5bx/R9wv9r0EXDz0Rl5+XrQzl4C/aH2PkzqBd96SCXwC70yg 83R/9XZJzZnacl4AAAAASUVORK5CYII=</item> <item item-id="11">iVBORw0KGgoAAAANSUhEUgAAAEQAAAAVCAYAAAD/wUjgAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAF1SURBVFhH7ZbbDcMgDEWZi4GYoyMw TZbJMC4vv0LUtJgPKlGpqlCDsQ/X13GwP4qA2zw0gQ3koogNZAP5bBJ/oZAjOHCufcMxyfZO iL6PuzwQBaNBsTNBGAEK3iNU4Cnw2kDOCJ6qPyDMUkmOm2P5CGfRG8b2s4FcyE8SN4ZBtfhY yxj+oCIIiGgfDHrGRIckybdRDkei6X9zMqNVCFmPhqB9GMu1lkk6IT/h4NJk0oMCQpFWR/U5 rbv+J3NsPfscJd8HX1beb/cQvvAa6wFIeYiAeCgK7ah+U8rMZ4SH0M0a4ssLR29yykOY0ppA tPlZbUShvJ8y84HMahmZfG0f7H2DQtg868RpMcXYnQ/Emm4/VWqOdg+pmfGFMWACoo0rQFBv h2lNffZp0kweu+Rb+EbZ/Kwj3c69jlFa6w1cax9v7Rczq8QG9hMQ99Jsfl0PnL3klkIhFy8B jKyXrG4gKQKCYCy/A+cvt8VZlXFtreUq/DGhN5jBO8lz20BlAAAAAElFTkSuQmCC</item> <item item-id="12">iVBORw0KGgoAAAANSUhEUgAAAGEAAAAXCAYAAAAbfSF/AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAGySURBVGhD7ZgBDsMgCEU9lwfyPJ7G y/QwrFVRVNyyzgXS2GTJEtMKPD6gBvYjHgEjbsE2ADYEBUmwIWwICiKgwAReCYcHawyY8nMQ LmODB38osHpqQgBH7HbR6PY5vC1+WcYZifUBQnAY/Bz46AM6ZxVDOMBbmjjpPwWRApx9yIlG QUitNxBqFlAAmEmXk4ohBAcloFTJhUJOJOshiRmhoa9y6wQCkTKn4+XlqA/C2jKHih7ADBBa ZRiB9QrhzCTsATMGa8P0368lCES56N8Q5FyyBNcLBNqQJCDUXjTW9ZgcXxmVVU3eKf4xEC61 SK4/Uwkxq7u+JpjpMRfe7F8hsM2MLxnNBNWVsaoooSYe/WD2Rv8Ean6chN/s30xH/HhaQRze p/NCGVlzmSAAqbS5OXzWCdaUo3GCG2zWPR11wS3GprBdQapBxUkqS76njOr4qo7/3qhZkMQP qXNAGfIn5xT2xEybND8xrYCwdkSdKqlLBIkTMU0vbv+bF3grIPye+U/5woaggOQtCI303Xmp R+5s7Nm8P12iKfBblQm3IKjy4AHGbAgKIG4IG4KCCCgw4QXfo9YsFgokvQAAAABJRU5ErkJg gg==</item> <item item-id="13">iVBORw0KGgoAAAANSUhEUgAAAFMAAAAXCAYAAAB3e3N6AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAH+SURBVFhH7ZeLjcMgDIaZi4GYh2lY JsNwvAyGQEyClfQkKp10bYOxP/u3XWH3i42AYLO0DdkNk7EINswNk5EAo6kXK/OwWgorBPxJ qw/GSDhNHdrK7Kf3V1nj7Rt96fOLMCFaY1Vw9DdhGgXJTgCD23M+b5ioog8tk3IwSHjAK+u6 AP4xTGgbvcCfaB6qz1WmCqI+v2ZlXrIirNKlZ8jQ2HC/U1ZlKbhnw71tP4wBZslI7Z6YkXl9 zyCkJ6ToM0blfj5iWRs5+4oqE33pg8/GU+ZRU46XtX2knC/OuM90i2TUf9L5dDgkokrCNY/S 6/CQQ/8ThKpiIrPY97ULM9w7hAmyKvBi9aIzAKEriwHMlCywFYN7cUjdqcyBrwswi4wzzCz3 CMG4dnHefgYwUzA1TGgjtEqXn8DrEKXzga8LMDuV6btnmojSgdTdRbIPs5yL+Nv3FKxVmUdh 9daicvPhYvKiHfn6ACZUy7Vc86LbUsgVUEt4FSYFe+57NNGbfu1Bt6pp32eYuAH7XiXRr5Vw KEPoTfPa1ZDhk1TaiZ+qIPfXOE3nZc69GuEKhH2zDLAqHFrmRO4QTHLYzZVBs2nEdeyzAXTH Z3oAfQwThtfD1egOi/VnydXo6or+Ur7uVGth3LP471q1ePb1g5+Tq0H87vkNkzE3G+aGyUiA 0dQfBzzlLeq4KdMAAAAASUVORK5CYII=</item> <item item-id="14">iVBORw0KGgoAAAANSUhEUgAAAEIAAAAVCAYAAADy3zinAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAEuSURBVFhH7ZfRDcMgDESZi4GYh2lY hmHcgLHBJE1BcpWqciT+UGI/7s7EgT2VgDMOSMBANCUYCAMhQ4EVkaMH51xdPuaHoyND9FgL Lg96JU3vDumcESn8Cgg6hwRBFQRBCFDbTwFBHzBERvw9iBzBl8Z9BNR8B60EYiKtZixlRZAC GMRgk7FmqQjppWdy40sgXLPGoQvOovcgSDr7QUVAe9iNwYeeXHuUQbAVHGAJSyBKEURurWz9 XdogSu8tJ3gi4VS6zgjfR+ny4elTEGGmNz6HQj9NjSrdgdwujN+1xgCB+0PVXyqCPUzEVC80 G9LhYvdz6u4r/aC69S9vliXkigrkyd4Voz0+55tlC1see9Rm2zePw9M+3N9vz+de7KerMTUQ BkKmiCnCFCEV8QLd0w0+0Nn6MQAAAABJRU5ErkJggg==</item> <item item-id="15">iVBORw0KGgoAAAANSUhEUgAAALcAAAAXCAYAAABJct5xAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAPiSURBVHhe7VqLkYQgDN26LMh6rMZm LMbjYyCBBIK4nutwMzdzH4jJy8vX/ezjayDwUgQ+L7VrmDUQ2Ae5Bwlei8Ag92tdOwwb5B4c eC0CN5J725fps38+8D3ty/YDuG7LPgWdre7zvlq11+U2/dcZ40Z/nr0y+0x0RHqa/27LFHGf lj2H3d4/7MIueYDtWPdJJAyv/43kBtTAEc8ndyQVdvz/6B+cDORc50BY73ScPBii2gDgiO3k 5OefZDvoIpPbRbBJQpRTg9xC8YgZgyOKJVJvcFoZnGxeoYzcmMxAWpRpfUaPX+vM6ctnvO/b 3laxVeS2Ip39EdOXkBuylp4sZXhRmU9ZEgpQb1vyBXJjwhO9jT2MHZY0eTa8w/YvkRtasMPW QG7c28xL7DO5kjejHtDLSftpT7JQ2kg5FMo6KrMSn9og6TjdrEutJeB06SS3oCObdc3ZHFPr ByabN9tewZnIA9+3JSGauSnXsuBE2RtlbnTJkjEodSiSlbyUpPF+BNL8bUnqYxh+cmDBiF5y lwYwN9BWHkACPVU/8+Vh9yHTPZsd2tKLJ8mdDI6ZKchP4Ph1Zsgk9NpttmsSCB52jR7Cc0uS 8rZECEwnxD/P4sKS2wEmkhuAimQO0QN3wtDDlW55ILuK3BrIi2dastdBJsDAk4Pvx3uCLu+5 ZQtoxVxNgsn3I16eRHq/kelNMl5DhieNDqLkFjY7Qabnl/VHB7lj2xFLAxjinbua9oZfO1nw apmbrreKk3IjWNXjeAVW8/ARCJTcGmKczNyaqhCC02BsfMBt0ERyt9heBZKSuwalJC6Q2wzx sEqWZV1Cbj4iIcNMFlR2L9mSuWtRysPRkyFBIr8Ki8/bjH22wEV7fRinv8v+/yK58d5bCoZC e6C1XcVtlLl7ye3aycJGyOvT1ZZAVhJIGh4uDA3h/5XMnax1dEBeeQpVjoQgeMvwTHJzVTXF pt63uixZsF2HdsTxEnI7/sKOn2n/uIGSvMUyLcOE3ia6kotIm29LqJku8vNJJ3lDebxpQ+Dl GVe7S756FYgzNHq7dwxzdMvmgf5mW3IKF+alRkZvdhXYYDsRKGxC0PxSHrT5+5SXPrFSPChH 3Pl0FViNwlpGrgqoHyADZSk666LuO9EwUN6nlPZJpeytlUHPbcvc9bGEvvu0jdW/xLmb3Kh/ lbYP5+C/+tbZVeDVepyUp8jwesltc0Qut+d+7LVBrpLc/EsavdGKk7h8uRXVL33QSu7PFZY/ 4Mi5wT3J2Z0fSej5SAOvv5LcD8B/qDAQaERgkLsRsHH8dxAY5P4dXw1NGxEY5G4EbBz/HQT+ AGDG2BteQTvfAAAAAElFTkSuQmCC</item> <item item-id="16" content-encoding="gzip">H4sIAAAAAAAA/4xUXW8SURCdu998lC1KxbIoKlTxI8ZuNepbg40x0WqCP6CusFJUCtK16SPp f/DZF3+C8d1X418yeGZGiokvLrl7Z849c+bczYQiERmsl1h5iW28g/RDNx0Mxwcu8XMXK9cf 9xRzBHvItFHvxeu3aS8ThLpSb+HtHe5POuNjhZ9h+QC6p8RdrgXvFXoNsB45y5yfNe+PK7Js 2Z1smqaRnMVYKxMJnXj9O9HMduPP2LcdT3fX190LdPdzsfeDqBPkYyskynLwZ9z7dJu2cDPc rRC7P6GTK+p5gcg21ibdQSNBvgKxjLnHpkqidRKE8aen0C7RqlJCEd2C6CY9EJNlVS2dUdXy UvWslpSXqlQRqzN/LSYcdSoAz0l4UpGrVmPnF86981LarxK5zgFN6AjtaF3AL1XWe8fsmqq5 kX6AWl336IIQj+rSGEYuSv7tNKeGFkaX1EYD0GW10RAbVzSpSdJUstNS9eaG7q2r2mVDVDEm 17SL5rBLbS1sXdcubUA3VLgtwjf1Ps3FfW7JTIX9eG8wTSb7e2/G01GS+ToqPJoC7yRZouOj 9kiqZJx5hPgCFYk5yyfHw8PHoqPjXOdBNYuxk2eOH5n6/6MLcT+bJr003tFpjhYGzCqZiHll HBhjIvibN4xlIhtow9gmcuaMOCYyNEfggjPbxpHHHJbwhYMgYA6Tc6zD5XlwpLwAjpQXwZHy FemFoCQcBCFzmKyOw+cfR+l02Eve6zcJxPkTrD4N8ePmIek/hE3/PMW/k98AAAD//wMAVKZd OlIEAAA=</item> <item item-id="17">iVBORw0KGgoAAAANSUhEUgAAAV8AAADjCAYAAAAiyhc7AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABahSURBVHhe7Z0NcusqDEazriwo68lq spkuxvVvYjtOAIFAik9nOu/dBoQ4El+pjO1LxxcEIAABCFQncKk+IgNCAAIQgECH+JIEEIAA BBoQQHwbQGdICEAAAogvOQABCECgAQHEtwF0hoQABCCA+JIDEIAABBoQQHwbQGdICEAAAogv OQABCECgAQHEtwF0hoQABCCA+FrJgb97d71cukv/fb3/WfEKPyAAASUCiK8S2BSzj9skupfb I6UbbSEAAccEEN/Gwfu7X3vhvXZsdhsHguEhUJkA4lsZ+Ga4Valh3PlScmgZDcaGQFUCiG9V 3LvBHreV4P519+sgwOyCW4aEsSFQiwDiW4v0wThTyeHSLaXe/b8busbQEICAMgHEVxnwV/Ob nW/XIb4tg8HYEKhLAPGty3tfd+huQ633eu+Gw2WT+N46zjw0DQqDQ6AKAcR3g/kxiWHyxa9Q v6WeO9jei+u6L/XeKlnPIBAwQADx/VKLTb3ZYSkbbPvNwjsXdsczvfNO10D8cQECEGhEAPHV Ft/5ONkiyJzrbZTpDAsBYwQQ3yjxHUoDR+WC7c8Od76ZF9WWEgj/fZWDYAGLFjlQWrsR3yjx HRqtBfhIjF+nFdZlh70gH5cmPod1SDJvX/hcJ2JwrsN5GEWDtb+VXYH3Z4FcLo4dn0g46of4 VghYgSE0FlcBt76awGdtwi/7GqwR3+id77L7PTqxMBnRKjvUS7EyI2kkahnP+AtDm2PIvsfc YOcbimrBz493vrKyQ6/I46MipRfcPCYrPhdMxi+m4FyHM+Jbj/NzB/t6xGPaBbftoyHzjpqx wOoEHs5w/kZAIz8oO2yIb2+WmK6oxtxxFuq3+jzxjK9G0OssM0aBwO8Q0FiHiK/x/NAIuvEp 4x4EzBHQWIeIr7kwbx3SCLrxKeMeBMwR0FiHiK+5MCO+xkOCeyckgPgS9BMSYMoQaE8A8W0f g+oeaAS9+iQYEALOCWisQ8oOxpNCI+jGp4x7EDBHQGMdIr7mwkzN13hIcO+EBBBfgn5CAkwZ Au0JIL7tY1DdA42gV58EA0LAOQGNdUjZwXhSaATd+JRxDwLmCGisQ8TXXJip+RoPCe6dkADi S9BPSIApQ6A9AcS3fQyqe6AR9OqTYEAIOCegsQ4pOxhPCo2gG58y7kHAHAGNdYj4mgszNV/j IcG9ExJAfAn6CQkwZQi0J4D4to9BdQ80gl59EgwIAecENNYhZQfjSaERdONTxj0ImCOgsQ4R X3NhpuZrPCS4d0ICiC9BPyEBpgyB9gQQ3/YxqO6BRtCrT4IBIeCcgMY6pOxgPCk0gm58yrgH gc8E+jeK968Ul31ncNVYh4hvRkBqdNUIeg2/GQMCKgQG4ZV8SfvNY2msQ+FMJLOnj4SARtAl ftAHAiYISEVU2g/xNRH2Jk4gvk2wM6hVAlIRlfZDfK1mgr5fiK8+Y0ZwREAqotJ+iK+j5Cjs KuJbGCjmfBOQiqi0H+LrO19yvEd8c+jR9+cISEVU2g/x/bkUip4Q4huNioZnICAVUWk/xPcM WXU8R8T3vLFn5gcEpCIq7Yf4njcNEd/zxt71zKU3QoREMvT5J2jSfoiv6zTMch7xzcJH51YE pGIX6hf6HPFtFfHfGxfx/b2YnmJGWiKpZTcQFI11yB1uxleCRtCNTxn3foGAlkhq2UV8fyHr ys4B8S3LE2uVCGiJpJZdxLdSYjgaBvF1FCxcfRHQEkktu4jvCbP3795d+4QaRHb5vj3WOUxl 6IRZ4X/KWiKpZRfx9Z9zqTP4u183wnu53LqV9o6f8QUBdwSkeRvqF/r8Eyhpv9mexjpkZTfN 6r/ufrt3f1980Ah60ykz+DkISMUu1C/0OeJ7jvzKn+Wju63KDdf7uwwjvvmUsdCAgJZIatml 7NAgSVoO+bjtSg5D3ZeyQ8uQnGpsrbvQBohaIqllF/E9VervJtuXIK7TRTcuuJ05DyrOXVPI tGxr2UV8Kyae0aEeN8TXaGh+zy1NIdOyrWUX8f29/P42o+Wkw6vW29eA19ve8a83romeKysq zlaaWzH9YtocTTXUL/Q5F9wqJlDxobYXwfZlgOPhQhfOXiWFTU337Yzvtt47lc4Q3+IhxuBE QJpbMf1i2iC+ZOKGwNtFsHdB/ETsfSc7tJyFd97RDmWFy/X78bK1fcSX/FQjoCWQmsKu6fMX 0BrrkG3VDvjjFi+2+1gdiu+8u11KC1Oba3dwquww9BpBV1vMGPZFQFPItGxr2Q1ETmMdIr7b be/m3O2r/DqUFfai/P6zQ/Gdd9Jb8d1eVPsW9/Vtx+v/97XK8dYkAU0h07KtZXcO0Kf1hvhq Z/DRudtniWAttkdi3BcY5luF1zdL7H92XJr4PDGNoGtjxL4TAppCpmVbyy47X0NJuxLi7Q74 /UaIxWvE11D8cCVMQFPItGxr2UV8w/lSt8V0imFzFKz/9/4utG/i2xUoO9SdM6OdhoCmkGnZ 1rKL+NpL+9dND7KyQ1+LGB8ZyQU3e7F149EgONLv7xcUZAhiBDCmzdHooX6hzz/NSNpvVQuW wfpSUixt0LW9pdTwrDMsNz2kXXC7bG6U4KiZ65yw4LxUOEL9Qp/nCJmWbS277HxbZ/r+BovY Y2fvN2ZsSxOrzxPO+A40uODWOicMjK8lOFp2p8SVgQv1C32e8wvji8ca61BISMaVXukENIKe 7gU9mhLQEhwtu4hvVLogvlGY2jVCfNuxNzOylkhq2UV8o1IH8Y3C1K4R4tuOvZmRtURSyy7i G5U6iG8UpnaNEN927M2MrCWSWnYR36jUQXyjMLVrhPi2Y29mZC2R1LKL+EalDuIbhaldI8S3 HXszI2uJpJZdxDcqdRDfKEztGiG+7dibGVlLJLXsIr5RqYP4RmFq1wjxbcfezMhaIqllF/GN Sh3ENwpTu0aIbzv2ZkbWEkktu4hvVOogvlGY2jVCfNuxTxp5EDLpd2ggLZHUsov4hiI6fo74 RmFq1wjxbcc+aWSEbItLi4eW3UCwNdYh4pu0wuo31gh6/VmcYERNUdCyrWWXnW9UwiO+UZja NUJ827FPGhkhY+eblDCUHRJx1W+O+NZnLhoR8UV8ExOn4c53+xjG9XvPEufw080RXyfhRXwR 38RUbSi+k6epL5RMnJ/75oivkxAivohvYqoivonAajdHfGsTF46H+CK+iakTFN/hHWbTu+z7 tzocvNH3+fn1Or6rbGg7lRAOygpL/9XbHNj5fo8Y4puY0a2aI76Ib2LuBcV3I6LDu8nmF0Je FgFd/j2I8yC5o1hfu1F/nwL8eh3P437vxo/mr2+vW//0luDEObpujvg6CR/ii/gmpmqC+M4C +kl8ZzHei+myM152w/dJlb+Kb6/w3f36+RXtiXN03RzxdRI+xBfxTUxVdfHtt8JT2WLYNT/u 844Y8Y2NE+IbS6pxO8QX8U1MQX3xXZUebruSw+Drcc13u/Nd2rzqyYmzdNwc8XUSPMQX8U1M 1XLie1jznbz5dlHtKazDzvhVjNiVHQYxjn2NeyIB480RX+MBWtxDfBHfxFQNiu/rtMNQOujL BmMtdnWq4VkD3p92WGvpvT8JsVyEW36+PQ3xPFExyfVLfEf7+76Js3TcHPEtGDzpU8dihDWm zdFUYvrFtJHY1rI7+KJlW8tuIM001mFQfIOpv78AF+wQ02AR35fQn/Xkg0bQYyLwk200F65H 2/gcneYa69C4+O5OWJxwB6wR9OiM+7WGHsXG6y5Si7WWXY8733VZotTzGdYX2KZTEvOJibHc ca4SBOJb8DeA5sL1aBufo5NLYx3m73yj3aehhIBG0CV+/EQfj2LDznebepox/JLkGusQ8TWu KhpBNz5lPfc0F65H2/gcnWsa6xDxjcbfpqFG0NvMxMCoHsWGne+Jd77r4zkG1s/ZXEB8C0Yc 8a0nZFqsteyavOC2TFY66YJr54ymEN+CUZfmcEy/mDZHU4npF9NGYlvLrtfdurmaL+JbcPWn m0J805l97OFRbLwKmRZrLbvsfAsutB8xhfgWDKTmwvVoG5+jk0tjHYYvuLHzjQ6QRkONoGv4 6cKmR7Fh51uvTk3ZwcUyruYk4lsQNeJbT8i0WGvZNVN2WJ9w+PT/BdcEpj4TQHwLZofmwvVo G5+jk0tjHYbLDtHu0VCDgEbQNfwsajPml79kU+BRbCg71Nutmys7FF1VGEslcFrxTQUVI1KI bz0h02KtZddM2UGS+PRRIYD4JmANLczQ55+GiukX0+bIfky/mDYS21p2Y34RSllr+szON2Gx naAp4psQ5NDCDH0uFQRNsdG07ZGHps+Ib8JiO0FTxDchyKGFGfoc8Y2DHcMxpo213TriGxf/ s7RCfBMiHVrwoc8R3zjYMRxj2iC+cbxppUVg/cqk95eEIr4J3EMLPvQ54hsHO4ZjTBvEN443 rTQIzMI7v7l5fCvI9d6/PvT1hfgmcA8t+NDniG8c7BiOMW0Q3zjetFIgML98dHn90vT6pO1r khDfBO6hBR/6HPGNgx3DMaYN4hvHm1YKBOZ3023F99LNG+FxwEF8+YYBOdA+B0orAHe4lSaa YG95UehefNcvIs3e+f7YDiQBL00hUIxA9jo88ATxLRaedEOIbzozekCgBQHEtwV1zTEjyw5Z LrDzzcJHZwgs5b/SJNj5liaaYq/GBTfENyUitIXAIQF2vj+XGBWOmiG+P5c1TKg+AcS3PvMK Iz6623KiYXfGt8ifO4hvhRgyxK8TQHx/PcJHV0Sl4rnYkvYP9Rs+l36fMI5M2TcBxNd3/ETe Zwc9JKKfvJL2E82SThCwTSB7HR5trGxPGe+ygy4VUWk/QgaBHySQvQ4RX39ZkR10qYhK+/lD jMcQCBLIXoeIb5CxuQbZQZeKqLSfOYI4BIF8AtnrEPHND0JtC9lBl4qotF9tQIwHgQoEstch 4lshSoWHyA66VESl/QrPH3MQsEAgex0ivhbCmOZDdtClIirtlzY9WkPABYHsdYj4uojzxsns oEtFVNrPH2I8hkCQQPY6RHyDjM01yA66VESl/cwRxCEI5BPIXoeIb34QalvIDrpURKX9agNi PAhUIJC9DhHfClEqPER20KUiKu1XeP6Yg4AFAtnrEPG1EMY0H7KDLhVRab+06dEaAi4IZK9D xNdFnDdOZgddKqLSfv4Q4zEEggSy1yHiG2RsrkF20KUiKu1njiAOQSCfQPY6RHzzg1DbQnbQ pSIq7VcbEONBoAKB7HWI+FaIUuEhsoMuFVFpv8LzxxwELBDIXoeIr4UwpvmQHXSpiEr7pU2P 1hBwQSB7HSK+LuK8cTI76FIRlfbzhxiPIRAkkL0OEd8gY3MNsoMuFVFpP3MEcQgC+QSy1yHi mx+E2haygy4VUWm/2oAYDwIVCGSvQ8S3QpQKD5EddKmISvsVnj/mIGCBQPY6RHwthDHNh+yg S0VU2i9terSGgAsC2esQ8XUR542T2UGXiqi0nz/EeAyBIIHsdYj4Bhmba5AddKmISvuZI4hD EMgnkL0OEd/8INS2kB10qYhK+9UGxHgQqEAgex0ivhWiVHiI7KBLRVTar/D8MQcBCwSy1yHi ayGMaT5kB30QUel3mqu0hsDPEsheh4ivv9zQCLo/CngMgbYENNZhvy3iyzIBjaBbni++QcAi AY11iPhajPTKJ42gG58y7kHAHAGNdYj4mgvz1iGNoBufMu5BwBwBjXWI+JoLM+JrPCS4d0IC iC9BPyEBpgyB9gQQ3/YxqO6BRtCrT4IBIeCcgMY6pOzQOin+7t21P4c7BHf5vj1eTmkEvfWU GR8C3ghorEPEt3EW/N2vG+G9XG7dSnvHz/iCAATaEtBYh6zspjH96+63e/f3xQeNoDedMoND wCEBjXWI+DZNhEd3W5Ubrvd3GdYIetMpMzgEHBLQWIeIb8tEeNx2JYeh7kvZoWVIGBsCRwQQ 35/Oi74EcZ0uunm/4KaRqNqhx2dtwpN9j5y1/GbnWyfnokd53BDfaFgFG3oUBXwumAABUxqs Ed968XsbaTnp8Kr19jXg9bbX6U5BI1G1w4TP2oTZ+e4JI75vObe9CLYvAxynaOjC2auksKnp vp3x3dZ7tf7c0V5mCJk2Yb9C5jE3tNYh4rtfJ28Xwd4F8dPSet/JDi1n4Z13tENZ4XL9frxs bd9jsuIz4vuJgMfcQHzr5HP3uMWL7d6lQ/Gdd7dLaWFqc+0OTpUdztBjsuJznWSFcx3OiG8V ztvywav8Ovx8L8rvPzsU33knvRXf7UW1b1Nb33bM/29vw4YHPGrmQGkJouywJnp07vZZIliL 7ZEY9wWG+Vbh9c0S+58dlyZKhxV7EICAdQKI76cIrYR4uwN+vxFiMYH4Wk93/IOAHQI/L77j Ba7dU8Oe/94d63oPy1SG2BwFG20d14U1yg52UgVPIACBkgR+XnxzYb1uepCVHfpaxPjISOkF t1z/6Q8BCNgkgPge1XyfO+Llpoe0C26XzY4676iZzbTBKwhAIJcA4rshuL/BIvbY2fuNGdvS xOrzhDO+ucGlPwQgYJcA4ms3NngGAQj8MAHE94eDy9QgAAG7BBBfu7FZefbh2RCWfV8/t8Jh qWU8uRI8DWMoACveRw/lN+Rp199GujmBZNdf4TNbImEjvpGg2jXzeMHuoAbuUcic+Pw8TunB 3+WXxOxr6u32LdahxjNbhnkgvi2imTKmw6NqQ7IuOvB8Qaib3e/qrwwHYrYIrwNXp6zf3W6/ /Nuy/xrPbEF8U0SwVdvMZ0O0cvs57m6n09yfkAM971v/cKXxRhzLijDMY2F7vY5nyQef7f4J P4NflUdGvGN+x54qCgVP53Otm6fY+erEq5hV98+GGBdX/FPcioETGZrPdS81Seviu/g5/lWx lHocsF7XfB38RaT12ADEV7RI63XyLr7Dn8Xmd2NzOJ+PE3UivvvcWEoQ5nkPfFe7dY873xLr EvGtp6OykTyXHYY/Ma3vHpeo9L7elocsOxVfF0/Mm9lOafGqr1v+hUHZQSZd/ns5vOA2Qe8X 1m31xo6/R/f4sxuO54XB3UOYLIvCs+a7OTkQ/6zoFtF4O92wvwDXwqnAmFxwMxiUOi55PGo2 XEfZP03O9kWVTSyd7HxfO8eJ7cTcOOfDv+Rs16mfv5gLP7OFskMdBc0cxdezIQ4f4+ngwsoz SG7Ed/B4fabatoi9KjzDq7Rev5ztVqZ0n9mC+GbKIt0hAAEISAggvhJq9IEABCCQSQDxzQRI dwhAAAISAoivhBp9IAABCGQSQHwzAdIdAhCAgIQA4iuhRh8IQAACmQQQ30yAdIcABCAgIYD4 SqjRBwIQgEAmAcQ3EyDdIQABCEgIIL4SavSBAAQgkEkA8c0ESHcIQAACEgKIr4QafSAAAQhk EkB8MwHSHQIQgICEAOIroUYfCIQIrF6VY/epXaFJ8LkmAcRXky62T03A3ZuFTx2t+pNHfOsz Z8STEEB8TxJo4TQRXyE4ukEgRGArvtsHc5t+PVFoYnxehADiWwQjRiDwTuB95zsIsPHX/BDI agQQ32qoGehsBDbiO74IFeE9Ww58my/iSzZAQInA+7vsfLxjTQkHZncEEF9SAgJKBDY73+fR MwRYCbc7s4ivu5DhsBcC+5rv8xXkFwTYSww1/UR8Neli+7wEVjdZXMZa7193v75el35BgM+b G/PMEd/TpwAAIACBFgQQ3xbUGRMCEDg9AcT39CkAAAhAoAUBxLcFdcaEAAROT+AfXAUO6Yg3 16AAAAAASUVORK5CYII=</item> <item item-id="18" content-encoding="gzip">H4sIAAAAAAAA/+xXTWgTURCeTbJJ2iSmiWmqSa0xxp/6A3bRg1CkmPYgWAOpFPwBaZOlSUmz +aPYgxA8eagQFLwJetGDKHjzqEUEFWw9C6WePImH0t5snHmz2W5K0fqHSDth3ts3M9/Mm/fe vp24AUBCHkJuFc8WbG2VkqqGgUhBdk6kEqPjaqoiJJBE7kVQn1WxvwGo2pRHMziSlSB2Vbsy /QI7h+IpCGunPm5RLF6AtBNAtuWhAJPQgyEZ43Sxi1a3AmjU50Kch527tikilgdQQ3NriQ8P DRTPVNQJSfh3I9vNArSENmHqVItJdSyr5WWhOE7otJZimU3ITho528uZwmntKqd4FtmBgqSR 9CDyMQywhLafsZ+3AlzEPmNlvd+uryRYfI3U/Zy6bzun7m9KPaDceYlKfzunHED7oHisBhqe BHWI2bkx67g2MapRnqxoozmieFXipY3BXcwgehlRRRx/Qq7XyRpNEzk1nsuq+YrAoJXNCCVa xM7N+hbuPw19hDV0CqywUm8Bu0kmmSeK07Ho45U6RWSqb9F/RV+RV0y8RZuLkqDhrwIRGIA8 9iWYWnsVfJeCIBvvPN0F1+GEFPV98N2ugmf4lRwy2845aq67y+8kukKf6xdJHKNTXFW05Z+K TeQHi2TOZ6O4G9KPbTZKvxL/T9LvxKdloHuc9oS+DvTppDt/6y7YHCRj/fQE66+FDj4PrU0n w3iWdNUl5HaWBfXHNIyL0+PVTRo1RtaEp6LtGfJivfmE1kxBBrEojSBn8C7I4S8C/diOYa8I /a3H10I15BxXckD95ZkLgdriF3j7MD+59Bd995Lw/PTrntSc78FNuBebld83qiHnmrVab/1A onfMoq8OFXz4sW3if0Vilju4EKVKGneaRP4htZQdyV3pz5YLuZGpc1paZfuEAO1kAP+DgNB6 pX5YL/U7udQP7+K6txMhXVzqd+7mUr+Lzk6EPXaJKfQlQNrDgrAIEdWd7GUnURTG2El0HzuJ kZP9jIkZTg6YnBxcxXbr2EOM7SbsYTbtNrBHTMqjJiWNvwEAAP//AwDC3+U1Rw0AAA==</item> <item item-id="19">iVBORw0KGgoAAAANSUhEUgAAAL0AAADpCAYAAABxyDbRAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABZVSURBVHhe7Z3Ndes4DIVdVRauxqu0 km36yP6VkQamiXSgsagfkxQJgleETNn3nTNnZp4FSgI+wRDNS1wG/qEH3swDl1e/38vlMvCf c/ugNaNvAf3f39/Q+p/xQWo9Jsfbxmn0c+s/7UdsfYU7x7OC02pcgh+CT+iBB8AKTqtxCT2h BzAPTazgtBqX0BN6Qm/wPnKmB4vlDfAIWGVkq3GbA/n7NXysM1i34edkDxGhJ/SVM0a/w9fH Zbj9zCXDz224fHwNvycCn9AT+jroXZb/GL5+Z+jd/58r2xN6Qg9A70EePwQnyPiEntDXQT+W M0Fm/xlufuYn9ABRJzCxeuG0Grfpi2xczjDTO2L5iyyY7c4DPWv6ODcT+leG/o+zN6lihNC/ NPTjrM1Yxy+rLM81czOWenyRBd4hrMoQq3Gb1vTgA93TNRB6Ql83e0Pok8SwvAHBYKZvr1FI fcMw0zPTM9MDDHD2BszscRZipmemb/D82QxhBafVuD29RPZwLSxvgOeCovBzi8IJPQi9Rcay CAZwey9vYuFnzt6ANb5FMF6eYOAGLfxM6Ak9gOJxJoQe8LXVC6dFMIDbO7HJv+Ez2IjrOnz/ t70dCz8z0zPTP+nBGaH/HP4Vzk7ogfAUMz0onLYIxnR7/w3f1+2My2eOjv++h+uaMSOILD7L xmCEOJGts9dA6AGcdSYy9PjSW2vos5AHtz09IOux/z6Hy/X7/tg8Hp62n6V9/u9zeUhj6KXr C8uba6q2uZ/Ows/vXd7sEE5bBMPP9CroXRb1QHP/P2d7i8/cszR9s2yvL5HppWsInp/MtwSh 12X2+Cgx0++Q01lD7/+oJpc2XknjQ+Y/ACus8wOCfgZBn7m+zTcWX2QxwhNWIvQ7hNMtoP/v ++ptI54O+nRM+rNhLGeCl0EvY1p8JkYlka0L17A+zPFD6J2nhZ83ibAZXZ0OdL5MHztyqn2T 2R7N2KhdLfTF8zxe2HPfZoQeeLDK0GPCaYtgZF4TC9AfXNPXzN6oa/p8YC38/N4vsjuE0xbB mCZd7i+KXtqbypulLp6nMx91QRezNxOyqZdRafZGl8Es/Pzm0OPCaYtgPODx5+n9ufcY+gW2 5fj4xx5/WrDVZ1tYH1OW83Ws06al6yuDb+FnQs9fZMvkPfEIQg84v/iLLKEHvHqcCaEHfE3o Aad1ZELogWAQesBpHZkQeiAYhB5wWkcmhB4Ihv9zPv/7nHpZIOyiCWdv+CLbmqmm4zHTA+5k eQM4rSMTQg8Eg9ADTuvIhNADwSD0gNMOMaFG1szNhN7MtTsHplxwpwPz5jro6xuQWXztTncR a2Qza+mDW9boU1PjoHYpf2vG8tf/EPqnQf9zW6bxvCXGihkdM+hTqyyDBVyhq/L61HAdfrha 874mMqtrle2SuFMja8YvNPD5Mn10m4Kq6HFkKstGf5ccB7CjRhbi8FCjs0M/ZuTcTgEy9Es2 n0oKl+k38qR0STJ9C2TsqqGnRvZQ4MeT9Qy9pJF9fLajph81qp+f605iqh0MRqcV7ZQ1PTWy h/PuTtgz9CqPbMBRAhdL9dw48QOk2LYjaVdzDdJuDdTIqhioPej00MfwJh2g3YkgFpijdjXQ ZzS8ykBaTBhw7Y2bqeloyvKeWf0yxJU50a5lqto8rr2T3xi5TB/tmqbYc5IaWeVTfMRhpUz/ mLKcv2o/vobfZ09ZBrv5yhpZUZ/qQE9vuYfayVOW1MgewXTxHCXo0S4lFl+7xZt5wwMs/Mzy RpHVj+pv+oZMF2+Z0BddtD2AmR5wWkcmhB4IBqEHnNaRCaEHgkHoAad1ZELogWAQesBpHZkQ eiAYFIOfUwzuxw0Iu2jC2RvO3rRmqul4zPSAO1neAE7ryITQA8Eg9IDTOjIh9EAwCD3gtINN 3JKIjDqM0APBIPSA0w40cSKZ+5r/K6Fv53UZ+nF1pT+7odfJWmQgd9fBIjHv2nJNmcTmxP69 Sc3aos+CMTUiFnfhlc2TJzWXU4WN5yP0B0E/ttS8/dyXFo/Li/+G36+P4fLsVZabW592R0hL BoX2NhqB+Qq3D/YxwvAV+PF+CX074MeRqsqbTYvN6WF46oIzSTlV08gsK92LM3RBUF6tkU2J SOJtTlJLkicOLL5ROU/vQd1fppey/JwhfYGHoLJKiVGmimlblhwuDGemf1Kmd93DL8PtJ5/d /YzfIgMVmyeX9LGS8Np3Y5SdHdTrO0JGMigKylMx0koPE+8IhP4Z0E8vtB9fv9lyJi5xWkAv 36nQNHkxlJoTr4NP4zzeCTKlxdKgWSUoV0Kvuj7W9G2JV9X09cCPD4A19GE5knFLsaaPgVfA mvz2yHQsD4ZT7Kyg2rgqvEYLP795TY8Bbw99LsvXNE/WAJ+o6VWCcsXD4w5h8+TmWVwzoDh7 42ZrtqsQNWWORQZa7if/C2VF8+TMfP926jNXi6cF5Unc170sKQzXMGl+TNWUZcWKS0vozZ1y ohNY+PnNyxvdTM1T5+lPBKjFpRJ6wKvM9IDTOjIh9EAwCD3gtI5MCD0QDEIPOK0jE0IPBIPQ A07ryITQA8FITUny784lFgfCLppw9qZimrL12pvWwXzF8ZjpgaiyvAGc1pEJoQeCQegBp3Vk QuiBYBB6wGkHm1AY3tjhhL6xQxsPR2F4Y4eOw8nQ/w5fH50Jw8eLrhFmZ4Xh8Th+R5PF0Skx d3q9fU6X/ggZheEG+GJDitB3KQyvEWZLS3flZb35juGRncLt6rHGlZ/zrgcUhiscix5SVd44 yeBt+FFMY1q8YE33qOn0PXtDEpEUBSaJc7lhC9BTGI6ieJxdDfRj0zXNWnprEYkozPZdJ8nx VFI9XXkTlDbV0Cs6hlMj2/aB0EDvdkFwYpIONntyCbjU6Xv2UaEj99LqPvkNkvpWSbh+Eq9r NnyiMLwtuTtG00C//tLaw743NcJsk0wfO1shUM89QKpvm/mFmzuc7aA8Mq2C3tX0umxvVtPX CLNNavrW0LNjeDualSOJ0N8zu7/PTRebPYnC7BphuEaUndnBwCvip/ImNd2ZejjiMkhzDXIg LZLLey84mzd4eqy61M3cWL/Ihpu4+iBVCMPXkmP5HSIEN98xfCpnHj4pAy92H3ezUelr0OQt Qq/x0p7yRjFVudT/FsEAbu/lTSz8/N6ZvgLy43c4e3meVTdI6FVuCg+qepGteAgsggHc3sub WPiZmb4CdIpIjn/GCD3gc2Z6wGkdmRB6IBiEHnBaRyYnhz5esqr5aXu/9x9Tb+cSQ/O6H/Ha T0H0ntd6wPJ4y7ztcdDnWujs+XuLDFT23fsdYeHnJ7zIEvr3Qxe/Y0IP+I41PeC0jkxMoff7 H31+3/t6zj8dT/uZ+/X45/Dp7Uc+LdOI6/Xpp+v15+lgBR0zfUdMPfFS4uUO6XLXFPoA3BHS dVP/ee2Fp8V8dKUbXzaWi32A/1ivdP+7b/dUeH/qoN+s64ibKBTEm8z0T+RaPPXIQXldz2HQ O46y0C8X+oB87W6x2CyZ/d/34L4odkC/N2Rq6N1aet2yYtsFZ7oMuPWp1BE806fV71ayfhsj 5x+vplYYfkroH+XLtnPdFIB/9zJpw/y66q6j2Zt1tWUH0Gs6ffvfm2upmfCn1JIz91nl+R3u 2WuQlhaHD1e6I7p58+SoPEEy/Vjdu/XXYwvHe5bfpvk5I/hlkZzL7cubsdnaCPvyb113Eouv 3aQnSr1knVFe65qu/ip2PIjPX62R1YhIMt8S9zuz8LM3ZamFfmmvmKnN19o/U6+tn/eQ6ad9 byYhSZ/Qq1prpqCfVVXX6+NHnvUBkD6LnrzN+auhVwjD3UTIE15k4+7VvrPcV48H83b2Jqow g47Uy2eZpr0ZbeTeWn6xl2r6cfeDy+1nbpjcIfRZwFLvSRE0LkN7f+dnbOkzf2j1+TPfNgXh evgQppOkcaYvYFbK4K0obTxOHvp4d7NHRvQlhLlfbS2CkXrhz9W6xRdZSWur0uFq+9AuV5Jr npzJ9MHObPnmzBZ+1v8i+3LQx7V7T5m+FXB+9vegjAXlm/Ko9vyZTK/acErOck+EPv3jU+Ok bDKcesqym5peAi6lkZVfZJdvilDgPY2T/gwBXvky7W3rpw32E6HXXmJ/x50OerHT9xZ6vSg7 flH0pwzj2n+7IlUqs/TXUP4xKiaI0APPlB563VQlheFAEHaYEHrAeYQecFpHJoQeCAahB5zW kQmhB4JB6AGndWRC6IFgEHrAaR2ZEHogGIQecFpHJoQeCMboNP5zbh8AYRdN9L/Itj7zQeMx 0x/kaKPTMNMDjiX0gNM6MiH0QDAIPeC0jkwIPRAMQg847RATnSyR0APBIPSA0w4x6UIje8id Hn4SGfr0mvrnrqcHtz+MhSGjp9XdxKPFaJJdNoKnFIYfzuMhJ9RAr4H8sKYMgDD7Afe2Vc+q TgqW9YYdA1PLjtN26ZCdWBh+CIOHn+R00MceittSbjy4ZNgo04oCjtSx/v5Ggpi7WiPbtTD8 cB4POaEGev/HK23Wt3jBSjlkzKL5tez+rgYCyGup8wAw25W81Pu1GvqOheGHEPiEk9S8yE6d w3V731hD/xDq53eNcOA+6pD7jmEZIbjze/RQ5LqSS2JuMX6Jmv70wvAnANvilDXQT9uALFuC yKISa+jXe8/ue5PZXeJ+/e45KHYTjx+Q+f9Lmb7mRbZ4DYntSaLxLfzMZQhBz6kOod+IuHPU VdT00m4IsJg7txuCpqbPpzdCD6R+MdOP2/mt+978DVN5o2ugbBGMqQr5nDL1/CfcbCknDE+U L/NO0slZGEVX8prZm+lSFbusURgOEAyYyOXNlNkfL7I64E03cI32gwlb1NdAv4CY6dYdCNAl 0XhZzE1hOACmpUldTa8Xh5tlektnnHBsCz+zpmcf2a4fBUIPhIeZHnBaRyaEHggGoQec1pEJ oQeCQegBp3VkQuiBYBB6wGkdmRB6IBj+uhr+9zkF4kDYRRPO3nD2pjVTTcdjpgfcyfIGcFpH JoQeCAahB5zWkQmhB4JB6AGnHWJCYbiZmwm9mWt3Dkxh+E4H5s1V0Ltu4fPMxsfX8Kt4ubX4 2t3cRUrsHRyUXlM/rZAUBOaZbierIIXCcDMeDxm4CL0DXr+68rBOJKp+u0IT5CqBud+DSury nQ4ZheGHoKw/iQy93zxZv8LSdGmxu7WM2Htz2xWdvyWBuS8qKYlIqjWyGhHJ0zqG60E605FF EcldE/tx7xq+lDfPF4YLYu8M9P6Pbr4AxT88LzAPOw2KMkNXNX0P10WSGFxPZR/ZTZn2hI7h ZwK55lpF6F1p4wnBK0odq5peFHsXbnwSk4fwFAXmsXSQwvAavPo8tgy9X88/WyNbEHsXXRxu 4hQm4s/7AxGroBLHUxhe9HL3B2jKm6/fpZ7Xdw23yvShQ/O1buaV8r4NSKblfEJgHupv5xFL NX024hSGd/MwaF5kP75+h/HltAthuFgnRxrZ1AzNks1Fgfnyspx6QOpnb6ZLpjD8JNCPGd4X h+s2erKfvVncF4MUC8PjXzXj3cT8VZVhaePeHa7f99n81B9/XArDu4FZeyHFeXrFD1Hx5q3H Qa+9y9c9zqKM5NJiQt/1E0PogfAw0wNO68iE0APBIPSA0zoyIfRAMAg94LSOTAg9EAxCDzit IxNCDwTDX5fC/6YwfESIszecvQFSyXEmzPSAr1neAE7ryITQA8Eg9IDTOjIh9EAwCD3gtENM KAw3czOhN3PtzoEpDN/pwLx5eT19YkbDa8mTWndju/ZGEnvH96k41heBrwvMpK7kYMfy5CrL +/VmReaE/jnQb2ZuJs3sstQ4B/wR0Odkf6GjChrZXGdCSTReJSifrobCcDN8sYGrypsO5ILL 1h37oW8kGk8qqVLr8PeISCgMx+jOWOmh12f5IzK9Ruy93dvGg3FWQF2v5V6tUlfyzWcUhjfl 02QwNfQVWd4W+qiASYi9c44KhOHxRlGJUkcSjRcF5ZuLYMdwE4CRQXXQ6wXhh232tN6sIPZO gjdne6lBcmyX7UruCvaEoDwVicotQKLWoblyjvP0APUa6J02Vrmd32mg3wjBBZG51JUc7Vg+ xgoWmT8CTehNoK/P8qbljST2XvanXNKi4tjr96SCncqVWe8qicaLgvJcECgMB/C0MSll+p/b /UWvMsubQu/mu3OC7gph+DSZ6I0Vb6+XOYfYsTwdI3YMt2EXHrUEvTQX/5x5evhWX9KQ5Q0Q VkIPOK0jE0IPBIPQA07ryITQA8Eg9IDTOjIh9EAwCD3gtI5MCD0QDEIPOK0jE0IPBINi8HOK wf24AWEXTSgMpzC8NVNNx2OmB9zJ8gZwWkcmhB4IBqEHnNaRCaEHgkHoAacdYkJhuJmbCb2Z a3cOTI3sTgfmzYvQ/34NH+sCr446kSQF3YKbUt3FS52/q0XjUpgyS5cpDDdjOzuwDH24rLib nlNq4cZ828nu4qH4ZNNuBxGNZ7xMYfjxXMtzsvcsnl8tGXUTdFnfb7GZ7yJu8YI13UiFoNsd n+kuHkMdCDoqzkFheGdEKy6nVN649fQz6C7TK/a8MV1PXyHoDh+QqLyQoK84B4XhCsh6O6QE /d8oCL/dhttc199+8tnd/8Ywy/QKQffiY7G7eLxrgZ/pFeegMLw3kiuuR4TelTPey6vbEUH3 MmsLvd/GMicMV3QX919U3UM9q6daicaDOFAYXoGl7aEi9JttP/R6WTPoawTdJej8z0fQl239 as5BYbgtoBajlzP9ZVhLmoq9b8ygn19kk4LuWBiuhX6zQdP0LVEtGhcDRGG4Bb/QmKqavrt5 +oyguwr63BjrG0G9aLw4ZTmv6Aw6kdd1H49PYZFcuMqSqyyhZHKUEaEHPF3M9IQe8OpxJoQe 8DWhB5zWkQmhB4JB6AGndWRC6IFgEHrAaR2ZEHogGIQecFpHJoQeCMboNP5zbh8AYRdNOGXJ 2ZvWTDUdj5kecCfLG8BpHZkQeiAYhB5wWkcmhB4IBqEHnHaICYXhZm4m9Gau3TkwheE7HZg3 L0IfCMN1UkFT5dRmDfw885LsRKbs7p0SjS8u23ym6EKedDeF4WYQ1w4sQx+un69pxWNRa6bv LVwGHByj6e6dFI3PoyQ/q9DPzsNQGF5LpfHxVSKSWEklTGceBn3NzgixiDsnGnc+zwjKS8L0 6ubJca8rXxW2ft3clzl7x3lMWPj5vefpY9FId9ALWT6RLEIRt5+x49Kj/Jn/g15QWVVD70Ge VWGN10Pom+X/KuVUb9Ars3xKxC2JxkVBeeT5oAu5GBV2DG8G7d6Bii+yLtv7P9M/WRi+3nBN p/C1uJ57xUqicYWgPHC69jooDN/LajP7IvR+3T4+AMqesha1pn/TLsMGsjuFS7Llg9AtfK3t c+PvhV5T08uzb4o7rzrkvWt6H/h56vLp+96sL5mXYTtLGTVPVnf3roBe7EIusUVheNWTZ3mw ZspyKm90Zc2y4ZNlpt/sO7k6KIJe3d27AnqxY3k6UuwYbkkwMHZVeVOx4tISeuA2X9bEws8s bypAP2Rbv5fFF7sxQg/4jZkecFpHJoQeCAahB5zWkQmhB4JB6AGndWRC6IFgEHrAaR2ZEHog GOGvrecWSL/jvQAhL5q8/OxN0QM84O088D8ePZ4VX2F4EQAAAABJRU5ErkJggg==</item> <item item-id="20">iVBORw0KGgoAAAANSUhEUgAAAEQAAAAVCAYAAAD/wUjgAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAExSURBVFhH7ZbRDcMgDESZi4E8D9Ow DMO4BLBxTJr0w2pTxUiRgmQheNydCehjRyA4jz0BB6IU4UAcyHlI3FwhBVMMGAJ9EVOxSj21 NuS28M2B0OEzQoNiBYRgADYMGTr0CuWZQErCuAGICbvgJnBjIIq8lbrFhk0sQ4pgIMI+tOeS InsVMhELGLcdENFKtc2/PowtQ0DCsEzVCWfVPJsMmVooIDRpLVSvqWSQgXjwP4Lsg5WMM2Re eN/CBZBWxEBGkC1Ur49hV2GskMZg5Ah3sB7aIkMmpUcAkbd13GXsgdzXMoIGK6XnyX8oRNvX yIvzwihcBRDZZUJNX5CBCHUuvPa+01i3Xf1SHcHM7ZJ7ZO8Suo0udb1+nnV96Bm/Q4yu7ofL OBAF34E4kHM/ukIUnxd7/5eiYLslpgAAAABJRU5ErkJggg==</item> <item item-id="21">iVBORw0KGgoAAAANSUhEUgAAAGEAAAAXCAYAAAAbfSF/AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAGlSURBVGhD7ZiLCcUgDEWdy4Gcx2lc xmF81m/UiH3FEgspFAqWNrknPxWOL3IFBLkFbIBjCAcEAUNgCAcocIAJeCZY7aQQTpRbOXMZ a7TT9gCrUROs0xLaLFFbrZbFL4k4Q7E+QDAqO5KEDw4bpwIQ3LGzsMxtjQInH1KgQRBU6w2E GgUQQJb4irQvQ0hwpHYxmXPmZF/p1gGEHEE+4lUoPuO1tRz1IuzKp0km5BI7QGgzQxCsVwhG lVo5Y7BLpne/M4GQ/RtEFi74S7heIMCGRAGh9iLYXMHzbaNwCMU/BMLVFyjXORP8wHFMJvhQ qGPpIuqaCaorYzWjqJr4l3tCKIvYeForuNU67hfKyJqaOAAIUxubw2f94O1yVGw+ezrqxC3G RtkukaqoOdrSeNdPHjk7btfxja26BMSYiVT7gDLkT/Yp6I4ZNum8a2713AFh94ja75hTVnfB RLEjhiGG/f/hAd4OCBuj/+OfYggHAHwEoWmiyh/qgYMz6Zt3PGeKN0VbOEDXv0x4BOGvP/DL SwUYwlKi919gCO9rvPwDQ1hK9P4LP4Ic41dya83jAAAAAElFTkSuQmCC</item> <item item-id="22">iVBORw0KGgoAAAANSUhEUgAAAFMAAAAXCAYAAAB3e3N6AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAIESURBVFhH7ZjbsQMhCIaty4Ksx2ps ZovxeENZxVWzjGcfzEweklWED/glEfa82AgINkvHkD0wGYvgwDwwGQkwmtpcmcYqIaxIb2UY I+E0dWkrkZ9CKBtcNdrqq3/QRpiX1bKA/CpQo8DHBDCwgyKQH4FplJWQVpz5D5XnpWXqGgwS KtEXw1dgVt0BFZABL7cpVDoV+LIxVH2uMnsJnm3zkhVhlS6aEYPFLaqsyq3g1gYxqVs4Bphb Rmq34v6Kz+pM38/ZKqmuc9akp/UVaSZ66IPPxlPmUWtGgLWOlP0lse47TSFJe28VkPan7wJs Igm9mita1+pygDSQk1sxDbNI+0rCDOd2YUJbFXi5VWEPQOi1RVhXtWdKFtiKwT1r1C/N3N2z UpkdX1/ALG1cdA8ARwjGyUUzSQRHCEgpmDtMkBFWbLSxlUux4+sLmERlevVMN6J0IHUzlLU3 4uXW+UYo+yL++vMI59s2D8JFjkXl5JGvP8CEaunMXjnD7S1LBpwk4S3MEey55+hHRaXX3ve6 a+rPGSYWYK9VEg3YYROC1N7mxE1dCX63cmDdcptzj0a4AmHe7PxaG7f5IHcPFTeX9Tn7/3YB rQQxvoDmgm1u4RUnHte+G43Y3JgyNByNnqzQQ/nUuUuL+pq1ZGbL4tbXjX90bInwXw85MBnx H5gHJiMBRlN/vXrYAvQwE/UAAAAASUVORK5CYII=</item> <item item-id="23">iVBORw0KGgoAAAANSUhEUgAAAEIAAAAVCAYAAADy3zinAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAEuSURBVFhH7ZfRDcMgDESZi4GYh2lY hmHcgLHBJE1BcpWqciT+UGI/7s7EgT2VgDMOSMBANCUYCAMhQ4EVkaMH51xdPuaHoyND9FgL Lg96JU3vDumcESn8Cgg6hwRBFQRBCFDbTwFBHzBERvw9iBzBl8Z9BNR8B60EYiKtZixlRZAC GMRgk7FmqQjppWdy40sgXLPGoQvOovcgSDr7QUVAe9iNwYeeXHuUQbAVHGAJSyBKEURurWz9 XdogSu8tJ3gi4VS6zgjfR+ny4elTEGGmNz6HQj9NjSrdgdwujN+1xgCB+0PVXyqCPUzEVC80 G9LhYvdz6u4r/aC69S9vliXkigrkyd4Voz0+55tlC1see9Rm2zePw9M+3N9vz+de7KerMTUQ BkKmiCnCFCEV8QLd0w0+0Nn6MQAAAABJRU5ErkJggg==</item> <item item-id="24">iVBORw0KGgoAAAANSUhEUgAAALcAAAAXCAYAAABJct5xAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAP8SURBVHhe7VrZkeQgDHVcDoh4HI2T cTAeDgMSSCCMm3F3sVX7sTsgpKen07Oc889E4EcRWH7UrmnWROCc5J4k+FkEJrl/1rXTsEnu yYGfRWAwufdTLcu5XH/V/gW4Htu5Ap2XRZ1W7X07t2OM/ruKmHnsMIYYV/ezS0+t4rGtAfNl 3c5cbXM/ng9WvcB2qPvKAk7rP5Dcx7mtuZPeTPBIKuh4T6R1GLkN2YKTPTl3FQjrnA7xJYiq Q1JRxLZy8vNvst3rwpPbAqSTEPbJOHJrEINyMCO8lN0xY1BEMUTqJbeRQcmmq0FGbkhmT1qA awrrrih96Yz3edvbKp6I3C4DaIJHTMeRO7FHrLAIB5+15GQpiwVlngu+7rbkA+SGhEd6a3sI O4wP8mw4wnaRU8OhFq7YwLxsDeSGvY3aYp9JlTwFekAnJ205HMlCaSPKofsZyCagzP57Mm/W pdYSUM7sJDejI5l19dkcU0NiIps3214hKpLnA6ctCWFyY65lwQmyN8jc4JIhY1DqUiQreWnv Ge9HIPX/bdTUeN1NEPdG9JK7NIDZYavyAAr06tB72X3JtG+TQ1tKgpvkRsPtkpMW+Mk7flcE mZheu812SQaGw67Wg3m3JCnP3ExgWiHuPeMOktzWTyy5PVCRzCF6/J0w9DAbhcoQ00tuCeTF My3Z6yKTx8CRg+7He4Iu77l5C3DF3HWCyfcjTh5Hejf4P+MHgieNDsLkZjY7sYmx5Db+6CB3 bDtiafCGOOfuur3JYCWmWq8Xztx4vVWclBvBqh5vGXivQMDklhDjZuaWVIUQnNoP2gfUBo0l d4vtVSBxy3o3WAK59RBfXyM73nSSm45In2FWA2qGar5lOPQ5X/nztqQWpTS6PRkyDTQyu9nB 3Okd7XVhnP6b9/8HyX2VZksELhgK7QG9BoyWQJ/V+U21q/Vb8ETQx0RHYSPk7nS1JT4rMfve 8Hhpdwr23QB8RO5krdMGxxOnQeVICAK3DO8kN1VVU0zqfSsVHPSGpYR3xLE3c4dZCVamtDWg Bkr0FUv3jCv44GJLLiBtvi3BxlmSMsNi+oUNnsszrnSX/PQqEGYp8HWP+rI6oC25hUuh/YPV qdTuYU7U+nBmEwLml/KgTd9PdTC0wnhgjpCrwGquK2Tk6l3hAZS5S9EplDfkWMNAOUSfpkdK 2btJUDh8bKrry23ffdzGyj/ijCY36F+57cM9+J++dXcV+LQeN+UJMrxcctsckcvtuR97bS9X SG76I43caMFJWL7siip9U9qiCN56/Ajfnz/+1EcE3hvcsSq9v5LQc//ff3HqI16ZQicCLALC zD0RnAh8HwKT3N/ns6mxEIFJbiFQ89j3IfAHntXK8NvhAMsAAAAASUVORK5CYII=</item> <item item-id="25" content-encoding="gzip">H4sIAAAAAAAA/4xUy24TUQz1nXcezTSQEtoJDJAUwkOoHbVC7KqoQki8pPQDqiEZ2gBpQjpU XUbd8AWsWLDhA1gg9mwRv4TCsd20SGy4kcfX5x4f+15ZKRORge3AirK38Q2yd91sbzA6cInX BqzQH/UUcwR7yLRh78XL11kvF4S6km/h6x3ujzujY4WfwnwA3TPiM1gbvK+Q+oB6n9zzmFfk nXZFli3eySdZFslZAlsYy9ZJln8QTW03+Qy/5XjqXV+9F6j3C4n3k6gTFBMrJMoLRK5xHtB9 2uRblBL3F1QKZT0tEdnGWqc1lBHkGxDLGH4DUxGlkyBMPj6BcoUWlQLzjLsByTVIroNaVdXK BVWtnqte1JSqqG7KRWvS6NRfSghHnRrAS7I9qclF64nzG+feZUnt13EB54DGdMSvsSzglzrr vWH2iqq5kV5/paE+uiLEo4YURiNXJf5+FlOsidE1bSMGdF3biKWNGxqsSNBUstNS9eaq+tZN rbIqqnjeW1pFY36Ztia2bmuVNqA7KtwW4bt6n+b8PvdkosJ+srs3Scf7u69Gk2Ga+8Jd4sEU eDvNUx0ebY8kS4aZByg+JRuJiunx4PCR6OjENXhMzXzoZM3wI9P4f3Qu7ueTtJcl27aO8rwB s0gmYl4VB8aYCP3NYmOZyAYaG9tEzowRx0SGZti44Ey3cOQxhyV84WATMIfJBdbh9CI4kl4C R9LL4Ej6gtTCpiIcbELmMFk7Dp+/H2aTQS99q28SSOePYX0a4MfFQ9L/B5v+WeW/gz8AAAD/ /wMA/eww2FAEAAA=</item> <item item-id="26">iVBORw0KGgoAAAANSUhEUgAAAV8AAADrCAYAAADOmZVWAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABorSURBVHhe7Z2NkesqDEZTVwpKPalm m7nF5Po3NjYOGFmA8LkzO/Pe2gjxSZwlsgOPD/9QAAVQAAWyK/DI3iMdogAKoAAKfIAvSYAC KIACBRQAvgVEp0sUQAEUAL7kAAqgAAoUUAD4FhCdLlEABVAA+JIDKIACKFBAAeBbQHS6RAEU QAHgSw6gAAqgQAEFgG8B0ekSBVAABYAvOYACKIACBRQAvgVEd7r89/48H4/PY/Xz+ivtFP2j AApoKwB8tRUO2P/3fjrgfTxeH9hbOCh0jwIZFAC+GUQ+7uLf5/16f/4V9YHOUQAFSigAfEuo /u3z7/NalRuebzBcNBx0jgIZFQC+GcXedfX32pQc+tovZYeSIaFvFMilAPDNpXSwn64E8Rwf vPHALSgWN6CAeQWAb2Uh/HsB38pCgjsooKIA8FWRNc7o/KbDUuvtasAse+PE4y4UMK4A8HUC mPoALNRuKSk4Nd3dO77Ue43PJ9xHgWgFgK9Hqv2KNE5Pf7sJvNOKti8rPJ68XhanKHehQLsK AF9t+E6r27m0MAL6+Yl9q2z9zTf+2/0mIHqgR84cuPrPAPCNgm9fVtiWBPa/8658p9fJXPjG P1Q7Sq6rE+FKe73P1v7hc56I1a7zL5hfrZC9WXK1AlHw7W9aw9YH48/HB9/t786WNGpPVl84 8DlDknZdoHMenfteNLQGvtHwnQF8/EUI4DuKqZGo2tMMn7UVtpsbWjkNfJXh+7mg7JBnWlzX CyC7TstfltA5j87AN5/O3vJBatmhMzZsGSl54JZx6Jd0BRQukTFoBJ2DEl12g4bWrHx/rHwf 3y88nHvgtrTrjcteNdMI+mUZiSEUuIkCGvMQ+DrJ435ZYnzyGfPFh1C71fWT7/hqBP0m84Vh tqhA/yZN6o9AD415CHwFAcnRVCPoOfymDxRQUSD1NcbUdtMgNOYh8FXJkOuMagT9Ou+whAKZ FUiFaGo74Js5wBV1B3wrCgaulFcgFaKp7YBv+ZiX8gD4llKefqtUIBWiqe2Ab5VpkMUp4JtF ZjqxokAqRFPbAV8rmXG9n8D3ek2xaFiBVIimtgO+hpNF6DrwFQpI87YUSIVoajvg21b+nBkN 8D2jFvc2r0AqRFPbAd/mU+pwgMD3vrFn5B4FUiGa2g743jcNge99Y8/IgS85UFAB4FtQfLqu T4HUFWxqO1a+9eVALo+Aby6l6edSBVL3XwhBMnT9aBCp7YDvpWlhyhjwNRUunJ0VSIVdqF3o OvAlB69SAPhepSR2siqgBUktuwFxNOYhG+tkzcjznWkE/bwXtECBkwpoQVLLLvA9GeAb3A58 bxDkFoeoBUktu8C3xSyUjQn4yvSjdSEFtCCpZRf4FkqUot1Oxwx1SeU7NQP4Fg0OnacqoAVJ LbvANzXSVtuFz3cDvlZje3O/tSCpZRf43ixhI042Br43y4lWhqsFSS27wLeVzIscx9+rKzVs j5V/fL6HJndmxkM8+UEDcqB0DkTO6ujbeNUsWqrrb/z3fnrh+3z/+3YmXvlqrRS07PYj17Kt ZVfTZ03bmnpcP12KWhTPQ4/3wLdgSIHvgfhaUNCyqwlITduaehScVxpdA18NVUvajCw7iFzU mmBadq3CBj1EaVp7Y+Bbe4TO+pfjgZsWFLTsAt99Fmlp3dtN/Tmb68bvB77GA7h3P8OrZpoT NyUeMf7E3OPrO9QudP1oPDHtYu5J8Vnzj1FK/G7aBvg2Gfi/z2t+m+H5/iyP2sbBioOuBQUt u5qwseizph5NziedQYnnocctHrjpxOoyq+KgawFHy64mbCz6rKnHZVnaviHxPAS+9pJEHHQt 4GjZ1YSNRZ819bA3HYp5LJ6HwLdY7JI7FgddCzhadjVhY9FnTT2Ss/J+DcXzEPjaSxpx0LWA o2VXEzYWfdbUw950KOaxeB4C32KxS+5YHHQt4GjZ1YSNRZ819UjOyvs1FM9D4GsvacRB1wKO ll1N2Fj0WVMPe9OhmMfieQh8i8UuuWNx0LWAo2VXEzYWfdbUIzkr79dQPA+Br72kEQddCzha djVhY9FnTT3sTYdiHovnIfAtFrvkjsVB1wKOll1N2Fj0WVOP5Ky8X0PxPAS+9pJGHHQt4GjZ 1YSNRZ819bA3HYp5LJ6HwLdY7JI7FgddCzhadjVhY9FnTT2Ss/J+DcXzEPhWmDTTzmbrXfq3 J1mIvNYCjpZdTdhY9HnWo/c95UeUPDSeFQC+DebCvKH6At/X5281TnHQtYCjZRf4Npjl9ock noesfGtLgm5Lydd+J7O1l+Kga0FSyy7wrS1J8adTQDwPgW9tebTaTrKD2frstss+7mhBUssu 8K0tSfEH+DaYA9MxQut67+NB2YEDNBvMdeNDYuVrPIC/3Z9OtehWlDxwS9xmOrQaD10/ClBM u5h7fPZT2zU9F+obHPCtLyaXe/T3Ar6sfC9PKwwKFQC+QgFra749Ov7TvefwWi97r6g1pa6s Qu1C12tcRVr0ubakvak/wFc98OEHYH4XQu2WkoJT09294+vWe8dnT4kfwZcndmmqhfoNXQe+ cbqn6hhnnbsuUkA8Dz1+CGf2RSOrzMx+RRrnoL9d+ITiX9bFQU+d3KF2oevANy5pUnWMs85d FykgnofANy4Sl8J3Wt3Or5GNtp+f9/aY4gPXxEFPndyhdqHrwDcu2VJ1jLPOXRcpIJ6HwDcu Et5a7OYVsKE+u/mdF9rT62QufN2HaqGVr/sq2uNcKSJ1cofaha4D37hkS9Uxzjp3nVTAN9fm 3500FbydsoNHIv/Kdw3bPXh7M75229+dXVWL/+KmTu5Qu9B14BucfMMNqTrGWeeuixQQz0NW vnGROAbk/GBt/2AM+MZpGwWbVCCF2oWu1/gHI1JWbtNVAPgm6Nu/N3v4UWLzWtds/kr4fi4o OyQMe2miBRwtu5LVYMin0HXgK0q1lhsD30zRvbLs0NUiPs9u0vPAbQpeDABj7vHlQqhd6Drw zTTD7HUDfDPF7LvN43dl7KvxHj9wezgral41c8IWA8CYe2qEb+93yk+mvKabdAWAb7p2kS3d L0uM5Qp/fdc1GGq3uv78vYXk1lFx0K2CLDJip8CupUWKr7QxpYB4HnpGy9sOlaeAOOhawNGy a7XmW3ke4Z5MAfE8BL6yAJRoLQ66FiS17ALfEmlGnwEFxPMQ+NrLMXHQtSCpZRf42kvSG3gs nofA116WiIOuBUktu8DXXpLewGPxPAS+9rJEHHQtSGrZBb72kvQGHovnIfC1lyXioGtBUssu 8LWXpDfwWDwPga+9LBEHXQuSWnaBr70kvYHH4nkIfO1liTjoWpDUsgt87SXpDTwWz0Pgay9L xEHXgqSWXeBrL0lv4LF4HgJfe1kiDroWJLXsAl97SXoDj8XzEPhWmCW7c9w4vThq20lfKEN/ EELXj9IjtV2F6YZLaQoA3zTdqm713cRn2Ediv5eEOOip4Ai1C12XgEzLtpbdqjMM565QQDwP WfleEYYrbXQ7nr1+b7QjDroWcLTsUna4MsGwdZEC4nkIfC+KxGVmQkfOc3T8KalDfxBC1yWr 9VOOcrM1BYCvtYiF/J1OuRjLDZQdvnJpQVLLbijOXDevQHvwXT9sOrnPrflo7gYwbbreAWK9 F7s46FrA0bKrXXbo/U75aS/hGNEJBcTzsK6yg2cD8oMz1U5oZP7W/sw54Ju4zXTqHwTzWcMA tBVoCr79U/4ZMt8n/jdb/e7Piuv+IG3+AImDngqkULvQdUn9VNO29izFfpMKiOdhysp3Of23 O05nVaOcGfG9/nwOB0X2To6HRXoeJs3tt5Cdyw81rHyTSiGhB2dLScE5lmj3ju/+yCJx0LVA pmVXs+zQJBYYVA4FxPMwBb4ORHs4zsCYAfoFyAiOEcbPz8DfL4AXqPy9Pa9WDVCe2/RdPL3v vOqLLCuF+E895gBNJ24x0I65x5cMqe30E4sejCtQGL4TQI/gO8F4C6B5ZTyvht8jlZ1//T3z 0erjhXmlGHN45XVRlZZCvPDl6Hg3QDGAjLkH+F6X+FgKKmASvt1SeFzF9qvmv/e0Il6NtYfT rtxQBr5OBJxSyLmj450/JNP459/NgI6tsLivoS2vpAWzZb5BC2Radnu/NW1HC8eNd1TgaL7Z hO+q9PDalRw23/D69/f5GxbGLnzXX8F1V8iK6bEphYwllHkl7oPxUi5Z+7hdDftLE8fjEAdd C2RadoGvYlJjOlUB8Tz0dBzxTs9cBw2UHSYwuTXfqYgw1XC34Fwe5m2/YLBd+fb/n7cEsS+F 9GPZaLER1AdW4LsRKQbaMfdQdkjlCO0SFCgCXweQ3T4E7+fy0XeA6bcGvH3bYVNaWD1QGzA2 PJjb/HzfgljBd7C/PIw7q5u3n7nfo8/+3lJIGnznsouk7HB2zM79WiDTssvKVxRuGusoUAS+ waFsH8AFG8TcsH41y/+12xgrafcclULSyg7zHycXvvF/TMRB14Kkll3gm5a2tFJVQDwP08oO gTGpwndT6hCsgGMj4y+FnHvgNjxc/P7jVbPTK3FNsMcmAvehwEqBKuG7htVVD8OcPW6HtySm NyaGckH8qvFs9vwuhfyy5nk/+Ptwbl2u6Pw/+S0+cdC1QKZll5Xv2bTl/gwKiOehyso3w8Dv 3IU46FqQ1LILfO+c7tWOXTwPgW+1sT10TBx0LUhq2QW+9pL0Bh6L5yHwtZcl4qBrQVLLLvC1 l6Q38Fg8D5Pg20+y+ecGItc2RHHQtSCpZRf41paC+NMpIJ6HyfCVTAhCJ1JAHHQtSGrZleRa qk+iCNH4DgqI5yHwtZcm4qCnAinULnT9SOqYdjH3+OyntrOXFnicWQHxPAS+mSN2QXfioKcC KdQudF0K33W568x/X6A5JlBgq4B4HgJfe0klDroWJLXs2gsRHt9AAfE8BL72skQcdC1Iatm1 FyI8voEC4nkYDd+Yj3k3ELyGIYqDrgVJLbs1iI4PKLBRQDwPo+GL9PkU2J3jxunF+cSnJxSI UwD4xulk6i5nH4tuNekcsNmNRBx0rRWqll1T0cPZuyggnoesfGtLlc32lb4ApUJutpXaPtQu dP1I6tR2tYUOf26lAPBtLtyhI+dZ+TYXcgZkUgHgazJsP5x2tsr0bxovDnrqSjPULnSdlW9r 2Xrr8YjnIWWHmvNnOb1jvRe7OOhakNSyW3OI8O22CojnIfCtP3f6Dd2Bb/1xwsN7KQB8G4v3 /rTjrga8OdRTHHStFaqW3cZizHDaUEA8D1n5xiTC+vDO2OPqQw/ODmzu3vHd9ycOuhYktezG hIh7UCCzAuJ5CHxDEfOcmnx0vLzH1H4l29/EAZqOVKnQDoWO6yigqADwVRR3MN29ffA9BHR+ E+HEgZde+E6rW46On4IHfLWzGPsKCgBfBVGPTM4gHRe+546Od05xniDuwtd9qPZrWH3QfT/R UqTCLtQudP3IwdR20QPmRhRIV+BovgHfdE1PtHRLD0vVYQ1gH4y7AsP7OYByDd/t7/yliWP3 xEFPhV2oXeg68D2Rc9xauwLieegZYHdAG/98Cix7Ljw/73/zHfODNf+DOOAbkUup0I4wzS0o oKUA8E1Qtn9v9vCjROBhmlt6mMsP+81vZre8q9oLyg4Jw16apMIu1C50nZWvKGw0rksB4Js7 HgM455VvWtmhq0V8nqtSxAjo9Wr696DEQdeCpJbd3DGmPxSIUEA8Dyk7/FZ5XCUvYBxAOayO zz1wG9t818Of97OzO/1u6OPEGxTioGtBUstuxETgFhTIrYB4HgLf3yHb7q3rvLXws6n7JYux zLGuC6+unwBv36U46FqQ7O2m/uSeOfSHAkIFxPMQ+AojUKC5OOha8C2gBV2iQCkFxPMQ+JYK XXq/4qAD33TxaYkCkwLieQh87eWSOOjA117Q8bg6BcTzEPhWF9OgQ+KgA9+gxtyAAiEFxPMQ +IYkru+6OOjAt76g4pE5BcTzEPiai3m9bzvYkxKPUSBZAeCbLJ3dhuKgs/K1G3w8r0YB8Txk 5VtNLKMdEQcd+EZrzY0ocKSAeB4CX3vJJQ468LUXdDyuTgHxPAS+1cU06JA46MA3qDE3oEBI AfE8BL4hiQtc353jZuT04gJS0SUKlFIA+JZSXrHf7X4S7p4QFe/toKgJplGgNgWAb20REfvT nZrxendHbB7/EwedsoM4ShhAAfE8pOxQWxKFjpxn5VtbxPDnngoA39biPp+Q7ByS6R5RJA46 K9/WsobxFFBAPA9Z+RaIWnSXy8Gd673YxUEHvtER4EYUOFJAPA+Bb/3J1Z90AXzrjxMe3ksB 4NtYvPcHbnY14M2hnuKgs/JtLGsYTgkFxPOQle+5sC1nuIXahR6cLSUF51Wy3Tu++yPpxUEH vqHgcR0FggqI5yHwDWq83DCDMXC8/Nqi9+j47kWyJg/QPCElt6KAdQWAb7YIrlaqUvi2enR8 tljQEQqUVwD45opB9wrY6/Ua9tJNOTreOfV4ep1s/t28Oo5l+uCD5ydaCsoO0VJxIwoczTfg myU3pode8zu4X0r2dd25Jrv+73Wl4jmAcg3fbSnCX5o4Hpg46MA3S9bQSdsKiOchNd9wgvx1 K96//rYdfIdfdgDuV6L7B2P9VR9Yq4BvD+CUn7Bc3IECt1AA+CaEuX9v9vCjxPazf1effb2n nRYugu8McUnZIWHYNEEBFLhQAeB7oZg+U/sdxkZwj+BMKzt0y+HPc1WKGPt4fmbGh4akEfRQ n1xHARRwFdCYh93nUf55FXBWvr4a7/53X3g7K+rCr5oRXhRAAbECwFcs4QkD3rLDUXv3SxZj mWNdF15df/7eQnLbg0bQT6jArSiAAp0CGvOQlW/lqaUR9MqHjHsoUJ0CGvMQ+FYXZv1aU+VD xj0UqE4B4FtdSPQd0gi6vtf0gAJtKaAxD1n5Vp4jGkGvfMi4hwLVKaAxD4FvdWGm7FB5SHDv hgoAX4J+QwUYMgqUVwD4lo9Bdg80gp59EHSIAsYV0JiHlB0qTwqNoFc+ZNxDgeoU0JiHwLe6 MFPzrTwkuHdDBYBvi0HfHSV08QGaLWrGmFAgswLAN7PgObrbb+bjblepEfQc46IPFGhJAY15 SNmhaIZ0m+68fu/1oBH0okOmcxQwqIDGPAS+RRMhdOqxzoYeRYdM5yhgUAHgazBoP12ed05z zmij7NBamBmPfQWAr/0Y/hjBcmLyejtgjaBry4jP2gqP9tE5j85aWlN2yBe/qJ76Y4+Ab5RU l94EyC6V89CYRZ2Bb57cyNrL/sDN6eTklRcWkxWf86QROufRGfhm03l/KsX2nM29K6EHZ0tJ wTnhYveO7/5UZCZYnsCjMzr/UkAjPyg7bBXfPQTzHxPvC5Tv6PjuQPnP+9kdKzQRfDhN+cRR QhpB155m+KytMDXfPAovvWjkNPDdRPHvFQ/bbQJ44XvD04s1ElV7suGztsJ2/2BQdsiSG275 YCk3nDu9eDxqfvo3raTn382ADpcylmTtwcAPGpADZXPgagSx8l0r6nvv9lsiWAPYB+OuwPB+ DpBcw3f7O39p4uqwYg8FUKB2BYDvUYRWIHZXwNtj4RcDwLf2dMc/FKhHgebhOzzgOvrYHvzs P5YhlpXsXJbw14W9q1ph2aGeVMETFECBKxVoHr5SsZYvPaSVHbpaxOe5AvgI6OdnXRaW+kh7 FEABewoAX1/N97sinr/0cO6B2/xa2Wha9qqZvZTCYxRAgRgFgK+j0vYLFrGvne2/mOF8meKz un7iHd+YAHIPCqCATQWAr8244TUKoIBxBYCv8QDiPgqggE0FgK+JuB3sDVGz7+t9KwyWWoYH o8G3YSoKwEpv50s+Fbn4dWXzPn29/ibu2RKpOfCNFKrcbRYf2Hlq4BZBZsTn7+uUFvyd/0hM vlp4+0djz5aeJ8C3HFXjejb4qlqfrDMHvgeEmln9rj5lGIDZDF4Dro75vnnvff7/mv3X2LMF +Mbhr+xd1r+ksVnplBUzovdO71e3udLwxZyaidAPZdb2+RzeJd9+tT1itPlvWZVHBnmH/I59 qyi/u6PM+20Dtn9Ezu7ZAnzLxPJUr+b3hhgml5UvlUzvdc81ydrhO/s5fKqYSz0GtF7XfA18 ItLaNoCywykU5r/ZOnz7j8X1PlBx4/ndTtQIfLe5MZcgqte713e1Wre48r1iXgLf/Dw916Pl skP/EbP21eMcjc7X1/ydb6PwNbFj3qTtmBZLfb3mPxiUHc4hq527DT5wG8XvJtar/zg8/fv3 9/lbbXNcW4C+DwY3mzDVDIVvzdd5c8A9gLVOnVelke0DuNocPqr5XjAvWflWGGzXJYuvmvXP Uba7ydX9UMXR3MjKd1k5jtqOmleus/eTXN116u8fZudTnHxeAt/q4ds7aGtvCO82ngYerHxT wQx8N7lh5MHm9lNGvZUp3T1bgK8J+OIkCqBAawoA39YiynhQAAVMKAB8TYQJJ1EABVpTAPi2 FlHGgwIoYEIB4GsiTDiJAijQmgLAt7WIMh4UQAETCgBfE2HCSRRAgdYUAL6tRZTxoAAKmFAA +JoIE06iAAq0pgDwbS2ijAcFUMCEAsDXRJhwEgVQoDUFgG9rEWU8KIACJhQAvibChJMogAKt KQB8W4so46lDgdVROfXu2lWHVHf1AvjeNfKMW10BcycLqytCB2sFgC/5gAJKCgBfJWEbMQt8 Gwkkw6hPARe+7sbcVR9PVJ+UTXoEfJsMK4OqQYH9yrcHcOXH/NQg3E18AL43CTTDzK+AA9/h wEXAmz8K9fYIfOuNDZ4ZV2B/ll3dB0Ual9uc+8DXXMhw2IoCzsr3++oZALYSP20/ga+2wti/ rQLbmu9yai8Avm1SrAYOfMkCFNBQYPUli8dQ6/33eT8fn8dj/gHAGrJbsgl8LUULX1EABZpR APg2E0oGggIoYEkB4GspWviKAijQjALAt5lQMhAUQAFLCvwH2IzU+024bBMAAAAASUVORK5C YII=</item> <item item-id="27" content-encoding="gzip">H4sIAAAAAAAA/+xXTWgTURCeTbNpfk22P6mmUdPa+HOrix6EUoppD4I1kGpBFKRNljYlyaZN 6M8tePIQoVTwJtSLHgTBm0ctIv6ArWcvFQ8eBYvezDrzZrNuStH6h0g7Yfa9N2+++Xnv7duJ HwAk5BFkr+g78Oksz2haJxCpyO58Ojk+paXLQgIp5D4EDTSprhcAFad6bwVHshrGpuJSq4+x aVYDRaHtNsce1REEyLgBZGcBijBLpr2McfvYhBf8bNIXUIUHP8AeEZEnMToyNH2mrOUlYRUn wGUXBJCDQtWtTae0iaxekMXECUJn9DTLnEJ2ysrUVZosntbnObGzyM0oSFmpDiNPooMLiIuj fj/aXMLxM7YDEZe5fuAI1RNWOOFQCyesNCTcqt58gpNKm4rRwkAr6reLbqW1bklQWETnx6wT en5cpzx5IkQxovibJEjbgXu3jOhRjGsax++RDYO0UTWZ0xK5rFYoCwxqWUHzE7Frq8r67QeR t7CJ+qEJaoZHIOok2QPFcBzmuGaQRyZjl/4r+oJcs/Eu7SxKgY6/MsRgCArYzsDC5qvguxQG 2Xrn6S64CielbuWNcqMCgdGncsSuuza/5Lv1+ZXUhP1H5kWSQO/kVxPP0k/5JmoBh2TPZ7u4 a9KPdbZLv+L/T9Lv+KdloHuc9oQ+bfTppDt/9y7YGSRj/XTfB7DewefB23AyrL5kTl1CbmdZ 2OxmYEqcnqCp4jSxWRueiraHyBtG4wldtDkZxlI0hjyJd0EOfzEYxOcEtqo449V3vXMf13vn cmYFRu3llYttixsf4OXdwuynv2i7j4Tnq8+Pp9eUO9dhuWdVfl2vhtyb1mqr9QOJ3jGHuTpt 5LNmNPC/IhFlBxeitEu40yRqGdFmsmO5K4PZUjE3tnBOz2isnxSgvQzg/w2wb6sCP2IW+J1c 4EcgygV+534u8KNU4B9gO1HheCAJ0kEWRIThWB3axdBYN0O7CHqINbssaI8dGjcRhxkRJ8QR VohbiKO2yWO2SRp/BQAA//8DADMXIrofDQAA</item> <item item-id="28">iVBORw0KGgoAAAANSUhEUgAAAL0AAADpCAYAAABxyDbRAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABa1SURBVHhe7Z3NdeM8D4VTVRapxqu0 km36yD5lpIFpIh1oJOqPpEgQvCYUyr7vOXO+b8YCJQGPYIjmJV4G/kcPPJkHXh79fl9eXgb+ ubYPWjP6FND//v4Orf9MD1LrMTneMU6Tn1v/137E1ld453hWcFqNS/BD8Ak98ABYwWk1LqEn 9ADmoYkVnFbjEnpCT+gN3keu9GCxvAEeAauMbDVucyB/PobXbQbrNnxd7CEi9IS+csboZ/h4 fRluX0vJ8HUbXl4/hp8LgU/oCX0d9C7Lvw4fPwv07u/XyvaEntAD0HuQxw/BBTI+oSf0ddBP 5UyQ2b+Gm5/5CT1A1AVMrF44rcZt+iIblzPM9I5Y/iILZrvrQM+aPs7NhP6Rof/l7E2qGCH0 Dw39NGsz1fHrKstrzdxMpR5fZIF3CKsyxGrcpjU9+ED3dA2EntDXzd4Q+iQxLG9AMJjp22sU Ut8wzPTM9Mz0AAOcvQEze5yFmOmZ6Rs8fzZDWMFpNW5PL5E9XAvLG+C5oCj82qJwQg9Cb5Gx LIIB3N7Dm1j4mbM3YI1vEYyHJxi4QQs/E3pCD6B4ngmhB3xt9cJpEQzg9i5s8j28BxtxvQ2f /463Y+FnZnpm+j96cCbo34fvwtkJPRCeYqYHhdMWwZhv79/w+XaccXnP0fHvc3jbMmYEkcVn 2RhMECeydfYaCD2As85Ehh5femsNfRby4LbnB2Q79vt9eHn7HB+b/eFp+1na59/v60MaQy9d X1jevKVqm/F0Fn5+7vLmDuG0RTD8TK+C3mVRDzT39yXbW3zmnqX5m+V4fYlML11D8PxkviUI vS6zx0eJmf4OOZ019P6PanJp45U0PmT+A7DBujwg6GcQ9JnrO3xj8UUWIzxhJUJ/h3C6BfT/ Pt+8bcTTQZ+PSX82TOVM8DLoZUyLz8SoJLJ14Rq2hzl+CL3ztPDzIRE2o6vTga6X6WNHzrVv MtujGRu1q4W+eJ79hT33bUbogQerDD0mnLYIRuY1sQD9yTV9zeyNuqbPB9bCz8/9InuHcNoi GPOky/ii6KW9ubxZ6+JlOnOvC7qYvZmRTb2MSrM3ugxm4ecnhx4XTlsEY4fHn6f3595j6FfY 1uPjH3v8acFWnx1h3acsl+vYpk1L11cG38LPhJ6/yJbJ+8MjCD3g/OIvsoQe8Op5JoQe8DWh B5zWkQmhB4JB6AGndWRC6IFgEHrAaR2ZEHogGP7P+fz/19TLAmEXTTh7wxfZ1kw1HY+ZHnAn yxvAaR2ZEHogGIQecFpHJoQeCAahB5x2igk1smZuJvRmrr1zYMoF73Rg3lwHfX0DMouv3cNd uPXombX068EWOlhpzKyrqZE1g7h24BL0X7d1Gs9bYqyY0TGHfgNPgr6sQV0XZLpFYSr9bLh+ P7RLe58a2VoqjY8vQT9v+ddbpl+zZl476twmrVePVUsHKWFmHb5kt52TGlljbO8b/nrQ+9lb A31Gg1qEHrCDoKdG9j6CAeueoU9pZF2psO/bkd5LZvWDpEGNdy3wMz1qJ/qfGlkATxuTnqE/ 3nF6o6fpHqo1stPgDm5/6YFiNwTJrhZ6amRtoC6Nei3o47vRlDeZ2vwwlLcRVI12NdhASvL2 PfveyLNvpRjXfs61N12+yG71S1Te1GhkPRQOGzQptavZjZ1SmFEjW/vwmR1fyvT7lOVSBrx+ DD89TFk6j8Qg1Whk/V88U9OeOf1sye4YKmpkzfDFBi5Bj3YpMZ+nx2734aws/MzyRpHVz+pv +nDENrghQg84kZkecFpHJoQeCAahB5zWkQmhB4JB6AGndWRC6IFgEHrAaR2ZEHogGBSDX1MM 7scNCLtowtkbzt60ZqrpeMz0gDtZ3gBO68iE0APBIPSA0zoyIfRAMAg94LRTTCgMN3MzoTdz 7Z0DUxh+pwPz5jL0k0zQn93Q62Qtvnbnu4jX1EsaWUW29NfUB80SFp8dxOeVzZs311MYbgZx 7cAi9FNLzdvXqJGddLK/w8/H6/Dy16ssU+13UrC65yPRqsc/9qCQiryXFJ9Hy44VDqcwXOGk Mw+pKm8OLTbnh+FPF5wJ7SYPfgwgL8GbE58X7Ng8+Ux8sXPVQN9Fpo9uc8qiuRbysUec5nbN 9Is66u0t1bZSEp8fy5tAqlgNPYXhGLl3WKmhd93DX4bbVz67+xm/RU0vNU/ePyts9rT6JoYx rtW9b4Ea8bnYvDmIC4Xhd2Da1lQH/fxC+/rxky1n4hKnBfSqOy3V5W6Q+YU2+EZI7ngwCcwr xefL2Lnmxvs95DSymUwf7KKWEb6Pg1v4mcsQ3EZPdcBPD4BFMJIPQSziPhbyR+DXl9xgS8Cc yLwgPr8beqVwPZMBLPz85NBjwJtCP2ZoP6sGdfo6nRnsi5Or+eeMvmb/sAmzT1gEvdi8Wfpu ojBc9c19xkFieeNma46rEDVljkUGcv6Ivvb3buHuQwfythnUYV+b+V72Mkcj8o5hjef+46bL x6hRGH4GyRXn0NX0upfX1i+yFbfxtIdaJJcnL2/qYV/BtwjG05It3LiFnwk919N3/awReiA8 LG8Ap3VkQuiBYBB6wGkdmRB6IBiEHnBaRyaEHghGakqS/3YtsTgQdtGEL7J8kW3NVNPxmOkB d7K8AZzWkQmhB4JB6AGndWRC6IFgEHrAaaeYKKSO43UQeiAYhB5w2ikmFIabuVmG/mf4eO1N GK7LgLPDNCLu/OrHfRYr16lEKWBx10JhuBnEtQOL0F9dGL5AnxN4ZAXbBUF5Xuid9j6F4bVU Gh9fVd44yeBt+FJMY1rUmklXiMqpkvhbyMD+yZLiczlzHx+0e7oL5oUsFn7mPL0H+NR0TbOW 3lREEpEfikjix6Ig4pbKDm+otPi8FfQUhhvn9ePwmkzvdkFwYpJzN3uShOFzyT7ua5NrnJzw ZFrEnc+isvi8JCOML4DC8NPhzp1QA/0mDulq35uE2Lvo1dkmLD0U8CZLKIVdcD0UhhfDc9YB VdC7ml6X7S1qzd0nCPBr/Q5AnxSft4KewvCzWN/OI0I/ZnZ/n5s+NnuSgI80sioRd7rsyIvP V9c1gD6eXZq+UXJbFGbIsEguz/0iu2zwtM9X62ZuTF9kRbF33DFcFnFnBdui+HyccR93VQtW ohZApTD89Fwun7CqvFFMVVIje26AmekBfxN6wGkdmRB6IBiEHnBaRyaEHggGoQec1pEJoQeC QegBp3VkQuiBYBB6wGkdmTwA9OEUW3n75/u9H0y9Jfat5Of9i8TvpyAc4cR5es3a79a3Nytv ci107vl3iwzU/u6vP6KFn8+DfvzRZdtN1/9xxDjdE/prg39t6CPfr7/iafspoaEj9Kjn+rAz hd5f5vr+OS9pnU44Q+mXJmPTAO9n6jlRx6XLvIZ6+3k68TP2/FmNHA0LAqHH/GZvpZNFmkIf gDtBuq0BWUQAXkkyg75e9AruDv5esYz/9ukOjvO8WwK7NRcQPHxY1xG/jBbKI0Jvjy92hi6E 4RG0WehXJcx+/FairDZrZv/+HNwXxYH5cbXdS7nDBebM6E1d+yLr1tLrlhWbLjjbLl+5yjFY POZ/cxY6jwd2qVgoz1+63ux5Lgn9Xr7sdfnq6Nn532OZdGC+2DisBer7GKpMv6227AN6vTA7 FI0EfaVE8XekrY2W/OrPP/v5wsLwBpl+qu6nBr7uXWDM8oc0P50jrOP/jcelCqAVW/vyZmq2 NsG+/q+uO4lFrRk+7ppMGx0jdRf3P4sTz/MKw7XQr8qcuKZfQrZ9nR2/MpMAV4oKar8H5Ew/ 73szC0muCP2aZWdfu4STeccJxN8x5DXKqUfqGB6LlP326q588WA+zt5EOWqamYmcn83YfzhP P+1+8HL7Wn68Oh96WRiuyfSuthh9Pc6oLS/4sTuT4u9kY+V4Jk15fqmml87jtw4VvqEsvlH1 P04JGbw2+555fD7Tx7ub7T/H+xLC3K+2FsGoLm/iDO0gy0wD+wDek+mzwXtEYfjDQR/X7udn evnhV2TaZCbNtJz3H5B7avpq6C8rDE//+HRmxkbPpZq9cTLBK0CfEIb7W374D4Gi8/jeeDwl 2FY8dEFQUsfLs0SamFp8o+rLG80VdnjMFaHPC61jYfhS028/2MVZ1V9BGU8s+L+Ihp9RGN4h yDWXpIdeN1VJYXiN9+8/lpke8CGhB5zWkQmhB4JB6AGndWRC6IFgEHrAaR2ZEHogGIQecFpH JoQeCAahB5zWkQmhB4IxOY1/ru0DIOyiCefpK/av9JckWGSg1sF9hPEs/EzoCX3XzwahB8LD mh5wWkcmhB4IBqEHnHaKSRfC8FPu9PSTEPrTXa48YRcaWeW1XuwwjXIqnt25zHr6bUeKdXYm Wksvib9FwbY/26PdpiWzKrNvYfjFaFZergZ6DeSxmMSi1lxvSS3MhsXfoaDcnW+VbYpjpp1+ YWG4kqKLHXZF6GcX165nn0y8rVUkoUgsPpF2qEgemxKq5JRTGhFJ/l4tksuTT1keJYParG8R jDCf1EMfdBeXJIEV0B86lj+SMPxiCVx9uTUvsnPncN3eNy2gbyIMXz0RwyiJsuNjc5k+C3jK /enWneGmXt4xlxCGqzHr68Aa6GfJ4LoliCwqaQG97KmaTD/X6MFmuCXx96F1Z2o3hGhM8YIf URjeF8vqq3l86BPAT95Rib8XNx6aGmfGhKDX1PT5gS2Sy3PX9NN2ftu+N7/DXN7oGihbBKNc 06ebJ6e3O1eKsg8lDAJ87sVbeQ3Cw2Th5+eGfiln9nl6HfDWG7iqheFid/EVxHXO3Rd/+7+G RmVNccwjoewYri48zjmwrrzRi8MtMtA5HrnWWSz8/OSZXg/5mT9OXQtL26sl9IB/mekBp3Vk QuiBYBB6wGkdmRB6IBiEHnBaRyaEHggGoQec1pEJoQeCES8b5t+vJxIHwi6acPaGGtnWTDUd j5kecCfLG8BpHZkQeiAYhB5wWkcmhB4IBqEHnHaySaDcis5N6IFgEHrAaSeauK6HY6O4t0yX SUIPBEMFvesWvsxqvH4MP4qXW4tgBLfnL/zStB0tNlnzFpZlFpUd2nFKYx5iUSsMn1uAbp0r CT1Ad8akCL0DXr+68pROJAfVU8Ef244DiZ0LpM+2YeclwEcRypQIyrshIMLwDfjpGqZrJPRn Qe83T65bfGaX6aM16EVXrBk2lWmlz7yBs9LCnBrqXmF43Lhv+ZZNgG/h5+eep59EJKMm9nXs Gr6WN38uDF8UT37z6nx/af8BiQGVPvOfpDjLF+wshOHM9MXUVnWAWN640sYTgleUOi0yUFIY HtfRQqnjyoq9L+aok91LEemz47vDLjBR22lqelVncpY3VUBrDi5D79fzHQjD1Q2RMyWC6ysr feZ7Ldz0aSyuXW2fWqqR/7ZZx6sUhgdfNqzpNSyrjxGhX8qbj5+1ntc3UG6R6ZM3cdiOQ7sr gnRc+rPDnjaa7J31/D2bPeXDaeHn567pf+cX2dePn7FjeC/C8LDGnkugtfxINE/eeKmFPs7y KfC0D9xkmzqWwnB1dm55YHHKMhCH6zZ6shaGzwClNmVtB730K+jufx30FIa3JLbBWGXo66Yq T5mnb3DfjzIEyxsgkoQecFpHJoQeCAahB5zWkQmhB4JB6AGndWRC6IFgEHrAaR2ZEHogGIQe cFpHJoQeCEbq10X+27XE4UDYRZMn/3EKm660n6dvHebrjsdMD8SO5Q3gtI5MCD0QDEIPOK0j E0IPBIPQA0472YTC8MYOJ/SNHdp4OArDGzt0Gq68nj4xk+G15In3pT9v7Y1msVe8/j2lZ82v foxnsbY180GX77JGdg4bheEG+GJD1mX6cKlxDnjr2Zs2HcOnXsqplZqTHyUdbrjkOFzanI6B +jxeQzcKwzGeVVZV0J8sF5RvQJPpoxHiNprZDFyCXugIWK2RTY1FYbgKXvQgPfT6LG+d6cVy QXCEq48//0VH6MobXw44Z+5ZuOIyvf9hNfRegzepSTO3AEERP9qpoa/I8q2gb9UxfB9HW9OH fprto82gxl3HViFLWR+bqekpDG8Hcs1IOuj1gvC+XmTjpP7uSQvXzzRlklfHx9lYvcsZheE1 XJoeq4HeNU1WbufXNfTJ8qESevVuDHHYKAw3Bblm8DL09Vm+VXlT/yIbaWRHQMNyeyxTDrVx BkbPMJihiWt29RaDFIbXcGl6bAn6r9v40laZ5a2hV3cMD+bT95fPrbDZpizjbfN84fnRbpzr 9Pa+Kc/TUxhuinD94CXopbn4v5qnr7/Lx7Xg2hsgtoQecFpHJoQeCAahB5zWkQmhB4JB6AGn dWRC6IFgEHrAaR2ZEHogGIQecFpHJoQeCAZF4NcSgafiBYRdNKEwXNFULTV1aZGBWgf3Ecaz 8DOhJ/RdPxuEHggPa3rAaR2ZEHogGIQecNrJJhSGN3Y4oW/s0MbDURje2KHTcEXoXd+pdYaj h04kGrH36ijlsak18cFiNU/ddGi2Vl5wNl8NheEG+GJDytCHy4rdunpl93CLWtPd4QRjvOw3 I6VTHZvsGB6Kv4Pyoub8S0goDMfYNLMqQ+9ld5f1/Rab+b0uzaCPPZEUe2fcdTh2zb5RFo7X yOe0q+tDuDV6Wx5K17YzvoYaEQmF4WbAa8obt55+Ad1lesWeN9br6X2HpMXeaZeFxwqdvyug P5yfwnBTXpsMXqzpJ0H47Tbclrr+9qXbydg608ti79A1qWPFzt8xuIlMX3P+bE1PYXgThqsH EaGPmye7HRF0L7PW0G83qpbrTe+SqzBc0fk7UEdN33aZF1b1+SkMr4bTykCE/rDth14vexr0 Ur2drP+BbUC8nccOcVCfv6am10fbws/PvQxhma7cSpqKvW8sguFQEMXeiDDcDTruYZPJ5Akh eFlsnoKWwnD9o2x8pKqm72meXhR7R9AXhOG7a2Mgcx3J99mZfbWjP4eff4EOVkcGU6z+ucpj xWewSC7PnenBxWZnzt4Y54Tuhyf0QIiKmR4E3yIYwO09vImFn5npCX3XDw6hB8LDTA84rSMT Qg8Eg9ADTuvIhNADwSD0gNM6MiH0QDCCqbRtavL6Yulnui8g7KIJX2T5ItuaqabjMdMD7mR5 AzitIxNCDwSD0ANO68iE0APBIPSA0042oTC8scMJfWOHNh6OwvDGDp2GK0IfCMN1UkHTtTeH de7LTFOyxV963Xy683e02CsrDI+7lFAYboCl7ZAy9OH6+ZpWPBa1ZtoTM9jH/rDT0aUmyLuW NSwhIjt/PT2F4bZAnjF6lYgkVlIJ05mnQS8qlwToJR1sLAyRxOfJcSgMP4Nd+BzXhl7K8num 93+o2kqbIvSKTt7Td8nUWNlfH09hOMziaYYi9LFyqrdMr9anzu4MOn9L4u8awXZyu49U+BLK qZrzZPb2sfhG5S+yTiLoL0voRRgebsikyxKRTU78HZcz2abLuXcJJfSq87indXgj9LoQa44q zt74dfv0ACh7ylpkIP9+DmWF5madFjZVb4/G8cuqr5lNbhJVA/x0cRSGq0J0xkFq6ONSp7Am xxb6HLwJjWyu83f4BA1vwcMgzN4sD056tkiKGIXhZ/CsOodmynIub3RlzdqVxBL6/C+UEfQL oHt55s/FC+Jv57mMYDvzO4H0ELBjuArF8w5SZ/rK1ZaW0J/nnf7PZOFnvshWwn5Gpu8fxfOu kNADvmamB5zWkQmhB4JB6AGndWRC6IFgEHrAaR2ZEHogGIQecFpHJoQeCEb4aysF4VfzBxDy osnDz94UPcADns4D/wHyO6/3GgD+yAAAAABJRU5ErkJggg==</item> <item item-id="29">iVBORw0KGgoAAAANSUhEUgAAASgAAAAVCAYAAAD1lHPeAAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAW9SURBVHhe7VvLleowDE0D9EENdEET 6YMOqCaraWBWFMBqKvGzndiW5I8UiEN4R5wzi8E/WZavpSsxGP2oBlQDqoGDamA4qFwqlmpA NaAaMApQagSqAdXAYTWgAHXYo1HBVAOqAQUotQHVgGrgsBqIADWNgxmG8t84OfknM2bto/12 /jzvlzT+cjfPrluGsiQZui5pJ3+crbqsDkp/j5tb/WYeWfvZPBbB/q6nNPZ0NX9dBP4xvycn 48n8/nRZQDzpd9lUfVvQtt1doP9zClnbn5tP3D6N8U5e7vUbCeUr9evd3toP8qCiIAFgsg0+ zf0SQKwEDBY4uoPTsp0o234A5VaOIBMA5naOoPN3dYgQAMKBRAKndAgWxLqBk1vlOACFHq5v sKnqTUkPIn2s5/+5Dx3P9X+3HTzgjIDznb8Yj1/Pu7nYBxaCVO92bqdtgLJ+UASkYGDLJpy3 Rfc+jctGuVW3aI9yfBigICAF4Pmx3tHiSc2eVfo8zp/3bLZQv3SO7NE7sk39FwAVwElyF5e+ 0akI9z3cqd7tvBWtByhoYAih7GZkzwkvlaSHCKCowiUTt/tkHlQJoOB3Z4hQ1ntC/78vz34z OGMtPAbuHBpeswigjmJT/wFAhbC6FdLFbYY7lAEU9qiGXu0C4xWHeBB7UkwKDNaGXOU+ztNK LqdXHPDCsCJhCGlDSWr4MOQcR++ODqVLI9j4q11aIR70lhLfBMI8Gw5SjwrxUs7rIgCG2/Fc gQt73AL3dTa/gOcqy5OHnpwMSVcEpBhwcuNatME6m8L0wgg4U/xOJt5l5lSxjQaeNdnk0g5s KxsH+NdWiId4WGSXe4V4JZ644UmFPWcAtERHvdsFl7AMUIQMzxyjAsBMFjBwOE74KjDGA091 8zX3Mih/bi+CJLPhFmnrjVLgAWaXuRLKGRDmzdyUI9kJJxX6wNAQ8FNhrQA0nqSP7ZCQd8Dn uDA3f/o+jGvOw8iQq3QBKQE4IYDawqYyeoGGM9hG4nnHcyXJFW+Dzp7k42oAFewxLOXXjhdf BlBv2yflZRmetuXdOsehd7sAn3ChZi5QfYqoTH8Ik7lnWYIEUP7QonEtiF5TZgXNo2zBAkQh nkQF6/rkIV59fMz6eVC5We+GptUAyGTEefKKHssSGGgSGR8AcO5GAYqbpyVDbW/yZMimNpWd ebKxZvYpAlS7f9htZmusB4UBDgLza6T6OpvM5JYCY28PiZtfsE2Gg2rMEAHGAs79PmcB0Gcd QInR+osAysQMnyXGr9dK2h+XJsSwDHhgtKyBZgtx2EgAip0Hg5pbi4ah+Fxf9KAk2V3OpgqP UplzIVRBAaDKznJtHJPFg9EB8RRn4JR5UIL72u6yFhC+noNqqgO4y0XjWwdQhlFuBmAveFBv u9BWH2s8KFQXxZUWQDDzjlYAmlrWL3lQTYBi5wGHnMlADWADDuodmxJ4UPMZz1567gkRmwSy tMdxZQZc5kwGUG/bZ1U/NR6qd5aOm5+H5Nc9KPcuLERlOWOwEqBiJqfCQVHlH6UOitFxCPNw GLYMct5NBK68fgmHiPMYB5C0KLQNUKDAlPBbfhwjQ9reVlk8zgmY6+yKNsVxUMhGgDdU4KCQ B7V6XA44mPKY9+gAcs8Qz60Z5EDrZiVCtMD6C+qgcvQW1FH4gy33oxkNmHUZLKEOq9KTMZIs RCOLN1wuSxavYsyziSx1XNvUSuWV5IKaJh9iVfrZNkech5opF15RIKNrxnZQIJqIc+DhOfIe AFJ1HoEM/DtX7rG1TSUe09pPMYsH7cdRDymj5y8szNQh22qPo7+SmCq/mqD7DXa9768sEkj5 xA/cJ+WBl2PrXSnOzd+yL/0t3qu3T8ftr4EXwvr9hdQVt9SAAtSW2tS5+mpAAaqvfg84uwLU AQ9FRSppgGTYdi7Q1TP5jAYUoD6jd11VNaAaEGhAAUqgJO2iGlANfEYD/wB1JuzYPHhpngAA AABJRU5ErkJggg==</item> <item item-id="30">iVBORw0KGgoAAAANSUhEUgAAAbQAAAAtCAYAAADGKp55AAAAAXNSR0IArs4c6QAAAARnQU1B AACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAuKSURBVHhe7V3LcRwhEFUCykMxKAcf lMSWg/BFdx/27AScgU52AD7p7NJJGTiDMTMM0EAD3QyzK+28rXKVNcPweTQ8ummauwk/IAAE gAAQAAI3gMDdDbQBTQACQAAIAAEgMIHQIARAAAgAASBwEwiA0G6iG9EIIAAEgAAQAKFBBoAA EAACQOAmEDggob1Mp7u76S76d5pe1u58Oz+Gd4/n6W3Hbo7KcvXZuczXB9Plpizu3+vz3Njn 6TV7/zC9rji8P92Hb++fpvcd8YnrEuqwpciXU9r34e+TE4KlgLfp/EjSLv1inp2sTLD5mAxK z7fUmf325eTl9PEcpJTKFH2+tfwabnYshTGUl0XHXC3d1lri+6MjcEBCSycrboCZAbgzsXjB eztPjyuZjZyAaoLtSckR0vODJ6n3p1/m01/Tn3tHehyRGNLbnczWFvi6jSG0pffdosX1cUYO K5lRGXD9RJ+R7yIyLD0fMtsQcogZeG3X47Tw21rfoTLlZXUtIyN++jxprMcEhDZEDJAJi8BB CS0M+Hl1mcwLZpVdGZijBekjEBolMEdUv4z2tWpqVnMLv9eH++nPzHuX+Pl67EhoVBubCcv1 SS4Y091VCc2RGSef6ztfP6dhjiSQQvkSGfZpRtbnEgKIMj4TAsclNDqJxcvr6ZROZKIenQc7 M1jngVzT9iSTQbH8vjIzDY0jNPrsgTKa0c6iv0Xg9CeqElpf+zMNrURomSktmByXBnVraH31 dmY/VuvKNEhHaCXy65BVY5i35vokTyLDxaFTJTQ9Hj9+/Ii2Db59++b//vLly/T+vq8xvF+g 8WUbAWru1y2ADkxoxPREichMUmXzkRvQJZCTgdkis7lnOUKLJsrxZdZMjlQbC/tlRDsyJkA+ zZ15HvbfFtMl0fKsKdP9qEnTiGBqvqQm0IeHVVMsaWh6zGsmR9f32Z4RtyjpJrSFDeMFUFNW uL1fQiyuLpmGllsgbC9oy3ffpIRGJh9Oo3Xm9NNpNa2PGTszaX3//j0itX///vlnX79+nQcX 2Qc145rsn3atWdszMVJsRiDZu57lR9FZhyY0jkxezMCLfAP8qnTd+F4mjtYGuHnfnKDWnmc1 tGQTfXCZkWMHcQBJTYscIb0agnmNhDbZbyMkthCVIydPWi69y2clQf/ekaJ9z5JqNmjWyVmI OeuMw5qecweS0mIndjIqOZqkFVfUO92DSv6uaZ3lfTRF+Z4EGacadsKJF2IB8zFjZ8b758+f ntDm/88/+mx5kGmPNbPt5tkYGWxFwMi1l9dskdbO/NiENq9T3aptWdm+TGfiMWbhCysG+Qa7 wqmEJbR9y8xNjmVB8V6RC+E8T38iTWv+LhDaQoie0NZ9ttSpo0hws4ZHCMyZNcV7aHLM88m/ MlBI/1jSYrSilAxVTiGyeud1DouehU/UGpprs6x8mzomA6rFppzm6+teiPfQNPWZfZkswbYJ zRFpz9hqT6RIMR4BJ0MKBQ2RQsI+iJmozmfrIRb9wgCQAatc9TYIbY8yNYQ2eUIyBPX0xDiD 6Aittn83myX9exWh6TBvEprpk3OspvP7ZZtMjo4ghNp8i7BUe2iEzGZrg1CzTQktNunF+2p9 hKbrx7kVekILi1j5AnX8ZI0cawjEZkfZHGjzO7yGFgapWemxzhsaQuvYl9hMaPoyVYRGz6Wx rvo6QvMEmZkgEw0t87bccQ8tW8PwjjzZinEToSn7LdNwUqePVXsSezkqy2c0tOUR1WDJ+MkW DU0Nrac+PYQGDe2zkGkwU8u9zkFoi7XGmi34FVti2ilKQzIgXbrW6rexh1ZfnfSVqSO0yXg1 2jNpsWOHa6CS0LyJsrCHlpoYq+fQ+tov0dDs2UC638OcTesmtL56Ozm1MpESmHNykpxD6ys/ kFcywXCHvFMCq55D66yPSkNzzjHYQ/sshGbXSzbQhVRLA6H5VWZhFUAGK6/B9YtHMVLIjmXm kUIEZ8oWkuHTxQ4mhqRoJJLZgYQ4nQRCTKKRVLwcp/t7fx6OJ1Qd/nnEC6bfzWR8WmzP1Dkn 9ra6VqSQqFzGonDRSCGk/BiPFdNIjh93CSDgTI6/f/9eBKHsFHKCl6NuqHyM1IsMbdXQqCBe OIrFx0ARtQACQOAzIlAjtHRb9DLtS93QZZNztEDI1JN4ocVpL9yCy6brq48cK1n+pYWXrXfA aEknVc9mjT2uKH+mpGmikbc2KY7ZfO/NC98BASBweAQ+HqG5LpGbOstkxBGS3S6J5/zEsjAr JZk2L69Pn1CV87d8wpvGU6uV1nEnIrTYhZ02o3J4sq+1fqWgIN/ukvAhEAACx0AgJrRUW9BF nRiLmJBA5r1HPykSYgon/sNeP3XIIRPpTArteVVYn24QSvlrnZd0FQiE1gjB1ONxUqtKvMFd SrlHPDodQEgNBIDA50Hg79+/0xwlZA6F9bF+fQRSd1jjHNq4WyI4JCT16XfWyY94rHXoOl4i 78lAaK3DoILrKtIIGpnTw7psyFXqa66c5GAhJRAAAkCgDwEJgSQ5uzm3om6le07RMQpyRVae hbQ+fccpioTWOk/ZB67/yhMaJR8+kk1+/1LqUrmA62y1KRNH7uuas12hhc07mdp69ka48DkQ AAJHQmDcnCMlEItuqgzwU9uaJ335Nt/al2hDXEDpUqBptnNXUmsdQYq+5dvbF6JNLnEbNDRX 4fxyzOicDLsh2Udo8maVU5Zi7uF5+eJLYANsblUGRswpsjx0hGbzpM4djBWrGeN1zWU9Z8s7 jsi8Lpe6qO6ILLT3UhoaG/Wd9FS2h5bFuAuDPnimlNxLr0doMuFDKiAABIDASAR6CI2SGndl j4KMip6QkjzGaWieZ7KINpJ6tPtD7+XoK6LoIL//5irdR2jj1P82MEgBBIAAEBg35yjmywR2 q0ykUWvS2Jnn5JYQmgnn3CGtz+A9tCzCzVjHv+QcGuMmGtlzY7WXc/P3LqPsnhlHaKZBWSRY DCQgAASAwA0h4C1apctR7dyaezXaCZ+aC1mSdYoGF2LMPMv24Er1iSDf4OVYyb92Dm1rj7Oh r6qAJSWmab25cQ4f5C/1Y2IlZlob15Sx7L0VLHwPBIAAENAhwFxYSf0K0ok/i9IUE2BRY+TO rjkvx4jNGvXRNY5JLct/rxBtlViOQVvTntbejAkyAAJAAAgAASCgRKAenLhw9kxZBpIDASAA BIAAENgdgXa0/dSbUeW6uXv9UcAnQ0BuapAEOY29aPOo3K335Mby6iFUPcjXisavrym+AAK3 g0Cb0G6nrWjJlRHo2wxuxITz3l/pfmt6TpLbj00Jr3TJaydw3feldZaHz4DAwREAoR1cAC7X /JU8xDcqu5oVCC2LCZdcBth6b7KXBXHdgBAIbQN4+BQI6BEAoekxwxc9CHQHJW0QGrlp3Jr5 1qMlTLDt6H16L1TVlN7pvgxC65EUfAMEuhEAoXVDhw9VCHSHvCkfAG3dPl19X4h0Uw4H2nHA FISmEhEkBgJbEQChbUUQ34sQ6A9KWo9oEAdxzcPnFN+Lg7jS5ilDADE3v6cxERFPWyQ+SAQE RAiA0EQwIdFmBPbS0BZTIR/ENdz+0AjyujZOdkefIkgrNLTNYoMMgIAGARCaBi2k7Udg9B5a dldUIK1F62m9Z1ti82iaHaXXaIDQ+uUFXwKBDgRAaB2g4ZMeBMZ6OTpTIo1iQzWs1nu+BQXn jyUx9tB6eh3fAIFLIgBCuyTaBy+reg7NO2kk9z4Jg7qGu6NSL0eXX3IuTRrElSMz148tTQ0a 2sElHs2/NAIgtEsjfvDyipFCMuISBDnNPBVLZOju6qPvmUPVAz00ECnk4IKO5l8FARDaVWBH oUAACAABIDAaARDaaESRHxAAAkAACFwFARDaVWBHoUAACAABIDAaARDaaESRHxAAAkAACFwF ARDaVWBHoUAACAABIDAagf+LCwa62GFPWAAAAABJRU5ErkJggg==</item> </binaryContent> </worksheet>