PENGGUNAAN FUNGSI VLOOKUP DAN HLOOKUP

<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><br /> <br /> <span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Assalamu'alaikum wr. wb.</span><br /> <span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">kali ini saya akan memberikan sedikit ilmu untuk kita semua, tentang HLOOKUP dan VLOOKUP.</span><br /> <span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Kali ini saya, akan memberi beberapa soal dan penyelesaiannya.</span><br /> <span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">dibawah ini soalnya </span><br /> <br /> <br /> <span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Disajikan Tabel sebagai berikut :</span><br /> <span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br /></span> <br /> <br /> <br /> <br /> <img alt="" 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" /><br /> <br /> <br /> <br /> <br /> <br /> <br /> <br /> <img alt="" 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SemiHidden="true" UnhideWhenUsed="true" Name="List Bullet 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Number 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Number 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Number 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Number 5"/> <w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Closing"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Signature"/> <w:LsdException Locked="false" Priority="1" SemiHidden="true" UnhideWhenUsed="true" Name="Default Paragraph Font"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text Indent"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Message Header"/> <w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Salutation"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Date"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text First Indent"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text First Indent 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Heading"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text Indent 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text Indent 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Block Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Hyperlink"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="FollowedHyperlink"/> <w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Document Map"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Plain Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="E-mail Signature"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Top of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Bottom of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Normal (Web)"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Acronym"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Address"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Cite"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Code"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Definition"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Keyboard"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Preformatted"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Sample"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Typewriter"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Variable"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Normal Table"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="annotation subject"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="No List"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Outline List 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Outline List 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Outline List 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Colorful 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Colorful 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Colorful 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Contemporary"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Elegant"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Professional"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Subtle 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Subtle 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 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Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" SemiHidden="true" Name="Revision"/> <w:LsdException Locked="false" Priority="34" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 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Name="Plain Table 3"/> <w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/> <w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/> <w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 1"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 2"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 3"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 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Locked="false" Priority="46" Name="Grid Table 1 Light Accent 5"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 6"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 1"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 2"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 3"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/> <w:LsdException Locked="false" 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2 Accent 5"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 6"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:8.0pt; mso-para-margin-left:0cm; line-height:107%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri",sans-serif; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:Arial; mso-bidi-theme-font:minor-bidi; mso-fareast-language:EN-US;} </style> <![endif]--> <br /> <div class="MsoNormal">   Pertanyaan :</div> <div class="MsoNormal"> <br /></div> <div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;"> <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">     1.<span style="font: 7.0pt "Times New Roman";">       </span></span></span><span dir="LTR"></span>Bagaimana cara mengisi sel D9 pada tabel diatas?</div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;"> <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">     2.<span style="font: 7.0pt "Times New Roman";">       </span></span></span><span dir="LTR"></span>Bagaimana cara mengisi sel F7 pada tabel diatas?</div> <div class="MsoListParagraphCxSpLast" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;"> <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">     3.<span style="font: 7.0pt "Times New Roman";">       </span></span></span><span dir="LTR"></span>Berapakah jumlah uang yang harus dibayar pada sel G11?</div> <div class="MsoListParagraphCxSpLast" style="mso-list: l2 level1 lfo1; text-indent: -18.0pt;"> <br /></div> <div class="MsoNormal"> Penyelesaian :</div> <div class="MsoNormal"> <br /></div> <div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo3; text-indent: -18.0pt;"> <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">    1.<span style="font: 7.0pt "Times New Roman";">       </span></span></span><span dir="LTR"></span>Cara mengerjakan</div> <div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">        Ø<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span>Letakan pointer pada sel D9</div> <div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">       <img alt="" height="220" 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Priority="37" SemiHidden="true" UnhideWhenUsed="true" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" SemiHidden="true" UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/> <w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/> <w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/> <w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/> <w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/> <w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/> <w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 1"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 2"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 3"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 4"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 5"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 6"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 1"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 2"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 3"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 4"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 5"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 6"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:8.0pt; mso-para-margin-left:0cm; line-height:107%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri",sans-serif; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:Arial; mso-bidi-theme-font:minor-bidi; mso-fareast-language:EN-US;} </style> <![endif]--> </div> <div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">  Ø<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span>Kemudian isi sel dengan menyesuaikan dengan tabel bantu yang diketahui.</div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">  Ø<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span>Karena tabel bantu memiliki data yang vertikal, maka kita dapat menggunakan fungsi VLOOKUP.</div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">  Ø<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span>Setelah itu, kita dapat menulis fungsi sebagai berikut</div> <div class="MsoListParagraphCxSpMiddle">     =VLOOKUP(C9;$A$19:$B$22;2)</div> <div class="MsoListParagraphCxSpMiddle"> <br /></div> <div class="MsoListParagraphCxSpMiddle"> <span style="mso-fareast-language: IN; mso-no-proof: yes;">  </span></div> <div class="MsoListParagraphCxSpMiddle">           <img alt="" src="data:image/png;base64,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" /></div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">   Ø<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span>Kemudian tekan enter, maka hasilnya seperti ini</div> <div class="MsoListParagraphCxSpMiddle"> <br /></div> <div class="MsoListParagraphCxSpMiddle"> <span style="mso-fareast-language: IN; mso-no-proof: yes;"><br /></span></div> <div class="MsoListParagraphCxSpMiddle">          <img alt="" 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" /></div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;"> <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">      1.<span style="font: 7.0pt "Times New Roman";">       </span></span></span><span dir="LTR"></span>Cara mengerjakan</div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">        Ø<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span>Letakan pointer pada sel F7</div> <div class="MsoListParagraphCxSpMiddle"> <br /></div> <div class="MsoListParagraphCxSpMiddle"> <br /></div> <div class="MsoListParagraphCxSpMiddle"> <span style="mso-fareast-language: IN; mso-no-proof: yes;"> </span>            <img alt="" src="data:image/png;base64,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" /></div> <div class="MsoListParagraphCxSpMiddle"> <span style="mso-fareast-language: IN; mso-no-proof: yes;"><br /></span></div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">      Ø<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span>Kemudian isi sel dengan menyesuaikan dengan tabel bantu yang diketahui.</div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">      Ø<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span>Karena tabel bantu memiliki data yang horisontal, maka kita dapat menggunakan fungsi HLOOKUP.</div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">     Ø<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span>Setelah itu, kita dapat menulis fungsi sebagai berikut</div> <div class="MsoListParagraphCxSpMiddle">        =HLOOKUP(C7;$E$19:$H$20;2)<span style="mso-fareast-language: IN; mso-no-proof: yes;"></span></div> <div class="MsoListParagraphCxSpMiddle"> <span style="mso-fareast-language: IN; mso-no-proof: yes;"> </span>         <img alt="" 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7mw9BsXdwJ48Y0l27dv948rNOPpmopFaqbDIrXpjLQW77Cz2nfg4LZtDhEZd6attUhtKkHu9osWvfbr53/xy1+9uM7+MFekyrjk/Mprfwkr6DRs0JZz9S+vvXIqrqQ+PXjRokW//80Lv3j+Bev9p3onVERE4+3L31n0sfVxIrpxds8rL/1x534vm7XvL/pkA+/uWBCfnV++8vKbRV3CqXF7G0u3ff3hSy+99Mo7y9omZEVhnosWLfrdi7967rnnjgcXD7VmL1q06KXf/+a5555b4+xblBa8aNGiP/zm188995yVe/jjPD8PwSI102GR2tywSM2kMDrdA1YwMy9/arFIzXRYpDY3zDtNKikpacWKFeaKbsGIvP7665ZpUibiuz5Naurc9alP5rj3WA6xWCwWi0UikVAoFAqFExMTTU1NAnMglUrDw8M/++wzqVRqlgJYMCKvvvpqVVWVSCQyd0G+YXx8nMvlmrsURmB4eHhoaMjcpZgzQ0NDRik2GIbR34duJgwP81CpVJ2dnVpzoNPp4uPjv/jii3uFsfD0smjRIhaL9UR9lEqlcnx83NylMAJisVgoFJq7FHNGJBKJRKKF5zPn5qder7f0qVlYOE9gn5pOp7P0qZkRy40CC083T6DUtJYbBWbFIrXHhFQ4OjwhJqKJ4WG+ZOZn6uuUElZjfU1N7YTsmxlNSj6npqamtrFj+m1Lnay2pqa5nT2nYnBaSiLTSmezZX7y9dyavtlsKRga6OzlzakYRsQiNdNhkdp09ApRWvTlPU47ryYVqqc/IeI7J7VA568OXskjYqzWLAkr7p9xm4xLzj/7xe8WL1708gdrWobVRJTg57Lozb8sXrz4zTff2nY06N4rmxQjbdtWvv/G4sW//s2rSTUDsy9GxJE1Nl6xs9hQ7bDm/XtTCx5O8XU/l9PXZ18G42KRmumwSG06Yl5HYnLGnTtlTta2OU2D09Z+t6TGyGyXfhZVxiMNe9VnH1YNz/imEs3hdctCSrhEtP6VV64WDpRGu7/w2w8LukYNqzvb2u5NoL1xatP7Nh5EJBjp44yKuF3NNa0DRDTc11zTwdXLx1ltnZV5SZeD4+VE9bkJV68liNREpHe3tzpzNfZywKXbrZOfSGNpmn/ApVaOmIg43W0Nd8pDQmMH2C0O6zdGJScHXQ3nilRERGpB1GX/2JS8qqrKMQUjGOxtrKuOCA5vHxxtrrgzLNUSEa+1wt/fPzGv0nQn8n4sUjMdFqnNgF6rEo5yAry9avqnD9v5TklNP9605PMP22QkbLzx3peOM7/oRsX+7N0Pk2v6Gwsj//zm0jpW0xfvLy7sk6kHm465HPby9m0f/mboTV2a/29/90ZyKcvwX8/tH+0NzCEi/12rXK6VS1iJP/+fn2+22vrZoj8t+vATO2urN/7wy70hRUSqL9/4xYuLlm9Zv/TXr64YVzO5V4+9/cGXTvZrX/9ww5hMd2zdn/71l6/a7XFvqEj9zXP/96v11kve/OP6A+FEsj0r3/voyw3rl739k+cXj6gpynXZP/7nrzdt21vbVL56+ZftIn3HrdBFL71iZWX1pxd/fSa+wvQndRKL1EyHRWozkBF5ft3XK+0Pnx6RTW9/fqekxq64/v7Hm5VEFaEuK51OzriNtKf0D//1768uWvTmB8sy73QP3Y74aN1WIhrrqDzm5vLr//7x2VTW1O1LUy6/88cXXS9nEzE7Vi5Pqh0j0tkvW5rSLCi45Lx4+U6G6FbAnj9/tF1PlHjO1vpcMgkbXv7lSwV9MiLRqnc+yKsoXvT8zwPTK6syAv7w5uds/tDyl39/Kb+LiO5En/jToq9FRA03L2w7HteS7fPapzZEJK2LXrzagYhs33/5wJUCIhI0JH+xaruaka5e/IeAnB4iSvFy2LA3wMRn9BssUjMdFqk9kJSrJ89GTZ///J2SWkno/s93niMi7x2bvGKqZ9zmTsK5T78+olSpDPOb+gqDXn132b1PZsuyjwp6ptfwxsqCfv7uWtEg68vVa4VEyp7s1954Z1hDp3etCcjsIKKDG94PzOkmIrfNK6LKeYNlIWt2niMiUUPcO5/a5iZf+d+fvfD1mpWrNzuWtnBU/QXLNkzWIv0Pbz4WUUFEIe7WFzOrru21cg0qIqJIt43r9weRfmjV1+t6pERERREnNu0LVY9WvP2H5WIiItq98j3XkBLjnbxHYJGa6bBIbTr9TSWXL4ckJSUd3rsrJr952trviNRGO2v8L57++LVXAtMaifTrP3x+ie0hX1/fvIqW+PO7d3t9My3cf88Xa90j7v2XUQ6vf/13i7+08vX1Pee6ffGqnSpi3G2XhxV11mUEb3Xa7+vru/6zxTsupMqHa1774/+cPOf72av/8au3HIik6957J69PTRruF+9/WsbVkLz77bffa5JQqufG/3z+DT9f34/+9Gu3iJKhhpRFf3r78uXLJ4+frBuU1kQd/3z9YSIiRmL78dsx1SNECpvPPkxljSWdtPnTu+vOe7r++Ef/xyuzl197/b0PNhoudn/n1UejyknS88avful44sLJ/Zte/2TDgPTxvd7YIjXTYZHadFQyYWrM5eMeJxLza+6fRf0dkdpET+U2axv3Szf0RETK635HHbfbWVtbh6eX34oPjc64V2tjssKDSxo5U/fVSEd8PJytra13unr3jYuJlMHe3hXdfDGn4YCdjbW1td/1HD0RkS4t7JSt3d645Ju5JU2kHg0OjBrTEsm4YddviPWkF/aGXAuWE1Xnp0aFhdhZW58KMjxYTZsTc9HW1vbo+WsStb6lKO1GZi0RkWYsLDBsQMKQXngl5NqAmPQy9rFd211PBMQlRLOGlSMtJWExk28q2PbV5/GVg0TUdSd9q42Nk6s3T/xYX9hukZrpsEhtbnxHpPYMoxpptfvq4798ZjVkhLnD88ciNdPxXZca8yimTQvVaDRdXV33Txd9DDAMk5CQ8MUXX8w4X9XCLFFO9F+5fLVlQEhkztP4+uuvt7a2mrEA96NWqycmJsxdCiMglUrFYrG5SzFnJBKJRCJZeD6TT+l4yCM6DLNMhUKhYQb8+Ph4U1MT3xxIJJJ7T+kwSwGeDQQiCUOkkEnMW4x7T+kwbzGmMjY2xuFwzF0KIzA0NDQ4OGjuUswZw1M6Fp6PZUK7BfPwBD5P7ZmZ0C6Xy7/Tzc+57mDpU7NgFCx9aqbju96nNtcdLFJ7zHB627gTZu3SNw0WqZkOi9Rmpupm0PYDnmP3PZbCIrU5IOrZ8ulbb7z++sdfWDVzZzXJ/H7OHdzgm8569HZPGxapmQ6L1GZAzGn2OuBgu/dIj+C+B+dYpDZrVAMl77z/xZ2WliCXNUusjjFEpJH09PRI1ERESoVMp9MOsnsn5Hoi6u/tvffgItEwt6e3z/A+qYtHbAKzWolIOj7Y09OrYoiIFHIZw+h5fT1jEpVhF7WE39PbN8jjCaUzPx/pScMiNdNhkdr9KCMCfSruVF+4cLpzwiK1+aPoK1q+cTcRNcZ5frbaVaPg7d2y5OOPP16ydle/RFN388JLf/7L4tdffvm9j3c72P/llZfeXb1fqqeO0qTln3768YeLrQ4FaIkCj24NKxkYbCj4cslnH3/87hqnUyo9pfo7v/zGe++//sqvX/68eVgj59Ss+PDNv7zy0r//9KcB2dMngTyZWKRmOixSm05badKF8Cwi0YmTHl18i9Tmj36k/s1f/+KjTz7+08vvpjcO5Qfuf+m91VFRUWs++LPH9cqahJO/X2LPlyqPrn53qZ2PQi2z/vzt5Eb++EBnTFRMVMi5V157c0BOISe2Bd/qkQz1x0bFREUFvvbyy80T+jgv6zc3ucu06jPbl568UVseeczO/ZpW2P7RJ8s6Bfc9A++JxCI102GR2nQiz+xevdlu1y77JZ99dMw/VvPttRapzR415/bHHy2Ny8xjcfhEFOa6+bdvfOzg4LB9q1VSRXdx9AmH8wlEFO6262xUGRG5bF+e0jieE+q56ust9nabXnjptX4ZhZzYFlHeXx578auVG+232/7qN79vGmPizjm5x5QTUdzZbR7XyzpuXXv1z2+sWLbsiP+NB7w39InDIjXTYZHafVkLJ9gD/f2tFY5ODqXtY9OqahapzR5FT/67S7fcu7i6y28s+XTp8ePHdzs5VHaO37p6YI1rMBEF7Nrk4p9FRDvWvnuzaTzswJqPVtt7eex78cWXuiUU4LIhtGwgydP2nWVbTp5y+83zL9QM6yNPbHEKyCKikCNfH4kqakwPePXl1z/48LPzoemap6OiZpGaCbFI7UGoGxobZPfNcbZIbfboJEM5+aWKKZZpLU0+ceLE5egUlY4Z7Kguru8kovY7ZXXtPCKqKsnum9AxEnbgGa8LlyOzC4rFamqvK20fkpNqNNjn1JmAa5n5BRNypqep/E47j4i66ovrekaCPR2W2bleuXL5o0W/9YirMtPhzg2L1EyHRWpzwyK1J5CI005vv7dk7dq1Hy3bkM8aMndxZoVFaqbDIrW5odfre3p6Fh54fiQkJKxZs8Zc0Z9kBjtbm5qaxE9J25OI3nrrrSdNajqdTiCY/vz6pxG5XG4UOzxmZDKZTGaEceaY9gJ2rVarmYL6Lqq7yOXy9vZ2pTnQaDQJCQk/+clPnJ4Vdu7caaSMdh90OXz48OH9znvMEH1e/OhHP2ptbVWr1Wa5lmZEJpONjIyYuxRGQCAQ8Pl8c5dizhimoy88HxjMZRCWYZHhWR3THtdheGKHWCwWCATNzc0icyCTybq7u0+fPu35rHDkyJFjx459N6NfvHiRy+VKJBKzXEszwufzeTyeuUthBEZGRoaHh81dijkzMjIyMjKy8Hzm3PxkGMaMzU8LzxJa7WN91u4j0ev1z0bzU6FQGKUd95gx1KUWns9TdqNAr9c/G125BsRisUKhePR2z2J0kUikVD5ZM7osNwrMy3f07qdFas9MdIvUTIdFatPRiXiXfbyPuh055h0wIFBNX2uRmvGwSM1c0WfEIjXzYsoZBV2ldrv2l1XfqayuFymmz7qxSM2IWKRmrugzYpGaeTGh1GQ95VvstkfdSKxp592/1iI1I2KRmrmiz4hFaubFhFLTy8YSo0N9Lp7dsmHLzdtd09ZapGZELFIzV/QZsUjNvDyOGwW3k/xcL6VNW2iRmhGxSM1c0WfEIjXzYkKpddcWRUUlZmYm7du9M626b9pai9SMiEVq5oo+IxapmRdT9qlN9F0543XEzT29bIZnqFqkZkQsUjNX9BmxSM28fEfHqTEM82yM+TYgkUjM+MU2b3SxWKxSTR8wZF4sE9rNi2Fe5sLz+ZbUmFmg1Wo7O/s1GjJLUqtJKFSbK7rRk1isl8m+o9FFIp1cbv6PYGpSKkkgeBauLqmUxGLG7MWYa5JISC6Xz8ZCDwf3prJPm8d+bxK7YY6oUCgUCAQCgUAslqSlXfb1fd8s6fz59xwd3zJXdKOnffvednN711zRnZ3fPnbMbNH37n37+HGzRZ8xnT793o4dz8LVdfjwOwcPvmP2Ysw1HTr0TmFhiUQimVgY82h+Unf3cSKYJUmlOHfOPKFNkeLiUF5utugxMbhzx2zRIyNRX2/+j2BqGhqCr6/5i7HwlJuL1FTzF2OuKTMTmZnFRm5+zlpqXuY6bLkcfn7mP/vGSomJqKw0W/QbN1Bba7bosbFoajJmhjoVxgXTF0pFkCpnm8PwMIKCzHZCjJgKCpCZaf5izDXl5iI3t+w7JzWZzCI1o6WnQmrcJoTfmFWG7DLYHpq+MNQLUaWzLZJFauZNFqk9C8kitUdu1pQOqz0zrxIJQQTSQCwHEQaKsckZRCAdxsehJxAh+CSiisHnz6pIFqmZN1mk9iwki9QeuRkrB3tOYrQV7udBhLxIhOSDUwlbB/ieg/NhhIVgzw4UdWC8BtYuUMuRmoiwULh6QKhB1Cms24WzXvD0g+pRsSxSM2+ySO1ZSBapPXIzVg72eoFbDeu9IELCOXjeQGsq1uwGEbYsQV0ghW4AACAASURBVCEXbVlwOYeJZlgdABF4bLBasPlLVPQg9jS8E0EE63VoHn1ELIvUzJssUnsWkkVqj9ysvwQ7jmGkAVucQYS40ziVCFYa9p8HEfZsQ6sMfSXw9MFoI2zdMNyDQ87IzsbqpajoQvx5RFeACLtsUMN+RCyL1MybniapMczdP6b+q8TY2OTfs08Ll5pSjrGxyQ6XWRVejup66PRorseY1Mif4v1Sm+CgvgNEqClH7xiIUJyBxERUskAErQTpyUhMRGbB5Pb1ZUhMRGIiekYml4iHUcsCETQS1DaAGJTmIzEBhTXToz9cavwBxN2ETD/53+46ZBbN6qBUwzh7DgL9IzabjdQG23F6Py4mQKfAHltci4TtKgRkgJUO57Mgwh47NIvRUwwvX4w1YZs72CzYbUFmLqzX4E4f4i8gohRE2L0VddxHhJul1FgNGBSBCL2t6B2c50cffQl1HSjJQ2IiMh55K0OFoAAMzPrymyq15nqI5ehhYWAcRFCLUNMEItzKRHnr3V2USLuJQRFG+9A+8E0+nbUouXvZ9LWhaxBEGO0Hq/vuNmrkZSIxETlTLuOiLPSOggiDXahrBxGU4yi9AyJoRMhIn7yo7l3MBVWTOz5NUgt2wxtroSWoenHgBHSEjlrsP4DAQBw4BtZcLosFSm2wBms2ITAQBw6ib2JWu+gG8NVmyNVwssKtzvmHnjHdL7XicOzyR38Flq4AT4pLp3D4IiorsccRUaWQNuLDVaisxNkDcA8CETavRlgGqqowIprMoSUNa51BBFEb1ttALcLKL5FVioN2iMj9VqyHS608Cvg+YstABNLA9l28sASaWRyUvAfrNmDsUZvNRmqCQVTXTgaVjqGyCkOjkMmhkmKMDyKMjkClh0YOvgA6FYbHQIRxDirvYGQcGi0kAogVk1sqtY8IN0up7bVFYj2I4HsIF2Z3Z3ZaUnCw2RbDHKxYgYIqHNuJwKSH7iLHTnv0qmab/1Sp7dyCxgGc24fgAhCBX4+V9iA9Pvod/vAFlAyIwMrAD3+ApGbk+MMt5G4+OrisxdurIdWDCH6HJxvy2Vew9/TkNqpefPIFKqpw0B6h2SCCsBtv/QauV0AEbjWWfgUVIdIdey+CCJU38MvnkdUIIgxV4qOVqKrCASvEFIKeLqkFuuFnzyOyGMTD1w5QSLFtIwp7QYT8cFgdmEO9aYFSa8uErTuI4LsH3jdAhNE+VFdDqQcR+DxUV0OhAxGGulBdDQ2B4WGjPRRqHHBEcQ+I0N2I6iYQQacEfwzNTRDNeiTUtHS/1KqTsNkRu3agjgP5ANZtgYJAhIFybNkBThO2uoAIxMBmLdp7sdsJXbJvH2M2bN1ABFk3tjpBycf2HWAIVWFw8v7Wlg+XWkk8vlyFnW4gQlcxtq7DVlfoCL31uHARV65DpkFrGQL8EZsMRo3EEAT6oKwd2kE47MaoGEF+4AofmL/Rx6ktPM1Saq47kc4CEa4ex5UMiCYQFgqf02hggySIDkXAVXQOo74QFy7gyDG0DqCuFJeDcC0eKj2IkB+JkxEgGbbYgyGk+cD1KmRcJGSACE0luNUIuRjxMfD3QUE9SAdne1wIwVlPsDiPLuFUqR10QAsH/m6IKAERBE3YvBeMEi57sHw1slpAhPMuWLkeKfW4dRWekZM7DjXCzQNHDyK9EUS47AHfdBChIAKuFye3UXRjsxOIEH0C7mEgQtJVnD6L3c4Q6EAEnwM45QdnRwzIQQRvd5w/DZezIALvNmxcQIRob3hEgp4uqfmewHk/bNyKnlY4HkZrHWyc7p6UfmxYjTFmtlktUGq9hfh8A3Jz4HIQlX1oL8PhY0iPxfEgdLdi9y4kJqKlH41FcPVAahSOX4F8GFscoFDjwA5UD6HoJjwvIDIQl9LBu4O33sWVOAxL5lme+6XWkoV//SfsvAgitN6Czd7J5eJO2Nqh8Q62Hphss7tuRU4ldmzEgZMIvAq+enLLniIs/hh+fjjjihVboZdh0zrEp8PZEbmN34r1cKnlh8HdF4ecwBrDlTMIu4bdRzExDJv1uNOCADcEpOC6J5baY5yPG+ex7yy6m7HOFl1dsF6DnXtxLQnqB1eOnl6pHbbD1oPw88OaTxGWD8EYWrtRGAFbF8i4+MsiFLZhuAM7XTEyjBVfomUYnZ3o74f9OmQ2ggj7bFA4AJJi2Wc464eVS5FUj9EKrHcEEaK9cDgMMiFaOtBaiK+toFBg23rEVOB2DGwOPrrT5n6p+R1BZCmIIGzGpj1g5Nh3EJf94OKDiX4c8YSfN2KrviW1hHMIKUBzChyOgwjXTuDLrfDzg+N6uF6a3EbDxSefwNcPy5cipR5EOLAd/Qp4O+J6BYggGcAf/wun40AEUQccnKFWYOMa8NSQNOP9JfByh+1OjMlBT5fUzroguQ5hJ7BzNw54g1UL27tSk/Vj0yYIHpvUirDCGtGBsHEEEbxssdMTuTlYuxa1jbCzQmgcpDoc3YSDF5CbjVVr0dONrTugUOPgTlT1wP5z+MUjMxJbdqK2GJt3L+hbdL/UqhLgdBhONshqh6ILG7ZOLh+sga0zOI3fjC/dvg5NHdjtiLoh6Kd0YLXlYMtBKBQYaYTNDmgk2Pg1wpLR0js9+sOllheKkzEoisJ2e7h4gdsO+8Ng1eKDtxARDv8zSC/F9Qu4lAkiuG6E4xGEXsOpU2D346vFeO3zyd/qB6WnV2quTrhxBwoF/FwRkgM2Cxd8cMkL63ZD0AuH3dATpF1Yvx5JifANhlKKuFAEh2DNUqQ2QDUAh/1QE2gIm7ZiSAdBMzbaoLoIDi4gQloAvOIxNgA/H4QG4fO1kIlx5AC4BEUnbBwe3QkwVWqH7NHIQYArIktABFEzNu4Co4KjE9p6sGcrnJ2RXY1wb8RU4dZVeF+f3NF6CQ6cR4wPfvsmNIRwT5y5AYUCGVe+qakpe7BhO8Q6cCuw0Q6DbLz5KuKS4bQKaw5ObrNrA4p7QYS8q3h7GW4m450/I7QCylZs2Y8xHuw3oG0cZHKpaSTpcaEBlyO7RsQLl5qXM0JKQUK89xxe3wSZEFbrUD8GItyKwC7POWS1QKm1Z8HaDUQ4bIWsFgQexP7zaGlBdR3kCkgFOL8DR3xx+gCOBaGlBdUNUAxgrQ0UauzZhtvd2LkaV9PQ0oLGdjRnY5vLgr5FM/SphcHJB0Ot+PBj9Azj+AFcSkJHOzz2I64conp8shYdHUgIwhFfMHpsXI2kcnR1gX+3tticijV7QQRxG9ZaQTmBdRvBm6nb/uFSywiEky8YKX7+9zieAOJipR3GhuFkj+J6NLVgRIQQV3jFgQiJl+ByFt3dqOuEqBt2O3AzAuusMfjgvu2nV2q7rSf71C4eQGgO/PbCOwYlUfjKDuNdWL8FKsJ4I5a8CwcHXMsAuxZfrkBrJzZ/jiwWMgNwLg5EYAaxZDlud6EsAdsPgNuPjetQ2wCHlTibipSL2OGBpjJ88gUkIuzajg4lhA342grqR5WwoACZWSBCfytsrdAuRkMqbPajowMhp+GbANJh3TpwGIQ7459ehIZwfh+ulSE3ANs80NGB4gQs24TqWlTXYsMSJFYiwhOnDH1ql7H71GQgZTc+/RKNXciLxMETCPSGkyeqq3A7G+99gD4piOC4CQW9IDW2rsPVNFRVIcIbX+/GcCNW2YMIN07D0QtEyDOh1HTiy2eOeZ4PDI+83jIwvnCphZzHjdsgQpwnPt8EIjRV4OBhXLoEd09wRHPIaoFS6yvH4Qsgwp2bOBGAcTZOuSM8HCmV4PQgwA9eLrhZAl4fTh6dXK4awwF3KDU4cxxNo2ivgccxhIegrAucSrj7LOhbdL/UBjsmb1OWp6OqC4wGcWEIu4b8KhBBPYHQKwgLQ3wGtIbLNwUhoQgLQ1P/ZA78fuRVgAhqAfILoVMi/xaE6hmiP1xqAyyUNoIIeZlgS0AiZBeCCKM9uHIVYUmQKtFZjbq7N8JybyAsDKUsaOXILwARMpLRzHtg/rOU2lAbjnvhkj8Sbs2h73V+aZZSqyhCzziI0FSJVg4UIwgPwY1EVNRDIcStQmgI3cU4fRViMY7tRVgeavJwLRwZWRhiw3kbGg0j5tS4EYWwMISEYVgOItTm42ooMjLQ2g+NHPHXcD0OBeXQqFBeAqEOqgnkFz76PBQUICsbREgJQ0rxZHO1IhthYUjKg55AGuTnQ8xgohtZZSBCfQU6hjHcjqArCAtDcBDKWJO59dWhqgkdDajvARHYrai4+yQCRo6YcISF4Vo0JBqUZaP/7te5OAO9fBCh9BYGpSAZUtMnL1qSIysbo8PILwURxFxkZINMKrWxtpIjx73rmpq7OCMzGG9eQzrujeogZvIUa2QYHTXDkI57JdFqQARSYXQUWj2IIBZAIJ5cq1dgdBS6KbvcOwqlGKNj03ObX7KMU3vkZuVRWHcIE6PYshp5nSCCVg3NlIatXgMdAyIoFN/aUTnlXqFaBSIwjxplYsRxapU3sWEPiotxwAmFLd8sH2/DuUCTn1vLOLXptBfG21rbehw7YrNlU0h69cKlZsRkGXxrxPRUSK3qBrYex/gQrNajcQScTgQG4cQhZNdBN4p9O3HyIrq5uJWOy5fhcQYSLYri4eKF057wCYGeUJYKj5PYsgHhuY+IZdzBt43VyM9Hx7dH/M71V3x+ySK16bTkRZ/wiyEiYXPuvsNnNRapmSxZpPbIzepT8O6XuOSPNZvQxIZCis4uZIdgy36IuvHep2DLQAQuG11dsFmJki7EnsKBEOg0sN6AtgHs24MJHU7sRnLdI2JZZhSYN5lQauK+2/b2u6tbW2P9T567ls5YpGayZJHaIzeriMX+ABAhzxe7vFCQitMBCD+LTQcw0Q4HZzAEUT88jiAxCV8vQ3EHbvohsgxE2GePmjbs2wh3b1y4DNGjBq9apGbeZNK7n9rS5NDt22zdTgePy7XT1lmkZsSUkIDbt80WPT4eNffNnXpsaZZSq07Ap5uQnY0je5FWjkuuOB2BBF/YHMJYG6wdoCPw6rBhLYrKYPUlSjqRcAFXb4EIu7aimoWD1nBxx/EzaLLM/Xyy09M0Ts2I6dmS2l/nZ3+P1fh9cxUgN/P7na3fI/ors0SfpdSUIpQWIz8fTd0gAqNEcQGqGzEyAY0cvf2TtwK57cgvQHc/FGrwhzEqBhEGesFrxNFTIEJRBKyPPSLWyAiCL5vnszBuKi1Cdpb5izHXZDapEdEI94y5Dluvf0Z+S4kgUXhH5/Wm3+4RSp3GRD8eFz/WNMS/HJPfnX67l2i1WQ4/KQmdxp5Le39iJrDvAGLi4O2OyrZHbDw2gVMXv8cV4GlP0clISDP/FT7XVFyMvLwKI0htZGRkeHh4aGhocHCQx+NxuVwOh8NmswcGBvr7+/v6+np7e3t6erq7u7u6uvp6eksa7uwL3BwY+IJZko/Pr1at+jdzRTduSsnP+PQYbTmvuVkhdY3geMRwH1s6HsONL1F9ckRp7Us5+Z5mOXxr658ePvw/po4SdOUFv3Mv7N37wjHPF8JCH7Gx0+k//NFtxXLfzU97+uS8jfWFZWa/wueaduz4r+TkDIlEwl8Y6P02PffRPYUhNi8kO26l38HxcTJLYrPlXl5+5opu3NTL03nFiX1TJEIpieUklj2+JFNS75DeI0Z8KUPKF5rn8K9ejS0paXoMgQQCEotJNIvD9MtK3R9/UasnPZFG9xQnPZFSZf4rfK7pxo3c7OwsvV6vWxhgzxoOh8MfGY8pTNkadmzhVcT5oVQqAwICzBXd6MSXyocmdAoVI5LqRbLHmKR6nY6p79Hk1ZvtDe3x8fEsFstc0Wck6nba4URfvUYnEUvMXZbvIvn5+bm5uQvPZ7rUBthsHndwbGjEkEZ4g2z2wL21E8NjMYUptteOLjzw/JDJZH5+fuaKbnQ8rotZAxq5khFK9Y85abRM+h3l1WypuY49Nja2qanJXNFnJKI8xS3ZXzIufNIK9h0hNzfXJFLjcbmstrqM2/mZVUW3asurWM0DHC7nmZeaTj00OKTSGT/jh+N9Q9LGnq/UZKTSk1JNAsk8pZZVowzLkz3uY77LEys16YTIXFVIpZQ/MiGc5cZaVp12XDXjKnVdrX7WVXD9SLemnfewKKOK2eZ1F7loYlQw/VkYj8REUuOMDQ1nFYQtPb1tje/OF/e+uyTIlzc8cc9qC5Qao9c1Ft1w2GbfPq6fXw5TpaYcbnC02VbPnX7Gk0NPhWTV3r9vdmxg2p0+IqrPj4tOr/zWOlHPdutt7SIiIpIPnvBwax3R3J+D0Zm31ERyRiWXnty/72p6m0Y3HydOk1rM2f0ngtINf3dVZR497n0hOFYgU2bGBOQ1DRGRnFN7MThKr1XnJ1w5deZCeFqhfGFnaKFSY/Q9LSV7t28pbhsnogle81l3Dw8312LW0LyznFFq2pFWn0tXxUSkHbt66fIwXxxzNbB1VG1YW1eS7OF+9qKnR0TWbT0R6WVJEZe8fXxPengWtg4QUfTVC01jJGTdOuEf016bdyUhj4iIlGFXfLom9JUpQQfdT59wdyts5hFRiNfB+PJuImJ1qNLvKDJrlWyBvqVdlVWjzKiQx1WoJkeNMmp1dakk8JI0JkOv1GrrimSxyYrMLHUHl9QyVVGOxC9AllbC6ImZGJRFXFU2DRARIx5VZKbJYm+q+0fvHZ1uoFUWFioODNMMSfScZmVlMxEx472KgkpidJqacmngJUlUml6u0rbVKNJSZHHpOrGKGJWqKE8ef0N5u5G5Ozq/sSzl9PkLh/d7tQ6K+B239h45P9cLxFQ1tQE2m8vljY8KR3vuvO2y5HheMX94xFjNT42QE3Tx2AcffnCrSz6/HKZKrfSG3/tvvXUmMo+INEopjzcoEIk1Wn1fe107d1whFvCGRkRSuU4/edYvHtp4PrWFiPKC3ZxPxxORVDg2ODxKRCTusdti16sijUKikIlqa+7w5Toi0irEwxNiIpoYHlLO08MPY95Sk+uou7Z4/YoVNoeD+DoSL0xqmvGO3RuWrNiye1hNpB9a++nnlYM6qXBUJFed2rs2MKeDiETNqWudXDsaCpet3K4jGhoeVEwflz03Fio1tfB6qM/SjxeHFPQSaU84WkeW9I83pWzcenDe/WGTUhsXdnR2fhOnu2Dllm1iIqKhbZutO7mj+202FPbKiWioMXvl5h094zK1kLd981fpjaO1N302u/hK1JqRtoIv11rzhIpjezbfLLvjvGrVzcq+1ozzm48YeoQlO6y/qmBrIk5YnU5unmjLXr1x3/BEv5Pj3gkddXepQwqVci0pFPpxCaPXk46hhjpFcIlSr9PIFEp9f6PY/xoRMWI+o9Ip44PktZNVLW1VjjgyjYj0E+OMXqepLZWcPSnLbyIi+fUQeWWffqxdEhSlV+sZtZo0UslFH7WQSCfXi+XamkxJQgER6QfrxddS9LxuUUDoZBSFWj8+ymg0qrRwaU6ttqVccj2HUcikQYFqjkCpVKi1OvZAt0ipyvR13uR6lUjrutO+ZnBuPbamkpqhviYcnYi5efxXbtvqB4ZHvml9Gqf5eXj3lpy2OVdNDUyRmvTYwQMZWcnbtu+XMyRgsyJCg9cvW5rLGi2OvxBV3NpXVxLs77Xki01dgkkbXTlud8g/icViXfXY4X4lRzDUFx4ZGXLB7UxIikY57Lzr0O2a0j07nfq4g2dPHedJdJfc7Pd7nHY/7HzkuO+ls557XE4MSY0stvlKjdERhV88ExSX57LbOa9NrlbPWYtTpVadHOh9NT7AY/e1gl4i5endX6+yOtIt0BDRmUNWIQXdRCRuzbLae4w/2m/1+bsu567P3OyZC0Zpfl7y2H6loJ+0Axs3WXXLiBT9Nhs3sGbbgJuOQWpyoaQwO5vFYrFYrK7eQRW7cs2GjWUsFqsxf9Omrf3D/KNOdqX9CiKKv3DI4+rklzDvkvux88Feh/dmNY4Zlpzavjm1nHXJbfNLiz+MyG0govrk8/Yng4mISLp/x6Y7XE3sWcegArZ2+LaVo1tDeZqdsycRxaZLa0a+faXp9WEp0lYZCVuyrFwvqMUT8gvessxiRs0QkTIxRJZXq+UO6VUaPadJ5OWlKK29V4HSlN2U5TcSkSw0UNkqIFJJfAK1YyOy2FidSKGIvyoOjtOOSolIW58rCU/ScXmamlxxRDoj4Ut8vGUZRXrVN4VR58fKC2qVWXHyyj4iUiaF6RvavU+5xJT3GDYoDHezOxFGRGFezhHZ7XM6/yaUGoc7ND7AWnr04/Ux1ydGJzhTVhlDapJ9jhtz2+f5a3pPaqKOW2vW7lJoVdtWfBxfPUREsr5S220HhVom0mv78ahyIqpKvOh8Mkxz99MN9ti6Yc/JyMjIA7ZfHQnKJr22vbWxJid82df2QrHQ5rPX/vz+yoZBITHD1lYbuic0brZfxDdKRqtilq8/REReTtaZdaMPLNm8mKfU5KSR8rettyvlqEPcd+3yyWaI5is1BRF5OWyKqhxqTPRe6eBFRKQXh3vvf/vDz6s6uP5H7cKK+4hI2p6z3mGfikjKbT7ksPHz9TvY4gW1P40itQuuNleL2KTqXLfZqltGpGJbbVpTO8MTs2aFQWpKiTw6ICAiIiIiIiIp87ZisG75ss8CIyMjw3w+/2oTZ0x41MmutF9JRKFe+85ElBr2LQ47dez8hSP79xe1Tzr1grN1Ukmj/5F1z73wckxhFxHVJp6x97pGRETy/Y4bKjnaxPMOXzu5e7jsy2/ua80M3X00kIgi0qRtE9+acj0yoPLNUmiJ9BqVSCIjIobPVdwIF57y045JVelh4ohkZUmlTiAnIh27XRYeJPK5ppNqiEhdEC/LbyAiXVetLDpGmZ8j8vTRijWMUklEpFeqCtNEXt7K+gF9Z5no4hVVeYUiOVIcnEREjGBQkRAh9PLV8IRExIx1i88H6cQK5c1QefUAEalSQhVl7TKZRKHWEZFisHH90nXlvQIiijh76ExEyZzOvwmlNjYykX/r0v/d80VKc/fE0CDbyFKjQzs3l3Lnue89qWUHuy3+fHOAf8CGJa/bnIwjRumx0/ZWp4SIrp3c7p3YqBlv3263a+ojLgOO2V7K6yai0mjvkyG5VWlhB0745WeELFntMMEf27155VdrN8XltxJNbLXd3DWu9NxpVzCg59y+7nDYl4j8XHZnV8+/v2ZG5ic1uY56qnPffv/L0wEhLo42i786OKImqWw+Uoso0jOKzqXvLz562u/iSeffv/ZZp3CytyjhlJXL1fQEv0Nn4qqIaOh2nJXzCYV2ss1pv+qdmKrhhRy7UaQW4G4XUTFKJNu2fkODgGiidv06+7H53vC5KzVFlL9/eHh4eHh4QnqFuK9si8MeFRERf4+9Qxd39MgOu9pxIqI7cWesD/ka9vU5tD0yvzny5I6ziXeIiPRj27fYtvHGz7g5JGTeWrdqeeWAbPTO9Q1OnkREJLC33tQtZqK8trlHFEiVeiJqSA5yOuJHRIWlslTW5HnW6YmIbuZJc7qnHJV+suqkiAiQlzWrsqKV3Xdv+NztbJGe91KwBolIU5ooK279ZldesyTkut6QPTOZj665QHwlSdtaKk0tIyJmnCW5lsDcjaKMCpTmNZJaIg32V/eLiEiVHSfLbSYiWcglZefkb4hWNurisCqhrM/w32DPvZ5hxXM6/6aSGofDHef17fJZ967fafbQBO/baxcqNQU/Izli+ZL3XC9cZ4/Pp1tNJpP5BwaRVrhr64b8doFWq51oy7O2O1CSE/PhB1/FJSa29o/F+R28kt+S6bPvyy37EhNSuYLJhv1VT0f/9CYiyg/3Oht5qzI1eO/h8ymxAZu3HRwfG3TZ79rRzbJZb1fR2HjIeUcPX3Vmn0NBv4ZbdWOnmz8RBR7dn1833zrAA5iX1BgdQ5dOHjwRdVur1cpEow6bt6bW89WauVXWDFK7UUUNSad2eIYyeq1Op/HeYxMUm5ccfz02Ltpxz/7KPrGkt9Jpl3NsbKzH0SPFLWxhPyvwSmhc6LkdRy8MyxbUqbZQqekVxTkpW1Z9uN3Nt40jvpUYsMvd5+yRA8Gp8588eO9GQXNTk9aATqfuL7fZsXeCiDScvTt29Y+Ijm5fc9w/Mjb2JmeI6+d96Nyl6yHnPY9fuCzXk6incv/+vRGxsWfdnK/cvEVEx/daF7KpPc9/9ZZjMq3C5+Shs1diL533DIrLJKJrp3b4pU+ehInGtE2OR9REKokuOl+W16gqa1G1j+m0Uq1/ukyoIyKS9JQ6Hb2oGGar0jKVhYWy6/FagVKdHS2JyVCVV2j6R3TdDYr0XGV+jiwhTSfTaLtZsqsXxVdiNTy+ns9TlZYqEuLVXUPESGTxN7RDI6q8TOWtQnlstKqNp2stkqYUE5Ge1yCJzdKNDijSMpWFRbLr8Vq+SpUcLDwXrKquVrcP6Ie6pVExiqxcWVIOMXT5jFtaDTvNZ8crSzcnpiRnFdQS0YUDW4PzOuZ0/k1XU+OwB/rqWupae3t5HC7buFLTyNtYTV1d3a3NLKFsPo0XmUzm5+9PevXY2Ni9CrqIPy7g83u6u5oaG0f4UqVcIlOqhWPDXZ3tjQ0skWIykFQskCo0RKSUiUUSJRGxO1vautkypVKv0wr4AiKSicdGJoQSsVCrZyRCgVLL6NRygUhKRFKRUKk28qCPU/GSLt6ca2pimb5/YGREpBfLGYmSBgfHOWNK8Rxrajodk1unjLgllwrGJHdPkVomFMsU4nFeQ0PjkGDyV0clGG5oaOCMG0a0MeyetobGJsWCz8SC735qejtZHZ3d7a3No0IlEfW0NbV0PnBowmz45u5n6zdVG0ar4guEeiJidEKBQMeQcIzLam5saGiRaIlI19rY2NjUee9q1Mv4jQ0N7T2GSj0jEvLlaoaIRng8FRGRhtXY0NTJNmwsFQskismqMamGdtlsrR1WrVzUXgAAIABJREFUERHpGPawlsPX6Yn0WkasNGTPZF496eKToNfrtBXZ0vgMvUpHRIxSruOwtf39Or6EdCplRrwsu9xQCdOPj2h5QzoeVy+SM3KRtrdXJ1IYjko/wWd0jJ7bJg2N0I5LiIjUCkZhiK7Wy5XE6NS3c6Xx6Xqljoj0/HHd8JC2f0A3KiAiRsLX9nEYhuQT7fY2Ds3DMv4Ip7e7q6mxsb2bq5f22623ZvHn9rNnNKkNzAB7kDc0yOUODAzcL7XoguTtkR4LDzxvrl69asboRkRPlFwhb+7XqDWMWsOoZp/UjI4hrY5U6m//PescNFpGoWJKW1S36uc8BMlYpKSk9Pb2miv6jMTX5ZxIu0wybX+XeQpWeTO8oJbzkA3YXb2PfTDlo1AK+oan3/eT9d+5HJs115zKysry8vIWXiIY5rEbprIbZrMbJrSz2WyD4fr7+w0z2/v6+ka4Q9eLUj85YZ1uJhISEuzs7MwV3bgU3hnYdF7iGCho7tMUNalKWx5fKmepSltUa05N7AuVVtc2m+Xw9+/f7+fnZ5bQD2K3/7F1oYdii9N8b15LqSt47Kkwo7kkuSb/IRvktN3ObCxKqStIqS9KaSi8f5vEmrwmbldlb1NB252MnKxZHXZGxsNWPWRtenp6enpmVs6t/NxpC1NT07Kysx6x5314eHikpaUpFArJwsDU6aOGbgSNRqPRaNR3UalUKpVKqVQqlUqVSsWXiG7mZRSZiezs7J07d5orunGpaOBt9Ve5hMvy6pU+yZLAdOljSwFp0qxqpZ2/zCVC2czqNMvhu7m5hYaGmiX0g7iWfP2DIxt3RHk6RXs5Rp58/GlHlOeOqAXlYBt6NLQk6cVDS//V8c2YtARzncni4uKSkuK57nX27Nn09HSlUilbGJhH7W6Qs6CeiwVy5coVM0Y3LmVVLc3tbLOEZohKK1taO+d7H3rBJCcnd3d3myv6jEjFkvAroeYuhRG4kZEcnRRn7lLMmdLSUuM0P+e6g06nM+O1+IxNaE+Iv1552wiP+pwf8bHRdTVV5or+BM79HB4eDgoKMncpjEBpUUlethF63B8zRrtR8MA1DDPj4qdIamqFTKle2FweE5OYmFhZWfno7UzDjRs3amtnmCT7eLBIzXQUFBRkZmaauxRzxpRS08mSQy5stbba53p2YGL6UxwWIjW1UpiTHB0Zfq2hY55D86dKjZEPx0fFTpu6pBfz4hISJHrquZPmvM+tsmOQiIiU+enxUdHRkSn5D5nCWRTnH55eP9xekXTrMYlmYVLTleUmRUZcbx8UzG//e1IbYFWER0QW1nboGCKi6vzk/MrJyY8NxWnBiQV392ByEq7l1/YQUW1JemREZDNXqBNxiytrDSe1paake1TB760Ni0vVEREjKy8tHpMTEfFa71yLjI6OvFbZ3G/Y2EhS01fk3YyIjIqOTh4SL3TulkVq5sWEUuPWpjnuP84XCK/7HDoTUzRt7UKkxh/qzMrPq82LWr7Cuk8yc03w4UyVWvuta797/oUrmd/+Yoi5kTExUqILB7fFlA5MLpT3ff3Vksy65svuTq4BiQ/KPOPS4RPBBYOskrjsx9QkXIjUcq95O7r5NdXeKW+Z58dx48aNptZ2cV/5li0O9S2sWxVVMu3/a+88g9vKssTcZbvscu2sa37sumq3bK9dtVUer2d3e3fcOzuzMy1Nx+mWWq2W1JIoUQxizjnnHMEA5ixm8JEEc86ZIEEwAMwgQBIEGEAARCbi8Q9QJFvD7hER9NSa9/0SAbx3Lgjo47vv3nMOgIzjcueDL55H6rYsJ7t88t5ffLC4LwEACYv8D//139tmttL6qu2846kL5DHq1hG54b69r04nCV6PSsc4y41R7/27n1ZPsgC4z57cXzyBtf4yR7ugYfLSEnm4s3vsVAtgLKlpBU4P71YO0jY3GGKDS0dhUkMXE0pNwqXnpCcRm5vLyorI9ONXnjXG9JP75NHXMxx9ksMvSU2VGRuek53uEZQEADLOehYuIS2vira50dPXz6BT7/3uV7a+mcxjGQCAhOHgYLOjhdHSUI/kajWPXlZFBID1iWZCHwU0cqQIn56W7Wp9P7V2ik8ntQzPGfYGXxdDpNae43/niS9P8cdf+X0gCLK0sn6yMfzZjS+nNs4+6NWh6uikzHB/9941EQAUJHvff/g0pqAdAIi5CZbPHsTX9M13FX5xx25PqAGAo9l6S69w3SgyQmyqp/YX2vAWz63NHSKkp0JPFzva3qGvjdkI89UNcUaSmtDF7G52w9D6zqtfVD3ApIYuppx+KiV1hSkONtbeYYkbB69WRjVcalPVaRYeSXJ9LtQupKY4mLe39zvVnro8fjC9r1asdv7Lb26QWXzFEeXRM6tDhTLey7qid1WlS4VT7Fnc/ywCl2nz8Et8G02xOWRm7Q0A/YV+ntltGyO1DoG4Y+6Bv9Xn8cjcRleGRViuIW/w9TFo+qkQ5IS5fPLJF9WDS/qdAEEQMnkOAMbqcz756ONAXLUGoCjMo55yNFUZ5Z5YCwDpEW65ZZWurgGH/P2QkMjaUpwvrgZAUZnk98nHHxd1LoiW2y29I3QZCZmhNpUTnBkkIbGqMyfUNaWwKjzEb4Y2b2/tKQJYJ3WkJUQExOfpDGik6ad2ZW68va3RycySMLj8x1/+g2BSQxcTSm0MyYnKaQOAjb7ygOiCV67pDZTaIbXD/JENU8/KQxdSW2jJ/ODG/Zqa2rsfvh9SMatijDp6x2oAgLv43MGZD5AW6Ngw9XLriWTLwcF2Qw4gXHz60Hp6st/RIxwApmuiIyo6WwrjkirGAKC/JCqlemqzP8/5rJSCyTF8oeBgsurjOw+P9FoOQRBkdnb27Af14aPbN/vnV61v3QjHV+ZF2f/jRxZagIwQWyKZWRzlZWNrl1HdR+0pcEko0x0hWe/5/O6j2el+G9dg3V+oFF/LurljEiE2uGRAcUh78vsbXz5zpO9zfZ4/HmHKAUDNGnts5sQz4vTzJSRCwjPvLANPgkkNXUwotY2JZpvndimpOD9Xu4yq3leuqAyRmoS1cPPX78eXt63QlvkSfSZOEokEn50LGomPzf2M+lEqlTpESL1t7k+fHzC39ZMBwCHlobklTwuxbubVI5fuqd37sn58fqS5yME7irO/5WRh1Ts6EWR50zO7c4/UambvR5qetrz9QWTVzEZXhmXYG/pmGyA1zeLEyMAkpb0c5xCGl+p12YsgyMLSEpe50dY7ujDZ4eIXXpqb+MwtdHWFukyjmN/+rGtuGx/8rHSKyyOV/uf/8pczh2oqMd4xrpRBXegZnRluzH8ekMwTCcK9HQuII6SBVr/AsAMZ9Bf4OacgAFAZ/PV7P/kfLDUstOXb2AcPkedHEby5c4jIeFKT8dhdrR0UymyMj0dll6Fnw6SGLqbd0rFGGS0vr+gamvnDW6+GSE24RysrrSASG2tqGvWv0pGdAyrx0ED/y4mxfGJ4hL3Pnp6ZVwOAnD8+OaUAoJEntw/Pl25Ph7qINbU1ldWNutXS7YWJisraweGhlU02AFBGOqsJTWMT41u7fCFnbWrpDe1ZMUBqWt7uWnVVzYtaIlff9E0EQebmF5QyUUczUlP5YpktYtGmKJtnlUgYC1M0+t4GdWbzUAZK3vDomAqAt02dXd2R8Tl1tdXllQTWiQoAFCJ2fXlldVU9S3AKAOwNCnl1BwBUIlYbsVWgBADYXpqoqKmprkS2js4+N6NITaOU9DXX1NTUjFDoBp4KMKmhjen3qX0ParUaxTxkhUKRk5ODVnSj09zcfDEBfOMQicSFhQW0otfX16+srKAV/UqOj4/fjXIJIyMjRrHDG2ZgYMA4UtO85HI3UNV3UV5CoVDMz88zUIJGo0VERKAV3ejk5uY2NjaiFT07O7u1tRWt6JmZmZ2dnWhFvxISiRQTE4P2KIxAVVVVSUkJ2qO4NuXl5Z2dnSqVSmEY711OWZfJZDKZTCqV6vJCxWKxLutdKBQKhcKTkxOBQCASiTo7O4tQIicnx8zMDK3oRsfJySkoKAit6I6OjqGhoWhFt7e3j4iIQCv6leBwOHNzc7RHYQR8fHzc3d3RHsW18fLyam5uFovFfMO49vRTo9Fsb2//8deZjHdjgqCjo6MDxVShtra21dXrtcYwIs3NzXS6EW6EGRGxWFxWVob2KIzA1NTU4OAg2qO4Nkarp3bdA35EuZ9vP1juJ1rRrwRbKEAXNBcKMKkZC9SlhuIyBSY104FJ7QpoE11x0VG13dN/uP/JMKlpd9aXyJRF/dIJ4JLUlDLRCm2JTCavM9lXv1R9ymRuSRT6Rnoj6C01zamIyT4rCnDAYcuU+rxNBEEo8/NSwdEeTwwAoFFwOIcioUAg1uV9qlnbu5c7Fu+sLpLJZJ5UCwAquWiTsX3eEFIh4TN39rQAAt6R9PU6ORhPaqqFOTJ9T8+s/stgUkMXE0qNvdDr5OReW1vj7eTQMP6qvwyRGnePVlCAL8WFeUTmSfTKPj6X2nRDyi0LdwKBMESiXv1SxUFMdBiVY1BvSlOjt9TUIpb1o3uDDLlks/extceBTJ9EWgRBlmhrvPXhrx/bCQHGKmKCM+uaiyLjqkcBQEgf+s3f/9/SPl1DIFVjRZp3OI5AKHXy9J7ZlYmXiH/+05/mtNN0pyoL/vav//lzhRbifK2b57nfH/MCo0hNqxTmJYTGZeX7OXmO0L7nz9trg0kNXUwotbbipPTqSQCgj9RGpSOvPGuI1DRqNQCAivngmwebr9Y0ei3OpTZUERlY0KV7UCHj93e11CP1bJEalJLFOVJnZ8/6NnttZUmiBSF7hdjYQN06fAuv2QyZfs63Ztm6h4b7OJf167nbC0EQMpkCAEWRrkGxya72jptCdTPeK7J8GACai9N8PF39Y7MAQLgxbPbMWeeq4cpo1+iaA1rHrd/ftPbGKQCUh8vuT7/60tpNcApRnk+Jc29OaidrnQ+eeAMAtSXTJdRQH2FSQxcTSm11BLF+7lRUUhrl5xKWZkypAQCpvz7c+WlIxqunfU0urtTqkz997FheXj6xwNilU4en57pLYzyiik556zf+9R8ykGH2wbqDreXi7r6vnVll9yhlaVOvKZppMfCemsOH//P9+6F6H36xUCDe+N8/+Q9eRSMAUJvqEVM9CSAPcPdc3dv1tLJYEWlXegqcgvJ1Rx3Otdu7hM1PEv2j4v3d3MZY8umG7MRknHeAL1cGMd4WTZQ3JzUFl2pl9u34Er0ZH/rYMdbAs2FSQxfT3lNbnhksLa9Iiw9JLXt1hdVAqfH2GYszA252HqSdEz0OP5faRG28uV/yysoK50goO94mVJaWZoTet48QsJbtHLyFAKDec3SwXj5WEAsjHf0ieqc23j6nGSQ12cGy5Z0bN27bbvL0rCOGIAh5dhYANsaRmx/8P0vfdACoT/NIbJxX7Q7duHlvmkKxvf3raGSRQ66390nTHcWabnD0w61NIT648rH63ICotNjYsLkFirub85uXGgDQ57rzSyrj/R2dDc7YxaSGLqaspyY4XKYtUmfHo0MCJtZfLVFriNT4HCb7UAwqnsPjh51L+nQ7P5faQGmIQ0Kl7sEUN/OI4u6F9qzb5gH8nSULS5cDAJBvW1o8mtgS846OaX0lH39isf/2VfbWW2pajSze5VFW5/xIRZSZd+oPlPP9ARAEoSxQlaJt8/vfzGztJbo+yO+Ya8J7JyGTRLy/mWdcfV1dXozrZ0+D5PxtW6unY+uHcskxPtwxr32RPVbyNDBTKT788H/9+V3fElCzzczNj6QQ7Hi/bubodaIbc/VTK8uN8a7qoxl4Gkxq6GJCqcm59NRIfw//8EEy4w+fNajy7SYpMTY+IzmO0Dmp3w38c6mtjDaUtIzqHtyc6UuMS83PxhfVtku4uwWF5ScAoOQWFeVvHwpbKvIyM5IIbRMGlFM0FXpLTXpAi4lLFQCAghUbGc0Q6PPmEAShLq8xye0pBfUAcEjtSc2uGu5t6Bwhleelr54tJwrxiUlsObA3JuJj4zPT4kvru1QAB0t9uTXtAFCZGd5IYoGWm1NQIFRAw4ssEuO1CksZSWrKnvqC9KRYQte44X+zMKmhC7ZP7V0A9X1qZDK2T+0CTGrogqbUUMxukcvl2dnZaEU3OkQikUQioRW9oaGBQqGgFb2uro5K/Z7tOChxdHT0bnSVHRoa6urqQnsU16avr884UtMltH9fNvvlVHZdsqhQKGxra8tCCRwO9+DBA7SiGx0bGxsfHx+0oj9//tzf3x+t6FZWVkFBQWhFv5K4uLhHjx6hPQoj4Obm5uTkhPYoro2Li0tTU5NIJOIZxnvaa6JSqdbW1mQocXx8jMPh0IpudGpqaoaHh9GKXlVVNTExgVb08vLymZkZtKJfCZPJxOPxaI/CCHR1dTU1NaE9imvT1tbW3d2t1Wo1hvEju6cmlUqzsgwtRf/20NjYOD2NWo/0+vr6ubk31DfrDyEQCEtLeraMMREHBwf5+floj8IIDA4OdnZ2oj2Ka9Pb24stFPzoeQsWCrAqHRdgCwXoYrqFAg19bUP0si/s/tbSwMDoofBix8BbJDWtWiaTyU/fwq0ar4vhUpPL9X/755tvAeBUfu1OB3K5/FqvP5XJZPKLJurGlZpMJlOqsGbGZ2BSu0DK26vKiX5435bMFgPA9lyvo421l4eLnWcUS3S2DchwqaV7PbGIKNHv2HOpbU0S7Z198Hh8CbH/LUwVeE0MkZpgbzUlITI1CddD0b9D+xxlXqsU1hWnJqSklTb3y1QAoMkNsQnObNa9pirZ7cNH/mf20orcH30UXTmsELCzUqNTU5LbyVtS5lRsZrFu12FdQULvMo8xVHrztjlbCaDlpiTFrJ8AKHl12WkxODweF11BHFYYtUWekL2aEBmOx+NHqDsGngqTGrqYRGpHW8sjU+P4qJjpHSGAKi8ioGFyBwDwQZ7VLzvFGii13YXuux/94hvnVP0Ov8goKAt1Sa3TPSg+4Z8qNQCgkEvlCo1CzFtdXeNLlQCgVGhOpYK19Q399tybGkOk9iLSzj2ZCABcvkC/MyAIQl3bPFogfvGNMwAIT3gKDcj2KB6W9x7Z+e7JAQDwwY//6m9/1TK7DQD0iYZ/+dl/83/RM1qVZBlQAADHgpN9EvLQKUB3uZjs++TFOGe5Nfmv/vpvQgr7AUTWFo9WTtRIqntAUp3uOop3eKQyotQ00gRfB8LUrqHnAQBMamhjuumnOjs8YmpHDCCIDotY3JMCQHdZXE7DyNnThkhNLUqODqkmlHn4pel3govcT0LCQ7eo6elpBlswUBHrl4EAQEqwB3GUNtjV1NhQ7e0TuCdWt2RHWPhE5GTE+YThhW+f1wyR2vpI1ee//SiP0Kd3dARB5hdpCv623Z2PncNyjmUAAENVqWkVbbmR7sW9GwCQE+/j6ePnGZkHANkxYSFBHpHFbQebo199eCO5uEkFcLJAtPAK10ktI8SmemqfTEwLTki2tXCgMRgBXs7zGxuOlja7CuDvbZBmKTsHPF1045QeEq49+/Z+emFBUkLGPNPQkmqY1NDFdFKTZ0dEklgyAFFsSPg8SwoAHUVxecRx3dOGSG2EkBaQRWQttD1ziFbodQfkXGpTSNItS08ikTi/vi9jzzh7Rh8erLs7+h4qtCz60sTEiOX9WwMrPCTVN7V1GeDU2eIpafetu/tm4D01JmXI6dtPHaLyTvVtZqyrfKvgMZOCnT57YHsokUfZPqmeYk9WhN11TAAAXKhTTfdwgKv78PhgSFz6ADHPI6kcAPZXp32svrIKyd5b6LT2idR9lpkhz8vHOTN1cbE1w2O1OHv3QP+QoLnVZQcr5yMtsFana/Nj71t6i413paY6In/9yV3y3sFEdfIT12gDM6UwqaGLSaSm1ajlMm5qYODQ2oFaoylPCMxtIsnF3Agv975Fju41hkit/UVKRFJGrK/VP//qyzGqPt1bzqU2+CLcL+/8Y5Pnp8YGBQRl14+Jt0bsbd0np8fNv/r9wMpxQ3pkySADQORpYz1O16d9skkxpJmxVHoKAHAw+fnXDw/0+t+MIMjc3Jzy5f1+l2d3qtu7H331WUJadmZCwPu/unUkVWcGW9VRDgeKQn/2d/9YM0Jf7cY7xZXKdaGV9K/uPaQska2tnY4BACDE2XyALpmoDPfObgeQuXzx/t/88os9iSLNxzy9XlfjaMHsiSPPiNNP6fbzB+ZbAPzp2icO4ZjUdGBSu4C3NePjZPPk8SMza9ch2r6ARfVzeG5ubZ1W3nH+dTF8oWBvvs09SM9Up3OpLXUXfmvpVlJSUt08oATYHav88OY3q0IQbs/5unhWE2pdbW1mGLz2wtTqsW0AUbiP1+zO9Vbr3gAGSE0z19eKyy6ODPbOaZrUb2KNIMgilcZlrKbjc4ozIyPz6ltKE8NyGnXPpgc4NowsV2YEIORj7e7Qv/3us10lrHTmRBY2bc1P4bLyk8P9kqv6NaBtKk8PikjPxyVlVzSpAUZrEiKLOwCAQkz8Pz//9a4SpLuLUT6+uMKS7JjgmNxa3QqosRYKBmpz/YOSwoP9u0jrBp4Kkxq6mERqGpWCz+MJRSI+ny9XqABAcyo54n3nPrThUtOolZeX9q/FxZYOreaIzaLT6UzWvgYAQCUUi3SvUUqO6Vs7pyq1VqtRKk6VKg2AVi6XqTVv3TKpYdNP5fYWncl+reJlV3K+T43L2aFvMQFALZco1Ge/Ja1KLpOfKhSnCpUGAFRqFQColadyhQpAy2LSGbv756c62N6iv2wWoVKcyhVnRVhOpVLVmXGVW3T61qWGEkbc0sHZZnB4RrgMx6SGLqgltGN9P41IZ2cniknd7e3ta2traEVvaWnZ2tpCK/qVSCSSFy9eoD0KIzA9PT00NIT2KK7N+Pi4cfp+KpVKXa/28z7tuuR2qVSqS24Xi8WXW7VLJJK+vr46lKioqLC2tkYrutHx9vaOjY1FK7qXl1dCQgJa0T08PFJSUtCKfiUFBQW2trZoj8IIhIWFBQYGoj2KaxMSEtLS0iKVSk8M4z21Wq1Wq1UvUb5E8ZLTl8hfMj09PYcS4+Pjfn5+aEU3OsnJyS9evEArelJSUlVVFVrR4+PjCQQCWtGvpLe3Nzg4GO1RGIH8/Hw8Ho/2KK5NTk5Oe3u7QqGQG4Y+008G44qKuG8GjUbzbtz10NHa2opiRbPm5mYUJ7+NjY3r64be2jcuAoGguLgY7VEYgfHx8b4+/TcwosXw8LBxpp/XPeAtyv388YMltKMV/UqwhQJ0MeVCgUat0Wov/aS+9NOPT2pqtUq37nkq4h8cf2clV6NWqzVo5hmgLrXZWayc9wWY1NDFRFs65KTeahfHQNqhFACUcnEfIcvNK45zaQOGIVKTcxkF2RlFRUUN7RP6VVQ4l9rBxkw6PqeoqKC2ZfiHt1xmx/k0z/PlR2v+Lk4NPZOXn+ouSc4kjOg1EOOgf4d2Iau0BhEDAJwgBORIqmeH9kUqjUufrWwbBgAJm9rUOUKbGx3XZYafHhbhs1Y4Z9U7lNL9ivy8oqK81pEFAJBxaBGxiasHZ8/SSW3J2aUagLG+1vX919pdYbjUJHxWeV46dVcIAKBRjLZW1bYNG3JCTGroYhKp7a/OlL4oCvUKIu2eAMA6abC4OCfYJ3JLcvF/xhCp7Y7W3rfw3D8+5h6f6Ldn7KJDe1noA68UBmMj0ccqtrgTALTaq08Z5fmkbl6w0JTqGV999tDLV9an+IYV/lApd1NvbNO/RZ5SFGR9J7uTttSKf+QWK1brM1IEQeYXl0+PN+59eYuye1QYbJ3RONGQ4RFY1A8A9DHCL3/+s4SKfgAA+WGgh31O0xiDsRzg+rSwd0O0WP+TP/uP/tm635488tlv/uL9T6UqCLL/hjDzalvFKzFUagpBaWbEv/7i58WDWwBAG2t++PlvvnaK1v+EmNTQxjRXahotgDo/KnKSyT/7UXOcEhq9ITaO1DgzTXfuW7R3de3x9Nzcfy610epYzzQCAAB38bml08IqtTAn19vZaXhlf6SxtGueDSDMzcEfSCAtxJ4wtpblfeeze7YTKzuUiS58bm50Ao4rUbVnh2c1kUbrcQUNQ1wOo6AgNzE8oJu8DaK9hIiA2NTcWfprtbDUG0Omn6Kd6Wdff/GNhfMSR89fJoIg5FkyAFDaC299+ql9YKoCoCHdM7pyFAByEiKKSovcvEJOAVhTdVauMbqjGCMVdh44+ny7nb21lUPQoQZ4S31ejjbPfQJ4b7KZsVatVGuzo53ze9YAQKFQsqcItoFJ+p8QkxramO6emjQrPGJq+2XBAykrMTh600hS05yKKKSJ9rrcJ0/cVo+vXZUQvis195RqAADJtp3ZwyWRVs4mP/nWgnFymhtgh+9aAziytDDbEkBG8PPGBf4skhSQQtBoNWwWc4vBCHe4X9q/SSIk3/jo04jULPaJXC7ibWwxxpHUp+6JIvbSzZu/m2EJNd9z9WcsDLyn5vjhf/+7r0L0PvxioUCx/bf/6T2PgjEAqEn1iK0lgXLPwdpVDBBoeb9jXbTeX+QcdLbn+ZDS7ugeThmvD0zOxUf61o5vNhbGvKhBfHw933yH9rQQm4LesyXU3bFKa/9EQ86GSQ1dTLhQUBAds3R83mv4BBeesH/pWaMsFPg+vVc1ytTjwHOpjVTF+GQ2AICcMWr+zP0UoCTarWxgEwAy/OwKR1kAYkd7K+YJpAc/b1wUzDWkBGc0gYpfnBZbWFXj+uRWSc86GUn/p3/6++B0BADInZVxuKzyjOBHrol85qKTW6jIwDf5GhgitbXBClsXLwcrC2RKz+KICILMkskAQMgIcvMNtLB03JdBC94rpWXpaKb2F/92q6S09NkXv3TAdYg2+p/ZB+mOWuzIc4+u2Jmpc0t6wZjtMvvmnnNA7OE+w9HJ8c1LLTvS4cUoS/dXdXBoAAAFaElEQVRv7mydXYieJa10YFJDF5NI7WSXmhwV9PDOHVvviDkGj0snRQd63fvqjnt42gr77P+4IVLbJI3WN/X2trzw8o5jnejTo/3iSq0y8rZt8OjoSGywa90Ygz1T/9vf3u4ZnWRwTgZqcHbeqZ2thb/93adsKSR5mxEo/JnaWN/UJq1o7emdx8Nkkv+zrwu7l/sLolOqOvID3RJqOvNCXaMLWvvKYx86xhwzKM+s3I/1e5PXQW+pKYTblndvDezIjymET+9acaT6rLsgCLK0vHa01n/7G0sxQEuaq0diBZIdhKvpSw14jqufYDKZq+OEL+5Y8iSStGj35OKG0f5mP0+XcQafNVTw1D8NQPP1+39pmdQBsPfEwuJICqHO3yKzrzVnN3j6qaDOTds9/Mg9qZLDkwoOmHUZ/r+7ZzW7sKn3ejYmNXQxidRkAs5gT/fI2GhPzwCLJ5Vwd3q6ukfHRnr6hg+EZyughkhNfMhsJTY3tXTpNfUEuCQ10eF2W1trS0vL3AYbALjM5da2jvbWlmUmF0Az2tHcPTKxsrx2qgLG2uK+SHmyv7XG2AcA9vpcc0vrDGWBK5RydzcZBxJQHA+SFk+lgp6W5oGRyc0dtkIqXKKu6iPda6K31E4Fe+Mz8wAAoJyZmDiS6FN0B0GQhcWlo20aZXUHANSSAxJpYXt7k7HLXqKQRS89SZ2d5isAQDbQ0dzSTFxj8QFAcrSztMYAAObaPEugAK10kUpVqGFzZeFA+Fp16wyVmkY+Odzd2tbW2trKPBBxd1daWlvb2toGxhb1blWASQ1d0ExoRzGjQK1WvxtfOx2oZxSg2KSuoaEBxXT6K3lnMgrGxsZ+jBkFQ0NDxskoUL/kB9I/X8kAnZmZWUCJqakpT09PtKIbnYSEhLKyMrSix8XFVVZWohU9JiaGQCCgFf1K+vr6/Pz80B6FEcjNzU1PT0d7FNcmKyurubnZCLmfl6t06B66XKLjcpUOoVAoFArFYnFPT081SlRWVubm5qIV3egUFBSUlJT8aUbPz88vLS1FK/qVlJeXvxvfruLi4sLCQrRHcW2KiopoNJpEIjG0Ssd1L+00Gs3OjqG9yAxBg2piE8a7DfbtQheFwgiNRH5kCe0ajYbH46EV3egIhUKZTN9Fkx959JOTE/k12yGbGpVK9W58uyQSiUj0BrYkGRndpNDw82BSQxNMamhFvxJMauhiKqnxWUsFOWXbglMA4O9v5KfEBoTFTK9fZPNhUjMimNTQin4lmNTQxSRSO9qkpCeFP3/mTGIJAWBuuI3Q1NlamWXjEfyyHAMmNWOCSQ2t6FeCSQ1dTCI1qYAnlJ0UxsZMMi99tPLtYG//HUxqJgCTGlrRrwSTGrqY7p6a7DsJ7QAthcn42sHzxG5MakYEkxpa0a8Ekxq6mHChoCA6ZpGrW1jVTrYRckq/k2+BSc2IYFJDK/qVYFJDF5NITcZn93U2OJubp5Q27nJFkw2ZX35lXt/e1dUzuH9y9v3DpGZEMKmhFf1KMKmhi0mkdsKipsZEJaWkREYnzTO4S8ON8fHxifExEXEZqxwjVOkwHExq70x0TGqmA5Pa9cCkZkQwqaEV/UowqaGL8aWmfT1UKtXGxsZrvtjoqNXq4+NjtKIbnZOTE6lU+qcZXSAQyGQytKJfiVKpfDe+XWKxWCgUoj2KayMSiUQikeHnee+89sblPHZdBrsuiV2XIyoQCPh8Pp/P53K5i4uLxyjB5XJ3d3fRim509vb29vf3/2SjHxwcoBX9So6Ojt6NbxeHw2Gz2WiP4tpwOBwOh2P4ebDpJ5pg00+0ol8JNv1EF+ye2rsAJjW0ol8JJjV0MZbU/j+TaVlZtPMqdAAAAABJRU5ErkJggg==" /></div> <div class="MsoListParagraphCxSpMiddle"> <span style="mso-fareast-language: IN; mso-no-proof: yes;">      </span></div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">        Ø<span style="font: 7.0pt "Times New Roman";">   </span></span></span><span dir="LTR"></span>Kemudian tekan enter, maka hasilnya seperti ini</div> <div class="MsoListParagraphCxSpMiddle"> <br /></div> <div class="MsoListParagraphCxSpMiddle">        <img alt="" src="data:image/png;base64,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" /></div> <div class="MsoListParagraphCxSpMiddle"> <br /></div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;"> <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">        2.<span style="font: 7.0pt "Times New Roman";">       </span></span></span><span dir="LTR"></span>Untuk mengisi data sel G11, kita dapat memasukan fungsi sebagai berikut</div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">          Ø<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span>=E11*F11</div> <div class="MsoListParagraphCxSpMiddle"> <br /></div> <div class="MsoListParagraphCxSpMiddle">            <img alt="" 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" /></div> <div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"> <span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">      Ø<span style="font: 7.0pt "Times New Roman";">  </span></span></span><span dir="LTR"></span>Kemudian tekan enter, dan inilah hasilnya</div> <div class="MsoListParagraphCxSpMiddle"> <span style="mso-fareast-language: IN; mso-no-proof: yes;">   </span></div> <div class="MsoListParagraphCxSpMiddle">                        <img alt="" 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" /></div> <div class="MsoListParagraphCxSpMiddle"> <br /></div> <div class="MsoListParagraphCxSpMiddle"> <span style="color: red;">        TAMBAHAN</span></div> <div class="MsoListParagraphCxSpLast"> <span style="color: red;">        UNTUK MELENGKAPI DATA, KITA BISA MENGDRAG FUNGSI YANG SUDAH KITA           HASILKAN</span></div> <div class="MsoListParagraphCxSpLast"> <br /></div> <div class="MsoListParagraphCxSpLast"> <span style="color: red;">    <span style="color: black;">cukup sekian dari saya, apabila salah kata saya mohon maaf sebanyak-banyaknya</span></span></div> <div class="MsoListParagraphCxSpLast"> <span style="color: red;"><span style="color: black;">   Wassalamu'alaikum wr. wb. </span> </span></div> <br /> <div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"> <br /></div> <div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"> <br /></div> <div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"> <br /></div> <div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"> <br /></div>

PENGGUNAAN FUNGSI VLOOKUP DAN HLOOKUP

Assalamu'alaikum wr. wb. kali ini saya akan memberikan sedikit ilmu untuk kita semua, tentang HLOOKUP dan VLOOKUP. Kali ini saya, ak...

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