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mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 167.4pt; mso-element-top: .05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eChanging \u0026lt;CH1\u0026gt; \u0026lt;CH2\u0026gt;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 167.4pt; mso-element-top: .05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eTables \u0026lt;IT1\u0026gt; \u0026lt;IT2\u0026gt;\u003c/span\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003c/td\u003e\u003c/tr\u003e\n\u003c/tbody\u003e\u003c/table\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003ePerform \u0026lt;sub routine\u0026gt;\u003cbr clear\u003d\"all\" /\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u003c/span\u003eActual Parameters\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eSyntax for Subroutine Implementation\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003ctable align\u003d\"left\" border\u003d\"1\" cellpadding\u003d\"0\" cellspacing\u003d\"0\" class\u003d\"MsoTableGrid\" style\u003d\"border-collapse: collapse; border: none; margin-left: 6.75pt; margin-right: 6.75pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-anchor-horizontal: column; mso-table-anchor-vertical: paragraph; mso-table-left: 167.35pt; mso-table-lspace: 9.0pt; mso-table-overlap: never; mso-table-rspace: 9.0pt; mso-table-top: .05pt; mso-yfti-tbllook: 1184;\"\u003e\u003ctbody\u003e\n\u003ctr style\u003d\"mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;\"\u003e\u003ctd style\u003d\"border: 1pt solid black; padding: 0in 5.4pt; width: 157.5pt;\" valign\u003d\"top\" width\u003d\"210\"\u003e\u003cdiv class\u003d\"Default\" style\u003d\"mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 167.4pt; mso-element-top: .05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eUsing \u0026lt;V1\u0026gt; \u0026lt;V2\u0026gt;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 167.4pt; mso-element-top: .05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eChanging \u0026lt;CH1\u0026gt; \u0026lt;CH2\u0026gt;\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 167.4pt; mso-element-top: .05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eTables \u0026lt;IT1\u0026gt; \u0026lt;IT2\u0026gt;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"mso-element-anchor-horizontal: column; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 167.4pt; mso-element-top: .05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003c/td\u003e\u003c/tr\u003e\n\u003c/tbody\u003e\u003c/table\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eForm \u0026lt;sub routine\u0026gt;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eFormal Parameters\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003eEND FORM.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eTypes of Sub Routines\u003c/span\u003e\u003c/u\u003e\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 4.1pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003c/span\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u0026nbsp;\u003c/span\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eThere are two types of Sub routines\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 4.1pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e1. Local Sub Routines\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e2. Global Sub Routines\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eLOCAL SUB ROUTINES\u003c/span\u003e\u003c/u\u003e\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e If Sub routine definition and implementation are available in same program\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003ethen it is called as local sub routines.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003ei.e. if PERFORM And FORM…… END FORM, are available in same program\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003ethen it is called as local sub routines.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eGlobal sub routines\u003c/span\u003e\u003c/u\u003e\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e If sub routines definition is available in one program and sub routine implementation is available in another program then it is called as global\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003eSubroutines (or) external sub routines.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; font-size: 12pt; line-height: 18.4px;\"\u003eSyntax:\u003c/span\u003e\u003c/u\u003e\u003cspan style\u003d\"color: red; font-size: 12pt; line-height: 18.4px;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003ePrograme-1\u003c/span\u003e\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003ctable border\u003d\"1\" cellpadding\u003d\"0\" cellspacing\u003d\"0\" class\u003d\"MsoTableGrid\" style\u003d\"border-collapse: collapse; border: none; margin-left: 54.9pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;\"\u003e\u003ctbody\u003e\n\u003ctr style\u003d\"mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;\"\u003e\u003ctd style\u003d\"border: 1pt solid black; padding: 0in 5.4pt; width: 328.5pt;\" valign\u003d\"top\" width\u003d\"438\"\u003e\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003ePerform \u0026lt;sub routine\u0026gt; in program \u0026lt; program name \u0026gt;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eUsing \u0026lt;V1\u0026gt; \u0026lt;V2\u0026gt;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eChanging \u0026lt;CH1\u0026gt; \u0026lt;CH2\u0026gt;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eTables \u0026lt;IT1\u0026gt; \u0026lt;IT2\u0026gt;.\u003c/span\u003e\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003c/td\u003e\u003c/tr\u003e\n\u003c/tbody\u003e\u003c/table\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003e\u003cspan style\u003d\"color: red;\"\u003ePrograme-2\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\n\u003ctable border\u003d\"1\" cellpadding\u003d\"0\" cellspacing\u003d\"0\" class\u003d\"MsoTableGrid\" style\u003d\"border-collapse: collapse; border: none; margin-left: 54.9pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;\"\u003e\u003ctbody\u003e\n\u003ctr style\u003d\"mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;\"\u003e\u003ctd style\u003d\"border: 1pt solid black; padding: 0in 5.4pt; width: 328.5pt;\" valign\u003d\"top\" width\u003d\"438\"\u003e\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eForm \u0026lt;sub routine\u0026gt; Using \u0026lt;V1\u0026gt; \u0026lt;V2\u0026gt;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eChanging \u0026lt;CH1\u0026gt; \u0026lt;CH2\u0026gt;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eTables \u0026lt;IT1\u0026gt; \u0026lt;IT2\u0026gt;.\u003c/span\u003e\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003c/td\u003e\u003c/tr\u003e\n\u003c/tbody\u003e\u003c/table\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003ePARAMETERS OF SUB ROUTINES:\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eUSING:\u003c/span\u003e\u003c/u\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u0026nbsp;\u003c/span\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eImporting variables to sub routines are defined with using.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eCHANGING:\u003c/span\u003e\u003c/u\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u0026nbsp;\u003c/span\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eExporting variables are defined with changing.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eTABLES:\u003c/span\u003e\u003c/u\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u0026nbsp;\u003c/span\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eInternal tables for importing and exporting are defined with tables.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eTYPES OF PASSING VALUES :\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eThere are 3 types to send the values from sub routine definition to sub routine implementation\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 2.5pt;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 2.5pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e1. Pass by value (or) call by value\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 2.5pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e2. Pass by reference\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e3. Pass by value and return\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003ePASS BY REFERENCE:\u003c/span\u003e\u003c/u\u003e\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 3.3pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eIn this type, the actual and formal parameters will be referring to the same memory location\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eIf any changes are made to the formal parameters the actual parameters will also be effected\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003eEx Prog :\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003e\u003cimg alt\u003d\"\" 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\" /\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003eThe Output is:\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003e\u003cimg alt\u003d\"\" 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\u003d\u003d\" /\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003eHere we are changing the formal parameter, the actual parameter is automatically changed…..since both are referring to same memory.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003ePASS BY VALUE :\u003c/span\u003e\u003c/u\u003e\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 3.3pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eIn this type the actual and formal parameters will be referring to separate memory locations\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 3.3pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eIf your changes are made to the formal parameters it will not affect the actual parameters.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003ePass By Value is identified by the keyword\u0026nbsp;\u003cspan style\u003d\"background: yellow; mso-highlight: yellow;\"\u003eVALUE().\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eEx Prog:\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-no-proof: yes;\"\u003e\u003cimg alt\u003d\"\" 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/\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003eHere we are changing the formal parameter, but the actual parameter is not changed…..since both are referring to different memory.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003ePASS BY VALUE AND RETURN:\u003c/span\u003e\u003c/u\u003e\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 3.3pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eIn this type the actual and formal parameters will be referring to separate memory locations\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eIf any changes are made to the formal parameters , the actual parameters will be changed\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003ePass By Value and Return identified by\u0026nbsp;\u003cspan style\u003d\"background: yellow; mso-highlight: yellow;\"\u003eChanging Value().\u003c/span\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003eOnly when sub routine implementation (or) the entire sub routine is executed .\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003eEx Prog:\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003e\u003cimg alt\u003d\"\" 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\u003d\" /\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003eThe output is:\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003e\u003cimg alt\u003d\"\" 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OOjkKUqshu3rPDYlhLYnSs6FIclnNYjUoNms3tew2Cj8/SWxWoiCx7BQKPjxFxrrX3xPpv2aUJ5fMWmXebU66k+1U+fV7NOq2C7SnkiiRMmg0Vb2Zb+UslnBTBYMEUICgwSBgkxkHHjF7dC/k5syKZ5LIsGgdIkrHgygAvgmuHDO+5Zu4byiTRLpF1fXSjl8f7fhjESG3hPCnm2NlY+aFRf3N272vHupMF753un1XnYhoCk8Rpz460vmbrwZy68UDyvRjP6nVqB49pu29SMg9N7DvsbBPE5sXLZy+2Pbql10n8AaBJymkzZ4sZVzr5hwq6X71SPdbxYTcEsK7X2H3tsonbJt3ziiV33pA/riYkFtCeOvWRB1dWt0w+l+HOl9/IBk3xuVcwcmLrb88OXKmcfJo1dAv8trfPDWQW0LIPdP+Zs1CH01UUj348/3tb57OFP6xVjZhQlijvIIyQs4Xbf9V2P/uAzFHH50mTb17qP3tQko13z8vEh87TX0k9JqRxCKZe+A28b0SQm4J4Y9lrEFF2LvpLWqXHynse//cYG4JIbeE8On9hWlbIoigFoPk+s3RncWE3ItDJ0l2dXBFPD6963jjzwsH3r1KyC0h/P721JAyOkOZfO9A46unBko5YSuITTSPfnidO2z3zwr4F4pIO4sJuaf7DnQZhMHlEIKatfxLxaRPrxByLw6donutYAUgKJ88lncL95872967PHxvLu6KowBBR9vp+24QfvFpS07R0Ic1cltomYQdeu2ztveLxrsNiIbL+sseSo8/peawf7e77tWzQx+WEHJLCH/+svYwI+lNbD1i3PP7d440WFdCKRQ4NZcvt313b/dH/bZQapWLJ/xuX82r5yer8ZO5Jd0/+gibPiG5BU2/6/EDBNXJWUcKCLklIx9fGr4wE42kVpQMxqu5Na9dIOSWEHKvDr9ztKGAs2m7q6F4mDnBPPwVIffqyCdn8AWjHhOy4g2a7p5te+kLXG4p+QDJtXmHk0t2zeKJM23fPzx4mOwKhGKk9sGcLxr/UDZL2SyMXF6AeUx47+Lgz3e1/r6UdhJnBLG4jMv8/a6OzOGU0k51WywICv7p3hNpFNZ7VYS3C3p/ebDjrZLxq4NGBYIGXa6RgfFPLhNyi0cO1QuGDF+3LPj/lUkitzswI9Lh2WvELqkbCfhDc1Ljk0K2blwZNEZSOp2TntnMvehZXz2ltFonja3Ds01sA3DEUafDyxTq8GzdhDpkBqjfG5iRONhy+4TkqToZmrBli2/HQSw6L7MS0lvOe9WukCT9cd6nCSw5rC4GX4dnm6akFjLfsLFOijKkMXmmhE8VUlVhS2RFr3XSuGuFfLfBj+g0DipXh2eb5+wJTxgI5j1ybyqAoCAQnBStdXUhYA5vcQ2iEZ7YPLzWCk0DnLH0vCAulZgJbB2ebRa4Uv4kajVYKbMbTrIs6IiuWPQW8qwOz9axrSlfAvXanRSeSxFeCiFxidA0wtbh2WaxZymQWfXExIK1Qm/mOzKzzkxcO6IZW2ZGo1wwjXDWGhL5fPEV5YJpmKPDsy3zgZVwODQ969bFV1wW28iMfuNZmnVuv0aL8mfchuRqBEFBJMjg6PFsHV4JIinUqErXY+EpLRsrxLP1E2YEIGgkBXhsHZ6tG+RYZREUpFadxqe2HJwx8LecqqyG4hEuW4dn64dnbYoICpDVUCxdosPPGIjaLb6bT634fb4xtg7PNY7qYuH4kkquw7P1hDmHarNRFwCIWLjWpRkjVR4GyWWPx0tf6+QQz8y1Z8Z8OIbotWYC3yr9p/h5kcsDZvjrl8M8pQo7EBQkUgaTk8zW4dnGcXnAFHtRrcPfWEMQlH0wiSAIyj6YRBAEZR9MIgiCsg8mEQRB2QeTCIKg7INJBEFQ9sEkgiAo+2ASQRCUfTCJIAjKPphEEARlH0wiCIKyDyYRBEHZB5MIgqDsg0kEQVD2wSSCICj7YBJBEJR9MIkgCMo+mEQQBGUfTCIIgrIPJhEEQdkHkwiCoOyDSQRBUPbBJIIgKPtgEkEQlH0wiSAIyj6YRBAEZR9MIgiCsg8mEQRB2QeTCIKg7INJBEFQ9sEkgiAo+2ASQRCUfTCJIAjKPphEEARlH0wiCIKyDyYRBEHZB5MIgqDsg0kEQVD2wSSCICj7YBJBEJR9MIkgCMo+mEQQBGUfTCIIgrIPJhEEQdkHkwiCoOyDSQRBUPbBJIIgKPtgEkEQlH0wiSAIyj6YRBAEZR9MIgiCsg8mEQRB2QeTCIKg7FtLouSS3RNZNAYkxqDGk/Qm0/9edvmAwhiQrDMDkxvo7cEnJcagxptyhxNPF4YNAcQdimmsG0qCSHC7riw53BG5MSAxBnUuoPOn3CBlcYYXjAGJMaTzI/4kChA0FIlrbJmG1N6UL7FWaH22ECCoywsUprUOWKIusOzyALkppA8uBeIpoz20YAxILFF3dAUkUkZ7SGoMSIwRgztqBcvB1Bb9TKQMtvSWIbk1bAovW10RmSkgMYaM/pjGGpIaAxJrzOoKyc1Pzps2sBRMol5fWPakENhiK+FMtYjZGkofqSmyEkqhDmd4Mf0xGFebg+k6Pb7Iht0DEmPIDFbCKdTuTO8bkBgDEms8mFi1O4LS9H/jSY05OG8MSKxxry+8YNq4O3AmVyPPHWAgEJGmN3Clwik0EAinPypdQGkMzBsDEmPYGlvfODy/VqEhnCm02tY2CyeUxoDEGJi3JQL+8IamA/PGqHvrwRBJpfTGgMQYkJoitjgKEDSSzJSsW7AnNtt3NQTi6Ual5og9vt3QDydWzE/GZ1DuTAIEBanVYCSWHvNSY1jtBI5tK/mHteILxdTGgMQYVDrj7rVbJhhNmewBiTGkdif9326X1pIo4MR10P6wr+H7Hze9XyMdd60CBAVIkNI39uZnDf97T+uOfOyO/JaXD5OulJMKrrb92/6Wl3c2/Nuu5v/Y3fYFVk6ZXTh9GfPSzsYfH8DuyMf+cCe+cNhIYfPyCupf2tn47wewO77AnxjUiyIrW/Rjye4y1FQR3tyP3ZHXlVc6sLNNMSzUVj8m/veeupdyW3d36/j+VYCgZpHw+LX2739S/+O9Lfk9BoEHBQhqFgqOlrR/7+P6H+9tye8zibyZamk4xkcnsT/4uP7lfS2vXGRR5WFqF+2NvdgDfcZ5ve5O+dBPc+tfPj1FU/qtcunZK32/PIjdsW84/zbptsCjjGx+vpxK6anLvb84iN2xv/u/DnZcZrob6wi/3FX/H1/03yTNHSvqf+WjupfPsZtq+t/Mq/7e3pZXDmJ35Dfvw5rF3hXOEOm3e6tfShfuI5SKfZbEKkAQs0VxpbD31wewO/Z2nSA5FOGVvpr+n3xc/8p+fOW48NDZnh9/UPuDS7P0tt7XDre9crDpux/Uv5KH+eHHbdcEwBFHex4M5HyJ/f77tT/Iw/zkikDnQ3BVXT/6qO0cK+Qyy4+d6vq392t/UCzgDpF++mn1S59jfpKP3ZGP/d57pG5fKvDcAapp5N/sr/2XnS0/qdO5YytqKulnex7/6x7srvqpPYfbX9n56F8/6rwiTYVSKEBQFZn46uHGf323bkc+9ip/NZxCAYK2XE+XjLQIpHvysS+9W/Oj61I5ceSldx++9AV2Rz52x8G2lz+gErcYkZFUQqkUHNqD3XEQ+1peX8lc1I2seEPaC5/X/0tu04587I587E8Otf7HWeEmuyeWbArhpwcwP/708Q++GKpUL28z9J3uSFUx9j/3Y773Qe0Pj/S8+1gFEDQE4oIxxlv7sTsOtv1sP+4vF0darVlPjb8/fyRAJTE+/hy7I6/9nVJmly4FEDQcQ8Q86enilh37e3c9kjC2vFtfiKdWZzq+tKVlZG/zAkYIMoVeSzVBipnxOvwJV8BDpquGW6Z7mdpJmxfXPz9Kc8i4sgG2ThxC6b38yn7FlDVuCybHSbphrl2LoFTcXCVeyQugwKg62y5smgtu3o+orfEx6SxGzXWjwGetrSXtq18YN6UAgiomuY+bSZ82K8mq9Wegs6FZzJr1PV2Jo7ZBPMP3P185vk7YLXIZMh/tj2qon13jUOThQArtf8zHzXtMwFReSq8ad2sBCtSLX94g32B6dGDz89VdSatkujQABW7d9Zv0+zN+Y9R6p0K4qM6csc67M72aoB1BJ9vINUKvIYoCxHLz9HS/MuxC0LYyUuWs3xhDgZz3+4cLAlsCRHRFZ3qKqAFjBAUy4XvHRx8qI46k6eo1gd4aT9fZXDI9YIsuTDLu8YAFGIuu8E2OBLt3vEMTc609zRqKJvHuuDfTT8OFS4MflwkXPUg4hdZdmBj0Jf0IWnu+r1KWMDlCluhq571ZeniLWap46v1GszG6kp4x8dp6L/KXAkkUIOgstudCy9hbzfZAcn177fETvHBydUMNmqPHeJm/U2jlMQoBQSPJ1crjHfcNqNMZNIEV7C02Y/MRueLzSA/s6ywToyC57JxhvpZH6Q2jILnkVM395aEunEzqrVFP2HS3Qr7VmA6GYpPNPadapj/Dub/2BrDbY4+uTo2tfbTawpVFIy0WFCSSGrHwSNEk3okCBI0kl53ugNgYNG7xiPrHopAaq5tZvToUuJ243ukjLTqAoFalobJ5rHDSB9wO4pjw9lTo2+zShiRKILQRVStFUk+U4klmT3qoeS3VA/y7Q8LKVn4/xb5hz0wSrZfQe3nXmufKmpkPRhWzgUzhehKFwtbadhFpevOREZTPlxFVI7rUs/9KpPrapN3cxQftorEZly8z+r9hEok6KoiPJk3SwEo6iXTi2XMjBpZ16W85X6QWxm2ihirzzmn82uBSMIUCZKskIt6gaGhy75xmsbhSqjTFwYYkCgTUZ8qEClM8wJvKH7LLfJnnj542em4soA0Zn0+iteVMJome6dhzScQnVQ/cmgu5Yqsbkgh3Ydz2sLSnUpHwJrc5TMuNvNF251IwhYJQpPjcJD26HEZQEIuVnpkci5kunGXpw+sPzL85iY5hzrM8j0s67xu3bjq5bJ8gvzccTn8Mx1JSfP8x5jJILjmVvD/dFDKlwgObzobWpVZdzmDZlelRn/76FZ7169ZWzySRwxlpvEsq53rnNF6RIWxb293vCw7Xtv6vfe3XhX/nOzC7wrEAgyVtxFkAgopnbI2t83MICpAoi6NowWq9L7j1jZ4kUchpbCBKMbMh5Yy0ZVQ67loBCAq8lupawq+/aP7xUdL9r0ki5oeHm3+4p/1A+8Ykmi1pmeuSeGijnC9b5rplYNNOGGe5D6lahu3Z8qBZdXNATpJF52kzNRO6OV96uH/TJJqbkpR2SanycNcjPm7ew5ucKBuzCz2oxxua13lmVZ5Zc9QZ3WJq6jbcuj38u6MdvzjUc3LAJPYth7ZMot43TmB/dqTjF0dbP2/VsCxLgSTaVjZyaURLlXkIOPJfW5Xz7pSKTCxiBDShtfoFzL0DNrlP/82TyKaU5j+eX3AjNU+SqOmV/PZ//6T91uL2SYRqyINfUqK+OOocH32lyeiJrwAE9cvZf601+eOrk/W91xZS4cyrtL81iSqOPnr5YMcrn26XRJH4kqin+6uZtZLEkmua9ueBAEguOeUzOZ80v3YU+3+2TaJIPKkTcT7D2PzBGKVp6J5quwUaeC6JQCKlmxfsPtrxiyOdb5wZfSAA6dMeCEYmeof/WESqk38bt+W3IxxNKcTyVvxsvx4FTyURKuLYmrDSuW+xM0+SSDsnquzgPGC6Z6b5RR38+vQCLbM6M1DH1VNsz4Y9n08ifmW/omdcNsg1zK/dV1Tc1AeHm3cc6XzlKLGKZnVt8YCy8nlVFM2YZfWZcjmDebVL1MJ1z4yxj7QtDKnSd+aGJAIxnS/pjK4+lUQgpvUmXbFMbZskkSQoorAeTprulvFw8x4Ra+oGzcp3rQppjH2XOn+yu+6HtwXjxk1fiG7g1l8+T6+V+M2pr12duRpLur/sd8oDq21luF8dbnvtaOePjtIoChBIono6+Tzdpw5mehuYnTww7FD4DXRt/dEAAAhGSURBVH+HJPKm2J3Em7xgxZnxjaszetdYpyHl3zaJgF2+r0qiCsa77+DbjEvpt0Lc1vbdfQ6W3D0zMPyrZlswU8OGJAqG5z1L26zOqvSrE23kjuceOesi8aVFfN+X02vxkViyjpM/HAmvrc603rCpokqxTc+DoRi9pfvAsHtmwULuJb3T/TULtGeTaF0iqRaKDn41Sf7nfGONBiMJ6dxC6WPa5SFrumRDEi3zOeYm7KL0W+zPWhIlUtSR2d0F7b850fWbE10/KyDeHTW7E+tJFHhuz82TiBtAAYIGQ1GTL+GMPVmdsckz15rFRPUmr0gBggKjtmpoESeNpB/UHl9Y54m7IsneNsZHJzNd+r8FFMyMy5tEn0oiubh4REPWp55KIpno0rCWbsys9TZNIuAx3eycP13IaJ/3mDSSC51Kmj6RfmnC6hmvm3Vs/sY6nlBaoh6QuU/GMWMNIo8+6n78gMNcCPkTKIjH6yp5w9qw66kkQl2cycNDVqlneX11NtI8fKbDLPYuh+W8w60yhiEVSKIgDCgdxGvssAE4Km6xZjXRYBIFsVjVzZlRe2wtZf4HSQQcqkOPJZdO0AY2JFF63e33BFSB1fBWXxEiKLOx/xpHeLRk0ZeeHsaiN861/feJrvTleOWrKU0knZ4bkohNeR3njyCWi6cmlEEUICiIRq+cZkxueE+Urtzn9mU2eEZy2SOYfK9epwqiILUadHtxdQMl0vX3RPqvGdCpVafTe/5Ua7qTvzrR80bJrDm23S5PJVFqxR+OysyZB4DTEe5+TOp0oQBBI4llu907q/Hpwtt24B+EL5RgTYlO3xkpGrKsFy7O2do65zlxFCRDUzOylh7LC2p9U98BCAoSKZNaea2ZXTxs1gaWfAFAxTNLMNx+bUStVF1rYl/r17C0IV0w8ybF648saJRltayHbYsiS9QRQ4OhaE/L1OnaWYzAyZI5SUMTNwflw7Jwe8PE6brZAU3MGQsMtc7c7lAwvalNvx1kDvMrcJIegZMlc7Z30++MLBJZ0pPVnKoJhzm87PGG8FhacbeEIPfOqeVF5dPNeBVL5mRRp4/3KEekvnmt/OKd6dYhNUvmZFGmj/ao6MaUzR7kK5wVZVO3CHKCOmQLL9lsmqu3p9uJerk3xRtlHywkPBB7TIins5JZQVKTZE6WzNncymgRuPXRzc6XXXH8+lQ7TceSOVkyZ1Ulf1gbdiAonzxajFMM8p0sNu9Ih0ZiT7mcPuzDwYsjSoLEyZI5G+rxt6e8CwbfnaKB03g1y44Eks7qi2MVkzY5sNeV9Z9s1RCFTtbI2O8Kmd3muAdBZ4cGz/VoSSInizmzv02n9S0BBHXaPVyF+GAhg8QxL3ozPzUwGT0zcmfRqdGKWdO4JuKPr5qMkoNfMSg8hza8wuoivvPlaLc36fT4iwu6TlPM4wtOlszZX995cjLp3uaBPz/9/hHcubklfxIF0ah4evLXV+YYhngkhdqtrgdXsYUTnkWzlyUT7MyfmF5wsGROVt/g6zh/BEEn21qP9DpZMidzcvqDZgtAUK/Dc/og5sykkyVzMhfsuGrsCc6m7a74o4abp9pP9DtZCzZaF3HHKR4TQcNxIKBP5FwXsuSuGVty8w6nVoPBAIPKeKNMMmtLRhLLOqWxohR3leM3bRZGofiyWuOkso3nCkdr5e45UwzEE0oB96Oz7PT1pXDMt+8JZhEU/JO9J0ou8VnzHx/v+EuTjCVzsmQesSXmQVCP0U6l8Gu5TpZQ3UlfaBfFv81efQcgKAh6BnoZHxXgcu5ymsRhlVBafBuXUzB0Bi+qwbH3F+ByCnA55VyMNJLeR8mXXCrD5RTgcgpwhzuVbAdqlytK7w+mS9K+7FbjRoVnb+JyCnBHcBquC7XJZFcqpyqY69OTp/ltLc20d9O7VwmGBJqmJupfC3A594Uj6qiUyT1xHZdTMHLyAWXntYGNDX2GVRJo/MLbTxXualNz7cgEnrXvwlrhde6EKjLez9x7HpdTQLjFdOts5vsP57qlQRuCAq3idPlwZsvqBZZli6WZx3i3gvj2Wit7cUapJz0/cmOrSO8V4HIKiJX8oDmG8kfpuy496U9OvULsQuZItJ2XcDkFuEsTAWMENXDYu4tZPeaYB3E13ia8U4DLKSA9ml//AYuz/ubwnwtwOQWkmoWoM4ECBOUOEt8/l6nzCgvYYyhA0ME6wjuFaw2VSQx+ZKBm+E+FuJyC0QZVwmtTn708S/EjyinGX871bjxL17lJb2KbwWG7d252IroSRlBgVxw/0/t6AS4HawokVqe7+t44hcspoNzCUl7/CrexzsO0UARBAWK5XYDLKcD99itKpw0FqVUVjbJxs9dP95bPb9XuSgAYSwtwOQU9fzg31uNAAbLiCxtupPctHHinx7bVDWZXSQ4U4HLO4j/stwfCcUIzLqeg98/Fk3jHJtu7PKDm1lqXCgd3NWpAIqVfEO1f6+Qfi4hX2JlFdyAIJgeI71yjNCqynSPfXCTEmuB89uRyEE60aaQICiLBKTpnZwEup2DgYKOU6f9WewV/Yw1BUPbBJIIgKPtgEkEQlH0wiSAIyj6YRBAEZR9MIgiCsg8mEQRB2QeTCIKg7INJBEFQ9sEkgiAo+2ASQRCUfTCJIAjKPphEEARlH0wiCIKyDyYRBEHZB5MIgqDsg0kEQVD2wSSCICj7YBJBEJR9MIkgCMo+mEQQBGUfTCIIgrIPJhEEQdkHkwiCoOyDSQRBUPbBJIIgKPtgEkEQlH0wiSAIyj6YRBAEZR9MIgiCsg8mEQRB2QeTCIKg7INJBEFQ9sEkgiAo+2ASQRCUff8PYcYmDJ7MSEsAAAAASUVORK5CYII\u003d\" /\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: 12pt; line-height: 18.4px;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"text-align: left;\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eMessages in Abap\u003c/span\u003e\u003c/u\u003e\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eAll the messages are stored in a class called as message class\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eSE 91 is the T-code for creating message class\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eGenerally there will be a single message class for entire project.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eMESSAGE-ID:\u003c/span\u003e\u003c/u\u003e\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eIt is a key word which is used to assign the message class to our report so that,\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eOur report can access all the messages in the message class.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; font-size: 12pt; line-height: 18.4px;\"\u003eTYPES OF MESSAGES:\u003c/span\u003e\u003c/u\u003e\u003cu\u003e\u003cspan style\u003d\"color: red; font-size: 12pt; line-height: 18.4px;\"\u003e\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003ctable border\u003d\"1\" cellpadding\u003d\"0\" cellspacing\u003d\"0\" class\u003d\"MsoTableGrid\" style\u003d\"border-collapse: collapse; border: none; margin-left: .95in; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;\"\u003e\u003ctbody\u003e\n\u003ctr style\u003d\"mso-yfti-firstrow: yes; mso-yfti-irow: 0;\"\u003e\u003ctd style\u003d\"border: 1pt solid black; padding: 0in 5.4pt; width: 171pt;\" valign\u003d\"top\" width\u003d\"228\"\u003e\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eType\u003c/span\u003e\u003c/div\u003e\n\u003c/td\u003e\u003ctd style\u003d\"border: 1pt solid black; padding: 0in 5.4pt; width: 2.25in;\" valign\u003d\"top\" width\u003d\"216\"\u003e\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eDescription\u003c/span\u003e\u003c/div\u003e\n\u003c/td\u003e\u003c/tr\u003e\n\u003ctr style\u003d\"mso-yfti-irow: 1; mso-yfti-lastrow: yes;\"\u003e\u003ctd style\u003d\"border: 1pt solid black; padding: 0in 5.4pt; width: 171pt;\" valign\u003d\"top\" width\u003d\"228\"\u003e\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eE\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eS\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eW\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eI\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u0026nbsp;\u0026nbsp;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eA\u003c/span\u003e\u003c/div\u003e\n\u003c/td\u003e\u003ctd style\u003d\"border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; padding: 0in 5.4pt; width: 2.25in;\" valign\u003d\"top\" width\u003d\"216\"\u003e\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eError\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eSuccess\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eWarning\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eInformation\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"line-height: normal; margin-bottom: 0in;\"\u003e\n\u003cspan style\u003d\"font-size: 12pt;\"\u003e\u003cspan style\u003d\"mso-spacerun: yes;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eAbort\u003c/span\u003e\u003c/div\u003e\n\u003c/td\u003e\u003c/tr\u003e\n\u003c/tbody\u003e\u003c/table\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eMessage Parameters\u003c/span\u003e\u003c/u\u003e\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e:\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 2.5pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u0026nbsp;‘\u0026amp;’ is the symbol use to substitute a variable or parameter in to the message\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u0026nbsp;We can substitute a maximum of 4 substitutional parameters\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eSYNTAX:\u003c/span\u003e\u003c/u\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003ctable border\u003d\"1\" cellpadding\u003d\"0\" cellspacing\u003d\"0\" class\u003d\"MsoTableGrid\" style\u003d\"border-collapse: collapse; border: none; margin-left: 54.9pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;\"\u003e\u003ctbody\u003e\n\u003ctr style\u003d\"mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;\"\u003e\u003ctd style\u003d\"border: 1pt solid black; padding: 0in 5.4pt; width: 405pt;\" valign\u003d\"top\" width\u003d\"540\"\u003e\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 3.3pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e1. MESSAGE \u0026lt;MSG TXT\u0026gt; TYPE \u0026lt;MSG TYPE\u0026gt;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 3.3pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e2. MESSAGE \u0026lt;MSG TYPE\u0026gt; \u0026lt;MSG NO\u0026gt;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e3. MESSAGE \u0026lt;MSG TYPE \u0026gt; \u0026lt;MSG NO\u0026gt; WITH \u0026lt;SV1\u0026gt; \u0026lt;SV2\u0026gt; SV3\u0026gt;……\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003c/td\u003e\u003c/tr\u003e\n\u003c/tbody\u003e\u003c/table\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eEx on Message Class:\u003c/span\u003e\u003c/u\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u0026nbsp;Go to SE91-\u0026gt;provide a name -\u0026gt;create-\u0026gt;define the messages as below\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eMESSAGE\u003c/span\u003e\u003c/u\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003e\u003cu\u003e\u003cspan style\u003d\"color: red; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003eMESSAGE SHORT TEXT\u003c/span\u003e\u003c/u\u003e\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 3.3pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e00\u0026nbsp;\u003cspan style\u003d\"mso-tab-count: 4;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eMaterial doesn’t exit\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\" style\u003d\"margin-bottom: 3.3pt;\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e01\u0026nbsp;\u003cspan style\u003d\"mso-tab-count: 4;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003eMaterial \u0026amp; class not exit ( we generally use in real time)\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"Default\"\u003e\n\u003cspan style\u003d\"color: windowtext; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;\"\u003e02\u003cspan style\u003d\"mso-tab-count: 4;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u003c/span\u003e\u0026amp; \u0026amp; \u0026amp; \u0026amp;\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cbr /\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003c/div\u003e\n\u003cbr /\u003e\n\u003cdiv class\u003d\"MsoNormal\" style\u003d\"-webkit-text-stroke-width: 0px; color: black; font-family: \u0026quot;Times New Roman\u0026quot;; font-size: medium; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: normal; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;\"\u003e\n\u003cdiv style\u003d\"margin: 0px;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003c/div\u003e\n\u003c/div\u003e\n"},"link":[{"rel":"replies","type":"application/atom+xml","href":"https://www.sapui5tutors.com/feeds/6056211152382967219/comments/default","title":"Post Comments"},{"rel":"replies","type":"text/html","href":"https://www.sapui5tutors.com/2017/02/sub-routines.html#comment-form","title":"0 Comments"},{"rel":"edit","type":"application/atom+xml","href":"https://www.blogger.com/feeds/3826368468004556615/posts/default/6056211152382967219"},{"rel":"self","type":"application/atom+xml","href":"https://www.blogger.com/feeds/3826368468004556615/posts/default/6056211152382967219"},{"rel":"alternate","type":"text/html","href":"https://www.sapui5tutors.com/2017/02/sub-routines.html","title":"SUB ROUTINES"}],"author":[{"name":{"$t":"Sanjo Thomas"},"uri":{"$t":"https://www.blogger.com/profile/06687889588258406801"},"email":{"$t":"noreply@blogger.com"},"gd$image":{"rel":"http://schemas.google.com/g/2005#thumbnail","width":"35","height":"35","src":"//www.blogger.com/img/blogger_logo_round_35.png"}}],"thr$total":{"$t":"0"}}]}});