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QFormat\u003d\"true\" Name\u003d\"heading 9\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"39\" Name\u003d\"toc 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"39\" Name\u003d\"toc 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"39\" Name\u003d\"toc 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"39\" Name\u003d\"toc 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"39\" Name\u003d\"toc 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"39\" Name\u003d\"toc 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"39\" Name\u003d\"toc 7\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"39\" Name\u003d\"toc 8\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"39\" Name\u003d\"toc 9\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"35\" QFormat\u003d\"true\" Name\u003d\"caption\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"10\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"Title\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"1\" Name\u003d\"Default Paragraph Font\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"11\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"Subtitle\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"22\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"Strong\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"20\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"Emphasis\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"59\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Table Grid\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" UnhideWhenUsed\u003d\"false\" Name\u003d\"Placeholder Text\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"1\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"No Spacing\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"60\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Shading\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"61\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light List\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"62\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Grid\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"63\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"64\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"65\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"66\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"67\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"68\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"69\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"70\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Dark List\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"71\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Shading\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"72\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful List\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"73\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Grid\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"60\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Shading Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"61\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light List Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"62\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Grid Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"63\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 1 Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"64\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 2 Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"65\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 1 Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" UnhideWhenUsed\u003d\"false\" Name\u003d\"Revision\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"34\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"List Paragraph\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"29\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"Quote\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"30\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"Intense Quote\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"66\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 2 Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"67\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 1 Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"68\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 2 Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"69\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 3 Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"70\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Dark List Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"71\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Shading Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"72\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful List Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"73\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Grid Accent 1\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"60\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Shading Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"61\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light List Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"62\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Grid Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"63\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 1 Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"64\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 2 Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"65\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 1 Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"66\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 2 Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"67\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 1 Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"68\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 2 Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"69\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 3 Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"70\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Dark List Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"71\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Shading Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"72\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful List Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"73\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Grid Accent 2\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"60\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Shading Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"61\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light List Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"62\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Grid Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"63\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 1 Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"64\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 2 Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"65\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 1 Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"66\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 2 Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"67\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 1 Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"68\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 2 Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"69\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 3 Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"70\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Dark List Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"71\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Shading Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"72\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful List Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"73\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Grid Accent 3\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"60\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Shading Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"61\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light List Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"62\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Grid Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"63\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 1 Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"64\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 2 Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"65\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 1 Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"66\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 2 Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"67\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 1 Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"68\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 2 Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"69\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 3 Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"70\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Dark List Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"71\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Shading Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"72\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful List Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"73\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Grid Accent 4\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"60\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Shading Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"61\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light List Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"62\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Grid Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"63\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 1 Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"64\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 2 Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"65\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 1 Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"66\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 2 Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"67\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 1 Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"68\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 2 Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"69\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 3 Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"70\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Dark List Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"71\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Shading Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"72\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful List Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"73\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Grid Accent 5\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"60\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Shading Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"61\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light List Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"62\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Light Grid Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"63\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 1 Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"64\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Shading 2 Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"65\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 1 Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"66\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium List 2 Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"67\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 1 Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"68\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 2 Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"69\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Medium Grid 3 Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"70\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Dark List Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"71\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Shading Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"72\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful List Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"73\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" Name\u003d\"Colorful Grid Accent 6\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"19\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"Subtle Emphasis\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"21\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"Intense Emphasis\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"31\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"Subtle Reference\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"32\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"Intense Reference\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"33\" SemiHidden\u003d\"false\"\n   UnhideWhenUsed\u003d\"false\" QFormat\u003d\"true\" Name\u003d\"Book Title\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"37\" Name\u003d\"Bibliography\"/\u003e\n  \u003cw:LsdException Locked\u003d\"false\" Priority\u003d\"39\" QFormat\u003d\"true\" Name\u003d\"TOC Heading\"/\u003e\n \u003c/w:LatentStyles\u003e\n\u003c/xml\u003e\u003c![endif]--\u003e\u003c!--[if gte mso 10]\u003e\n\u003cstyle\u003e\n /* Style Definitions */\n table.MsoNormalTable\n {mso-style-name:\"Table Normal\";\n mso-tstyle-rowband-size:0;\n mso-tstyle-colband-size:0;\n mso-style-noshow:yes;\n mso-style-priority:99;\n mso-style-parent:\"\";\n mso-padding-alt:0in 5.4pt 0in 5.4pt;\n mso-para-margin-top:0in;\n mso-para-margin-right:0in;\n mso-para-margin-bottom:10.0pt;\n mso-para-margin-left:0in;\n line-height:115%;\n mso-pagination:widow-orphan;\n font-size:11.0pt;\n font-family:\"Calibri\",\"sans-serif\";\n mso-ascii-font-family:Calibri;\n mso-ascii-theme-font:minor-latin;\n mso-hansi-font-family:Calibri;\n mso-hansi-theme-font:minor-latin;}\n\u003c/style\u003e\n\u003c![endif]--\u003e\n\n\u003cbr /\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003eIn this blog\nwe will see how to create and configure a tile using the Fiori configuration\ncockpit.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003eWhen\nconfiguring a tile, there are four key things which you need to pay attention\nto: app resources, navigation, visualization, and assignment.\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\u003cimg alt\u003d\"\" 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\u003d\u003d\" /\u003e\u0026nbsp;\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u0026nbsp;\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003eThe first and\nforemost step is to select the \u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003eapp\nresources\u003c/b\u003e.\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e You can\nconfigure apps which are based on SAPUI5 applications, classic UIs like SAP GUI\nand Web Dynpro ABAP, RSS news feeds, SAP Mobile Documents folders, or any\narbitrary URL which will launch in the new window. There is also a special app\ntype called \"shell plugin\" which can be used to provide additional\nfunctionality to the launchpad.\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: 12.0pt; line-height: 115%;\"\u003eOnce the app\nresources have been identified, the next step is to configure the \u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003enavigation\u003c/b\u003e. Fiori launchpad supports\nnavigation using intents or URLs. Intent is a unique combination of a semantic\nobject and an action.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003eYou can then\nproceed to configure the \u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003evisualization\u003c/b\u003e\naspects of a tile by selecting from the list of available tile types. The Fiori\nlaunchpad supports static tiles, dynamic tiles, KPI tiles, and also custom tile\ntypes.\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: 12.0pt; line-height: 115%;\"\u003eAnd finally,\nyou need to \u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003eassign\u003c/b\u003e your apps to the\nrespective catalogs and groups. \u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003eThis way, the end users would get access to these apps on\ntheir Fiori launchpad based on their roles.\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: 12.0pt; line-height: 115%;\"\u003eApart from\nusing the Fiori configuration cockpit, there are a few other ways you could\nconfigure a tile. There is an app resources menu within the Fiori configuration\ncockpit which lists all the deployed HTML5 apps. You can add the app\nconfiguration directly to the site from here.\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: 12.0pt; line-height: 115%;\"\u003eAnother\noption is to create an app configuration directly from SAP Web IDE, which is\nthe development environment in the cloud platform. Once you develop your SAPUI5\napplications in Web IDE, you can deploy them to the cloud platform and use the\nwizards to configure an app on the Fiori launchpad site.\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: 12.0pt; line-height: 115%;\"\u003eHere are the\ndifferent tile types which are available in the Fiori launchpad.\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\u003cimg alt\u003d\"\" 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\u003d\" /\u003e\u0026nbsp;\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u0026nbsp;\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpFirst\" style\u003d\"mso-list: l0 level1 lfo1; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 1) A\n\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003eStatic tile\u003c/b\u003e, as the name suggests,\ndisplays static content – you can configure a title, subtitle, and an icon.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l0 level1 lfo1; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 2) A\n\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003eDynamic tile\u003c/b\u003e displays the same\ninformation as a static tile and, in addition, displays data which gets updated\nat regular intervals via an OData service.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l0 level1 lfo1; text-indent: -.25in;\"\u003e\n\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u0026nbsp; \u0026nbsp;\u0026nbsp;\u0026nbsp; \u003c/span\u003e\u003c/b\u003e\u003cspan style\u003d\"mso-bidi-font-weight: normal;\"\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e3)\u003c/span\u003e\u003c/span\u003e\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e KPI tiles\u003c/span\u003e\u003c/b\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e display KPI information on a tile in\nnear real time.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l0 level1 lfo1; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 4) There\nis also a \u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003eNews tile\u003c/b\u003e type, which is\nto be used when configuring a news app type.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpLast\" style\u003d\"mso-list: l0 level1 lfo1; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 5) You\ncan use the Custom App Launcher to create a \u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003ecustom tile\u003c/b\u003e with a different look and feel.\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\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003eSteps to Create/configure a Tile in\nFiori Launchpad Portal Site\u003c/span\u003e\u003c/b\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpFirst\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 1) Click on “\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003eNew\u003c/b\u003e” icon at the bottom of the master page.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cimg alt\u003d\"\" 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\" /\u003e \u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 2) The next thing we need to do is\nselect the app resources, so use the \u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003ebrowse\u003c/b\u003e\noption.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 3) Now from the list of apps, we can\nbrowse which of the apps we want to configure.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\"\u003e\u003cspan style\u003d\"mso-list: Ignore;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 4) \u003c/span\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003eLet’s say we have picked\n\"es4products\" app which has already been deployed to the cloud\nplatform account.\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cimg alt\u003d\"\" 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\u003d\" /\u003e\u0026nbsp;\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u0026nbsp;\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\"\u003e\u003cspan style\u003d\"mso-list: Ignore;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 5) \u003c/span\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003eProvide a suitable \u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003eSubtitle\u003c/b\u003e; here I am giving as “List of products”.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 6) The next step is to define the \u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003enavigation\u003c/b\u003e, so I need to give a unique\ncombination of semantic object and action. So here I have provided the Semantic\nobjects as es4products and Action as Display.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 7) And the next section is \"\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003eApp Resource Details\u003c/b\u003e\". So based on\nthe app type, the properties of the app resource details will vary. In this\ncase, since this is a SAPUI5-based application, it prompts me to provide \u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003ecomponent\u003c/b\u003e details. All the defaults\nvalues are already set.\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cimg alt\u003d\"\" 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\" /\u003e\u0026nbsp;\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u0026nbsp;\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\"\u003e\u003cspan style\u003d\"mso-list: Ignore;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 8) \u003c/span\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003eThen we have the “\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003eAssignment Section\u003c/b\u003e”, this is where you\ncan assign an app to catalogs and groups. So I can use the help menu here to\nlook at all the catalogs which are already available on the portal site.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003eNote: \u003c/span\u003e\u003c/b\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003ein the latest version we have\ndedicate tab for catalog and groups.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\"\u003e\u003cspan style\u003d\"mso-list: Ignore;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 9) \u003c/span\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003eThen we have a visualization tab, \u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003ewhere we can configure what a tile\nshould look like in the Fiori launchpad. We have different tile types to choose\nfrom, like static, Dynamic, KPI tile etc.\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;\"\u003e\u003cimg alt\u003d\"\" 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\" /\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 10) The next tab here is \"\u003cb style\u003d\"mso-bidi-font-weight: normal;\"\u003eParameters\u003c/b\u003e\". Whenever you're\nlooking to pass a parameter during navigation, you can use the option here.\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003e \u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003eWhat this does is pass the parameters to the application that\nis being called.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\" style\u003d\"mso-list: l1 level1 lfo2; text-indent: -.25in;\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003eSo you have an option to provide a name for your parameter, you can mark\nwhether it is mandatory, or also if you want to put in a default value – you\ncan do all those things here.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpMiddle\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003eWith that, we will save the app configuration.\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpLast\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraphCxSpLast\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u003cimg alt\u003d\"\" 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\" /\u003e \u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"mso-no-proof: yes;\"\u003e\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoListParagraph\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003eSo with this, we have\nconfigured our tile, but \u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;\"\u003eyou would notice that there is a sort of warning\nmessage at the top which says the app is not yet assigned to a catalog\u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003e and in the next blog \u003c/span\u003e\u003cspan style\u003d\"font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;\"\u003ewe will\nlearn how to create a catalog and assign this app to a catalog. \u003c/span\u003e\u003cspan style\u003d\"font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: \u0026quot;Times New Roman\u0026quot;; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: \u0026quot;Times New Roman\u0026quot;;\"\u003e\u003c/span\u003e\u003c/div\u003e\n\u003cdiv class\u003d\"MsoNormal\"\u003e\n\u003cbr /\u003e\u003c/div\u003e\n\u003c/div\u003e\n"},"link":[{"rel":"replies","type":"application/atom+xml","href":"https://www.sapui5tutors.com/feeds/524377592161590562/comments/default","title":"Post Comments"},{"rel":"replies","type":"text/html","href":"https://www.sapui5tutors.com/2017/10/configuring-fiori-tiles-in-sap-portal.html#comment-form","title":"1 Comments"},{"rel":"edit","type":"application/atom+xml","href":"https://www.blogger.com/feeds/3826368468004556615/posts/default/524377592161590562"},{"rel":"self","type":"application/atom+xml","href":"https://www.blogger.com/feeds/3826368468004556615/posts/default/524377592161590562"},{"rel":"alternate","type":"text/html","href":"https://www.sapui5tutors.com/2017/10/configuring-fiori-tiles-in-sap-portal.html","title":"Configuring Fiori Tiles in sap portal sites"}],"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":"1"}}]}});