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<p style="text-align: justify;">- Format cells to display numbers to a specific number of decimal places <img style="float: right; padding: 5px;" src="data:image/png;base64,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" alt="" /></p>
<ul style="text-align: justify;">
<ul>
<li>Select the cell or cell range</li>
<li>On the Home tab, in the Number group, click the Increase Decimal or Decrease Decimal button</li>
<li>Each click will increase or decrease the number by one decimal place</li>
</ul>
</ul>
<p style="text-align: justify;">- Format cells to display numbers with, without a separator to indicate thousands</p>
<ul style="text-align: justify;">
<ul>
<li>Select the cell or cell range</li>
<li>On the Home tab, in the Number group, click the Comma Style button to use commas as a separator or not</li>
</ul>
</ul>
<p style="text-align: justify;">- Format cells to display a date style</p>
<ul style="text-align: justify;">
<ul>
<li>Select the cell or cell range <img style="float: right; padding: 5px;" 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6ucAfXb32U1m7H1UZGVT1v/i7J62usoKq6jqayQmuZ2KrPyaH2Z9nqgvu3x2788+HHMXjyng/z0EvqGhhkcaCE2OJioxFy6B4fprM3jWVwqnT09FKXGEhwcTX1XHwO9jcQEB5NW1kxNQTwRqYU0lxdR3dTNYH/zShk9g4PU5uXS2DNEd2stRSVvfvGiGZ+3M35b32Xf2qzWFFtMTAx5eXkrm/I4IiJiaUtISFjZr+SJjIxcSUtJSVlJy8rKWtmvPFc5lWO5zLS0tFVpyrewSpqPj8+KPt88FF27Q8qA50XdwcnJhYDwzHe+ILUVGOs9FNVWfa+Xo+sXji7rf7vY3h8frzPczMe65LOZ/drqZa8pNuW6gcqh6PKmPF7eZmZmVvYr6cv7ldv1pin5Xn3ecj2vXl1aOSlYCeCtuimBq2y6ap9ywrOu6lbq1WX9CnflJ1a67P/76tYln/e17WNJV3598rpo1xTbyrRJh3cU+U1OTsomDCQGJAbeGgPKm9u2E5sOnSpVCwEhsA0IKEd1IrZtMFDSRCEgBNZPQMS2flaSUwgIgW1CQMS2TQZKmikEhMD6CYjY1s9KcgoBIbBNCIjYtslASTOFgBBYP4ENim0RdVUq5hYmGJlbkd08sarmkqf3SSzZOkuKr2qcPBACQuCjJbAhsS3MDuBh6UDFoLLwkPI3TtBFa6wc3SjrbOLEP/5HvjI4RV3fBJVxD7By8aa2Zxzo4ZrlcTwDAolPrgIGeeDqgI3jZdomobUwhQDfq/h4u1PUA/X5ScQmRBJd0feyHrkRAkJACLybwIbENt0eh7NXCi9+Eq9UskhN1nPO2Jnj4BVL/CUHbsfVMqFuwPj7P2BtfISzj1LJumrB9fROkm/ZYXI+gtKgs3g+LaIl6z7W3glk3nPGxjuGvtwbWN7OIeSKC3Ep8YQV97y7J5IiBISAEHhJYENimx0tw9bYm77JeRYWJhivSsDk3D2e+J/G2DmU5MvO3E9uYnwwB/1vTEnJyqOpp5tQKyPC6iaoTQ7A/vxzUi87cTe9hYH6KGzsgki/68GNsFIWZ9rxOmmItdtjBkb66VBPycAJASEgBN5LYENiY2GetEce6B01wNTSnaqGDPZ8sZtDhoewOPOUiqde7Dexo7K1nfOmu9HTsyWpupPu3Ft88/UB9h3eg9WFaEY7kjHdfRCDffo8Lu0nL9CbW8/KYHEBP7OvOBtdR3/eXZwj6t/bIckgBISAENiQ2JSVPZT1+pe33NzcdRGdbC/C85IHZkf0eVL6rsPLeVpyIzhw2ILK/tVfSqyrEskkBITAJ0tgQ2JTVgKor69f2ZTrKa7nb35STUN9Pc2t3cy88+Ivi0wMddPeo2Z+cT2lSh4hIASEwAsCGxLb1PQ0Y2Pjsr2FwfjE8jfFEmpCQAh8aAIbEltEdAJpGbmyvYXB/UehH3ospT4hIAReEtiQ2KJik7iSPcT/6Fz3SWxf3+9YWvtpZGSEtTZlrTiFzXr+RtrKCAoKIjGnZp3XZF1d6mBrHY3t6tU75ZEQ+MQJbFhsF9IG+dnJ6qXtz0438Bcejfxr93r+m5f7ltN+2m0N/8uZOv5L6xfl/7QytPfcX91sY2Ji4o11nl5f90nJsy6xTbbjaXoC/6hkiirbmJwcpam2irrWbuYX5hjs6KSxsY6uvn4aGhtQT84yPthHV3srNbV1jM1AXqAn10OKgWlaqqpo6Rv5xENaui8EQGti+5fe7VxJGcD0aQ8HAtv4My2I7Z/ZtPCwpJ9/Zac9OW1EjtoQm/IFi3JBX2UbHWzjvr05p4LSUL4fGetv4JGfJ8ePOlLR18TFH/6EhYMZO/ebYW12FO+wYuIumrDT2IWzFgdwCaok+6XYuvKvYW3jjpXjZbonF1bqWK5Lbl8wFw4fJ4fFxdXfMGpHbLb1mCUP8DdOqwV0KFpNUMkwBrdb+CF2mNACNXcrx7G728T/cKYF7zw1EaVD/B8OjdxpGudqTCe/8OvEO3uYgLQu/mwbiO1tANeasSlrsb/6t7g4Sc7DCxg63Vy6+pG5xTF+/7e/IrC4gqt6JygYqsJm91ly0h/jcu4pcRcdCMxqR92ejK1ZAGn3lRlbOg+P7uDz/SqsTl2gZfjVGuS+EPi4CQwMDLA5YrNvxDWjn39tW81vnwzwqGiQvzzVSELvFIHFI7iHtLEjbhhzvwb+V69O7iZ18uvgQVJrR3lQNspn7o34lgzx71xr+N+vd+KbNUxy4wj/wXlrz9iUC4ekp6dTUVGBMhNbPiRdt9jmJ6kvKyQzMxIb61M8f+TDad9gbPf88FJsVhSqq7FdJTYTLC8GEexjh1tQEdkPFbHlkn3jOPZ+sRSXtzLzccex9E4IrCKweWI7WcOXUYPY3G3mXzo24ZY/xH9wbiCwQs2/cavlv7WpYUecmiOX6/ifL3RwJ7WL/+9hP17P2vgXjrX885ONXC4a5N+crsM1Y5A/92jlTsUwv3DdumJTLgGoXDawrKwM5dKCitw0FtvcCFlRYdy7d4/cJjWjvbWEPXhAZFQKrUNqarOLGJwZoTijgv7eVsoq2pZmbGeuBPDocSz9MzDQXE1d6xBMdRN27x7PY4uRE01Wxb08+MgJbKLYqvnndrV8F97PuZQB9AKalr5M+Ev/bk6n9PO5VwP/3q+Dv3Wr5b93aeK72838M/t6Dkb2cTqxh//tZB1fPGznX9nV8Ff+XZyJ6UM/vJP/06GBHYFt/Hc2qw9xN/I52Uae++pnbC0tLSsyUw5Hi4qKNBebxgG3SF1aHCWt8gWBxujkCR8tgU0RW0jFKL+73f5JbDaxfSvfiiqHnmq1ekVmClyNZ2wfbahJx4TAhyOwKWL7cM3fGjVt9HSP17882Bq9klYIge1LYBPFNk5qYABJNQPACJlPYule1wpDUxSGPadZWXtym/yJ2LbJQEkzPxkCmyi2fnx2HOCI2y3Uyhpqh2woHVZTnFnF9MIMDbmF9M+MUhSbyNOoSMqKs3n4PInB8T4C9I25/jyGsOgkXiy3NkJy8CMi8+pZXFSTGxFLUmEjc1tkmERsW2QgpBlC4CWBTRXbdT1z/O55EpJTiOchG0rU5VjtvsDAzCC39M3JGqzH5J924ePjxGHjc7gft+RZYTk3D+/A5m4svo6W3IivoTb6HGa2ZzE/Zk2NupS9v9xDUnkn81tkGEVsW2QgpBlC4CWBzRXbEUtyh4YJ8LbD/FvLt4rNea8r+SXR2Ns+ItXPjdvROQQYmJLWD+VRN7l0K55QawOMnD25/SCYjuEyrPZcZHALnZglYpPXkxDYWgQ+gNigJSWQb/9wgFL1CG7HvufMxXN896vvl2ZsbxOb/+EfMDp7BRMDQ2JqemmM9+CAkQt3H6UyMi9i21ohJK0RAluPwCaKbZ6hzh4mlePFuUna2zqZmofBriYqampoaWxnYn6Gvo4+JqfG6O0dZmKoH/XYJOpO5YfetdQ3d71YdHJ+goaqKuoauphdnKKnY2BLLTQpM7atF9jSok+bwCaK7dMBK2L7dMZaero9CIjYtDBOIjYtQJQihIAWCWyq2KY6K3G0MsFApcI3Ulkf7OP8E7F9nOMqvdq+BDZPbIsTxF4+x9Py/qV1xWCSJJ+rlAxDR2kiwc/yyH1wg1PnLxOXGcNFC2tuxlTSWPIUK/2j3E6spTEvEm/XM6gO7+VGfANzcyOEe51C5XIR/8vnqewc48GdO7Qrqyvq8E/EpkP4UrUQeAuBzRPbRAtuTn78eI2qUR6ojEjqg9qUe7hfjiLC+Ri+iS301j1H3+AycwtqLu7/Nd8fOsJOlQtpYZdROTyCwUxUBzypqEhCZeW91I3EIA/uRWdw8YIPIzOrF5R7Sz83dZeIbVPxSuFCQGMCmyc2RnniZENwqTJjm0BZ0if0xBEi26Ak3Av7JbFZE1Y6QG/di/PY5hd78NA/RmrTMFPTs5QtnceWDtTgsMeNgoIILGxvL3WytyKZc07GeAaX886r9WmM46c9YaNi6+7uZnR0VDZhIDGgpRhQfKP1hSaX9TDaWc05e2NUKmsiiloYLgjku/0qDE9YcSMok3S/yyTXDTPYmsm1K7EsLM5THHmFI/tV3AgtojoznAdPlc/mWvC1v03XSC8P3WxQuVylva4Qg90HyOzR/Q+rNiq2mZkZpqenZRMGEgNajIFlDy3fvm1la7PwVn6m/Ftehke5VWYar/+t64Ilrz9J48eThLlboH/mAdMaP1f7T9io2LTfIilRCAiB1wlsA7G93mTdPhax6Za/1C4E1kNAe2JbnKejupK+Ce3+XH2orYlu9RTzM8O0NvZv+8/Y1jMokkcICIGNEdCa2OYn+rl1cjfeiW0vT/mYY7Cnh6GxKRYXZpbuqydmWJifZqCnh8HhcRYWF5kcGV36KdXc9CQTkzNMj40yPDxEb98A03MzPDtjybXnJYyPdVOc08jU1ASjw2p6enoYn1G+SlhkcniIvqEhRtVjm/7zK23M2Bbmpujv6aGnp5/JGW28ESwy9ZLjUjgsLjA82MPo1EY+k1xkenyM6bn1fF0zx9jwOLOz04yPv+0DgwUmRsaY0+0X2u98pUyPTzA7v8D0+BD96jFmJieZntXGuLyocmZijKnZ9XB8kX+5HRvBtTA/w9jYuhZFfCeX7ZygNbENtWZz53EUN8570TMJPaX+fPOtIQGJldSle7NjhzFBWU2URJ/D0OAkR40dKenpeMvqHnrstXTGeP8OPJ6nYf+7/8ROiwuU1SRhc8yP9KDz/LDLGKdjf0Llmc7wUD2u5gacdrPgh69O0rTJi1ZuWGwTfQR6X8DOyQknJ2/yW5TFOTf69+PpNUpJU8O1HPvijzwv6dlAwTNEOFsTVrae9tVgv8eN3JxwnFzD31JnN5cPn6R4S16wfoH69BxaR/q5f3wfJ24n0FxYSF2Htho7T9wFB4KyO97C5W27xrhrvhergETmX7tW5ttyv2tfT61y9kHQpr/Rv6t+Xe/XktimiTi7n5OejzBR6RNd2UiQsRHRHcqMQU2AoRkpPco7YB++BpbkDyySeuMMd+Jy3yI2M0Iq1bQWhOBwOpwkn1M8SG1mrC/jpdi88biTBfNlWO4+T17aY1wvPGdxrganvae2vNgaMsPxe5y+an25kbZITHfrYeJ2j97+PIw/349Kby97rPxRPJ0QYMfhQ4bcS6wg5ZoTBpZnSCwuxttaxWHVCXLrW1fOG4Rx4q+c4Of/9y+JrhymPtsf/R2HUVm4UzvUx0OzY+if9iM69Bqq3YfYcdiEszb72Hn8JhOLI9ywV6GnMuFZagqqv/k535ifp+XlulGT/UUc37cfU58wxnsycTRQsf/EJYZmVoutNTkYA9UJIopaX8Z3Nxe/34WelTXf7TIkv32Q0ue+qFR7cb0aR9SNk4RWjHPPy56k8kruuJizU9+SwtZluTRi++VeVMZH+eM+J4YWFimK9kR/12FUNlfonliemY5yxVQPa7dg+mfKMflsDyqDA+jb32UMSAt0Ru+gCr/oUib68zHfuw+LqyEkeJ7G974fX/xff4nlrXiyH17mQVwtA/Xh7P7jbrwjS1/2owGbz/eiMlLxh/3OjNDBZeNz1I/PEu9xmojyGq4dPoK+0T6MrJwx0NtPQGItcRcsOWx0Av093xGQ1s3EUDkXLY7xrb4DfdPtuH2/DzPPkKWxbi8J4fO/+EtO+Ccy1leEo4E+qr2HeVTST1XibVQHTAnJScDysx0cNDiAg6Mtn/9wjKL2PgqVc0FVezh7I4b7pwz4f/7qN0RVLjPUtWo+bP1aEdv8YBUnnc+TmJhI6HV3Lj1NJsXHnAtP8mnt7yHivBlXnxbSMagmyseS29FFXDvtSGxFM3HuhlyLr+Gh+3Hsl9ZjO05E/RjtJeE4uYSSfsMV78eZ9HakvRTbZa4E5gNVWO86R1lRNKaW7tTkP2HP97ZbXmz5kbd5GFfDeFMGhgePcD+1jGc2O/jtLj32HzSmoCELg11uqEdbOHvgJKVjrRz627/mh507sLwcTkTkdloAAB5WSURBVNxFK/ziG5kb6eKmhwPf/Off4/ks6xWxwfhgFjZHrzM+N4S/mTnpXXPE+bpyP7mAAH19olpmqYj2xdkznCBLA0JKK7lw0IHKwWECrziz44vPsbse/8aMLf/hBS4+zgMWSLtqxu++2snu73eS3f2q2MIoe3oNh+vh9I8uHwp147HvGMltU8RccuROQhUtOeEcUe3i6y/tyEgPwuNuJBcdT5OfE8oXv/gVe775HP+0lpevhjqOf3uC2v5+fPWOkTrQjc+xExT3TfLY1YaI8v6X+fo4ZWRBSmkrUzPFGHzjSO9wOxcPHKdwtINjv/w7vtu1C5MLweTcPYdnWCEwS9QZG0KKyrmmXKBaDVkB7tyKyCPEyognda8eAtRi/o0V9f39XDtoSLq6FfcDDtSMzRLpakNIcQU+B41Iby3E9AdH0hMecfpSFHEXrPCJrGagNoLjVg/JC3XnD7/9ih/+8FviWlo4vfs4ZQPLh749XDmsXE8WCgIvcvVpMdN9qRw3vU3Oc1+cvWKBWk58Z0ta0gOO2z8i1sOJR+n1NGQ8QV+1k2+/OUVRmczYXj2rQ7mv8ekekwMtFNc0vgiu8R6SS5X7AwR7efEkq47ZqQ4CvbyIKGpjQt3AfS8vgiLzUL5nmO0px8vLi1uPn1Fc2UZDZjrN6lnG+hvJyW1gtL2E+4+CaOxqITO5gs66Ukpre4FBMmMKmJgZJ/t5IG5nzdhn4E3f7Oa+M2z0ULSnJBozez8mgPxHXvg+ziTC4RB3SkaXGj4xlI2NypexuV6u6ikB3saJfcY0qZVZycLSdUUfZXfQkXYTuycVRF6y5HxI+jvENkGQ0zGiGyYJ9XLiSW4pd14u7FkRfZNLN+MJs7Ykoq52aTn3kowH6PnlkxN4FqvL0W+IreCRG24PspbakXHdGs+IqpewXxXbi0PR3CAfPIKUE66Vvx8PRdNvnCEgKBqVow9TAzkc2mlHeXMdF03/gMPdEtorIjC29n35vOWbOpz2nqZtcoxAI2Piu9X4WRuR2TLCTScbkhp+/M3LzGANLsaOVI0UcfCPlrS1V2Glb0PjVCf2B42o7n8RIHkPXHAPyl1DbPmE2hzmYflqsTnuOUPH5BgPjxqR2NuHj4kJJb1TXDc++NaLXLuee0bcBRMuhFbQmObHiQvRFIZ74uyX8LJzLbgfcKRWmVIu/f0otqrnlzkflMlkYwRGjqHkRyqLsSpMa5dOYlcO/R1dQpeOau6HxqByvsZUfyb7dzqRX7wsNjXpwRkMLxf/idxqZcamS1azw534nj2BysCK9KbNn3ZvVGwsLtKaHYxKpcLC1WfpMG9xuApblQqXi+H0TTQSej+V6YVRku8+oXUCSqJvYaqyJCSrnsq4p+Q1qpkYqsTVQIWd+xVSC+vJuf+QmhduZHq8gdAHShkw0lOEs4GKs74RDM9OkHXvEXVj0FmeTnx6FUWhjynt7SEhIJS28XbOGRhg5e5NdFIVPaXPsTvnvXIourgwQOBp+6VD0cWxJi6etOCEjT/9dBN+K4qmpmKeRRRRm/wQ85MuFDQvv5yGSboTQtsE1KdFkVnRRIq/BypXF+76hNA/NkaIrw9FfTMwO0LkjbOoVC4U9yxfP7WXZ7ciGZydJu9hIFXDC/TWp2JvYIjHveQX6wC+lIKPqTGnA9OZnSnG6D/txtDkBA9SqpdSKxPvYaayIDCllsWFfh4422JxNZTyqFAKWztIufuElgloyIwho7STuekmzhmoXjkU7eHprSjUs9PkPnhI9SjUJt/DwMgI19NXKGzrfDlm3YTdjKapvoCI6BIqY8PxPu+EmaU7jWOLLE524X/GjqNHL9LFADG3n9Kz8p3LCMl3Xoz74uIgj07bY2R8ipqRxRdjllEPvGiHwvtpRBE1ic/JqWkh4fp5VGdOc/9KOF393Vw5ZUB0ZRPJD1LY/FeGLi3wZt3bXmxvdmlz92xYbJvbPCn9JYH52TquujxidPnjNyHzSRHQkthGifJ0RV+lwsDWnYqO5XfqZZZzlIQHU9C2Mt9eTth2tyK2bTdk0uBPkICWxNbP9aWLuUBfXTRGxu70TY8Tft0drxv3qO+sw/o3/4j+mQC6RyapSQrjwq3H9IzodgminzLeIrafQk2eIwQ+LAGtiw2GCbA9THr7PHkxDzllaYZ3YDL3zFT4JVTT31GChd5ebI/pcSup5sP2Vgu1idi0AFGKEAKbTEDrYpsZquKMkTN11SmYnL6O1ykz7F5ZtqivPooD35oS9vQZle2vH7Jucm+1ULyITQsQpQghsMkEtCY2rx1/Yr+5DRZmKu7H1bDYm8jXXxxBpb8X68ux5Nx04MipKzQ0V2F9eDcnT3pQpLWzuzeZ0ivFi9hegSF3hcAWJaAlsS0yNT7K0NAQI2PKb0CV3s4zOjTE8OgYU9NzLMxOMTI6xvzCAtMTY6iHRpiZX//v57YKPxHbVhkJaYcQeDcBLYnt3RV8bCkito9tRKU/HyMBEZuGoypi0xCYZBcCOiCgFbF1VSZgufcL/urf/SOuV+/y/G4KgzrozIeoUsT2IShLHUJgYwS0IjalCeqOZGzNA5he6OO+gxc1o/XYfXsYAxMTPM458LWeA23DU7SXPuH4QT3OPcpCgyWqNtZLLT5bxKZFmFKUENgkApsgts4XP6hWl3P0K1sSQy9jdz6UJ3Y2RNY0ce3wZ3yx5yC7jtjS9ervizepg9ouVsSmbaJSnhDQPoFNFZvV7gtkxS1fV1S5/F4dfiZHSWheXs5G+x3a7BJFbJtNWMoXAhsnoDWxjQ+Uce9WIrOLgzzzvkvTeAsBF8OoLk4mJKKA/Ed3yW4epqPoKcaHDfC5l8121JuIbeNBJyUIgc0moDWxbXZDt0r5IratMhLSDiHwbgIitnezeWuKiO2tWGSnENhSBLQktmkqkqK4c+cOEUlFSyvjbqyXE1RnFTG0BRf/ELFtbGTl2ULgQxDQktj6uXrAgFtx2fhY2xJa1MJgWwNFVQ1Mzc7Q39JKTWMrk3PTdNVXU1TbyuLiDO01lZTUdwIzdDc0UVVVQXlDB6MDJdh8eZDwsm4m1V2UFRdR0/ZiXftJdTcVZWU01bUwOqtcIm6AyuJiOtUf5hM7EduHCEupQwhsjIDWxHb9yHEye2d54G7Ho/gUvE6dwOaEFfEVFfju/x4L32iaalMw0D+G39N0+mujcHV0xtTImrrRJox/9SUOFzz57mtD0oojOPCL33ExooiBxnwCbpzHwsCDHhYJ9jbizNkL7PrlZ8R2zpIWaIeTixsuPmGvLBG9MShrPVvEthYdSRMCW4OA1sTm+cPXfK9vjM+ddOrKHvPF3/0eY2NjIooruaVvTtYgFIVe4fID5SpHkHHTli+/2IOpxXFKepo4vc+ZxvEpQq2Vq1S9uLhI2fAiJdG3MTQz4Hd/+yVZg/Wc2utK2+Q4QSYmxHU2Yfub37FbZcw5/6eMb/KFXJR2i9i2RuBKK4TAWgS0JrblFXSVytRt2RgbniAxMYfe8a4VsbUVhnDS9iKJBTXUJ93AwukyySklTPC62Fq4anCUB7mN+HvZE/DwDod+v5usQTWXzPXwf/SEo7//mtjOIe46GeJ9L5ryhj4+xFohIra1wknShMDWIKAlsU3TWFjGy+vqwsI0NTlJPH4cS/vICM2FpQwsfREwRWVqPI+TClmYGSY7NoLQsDRGGac6r4rxuXk6ykvpGpujtSyJ6Jwq+uqLCI+IIC0hZ6mM1pIkfL3c+frLI9SOLzDSVc2zxyFkl3WsugjxZuEVsW0WWSlXCGiPgJbEpr0Gva+k/Ag/HB1dCEysUK5k98H/RGwfHLlUKAQ0JrDtxKZxD7X8BBGbloFKcUJgEwhoSWzDPHY6wQF9FZZuV2kffv+n+BVRgcTktTE300Z8aBHvf8Ym9P4nFCli+wnQ5ClC4AMT0JLYfrz8ntL+4a5ygrw9uZ9UxnM/V8xPWJPVPAGMEnP1PKaenpz8zd/zx4PWlLXWE/Eonan5MRL8LmFqeoqy/mnUneVE3fbH1NSUwPSGD4zl3dWJ2N7NRlKEwFYhoDWxef7wFd8cVOFwyZ/i7MfsP+LF3PwC7aVJXDp/EvOTwVSnPcTE/T7Ts7Ok+Lri97yCybECrA9fpiIzBCefIKZb4zhmfZ+KwmC+2HmG6a4sDPefo32LTOlEbFsldKUdQuDdBLQmtldP9+goe4qjcyh0FXDi3E3iIi6jZ3iD7LCrXLidttSajJtu3I6uYXr8hdjyYu5y7kY8TBVjdcSLwrxwnFzCgBbO7XekbotcRF7E9u5gkhQhsFUIaElsA9w6ZkO++kW3OisicHV7CmOVGO0+gL6lAcfM/OnuzMdB7zCq8w+oiLzGwWMnKGzIwuGoL3191Zw20kO1aw8+iQ20lj3n9NlnQCseR1ypF7FtlZiRdgiBLU9AS2Lb8v3UWgNlxqY1lFKQENg0AiI2DdGK2DQEJtmFgA4IaE1s89NjKIX1DY4w/8qJs3MzU0xMvu+T/3lG1aPMLS4yNTLG7MIikyP99AyNMj0+zvTcvA7QvL1KEdvbucheIbCVCGhHbLNqws9ZY2Drys2gZEbnfuziYEsNpZVdP+54673l34rOUZOUTdf0IH5Gu3B4mEZLfj7N/VvkAzb5EfxbR092CoGtRkA7Ypvu5+YJG+5mVzK/AHOTPVwwP4TK5SrpkffwvpnKWGcy1ocNOGTtw9BsLWa/2YnBUT2+0HMjJ+4qv/zzv8EpMIkIFwduPPLjd3/xc+zup5Hu587jzFbaSu6z64s9XE+s0SlDmbHpFL9ULgTWRUA7YgPGeqrxd7fF1TeShvJYzG39lxpQm6JcpSqaJA9DfvfNHvbu2k9BTxXHvrKhbagb74MmZA8vz9jeXLYoyecUD1JLeWBhQkTz5Lo6tZmZRGybSVfKFgLaIaA1sb1ozgBnzfTJyIrB8MTlpV0vxBZDivdxLsct/4KgCpvd5+idVhNgYEpa//vEVsZDKz1CqpRfL+j2T8SmW/5SuxBYDwHtiG1mkGAvF1QqFbdS6oEpch5cXjoULclLJS65GsabcLc0w9rxLgN0E+4fy+jcBNkPgpfOUYu7bcfFJ6kUhz2hrK+HpLvhdEwuUpMcQV7dAFOjNbipVHIoup5RlTxC4BMnoB2xfUIQZcb2CQ22dHXbEhCxaTh0IjYNgUl2IaADAloRW39TLlfd3HBzc+P241TGXjnd49U+9dQWUvjeUz9efcbWuy9i23pjIi0SAq8T0IrYZqdGqc4NwkjvIq29w4yPdJISEUF55xgdDSX0jUxRWZPPPftjHLXxpXMd67W93tCt8ljEtlVGQtohBN5NQCtiU4pXdyRjax7A9MI8Sf7HsXc9x0mXWySH3+Sanz9nTt/ktoMRhrbX6Rp53y8R3t1gXaeI2HQ9AlK/EHg/gU0QWyenv/oTpk5nufkkDnV7Bd//+t/ysHRq1eX33t+0rZlDxLY1x0VaJQReJbAJYpvk6SVTrN1ukJTXTHrYZW4HhuB6KoC8CD8sbC/SsnI5q1ebsj3ui9i2xzhJKz9tAloT29zMCK3NL67tOTXcRX5mFtVN/XR31qOemKG5tYXxkX7KSgrpH3/HtwvbYCxEbNtgkKSJnzwBrYntUyEpYvtURlr6uZ0JiNg0HD0Rm4bAJLsQ0AEB7YhtforikCvs1lPhdvUp6z+bY5KcR3H0vNbxsucBBCfodhWP15q08lDEtoJC7giBLUtAO2KbbMPtkDW5g5Moa0wOtuZx98IlVPqHeZDayMLiLHkhVzG0Ok1Jq5r56QZOHzHAPSSJFL8AqkYnCfW0wdDUguRqNbn3PbgRVroloYnYtuSwSKOEwCoC2hEb0FXyDLNjxjxMqKal7Anf7rsA6mJM952hpq+ag7/9B1R7v+fUvURSLprimdqunP32cnUPqM8Kx9riCMb2T0i/J2JbNUryQAgIAY0IaE1ssMjUaBMu5sakp4VicjyA2eESbA3OUt2Zh9FeO+paOxkeVxNuY0hwpbIq7kuxFaZgeD6YwqRbGFjcIe2uiE2jUZTMQkAIrCKgHbGtLFt0GPsbz6krDOXgH/egt+cAPpGlzMyouXnqGPpHbEmq7mKoNQHTnXq4h8QTYu9KfmctVgePYGBtzim3UPLD/HkUJ5+xrRopeSAEhMC6CWhHbK9Vt3LB5Nf2fwwP5TO2j2EUpQ8fO4FNEdvi4jxzW+jKUtocRBGbNmlKWUJgcwhoT2wL83Q0VJKXl0d959AarV1gsK2NkZlXrtG3Ru6tliRi22ojIu0RAm8S0JrYBoujMbI6g5+/PwnFLczPzrKwCIsL88zNLyzdTk9NMzc/zINjx4honGBxcZH52RmmpqaZX1hkcXGB2ZkZpmdmmJudZmpm660CImJ7M4hkjxDYagS0I7a5AfxdL1C7chGpUR6ojEjqgxcXc4mlIugah4ydiMyI5vDPf84+V3/aOupwMzmE2aEDnArKp7ctnl2//IZde37gpKUhv/y9OQNbjJiIbYsNiDRHCLyFgHbENt3OBWsvOlYmWG8RW4Qf9peDaB3sJcjUlNj2WVryQ3F2D4fZWpwOn6W4NhFLoxsk+5/lyuNUAvRNSBt8S6t1uEvEpkP4UrUQWCcB7YiNGdJunOFieC6dXfUUlTUS72aAf3YXMTccsbwcz/SYmmdXz3ArLpsQS1OCy/vorknD1sWbrvJIzBzu0dichN3KeWwZ3FcZk9y3zp58oGwitg8EWqoRAhsgoCWxwcLMBJH3LuHsfJmCtkHoLcPZ2RmP2w/JyqunLi0cN29/mvon6K+M5ZL/EwbGxykMv4ez8yWKO8aYGmkmOa6U1tIcCmvaKIuMoUX3lxJdhVfEtgqHPBACW5KA1sS2JXu3CY0SsW0CVClSCGiZgIhNQ6AiNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSELmLTEJhkFwI6ICBi0xC6iE1DYJJdCOiAgIhNQ+giNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSELmLTEJhkFwI6ICBi0xC6iE1DYJJdCOiAgIhNQ+giNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSELmLTEJhkFwI6ICBi0xC6iE1DYJJdCOiAgIhNQ+giNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSELmLTEJhkFwI6ICBi0xC6iE1DYJJdCOiAgIhNQ+giNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSELmLTEJhkFwI6ICBi0xC6iE1DYJJdCOiAgIhNQ+giNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSELmLTEJhkFwI6ICBi0xC6iE1DYJJdCOiAgIhNQ+giNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSELmLTEJhkFwI6ICBi0xC6iE1DYJJdCOiAgIhNQ+giNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSELmLTEJhkFwI6ICBi0xC6iE1DYJJdCOiAgIhNQ+giNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSELmLTEJhkFwI6ICBi0xC6iE1DYJJdCOiAgIhNQ+giNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSELmLTEJhkFwI6ICBi0xC6iE1DYJJdCOiAgIhNQ+giNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSELmLTEJhkFwI6ICBi0xC6iE1DYJJdCOiAgIhNQ+giNg2BSXYhoAMCIjYNoYvYNAQm2YWADgiI2DSEviy2vr4+BgYGGB4eXtpeBankiYpN0rBkyS4EhIC2CLz6elx+jZqFt/Iz5d/yDuW2u7v7jTo/xRfvsthaWlooKChYklt9ff3S/WVeIrY3QkV2CIEPSkDEpiHuZbEpM7bs7Gzy8vJITk6moaFh5Y1AxKYhVMkuBLRMQMSmIdBlsSmzs/7+fnJyclBmb8uzNeVWxKYhVMkuBLRMQMSmIdBXxaZI7NXP2ZblJmLTEKpkFwJaJiBi0xDo62JbltmrtyI2DaFKdiGgZQIiNg2Bitg0BCbZhYAOCGxIbBHRiVTX1H9SW1V1HZXv2ZQ8waEROhhOqVIICAGFwIbE1tc/SFNzm2xvYdDW3ikRJgSEgI4IbEhsOmqzVCsEhIAQWJOAiG1NPJIoBITAdiQgYtuOoyZtFgJCYE0CIrY18UiiEBAC25GAiG07jpq0WQgIgTUJiNjWxCOJQkAIbEcCIrbtOGrSZiEgBNYkIGJbE48kCgEhsB0JiNi246hJm4WAEFiTgIhtTTySKASEwHYkIGLbjqMmbRYCQmBNAiK2NfFIohAQAtuRgIhtO46atFkICIE1CYjY1sQjiUJACGxHAiK27Thq0mYhIATWJCBiWxOPJAoBIbAdCYjYtuOoSZuFgBBYk4CIbU08kigEhMB2JCBi246jJm0WAkJgTQIitjXxSKIQEALbkYCIbTuOmrRZCAiBNQmI2NbEI4lCQAhsRwIitu04atJmISAE1iQgYlsTjyQKASGwHQmI2LbjqEmbhYAQWJOAiG1NPJIoBITAdiQgYtuOoyZtFgJCYE0CIrY18UiiEBAC25GAiG07jpq0WQgIgTUJiNjWxCOJQkAIbEcCIrbtOGrSZiEgBNYkIGJbE48kCgEhsB0JiNi246hJm4WAEFiTgIhtTTySKASEwHYkIGLbjqMmbRYCQmBNAiK2NfFIohAQAtuRgIhtO46atFkICIE1CYjY1sQjiUJACGxHAiK27Thq0mYhIATWJCBiWxOPJAoBIbAdCYjYtuOoSZuFgBBYk4CIbU08kigEhMB2JCBi246jJm0WAkJgTQIitjXxSKIQEALbkYCIbTuOmrRZCAiBNQmI2NbEI4lCQAhsRwIitu04atJmISAE1iQgYlsTjyQKASGwHQmI2LbjqEmbhYAQWJOAiG1NPJIoBITAdiSwbrF1dXUxPz8vmzCQGJAY2PIxsG6xKRk7OjpkEwYSAxIDWz4Guru7GR4eXrWZhbfyM+Xf6wnyeDUo4SE8JAa2TwyI2F4zvQTv9gleGSsZq3fFgIhNxCazdYmBjy4GRGwS1B9dUL/rXVz2fzozPBGbiE3EpuUYaO9Vk1LTv222gaE3hadWq2lvb98228DAwKo4FrFpOahlVvDmi+RTYxJS3Mt/cbKa/9p2a2//lU01PztZTX3X0CopKOOliCIhIYHCwsItv2VkZFBfX7+qDyI2EduqgPjUJLQZ/VXE9j+51NDa2rqlt6KaljXFlpmZuaXbv8y3vLxcxLYZgSxlyizt1RgQsX1YoYvYZHYms7MPEANaE1tLC1UVpUuHguXV9Uuzp4aaauoammioraS6vmlDMyqtz9hamqksL1lqb0VNw09sWwt1lZU0NK9fjiK2DxDUr75zy/1PcyanLbHlR/iz78ARTMyOcfCoOc8zy3nkbIbXnQhcTlnwKLn0J8rjhTS0Lbbi6HvsPaSPmZkZ18PTf2LbqvDZu5+HhS3rfr6ITcQmM7YPEANaEVtTOV5GZoQVKzOfFlKCPDF3CVgS2xHVCW4Epaz7hb/8WdTrt1oVW2MJl6zsiC1dnqk1En3rNHv2fIOl62PyswI58Pud7Pnuc3aYX6WmpQlv233sPGxBZHoe1+z1+WbHIR7EJonYZEb0ac6Itvq4a0Vstdmc+NaclJeHZIWJgZx0vsYjZz3++u/+iYcJG5utKZLTqthq0rAyPkvx8iFkcwOZ4X7s3PMln/2TCVGJd9m9y5n6mlTM/2RMfHkKR74zpaimmarCcH7/7/+KL//wGXY3gkVsWz3ApX2fpni1IrbWWu5YqbD3T6S5tZ4AZ0Pc76Uuzdicz3pgYH6Rmg1+66pVsbVWc93SEI+nubS2lpHyNJzdZs7UFYfx3RfGPI+/j7HKi8aWXBy+P0ZMSQqHvtWnsLqJqqLn7N9znOoG5fBTDkXlsOoDHFaJnDWXs3bE1kpTbTmeDkfZs2cPrv4RtLS0kBR4i/DkYhIfXeRySAbNG5CbdsXWSmNVEedtDdizx5yn2Tk8crdnzwlLLjlfJzMvAT/fcJpbynhw8QZ5dc0k3L/EYcMTRGcVE+zlyL49xgSnZPPMy4fESvmMTQQngttSMaAtsb3+mZi2H2tbbNpu33rLky8PRABbSgAf62xQxLb+UzXWK6+18onYRGwitg8QA4rY/oVDDTZPG7b0ZvqkQX558LG+u0q/NP8MSZitzUz5AfyvbzRtm621V/3GG97g4CDp6elkZ2dv+W35p1+vxqX8VvQDvIO/Clzury0F4SN8tBEDIjYR2xvv1toILClDBKXLGBCxidhEbBIDH10MiNgkqD+6oNblTEHq3hoz1SWx/f3VepQ7sgkDiQGJgY8hBhSn/f/KOduFaUuFQAAAAABJRU5ErkJggg==" alt="" /></li>
<li>On the Home tab, in the Cells group, click the Format button</li>
<li>Click Format Cells</li>
<li>On the Number tab, click the Date category</li>
<li>Click a date type from the Type box</li>
<li>Click OK</li>
</ul>
</ul>
<p style="text-align: justify;"></p>
</div>
</div>
</div>
</div>
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<p style="text-align: justify;">- Format cells to display a currency symbol</p>
<ul>
<ul>
<li>Select the cell or cell range</li>
<li>On the Home tab, in the Number group, click the Accounting Number Format arrow</li>
<li>Click the currency required</li>
</ul>
</ul>
<p style="text-align: justify;">- Format cells to display numbers as percentages</p>
<ul>
<ul>
<li>Select the cell or cell range</li>
<li>On the Home tab, in the Number group, click the Percent Style button</li>
</ul>
</ul>
<p style="text-align: justify;"></p>
</div>
</div>
</div>
</div>
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<p>- Apply text <strong>formatting</strong> to cell <strong>contents</strong>: <strong>font size</strong> <img style="float: right; padding: 5px;" src="data:image/png;base64,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" alt="" /></p>
<ul>
<ul>
<li>Select the cell or cell range</li>
<li>On the Home tab, in the Font group, click the Font Size arrow</li>
<li>Click a size from the list or enter a size into the Font Size box</li>
</ul>
</ul>
<p>- Apply text <strong>formatting</strong> to cell <strong>contents</strong>: <strong>font type</strong></p>
<ul>
<ul>
<li>Select the cell or cell range</li>
<li>On the Home tab, in the Font group, click the Font drop-down menu</li>
<li>Click a font from the list or enter a font into the Font box</li>
</ul>
</ul>
<p>- Apply text <strong>formatting</strong> to cell <strong>contents</strong>: <strong>bold, italic, underline, double underline</strong></p>
<ul>
<ul>
<li>Select the text to format</li>
<li>To embolden the text, on the Home tab, in the Font group, click the Bold button</li>
<li>To italicise the text, on the Home tab, in the Font group, click the Italic button</li>
<li>To underline the text, on the Home tab, in the Font group, click the Underline button</li>
<li>To double underline the text, on the Home tab, in the Font group, click the Underline drop-down arrow and click the Double Underline button</li>
</ul>
</ul>
<p></p>
</div>
</div>
</div>
</div>
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<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BC_EN+2021+type@html+block@f44c02e8952d40bb9a18bdc7aa05c688">
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<script type="json/xblock-args" class="xblock-json-init-args">
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<p>- Apply different colours to cell content, cell background</p>
<ul>
<ul>
<li>Select the cell or cell range to colour</li>
<li>On the Home tab, in the Font group, click the Fill Color drop-down arrow</li>
<li>Click a colour</li>
</ul>
</ul>
<p>- Apply an AutoFormat table/table style to a cell range</p>
<ul>
<ul>
<li>Select the cell range to apply the table style to</li>
<li>Click the AutoFormat button on the Quick Access Toolbar</li>
<li>Select the appropriate style to implement</li>
<li>Click OK</li>
</ul>
</ul>
<p>- Copy the formatting from a cell, cell range to another cell, cell range</p>
<ul>
<ul>
<li>Select the cell or cell range to copy from</li>
<li>On the Home tab, in the Clipboard group, click the Format Painter button</li>
<li>Click the cell or cell range to apply the format to</li>
</ul>
</ul>
</div>
</div>
</div>
</div>
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<div class="vert-mod">
<div class="vert vert-0" data-id="block-v1:ICON_WOMEN+ICW_BC_EN+2021+type@html+block@5d94d8a547f44ba9b53d7a37e2bacf4d">
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<script type="json/xblock-args" class="xblock-json-init-args">
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<p style="text-align: justify;">- <strong>Apply text wrapping</strong> to contents within a cell, cell range</p>
<ul>
<ul>
<li>Select the cell or cell range</li>
<li>On the Home tab, in the Alignment group, click the Wrap Text button</li>
</ul>
</ul>
<p style="text-align: justify;">- <strong>Remove text wrapping</strong> from contents within a cell, cell range</p>
<ul>
<ul>
<li>Select the cell or cell range</li>
<li>On the Home tab, in the Alignment group, click the Wrap Text button to remove the text wrapping</li>
</ul>
</ul>
<p style="text-align: justify;">- <strong>Align cell contents</strong>: horizontally, vertically</p>
<ul>
<ul>
<li>Select the cell or cell range <img style="float: right; padding: 5px;" 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" alt="" /></li>
<li>On the Home tab, in the Alignment group, click the Alignment group arrow</li>
<li>On the Alignment tab, click the alignment options required in the Horizontal: and Vertical: boxes</li>
<li>Click OK</li>
</ul>
</ul>
<p style="text-align: justify;"></p>
<p style="text-align: justify;">- <strong>Adjust orientation</strong> of cell contents</p>
<ul>
<ul>
<li>Select the cell range</li>
<li>On the Home tab, in the Alignment group, click the Orientation button</li>
<li>Click the cell content orientation required</li>
</ul>
</ul>
<p style="text-align: justify;"></p>
</div>
</div>
</div>
</div>
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<p>- <strong>Merge and centre </strong>cell contents in a merged cell</p>
<ul>
<ul>
<li>Select the cell range</li>
<li>On the Home tab, in the Alignment group, click the Merge & Center arrow</li>
<li>Click the merge option required</li>
</ul>
</ul>
<p>- <strong>Unmerge cells</strong></p>
<ul>
<ul>
<li>Select the merged cells</li>
<li>On the Home tab, in the Alignment group, click the Merge & Center arrow</li>
<li>Click the Unmerge Cells option</li>
</ul>
</ul>
<p>- <strong>Apply border effects</strong> to a cell, cell range: lines, colours</p>
<ul>
<ul>
<li>Select the cell range</li>
<li>On the Home tab, in the Font group, click the Border arrow</li>
<li>Modify the line colour by hovering the cursor over Line Color and selecting the appropriate option</li>
<li>Modify the line style by hovering the cursor over Line Style and selecting the appropriate option</li>
</ul>
</ul>
<p>- <strong>Remove border effects</strong> to a cell, cell range: lines, colours</p>
<ul>
<ul>
<li>Select the cell range</li>
<li>On the Home tab, in the Font group, click the Border arrow</li>
<li>Click the No Border option to remove borders</li>
</ul>
</ul>
<p></p>
</div>
</div>
</div>
</div>