Looking for formula
Comments
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Andrew, hi & thank you for you help. I tried entering the formula and shifted the summary portion over to another column but it's still giving me "#unparseable" error. IS it because it's in a text/number column?
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To be able to use column references, your entire table will have to be moved out of the columns that you are referencing in your formulas. Since one of your factors for your table is the Age, you will need to move the table one more over to the left. Then you can use the following formulas:
Current: =SUMIFS([Outstanding $$$]:[Outstanding $$$], Status:Status, "Outstanding", Age:Age, =0)
1-30: =SUMIFS([Outstanding $$$]:[Outstanding $$$], Status:Status, "Outstanding", Age:Age, >0, Age:Age, <31)
31-60: =SUMIFS([Outstanding $$$]:[Outstanding $$$], Status:Status, "Outstanding", Age:Age, >30, Age:Age, <61)
61-90: =SUMIFS([Outstanding $$$]:[Outstanding $$$], Status:Status, "Outstanding", Age:Age, >60, Age:Age, <91)
>90: =SUMIFS([Outstanding $$$]:[Outstanding $$$], Status:Status, "Outstanding", Age:Age, >90)
Total Outstanding: =SUM([Total Paid]4:[Total Paid]8)
Below you will see how everything works together. Being able to use column references in your formulas allows you to add as many rows as Smartsheet can handle (5,000), and it will automatically update your totals.
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Thanks Paul, truly appreciate your help and all the detailed information:)
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No worries. I'm glad I could help.
Two useful resources when working with formulas would be the Smartsheet help page at https://help.smartsheet.com/functions (Thanks Mike), and if you go to your Home tab, Create New, Browse Templates, See More Templates, you should be able to find one titled "Smartsheet Formula Examples" which is an actual sheet with interactive examples of each Formula.
The nice thing about the sheet is that it has a hyperlink built into it directly to the web page listed above.
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Thanks Paul, I will check out the formula template.
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Paul, am I able to arrange the date from ascending to descending order on the invoice date column? I looked through the formula page and didn't see anything regarding my question.
Thanks,
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dlJHK/faSsw7wTGV18UsfzT+pocUndhmmIvCwuqdsQtp9d771P+3nuOH/+/OTcuXOjlMNGyT3Gsx33CMtL5CssK5H9sIxE7rePlHWYdyKji0/qeP5JHS0uqdswDZGXxSV1G8JsyH+uhRBCCCGEEEIIIYQQQgghhDCSJNdCCCGEEEIIIYQQQgghhBBCGEmSayGEEEIIIYQQQgghhBBCCCGMJMm1EEIIIYQQQgghhBBCCCGEEEaS5FoIIYQQQgghbCE/8UvHJ3/7T//eboVF5De++JXJF//0qXYrhLBMPHrinye/8Ft/0W6FEEIIYVnZ9d77tJ/njvPnz0/OnTs3WVlZafdsPbnHeLbjHtsFxvDvH//7yZ4rL5/8x9/d3+5dRd+Jx4/eNfnln/vJdmsNjOkXvvGtyde/dLjZ/uwXHm3Wgv0//elPNJ9xvr/y5CvN5xp/dP8vTg7f9bPt1trx5b3/9ZvfuXAfXR+n/o//6rlmX43f+/WbJg/9zm3t1vwyb/JFUOzMG2+1W2t4eXbV642f+eTkH/78N9utNVkRZX2LD//MH7SfLr4GEKS7+8iJdmsy+fzt10/+8qHPt1thp7JIunXWuL7rakdjcD3vurqG2m/a29YSud8+UtbbR9lP1+xMp2bX9eF2QnntaezB0tat2RxDSDeWdua0ZQA7TUa9HmCo7mRTjum3SpvRr12WbYnXo8uW+MG//GH7aRySqZp8TFsG0UPjKH2Lmu1Rtt+uNlbqhNTR1jDWr3Nfchod622ry/b0Z9gJOraUWWfM8y87Xn7T6vGNMC+6YO/evZPTp0+3W+u5/fbbJydPnmy3Lubo0aOTBx98sDn/2muvbfdunhMnTkwOHTo0eN077rhj8uSTT7Zbk8nhw4cnjzzySLt16YieD2E2ZOZaWDowRmWc3PiZa5q1wKEpDT+c2HLkMdsKKEDpvAL7cGzhhW+83qy7OHjDJ9tPq84wThXGtCfWcJB0H4xQOUcvvvLtZt3F/uv3tJ/CWKiDWmINvDy76vXA9Ve3n1YdK3fAABnDSBbcrwxScA7yKDi+DKggJ8hFCMsA7cSDRGe/+/320/S8dGpVb7ou7ULtd/++tXYdQggltX4aW6Ls30WXXVejZidwbWxaMdYe5L6lrYue82v1oWe5oBvNLuoqA2yhRaBWD0A9lr4CsI/jZVO6vV+jZjO6j/HSK2faT3Vkf3JfP090yWINnkV9rtu1fWUQNkdt0B7bpT9Qtt9aG6M9l8n21NHm6fLr3B9TG1G7hzE6VvrCKesfOMafYSfoWNndNXj+sf3PsqLyI0m7bJBEYz5IuZC4IvlW47XXXmsSa5cKnuvVV19d97yPPvpok3ALISwmSa6FpQHDtDRGPViKsyKHhhljjAqSAfNnj7/QrIW2Gan7wLE1B4dzfDSRrsdoLH3HwshBQYLOAypyhJS447l4bneQPCnIKDi/NosoE3RhHM+/vCojlF9ZtipPHCecAQJi5TE+MlyOVSlTf/KlrzdrkAzxHceo7t3BliPNdxzDKEkoHecQFpVS1ocCyX0wCph2NDRS1oOlQ0HREMJyo36d/hn7gf4aGwE88Dpk19Uo7QTZkdi00lNj7EFsF7czOUb2BNfi+z547jJA73amykDPie0DHmTeyajsKE/Kjd/JZ3BfQcF1TzQOJVCREZWT6q+UH+xLfadFdiXHyv48cvxrzbqUF0D++iDIzbN7nXkC1eVWzxA2D+1Ydr/aZp8/UGtj0gXIi/xd6p7jJEth48ivoyzVpmr+2K/d/3izLuvI9XUN6Qv5n7o29S/drCQUz8Axeo5517EakKoy0SIZ9/hMuBiVnw90WHYefvjhZvbYc8+ttT1x221rs+m3G56H53rsscfaPas88cQTTUKw9rwhhJ1PkmthKcAQdcdEeLBUAQEFIEAGzLe/82azBoxiDMDSGNQ2yNE9+926oSujm3v5q3QwnHlO9uOA4xyVoxOhbwaFjG6eIa8w2xgaHdZXzkrA9QXENLMGB6iUKSF5gt+++8Zm7cET8ECI5MVlt89RC2ERQMalwxXIdL0MjNolIOhBbFAgm4XrKOjJ4m1LAzC0cJxmCdCGFRTl+n6cj7b177xd6tlYhgKbIYSdDf3zmTe+P1m54iOTo/d/rtmnwQAbsevQRaWdgD5SsLxrNlPNHuQ82ReyJ1au/Eiz7kN6s0T2rlCA91d//qeatSfeFgnqCxtvz/tlp7JVHaH7azOEhhKoX31qLbEidE7XYBLkSff1wSIa1KfX0PUl9ZzarBzwekS2QX0xlHIQpsfbsdqmJzVpg25XSBd43Zxt68YT6Kr7IfkL46Esv/Vf/93oYF4HKfmnfpSAg2MPrCbHanVU4rardIr7etyP66t9qm/xvmBeQXZVJqUfTD/pqK9h8c+Sffo17WPpmrHntn/XcWOOKW1+Fm+HwHZ5jNenKK/l/oMor8U5Xn6uE5ada65Z1Wlnzqy3gXgdJJB8G4JE165du5pXPQpmvbGvnGXGdtfMs/vuu685h/VNN93UzFRj7ezZk7oLYZHZluTaqVOnJmfPnm23VmH7xRdfvLCEMEswRDF8cTTltHqwFENGRsuvtAGBLnzWGpRBCgwgGb61YAlGku5VJr/cGQI501xfo96gawYFRqLuLYM+TI9GhxEAc+PWUQKOgL+OKY1kOQyqb1Ad33nbalDib/7x35o1MGJR13LD3ZN0AicrhGVBo/AJ5klHe7sCBY7KQQ0+m4QAhxLjoP/IoO2WAzAIjirYqWtznI9OBnSu2j79gNqp+gq+07Mywnij/xMXQphvpCfQHegFbDV0jic5prXrwPv7T171sfbTxTrQmcYelK7CTu5Kwkhvokd5dum5MlCq/bJbagHGnYzseuxD+gJtUyYsoCQJ9at90JdABdWnB5uVyKqBv6H+SDNcuvB66OqDFMCln+W5lTwrE2ckFEHPhr0qWQsbB/vB5QjkI8hnlT5hUcKGti7QI77tCdCweaSnsRfx2aTzNWuYOvnrts769GkN2Zt9debyoPrfCbjdXSaMfSYm6Fh+owYp8B2/F/+41DXoLPY72N3lIBaO8+QZA+rGHFPa/EDdy0+nvfkMZcF5rneH/AeoXYtzNCgbdlK9z5rXX1+N13jSimQZr4MsZ411QQLsuuuumzzzzDPtnvf78Jdeatb+f2nA9j333NNurUFCjVc+Pvvss73/qfb8888366uuuqpZhxAWi5kn10isvf322+3WKvyBIiMMDhw40Cwf/ehHm+NCmBUYvGVgQwYx+GhBN1p07NWf+GizlgPpo0pLZAhiFJYObJ8jzHc+aw1krENtBkWJjEQfqRimQ8GFktJIrv3fWmkkU/9ykpQ0A/YpGdv1v20Y1zwLeJJO+/z1QyEsMjibapPoNg8uexJ65YrVoK63Kdos57o+Lv+3gGPkrCtwXL5mh6CojuNaHMPir/pR2/zdL3y2WbMPJ13X5tjo5RAWl3LAFPagB7phWrsOXOcp8Oj2SI0x9iDXULASu0R2cg30J8/N2u2kchT9l4/f3ayxmbi2bF7p1J0Ov9+TTZRz+X9ISpLgT3gf1ZdABeQA1EcNJa38VaHq30q4hupBfVcXyAnfr83EW+1LywQq33Mtno1rKxg8lOAL00H71KAf2RUl1K/auvxHyU+pV7r8jTAeytNjANRPOdtJbdbbzTpbtTJTeJ1OtSS8J6XoB1SHHsPwc+cVySSgL9AbLIqZgAaB6Fh+E2WNTqJvcv+a/oT93q+oT5StDhrgIFuda1IX9MtqW3zv19IxoGPkG7AIJTqVTKX96Rj1EUqY6pmkg1lK/4FFbZnz/VqqX+97lh39pxr/x+YzxEh+MWOtnDXWx7333tskxwSJNq4LeoWjZrbt37+/WQtPrPXd05/32muvbfeGEBaJmSXXSKB1zUjbvXt3k1QTH/7why9KwIUwK2RwufG6lnBbb7ToWI3SLGetORhFGIpCAQZHQQaMq9IR1ndutDu1pKAjoxJqzxfG4SPm3LAFGcnuyMjAV73JSAZ3jB2XPV0HdD+hc11WcESQM8kmeOAthEWjDBKz0D7BX6+jIK/aFO1QelWvz4EyYOijhdXWuAfbgqCojuP6Cgz4CFPNLuEaej49C455RpuGsPi4PQDorzLBJobsOoE+kh3C9dA90m1QvlZrrD3os3ynCbx7wLfUax4sFehDfsOiQKBXgVHAVisTbGJsAhX0RgOuV/Yv8kMEwV/ZgXo9YA3vI+mPZJ8O4XZumUAlyK3vnKHkYRiPz5hx28TxWS7IV5kU3WkJmJ2CkueCclWCzZNo3m58EG/NZ3Od6u3Ik1JwoU12JODmlb7+BdmlPKUfdSxyr/4L+ZW+ky8A3jeqP3ObXv0Ta/nYfFZCDGTPe99VvrpT/S5tTtcpB9NIb9N2NYhGr+od4z94vMAHurh+Lwc6LAvMGOOVi74w2+zw4cOTkydPtketJrrgyJEjzXosBw8ebNZKpD311FNNko57aLaZEm6eGFNibUwyj2uBP28IYbGY6cw1lMi+ffvarW5+8IMfTC677LJ2K4TZ4UZvzQl059WP5TVkcmRryS+MPjfKSLiUTjTHyHAqRyDqOwzBLudbRqUb1M5Qci6MAwfWDWIojVnqSMa16qsMPiAvqhONnNOoXiULHK83BeYdH53nLFrQKgTHA5a0JzmlCjDo1WPgQV50qgem9B37LwQn3m+zvt31SmAcd9qYjhuD63jadi0wFkJYTAjy0e7Vr+vVtCVDdp1DsK1mG0Bpz461BwkO+oj+riRgiQK+5YA0zSxgv2wknplre8JvESD4yu9U+WHD05+UjE2gAoFk+qsapYz4qzy97yuRTSskG0N0JVA1AwNUx3pmzaQLmwO7R/4iZVsG8YG2Kl+CNuY+i9BsftgJCZidhNq62lZNf3oSzQfxDvls/r0nmhyf/eYzFecRt7Ppk6Q3tLjsdtnk/mrkLh0JY2x6KP+zuYvS9/Ykmyj7Ztoux7j/omfqQzLS9/v6vltkSGrxH2bl4q9gJDFGoovEWBfMPiuTdOxTYoxEGjPMTp8+3cxQu+222yZPP/108x3XvfXWW5vPgqQf8W5mpHFeDf1/G/DMIYTFZWbJNWansfSh2W1vvvnm5H//7//d7g1hdkwzgrR8r3nXrDWSKJ5Yw1CsXVuOEtcrA61DgZChpKAbeX2jlEM/GOUK3nuZazScXg/KCEWO8WCRj3Kj/iU/HvhwZ0iOmShHnpdwTXdGhEY6h7Bo0EakN7uQMyrk4KJTda4HpvpmXJTo/DK57q+H8UXXQ3d4Ar18xhDCYkGbxybQ7AUCovTpfYGwIbuuBkFI6RtsCyiDtdPag0N6sIYCvq4b0ddKuvhIe9lN5X9h7kRkH/JbCWgzII/y88BqyTQJVKC/Uh27T+B+Q1dZ9yF5GUtXAlUzMPzZlMQZG7AO3ZCglu1BGdcSa/gesjGon1pircT/ByxsDOqG9o+OxZZUux9KeHh7/dWehE8JfcSYRJHkZV79Qbe7y4GoJdPY6OBl68nksdSSfSzSt+57ez2Xg2TVN/urcakX7+dhyH+oUf7vYqjz+OOr/0tHskuJM5Je2scss7vuuuuiBB37gFlwJNL4vzWOZ4baLbfc0iTQSNyRcLvzzjubYwWvgnz11Vebz5o153Ae12JJYi2ExWfm/7nWh14PicLhP9dItoUwS7pGkNb+nFvGKjMQ2MZ4K5NfGHU+rR8DqQs5pKXxyzW4F0Zbl9E0lBT0932HjeNlqzJ3WZBTpGCRB81laJd14MEG/5803UuOrgIZOG1yprgW8qGAjoJmPhouydSwqPj/yZSOqHRxGcyTblebLXV2V8AQ5MCC/7eDggEKpNReJ6Pjyz4B6DtKBzuEsDgoMEbfTeCbNQkzDZySzeBMM9hLA3rU92MLdCVX+uxBnk06S3gybkySDx0nG6UrUKrBRrKdYSOBz3lD/Qb1SoKRhJnbbGU9ut4fKlvqlnpRgpZy7hp4p/4N2SmDstxTdaz7cy3Vw9gkXy2B6niytE/Ow3iQAdUTdV6z75E3lTfy6K+PE2VCu09fhPGoLTATGVsSe5O2pfbIAEqfrabZVrJlaa9dbzGoDb48cvxrzZp6pp27fpGO3Qn+oOxuGEqYddnoXq6Sf/i1+1cTKsDvr/nxlKd0ogbFqo0oNgPqZ1nTZko9SqLbk2e161K/tTfNjPEfhOQJeA5tj5n9vMwwi61MnPG6RiAx5rPcaiiRxusfmbEG+n+1hx566ELCzbnqqqua9RNPPNGcq/9lAxJrN998c3OeEnAhhMXmkibXBEm2D37wg5Pvf39t5kcIs6DLudSIML7H0FFwFOMOQ6lr1pobeCBDicUNXgyzrmBEl/PsdCUFYSNOc+hG9UC91GQB5JxKXliERplKpqh3HaN6cuNcCTuMZ45Rko7nwElgkVHOdxwjQ9v/8yOERWIoGCQ9Kr0qPIBLuyl1dhkwpH3JiVcb9LYKCgboVY+1dq8Al2Yxc2+SgGq7nlgPISwebjsAukB99bEH1vp80WXXKQGmJAv4oAG+czvBg5VD9qAn3KTDSpsD9B16uKRrZoHrUtkqsp9qungnor6IeqDv4Xeq/NyuE10JVE+AKZCu+pLNqL6EMi3LTgHhmk9AnajfofzLa8mO1Swc91UEz9Tls5T/C8cianIexkGZS1+AfBAtkhN/xazbIixqr11+Be1/KLkRulE7pG1QtixqWypb14Nqf9LJ/t+/ZZ15u+WafKc26O1KOlw6VjJT0z/zguzu2oCPkq6kPuWq8yXXXkb++3Wc2pDqyPsh6XLpW78W/5mPniz1KIvakvrL8l4srm/V3sb4Dz6rUcfofpAYz2zRDDZeLUmiDUimkRwjcXbvvfc2+2pwLq+uPHToULtnksRaCEvIXCTXQtgOPEhQjiDF+CkTFRhOGDwK8ipw4sioreFGkDvY7tjgYHMNjDN3vJ2hYIkHOuQ0h42D4V3WNUa7jw6tyQt1SDBd1I4BRrR5PfG5dIrY9mAKr5uQkS+4l8tSCIsCOm8oGOSjWDWqFDwQ6IEM6AoY0ra9feEQy2FWkARoq2Wb5nvaooKlQq9pcoe6FqgOISwG9NllX45eQT+U9l2fXVdLujFoRzpJoIvcToAhe5DncDtF+LVcn9ZmW/W9Xg5dWu7nuce8tm4nQF9Um5VQ2nWiKwlWS7rVbEH5IY73Y12viqO8y3oor9XnV7hvU/a/NRu5S87DePr8SckJbVN1X0PttcuvqL1iMkwHcu72IpRlW9ODnKe21KVjS1+v1q5qfUGX/pkH1tndA8mhLhtd8NtrsRjKyH9/rYzKfqimy8vy5vjyOkB9q7/kXmVbA85zfcvzdfkPgmNq8QcxNPs5bB4SZKAZa6BZbAcPHmzWXWhm3N69eydHjx5tPjNjTq+o9EXfhxAWi13vMWd2xvC/anv27JmsrKw022fPnp2cOXOmeSUk8EeP3/ve9yb79u2bXHbZZc0+OH/+fPOqSJ03C3KP8WzHPcLyEvkKy0pkPywjkfvtI2W9fTAjiBHomwl2MmuNxPy8BkxnwU6SUWYX8so9D6hPi2aMbeYaO43oofkndTQMyTFe2bjTBg2kbsM0RF4Wl9RtCLPhksxcoyF//OMfb5JuLLXEWgghhBBCCCHsFBitvpmkGEkXRu8vU2Jtp8Gshc0kxZjFzEylrplnIYT5hVlPOy2xFkIIIYTZsi3JNWaolZlx3mHLfi1JrIUQQgghhBCWESVdaq8eDIsBrz7jtce87qt85WIIIYQQQghh55H/XAshhBBCCCGESwiz1cr/2AmLBXVb/kdQCCGEEEIIYeeS5FoIIYQQQgghhBBCCCGEEEIII0lyLYQQQgghhBBCCCGEEEIIIYSRJLkWQgghhBBCCCGEEEIIIYQQwkiSXAshhBBCCCGEEEIIIYQQQghhJEmuhRBCCCGEEEIIIYQQQgghhDCSJNdCCCGEEEIIIYQQQgghhBBCGEmSayGEEEIIIYQQQgghhBBCCCGMJMm1EEIIIYQQQgghhBBCCCGEEEaS5FoIIYQQQgghhBBCCCGEEEIII9n1zjvvvNd+njvefffdyVtvvTXZvXt3u2fryT3Gsx33CMtL5CssK5H9sIxE7rePlHWYdyKji0/qeP5JHS0uqdswDZGXxSV1G8Js2HXmzJm5Ta6FEEIIIYQQQgghhBBCCCGEME/seu992s9zx/nz5yfnzp2brKystHu2ntxjPNtxj7C8RL7CshLZD8tI5H77SFmHeScyuvikjuef1NHikroN0xB5WVxStyHMhvznWgghhBBCCCGEEEIIIYQQQggjSXIthBBCCCGEEEIIIYQQQgghhJEkuRZCCCGEEEIIIYQQQgghhBDCSJJcCyGEEEIIIYQQQgghhBBCCGEkSa6FEEIIIYQQwhzw4Z/5g8m/fvM77VZYRH7ht/5i8uiJf263Qgg7EdowbTmEEEIIy02Sa2EpwRgmePETv3S83XMxBDY4pivIgTFd++5v/+nfL5xXonO0dDnWv/HFrzTfcy2n9kxf/NOnLuyrLXwfpgfZGFOeZfmXdVbSdVx5nTFBF8lTAjRhWfB2shm5Vx/AUtPvjtoZejmEEGaB6yR44NjfN+s+pA9L3eS2Iktptwi3c6YJEPu1u/Si27t9tvYy4fXywje+Nfn948N1LJ+iVoZj6k/+hJaxjKm/0m4d6kvD9KgeyjbsviZLVzv0Y1hSR1uD6oU2TFvuskejY9fwPq5cdsLzX2pKG2FZ2Lt372TXrl3V5Y477miPqnP06NHmuNdee63dszWcOHFi6uvqnOeee67dE0JYNJJcC0sHxqgc2hs/c02zLsGJ+ewXHm0+77ny8slPf/oTzWeBU4Mx/Xu/ftO67zCA7z5yovl842c+2awFhiPnODxHaZDj+HzlyVcmn7/9+skv/9xPtnu7n+nFV77drLvYf/2e9lMYC3Vw5o232q31eHlS33/8V+uNJOq/5rzKKBZet7XrIBt9iTrOkTwdvGG9rIWwiNCuvJ2c/e7320/T89KpVb1Z0+8lamf7913drEMIYSvBvisTLeidvoAjNoX0oesm9stWFBznwXl0KfaI2zncbyj4q4C+g71aBn85xu1d7rPswVPKrqwXoKxqNiOwf82nWPNXxtYfZU79OGX91RhTf9yrtFtrvy9sDNWx6sF9D9q45EJQz7U2XpI62jxd/nx0bD+yu2vw/ENls+yo/Mr40jJw++23T957772LlieffLJJvtUg8fXggw+2W5eeQ4cOtZ9CCItKkmthacAwLY3RMliqBIg7jLUE3J89/kKzfuh3bmvWGNSc507sgevXBztkYD9+9K7JD/7lDy8YR3/ypa83a6F7k7iDoWf6hz//zeZ6vogyQRfG8fzLqzJC+ZVlq/LEAVJ9q06Fy4EcJQ+cuWFcuw73BclZCbKsc8YkB0JYBMpA3tDAgj7+8qHPN23tP/7u/nZPHdqnSBI7hDALpNuwAbAP/uj+X2y2sRuxAUvY5zaFdBMBXe3HhkTHyZZ0/flr9z/erLkXx3BfwD52nVeigL5sIz0n9gj3BgVIsU045utfOtxse5B5GZE9R32wUIayBcu+DShPT4S4vzKm/rATVeYcwyI8CVDSV3+SRc6XL8X3HMfxYWvAZyiTYO7LlW1c7dDlyD+X9R82jvx55F1to1b+0bEX88I3Xm/WKhMt6qM8PhMuRuXn8aVl5+GHH56cPn26OhvstttWY3TzwNAMuxDCYpDkWlgKMEQ94SE8WIqz6MEKUSbgMIoxAGUM4sDWHGMfZagZFhjCcpBqxhGGM8+JUU3CZOwzOTK6MV4JIIfp0eiwvnJWoIRyVp3KUVDSFSesHF0KXvd/84//1qz9OrpvzdFAJlyWu2ZfhrBIoHcl90o+f/s7bzZrwahdglJl4JB2yH4WroOe1baChaABGFo47qVXzjTfobuVxOb6fpx0Lvh3HkDRs7H4PUMIQWADoNdWrvzIhaBqOdofveJ2oesm2aLskx3itig6TcFhOPbA6j08cH/2jfqMYNersi3dhv7Wf/33BfsYjt7/uWbNs/E8YRXq4+x335qsXHH5hfJX0NQpkysq6zH1J18CJEeAnQncv8ZQ/cmXkZzhB0n2YotuHtkmJao3cPtBbdzboeyOM207lr0Efp2wOZB3dB5t4/BdP3uhbCn/6NiLQbZVJmX8Y+WKj7SfVlE7YPHPkm1sbu1j6ZqxRz0MHTfmmNLmZ9GzCLbLY7w+RXkt9x9EeS3O8fLzPn3Zueaa1X7
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Dilya: I got an email saying you had asked a question about arranging things, but when I looked I don't see anything new... Was there something else you needed some help with?
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Paul, yes I did post on here but got a very strange response of my post being reviewed not sure why. I would like the date column to be from oldest to newest arranged is it possible?
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Yes. All you need to do is access your column options either by right clicking on one of your column titles or using the drop down arrow immediately below the column title. Select the "Sort Rows" option and a dialog box will pop up with various row sorting options. From what I can tell though, (I haven't played with sorting too much) you only get 3 tiers of sorting (sort by " " then by " " then by " ").
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Hi Paul and Dilya,
Regarding sorting in Smartsheet. Be aware that the sort is not automatic and that you cannot undo it. A tip is to have an automatic number or something else that you can use to get it back to the initial sorting if you need.
More info: https://help.smartsheet.com/articles/504742-sorting-rows
I hope this helps you!
Best,
Andrée Starå - Workflow Consultant @ Get Done
SMARTSHEET EXPERT CONSULTANT & PARTNER
Andrée Starå | Workflow Consultant / CEO @ WORK BOLD
W: www.workbold.com | E:andree@workbold.com | P: +46 (0) - 72 - 510 99 35
Feel free to contact me for help with Smartsheet, integrations, general workflow advice, or anything else.
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Sorting in the APP cannot be undone. If using a computer or laptop where you are actually on the site itself you can undo. I tested this successfully on my own sheet using the CTRL + Z hotkey.
I do know that once you save the sheet even on the site online, you can no longer "undo".
Your idea of a numbering system as a "failsafe" is definitely a good idea if you are worried that may become an issue.
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