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- A tool is available in the revision screen that highlights selected shifts and provides statistics for the shifts
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUkAAACUCAYAAAAeXdvtAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwQAADsEBuJFr7QAAFmpJREFUeF7tne9vFEeax/l/0L3Bb3h3eZV3ebFSkE68OnE5FDhyKHsrZ8PKApQsiuJ1drP5sYeW22OPBMQvi8WLgSBgnexasDjGDr5xjH8ExwYcO8jBGPByZp+r6q7qrqqu6umZ7pnp7vk+0kdM/5h+3E9Xf7qqe2bYQAgEAoFwBiSJQCAQMQFJIhAIRExAkggEIl9x9SrR3r2tg+dXApJEIBD5Ci6qDUxNrYLnV4LNQSAQiByFkOTfX3gh7N01AS8fJIlAIHIfXFIWWTU8HHkzkeTs7CxdvHiRzp492xD4tnkOWyC3/b1pQe5oILf9vWmJ5FZk5eW+cM76vizg2w5yN1KSfCeXl5fFVPbBt81z2AK5GxPIHQ3kbkxEciuy4hJbnniXaG5fQ+Db5jnMvGpkIklu5EaHKwdyNy6QWw/kblxoORRZefMtcsuSIHf+JblKI4fP0KadvdR19b6YF4YrRza546NYuR/Q1FdDNDQ0TGOzP4h5lvh+ika/ZOsNV2huVcwzolj7bcY6LQ1eoa27T9Km1/vov8ccO2mJYu93/ZGb3JCkLZggD/XSxp0nA3Zf0EXpyhGdv0oLk2N0kwtgqEa+HKWxbxbpmdiSjOS57bG+PEuV0eEwz80xmlxIdtImyb0yN0mVSsVjZnGOKjJPZY4Wv/Hna0zO0b3Jm8HfU5lbpBm5bOoePRXbTbvffqzTfH8fbe4ZphUxJ0mkzz1B7+86SV2Xv6ORY2doY9cgzYsl1SKb/a4vipWbnbdH+ujlPWcSse2jUVoS7zRDywFJGvF8ndbGB+hlRZCBKC99J1ZKegDXaWEiPPnr5daM3gNLltsRq0xaw7Y8ozT5/bpYyR1Jcj/QhKdLcq4i8ymMTNKc6z1s2QOx3VT7LWN5mDqZrPjxfHuwmb25CnWznN0jREtM0ht3XiH2MlFkst91RqFyL1ynHcr5Wp0+Or0g3muElgOSVGOVKp/20bZPJ2h68BK9ZBZV6X24cujz79G4VUg1MjpF6m3qZLntsXg7Rtpjs0GvzRVJcquSHPt2SRluL9Ps/yr5JMMTtKAOt5fv0C25LFNJPtVHCJ0DVHkuFlWJ9LnbXJJcYIcqYiJZ1JxbSHJHf9iZcYV/DCDJGoMLkt+D9E+graYod7GC3g17Wq4c+nylR5QGRRQ8kuW2h7UnJzHy2CJJblWSQ8NjdGdplR4/XqWlb8ZoWM2ncLMyS0uPHtPj5Xs0+ZVyKyBLSbIRgnnh29EXvd9si9S5hSTD3NlKcunGEF1bNG/MmMGG+oNTtFJtNSXq3292rqgXIJsk2agtLmrO3QJJrl0+TNveOEYHL/88nD99gFa+fic50/u1bQa58yVJXZCSQJSGIHm4cujz8yfJhQlFQCZfzVS9T5cktybJtGQmye/o9H79+Hrs6qdLCT5Nki43jwZL0jvpT9K2Q0NUeeiSj6jB7j46eL26SHjUu99rU1/QbibFNTFNz5/SyhPFzs+n6OD+ARqJEXbNuVsw3B75QGzrgw/DeR+rOaqz6eMPtG0GufMjSfkU274DW09N0dqzaKNz5dDnF6wnaQzrbZEkt5Tkzdv3aOXhSn2wXqf3N2UkybXBC/4x3n89uFkvxfKiejI7Ik1uP0JJvtTJ/22MJD12naHOY7doKSIg/UKxmUnq2t34Gyz17/c6zff1UdefH4ppNZ7RyJF+OjrTmJ5kUIeqZDDcHvuQjn78X3RtTO8NpiHInQ9Jxgty4+5++qPRg5ThyqHPNyQ5OkmLf2NNZHGSRvn0zQlaYNPrK7M0xu9dsqHp7ArL97dFmhhR3pehJGN7ebfuZHpP8uak+lfXGHMV/2/KQpJrTFD/IY6pRZIbd57J/oSNhJQkk+PIFf9fsaRaJMmtSVLCeozdl9noIBj22nvTL//6urP3mWq/n6/S2toqTfdf8j76xHNt7RmkyhN2SJ5Uf2hWc25zuK3V2a+/XObXKwNJNoAgd+slWb8gebhy6PN1SYbSeECTTII3by+KabYm7+FV5sSU8YAlQ0nSD1O+oCMM03jM/spIkjtfklyn6VNnwuNqlaQ+3xb15VajBZIUbPrpBTo6wuXguOXAYb3Prv7o/cq0+710oS96jnUN0nSCB2Y154Ykk4eziEGkEyQPVw59fv56kqwl0YT1ifstusOu8NUiSe5cSXJhiHaIj/x4uCTJiPtIUF25tZCSlDRPkpLN+y9Q5x77sgB+v/LG98Hth3T7PUUHZQ/eoHskmwuyFi0Ybpf0wU0VQVoe0tjClUOfn797kjxsQ+5h1outNtTmkSR3fiS5SgMfGcc3RpIbO5m4HDcna89tRut6khzemzw9MePuSXJ2n6G3+9Xhee37PXJIbMurs3lhCPF6dF4d+LRdVrXmlpLcdortw8NlWvnzJbbtSzTAXz8cpbeVZZVT2fQkS/jgJhtB8nDl0OfnU5L0RPkcoscwTTgaixlJcudGkpaP/MRKkrH1lP2XZ2rOHYkW9SS1J9nu4fa2I7YHPWn3uzU9yaYOt8v14CY7QfJwHSh9fk4luc6G91qOEkry+Swd7bIc5yqSdH0kqKbc1miyJL17jHqv0CbJf3x7IPbzlWn3G/ckayfI3VxJPqPKsewEycN1oPT5efvGzTN6vDRHE7csn5UcGaPJuSV6WqUMSXLnQZIrV/vdx7sKmz4ajXwkqJbc0WAXaOO3ADg7+rP7ILsqSd4rnF+zHchQkv7w2/bxHD3q3+9ntDQyTNfuPrQ83V6n+RvDNFLlw+81505wTxKSFBEp4twtGpiYoIN7LYWrQ5A8XAdKn5+P726vP12iudsJf2Tjy2EardyhhR/sDThJ7pZL8gnrNTiGeRv3spPUu0cl70tZ1tnZSwfH9TaROLctxgboRWse90mqRpLc/KT3PsqzHCceJsl3ovcd46Lu/X44Q9dG7tOazLM4TF3HpsQEi2ff0ciN+L+j5twJ7klmLcnSPLjhvQrvibUpyjoFycN1oKLzW/krQOu0NHPL+VXAatz8+i776/VIkru1klynyqfRXltAteG2RFmPR7Lc9ojLw7/LXS0S5X4W3yvzg7X1hHKUkWa/teACa/Z3t5sw3C7Jg5un4RNOVZQpBMnDdaBc86vF+or+neU4wSTOza7m+gOa2lE+uulFktwtlWSCIVdSOq+GNzkS5XYE/7aPbft+j1WsFBNpcqeNzHI3UZKbXu/1fw7N+2bTSXrJ+2m0XtqsLnudL0svyXI8uHnOriDq5+Q8Uc5QJYUgebgOlGt+snhGD8SPQGQiye8n6aaQXb2kkWQm1CjJlc/F1w8zYNOvR2v81SdH8O8pixNW2/6BIa236opUuVNGoXI/v09/fCdaZxeb3xmieUfPWssRJ8kGEORumiTHB+jFXb20tecSHb08RfOPknwasHq4DpRrfi2xvnKXZr51f4u6kbmrRZLcmUpS+dGNvO93bDyZodMfnfF6MxtZe9xxaJTmk4yQWRR6v1NEbnKXXpJrq+HN4wzDdaBc87MM5NYDuRsXyM2i9JJsULhyIHfjArn1QO7GhZajjJJsq//uUgnkbkwgdzTaKrciq9L8l7JN/8/LlUBu+3vTgtzRQG77e9MSya3IysvNJGZ7XxbwbQe5GylJBAKByCwcsmp4QJIIBKIQIWT19xde8F83CS8fJIlAIHIfXFJcVq2imiRHZh5Szx+m6a0TtwEAoOn8z94jNLDltaYw+E//Tgu7fxr0Jj2uXhU29CMiSQgSANBOcOfFRUSS8o1LK/8HAAClRvouLiBJAEDbAkkCAEAMiST5HhuPq0CSAIB2QfrO9KDKhvH5VVKBJAEA7YL0nelBFUgSANC2QJIAABADJAkAADFAkgAAEAMkCQAoLDPzS3T+4md04sSJWE6ePKlN91+46L3Xtk0TSBIAUFi47EwB2jDX4dNcrrZtmrgkefbn79JZ8RqSBADkElV8cbhEatumiVWSn71LHR2QJAAg55jSO3funEfS+bZtmkjfdXR0CDF+S//5r/y1mGbChCQBALlEFR6X4KNHjzxUIbrmc2zbNJG+Gxdy7PqMeVDtSaaW5OQVeuWfP6B/kLxxhSbMZe/fir6PMXHisPeet76Q827RW8G2eulPxvoAgPaCD6PlUPr8+fP0+PFj77vUUohSkDz4Mr6OfA/Htk0T6Tu/55i5JIXUpBi/6PUFJ6VYoySj0vTnqdMAgPZB7RVy6ZmiNAWprs+xbdNE+k7rSY4ep22ZSLKKBKsuN0giTQBA+6AKT/YOVVHycAmSY9umifRdR8e/0TYmyW2Hv2UevEZdwT3KaxlI0iVCufyNw+F6yjBalaB8HbD/E31abN9c75UT9/WcAIDSoApPSlIdYvOQQ291XYltmybSd6YHVVLdk/zT+4rIGFqvL5CoEKPRs6zWczSn5fulGP3ch+n3k2I5AKBUqMIzBcl7kOrQ2yZK2zZNGi5JjrN3Z0jRvIdZryS9POoDIgBAKVGFZ3tIY96jNEVp26ZJUyQpCXuV9p5jakkyzJ4rnoIDUF5U4UkhSkGa9yjlfPU9tm2aNFWSSyv36fdvKOJqgCRDlI8LBdsHAJQJVXhSiKogVVGaguTYtmnSUElKiYUPT4yPBKWUpPxIkTltDufx8AaAcmJKr1Zs2zRpqCQ5UmwB6r3CtJJUe4tyu/KzmBL0IgEoLfxHKnhP0SZAFXMdPs1/HMO2TZNEkjT/05taJAkAAI2C/9wZl50qQBumJLlca/2pNNODKhump6dJBZIEALQL0nemB1UgSQBA2wJJAgBADJAkAADEAEkCAEAMkCQAAMQASQIAQAyQJAAAxABJAgBADJAkAADEAEkCAEAMkCQAAMTQdEl+PT1PH370MXV2dlaFr8fXt22nDKAWIahFNqCO2dN0SfIDMzg46P2cerXg6/H1bdspA6hFCGqRDahj9jRdkvwKVkvw9W3bKQOoRQhqkQ2oY/aUWJIL9MmODjrwF9uyfNCMWgx08/8bWNJDA5Z18kDza8F5jT6Ztq9bVBpSx+leerWEtUpKSSXpC5KfCO0sSU8KO3rptpi+ffw1bTpPNL5dDNOBHF8ksqIhdYQkiydJ72R39AaCZd097KRoA0l6DVjWooNePb4glnEpmPvP5+WzsWdSC7HPQdvoHg6X8Trl9AKRJdnUUe91v8rOJU2SRpsLz0G/cxK2QY6tHRaL4knyLz3soCg9AmP69vFe8Tr/Byd9gzb3sco+57hHkL4W5glqTLN28uoO98W1LKSvozkC8esY1EsIMmxjYrlYPzJa4ednwS9OxZekk3aUZDxe41d7VzkifS1MSer4Iwzz4lo+UTakTVW5uGpiNNblbc51TIpCIkma/zNYSyUZXNl83IJoB0kqtxc4MQL0h0/5vSeXRS188YlaJOi95PmiUS+p62gVIj+XbPNErbV6++enf97x18W/EEnfmR5UyZkkQ/wTn2M7EO0hyQBFEOaVO++C5GRaCzEk9OoRI0HvAgNJ6tuoKslQjrKdmUPsoK58WwUfanMKLUkf/8oV7dK3mSQFeoP1a5OkV9VqGlGL8NaMvY2UYShokr6OlvNGFSevqdGeTEn66/fQJ2x+GerbdEmm/kZA0PDFtPXKx8m/JNN/O8LcR10GXg+yIFfy9LWIilAdTnsnstpuzHZUEtLX0XGhVSUZqaPZzoz3BPOLSdMlmcV3S8Nhto9dhPmXZCbfs5WNVCKHj97FQ5mvkMeaZFILc59tPZ5geTlOYJNM6shQz7EDx/WOiHb+8Rp7bVCvZ6R3WWCaLkkAQPnhkizLrQxIEgCQMXy4XZ6euvTd4LE3acuWLbTlV7+h7p+cpUHmQjkPkgQAJEPc/inTAzHpOynG8cu/oS3e6xvBPEgSANC2SN/9+Fc3hAOFHL86Sz/mPUv0JAEA7Yz0XdCT5HJETxIAAHyk74J7kj95U0gS9yQBACDwXbQnGToRkgQAtC3Sd0FPktF9WXdippLM6sOuZQC1CEEtsgF1zB7pO9ODKplKkh+YtF+bKguoRQhqkQ2oY/Y0XZL8ClZL8PVt2ykDqEUIapENqGP2JJKk+QOThZGk+WX8nNGMWmjfV87xd2mb2i5KTJZ11L/rznGdS/IHLULK+GFy04MqBZWk/wMX7SxJv5GH+6/+Kk7eaF67KDfZ1FFKzzh3xLdptB9IET8qoktRnHsl+a3OQkpSv8LZvyPKhXCguw16ksYv34SN1W/oWuPNcc86k1pwxIksCU5o2757tQvnJWlXeSeLOnp1cI06tDpa2pjEq205vr9dPEmajd3W+Pk8fhWzLcsR6Ru0+XNw8T8PV/qepHm8tRM1WhtPBqIeETHkvO24SF/HGPEpy706lkiEcRRfkhH4QRQHru0kaSfsIZW5FsrJq8xXRahfJNT1eR2jJztf3y2LfNKMNhXUpaAXklopniRF444MpwT8pAgaduklqQpQFYCDHF/509fCP7mDWqjIuqjtQR1qe68t72NAklEgySi5fXDj9Qy8xixOfN7YCzRkyrIW/r5WO7H9C0weT/z0tUjSqw7XUXuYZRo2pq9jtTbiL/fqXKK6xVFoSfqEB1XrVWmUtfcUxauBd6GwSaPaCdA60tci2b75Q+7e8ET35icRbDHIok2FbUif76F1POJqXp6aNl2Sqb8RYPYO465mOe9Jpv92hNkQ9UZrNnb/IpLPeqSvBcM73mpbsJzEQY9bbzPR2hTzJM+kjqJukbYiaqfVRNyq0EXp184p2oLRdElm8d3ScJjt42zIOZdkJt+zDU56gXFfUq9VyWvB8GUX7nO0l+M+gRO3qxyTVR05Zi3d7UfUVMHeuywmTZckAAAUCUgSAABigCQBACAGSBIAAGKAJAEAIAZIEgAAYoAkAQAgBkgSAABigCQBACAGSBIAAGKAJAEAIAZIEgAAYoAkAQAghoJJcogObdhH+xQOXVaWj/dRz4Zf0ulxZR4AAKSgOJK8fNghxX3U8zvxc0+QJAAgYwoiSb8HqQlS4snzMH3OX0ckOU+nf6T0PH/UR+OR9yrL5XYY47/7JZNvX9BzteYGAJSeFklSkZ4qORdJ1uFokvQFGfQyGZ//jAnvZ0P+tLdNVahiKC+Wc0nqywEA7UiLJMlQhOYJyezlKVRbHqBKkksw8h4uQrf4VIkmzgkAKDWtkyQjFFG012dfL7pMwxSvGCrrGJL03qMshyQBAAqtl6QnLXHv0CWlOobbVSWnyFHeb0RPEgBg0jpJ1iK0uAc3yna011XE6uWU9ycFkCQAwKRFkqzxwQ3HW88QpewNStmpkpRPtlURKrlMCXrTyrYgSQAAp0WSrBMpRYWoNKUkOeKJdYAqY+PjQUyOvijtEgUAtCfFkiQAADQZSBIAAGKAJAEAIAZIEgAAYoAkAQAgBkgSAABigCQBACAGSBIAAGKAJAEAIAZIEgAAYqhLku/2+m8CAIB2gDvP9KBKRJKXrk9BlACAtoC7jjvP9KBKRJJ5570/2OfXwvn3ttP27Zw9dOSv6nx9Ohlf0m//pYM6Ohj7T9b4+rxlewDEk/oc+OsR2uO1f8Z7Shvk89XppJzb57fnjlfot8dqfH3Dsr2c0ZaSDDj/C9pz5HowXZ8kAWgu2Z0D1+nIm7+g83K6XkmWnPaTpHoV3a40EAYkCYpA2nMgHElt1zoJkKSd9u5JAlBAcA40k2n6fw+w8Cie+KgeAAAAAElFTkSuQmCC)
- In the revision screen, the provider category detail shows the numeric value for workload targets set as '%' or '='
![](data:image/png;base64,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)
- A comparison of the total payroll amount and hours with payrolls for the prior pay period and the corresponding pay period in the prior year is available on the payroll screen
![](data:image/png;base64,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)
- The activity status of user accounts can be set to a range of dates for each location
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)
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