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- The cumulative summary statistics can be segmented by date range
![](data:image/png;base64,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)
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/3y1zHB195UMZx5iEX+uuHpesj7eqB6dfc8kvbD+1+vH4AG+L4kmDY6ziXWo/zvSQNcVxZt4+D5RznJfim45rRZyh8bxMoGz937ffWrMOuMax9iWtOeHJs4rWet8RqpvLL96/HF9Jcfs8759pej9qsj+P1xXFV++KTn8eux+9BmMv0t/i9Hu5hhfiiXm8p9t7XJdb+DJifGR6/Tnsd11XGWj/rvn7/e/EQpBgR5DMrvkjRknZBvm+hY6v3PzNcQzNWo30QW6U92M5n6N68VmsoWBBC6AC9TO+w2Aemf5DUDxb/YAoPtOXBNFMlGysPNf2wNmNV3+pBqdH2BTtHDzO32F/W0Bqv41C3VzEY0Oyr1le392NWP+R7MbrLd1hibKwfev93xtOsQ7c17Oi5zB5mZExqr/zSPpyAsddaY2bUNrcue6h8zYRz0Z9Dn5Xm3iyxbK117Je11+o7ip9bSxX7ucey7mjH+9E+a8LYb/OaEAb7JH2L/20/NOd5h8X5P4xNYrCGfpyERqy0rWruVmz1Prd8P+K1WkPBghBCB+gcBct5PsOiHhIJnQQ1HzzuwW77z5iHmKD7W3vbH8zRRnjnZsWfts+JYL/YWebWD9DOw7IkNy378V60O37QVmsWVMyqeLr5zHjtt3zfTVzO+BmWZZ1K1f6rGKzG067JJmBq7U070h7vdX3LY1rjQ0GQ+pmY9wm+etszZn63D6O2Ze3qDCwYn+tzF+wmv61fWmKzHjuPdq8bi9mHDXtoKfsSaIwvex59a/ruYpXZFM/MIIbW/3E8hLN8hqVK1uO8Oo7jNVi/5fu+z24fAioGfl827LP2zZyRkd1A8cXsn1Ea0/FDQ8GCEEIH6BwFy53+q0+z4kPQPuAj9sEebFQJ67kLlkIYE3zM/Xyi0RgX7Op1ublvXbBkoi/RP5d8Jqo1CypmVTzdfHa8tEVf5X7bp8jZzov33ePjtxrPmVA4yPoHe9m0U9Zfx83R8SMQ2tK+ddYX4i7tK+dEF0E6CQ002pb9DPbcmTFz1OdOr9meC089Np/V3pkxe91Zq9lDQ9mXQGN88bfl20ZG8cwMYmj9H8dDuP2/EqZ/PniVvR+vYWb5eSXraf+cibh9CKgYeLtb9vlFv1YTFCwIIXSAzlGwCLf7fzXiA6dOONJDNTwwW33Ug2mmeviEh41+iOoHmx27J7mwaL+0faEeZ5KvhJl7SQCE1rx6vpFfmX6f5sN6SQJa7daWj1lMJuQDuqPEJXLb/4elFceKKtlYi6eQ+oQPmet16LENO3ouFcMmG5Kgvg2Z241dsdfc54RuK/vZmCP4k+/V69d2RvPV8RYa8VTYvW71bdnMuLU0YlXWPbKzjXY8E2Zuu4742snzRj968cjc6v9h6Z2ZcN/61V+DkOIr/wCD7lfR2Ddtq2l3bZ9Tnxf8WqVgQQihA3SugkWQ5FJ+Iy5/xpM/oyBf5Vru95LP4UNBP1DcwyU8TNXDqEqUgl39MNKJgH2QbU4u/APO9POJRv2w9D6G67nPMrfYr9rLfPZ63f74gRzH+wQgX1e23HxVzMJc7t6Ak8/LTPBtbZ7GuRrHM5LP1WjtNjZx3/07bXVs0jyVXz4Ra8R2we95vO4XE9r2qM3OGb7vrs/bmXuYeMR2vR7T7s5kjre2pwljVSz8nvlri/iiYt04EybWwbfx3hS2xzPQ+5kiV3PfMke004uHRooReQdF/uxLPqsiyFe5lvu9/zTS7pdF+z1eQyT0GexfJK5Xz2ls35vXag0FC0IIHaBzFiyC/PmOfOZAPigt/7qTfJXr1p/1ZMJDp/PwzA+f/DCPD634kMr/3Gb7wTQTHjb6AacTgTph2JNcZB9E+b6w+Bds2XGR/MBMmvvZB3Eco5MmvWb7wN5gf+VhW+aL6iaZgUYcdMya/ow55bwIwTczd4NOstGPZyIVXjZJrdemz4H9Z38FG1czT8uvcE/1774eZpJ/UWInzrX4a9pn6TgN2ux+2nNkf4tdx6I6Kyvr0XvgX8cVi60Sw9U9VOR9CvFpxN6fY2vbnwPH5njOmLltDKVv9dpz9nrIn3vJZ1Tkg/Xy52DyVa77/1mkOy+esKbo53gNidB/vAfLeh+oeFXnxdmdWd3nFH+7lvp85jMguvVr1UHBghBCB+jcBQu8ysiDfy1xgXtJSNzYW2ggRcNqYVUXER8XKFgQQugAUbDA2diUuMDLT+c31OwtNJCzsV6IULB4KFgQQmiHKFjg9uQ/H+I38B8b0p/aLKJYAU94123r2aBg8VCwIITQDlGwAAAAnAYFC0IIHSAKFgAAgNOgYEEIoQNEwQIAAHAaFCwIIXSAKFgAAABOg4IFIYQOUK9g+cYPfjn99o9/Ct8DAACARZ6R8qwMULAghNDdqVewvPerj8IPYvntEUIIIYSs5Bkpz8oABQtCCN2degULAAAAbISCBSGE7k4ULAAAALeEggUhhO5OvmD582uvxe8RQgghtEnh2UnBghBCd6PqHRaEEEIInSYKFoQQOr+WguXtt5ffFCGEEELoBMmzdAMULAghtENLwQIAAACHQMGCEEI7RMECAABwLBQsCCG0QxQsAAAAx0LBghBCO7S1YPnwww+n9957b3ry5MmqpJ/0BwAAgBoKFoQQ2qGtBcvWYiVL+gMAAEANBQtCCO3Q1oKlVZR4ffDBB9P777+/XAMAAEANBQtCCO3QuQoWKVb+8Ic/TM+ePVvu9fj9jx9NDx8+LHr0zvT71Ha/+f30zqOH05tP0+VOdFxOtbGNp9Obozl+98706OGj6Z3fpeunby5+PfrxT+axqu2+4NfURcdmZ5x2EPb6kHNv1/D0rXkf37rTwwUAG6BgQQihHTpHwfKLX/wiFCuin/3sZ8v9mpjQ+0QtJFEP35xTq/vObQqW2xU7+1hJxB2yP49+nHdMxt7DguUkKFgA4G6gYEEIoR26bcEiBUouVvSfg4k8/SQtJuslKZ5Rv9V/6JLCmEA/jcWPao+FT9RiKySVczGk7UnCFu7n/q5YMnPbhDXO/U5IAm17KsbSvTy/fTepl9zGpHLpt8TI3tfxEbvaj1ZS3Z87JbFv6XWqGCyJuF3Tw4ffnb67fO+S4OX+SuHpYqv7t9fkfOgm+Y0zNBP3a77niovV2IS5G3HS81cFy1Zf0/yP3pzeVP2XPQwxsnGM/cdrX+adVeKg1xPjQcEC8OKhYEEIoR3aW7BIUSJ/9iUfqhflYuXXv/61KVZElnZC2SQkbCoRdNcxQfbXyrZO+HJhkpO0pVDJCaHzyyeLLin1c8fE19rqJp7+2uDGzr0k0fSJZ76O86oYeYZzR1slAU4Jr4mRXbP1w61fJdLDxDr4oH1OfqR56zXVZ2aUcNdzK1/1mjbERhcsum+YP89h4nSCr2o/87nU85az4M+Gxu3djI2jtTXyCQCOg4IFIYR2aG/BIsWKFCjyNX9uRb7qQiXL4pOwHnXiJ+hEq0q6fAIa5mokqoHafkjwgr12YljaG3M3ktZlfOXXCDu2Tr5nlL1mu2Y4d70Xxp6Lmay5xEvFdmbVjxV0PCtbsobKtp3f4Pdaj9dtm2NTx8nY8TZ3+NqKW/eMh3m2nqMZEwe7hur8AsALgYIFIYR2aG/BIspFSy5cdJuWpZH8NWn3CwleK5kTqmRRJYomeRPqoqTYjnPrP61Z1Jvb2Pe243W2MV67HdtMLFXiul4ojOauY2zsuZiJL72CJduK8+j7A4L94ltep19TuNb9FvXmiWvOvhq/G/uU7fVj49cqqHZlc6+vob/bX7N+fable38WGoQzU82r15P6bLAFAHcLBQtCCO3QKQWLKBct+kP2XhabTPaxCVZGJ3hV0nXmgsXPranmbiTCrfElmWwnsH5sM7EMc20tWAr13PU6jT0XMxnfL1gyugjovBsQ7MY+rXX6Ne1ZY6aMcX5W5yAyjk1rrapd2dzra+jv9tfaKHOLj3qvPMsa8lizVr2e1NefKwA4HAoWhBDaoVMLFpH/kL2XZ5TUlUSqXdjoRKtKus5WsLTn1lRzG/u1bcvIvh3bjJWs84SCJaLntkmsYOy5mMma1wuWTG07U+Jc0PGs1qTWu5ns+4/dmajOgaYXm8ZatB39/U5fW/vnz1aMu/wjBCO7jf0wa7VrqM4vALwQKFgQQmiHthYs5/mf7mNi2EzUdNIVkr/+dZV0SbuxqZK4KlG1hYFgEmk/d+qfE/ZqbmPf2fZJbOWLxvsVE01bKJTrVsJrGM5tk1jB2HN+xsRZ+1Ha9hQZvm+4nv3I8azXlM6L3+thAp/GKLsBvabNsYnfF5+cP2bcPl/z2u1ZKXENhHvOZoXfy+Rzcz3zFQULwEsBBQtCCO3Q1oLlww8/3Fy0SD/p3yMWKEomSU3kZC3IJnJ3WrDMLIl0UknWG3M7+z4J92vV81pqv+I6yljtR53c1/Tn9kmus+fWJHaqGCz+qAIhyO6VxfWdYxTjFZP69ppsDMbFSiTvgYllY03FZi826RzJuzW5r/avOlvbfQ0+vvWOiYfxN1DvU5PqtRLHxf2xNsK69fkFgBcCBQtCCO3Q1oIFAI5Gio31Ag0A7h8ULAghtEMULAAvKfLOCe+GAHwsoWBBCKEdomABeNnIfzrHuysAH1coWBBCaIcoWAAAAI6FggUhhHaIggUAAOBYKFgQQmiHKFgAAACOhYIFIYR2iIIFAADgWChYEEJohyhYAAAAjoWCBSGEdoiCBQAA4FgoWBBCaIcoWAAAAI6FggUhhHaIggUAAOBYKFgQQmiHthYs33x3mj75+fmH7GfWJf2kPwAAANRQsCCE0A5tLVi2FitZ0h8AAABqKFgQQmiHthYsraLE6+3/maa//W65BgAAgBoKFoQQ2qFzFSxSrAi/+LDca/L4arq4uFC6nK6fpbaZ5zeX08Ub19PzdA234cl05eK7mWfX0+WpY2eePJj39sGTdHU0su6L6epxuqxw7epMXt68P12/MRp7N9zbcy+x4/UKsBsKFoQQ2qFzFCyf+8/Uaea1fyr3K0JieDWni4qULOYEkYLlnFCwbEF8vbzJJ+75CylY7i0ULAAnQcGCEEI7dNuCRQqUjP5zMJGnl8Tq+7FguZqu5qSx/NbbpUPqN+L6HZqq2Gkk3TJXLxkNfix2bWEVbDfbUlHwWOZK7cGHmDTH/sqH4NM8Xq9B1h7u5/6jufV60tw3Oh55rJ6/rHm0RkOK3dUDNbffO7MPNq5+r9vxi8WB3t9qD8M62n6O4zL786AVFyG1P47zlz5fnr4+OncZt+6W7aXNxKzf5tet9+ny5jr5W9ryvdzHx/7y5olaW4yNtanXtuLXg2sTp2WsiUOKgTnHfh4AyFCwIITQDu0tWKQokT/7+ou/j8r8y09KnyxPTDB1YlmTk9AlAQtJkRozus7FQGypbYXEbJD8qoRRX0c73m6+TsneMjYnf8VHk7znhM5fL/ZsEu/9iuvtzZ0S8CXhlPbix2iNFdmvnm3jx0zo317zKH7h+8XfXEAouzLP0q7w8++Oiy8AlqiEvroAMIR51PnLcwXbcay3Fa9HbfOV2gsfr1xoaH+1D+3+bi/m8cvcjViV9Tb80u1+/XK9xNnb8tcAkKFgQQihHdpbsEixIsjX/LkV+aoLlawWOXla5JJRnbhFdNLjk75IsKkSxpwgyf3wW/Y8hyRXbr7IKLFqtWk/6vbiT0IndS6xb60pxCCMF9u6b0Ts9+a28bPj69gOqPycWRJdG+dM8VvHYCV+YR6dPF/Ne1b6hz108wQWX1psiYudo8S/vbYRZa31XhZGbdq/xvypeNT+mvM1KBYDVazKudB7tqD2pD4zLrb6bPs2AOhCwYIQQju0t2AR5aJF0B+y9xoTE7NcuOQkZ5wgtRMinXSV5FP6zkmXJF/JnrQ1kymX8Bk6bXYea7e0JTYULHr8sp7Qt8RIqze3jZ+067li/2ijs95MmNsVBIvv2o6T2oeyhrX4pXaJ0zxG1mD2UAZUtM9PJPo3jktpt/vVKBha+L1J647FQbpnzvHMoK34p+KxUPu7zCe4GFftpqgQyhyhb/bJ6JSCJfXPNrQPAGCgYEEIoR06pWAR5aJFf8jeays6KRonSC5ZSoQxOmGU8ZLEBTuSgEpyJl87yW8nqQ5sSritTzYBntFJXWVvrWDp+BWo57bxk/bWeJ3sj2IyLlj8PmiWpHk1fuV78T3ckzF5DzckvWGusJY8z5a4lHa7XysFS1hPnE+Pr5Jz1W9LW/GvtWe1v8ZmsFfGVO1rBYv3T2HjJrjYVrYTcj+t0bwWACBAwYIQQjt0asEi8h+y97K4REcTkpstv9GNyaRPgGzSJf2vpuuc/Mqduf3qZpT8Dnxrtmk/6naZz/h4asEy9Euo2+vE3Ce/moH9ys+ZZZ/a+6Ape9Kaw40Xu+GD3Xk+GRP3sL92z3hP6riUdrtf9X5oyt4U7PlzqLNd0Tz3jflTgaP9NfPdomCxcamp211sK9uWNfsAryoULAghtENbC5Zz/E/3IXmpEmibvG5KkLQNf53s6d+Ax3ldEuio5vXJpEo67XWdHNsEeEYndbsKlnpuO189t12HtJe5bNuMWmNFSpJL4hvnMkVGYx25XSfNfg3VmvJcy728hx3fBO+7ieuWuJR2u1/1fmh8DONa8lptDIQSh1GbtevjE/o5f8u+zNyiYInfW78qX6qxKj7Gto97vWYAiFCwIITQDm0tWL757vaiRfpJ/yYh0YwJWJZODlcTJMHY0ElzxCd8dZHQJieGLbvRZm7TiXTtn9gxSZpO6ipf6gQ5zKUSTuuX7lvP7eOXx0Z/4lzF1iAmwc/4LsfSXyfBMzYm/WRc6MdPSH75/uYc1JweF9vu92vx1a034mI494n905pC3FS7XsOgza9Xry3+E8Zlr3xs/Zmq2ocFy8wOv+LYOtbLWfKv72YMAYCCBSGEdmhrwQIALwpXYADAvYeCBSGEdoiCBeBlov4zqvpdDgC471CwIITQDlGwALxkjP6sDAA+FlCwIITQDlGwAAAAHAsFC0II7RAFCwAAwLFQsCCE0A5RsAAAABwLBQtCCO0QBQsAAMCxULAghNAOUbAAAAAcS1WwIIQQQgghhNDLIt5hQQihHZKfkwAAAHAcFCwIIbRDFCwAAADHQsGCEEI7RMECAABwLBQsCCG0QxQsAAAARzJN/w8iLFWrFC6UrgAAAABJRU5ErkJggg==)
- An option is available that allows providers to add themselves as pure adjustment providers for unscheduled shifts
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaYAAABhCAYAAACd6wW7AAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwQAADsEBuJFr7QAAF6ZJREFUeF7tnb2OJMlxx/US8vUO6xLEvQR9eUvjaOpkEMQJ0EDAYv2DLAkrAQtI+wY0uOAaZ2htOgcBsnjn0ZEhWmxV5EflPz4yq3Jmarq695/ADztVmRkZERkZMd1Tvf1XF9P+8T9/uPz4p/8jhBDSQfIk23GNhYkQQiZhYTq2sTARQsgkLEzHNhYmQgiZhIXp2MbCRAghk7AwHdvCwkQIIYRcC75iIoSQSSRPsh3XWJgIIWQSFqZjGwsTIYRMwsJ0bGNhIoSQSViYjm0sTIQQMgkL07GNhYkQQiZhYTq2sTARQsgkLEzHNhYmQgiZhIXp2PbIwvTHy7tfvrq8evX28jvb98OHy+tXX1/e/WDuf2mcxg+fLw+vXl0ePkV9C3e6X394//Xl1S8/XP4g19e08Ylr/+7Ncs7efA77Xg6Joaf5L+3HasdGTN4ALEzHtscVpk9vl0P/9vKwFKfX7/+o+1iYMrfihy9hv27YxvssTLcPC9Ox7VGFSQ6LFCT1W2llTQL+tyJ3yGSs+q1WXoVV6kHIr850AdSyk9x1XvAqbiXPW8fagyIFF/pR93ywPpRXihlblFGP12/e9pNhsnXRE9cL/PKuyit9SYc6HuyMkldLBJ19KHK8nvXVcAH3N9Rrw6cGbQOuK3KW608QB2ltlG/8afYLfaJiM/l7sBebvn6CnmrtMvc96m3iNY1vfQ92bwcxKvv68L7Oz2v27fDE5wjtgvU2fP960aPO+81b0AF8hecXxwtol/XJO9zbK8HCdGx7RGEqh0sCPDrwcC8HXE3eJcAhoHIAL/0l8FowluRYxqokI8ih6PS5sSu2wJnrdNAgSRjbklzUMY1v/elQr+vW5G58U6kHzY6vCaj0Y+HL65vEW6+t7kVe1tUngb6exid1fFcvO97PR9zeKL1tfJRr6+Oqi/H/Oh4LS5Vl9lLR8/Vz6anWtnOL/41/dYxBv91nY1daF/vteHsNWJv1tegN/kty0J+B71V/uVftKONVTML4PF/7e92f4iO1P1eAhenYNl2YbACrQyjgYZEArmPlfnr7rwagHEodvIhaJziANVCtPn1GSTP3rQmhgIfJr4OHSx+0hNFZEfVh0nD9gXxlj+lP8/XB3qUn7teKzCn9Tq+RTy0gB+63vfS6udgK9Wvg+FH8KEJfP6OeSr6fi3pGsdxkb8doqEenEFmitRuxT5Cu7wuop/WD03sjJtP4rq4vAwvTsW2yMAWHwwY/BlX6OfdJYMrBlqBK86XPBVcO2PpyvgUfris/4yHBOePDk3W1sgWzLtI9bHC4VPLB/o4+4Bd9D/0Gc0P5+YDWouASQ5QENvRM89D2lY5eQtenhjQXZTZGCb/alwiSlJMb7VfHf20+9D23nkq+n4t64h6q/nQvz430qnP8/Hxu6jhc14Pyra+kL/DfHt8Xmh1yrf3g9Aaf6XmZSP5Lw8J0bJsrTJiEDOvBVAexFRQJvhSIIkMCbfm3HeZ2KOo9G3xrgIr8MCjxEG78logHKgW9PigR/jDAHGUz9geHWUjjn7cw/Zj2RmRiERf267l54Dt6tD70adTfmZvwe6DsE1zCz+vVOZjglC2bekPfIXpWeX4u6on6q/6dMRrNV33JXyPbhOgctRhJY2Z8X2h2yLW2xekNPtPzMpH8l4aF6dg2VZh6gZ/ud5KABFH+w2YJculfxr57A4GOB7nggi/JzX/4VEnAsX2AV0wyH8n1hwHXCdY0flBEfasuUX9kk9W5jEl//K4JBe7v0RN1iBjZVOnKiGxAfL/EVS/hRwmrmxyn9uJ59dTy/VzU08cY2rQdo2h/zLaMBuoqPzcfTfm+oOdoPzi9bUxGPjH3Xpq9hemnn366fPfdd5dvvvlmExkn49mmCpM/VCsYSPagp0SFgZTlqMCyyczNEepvciB7wR0CK2vFH0p1INI8lK3H+8Om/aH7Y11Xko9gbaub9eFCkg922Wsh2eP8NqNnucYkgf50ehm9F1ySAbzOqJuPL5GlkqjoUnTXdlTZbW3VH/hzZYevn6Knlu/najtMf/I9+HMjRp3vce+EgR+sP/Vc0avNs2Ozvzq+xzGrbtpOp3fgM302lvFG/kuztzBJsfn+++/L1bjJOBnPNlGYcvDhYUUgobngN4G1ECWvdE8CrgadO4RxwLfkWokPXqIGNa4D/esBK6DOfm2TRBbQhvzKpaNL8dHD8qpxXa97MBtav2AvSiJTSXJazzw+XCfSa8OnFrXPC02vWE9li9i3yjf7vvgPY1TtV8efiU7fs+mp5Pu5Lq7Qn8v99Bg7xIaOgclztYBra8bnqMrJ6034vrLaJWO0H5zedk/QJ8v89Li4sfOl2VuY5JXQTJsdf69t8uGH6yIBr5PujWIPHiFkN6nwsTDddbuhwiS/pd1JMmdhImQf6i1Fwb/qvAYsTMe22yhM4VtUNwwLEyG72f925MvBwnRsu6m38ggh5AywMB3bWJgIIWQSFqZjGwsTIYRMwsJ0bLuhwnTUHz2fLhcf4T3+/W/Rt/19Knw0d4LoEeOX5qk2XA31+Dr5kmBhOraxMD1Zbv5Mx/EFqfK8hYk8ARamLxYWpmPbfGEqT8hl9JNl8tv38HtV7AfzNg41vhJ59eatKyD2aZ31N3/3iOkogZfCtMhf5bhxeYxbx96v8zZ8ZL8zZ79f9Hrii2xX/tLGet8+vaj8GOhT7Yl1MyjbBP8o79qnXon1+9ze4BrLffyQaRo7+F6sHIOfoT/bgbGi/TPwfXp6snyg0/YrP1QfjOwn98TewsT/+eFxba4wpcMICctc58PfrnNCrIc2JwCbRHqHV89tiaUWpnQdJLPcnxNEK2KjVzU1mZi1VtmxrGaHkb3LR5jM5/yS9bE+7q8fJ31ja1nL62awtlXfpfmxX/L1qM/oWD7lr+1pOm7Zm22w17C2sn/D90WXthfZXiVr9e3YRnJf7C1M/L/yHtcmClN80FxiWw/xAn5eRx3iik6yjWgtWyAsut8nmF7CDeSC3ikRok1rv05uef4jfDTlF9/nCo+yJ5YjOlQdh7rtoM0ZJeJRn7bB+zvPrffG9nb8q/YefLLle4zf0q/kDwsTuWf2Fia2x7WJwqQTQAUTiUsKNsEv8z0+ccZr5YMfrg/y1n5MGvIz6qWARKTuZVnJJpDfiArTvI/m/CJofdP8XqJO/o9kP7EwWbl1TioC5Z5N+IM+tEF0sMkd9Rraa8YmVPGo43fG5FRhKtdVhrGR3BcsTMe2ly1Muw9rtJYuTC2p1AJh57QEJHpZvRttnL6X5zibHM9QmKaSmNbXzwcdgsRqQX02bYWCVG0M52Dh2tGHNoi8Fy1MI98H/lPynezCyH5yF7AwHdte9q287ttplmgtTEC6SPn+jOijvgsqxM9DvbcLB+ryCB9N+UVoiVWux4k6sM0w1M2Q1jL9wzkj26APbfBrZJ/We2N7O/5143fG5GMLU2VLPrlZWJiObc//8AMmBXWwdYJp87cTl1wn2WsCsgWgyLZJOMkwazpyYmsJxuqZ+7HY6OSYx6/rzvpo1i+YWJfrrUSd+pUs3Y/6eN00dq0su86xe4LyRn1Gbnm1of3ZGZvo27POd+N3xuRUYRrbSO4LFqZj21xhEmqiSAwOreAOdk4ibX4v+WbWxLdQH0NfE1ZJYLX/4VOQZEzSiimJ6j3YpRLZgllL9+d11RozPkrM+SXJWMZJEtxK1Di+4vqKPrFuSPFxlbWMzXuEiRz6Ua9Bn7MB/bfcl8fFa8J/3sJUr8taCfC9i18rv84tY4ZxQu4JFqZj23xhuikkcYyTPDk/UgzwlQgh14aF6dh234VJflsevgIgZ8O9IgpetRBybViYjm13WpjqW058tXR7mLcLWZTICWFhOrbd+Vt5hBDy/LAwHdtYmAghZBIWpmMbCxMhhEzCwnRsY2EihJBJWJiObSxMhBAyCQvTsU0Xpo8fL7//xa8IIYSQ3fzbt/+eivVzoQvTt98upWq5RQghhOxFascztkUitFKY/vyzn1/+9+9/TQghJEBeJaR8+YXzl6++ernCJI6P3lclhBDCvzGtrdQMFiZCCLkyLEylsTARQsg5YGEqjYWJEELOAQtTaSxMhBByDliYSmNhIoSQc8DCVNq5CtPgayXw+3Pu7rt09LelWvy3qx5HWuvFvmtqbPd4n+03/G7IOg3X0FPWvLHz8uxnfMbvT9ujp5xXFqbSTlWY0tdVv708LAnHfbPoXRemMSxMQR8L0wSyJgsTC9MNtTMVpvpV1+HGDguT+RK4NbH6AJM1VOIVWVEQpTWWV25SLJ3cHHyv339I8qWvrpF0r+PhlZ9bt45N96ye+TrL+Pry8Mb6A/uN3GLPO1mv9iVb2vje14kr3df1er7tgP5K6Fe/ao03yy8hy79uf0r/66U/Tk5ap2xP8eEyp973r7z7fqt7geuLXlpf4+d6f8H6VM1TNrS9HseEXBvfmzhFXftfXqltXn2t9mlcAJyeyfY6R+QvP7/v+32oZ8+PZY0U+7XfnlMTaxhHwijWtm1CeeN90D6Ozut+WJhKO09hKgEugaGCpID3VH8JGnuYy7UEYEsaJYAgaCR4w0Sd1sCxWm4Oeq1jvtcOnrpOhwgPZZaXgx8PQv5ZH1DUA8cKWY4db21u4+21Junc8aW/NiQb0Sd5Le2z5oOasKou6dr628bBCvpPKGt19mvLb1m31l+v1/kq5sY+TXMhxvTew9hhTGj9BEymdg23pkLWBD/afXL7ptmTxHt+H+s58GONe7N/qz+s75ROZZ2tWNuwac8+OL2q3t29GMPCVNpZCpMN4GHg4M/ucAf9Va7cT28V1gCUoKs/G1BGvQdr+URgD5mAQW36k/yqN/QF9uBa6Wf0i4CynN6RXn2U/C3f4v0ObR/9Ade6BXoO18ry2ng/f8ZvOLb14dq43sin0ud1Fj/4ODByQJ8fMW5Xmmyn7xDUKdqH4LyN+pRvjA0Lzu8dPYc2BHtvY8n6P8nbFWsTNm3sQ+ofnNc2Zx8sTKWdozAFgWY3HAMHfo6DAAInjW3JR4JVgjKtJX3Dg6EDbrgu9K3jF2StekDwMLRDJOPaQQjtgcORZCxjPUXXQI8ks47DwxiAeoW6oG/VfSDpALoleXDY17Gw76H/RmvZmPHyUf8tvzlbkz64/3q9rk+t7YAvTP2YUPIV1R9Zjr7XA/3o/STg2hbUMaH2auz3kZ5OLhLEQxuPMg3Qr23U+7fXpq190LYWwmK2Dxam0k5RmFIRijYffuvBwIGfw8BIgVWDrAWkBGMKTFlPgnL5V/9WBaQ1nrcwpXWTzH5S3Qr04WEWOnokwM89u9P6Rf62bw1p7Sy/2maTSbNZAD+Eeg/WGviwjkH9t/wW72e/MK1Yn478nzB6dmIi9n1Enpd1MPG6gn6M9kHvu8X5Ttk49vs6J9BzuCeBH8exhET92r97bdrah7AfziuO3QMLU2lnKEy9AE336wZj4ODP68Fu82xQS/DkBxXKOOlf5L57owNfYWQkYC0fkP3D0IpAGbPoopMezA3swbW2Dkqot2EkI/XVvdjhW0TNLbS9tb4Q0GeB/4a26EQTzZ/xm+tPa6Ptdj1Nmx/YobD95drGROT7IaN1pa/6MdqH/hkM+9S++HXHvm7jh+OCvR/HErIVaxM2be3DxnlVY3ewtzD9y39dLn/9D0ta/bttZJyMv6l2/cLkA3sFg6X3cwnCFmT2eiEFz3JvDZa85jB40hpebg32KPjSPQhSey2kA+HWRh+YQ1X1MLrjoVO6KN+08c2/0aFtJFldXwa+BaxPsv0w3hzi6ouqm55f1lK2ILm/2eXjSMsb+83qnv2Ie4frjX2a7ca5ON7rGcdE4Gvwn9N3mEBlTfBjGju4Nlh7sr51vLdn6Fel58CPLo5NMXE66z3Q63RibZdN431w67rzOsfewrS3KFVk/E21axcmGyAaCAoMVBe0ZZwEhIBBlMiBhklJBXlEWUM9rgrj3YHD+3V8ZFcKaq2LP6D5usp4Z9eqwV9xffpA1zVXNu2Wcfrg7ZobjLX7i/6pj9tjUqsJRMivIowtwCor6WR9GOzRwG/xWNy/bNsqf8OnaIdg9xb1rLJ0TAgYB4LXp/X1/SRUfXTi3jfXrvXwSfSqc7b8vqGn3ZPqxyCO7ZnFWBKs/7Dfx9qMTaN9sP3BeZ1gb2GKio/l439fLn/7H+36ptq1C9NpCQ4GIYQcyXMVJilK0v7nT+3eTTUWpg4sTISQF+Y5CtO3vy2DlvbVP7f7N9VYmDqwMBFCXpinFiYpRLXh23jCTTUWJkIIOQezhUmKj7xd9zf/lKntXz+3MZWbaixMhBByDmYLkxQlafJv/buS/IsFqXJTjYWJEELOwWPeyqvFSRo+7GC5qXb2wuQe4zXoR0jhsc1lzvcy1zzGSzZQf1uzj80+FvOo9YtyzbU99pFnBf+u+cXz2L8x1eKEDztYbqrdemFSyGczYGyay8I0xyHJkYVpFyxMXzxPefjBPuxgual2jsJkPsBmP0RXvjyw9kcflMUP0wm/eQvXpVjpMRsJICWJOtaPrx9YzNgP3DVqccTxmCSzfVh49asUmZc/aCpzqw59f0VoXf147NffgeR1UXNNIo39qz/ImPdO5C79n8DHyQdoV5ObMB9oRR+KXvjdWK0/WrvNy/R0Kf1i43Ktvt9qua9thf1Pepp4SH7K96wP+74XtP7bes3FBTkfewsT/+eHx7WJwpQPX0sa+romgDURpYPfDq866KNXTDZhRAmkUopSS34lQRTZtpjYa6Tqv9pnZPu5QTFQeup+7z9Nmo/yk91G/tpfE2H1b6ALJrtkSxk79G+W23QuCXRdtybUwb6ibFy3joXr7PPe2pa6dpOvfFL2C/2r5dtruz+lv9iCdql1nO/9viqfOL3seD+fnJ+9hYn/V97j2hMKk2ZX4sYEBmMxIbjkNgnq4XXqE41Fnafsq+PhOpGS1F7bUL5Pojrpj3VRY4f+zXvc1vHrOtnrXtq5GfTDUK/O/MaGD5QsIRhvYljro9dvfRvrmljOyJyeXloHcpvsLUx3365fmBZSUlsOrGAO41TiNodZJ/F8cOs6OrH0yGt53fA+JgdPVEjQpin76vW6NjIuTGkdGJ/ku+QmQPLb0EXPH/lXJ2crVxDZKqmue4m+NhRd9uil9UHQXrxX5lgfhT4z+qd4LvuRxre9WXUN5TRd7H41ypxo/uAckduAham0UxSmSjps5WCVRDOVuIeFqZHmpHV8gsm0ZFiTjddDwGQcF4ZIB5Q1ZV9wvUWSr/QbJN21v94b6xLPj/z79MKEYy1jva5QmGC+3f9V1w3f+7gwdPRofWUPJmKFXB8WptJOVZgq8BvnVOLeWZgyOWGpZFgxcoRxotA6IdE81HnKvnD8iCgpo/xAb5XwxroMk6Py71MK02CfCmO9Ih8gGz5wNgbjAx2zTh/c2k3XjXXhDKz9yND3hS0Z5HSwMJV2/cLUO9SPSNyjwmQP6ehg27HpelmnyHY6DRJAGosJyK6b5rZrO94l3WI/+sv7qGJ9m69Rvp5b+6s+2tdZt2Zn0q2OHfo3y119ECRlkaWKj8irehkfWbucj4ZrW7Iu6D8lL4gT6wd7nUg6oy8zKHvs+3KNdqGPnV7aJ4LzCzk9LEylXb8wLaRDJoeyAElCH15hf2FqcvNhTmNhnX6yMmNFpkqONYlUdPJBsv76cXe7Lq71+v1nlUjD5DLwl8OMffjkEx6ur78DyRYQbbf+Dpuxf3PyXu6ndScL08I6vzBMwCZp67XLmJWiy5taSBZcDPn91fqYopTIcu3eWF37vgcZK7BOpNdMXJBTwsJU2ikK0x2TC9OtJghdeO4TXyQJuRYsTKWxMB3LTRemzquF+4KFiZwHFqbSWJiO5VYL0/jtr3uChYmcBxam0liYCCHkHLAwlcbCRAgh54CFqTQWJkIIOQcsTKWxMBFCyDlgYSrtJQvTn3/281ScCCGEeH7/i1/lfPmF85evvnq5wkQIIYTsRQq1vIp8Lhap0D5+VNWQEEII2URqxzM2XZjY2NjY2Niu3FiY2NjY2NhO1ViY2NjY2NhO1ViY2NjY2NhO1C6X/wd274MkI8IJJQAAAABJRU5ErkJggg==)
- Inclusion of the unassigned shifts to the swap meet can be controlled at the level of sites
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)
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