Since you're reading an article on making changes to an existing SSRS report, we're going to assume limited experience writing SSRS reports. To be sure that we don't leave anyone behind, Part 1 will be a primer in how SSRS works. Part 2 will go into the actual edits. If you've already written some SSRS reports, you might skip Part 1
The first thing we'll look at his how reports are put together.
This is a simple report that looks at SOP invoice data. It is grouped by customer class, and then by customer. The detail is at the invoice line level - one row for each invoice line, so we see the items and the prices.
Open one of the stock Dynamics GP reports in Report Builder. If you've never done that before, follow this guide.
After you open the report, you'll see something like this. Note that the bottom area (the Row Groups area) shows 'details', and then two levels of grouping (Customer_Number and Cusomer_Class).
Click somewhere within the grid, and you'll get the frame that goes around the table area. The table area is sometimes called a 'matrix' or a 'tablix'. Note that the frame is on the left side and the top. This frame is similar to the column and row headers in Excel - the column headers in Excel have A, B, C, etc, and the row headers have 1, 2, and 3.
Note that the detail area is indicated in the row header with the '3 line' image, and the groups are indicated with braces. Our report here has one detail row and the groups have one header and footer row apiece, but the detail could possibly have 2 or more rows, and the groups can have more than one row... or they might not have a row at all.
Resizing Columns
Move the mouse over the border of the column (or row) header to resize, just like in Excel.
![](data:image/png;base64,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)
Textbox Properties
Just like Excel, you can format each of the cells individually by right clicking on the cell and choosing Text Box Properties, or you can edit the properties of an entire row or column by right clicking on the header and making the same choice.
General Tab
In the General tab you can name the text box, and specify it's value and tooltip. Note that Value and ToolTip have the 'Expression' icon, this means that not only can we set the value directly, as we have here, but we can assign an expression to that field. So, just as in Excel we can have '=3 * 2' for an expression, here we can have complex equations and formulas that make up the text that you see in the text box. We'll cover this more later. Same with the tooltip (that popup that you see when you hover over a field)
I will occasionally uncheck the 'allow height to increase' checkbox because some fields in Dynamics are very long (item description is over 100 characters) and sometimes the lines will expand because of the spaces at the end of the field.
![](data:image/png;base64,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)
Number Tab
This tab allows us to format our field. If it's a date or time, we can specify how it is formatted. If it is numeric, we can specify the decimal places and the commas. You get the idea. Again, similar to Excel.
![](data:image/png;base64,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)
Alignment Tab
Allows the alignment of the data in the cell
![](data:image/png;base64,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)
Font tab
Allows the font of the cell to be changed (and style, color, and more)
![](data:image/png;base64,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)
Border Tab
Allows the border of the cell to be changed. As in Excel, there is are always neighboring cells and you have to think about how they're formatted, too.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjsAAAIOCAYAAABeYcxFAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAAE8USURBVHhe7d0PnBTVne/9X4OKJm5C4qNkXXUgzqDBMe4q8ZrBq4y4kQGujEhmc9fnCiuGWbORGbPyYBCe3CyEyA67zqCJMhEuw77Ma5egDCww6IpDvIK5LphH7RDDoDJqyCLuLhqNUf70c07Vqe7qmuru6pn+W/158zp0/e/qqp6ub59T1RVZt3dGTAAAAELKCjv/4/LHTC8AAEB4/MMLN8sw0w0AABBKhB0AABBqhB0AABBqhB0AABBqnKAMAEABTZ482XSlt337dtOFodAnKBN2AAAoIB12MgWZINMgGK7GAgAAoUfYAQCgCFavXm09Os1akUgkXp544gnrEblB2AEAACVDh7y9e/eavoH0uGyDYKCw07vwC/KFLwwsM9ccNFMMVa8s9Cx7Ya8ZNSTe5c6UnK3yUB1cIzNLaX0AAEUXi8XipVLt2bNHvjzhat/Ao4fpcXqabAQKO/XLfim//KUuP5Sb5BKZ32P3b7httJkiCB080h3cE8v9Zc982f+NhWqOXEgsVy1W2u5eI8XJF57XP/o22fDLDZLVJgQAIOSuuOIKeW7XswMCjxN09Dg9TTZKsxlr9BgZK/vl9RynktG3/ZXc9Itt8jS1KQCAEuScs1Pp5+t4A89Qgo429LBjNcc4zUS6NuagrJnpauLqXShfmDlTTfMN2Si/kLYGNV2mNqref5GNN/1VotYj6TmcJi6/58mm1sauaVm4cKZZb8X3eTRTK9ObGJ/UhDdgG2ju5evh3tfvqenxXYb9Gu1huWraAwCUgjlz5liPziXm7iasG264oaKbsjR34BlK0NGGGHbUAbthm0xxmp9+KPKDNSK3bfihjG3rVGPV+G+I/HDDBtngbgJbVm/mdzNBQB/Y9TzxafRztMnYH5rnsJq4dEgY7fM8t0m6VqGDa34gGy+ZItfFJ/qF7K9eoZa7TOpTPo+ZVK/fD0RWmHHSdrcZp+fzbgNnJmf5ely6159iGb2d0jb2h2b+X4rvZgMAlB19BVa6gtwaWtg5+LrsTwopG+UXB15XI+plmTpgf8NOLaovCPc5O9XyA6fWw3qOm+RPnYWMvk3+6qZfiPU0gZ4nsX4NbWM9gegSmeIkn7TPo6n1W2HmdY9LuQ001/LTSbWMMdVyycZv5PBEcABAsemaHKd4pRtXadxNV+4mrcHIwTk7N8kPTc2DVXJR/TD6OplyiTtoDIUrRFk1OLlwUF7fbzotudgGPsuwTmL+payQu60QRDMWAISLO9wQcBK85+h4z+HJ1tDCjnUi8UZXs43DNCvp9pjBXFV18GnZ9otLpHqM6jbP8S/OQg6ukR9sdGpghvg8bmmfR/uFbHPObLbWz4xLuQ2ykGEZo2/bID3zL5H9uT5jGwCAEpPqZOShBJ4h1uzUyzLr/JUGu/lFl4VrZM3Mb8j++XPV2HqZO3+/fMM6cbhe/vQm01TjW0Xhasaxzl9xLsu2n2P/N9zjdA2NPnnX73kGK9XzOC6RsQfsGpYvWOf2OOP8toHf60v3+lMsQ590bfp1E9xfcZ06ACDkxo8fPyDoOJzAo6fJBjcCDaRXFn7hB1IdD2AAAKAccCNQAAAQeoQdAAAQaoSdQOplGbd2AACgLBF2AABAqBF2AABAqBF2AABAqBF2AABAqBF2AABAqBF2AABAqBF2AABAqFm3i7jxwjWmFwAAIDw2v3obNTsAACDcCDsAACDUCDsAACDUCDsAACDUCDsAACDU0l6NtfKhtaYLlWTeHbNNV7Lu7m7TBQBAaWlsbDRdyfTVWBnDzuJ7WkwfKsGS+zrShp1UbyYAAIol3fGJS88BAEDoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECo5S3s9K9tk8g5LYkyfYf0m3GFFZX5ox6VnaYPAABUlryEnZ0LW2T0xsvl4NsdEnPKpklSZcYDAAAUSu7Dzhs7ZPkvbpSD6cLNM48manwWRu1har6G6Ttkp1Mj5K6NSTP9ahWs7FojXYNjplGlYe0RezoAAFDRch52+p9+QeSmL6YOOjqk/N3n4rU+vfIjmf+MGfezzbJcZtvD5zwvy3VgyTD9K5OdWqNaaTtsapH23Ciy4EmargAAQL5PUD4iq6eb2hZzzo4OQ9uf2yyjTQ1M/SMi0ddMLcxVN8rDs8+2OidOvlK27z+ccfpvXmN3avHzhMZvlu1mGAAAqGw5DztVnz9Xtm98yZyMfLbM2WTXtEy2+m2T/3aRXQNjSo8JOKkEmv6ZR2X0/gYzzdflbjMYAABUttzX7FzzFXlENsto59waj6rrLs+qiSno9P2vHZLJY0fZPc+8KCvsLgAAUOHy0Ixl1+boc2usJiXTrFT71+aE5QsmycPLD0m9My7TZeEBp6+a3SC1C5ba02wXanYAAIAlsm7vjNiNF64xvclWPrRWFt/TYvpQCZbc1yHz7pht+pJ1d3dLY2Oj6QMAoDSkOz5tfvW2fJ+gDAAAUFyEHeTVs4tHysiRrrL4WTPmTVl3882y7k3TW7IKtZ7PyuKRi9X/xVYO+6UU1zEX+08vY6TE/0QGyPQcpbBdMr0GoDgIO8gT+0NvmmyRo0ePxssWeSLNhzUq1ZvrbpabSz/55tnVskT9jSy52vRmUArbbOA6ZPcagEIh7CAP9DfMabJv5cty1POpd/WSJerjEACAwiHsIPfe7JVNO+6Uu2493wxIo3+d3Ow0cXmr6J9dnNQElqgaN9X1z6aZ15rGPa+3CSB5fKJ5LRW7piqxPDPY4lnWgOdxrevN69QQZ3hinpvXvWYNTUi1fqmWN1ByE2Ka1z5g27mlmzb4ujh0TYB3WXo9L523Q3bMu9Qarl+qHuattbBej+9+SrWtMsjh+2vg/kvwvhZrG7i3lV4Pq988b3xE6ufw22Zx6f6mBvBsO7/9+6b/e99/HdK/hrTvnwHj1RQ+7xdgMAg7yL3+PtkxqSbAjV93yLz7RdqdJq47H5Bprk/tZ58Q2WLGHd1ypzwwzf1hl25e/SF6qcwbl2hCu+GJafKAGTtw/Muyct+05ANGEvVclz4hN5hlHX15peyb5nygD3yuo1tEpiV9MLvW9bFb5Xyfee7qm5fF+nmXN5A+ELmbEF9eWWPGBFlfx2BeWxpvrpPWeeNc+/QGa/DVS/T6TZJJuiZQDdeVgVffcKfs2NSr1sDxrDzxwCRZOddbL5hpW6WWy/dX8v5Llvxa3pTeTTvU4jdJr3lxb762TyZNr/dsu/TP4bfNbOnW2yvg/k3x3k+9Do4s3z+qJK1vivcLMBiEHRSROni1Jw6QV89dKZP2vWYOCvrD1NXkdfUNcqfptKWZ19QsbXF9+l69ZEti/gHjz5db71IHuydSHRTUc73sWpfzb5W77twhm/TRyue51MrIykkPSGJxyes69PXzLM9LHSTufyB5+effequ9/oHW1xjMa8ton7wW38FXp27S1M8j86TTeR6VTB6YNF3qvU+UcVullrf3l5de9o4+86vy/dKnXtlK9f7pswbo8CMy3fvCsn2OuDTr7RV0/6Z672cyiPfPwPUN+H4BMiDsIPeqamRS/MN9CNRBO1G97a6ZySBTzZIer5Y2Lb5sVaappac6KPioqpkkO/TRyve5zpfPjzOdfvK9fumWn836Dua1paMOlI+9PF02XWq/pvS1L+dL/fRJ8dDy7BMPyJ13+YSqoWyrfL2/BqiSGucAr0Lbvun1cusNJpDpQCA+IS7r5xiEQe7f+Hs/k6G+f7J6vwDpnWIeM/rVCz+SYR8eFIlEJGKGJeghMbsTZSUWs/dbzYTvWY85cX69TJ80T+5fN1euDnLejh99ILpUHQZePiqPWYvQ5w08YY0KxISt+LO/+Zr6jihiVYTrMDZppbRnanZJo79vh0yqaU8KdoGX5TdP4PULEHfSrVM26zuY15aJPoAdvVV12OeBLN6S+sqd8+uny6R5T8izS0SeeOBOuUE9DpB2W6UxlPeX33Zx778B7OA2T4WbG9RU0+equc6/Qe6cpl6bmmHHuBsGrnvWzzEIg9y/8fd+Jrl4/2TxfgHSCRR2XnnpcRl+4j+l5or/aoYgVIb9gfTtWqgCzzIzYKjspoR50y6Vm+VlecwVeJ5dvFgkyBVZ1rfC6dLuzKqbMdRDoA96q0liWlLYerZznuxQQ+/SPTqMyaXSuq4+ad1S2yHzWtdJvXNAfXaxTNPNREd1nx3spi2+IXHlmR6/b6W87Hdw1s7/vIyT5DA4tPXzMGHTvU5vrlsn/bopy2dcyvXNZlqHFSL65K6jPvtYzbtYlpiDla7tEOmzRtjs2gLX67WaTEbK/TerQ/zKdjWnj3TbKt26DOX9lWn/+bCC26b75X61tvZzXi033Kn671dz3eXzygI+x4Btlo1A+zfde9+Wch0G8/5xS/V+iQfVx2Qwfx6oTIGasYa/t0dqLq1T0egCVapETh1tyhhKWRWz3/Q+tIren+rT4mQs9xVzVy+Ro0e3yDhzpYZT7q9RH95mkrTMORuXOvOqL92Zz1dwXC1LXl4p4nruJ25wn++gwthjA9ctdTX5JFmpjjCtzrTT9rnOY9DLsk+KjS/r/hp5OW1Ng/4tkuTnH9r6eQ1cJ3VsMM0J2azvIF6bDhF33uC/j9U3/X3TzHJG2ieuOsfA82+9S+58wH4e9+u0Tu7d4XNOS1yabZVuXYb6/kq7/3xYocx6IfFtpzaHem13yg3+K5jxOVJts+CC7N907/1M6zCI949bmvcLkK1A98bqe/bbUnP5FHWgHGmPiDgNWQMbtFAGTNOVnXBUOfauHPh5j1RPWBbee2Ppb4OtMqSmK2T27OKb5bW5OfzGrb7dZ3WAdMn5ulQcfTWV9UfDNkTJy8m9sWKxkyLHVTn5ESWMRe1bax+HlvrQbp2X9K0a+XH1klweGJ+VxdNSnJgcQG7XBUA5C3Y11skTIh/rwPNbVd5X5QNTfkcpq6L3nSonXEXvU71vT6h9HBr6G6lT/W1XgW+annzuEEqb9QOCI+1f4abpAsBQBQw7OuioSd0HSUr5Fif0OMFH71sdaENDnytgfojMFIJOedE/WMd+Kzb9d0TtGMIheM1ObLg6MH6gyu/Moy7mYEkpk+LsN3dR+1Pv21CFHQAAEgKFnZg+EEZGJGoDjlHKurhrdnRR+9baxwAAhFCgq7F+9cQdctGf3CHy+39UQ3U+cjKS+6os5wqfYzL/Sx9IdMEfSM/M4WaYyM62o7L1mpHS9l/MgME69Htp+I7Iwz863fPLnMjMfRWW86hCzun/Xfb//CEZe8ND4b0aCwAQWpmuxgoUdl7Z3iwXj79L5O1WNdQddpww4w47Z8r8+k9L9IsiM+/5tcz5Q3vozo7RsvXqg9J2hd0/aL/5jDTcp8JOx38SdrLm7CPnyiv9qMo57fKrPffLRZNXEXYAAGUnJ5eeW7/LEjlFPaoDY1LR5/L4FPlYFtzzgWy4b6T0x4fp5ajH34yUhpbE8P7uP5KGbrVsM3y1CkWRiap0nCGy52y7u/6PZPVvnOXoA3ZMXlfzDRinizOPsww9zL1s13NXXvHuP1OsfesEIQAAwiVQ2LHun2RV3qj/MhazyFH/IQs+P1Ie3GOGa9Z4/eh0m+GaHvbSSHml7jWJPX1E7u4eJZFdv1Pdr8nBFpEN/2eEmceebrkctsbF/vZjuf37Z6kAo8b95ixpWHdMDurhqvTKKJlvPb9r2ff/h1Q5z11xxWzneDHD9QNhBwAQUsHCjj4anjymDopq8shwV9H93qKm1dOr7onz3hH5fz4nO/VwzRlvFTO9xQz/4rvyzfG6+5hc/EWRuyd8YE1Tdd4x2d5/upnHnu7h6cft/vEfyt0vnyavq+7+5z8p21WoGX3d5yWiSv1Gkeiv9XzuZVdyce871/5T+9baxwAAhJA60mVmHQiPf6gOjCMCFH1vUX0Q1d3HpG3FMFm+6Ux7QXqYdZ6PPtCa6a2D7Gme4bpfcabRB2R9z1Jres/87udTy5rc+o7Edv4mXnoa9fK981RqUds1qZjhat8SdgAAYRUs7OiakY/fV1N/QpUzzGOqooOKChZO/5eOy8zez8ry19Rga9ipIi99Qp46rLv/QJ7qVWFl2On2cFHFmkb1a84yhumgopYbn/9MefDn9rj+zZ+SFV+MyBjVXfXlEyIdn5ad8fmc4l42JVHMvlT71trHAACEUMCwoyY79p7IKZ9U5Uzz6HR7iw4qKsDE+8+QOYvVgfQlNXiY6j//FFlw8zC5/c8+LZFrz5RXavRwdcAdbmobrHlUvz726ul1/zATiHS3nu6ymFy8S81/zadl9P0R6X3oFKnS49SyH/7rU6VeDdfjItd+SnY688SXTUkuaj+qfWvtYwAAQijQpecvb/+mXPr5q9WB8Tk1VDcJOQdG51EnE05wLX0nfR7Vfjv+ZYm+9qzUTn6QS88BAGUnJ5eex/TJrPqGkcPPTFE+6TOMUnrlD/yL2rfWPgYAIIQChh012cn31IHRe/DUIYdSPsW7/3TYUY9q39KMBQAIq4BHODVZ7EP1oE8kHuEqup9SNmW4KfFhZh/qfRv0rQAAQJkJdoSzTsnRv2ujr4pyFzU7pYyK2W/WCd+mWL+efFz0bwsCABBG6giYmf4NluiRD0SOesq7v6OUVfnQLkdVd7x8YO1bfmcHABBWga7GOnniY3np6YUyLBJJcUjkaqxypffayVhMvnjdMhk2/DSuxgIAlJ1MV2MFCjuoHIQdAEC5ycml5wAAAOWKsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNq7GQJNPVWLNmzTJ9AACUhq6uLq7GAgAAlYuwAwAAQo2wAwAAQo2wAwAAQi1/YeeNHdIwqk1Wv2H6LVGZP+pR2Tmgu5QckdXTvesNAADKVd7CTv/TL4hcJXL7w1EzxKtW2g7fIhNNHwAAQD7kKewckac2nisLNjXI3atfTFF7k1yz07+2TSLntFhl/sJHJTJ9h/TrEbqGSHXvdMY785jhqxfa80QWqlD1jJrPmsZTM+MMd6bTfJera3WWyu3PvSW3j2+RhrVH7GkBAEDZyk/YeeMl2XDJZTJRamXqnOdl6zNmeCoqePzlgnOl9+0OiakyVZ43I4yfbZblMtsa16uWt9wJIWr4K5P1PF9XoepHEtl+mTXNweUiG5420+hQ83efk4Nm2b3yI5nvrM+A5YrM2bRIHvnyefLIng7pmX22mRA509MskUjElAnSccAaKM3x7lSCTAMUm36fOu9v93s8H/ibAILKS9jRTVi1k2ut7omTr5QV21M1ZdmsJq/lX4k3ael5klx1ozxsgocet33/YatbD//mNbpjlFx8lcjd5jmrPn9ufBq97O3PbZbRpman/hGR6GsmCKVaLvLjQIdMmBKV9r6YxGK67JKWajMOCI26xHt8W6201jSrWAKgmPIQdqLy4IK3ZMVM02w083mRlE1ZhTH5bxdZtTdOocammGplbFLA0d9Op0in7FYHhYhM6OiRjgkRaXaODromaEKHDPzy6voG7Uysp43PCJSAhkaZa3XYtTDNzRNc72ef97ByoENNYw13hyTvtN6/G3uJ/vMCyH3YeeZFWTHn60nh4uDyQ4mmJx9WTcyCJ+OBaOd2TzPWEFRdd7mIa9koouoW6WqPyhT1YZz4bG+QVbFt6oBgfxve1dIgU5vqpLPbnuDA/qjUNU0VbwVQT/MUkW3623OftEeXUpWPknSgY6l01o2TGqtvt0THdUlsV4v1fvZ/D/dIW2utGqyHr1J/HbaB03r/bqwl+s4LIA9hRwcVpznJYQWOjS/ZJxz7ueYW65yZetPUtFWuFLlklFSZ0UNywSR5WIUtZ9nxE5xTOluuv0k4QTlPqlt2qQ/ibaIST4oaGzXN1Capi+5X4w7I1vUiTVMHRB3p7hTp1MuI1Ejr7t2yr08NblglsVV8xKPY7NoWXcNSo8OHCTe6eSvxXk7xHlaxaFxdp0xJqqFMNa2X37wAtJyHnYnLOqTNOo/GRQWOnk2TVHhxX26efOm5ns+pCdInKE8eO8oeEZ/XUMEotkyFqaThZ8ucTa7ndaYxqmbPT9Q0Oc+ZarmKMz3NXfmiv5Wqb6jSKm1+n8vVU6VJ1svWnq3q/yYZkHUsrvMiVCHjoHS435vpalj83sPV0rIrJn3jlnqaooK831PNCyAvJyhnTV8xNcrUvKhSL18naFS0apnaJLKve5+u1jHfit30N9jdsn6rp16Ic3ZQNlK8h43qli5pr4vKfmt0+mm9kucFoJVG2NG1LIcTNTvuWhmEiL4ayznJUlfH124z31AbpHFu8omW1WNrpbMz6tOEpalvsF3tomYwy+JbLMpNqvewcyKy/vtYZK5WTDWt9+/Gb14AWmTd3hmxGy9cY3qTrXxorSy+p8X0oRIsua9D5t0x2/Ql6+7ullmzZpm+/NJXldSsb5K++PkOAAD46+rqksbGRtOXbPOrt5VIzQ4Qd8C69LymVaS9i6ADABg6wg5KjH2SJT84CADIFcIOAAAINcIOAAAINU5QRpJ8nqB87733mi5Usu9973umCwByI9MJyoQdJMl32OFAV9kyvQcef/xx05VfM2bMMF0o1DbPVqnsI7ZPeSDsICuEHeRTkLAzfvx405cfe/bs4UDhUohtnq1S2kdsn/LApecAAKCiEXYAAECoEXYAlK2qqqqkAgB+CDsoHn3jTutePrpMEHNbrDT0vX+c6XR3qntiuadDWDnhpr+/33oEgFQIOygOfVPQKVFp79O/ljyYX0xukFWxVep/wA48hJ7cev31163iyHd/ufHWKuarIDcIOyiiWhnrG3Ccuzenq/Hx1t645mnuNsOQb88//7zpGijduKHwHgQ4IADIhLCD4qhuka72qExR4aTZ0xbV0zxFou19do3PtlppndUhmVqkkuZpFOk0w5E/7733njzwwAO+v0Oih+lxeppc89bgUKOTH2PGjLGKI9/95cqpVcx1QW7lIexEZf6oFomcY8qoR2WnGZOdI7J6epusfsP0InSqW3apcLJNVOKRyAQn0PRId2edNE01VT4NjTJ393rZmjbt+MxjdyGPPvWpT8kPfvAD2bhxY1Lg0d16mB6np8knDgoAgshTzc6V0vt2h8R0OXyLTDRDgYH0uTd90i6t0uZ/tjFKmDfwFDLoOJxmLac5y92Nwcv3OTXlfs4OykvhmrGeedS/tueNHdIwfYfsXNvmGqdrdZbK7c+9JbePb5GGtUfMxAi/Bmmcu1vWO1U5Pd3SWdckTqWNvxoZV+eZx+5CAbgDT6GDjuau3dEhh2YAAF55CjvPS70TbBZG7UDzVYnX9hxcfkjq9XDHzzbLcpltjeud87wsXysyZ9MieeTL58kjezqkZ/bZZkKEhr4aK34Sco201m6TVebSqoZV26S2tcYep6/Y6mqR9BdqVUtLV7uIM0+30IxVYE7gKUTQodamMPJ9Tk1YztlBech/M9ayWul/+gWR5V+JN2dVzW6Qu1e/mKjduepGedgEmomTr5Tt+w9b3Qix6hbZZV1yboqTdCy6acsZ574kXQ93+t3dint5q1Ylj0NB6JBT6Bodp8nKW7sDAG6Fa8YCgCHwCzHuJiun2x18MHics4MwKUjYqbrucpEFT8ZrcvrX9siKOZdx4jKArDiBh0ADIBuFqdm5YJL0/ETi5/GM3ni5HFxWa0amcrZcf5NwgjIACzU3hcU5OwiTPISdWmnzu9z8mlvsc3h02TRJ4hXSOgi5+/V0JghVzZ5vTc8JygAAYLA4ZwcAMADn7CBMIuv2zojdeOEa05ts5UNrZfE9LaYPlWDJfR0y747Zpi9Zd3e3zJo1y/Rl79577zVdqGTf+973TNdA7l9izqcZM2aYLuhtPn78eNOX4ASRfDU1pVv+nj17SmYfpdo++T5/LN3yS2n7lIquri5pbGw0fck2v3obYQfJ8hl2AJSeVAfzYiLsEHaylSns0IwFAABCjbADABgg3+fU5Hv5gBthBwAAhBphBwAwQL5/ByffywfcCDsAACDUAl+Ndf/fpLmPdEyViN2J8nTX/9tpPXI1FlBZuPQ8Pa7GKg85uRpLB50zzzhNRg3/vZx3uk85w2cYpeTLH6lyjtqnet+mDbMAAJSxQDU77epAOONz/yrvyHgZMVzlI1OLE4mYrDRMD9DVOyhlsRNmH5mHE7GTcux4TD53elQ2/foL8o1711CzA1QYfmcnPWp2ykNOflRw9ff/QqZ/vl9GnHmlRNQB0so2yjATdiKnDlf/E3ZK3Ylj9j46GU87J1X3MPnot8/Jxv6LZe63VxF2gApD2EmPsFMectKMFVP/Tjv1VIm9/1uR370vsQ8/sMrx379vlRMf/JZSBuXk7+wS+0DtQ1Wsfan36SmnS0znVQAwvL+Dk+/+cqVDST4KcitQ2IlEhkvk1JFy4uNjdvnILid/b5cTHx2nlEOJ77+P7WL6IyM+o/eyvbPzqKc5Is09psfSI82RCdJxwPRqPc0SmdAhB6xxzep/P+75vMvwWSYAoKIFCjuiwo6c8Zn4QfPkx8kldpxSDuWk3ndWOWEVe3+qsHP6WYnzr/KooXGudHa74ktPt0TrRNZvTSSTA/ujUtc0VaqlQVbFVqn/ARSD93dw8t1fbnTzUiEKciPYEW7YMPXt/1Ny4tjHyUUdQHU5qbpPHjtGKfVy3C7J+/GYyOkj9U6293U+1YyTuuh+caJNT3en1DY16bRjhh2QretFmqZW67E+NTYRFcpUae52DZsinbJbWmsiMsFdnbO12Z5WlfhwXWuUXLUEAKgAWdTsjFIHTE+oOa76dTlxglIOJb6/TNHdxz6SyBln2/s436qnSpOsF7si54Dsj86VxhY9bJ/0WYO2qrFNYmUdj57mKRJt75NYLCaxRlEBR9O1P9tkrtRJe19MdrU4M6rws6/RnnbbXNnd2qZiEQCgUgUOO7FPniMnPvgP//Lhx64yXBYv/Kyc9W1TfjhCDiaNH0T5zQiZmYvlVHr54D/t8r7aZ6oc/60qav9Fzvi/1D4uQM2OVMtUqyJHpR0dbGobVVyplrG1nWK1bvXt09U6aohXj3R31pkaH6WhUQWcdFT4mW8awKxpo7JfB6yGVRJbRcMYAFSagGFnmERO+6wcf+9tVQ6rg6QpH6h+VU68/56r/E5i8r489q398htVHvvsJ+Wvn/29Z5osywcfSezER3LSbxwlcDn+vtpfuvzWFGt/HhEZ8Wm1jwvzE9jVdtqRnq3rpbbRDh7OuTxWs9ZYn2odAACGINjv7Nz/Lfmzr86Qd37UqtJRTIafYg6M1u/riAwfcbb1aDtT/ua+M+X6e/5Nfb8eIT/+h1Ei/+0N+XN9Wshrn5M//KdP2pNFPpDHrGmUo2fJf/9nNdmokfLXh4/Kv/6PfxfZe4F86clTrUnv+MpR+aX60t+mhp+nB7iXc8Vh+c1X3vddhjUt4o5/qIKNcvLESesxduyknIjF5LNz/l7WP/7PMvdbf1eA39k5IB0TZomKOrJol3MCco80T1gq0d1qWPykZH0+zlIZ17dLWqr1PDWyvqnPbqrS595MiUq7Nc49nXc+T3+fmq+7kdodwEX/jkwpKqXf2SlF/M5Ostz8qGD73fK1r/2ZvPPInb5h55QRZ1mPtjPlu0vOlh86vzH4pSNyuEGHkc/K1x44VeYtPmwFnLf+9Ty54p2jrnGfli/8+evynQvVSM+0u3vGyE3/9q7s/Yv/kPP0uI0iK3S3GfcvY9V8Z3mWgQGOfahCpHLS/JJy7NgJOXkyJiP/4n5Z/9hGmXvXioL8qOCBjglSs75J+na1xJus9GXpU2SbK4h4QsuBDplQ0yq79ai5c2VuZzQ+zpq3U6SuXYehPsIOAFSYnPyooEXlm8hpw+1y6ilpil7kh7JxyZvytip7R42UUU98St567RMiU9+TCWa68+vek2/sOVN2634dns5/T+ZcbI/zTjth3Id2M4sZ1/vmp+WKvxkjo1S56V9FfvnuGQOWQfEpp5miQqpVTlFhVQ3Xv6lcyF/Arm7ZJTFX0NEaVsU8IUSffOwEFqW6RXbpE451WbUqaZw1rxpun6Dsmc/dzzk7AFCRAoUdffmuxI7LsNNPU+VUicTLaVYZpg6giaIOouqf0191yUdSf3iEvDVcLWN4iul0QBo2LDHOO60OMs54Na5++jvyzvLfxMtP/mts4DIoA4vaZ0nlDPtRYh/Hb/0BAEDYBDrCDdfh4+SH6uA4wi5W6FFlhF0iI1RwiRcdYdT0pv+tV0+X3vNPyNVf/Ehk8x/ILmf4v54pP7j6I7la95+mw4yay4y74NwT0uuadtf+0+PjL/AsJ148y6AMLMNO1/tuhAxX+9Auav+pEjn5gZyqb/AKAEAIBTrCnaIPhCfek+Gnn6oOkK6i+60agpOuolu8Rsj01nPkLFX++MWP5KX/WwWl834rj7fEBg7X8+gsM1wVZxl//J/yz9cmlvHU8N+rxGXGq+V0fG14fNxZd31KdvstgzKwjFD7ylX0PjxF186dfE9OPYWwAwAIp4A1O8MkcuIDOUUdIHXxHjSHjYioohZmlQ9l6f/6N3l3rSn3/laqnHF/fNR/+B+pIOTuV+Wa2YllLJ2t5nONr7rhncRy/tdRuUYP91kGxVO8zVrWvjtN5OQHKijaJ5sDABA2ga7GemzNImmY+EfycXSnDIucVOknYk8Q0Se3qoOodVJy4U5wxeCc+Ni+5Ny5Gity8oScOBmR08ZdKU8+977cPPt/5vVqrA2PbzFdqGQzZ0wzXQCQGzm59HzzP/xP+dMvf0KOvfr/WWEnMswJO3ZtQMRqAiHslLqTx83v69gPJuwMk+FjauTpvSPkxlsW5j3scKArb++++67pGpx/2fG/074HCvWbJvxGSRD6ZxumSOfcND8JUYms3/myb1ij2T95EWRjeLedu193d0sjNz8etJxceh6LjZARw/9ddEvHsOHDEuUU1a+KHk4pvzJMhdRTThX5xIgPVQDinB0E89RTTw2qBDV+/Pi8FmSjTuqiS1035K1s+jfCVP6Tbc7PYMT6pGl9TQ5uMKx/IoOgk0+BjnCRYcNlWOSYCjgRq1bHKcNMcQ+jlG6xfqtIFX2VuXWluRk0LHJcPRJ2ENykSZOyKihfTYuaZP2sDvHPO7pGQn2mWGWCKxTp4aq/o9mMi8iEpMTkmm/IQaFQDsjW9SLtfe5QUi0tXe1S19mtXpFmXrd3OxzQj1OkU9+kuMa7LTT3fKY7VNuu+AId4f7wD8+Vt34dk9NH7lNlv4wYecAqp336DaucOvLfVfkPSomX0z972C6fecsqZ3z2NVX6rH2r9zEQlP2tNnhBGatpkUW1rdLmc1ztaZ4i0fY+ez9vq5XWpFCkDuz7Gs24ubK7tU0dpm16Ptmm3xt90l4uNUf65sW7a2XA7fuqp0pTnbmZcUq65mabzJU6FZacH0BNJ2TbrgQEOmfn5Inj8sr/2SgROaGG6uoAe3wy34EoKT4HHTUopjLvxf/lJhk2/JTCnrNj3QJin+t+WOnobzMVfq5ACdDn7Ogmqfr6ejMk4ayzzpJ//3f7liRevb29cv311wc6ZyebpqaqqirTZevv7zddqe3Zs4dzdgJx/82p7gn7Zf6usdKWdJ5JunNQ0o3TtRwJc9XBu+R/3Dzl55V9vz/pGuo2CTpdGW67Ash0zo7osHP06FHf8jffb1fBEpVE73O/94Iua9euNVMNzk8e+2fT1Rdrr1MZq64uVidzY9vM0PS2xdS3opj6VoQi0u+DDRs2xI4cOZJU1OdJvHjH6aLn0fMm3gP+HnvssZgKLIGK83ze7kxFPweCSP6b62tXf6/t7a5h3r9Jd38248pFivXua3d9jmXzulONy2YZcOjjk/t45S4653CiBoqgWlp2xSS2a5HUmiE2/a0lua3abpJ2vs2kau9GoanPlng5++yzzVCb7neP1yXfVIgJVKuDwatuUX+vreslqu/ObGmQxrm7Zf1W8/fY0y2ddU0y1aqNSKdGxtW55isbDTK/XdRnULP6RHIckI5ZrSLt801tj/3a9vVZPfY2MZ25Ua7brvgIOygxyW3VnVP0B0u27d3It+PHj8fLoUOHBhT3eF1ySTdduZuvvE1ZyBf1d7itVnbvNr1Kw6ptKgDV2F9OpkSlvSv5Br/+7JN6VWowX2rc4aG06ZsY97VHZYr5MhaJ1Mj6Jvel5+q1LdKfW2Z8t6jPLYcdDof2ha18t12xEXZQYlSgmW8aoBsa1QdFVPbzJabkeGtuMpVc8tbgUKOTL/pLhnPeiNGwSu1P9zA9jbOfvcPT9Fe3yK74fOV1ybUOPO739oAvX9Y2MuNXrUp63Q2r3PO4t0mqbi08266YCDsAsvbcc89lVfKFoAMgCMIOSkyiPfpAx9KA5wCgkjnNWk5zlrsbADTCDkpMndTum2W1R9fo8/7i5wDkor0buaIvI8+m5JO7dkeHHN1PjQ8AN8IOiki3RQ9scx4332kTd7dbq6mT2rtRTPb+CV5yiVobANki7ADImjvIfOYznxlQ3ON1yQdde+M0WXlrdwDAjbCDEuK9CgGl6uTJk/HyzjvvmKE23e8er0su+IUYd5OV0+0OPgCgEXYAZM1bc3PkyBFruH70jtMlV5zAQ6ABkI08hJ2ozB/VIpFzTBn1qOy0hulHZ7xfN4By4Rdo3n77bd/huuQCNTcABitPNTtXSu/bHRLT5fAtMlFqpc16BBAGx44dy6oAQDEVqBmLGhwgTPx+ODBdAYBiiui7gd544RrTm2zlQ2tl8T0tpi8oHWx+JCucmuvbvy6xZaKGvShTrdodPd6vG6VgyX0dMu+O2aYvWXd3t8yaNcv0ZW/D41tk5oxppg/l6N133zVdg/MvO/532vfA448/brrya8aMGaYLQBh0dXVJY2Oj6Uu2+dXb8hV2vAEmVcAh7JSafIcdgMALINcIO8hKPsMOAAD5kCnscOk5AAAINcIOAAAItTyEHb/LzN3DUnUDAADkHjU7AAAg1Ag7AAAg1Ag7AAAg1Ag7AAAg1Ag7AAAg1Ag7AAAg1Ag7KLyeZolEIvEyoeOAGZFKjzRHJkjGyQAA8EHYQWHpoDNFZFssJjFTdrVUm5EAAOQeYQcFdEA6lkalvW+VNJghyXQNjlPjk64mJ9V0dg1Qc/MEiUzokAM6WDX3mHEAgEpF2EHhHNgq66VJpqaoyOlpniLR9j67xmdbrbTOUoHFjHNLP91uiY7rktiuFqG+CACgEXZQInqku7NOmpwk1NAoc3evl60D0k6m6dzjVklslX8dEgCgchB2UDjVY6XWN8AAAJA/hB0UUIPMbxdPs1OPdFgn3TRI49zdst5JQj3d0lnn1+QVdDqFc3YAAAphBwVV3bJL+prWS038BONuGWuuxmpYtU1qW2vs4VOi0t7lf95N0OkAANAIOyg4HXicy85jMfeVWQ2yKj58lySuSNfDvf0BpuOcHQCAQtgBAAChRtgBAAChlvOws3Nhi8x/xvQ4nnlUIgujqiMq80c9KjvtoT5c49/YIQ3Td0i/NdzLvZxU3Udk9fQ2Wf2G1QMAACpUzsPOxMlXyortOtgk7Nx+SB75y1rVVStth2+RifZgH5nGO1JNF3R+AABQKXLfjHXNZXL36hddtTdR2fqLy+X6C+zu5JqXFomco4pvzYzt9bVtZhp3Lc3A6WzOcL3spXL7c2/J7eNbpGFt1FPLQ60PAACVIrJu74zYjReuMb3JVj60Vhbf02L6gtNNWVsnd0jbNSL9Kqz8pcyWntlnqzE6jLwoUw/fImOShjsS4yfqZqwvbRZZvsieRjeF/d3n5OCmSVLlni5ltw40a0UemC9zdNBS8ze89hV7WXrZD4+SnmW6tgluS+7rkHl3zDZ9ybq7u2XWrFmmb3Aef/xx04VKNGPGDNPlr1Dvj0zrAaC8dHV1SWNjo+lLtvnV2/ITdqxgsv0yiS0blRw4fMJM7U/sUGTzjL9T5GEr3HjGBer2hB09bvph+aZanqig9eDn57ueF45ChJ3x48ebPlSSPXv2BAo7+X5/BFkPAOUlU9jJz9VYTlPWGy/JBnGasDwumCQ9hztk6nZ3M1Y+1crUS16Qp944Ik9tPFemEnQA5Jz7jvy6pLt7f1B6mc3qfwCDladLz1WwmPO8LL/zBZGbvmhqZvxNXNYhvWrard4ruLSfbZYHzfD+tT2y4qrPyRi7d1AmTj5XNjz8pGy45DLhJObSUVVVlbcCFF6dtPeZH73Ud+WvGWpQ0T+W6f7xTQDZylPYsa/K2v4zkZnXuc/JSdDn8lgnHqtS/4sb5Zt+NS1X3SgX65ofNc3oBedKb7xJK4iz5fqbxJygfMQedM1lUrv6kMy0rgxDKfn1r3+d84LwK/lwq+/Kb3Xo2pkJ0tw8QSITnHvDuWqBrHu4HZCOCRGJ385N39vNmtaeN1FD5J1PTxqRCfEJPNNzjzggf2FHrrlFYoed82UciUvDq2bPl9jbHXaJhxjXpeO6mUsNn7PMTOMMt7gvMU/VnXiO+EnQbxyW6FUpmtUAlBUn3PT3+/8aVyk40LFUOuvGSY3Vt1ui47oktsu+l1tP8xSRbboGqE/ao0tVOKmWqU110tltAkx3p9Q1TR1w37eB84nUjKuT3fv6zATdEq2T+M1yreWMs9cAqFT5CzslxVzm/qUXZOYD2dQOIZx+Jt9LqhH4nhpixnzPf3hCseZFOjrwlE7o2S2tNXbNS01rrWwz4UY3bzXFb8/fIyqDSOcUPV2NtO7eLTqrVE9tkrrofjmg/u1XiSUxvSPNfJ3daqwON1FpWtSk006a5QCVpULCztkyZ5OuHfLWNKFyzZV/MgfI/v575Spr2Fty8FfXyvJd3uFexZoXmhMKHe7u0uA6ZyftuTbu6WJi3bO2eqo0yXrZ2rNV/d8k/hklxXx1Udl/QIWhqJqvQS9nn/QdSLccoHJUSNgBEBY6ELp5+8tDjYyr2x1vakqolrG1u2Vf9z4RnyasdPNN1ZU5s5ZK1JpP90eluy3VcoDKQthBheqUP3OajW79R3nLDBX5qSyYYA+/9R8TQ5MVa97SYr2GFKVQyjPoaNXS0tUu0lpjn2jsurS8oXGudHZGUzQ9pZ6vemyt7N69W2rH2vPp/s7Ozng/UMkIO6hQruakdV+T86xh58nX1jlNSf8kFy1YKP65o1jzlha9vn5SDc8Xb8gqdOBKpi8T3yUtA/KFz/DqFtllmqKSmrsaVql+97SeedPOZ5q1/PqBCkbYAXxdJZPm/lReHVToKNa8hecNNoUOOpr7OXXI0f3FWA8ApYuwA/h56x/lh53XyoV21Ut2ijVvkTjBolABo3i1NgDKFWEHFcp17kzVrXazkQoatzrDJiyQi/5pnXzNN3QUa97SVYyaFP2c9na0a3Mcuh8A3Ag7qEBXyb3q4KgPkHYx4eK8r8k61/B7fa//Lta88AsxzjZzdzv9AODIz13PUbaKcdfzfH4T58BXOoZ613P3+2Qo+7XS7nq+4fEtpguVaOaMaaYr3DLd9ZywgyTFCDuoDEMNO7lSrLAT+Wqn6cq92E/sO3D50WGnUg54SFZJ+z5T2KEZCwAKZE/7rTkvADIj7AAAgFCjGQtJCtGMhcoVpBmrEIrVjJWPmpjxretoxoIvmrFsnLODAfIddoBKRdhBoRF2bJyzAwBFNP68M7IuALJH2AGAItnz1odZl2LQNx1F4bHdcycPYScq80c9KjtNn78jsnp6m6x+w/Tmhfc5gqxXZv1r2yRyTotdRg3mNeRnvQCUny2PLDddwWQ7fa7oG4qi8NjuuVNBNTu10nb4Fplo+gbljR3ylxsvl4Nvd0hMl8PzZc4FZtyg5WC9AJSlabcvMF3BZDt9rlDDUBxs99zJb9hR4aBh+g7Z6dSGWDUYumZjqdz+3Fty+/gWaVh7xJ72mUcTNSYLo/YwM//qhWqYeuy3akHMNKrE59WS5lfzDHgOpwbFW7Oi+03Nit86uB38N9luOgdwz+uuqUl6DY/K/JTrlZg2eXvZ3DVK8xeq57K2B4ByRs0O0mG7507+a3Z+tlmWy2yrJqR3zvOyfK3InE2L5JEvnyeP7OmQntln2wf5v/tcvMakV34k859JzP/KZDV80ySpsmpBTK3KnhtFFjyZCAlfPWQtzxq3bNLA54g7W66/SWTD0yYovfGSbLjkMpmYbh0c19wivZdsltHe5ivr+UV6zbwHlx+SendYir+GW6Qt5XoZA7aXWk+1/L9ccG58+VPleTMxgHJGzQ7SYbvnTv7DzlU3ysPmoD5x8pWyff9hq9ut/+kXZPtzKkSYmov6R0Sir5kwoub/5jV2pxav4Ri/OV7LoueX5bMDNylVzW6Q2o0vWTUjet7aybXp18Fl4jIVOA43yCtfUtOZ2hX7+b8Sb4rSy7979YuJ2h3Pa0jLZ3t5l6+HAyh/1OwgHbZ77pTMOTuT/3aRXStjim+txzOPyuj9DWaar8vdZnD2amXqJS/IU28ckaf2Xx4PIoHWwWLXMOlange9tT8AEBA1O0iH7Z47JRF2qq67PNEklUb/a4dk8thRds8zL8oKuyvw/G4TJ58rGx5+Ul4Z+0XR91IezDIc3nn71/bIijmX5eyk46rPnyvbXcvfuZ1mLCAMqNlBOmz33ClS2LHPm4mfpHvBJHlYn+dimpCSTvB1sZqfFiy1p9kuiZod7/zW+TKe5/C65jKpXX1ILr7O1N4EWQf3Sciq1MvXpU3XCql5e34i8XlH6yu2ltXa8wyQYb386HOF5jwfX/5WuVLkklFWSANQvqjZQTps99zhdhFlaOfCFlk+dlGaZrbB43YRQH743S5C19RkE2D8pud2EUiF20XYuDdWudBXe31ps2x3ajRv/7rEUtYcDQ1hB8iPUrw3lq450E0lmR4PHTpk5kChnXvuuYH3kxdhx0bYwQCEHSA/0tXsZPvoVoiaHR129EEXhTXU7U7YsXEjUAAoIie4ZPsIIDuEHQAAEGqEHQAAEGqEHQAAEGqcoIwknKAM5Ic+QTlfOEE5nDhBOTiuxkJWCDtAuBB2yhdhJziuxgIAABWNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEItf2HnjR3SMKpNVr9h+lM6Iqunu6eLyvxRj8pO0wcAADAUeQs7/U+/IHKVyO0PR82QoGql7fAtMtH0AQAADEWews4ReWrjubJgU4PcvfrF5FqaZx6VyDktdlm4Q1ZPXyq3P/eW3D6+RRrWHlETeGp23NO7h+uao+k7ZOfatoHjAAAAjPyEnTdekg2XXCYTpVamznletj7jDFcB5auH5JE9HRJ7W5Vlk2TOpkXyyJfPs4b1zD7bTGhY04v06mlVObj8kNQvdNUU/WyzLJfZ1rhe9TzLrbAEAACQkJewo5uwaifXWt0TJ18pK7bbAcVq2lo+W+ZcYPVmZE//lXiTVtVsT03RVTfKwyYg6efZvv+w1Q0AAODIQ9iJyoML3pIVM03T08znRbxNWQAAAAWS+7DzzIuyYs7X7WYqV/OTbmKquu5ykQVPBg4+3un71/aoZevmMQAAgGByHnZ2bn9e7jZNWA4rtGx8SfovmCQP6/NunBOOrfNvzpbrbxLXCcouavqen0h8+tEbL5eDy5KXDQAIm50yPxKRSLzMz0HrgF5mLpaDcpTzsDNxWYe0XWN6HDq0bJokVaqzavb8RK2PCS7OMPsEZc+l59fckpjeLMPiWqZFT0cQAoCQuFt6YzGJqXLwkajUzx9qTJkobbE2WgYqVF5OUAYAIFeqrp8pk6OvSn//amloWC2r50ckoh779cid8xM1QFYg6pfVDQ2y2hqp6X5do+Op2Rkwnx6UmK9/dUN8uOqRhiGHLRQTYQcAUNL6n9og22svtGvyt98ur0yNSaxnjlTpELL8YjloaoB6pV7m76wSlY1kw1NOanlKNtROTa7R8Z1PZMzFznz98tSG7SI6YOk+9fy1U6kTKmeEHQBACVoh9abmZfSGmXKwzYSNyY/IN02nFYJU+BltpqtfofNJv1TNWSC1G55KGVRSzqdT0iuvqylel1dqe6W3doPo7PP6KyIXj7HnRXki7AAASlDinB2rFscM9Zr8yEF7GlN65ugpJ8pUK6j0y1OvzIyHIzff+aqul5nRrbJz51YRFZAmTq1V2WenbI3OlOtTrQDKAmEHAFCWrJqY2x/0vcJKB5UNDz4or1x8/YCglHq+KrmwNirLl0ftmpwxF0t0+XKRmQOXgfJC2AEAlKeqOfKwvlLLNEclXaI+carUrlChxa9KJs18OiRtF1OTo2t6VJ9cSNQpd4QdAECJSXGZuAopPZ4mrao5Pa7mKPc8ehk9YrVqWZKXmXK+iW2uZrMqmdMTE+d0IZQvwg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AAAg1wg4AFEDkq515KwDSi6zbOyN244VrTG+ylQ+tlcX3tJg+VIIl93XIvDtmm75k3d3dMmvWLNMHIBs6lOxpv9X05c741nUS+8lc0zfQhse3yMwZ00zf4Bw6dEjOPfdc04dCGep2z8W+LxddXV3S2Nho+pJtfvU2anYAAEC4EXYAAECoEXYAAECoEXYAoEi2PLJ8UI8AskPYAYAimXb7gkE9AsgOV2MhCVdjAfnhdzWWrqnJJsD4TT+Uq7EikYjEYrGMj/qqIBSHvhor6H7y4mosm74ai7CDJIQdID/K+dJzlCfCjo1LzwGgiLI9B6dY5+zomgMUHts9dwg7AFAk2Z6DU6xzdvyaSJB/bPfcIewAQJFQs4N02O65Q9gBgCKhZgfpsN1zh7ADAEVCzQ7SYbvnDmEHAIqEmh2kw3bPHcIOABQJNTtIh+2eO4QdACgSanaQDts9dwg7AFAk4887I+tSDNQwFAfbPXcIOwBQJHve+jDrUgzUMBQH2z13CDsAACDUCDsAACDUCDsAACDUuOs5knDXcyA/9F3P84W7nsMPdz236bueE3aQhLADhIs+4KFyEXYIO/BB2AEAlJtMYYdzdgAAQKgRdgAAQKgRdgAAQKgRdgAAQKgRdgAAQKgRdgAAQKhx6TmScOk5ED7F+kFDZMa+yQ1+ZwdZIewA4aMPqHvabzV9uTO+dR1hZ4jYN7nB7+wAAICKRtgBAAChRtgBAAChRtgBgAo0/rwzrMctjyzP6hH5F3RfOI/OvkRqhB0AqGDTbl+Q1SPyL+i+cB6RGWEHAJCRU4uA/GNb5x5hBwCQEbUIhcO2zj3CDgAgI2obCodtnXuEHQBARtQ2FA7bOvcIOwCAjKhtKBy2de4RdgAAGVHbUDhs69wj7AAAMqK2oXDY1rlH2AEAZERtQ+GwrXOPsAMAyIjahsJhW+ceYQcAkBG1DYXDts49wg4AVDCnFiHoI/Iv6L5wHpEZYQcAKtCetz60Hp1ahKCPyL+g+8J5dPYlUiPsAACAUCPsAACAUCPsAACAUIus2zsjduOFa0xvspUPrZXF97SYPlSCJfd1yLw7Zpu+ZN3d3TJr1izTB6BcRL7aabpyL/aTuaYLg8G+yY2uri5pbGw0fck2v3obYQfJCDsAgHKTKezQjAUAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsAMAAEKNsIMi6JHmSEQiSWWCdBzQw/WjmSyvBvtcuZ4vX685H8sNssx8vZ5slMI6uLnXR3c3q/+zker15Pp1ZrOe6dYp29eXjvd5Uj1vqSq39Q0vwg6KoEFWxWISi22TuVIn7X26e5e0VJvRQGjp9/4q9X+pG+x6lsvrQ6Uh7KD0bG2O1/hMSPpKpL8lmZqgZv/vjgc6Jph53d8uM8+Xehr38GbVPUU6Zbe01rjXLci83WZYCq7XnLyKrmX4fMNtblavd0KH2IPTPZ/fOvotIyF5W+pp3a+9RzomuNa1R62/zzL8n9fLO80Ba9n2c3u3s9oGHaneHx5BtqnvOgV//sTs6ca5meniq51qXdzDs33v2OsfX9yg9k3Q9dTscfZg93ymO+X+SixzQkeHaz6HHu/396YM+jNi4DolJrPHpf6bSiwv2OeM7h+4/v7zIt8IOygx6oNhX6PEdM3Ptrmyu7Ut/oHQ0zxFZJuuBeqT9uhSzwej1iNtrbVqEj1N4ttl5vlST6OHd87dZq/PqlXqW2uiNmqXqYpKN2+0vc+et1HUh14qya+5c0riQzBpGdtqpXWW+6C1W6LjuiS2q0X0mqR7vlTr6F1Ggndb6m/s7tfeIFOb6qSz217TA/ujUtc01bOMdM+boKdJbGO916qlZZeeR5dtUut6D6R7fyRLv03Tr1Pw53cvN/04f6nWRQ8f/HunOvC+Sd7uqaWeVgerpTJOvSf8F5F6f7lfY5es93mN3vec8wrSLzPT+y3TPvT+TQ1cXtDPGb/1958X+UfYQYlRHwzzzUdAQ6P6oIjKfvMB060+DTun6G9ENdK6e7fs67OmcqmRcXWdMiXpG12Q+VJNo4e71sdX+nmbppoPaOu1pJLuNXuWsXu9bI1/gLvGpX2+VOuouZfh5rctk1VPbZK66H51uDsgW9eLz3LSPa/DXu8B21jXRljffvU3Y2d7aKm2lddQ3kfKoJ4/6Lo5Uq2LvU3896WX/3MG2zeuedNKPe36WTWyb1G6JuhU2yT5NVa3LErzGr3SLTPAvs2wDxPbKtXyBvs5o2X+u0J+EHZQRtSHlPqGZH0jU2XgN0n7G3nfuKXqA8f9bS3TfFqQaVIZyryFku06ptqWLtVTpUl9I9/as1X93yQDjqeWQWwbHTSWjpM+ax79zTjXMqxT3p/fLU/vnUD7Zqh2q1In0fSJrsByvT39ljeUz5kAf1fIC8IOyoT+RrRb1ieqNVKqbumS9jrn21qQ+VJNk8N5e7rTNkU40x3oWCqddc7BqUEa53qWER/nle75grwOf8nb0ks3l4js696nqw5Un9cQtl/tWHt5abdbOollJm/TgNsi5fOnWq6WbpyfVOviGT6o904u9o0j1bR10tS1Sxbtq4mfjxJcNq8xqKCvKdU280q/vOw/ZxLS/10hHwg7KBPqG1FXu0hrjfpGpKuK/b4VOScI1khr7SJTtR5kvlTT6G9h+pwNM9yqerYDSOKEwzTzuod3S5oagjqp3TfLmq6mVaS9K3H+TMMq1/NPiSaNS5bu+VKtYzp+29L72tWSx9ZKZ2fUp5lEC/K8ahrvNtZNC51T7P602y2dVNs0wDqlff7U+yr9OD+p1sUzfJDvnYz7ZsB7O5X00zas6pOm9WpcVk0zQV/jwPdcaqm2p1fQ/ZRqedl8znjX32felCeQI5ci6/bOiN144RrTm2zlQ2tl8T0tpg+VYMl9HTLvjtmmL1l3d7fMmjXL9AH6m/EEqVnfJH0DTnAOI32g0ifj+p2jkm5ccZTTvincupbefuppjkh3Yw6bMCtUV1eXNDY2mr5km1+9jZodAINhX94crAYDhVUe+yZxCXYlv4/0ic1zpZGgk3eEHQCDoJs29ImYlfRjkPpS4lSvN924QiuPfVPdsit+Mm/h1rWU9pOm14dL0AuBsAMAAEKNsAMAAEKNsIOQ0ScgproKI1f0c7h/Ej/fz1dI7temefuzNdj5c70eQ1Xs5wcwFIQdhEyh28BpcweAUkfYQZGYb8qDviFfqpsder+Be+fTk7p/s8MzvV6O7++FuJfTbYZp7vntdXJeT/LvgiTmT77poT1/4rWmWoZrOjNcvw5rOt/11Vzr7H6NA57ToYfr2yP4/K7JEG7OavG9Kae9Ht716jjgXQ+9vfzWy/XcfstJcQPK9DdiTLcPlSA3F42vS6r3qNWTmD7ddgOQE4QdFJE6eA36hnzJNzvs6e4MfCPKmnF1stu5cU1Pt0TrJP7Lp9ZyxtVY3W56OZlvzOhcBaOL/hG2oDc9dL/W1MuIT9dn/3iZ/m0O3V3X2e2aJiFpnTPcRNSma6kKfeNFP971aPFdr0yvz3+dM92IMf32T/U6/Ncl9Xs02HYDkCuEHRSROngN4YZ87psd7leJZeAvxaaZzwSEnu6oNC1q0mknw3Jcw611TUF/e7e+sbtvIJk8/8CbHnqe03cZmpmueqzUqm4rk1ndfj8777POKW8imkmq/eS/fQdKt58HK/Pr839O/bP+GW7EmGb7p94O/uvi/x4Nut0A5AphB2VCHWi8N9kb7I0o9XzWfWnUQSeq5mvQy9knfQeGeNNEfZAc6g0kc7GMgvLZviXNrrlJeSPGXG//lO/RcttuQHkj7KCIhnpDvmoZW6u+FWd9s0P7JonrZy2VqDWf7o9Kd1vA5aS7aaHvDSSzmF8b8k0wtWxuIjpYqbavV2Ka5P1szx+v1cjq9Q7t9aW9EWPWNwFNty5+79FU202fx5OpiQ/AYBB2UERDvSGfbjGYO6gbUeqbJO7evVsd1+z57Jsmdsb7k3mWk+qmhbr5wvcGkgHn11IuI3vBbyLqVsgbL6r5F+lzX/S83tfrXY+B6zW41+ecGOy6EaNb2u2f+v2abl0GvkeDbjcAucKNQJGkcDcC1Qed0rohX6FU1s0zASD/uBEoUAK46SEAFA9hB0WiLy+unFqd4tz0EACgEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoEXYAAECoRdbtnRG78cI1pjfZyofWmi5Uknl3zDZdybq7u00XAAClpbGx0XQl2/zqbenDDgAAQDnTYYdmLAAAEGqEHQAAEGqEHQAAEGqEHQAAEGqEHQAAEGqEHQAAEGoZLz3fsWOH6UI6kyZNMl0AgJH3/cZ0IZ2j9/yh6fLHMTiYdMfgQL+zozf0+PHjTR/87Nmzh7ADAC6EnWCChB2OwellOgYTdnKEsAMAyZyw03/HJ6xHJKt66HfWI2Fn6IKEHc7ZAQAAoUbYAQAAoUbYAQAAoUbYAQAAoVYCYadXvl01Q9YcNL0Wv2FeQaYBAFSc3m9LVVVVvMxIOlAkHzt6v62m+Xav3VMp0m6ffCnuMZuaHQBAaBxcM0OqZous7e+Xfqv8VKZtudY/0KiD/mxZK/3frzcDKoAOOknbp18ev220GRleZRJ2dCI0KdQ3gZvEuCaRVistqAMADsrTW0S+89PvSyK+jJbb/v47csWPn1RHCjd13NAH/UoKOmr7rHngV57t41DjZvjV9gw8vg6sKTPzxQ+8mY7ZhVciYWevfPdas2GsMlt+bMZovdY70k7o3/nVAymqwdQy+r5iJ9W1fy4/nv1tzxsbABBqB5+WLXsvkjHeiorR18m0K34sT7oOClu+9YDU+B70Q0xvH5km1/lW5KhQ+LhT27NWLvruKtcxNPn4utc1Th+ff/zna+1xJjgGO2YXVomEnStU0nQ2si5r5c/NGJ0Qn1TJ58ezdQi6Vr67d6/0vW5GJVHLaDZv2/qvqPl/Ja+XwAYGAJSCK6RmjOlUB++96liy5WkOEkni5/LoCgf3MTTV8VUfn13jLEGP2YVVJs1YyWGoomodAQDBjB4jF/l90R1Q46OPKbr24luVdZGL3j57t4hvxtNB54Ea+emACofBKL1jdhmEnTFSc0WQBJ6Y5uCaB+THV6SqqgMAhFO9NH9H5LvXuk9jOChrvvVdke80e5qs6uX7ay+S735rjZqiUpjtk/Sae2WNk/guGiPWYbP3yaRTSVLzOz4HPWYXVhmEHfvkMvXuNdVrqc7FuUIu6vuWNc21+n3997fZOw0AUDFG3/a4/PQ7v5LZ8XNAr5Ut037qf8VR/fdl7UXflWtnVE7gsbbPtC1ybXz7PClj9LbRzVM/nm0Pe1IC1uzo83x0DZk5PlsnIwc9ZhdWSG4Eqs/81iebPS7FuIKOG4ECQDJuBJoeNwLNHW4ECgAAKl5Iwk69fL+/OLU6AACgtFGzAwAAQo2wAwAAQuPnP/+5VdxCcoJycXGCMgAkc05QRnqcoDx03mOwE3T+5E/+xHrUJygHCjvIjLADAAmEnWCChB1klulqrIxhBwAAoNTpGh1dm+NXs8M5OwAAoKx5z9HxIuwAAICypmtxnJocd7eDsAMAAMqOrs1xanRSdTsIOwAAINQ4QRkAAIQWJygDAIDQs2p2TDcAAEDIiPz/ijVKX5ASecYAAAAASUVORK5CYII=)
Fill Tab
Allows you to change the background color of a cell. I usually do this for the entire row at a time.
![](data:image/png;base64,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)
Visibility Tab
Allows you to show or hide a cell, or to CONDITIONALLY allow it to show. You might write an expressions that says 'show this field if the account is active, but hide it if inactive'. Get the idea?
I've never 'toggled the display' of a field, but it's very useful to do this for the GROUP. You can show or hide a group based on a toggle button. This is a more advanced concept, we'll cover it in a later tutorial. For now, it's enough that you know that it's possible
![](data:image/png;base64,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)
Interactive Sorting Tab
We'll save this for later
Action Tab
It is possible to make it so that when you click on a cell, you are navigated to another report, a section in this report, or to a completely different web site. These are too advanced for today... but imagine the possibilities!
![](data:image/png;base64,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)