Danielle Turner Administrator Posts: 3
3/22/2021
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Danielle TurnerAdministrator Posts: 3
1. Line Marking Deterioration Model Outline
1.1. Conceptual Outline
The JunoViewer line marking model follows a workflow that differs from standard deterioration models. This is mainly due to the following requirements for a line marking model:
- Line marking improvements generally cannot be effectively applied over short, fragmented segments. Therefore, line marking segments should be relatively long so that areas with a need for improvement can be long enough to warrant intervention in that area.
- The line marking model should be capable of merging an existing FWP for general road maintenance with a line marking segment set. However, since the segments in a road works FWP will often be shorter than a typical line marking segment (e.g., 500 m), the deterioration algorithm should be capable of handling the merging of several road maintenance interventions within a single line marking segment.
- The line marking model should include the intelligence to identify which lines (e.g., barrier line or edge line) will be affected by maintenance in the merged FWP. This requires special rules for matching the lane in which road works is being done with the line codes that will be affected by such work.
The deterioration model developed for forecasting of reflectivity is illustrated conceptually in Figure 1 and Figure 2. In Figure 1, we show an example of a road section with lanes only in an increasing direction, and with a single 500 m long line marking segment.
Also shown (as coloured dots) are the individual, available reflectivity measurements, which are generally taken at 1 m intervals. The colour of these dots denotes the relative reflectivity value, with red indicating sub-standard, blue medium and green acceptable reflectivity. The gaps in the available reflectivity data reflect the true state of affairs since it was observed that reflectivity measurements often contained segments in which no data was available along a specific line.
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)
Figure 1: Conceptual outline of line marking model – segment layout and data positioning The JunoViewer line marking model will automatically extract the latest available data at each measurement point (generally at 1 m spacings). A time limit (in years) can be set to limit how far the model needs to go back in time to retrieve the latest reflectivity data.
Figure 2 shows an illustrative example in which three treatments from the road works FWP have been merged with the 500 m line marking segment. Conceptually, every reflectivity point that is covered or touched by these treatments will be reset by the treatment (assuming that part of the treatment will be a full re-establishment of line marking using new materials).
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) Figure 2: Conceptual outline of line marking model – merging road works FWP treatments
Thus, at the end of the 2020 modelling year, all of the points touched or covered by the SMA treatment that will be placed in 2020 will be reset to a value that is specified in the model. Similarly, points touched or covered by the SMA in 2023 or by the OGPA in 2022 will be reset in those years.
At the end of each year, the model scans the reflectivity points, including any points that were reset by treatments in the merged FWP. An increment is then applied to step forward each reflectivity point to the next year. This process is repeated for each line marking segment and each modelling year.
Given the large number of raw reflectivity points in each segment, the model calculates – for each line marking segment - a single, specified percentile value to represent the line marking segment reflectivity in that year. This percentile would be a lower percentile (e.g., 20th percentile) and the value would represent the predicted future condition for that line marking segment.
Proceeding in this manner, the model can merge the planned treatments in a specified road works FWP with the current reflectivity condition. Any reflectivity points that are affected by planned treatments are reset to specified values, while any points that are not affected by planned treatments are deteriorated using a fixed, line-specific deterioration value.
1.2. Model Setup Steps
The Line Marking model requires the following preparation and inputs[1]
1. Prepared 500m segment set covering both directions of all sections in the network:
This segment set needs to be manually prepared. JunoViewer’s segment set creation tool can be used to create and export a set of 500 m segments (other lengths can also be used, e.g., 300 m). However, for sections that are not direction specific, duplicate segments need to be created for the opposing direction, and this need to be done manually using Excel. The prepared segment set then needs to be imported into JunoViewer as the base FWP for line marking.
Segments in the FWP that are in the decreasing reference marker location (i.e., direction “Decreasing”) needs to be assigned the lane code “R1+R2+R3+R4+R5”. Conversely, segments in the increasing direction need to be assigned lane code “L1+L2+L3+L4+L5” (note: no space between plus signs). Once the segment set is prepared in Excel, it can be uploaded to JunoViewer, imported as a FWP and assigned a version code. [1] Given that this is a first version of the Line Marking model, and also the agile nature of JunoViewer tool development, the steps and details noted below may be modified in future versions of the model.
2. Preparing the Deterioration Model Setup (DMS) file:
A special DMS file has been prepared for the line marking model. Click here to download an example of the Line Marking DMS. You will note that in this DMS, the Treatment Assignment Model parameter on the General sheet is set to “linemarking_model”. This is needed to ensure that the special line marking model is run instead of an alternative model.
This DMS can be used as a basis for the line marking model and requires minimal modification. To keep the model simple and easy to use, the model does not at present, allow a significant degree of customization. Table 1 shows the model parameters that can be customized in the DMS.
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)
3. Linking the Line Marking FWP and the DMS
The step is the normal procedure for defining a model setup. In the Forecast Models page, select the line marking FWP defined in step 1. Select to add a new model setup, and link the DMS prepared in step 2. Do not specify a budget or committed treatments since the Road Works FWP specified in the DMS will automatically be applied by the model as committed treatments.
Note that the line marking model does not trigger any new treatments. At this stage, the model simply applies the Road Works FWP treatments and uses this to reset the reflectivity points as explained in the preceding section.
4. Run the Model and Export Full Model Report
With the DMS linked to the line marking FWP, you can run the model. For a medium sized network with 500m segments, a model run typically takes only a few minutes to complete. Once the model is completed, you need to export the Full Model Report. Given the specialized nature of the model, many of the elements of the full model report (e.g., annual spending, treatment quantities summaries etc.) will not apply and will essentially be empty.
The outputs to be extracted from the Full Model Report can be found on the sheets named “bl”, “el”, “ll1”, “ll2” etc. These sheets contain the specified percentile of the reflectivity on each 500 m segment. Data on these sheets can be analysed to obtain estimated future reflectivity condition for the network. The remainder of the Full Model Report should be ignored since these outputs do not apply to the Line Marking model.
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oPLj/wwluWJ1x5+/LEK285/3ca+VuNPD/wokcf5yN5/vJ41W3nL6DPeMmfL//59z6wfPKTnzz2f0VtUfuwnK7D0vvZ+9k90D3QPdA9cNZ7wDvOQeWxXBwh85WvfGX54J/+zfK6N/3J8vSr/nL5/h/mp493Lk968S3nL4L8lHHtweZJV92xfP8Lb1+e+MMfXm78iT9Z/sv//efLZz7zmQt2aSSHs95cnX+/YLsHuge6B7oHugdOVw8c9MKo37FdHAnwjW98Y7nvvvuWt//nDyyv/6k/WZ599Z8t/9WzPrI84UV3PnqJ5CJZnie++M7lv37OzcszX/4Xy1Wvev/yL//N+5ebbrrp/EVU0hdK9mE5XYel97P3s3uge6B7oHvgrPfAYe9Qx3pxhNwjjzxy/hdZ7rzzzuWdv/eB5ad/4Y+W1/3UHy/Pe+X7lhde//7lpa/90+Vlr/3T5YU3vP/82rU//ifLP33LHy1v+633LR/60N+e/9fe3/rW438L+7BJb/U/683V+fcLtnuge6B7oHuge+B09cDWO9Ca3bFfHA3Mb1zzr68/97nPLefOnVv+3/f+1fL77/ng8vvvef/y7ve8f/n9//KB5Q/+n79c/vqvbz7/yy8PPfTQgs/F/F8fltN1WHo/ez+7B7oHuge6B856Dxz2XnXBLo5JlJ9C8lNE/mg4l0mer33ta+fX0B3332dMLrPxWW+uzr9fsN0D3QPdA90D3QOnqwdm954tuotycdxC7CTY9GE5XYel97P3s3uge6B7oHvgrPfAYe9XfXGcVPCsN1fn3y/Y7oHuge6B7oHugdPVA5NrzyZVXxwnZerDcroOS+9n72f3QPdA90D3wFnvgcm1Z5OqL46TMp315ur8+wXbPdA90D3QPdA9cLp6YHLt2aTqi+OkTAc5LE988uXLZZdd9tjD/CA4v/yrb1u+53u/70C+W+LB8R3veu+B8V92zQ0Lj7EOiyfOSZN/+MGbz+8l8ji4scfs9XFgHxemNTlM/1RuYHluXvXaf3wkNa9nqPZs5eCcM/vGN7/l/J4gD3qGxUsJh614ySMxzuKYc0J/rL0T694e9fsoz+mlvC+ZR+2jo65Zxb/U55fyvtfaT649m1R9cZyUqRZ7Nvdjmpcp7JlzIGe+F0N32JfEcb+oL0ZNLkbM2Yv8YvDZEtNeP8qLI/3khUp85BY+azb14rhmN1vvi+PF/0mL/1Ax64fjfh9diud01NenJY9Rbse91hfH71yW+uL4nVp812ifRpw1lR9FP4j5weUg+9MN4qEDKz96jsHhwsfDOPnhow48xmsvWu2QxvblrI6YiZ/j5AF/dGLpj0yfffD1Syx4Ggs9/FLP2HyxpR5Zk8yn+qbO2Er3DOnY+hIzOelTZY032v/MJf0zB2xSN6spfnWf3Gsx0NtH5iaPka06cTMPMZFiaWeMtTpoJ/5v/+4ffFf/Umf15JbxRnWoseBEHB51iSFnJPjkn/tMbHxrbPESK8fiyr1igKcOKX6uu1bzxH5tD5KDY2LzZC3xZ00Oue81f2zEQgev5KlvzREf1qi7/iMpByT22NScjZH+yd/zCEblnz4Vdxc3cLUhZ3k4Tu51T1JnXsklx+DWuhI3c0kMdInPmJ4DE5+sDbwyD2ywz5rJnbWMmbj4ZVz5Yp+55LjWu9qCYR7y0X8Wi/x48NGfWJl3jaUdEjvjYGcu2uib/Bjjg047pLUTL6X5pw+xXcc/867vDfTUAUz3JvFZc99zfW38XZedPRf64jgp2FrR67qbvLZxNgd6ms5m1M9GBJdmokF4bCQPTvWzUfHRFgzGNNoaH2yy0eUnXp3XfOWZh642PjmpFy/55EEY4ZOD/tbJHEd46Kyjh9N6aY8USy7qnFcuae/YONgS1zjVl7l7J36d4597lXsJbsZC53zEO2uKHXM5gWX9XEOfNWGsLvNKTujFTnv9kNbJ/WPNvLXTRozMTZ01Sy74py3+5oHOOb7EzJzxk1PWCr+sNfm5p7me2OaRNXZNaR7wYE1/9zDzSL32yUMsMMRHn/m5viaJl7Vybq7ys3Y1N+bWDx/mck3fHMulYrmuRC8P1nI+wtNPCS+56Z+1oVbqR3iZi5gpwTLX3BfG+FIz7Mkh41bc5JH4jmtdncs9+2CUB7GJIRfiYyd+5oGu1lxb7NDrR3xxjautHBNLP2XyyBzQ15qAYw13xYJXYjuXi/7uD7buY41tHuqrLzwrrvnhk/VyXSmW++jcPLFjLH7laV7YYZN+YLk3xtslJ9eeTaq+OE7KtKv46m0C5yNpc7PpbjLNlg2BHw1Bk6OzOUZNiY51fMQ2rnw8LK6nTB842NDaMJenaymrT230zBNbD4QYqXdNKX/nSOytR647Tr4jW/mKPauNmEjsyA3pGAxtxHVeZb5s1LGGH3NyqrVxbzInfZXoqh9z9yxj4CN3JPPsL/zkI37q5aPOGmYd1CGNlXr42K/aEtO4SLnrjwSj7nvqE0NcOWQOrKVtjtHleYKHtc2aVju4gcP66Km+2IBtniOfPEfJY2QLfq3NyM41uGZs6kM89ci616nD13xHsdM367mrTnWfiJnc8AebfU8+Oa77iT0Y2uReYMtcHTL1ue4488l9yZpgK1fGxM96V73YKWtdxcvck0v6Ms49rljo9aU+tQZ1/1Kfe1RrLW7aJy/PK7nkOmN1dV0uu2JlvmBk34gp1q79GNVLX7By30dxjDeSo30EGxztR7mqy3jWzJ6Ad+LoM5OTa88mVV8cJ2WaFT51NkWu1bENmLY0ChtOQ7JOI/iiYZ1DDk6OxUVHw9QmQj9a008pH+Z5INSPYqpD1iZPPPR5COGKvj7ml7iMR7FHa+YprrUjNvwSlzX1SH1YT7s6NgYyx9oRR1zXUpIj3HMtuaBn71Ovj/Hkylw7bFxPyTo2cKq55VruX9YjsRjLIWODj67yltvIp+I6t3ZZx/QnB22rJH7mZHxl7ZnMGV/wsM14zBMz9wodc3AYI+vesu6T8VyreKzXHMVMHvojsw7ud+rXxpUPcayBPsxzX62TMc19lAc2ct+nTiOs3BM5sCbPKmtuNQ9iWKtdZ6diM8fH3HJfcoxdcoWTdatyLZdai8STV3JhzVoZA06sVyzWMnfzETdrVmNkr9Sc8R+tiYvMWthDrIsr95ToRri5VvddvIxtXskh4zCmhqN6oQMTvIzLfFbLjM/Yfcz1xGa95sJaxsBef7jIC5u1ftK+ysm1Z5OqL46TMtVir809uGubZ9OopwFYY8ORNGw+xKEp0NexHNDhM4o9WtNPKQfm9UCwlvH1SVmbPPGwg5v8kTZ5YqyNR7FzzfyIKS58yMPYzBMfPupdZw2Myl090ljIHGuTcV1LOco9uaCnB3b5YAdPJLYj3MQY7WnuSeY8shVrlDO69NdWOfKZ2eOXdUz/rJX4KWfcs2eMkX0BJ2xqjMSsOs8yePgnlzomVsZDn3iMwUgcOWGbPJhri59Y9gPzXU/lQ+4Z2xjkaJ7o7U/4mE/mYdzkrr+Y2ozkCCt7QCzWRv6s1dySN3piWKtdZ2cUI31yX3KMX3KtnEa4da3WIvG0lYs1yroTE07YVizW8MVmtvfaYWPMtK85YzNa0zelOHJmDqe0yfEIN9dqjcVPDHuh2qYN41G95Ik+46YvuNjxrPWo+5h+ic168qMm6FlDV/OSK7jwStwt48m1Z5OqL46TMm3ZAG3YPDfZNSXrubk2CI2BjZuPjY2XByrHYtJYNA9zcMBQZ5OK5XrK9JFP6ivn1DGuPomHHm6+EGa1qbjM5Z+6xPPQpD75rumxSR/H8MPHeUpfzsgca5NxXUs5ws56UCP2N31qLdVl/MRQn3IUV39yJYb2u3LANjmKkz0nFlI90vXsV9dSJof0J25yTR/G+PHUdeb13FRb55Vb1m7US9pjN4rrGr7YOkcSUz90WVf0WevkUXPBdoSfserYfF0f1Zb47Gu1xQc+rDMe1SW5Y7O1TqPckpvvg+wnc1BWvuahPmuVeajfJXOvcl9yDEZyzZi78NXXuiaeNnKptuipA5wYj/T6omfsfjLPmqUdutyPWmuxiMd4yyPGKL/01y7X4Gasqk+e+pgXPvi6XuWoXtnTda+rf61Z6s0z1xKbdXMZ2da8fEfC2Vok9q7x5NqzSdUXx0mZdhU/9W4km5/rzGmQXLMJPODosMmmxsZ5jsVBZ8MQQ1v0jMGbvWjR06DY26hrc2OmtMldSzzW4CYn8clDe3LP/F1X4mstra14iY19rSd6+BjP+EhtszZpa3ylsZE5Vg/HWR41Xp27V4lnnrVG+mJrTqzpm/aM7Q/1SNbJ19qyZl5pj14etd5iwCGxHYuHdE3u6QO+PLKO1R87YlYs7KxDxnI/iWkO+BLDeMz1xT79s3bknrHFMYac1mTaGU88uGXNWU/75GH9jCNW5qduTdb8KyZ+xAc794N1eKKzfqO6JHd8sK1ra9ywy1rk3FxzjypOzQ1//LQD21qJR/7qqbX74lpKfLXPfckx9mLLFR7WDL11TOwc17pWPGzlkjmx7n6aR8VKX8ZiI5lnzYzBOo/YIz9zQmqfssZBB7728GWuT9rnGH2NVfc9eYqXec32A2xrl76jfZeHdux3xnFdaR7OkdiLzdxctLWHxMY+/akZa9qlbtd4cu3ZpOqL46RMu4o/0tN4bKZPbUR8bAQPDmvY5ZyG8jDl2Jh58PQ3pk09ayiaFHtj2qxiMDfWSGovR/zSB1x1+Gsvfr5MR/isaYuseFlnxtQIO/ywZY34YlRurou9xsG9QuZYe/IglvORlJsxc1/cR3VZM7AyB2zSd1ZTOLm3yYk1cLIe6M1NHjUn+wW944phHLGSK7pah+SXdRz51zoYC1nrQBz15gMmMXjUIdHXXLN2csFOP+M5n8n0t3bGqzp4o5Oj9dKedfOhHvIARyzkGp+av/hpD777mjXHl/1iDXvG8tIf36y9/NTvkuaGzN4QZ5abNvLLPOSrjrn2xrTmaxzxNTfyll+OEze5GgOZHEaxal3lmXiVi/hwyT2tWMRLX+b2FPjgEG9kl7joneND3FoHbPJJe3xqvfE3D2Tmm741FjiJpW3GBs+8WM84uR+jemELJn5iw4G5tRNPu4zt2H10jkxs5pkLXMRF1v3BfsQ38WfjybVnk6ovjpMyzQp/knWjJj3JfLdw2+eQ7GO7JXbbPP4jcNbrwUvcj8dJqgUfnvzgXmxuJ7VOF7supzF+vZAeZ44XMtZx5nFYbC6qfOsOgjO59mxS9cVxUqaDbMjF8OGfSLKB+ICcxA/b1tp48c1/SuRlkTnOsPri2Be9WX8cVkd/zX66cFj8g/qftDN/Uut00Pq236PvFb4v+ZM639fH8Q8tFzLWpba/nPeD1nxy7dmk6ovjpEyXSiN5cP3R9kn7gBykjnx0zKdejHfh9cWxL467euSgenoxP5oHxTntfl2n030GOQP5fj7oBWbLObiQsbbwudg2fu+5VB+Uy+Tas0nVF8dJmQ66Ke13ul+avb+9v90D3QPdA90Dl2oPTK49m1R9cZyU6VJtiubdL7Tuge6B7oHuge6B7oFRD0yuPZtUfXGclGlU8F7rg9g90D3QPdA90D3QPXCp9sDk2rNJ1RfHSZku1aZo3v1C6x7oHuge6B7oHugeGPXA5NqzSdUXx0mZRgXvtT6I3QPdA90D3QPdA90Dl2oPTK49m1R9cZyUaZ+m4DfM8s/H7ON7Wmz97Tckv/F1mN/6siZZV3+bTN2a5E+lwAE9v+0HxlH81h+/rS3uWmzXjyp/8Y5C5m+b53gXNr+lj/3I7jD1dT/ZnzX8UcxeO9oPdp4x+vs4/tTQceEeVS/scx5qzOp70nOt/E/CPHvQ98JJ4LWLA3u99d2VOe7CHemzz/Ibl+OR32htcu3ZpOqL46RMo4KvrR22KdZwL5V1D7sXtKO6OB22roe52NTac3B5UdT10fyo8h9hH8VavoR24R3XxZEanYY/HbWrfiddf9gztiW/k36Z2seMqcoAACAASURBVOc81Hyr70nPtfI/CfPsQb8lJ4HXLg4X8uKYXPKymOO0mY0n155Nqr44Tso0K3zV0fi8QJA+acNH0nWkFxB8HGtfDw4fV32rrT5ILyvYaE9TpU3qZh9tdMlZDHGR6FmXrzpykot+tTZeMNWPeImHxN84+LBWc4Mzdh4kL43i/Dc/+ebzfhkbzFkd9EWSU9Y/64NeXa67VrlgX/lbC2TWw9isuy9pS87mACb2+Zhv2uUYrOSMr7yNif0I07yMgX1yl1fyHcXTf82XvMBSP6qdXOQJZ+OaLxgjPXapy/zFSLlWD2zAt56j/MGu/viZG/70pfHse3ln7uAbC70+2iLRuz6S2BgPDuKPeLpP4MzqnXEyL7iIW23AM9esT+WfOrgnp6ozr4w1GuOXeyXHrGPGEaPGY32X7666ZczkBHaNN+IkN/YxsbIWuSfYZI2rn/0gbvpWfqljrM9MJkfyG/VAjbO1DnCHB/kZB9/MsWJnDlVX/bAFz/xmvIife4CPueY+Ypc1Zwx/sOXDmvXNsTx2ycm1Z5OqL46TMu0qfurZbDeSdTbYw8iGp84XB+uOs6Hw0zdxwK1YyQGfbE4airk2cBCXtTrXDknc9GWNOZjaJbd6ADKHyrnaVh7M8TGmtdGPdfCJLxfriMyDlOvYJrY4mZN4SPKVhzj4o6s5qdc+8xcr46Cv9TV21pU1/LAlf8faIuHEuvWBi3p01glua2Pzwq/mgo/x0YMjd22NCY41wLbuk7xGOnyx1ybn5o1Un1Ie6utczuprrWrNsc+aZCyxXKtzamOdtUkJrvVj3TmcmGdseaqrc/cm8cE2T9ZrbmnLGHvx4aKvvLTPvbS++mGDPdy1T5m4mR82YFgv83OOHn7ijnzRw0df45IHOuczCW7GnOVecfbx3VU3OJgrcbKms9wrJ3MnHjrnjImR50wd9ZOfftbUefIBK3uCceLWOJVjzrMHjZlY6OGJz0HqYE3NNfc6sckv4+ZcX2sBJr5i7+KVOWbuxDC3Ue5wZR18eWOPHzg5TtzZeHLt2aTqi+OkTLPCV102H7rc5GrLnE234WgGx+hsMA9x9Vdf12l4Gwud/kgbMn1c8yCkDpw8QDRnYmOrf47Fwld/csW24pNzYqRenMw1bXOMX9Y7DxI4YIiXdvh5+DI248RQRz5r9mK5j5m//inBh1eurY3NwRqu1WTkDw/3LXPP8civ9qd7qS16cpAbEn61PqnXV5nc6n5i4xoYu+o1yoc1+eTY+NZRjq4r1TtXmrtzJGvEYIwffFOf47RlPevA3LzV1dqn/b7nNHk4zjwzt8qTnFjDj1wrr9SLrUxc640Uy3qZuzr0iQsONuIiqQF8sCOX1G0d4+85wWeWe8Xcx3dX3WrcjDXLPe0YW5O6nnVV535Q11H9tUMHB+dIfZG1F9Nu1zh7cMQh89mnDrUn5EsMOYltXNeRrpkf+5d6eLu2i1fmmBicI8+S/ZF1tqfRwRXfPBM5TtzZeHLt2aTqi+OkTLPCV11tCjY5Nx97mxhbHhsuN95GHdnrh8SncsgGRJeHJGOkH1h5iNR5mJyDnfFzTBx5M8ZHLnJIe8fYrPEyLrbyM4Y66msdkm9iGl9ezsEAz4MopjIPqWuJm2vmg3RPzV87JZzT3vWRrDW3Dok94mmOxjHHtM2xsclPn8wFf+usrfU2FhLM9M+x3PVHkofcRrXFBgx81/TiZU1cww9/5qN80YHLk1xzjE48JfqaT8Yf6fVFZt8yzzowT97WOf2zFlUPVvLPMXuUOI6Tb3LLMbbWiTFxEzvH4qasWPhbW3RyI3fm6Ws97LWM5Zi88cHXNfETa21c+6Pyzdwrxj6+u+pmHHLIOmzJPXlV/qlzXHvFnk6O5KY9Y2tbJb7ukzr9tkh8jC9O+sEJvvvWgXqO6mgsYoBNbtXW+HIb1VTfLbzEEVeZccGDG7HAZGxvZ5+lT47F3CUn155Nqr44Tsq0q/ipr03BJtuwbCx6HpoBP3TYMLbpbBIbZd+GwE/firuGVXmbkwfCecV2XQn3zE97czNv7ZVrvNQnP2OoIwY8a4zErDp8fQHgj614KfOQup64jOGWOeeemr++6LBlnTX91afEBlt8WDcH8q++5pJ2+JoXWNQIfeaUY7ms5YK/eODw2B9yQyamdjOZ3MA33/SBE3mv6bUFi8c5MvtlxM067cJOTMZyyvWMP9Knbe4Z61kH5snbOqd/8q365JE+jN0r+PHgy3ryTW45xo642DKucVmbPRXL/SBXeeDPHNvEsh7yR6Z+NKYO5rnFXj5iVb6ZuzbKfXy31s1cyYFcnG/JBV6Vv1yR1sY6i02d0468rCG6mmfa1rF+ubfVJufYG9/9Tj04B6lDnhXwRrm6J9XW+HIb1VRfcWf7I464yvTFhjm5wkeJbdY/ueZYzF1ycu3ZpOqL46RMu4qf+toUbLIH0+ZKe3TYuKYNODQC6x6gWTPqj6TJeFyzIcERSx3StRG+fLTPfFxLWbGSS+aUPoz1q+vOs67V1nnllgfJGmSO2MOPPch1YyLBIHauZZxaH+xyTzN/eSbWCF995syaOYCTNvDB1hyYw0sbJDxcS32Od+WypicHuSFnOSUnx8ltVCPXxPY86Z8y83GdNX1GemoH54yj70yCiV/a5N7X/Us7xtU/64BePoyzj8RJ+7o3mbP2u2TyTW45BiP3Nznswkdfsewb+PKIkbm7Rlz8mbtn6nbJGnfNvvZH9cvcK8Y+vvvW7aC5175IzrnfrLsX1D7tHIs1q4G2KUd7mfocJ6eRHxyoHT779EDWD99RruY3iusafslB7vSJ/buLV+aov1Js+xze5Oscu+yzzCvH4u2Sk2vPJlVfHCdl2lX81NemYJPddJtCexoCexuOdTafNR7tkPiKw9xGRqYdY3A9XMzrIQEn9XWeeMRNfujglv7o5SsvYlYu2qkTS3x4ONaX+NqZqzFY98EXDumfB8kaZGxxjCFWlclLHNawwzdrwTh5MFdvPDmIZe1qXNbJwXVztA6sGy9zoAbyw8ae0gb9aLwrF/Rwkj84cjcXdcQ3RnJQb07mkLb4WjP0Oc89TQzH8rBudZ6565N1hkfWzj3LmuuX+bNW5+CO/PQnjjxZI+esg7HRORavzvEjvthI4mcdK7+01V785JZj7OwnxtY3YxMza5hxKhY61uCavWF+yR8b45hL+qhXZ1w5mpvrI4lv7kHlm7lX/3185YSPOFk3c0mdvMxvlLv2ysrXuNY3+899QKdfjaE9tvIhVtqjy32DL2tymknydp/kmPbEFHvfOiSHrIP4YLsfNYecy8vayENf5+rBz/3MHI2t1Ncc5Zm1xsY5dTevHIu3S06uPZtUfXGclGlX8VNfm4JNdmOxQ++DjgaxCdDbKDZOYmOnLzIbM+3wTX8xPZDYwkmstE0cxsSEZ13XF5n51UNVuYCVvr6IxE9eWRdw8MPfGPog1WdN6kGyfhmTeDlPzBwnZ2JlzqmreypX7Wv+o70xrr7iMwcHDG3gjr7mYK7oGGuHH/7WNsfojIVER67aIllLG3mYR9YfriNbfZQZw7X0Re86eVhL16qUi7GzNjVffLFLG/LUF5k51Vhr9RCXPas+zskj49Y6uP/aO5dbYrs32iq1Re6qGzZiJrccgwtnbI1R622/qE9pvXJPR3tirtiZA3YjLPW1lq4jU1fzqZjJv9rW3NM368D6Lt+0h2PGrTqwMpZ1NMfML+0Yy1lb99ga5zpxrHON4br42OqLdB2Z66kzZtrm2P0m1siWGtXeyVhrdWA9a2h9rQUcwM4cM7+MiW3WFL+sG/pau+QF34yb+Ztz2oOdc7DtFdbNK8eJORtPrj2bVH1xnJRpVvjWfeenfpdiLTiAvEQuRe7N+dLuvd6/R/ePD15+sKmLH9Cu0enrcS89vbcXf28n155Nqr44TsrUDX7xG/w49oALY7/ETufeHke/NObx9MroH9764ng8tb7YPcw7t/707mJzOsvxJ9eeTaq+OE7KdJYb67Tm7r8SWftXBqc1787rdH6QL8V99XI4ukiouxTzas59xi6VHphcezap+uI4KdOl0gTNs19Y3QPdA90D3QPdA90DW3pgcu3ZpOqL46RMWzagbfqgdg90D3QPdA90D3QPXCo9MLn2bFL1xXFSpkulCZpnv7C6B7oHuge6B7oHuge29MDk2rNJ1RfHSZm2bEDb9EHtHuge6B7oHuge6B64VHpgcu3ZpOqL46RMl0oTNM9+YXUPdA90D3QPdA90D2zpgcm1Z5OqL46TMm3ZgOO04bcOR795eJwxjxI7/2DpUeJuwfKPw279szv8TTl9kPVvPIKjvmJiqw4J1hrHw9TkIH/oVR5y9LfJ4elYm33lhfwNWM6Bf9LDvSGH0fk4TJ3Ay710XP/e4K5a7VNfbZGz3hnFzFyPcj/sF2udcUY8eq0vLN0Dl04PTK49m1R9cZyUqQ/C4Q7CYS5Jh6k9Hzk+wlsxtPciVT+aXBT9K/1gZl7a5sWi/sX/5JG+uX7cY3ma41HEO8qLyi4+Xta9QGLPHo8uW4e55IA/uowSZ7S+xhv7rbWmJ7BVrmHuWj/K/bBfkLvitv5w78muX9fvQvfA5NqzSdUXx0mZ9tlMX9p+zOqHg8uEuryEEMN1pB9I1utHjLm2fGQY+3EC0zVtZi/9xMK+cjJ3+NQPJnHk6aXLmEjjVrsaQ87GqpxcH0k/bMYlFnaVD/ORf66t5Qgf41hn/eDOGnFrXqzXNfywlS9SLOK7PvLTLi9ExMAnMd0T7bOejs0DX8fYE1cOiVPriQ01Mb4+YiUfbeVT5Rp2tWMOljHdU9asXfpknVyXJ5JauF4lupF+1AeJyZjcwct112pdsMEWXPdcWTkxN0+xtTFXa6OeOTFzL/FBb/3MSR91dR174xi3xhNTrjVf7PVt2Rel7oGL2wOTa88mVV8cJ2Xa2ty+aPPlyAvbD0H9GKHz48TYjwvx8HGefr6I5YQfL3pj4sdcPb7YOE8JltxYl79x05YPQuKiw5d1Px7464POuOA5rh8ecYxZ+Y7iGkO+2LBW5zNfMVLCUR6uy13szBEba6CdfkjrkmuOqz2xrRE2da4fMmtoDPsIvR9+xqznHoOb/ZJj7BKHOTyNkbmjk696OeKTMdWnv7YjXWJrN5PmUP2yTvhjBzex6tx1JHXIWqSOvMUhpmNsGINrrnJDN+pH9GtxMqbY1pw5fs4zV2uqP5y0c424+DDPsbisMSYPxuYzikM8bI3rnJjpC4/sC3z66Rp0D1y8Hphcezap+uI4KdNhGjtflrxI1z4S9QOUMfHRDztf+Nj4YvdlXXHyRZ+Ya+Pqn3Z8BIzjRyL1Oc6PWn64RnwyZn5oxKs5u564uYY9c2KBp26X1N6PJPb4+9FFOk58/NwHxsbBdi1+ctc347pmvcU0rjm6D+lLXPCxJX5iaO+aetczDuPETV3ub/WFm/j6JCfX1mRir9nkujlYM/cAaZ1yrC9ra/sDBx5tU8501sK6yS39c0xd1uKkHWPssK/rzDM/OWiXveYavPBxnjLrYk3NJ+OM6pAca26VV8bs8cW7PHTtz27tJ9eeTaq+OE7KdJCDxYvZx4+XL07XE9eXNTrt1ecLGj046pC5hm9+EMRN+zrWRl5eOqpd8hh9jPzIiONHLm2JVfNjjk2tjzjIEafkI1cxmJuXui2SODWueeAPV/XEz3obW71Yo7joxNWv2iV26rKGI18/2O6HH30x4Icfc8eJqV2V4pnfiH+10RZJvSqm8+ontvqZNAdssuaZU9ZbLGMiXVOOemumg2/mKmZy0989035WF32Q8tXPGOgyV/H1HeUOBj7aILO30bNmTGNlHHIGOzFmenmJlX49PruXl977i7f3k2vPJlVfHCdl2qexfan7QkXyQq4Y2tUPpC9q9H5Q8iPGuh99MXOtXjZ4kaPXNqU69L7M8Zd72jLWnnHGSc7YoIezuYHnGH2thzH9sNS4a/OsizaJkXzVK/Elb59a07STu2sp8TfnXGc8i581Sc6JkTXO9azhyBe+5Oe+uLdiwNl8HSemdkpxMtfc3+SgbY0pVpXar2FX+9HcHNSRP0/mlPXWztgjrqPe0g9szwhj4iPRWwsxk5u6XMOPWGJvlfQGOJ6lzNU4Yo1yxxcfbMSSB+vo0dUaZZysg7FmenlZG31aXryLQ9f+bNd+cu3ZpOqL46RMWw9XvjT14aXty901pS9S5ykTKz9iYKHT1hc7WKxVPbZ+BPRRjl78+PtR1C4lWOiRfgBGHyY4+zFNfeYlrjFrLurXZOJqwxp4zGe5a79Lym1k5/5Zh2qTNai65G7eieOa+5r+WUM5pD4vI+wT9uorLnowRjj6JFfXMrfqW2PqM5K7sEc+dc0cXDdH6pC94Fi7WX/kmdMeKTYyx9pYC3SsJbcRZu6VGFtlxp/1xKjG7pF8M2bWJWNgk3FG+WRfkBuxxTaWtXG95dm+vPT+X7z9n1x7Nqn64jgp09bGzhcuPr4o/WAhebGKx0tVHS/yfMnmCzhf0NhgKwYv5/w4gQcP9ZWT68j60SJO5ZH2jLXBV13mwZoxtUHv2Jog09bcxRfbD1fmtKartvLQfpeseTDPWlNbeYKV+2lefhSdm2eNDY41Qcd4Nk9/8rJvjJN6cKgjazUndNkvOa75gYF9xbCu8q0csAfXWsCDOevJc8SvYlf70TxzUC8H68R65VDn+iLJ3RrmOj6u22+5x+h5zJ2xeuspnhzFc31NUm9rjo21cmyudT+0k5NxWddWnTnBG1zn6vGpccxPLOf2jvmoF8v1lhfv4tC1P9u1n1x7Nqn64jgp0z6Hi4+AHw9esPVlqU4pti9o1305owczPy4Zw4+AL2v8eLmL60fDeZXGQ4IFdn6cqr14GQMbfMRirB06cBNTztgbjzVjZX7YmJv6lLVuySs5pM9sXGNXW3OUe+qNp81W3mLUGrpeJXHsD/srbcAhD9cyJ8dyq/UFV/65Z5WbuRpDP3Fzj8HDXtsqd2FX+zqvOagH1zq5Zm7I7Dn1SuuU9iMf66Cd/Wi+4hjLOmGPjvXKUQ4jmf5geAkjXuJo537IwxzQy7HulTno6/5gX+NgY+5IfeCOn3kz11bOVT/Kt9fO9sWm9/94939y7dmk6ovjpEwnuXl9yfsyPslcm9vxvgS6vl3f7oHuge6B7oGtPTC59mxS9cVxUqatm3Ah7PhJAT89MNa+P7HQr2W/XLoHuge6B7oHugfObg9Mrj2bVH1xnJTpJB0sf8Lovx7Kfz11kng2l7P7Muq9773vHuge6B44+T0wufZsUvXFcVKmPgAn/wD0HvUedQ90D3QPdA90D2zvgcm1Z5OqL46TMnUjbm/ErlXXqnuge6B7oHuge+Dk98Dk2rNJ1RfHSZn6AJz8A9B71HvUPdA90D3QPdA9sL0HJteeTaq+OE7K1I24vRG7Vl2r7oHuge6B7oHugZPfA5NrzyZVXxwnZeoDcPIPQO9R71H3QPdA90D3QPfA9h6YXHs2qfriOClTN+L2Ruxada26B7oHuge6B7oHTn4PTK49m1R9cZyUqQ/AyT8AvUe9R90D3QPdA90D3QPbe2By7dmk6ovjpEzdiNsbsWvVteoe6B7oHuge6B44+T0wufZsUvXFcVKmPgAn/wD0HvUedQ90D3QPdA90D2zvgcm1Z5OqL46TMnUjbm/ErlXXqnuge6B7oHuge+Dk98Dk2rNJ1RfHSZn6AJz8A9B71HvUPdA90D3QPdA9sL0HJteeTaq+OE7K1I24vRG7Vl2r7oHuge6B7oHugZPfA5NrzyZVXxwnZeoDcPIPQO9R71H3QPdA90D3QPfA9h6YXHs2qfriOClTN+L2Ruxada26B7oHuge6B7oHTn4PTK49m1R9cZyUqQ/AyT8AvUe9R90D3QPdA90D3QPbe2By7dmk6ovjpEzdiNsbsWvVteoe6B7oHuge6B44+T0wufZsUvXFcVKmPgAn/wD0HvUedQ90D3QPdA90D2zvgcm1Z5OqL46TMnUjbm/ErlXXqnuge6B7oHuge+Dk98Dk2rNJ1RfHSZn6AJz8A9B71HvUPdA90D3QPdA9sL0HJteeTaq+OE7KtE8jfs/3ft9y2WWXfdfzjne9d9mK88Y3v+Ux/338tuKfRjvqRN0vZG5/+MGbz8dEEpd9e+KTLz9SDvbSUeMeV51++VfftnAGDor/smtumNYQbGKAn+ODxrsYfrNePWz99s2H/rKeu3yxvRTeR8dxDq3NYfaH2sFNCSb9ziN+ldbcuEjWqt3a3PeGcs3Odezg6LvNXt2678ZR6g++mL4vjYkkp1z3bCPhk7Zbx7tquxVnX7tZnvtiHbf95NqzSdUXx0mZ9tk8Gz59POx5MFJfx4c5LBXrrMzzBXWhcq4viKP+YNk3Fyqfo4jjB+6gWPtcHA8a42L7XYxeXcuZDzZ7tqbPdS8xuXYSx0d9DjPHw/Q3vc07A35exHZdbrLmXsaUyWs0hisPsbZevsDWVr7KUYxcIzdsWdMne72+L/UlRx70rsld6fo+Eg7y2cfvsLZreR4W9zj8J9eeTaq+OE7KtM+GjS6O+OcLgDkH1AODjzEY13UPn+scJu3B4XCoc905cnZ49NcPyZovNuZrWPBI7tgy98WTmI7RJR5jdR70rEHm6oFMf/XWCCz0roudcRK/8scv8bMOYiErF/zIjdrxiFFrkboaO/ErD/PJvc6c5KPePa/1xi7jrPGxnuaBzFqMalg5G0tOYmV8eavDFk5pk2PiWosc41NzTb5gGANpfRI7x2BXPPSZd+JnHcHPHPCxBoytrfGsG/EYY4NOu+SRuNhkXO2su/gptbEGSOtZ9yJ1jH3AANOcXJd3xqtjbZG5B2CSS82n+ueceOJl7C1YlXviMhY3ebpP6qhXrVnmVDHR+biPzjOX7CtiMScnHjggK/Zobi/JWxvn5pHx4AU+a4zJT676r0lrga+8HeOjHsmc3LFTuo6OdWTuK/P6iG8u5IaNmKwnBrlom+sVd9ccX+okFlKfmifraQc3bZHJCbusd90r89MfHmKnn/pdcnLt2aTqi+OkTLuKn3o2sm4u82wWNjjnNGA2sU0JrgcDOZrbdMmBRkoONV7aYoe9azR9ckGXL6qc45u2YCR3MZU1FuvgWQskc3Ot9uhYE0975taJMet5iPDJGI6xzdrUeL4A5GNcpXoka75I5Cgn9RlL+1o/sZGVD7zTPudyydxqX434ZJ3kJ1bmjc7YxMg4+slZO+bYZYzMyTi1Xmmf9WAMtvY5xof+sNY199o7ybnGMA4+6ojF3Jokfs3ROifPrIl6sK2HvJlrq13WOvNgXdvkLJbclfanc/wTL8fYqNd+LX/07iUxtK8S/9TnXG7WzNzXcoEbjzFyP3dh4Zc95h6IVeuQ2Lk/2FN/OTOvvmKuSWsshlzMGzxqsea/77r4+rlvxiDX3CPtDirdR/yNZW7GqetbY4ktHn5Z/1GP5L7nvm6NqR37TixjE8uzWPNJTvhn3NqL5sQ+VRx1xiSeNQS3Ysl1JifXnk2qvjhOyjQrfNXZUDRLPjaszVD9sKUxWM+GqM2PPhskmxAdDWcsY9hwzqvM2PjbjIw9DPqwhj3zkT656zOTyT/zwsdaeVAqTnLJHHOMD7jWNuNVPHRg5vqo/uorP+pW62VttdVXqd55ysyP9ZEta9iJb57YwyXnrJEjPLVHZsw6V5e5zWoIl6wB/ComeuzABMsY8qtrqdeXtRxXTtkDxKqYqU98x2DDz3ntzV3+7os8E0tfeNX6ZP20y/qRh1j4YiPHkb06eYDvGrjJ03Wl/JzXeK4ra81cR2Zeric+OeGvDjmLV/c7/XZhgZs1xddegtOsV2oes/olp7Vx7SvsZnu8hrN1HWxySPt8x2XstDno2J7E336rtV9b3xUT3p4FbZm7f5nXWozKRZxdctTr9mvG2tVPozj2lLUbcURXz0vGHeGO1ibXnk2qvjhOyjQq+NqaL6DUu6E0EQ+NMXo80NmUo4OMnU1T9RyWETZrowaEZx5A8GhK1vMQmo+5IJOH+uTuWpUeCHkSH5s86MyNJR9xiKEvknUx00Y/bdJOf+2RrlXpiyhtGcsPyXxUL7CoE0/FdY6uYjPXZxRLe/e/cnFujJTUudZLvCrTz57TV136wHnNTnsktar7Dc6ohokPtvXKsXXQVo7UgTgZO8funX7KxGYNjOwD8bVHwj2xRzyx01fbxBjVL/VwgIv7m/xHa+lLPGLnWs0THWtyQ2o/8odv2lID7VOO9jX5jvTgWsPEYjyr4Qyr+lXuu3ol9wcexBIj+6PyXZsTD4zUs8bDGth1z9J237Fcq5Q7svLZN0baW2/Wcr/TZm09bUbj2qfmxDr2WcfkMcLad40YdV9Yoz8yHzjIq0rsjJt9hJ19z37ol/tS7bVBVl7GGMnJtWeTqi+OkzKNCr62ZvNUvU1cXzzVjjkYNsnoICdG1RtnhLu2Jh6NTGzt4AC+c2QeCv1Sn9xznbGHN5sbfDijr9yN5UEAG1/tic88sY0pFjbaq1Piy2OOjI2lzUzKD4ndqF5gwmFUqxk2usyvxtLX/a/6Otde6V44r9La2IfI7A3ttbOGmeeuGO6RWMhRDVMPB2KwlmProK2xqcMojnZrMrGxAcMcmYvPGM7WQTz3nXnF0hcJZvbnrvppP9rf0Zp8kHAiZq4lN8bYyCf7r/qrw5646PG3XzIG49G+Jt+RPmtY8XKOHY/7M8Oy9umf4129kvuTfuLCY60Gae+YeNU+OYBX90zfg8hdeNSw8jlIHH2sC/Pcb/Wz9bQZjbN3R/qsY/IY2e67Ruy6L/LJPJPDKAa1Zk941DOmz5wj0464zO33tNt3PLn2bFL1xXFSpn02w+apPr4gbGBfttWOORge3lHjsWbT1IOOH/4j3NkazYov2NqNXpJ+MLAZRSm64wAAIABJREFU6ZO7OMpRLvA3ZtV7AKmZdRPL+B64qmcOFzDrIUyM9JtxTx/H8nMvR4fZl4BxtBVjJrPW2IEFTvqIX7lov5b7yF7c0b7O+src8E9fY1TOxhlhsl/2tnYp2SNzynE9B3KCwyhOYo7GiY2+8hIfXbVlzX0Z6dPXMRLbrJ861n3yvNR+0J6ctU8JT2qRa/LUN3VwQe9axqv1xmaEr2/mlWviw6vuu9y0n8nkP8M6SE9m3FEeqR/FTn0d13ce+qxt1rz6HmQ+26Ma+yD41Sf3xdrX/lxbr1h1nmeh6phnbQ8aY4TL2tqZJ9+MRT9guy8OfTbysTfq2RzZblmbXHs2qfriOCnTlg3QZtRQHh4PDJufzaQeCQ46Go5x1dW5jWR8JC8bDo1rYPmCdq1KcEYvKdbkIrbzysVmVl9j1I+vvOSaBx1fDyBxjGUN1ZmX+oyJTr3r1NZ4rMHBvZA/WGv2riPlICewqGPaEN+XwK59Tz/G8nEd3nJlLeeVC3rrKz/W4MM6Y/iMalHjWltj76qhdnLMPZCnNcn6GKfWEBwfsPXNMT7mha1Y5k6cmmvyEl+Z2Kzhm7zER4dtxsYu86pY6Ss2NozJzXG1Qw+2eSC1lQdxzZm1fOq+4i9PY+nrPmWNGGNXeTAXK+uQsRnjn/qcs5711d69rljkbR3Q4W8tdmHJVUxzNRa8KjZr2Of+VD/0uT/iz6RcrKt75D4QV90MZ6tO/MTMWsI/92gr7podcayd9TI3fdbW1a9Jsd037OBvH1Hb3Me6N9kzazHW1qmZeWFDHPuv5oNd8iCuvvhkveGIjpzcq6yXOmLia67MR/Zr/F2fXHs2qfriOCmTRd4ibSg2OJ88qODYINpkc9Rm8oBom1jgZOPJUVskeK6vSZpuzS6xaiwPATYcjjU+xs36YI+/cZnnAfMAmm/GIl7qrZFxkBVPXebD2HWkh0+bmm/aMnYf8cOWedqAg8417cXPfddGKRfnSHLS17qxbi0qXq1ZcsEv+SRejWN9xZeDMjm6pm1ioXM/k7c+2NYaJjYczSHH+OReVb5gGAOZuSa+48RmrfISH521Fx9+8MEHfcVKX+Phiw++chvZJS6+zI3rXlt3sVNqg4/7Yj1Th9684AGG9tbZuEjWao0yruPq4zr+5OIcia3cct1xYjF2fQuWuYhhjmK4jnQ/qo76uEfa1xz0WZPw4CGGGLl/rFVuYrk/aa9uJqmpsZDuJz7wz3nFqb1c9XVufVhf47u2XrFGc/HNh1pqpy73L89LXc+8d+WJPnsosUb5yA85slXP3sDRPOCkDpkcyROs1Jv7Vjm59mxS9cVxUqatm3Ap23HIbNZLOY/kziGbfXjStseP/+lU1+PSq4cfyt67S2/vDrpnvLP3vTgeNBZ+vE/Pwjt1V55c2E5DHSbXnk2qvjhOynSYg3ap+PIC4sNzqfDdwjP/yW6LfducnQ/uadjr+hMIzvC+P/E6DXU4yzlc6P2+0PEu1t7uyrMvjo9emPrieEYvjv5YfddBuVgH+CBx+SfB+lE9CE779EXyJPeAP2H0X1WdpjN8kuve3Pq90BfHvjhOroyPqvpF0S+K7oHuge6B7oHuge6B09QDOy8/Owz6J46TAp2mRulc+sXXPdA90D3QPdA90D0wufZsUvXFcVKmPmB9wLoHuge6B7oHuge6B05TD0yuPZtUfXGclOk0NUrn0i++7oHuge6B7oHuge6BybVnk6ovjpMy9QHrA9Y90D3QPdA90D3QPXCaemBy7dmk6ovjpEynqVE6l37xdQ90D3QPdA90D3QPTK49m1R9cZyU6SQeMP4Eh3930T/LcRQ8weIPZyuPAvOoMDLno8LcisOfX6h/tX+r7z52/nmk4/yjvvaLci3WhfgzL9Q0/4wM4+Oo80Fx3Q9rUeVa7fbZ8zXbGeeZbg3vuNZP2p8msa/J1/3bZ5+orfvMOOsmnvr6R6DpXXXI9D2qMX+vk+eo8I4SJ/uynu19+qT6Vo77YFXfnO+Kk7YHGcMz++Gk7dvk2rNJ1RfHSZkO0jDH7UMz8oIkTr4oDxuXxublyIES/7CYR+WfOR8V5lYcXgDUZKv9Qe38MO3zoTtILD+Iyorh38Ks60c9P+4X92H5Xqj9GPHMj3DVz3TV9rjnR/URPyqe+T7cd/+oK/nIJftTrHwPZO6s847y7CYP8Y5CnuSLY+aXtWM9a5V2o3H1rTb7YFXfnO+Kk7b7jN178NOv9lfqLsZ4cu3ZpOqL46RM+2xovdzQOPkiYowNT64Tw4+1+rWLm3ok+Nmk6mjQ5I2dOqQvt7Rh7EsJKYYvTP3RpR9zdcjU1ZwyNpzS13yJK17WiLWaR8aq46w1vsl7F1by9rATu8ZgLjbSmrknrPGApy82NQ/3w1o7Tx5iqQNvFqf6Wl/WqQXzrIn8qh9zOWtjXLjIOXPKfcOnYuKf9uSGXY2T/aENdltiyrXigsmT/QG/tHdsHKRrVcI5uaFnbm3FYI0n+8g6qksetRbGNR4+jF0XA2lsdSnxQa+9OufVH774ZNzkSR1znjiMM19ipT55zuokR2W1BVMO1hRb7ZD6rklt8U8b8rNfa1+z7hqy5kp+dQ3sNVvrgU/WibGcsEm77AFsshbMc9/kKlbqMoZ6JFzSz/pmTeFD/cHDvvIHx5wzr8SoMcFKfu6vWDlPTMbEx849TT6ZC+vEMDZ54E+O+optzbWdSWIkv7QlnljGzzzlrk/qkjt65vLLPPTdJSfXnk2qvjhOyrSr+Km36VyjCdxsmsWGQZ8NRJPhq59NSwO7ljLjeJATG72NmxzA0H7t0GYcxvUQJDYxs2Ezj1EcsLSHV+ZBLHTqnZsXttay6pjnA4Z+rMvLes6wtLU+8kRmDMdgJedR3ti4H9gyl4v44LnvyBFO1k+9OM7xNQc5iqut62uy+sM5889YYmcN4Km9WNgRzzljbNIv47B/ud853xWz5lVxs/7Jp/oZR+5V7xye9hvSnPQnBrbOqV/WUJzaJ9ZQvTLzYQ2/tK1z/ZD4os+1jKuN+YCbePJGYkvu5pf7jk5f65c46I2bdWFd3MzJ9fRzDa5gMZcfY3GNr/1IrtmaH1zcV/0zlnbqkPCyjrkOFva5Bn/wRv2ITpzEHHGypmDDVz/mGbf6Ylfzw6fWBb+MgQ1z46E3VuKRr3bo1+Lpi61Y1hmJPmvNWLv0hbfcKw/tkergk3uSMcCtObM2euQ60rGW+0v8xNUX3tjCTX7O3c+a96yea1wm155Nqr44Tsq0VvTROk1gc6OnMWxGGsBNr77ofPmqw3bNPuPUZsMfPA8H8ZNT1RtvTWZjVxt0Nrm6euBcR2ZzZ23QecgrnvPKA/88VBmnjsW2DjOsrJ042FtP15QVixyrbXIFv+6rNZOnORtDmfVjXHGww5cY+/ST+Mp8ubFWa5I9J2dri31yq77GwC/rUuNQ18REb613xTSGMjlkDdGLhdReqY649QFTO+sBNnZi1fy0R4/trj6pev0zH/bKd4z6un+uI/EltmvYZi6smw9jOFR8/MWwd8VLKQ75jnhii44Y4um/Zq8+ZeZrTLFzP9JnNKYOWQtxkfAEi7G+2LLGnBwcM9e+5pU6bJiDWWvMug9xxEE6JmbyxV6OxhdDiZ4agVF9taky91gucgBLHCSc8K/cwFCHfpYzdrUemXfyqVzdf/K3BqxplzhyZK3Gs476bZWzvMCQE3KUp/uTdhmbdfKpfNfs07eOJ9eeTaq+OE7KVIs9m7vp2mRj2NDY8GiDdK1KD2Taau9hEDdtPNw2U8Vl7sFPv9GYHPRPPsZVlxIfsSoHMbBxjK14+lUJvjmjy9pWW+fkmLz0n2GNXkrwzJzER1Ys/DOmYw86WPnxAUN8a4U0hmviWDN9tEupbZX6pu1oDD981dVY7hXc5JecqbuxRvUUt/aAcUaY+Mz0GVN8pX7MseNRZyx7w3Wkuswt9TkGk5pln9RYab+lTxIrfTOfWkPsZrzTF1t5115hDg74WS98MuZof4mReOKwnnk4rvbpq81I1hpiY28yntVhhMdaYpJ35ie2/KgDY7Gylvgxr7XTNvdhZFdjiZO2uQ/iwofz6xmWa0p01sZ15mJUmTGxx5b8sIMDeIwzp8ot64it/GosMc1XfeJVLGxqD8HRHDM3cLE1jvm7lvHWdNqMJHlZm5E+OWVO2hITDPff9ZT4ya1K/NJ2Np5cezap+uI4KdOs8FXHJubGscGjJnKzbdbqV3HrPO1HDQYuBySbtGLsOzcOscnL+RqOsbH3xVIPrfmDsQsvc8Z+rbboiIO9tZcLMdDPsNZeSsTDtz4Va+SfPuRsPVxnDXx5Ih2Dr33WTx8xUlZOqdsyJh4Y2tZY7lXyZKx98pzVg5zB1s845p6Y2Mz0GVM8pX7MseNRZyx7w3WkusojbRyDSc2yT2osbZGzuqBPzulXdbWG6Ge8K+6MI1jgZ71cA4dx5sEaNVCXfTLiiT9P5eT6miQmceSV/WpMfGd1wN8HvLVY2Hj+qk3GrTrm5CXHqqcexiWG/Sf/XEuc3K9RTeULN/Fr7Dq3nmv2YsFNGyT1VZovnBhXbthlHWe1w7fWLfESi9qQM5K41g9uo/0HV1sw8cXPujHORzz02KduNNZ+pGMt886ctJfHDGfkp/8+cnLt2aTqi+OkTPtsBJvOhuvDBtPkzlNmY2CzpSn1zziJoz5fNDaiusNKm9ZDmfkmtna5Vg+tBxgb8ZDp4zhzZm1W22ortlyrPrGydsae7U/FGvmLg0RPvFzzRShP5K765QcksRjP+Fbb0TxfbugrZ3sOnslZrNzn6qsNsuaYtrWu2LMGt10xMwbjxK11E8veSF91yFyvY+ul1L7ml35wgkuu5Tg55zrj1BGT/U4beeSa4/RlDY7VX1v1+ORa1nDUu9pmn4x4apf94tqaFDP1mW/qt+5fYuVYLPczdYx38bZfqx9zuVF/7LTJ2rpG/VlnnvpRfxlzF3exlfJZyxXcjM24xs/eqjr7xHi5Z64pqy/rGVusEefMe6QHx37OOIxzH+SiTFvX1iT8sB/pcy9HmO7fiLt4s9pps0VOrj2bVH1xnJRpywZoQ8PQmM5pAtaYVx1No85GoOn1rfauI8HV1oOS+tqc2OcLgflaYyeOzQs/1xObXMFSl/aZH3pzHB1a/RObtcTInKtOfyW2yZlapn+OK5b1tF5wwH6tXhVL/4xPXuaNxKfiw8P6ITN3dLV+xhEHG3Cx0xYb1nlm/aSNUn/n7LO9ylrmkJzT3nwrlvZwI0ftxLXONWbOxcjc0SeWXEa42KoXK2tVdRlHXcrsj+QxwqaO5Oj+UR+x4G8OSGuhXll1GR+bOtcPWX21z5oQFwx0juUpb+tFPuhGuYLBY/0YiyMX4uqb+bKePYc9j/HF1Fe+6rFVp60Ya9K9Uc/cuogrlnMk9ti5d85H/MVGYg9vY+iXONZfG6Rjapn11dYag5MckjO6jCNW8ssxtrl/2ueeYeMcmfjwkBe4+mcMxzWP5I2NWO6ve4AOjtZEvXuGntrJa8QRvX7JFx/rLs81KV9roR0YuR81PnZZ4xoTe/2R5oGf9cxcjbsmJ9eeTaq+OE7KtFb00boNZ/OymW409q4rE8ONV1ebLm1pYOywsUlTP2o4cZF5INJvNBZf/2xW7OWiPg8xtq4zNkf8RoeG9fSptUvsPESVd+XMHCxrCqcZljyxg0/61lgVC32Nny8c8GrNxLR/PPxZC8by0r7GyX3V1vqbu74zqW/aUAOx1MOzcsaH/OCrv/b6W3t9WccWn+SZdcpe0A9pjBrT9YqLHY96seTkOlKdvKskL3hlrvhhZ4yKkfnV/dMHjFqL5GU9M25yyxjpN8NN/6w1WMTJ/c9asQ4fsOUllrmrx0YdMvPVVn3mVnOAk3ZIfeFlTfFxHVkx1uaJm/ywr/llHdDDWf+s4Vos86g4WWs4YCce8+TF2JjaZb2Tk7WST8apOm2UcrWWo9oSCzt81IPLnFjJy1qKnxIMsJJ71iixxLEGxmXdMVJ86gUuc+Oos3dYdyyuPiM//aus9c19W8MhXtYpawBexqj4qdsynlx7Nqn64jgp05YNaJvH//9Cuh7r9eBF4Mu167Rep67NyahN/bj2vpyMfel96H04bA9Mrj2bVH1xnJTpsJvT/n3Aswf64tj9kP1w0sd9cex+Pek92vwO1qOTa88mVV8cJ2XqpjxYU3bdxnXri+O4Lt0vJ7MufXE8mfvS56X35bA9MLn2bFL1xXFSpsNuTvv3Ae8e6B7oHuge6B7oHjhJPTC59mxS9cVxUqaTtNHNpV883QPdA90D3QPdA90Dh+2BybVnk6ovjpMyHXZz2r8PePdA90D3QPdA90D3wEnqgcm1Z5OqL46TMp2kjW4u/eLpHuge6B7oHuge6B44bA9Mrj2bVH1xnJTpsJvT/n3Auwe6B7oHuge6B7oHTlIPTK49m1R9cZyU6SRtdOUy+gOn1eZiz+WYf8D1QnOSg38IdtdvivZvPvcL/ih6dGsfYecfGq6SXj0KLiMM/tBw/aPCI7vZGn/UuP5h4zX7eg63xq92+8TcymXNjnXiuS++Q2b2B9H5B6f13fWO0u64ZK35ccW5VHC3nuWD5lP3/yh6fBeXybVnk6ovjpMy7Sr+xdTXF/HF5LIWW46X0sVxLZde7wvlPj2w9WOz1W6f2Ftsj+JysM8HznfBvpevo+BZ67EPl/pf86hYRzGvF4ejwDwMxnHU/DB8Trtv3f99ztVBazO59mxS9cVxUqatm8LLn81Oe9bywuQ/tSLTdvRPl1teVr788Be7/gQBDuqQzOFIfMdyri+L/E8aVVt9RhJsYzrOOiSn5OvhyXxq3NQRY9dHyBrJhxytd/JgzVxYdy4n/V3Xdpc0fubPWuYNJ/GRaZtciCWfXXljO8PNvSVm9iM68kxOW+LhU/cLDHiM+LhuDZNTxdGmSnjzpO9WXOyIo6/zUe7YWY/Et7/VgSVHfLb0yy474mUdwTduxhpxQG9+6ImlD7jJ1/Uq7WHxiY2NHFgXp9qiI05dZ63GT57iYWNcJDjElQM8RvtlDunL2P2QD1LbkUx/9ylriA828GQM7xkf44qLrWfaNeasZ5xah9E7Qn9k6nOf0O3KucbSvuKM6jVaG+0rdjVH1uA3qyU2iWee+LCeHMHPXLKedR8yLphgYc+6PJHEr77Zi+iTA/6szR7iYefDHAyezNW6iJW6zE39Ljm59mxS9cVxUqZdxVdvgzqnudhY5zbgaG5jqkNiXxsl9Yxt4GwaYtrgNF7qbFBwHYMhLrb6Jg76iqVPlTa762CSC/FYY56cci4nMPTPOsAta6p95qBfSuukHTiJW3HgZB2SuzjmkjFmY/AyJ7DFt2/kVufJhRiV61rciuMc+8pHnXlRY/IWe+vekxPY+iGts7Uzz5rHYfot98hc5ABu1j7n2iK1hz948nSujT7Yky94+pqje4uvY21GcosdOO5JrR3+PGIzNudZXckl+etfJTbmj849ZUwcY1WdenlbH2ub8StO5pB2Yhoz64KOuTnV3LUlfuWC79qT+YKRtcYn9cQ0X3Tw1N6Y1tI5++meyiHjYA8m9ujrHPzUZw1q7VJnrJGsfuRhXbGv8xGGdu4V89zXzFH/WS2tLbXCPnOxJqyhc27tWUvsHKODI2uM3QuxWAPHOTzAZ50nscDJmPLQdk0aU718zLXiwEE++NS44szk5NqzSdUXx0mZZoWvOhooN9qNZdPz0OGXjYBdNhv6bMYax3m+eFyjgXicV5m4eQDEQpJD5Zv6ipnzrAHrHgjkCMM19NqyJmY9sNioQ6Y+13NsDHGpd80veYupX42Z2FvGdf/Bl4uxEoc197DqRzVKX8fVz3XjOkfWPKmNvYu+8k/fHM/6eMYbXd0POY34Zsz6wkw/Y6a9a9jlGdQma89a7ZXE1ydl1m5tD9KeMXb03+jJ/MEmX+zcnzU+rO+q69Z9JR62lTdz+NirI33WuHLN+LXuiZV2NSY1qdyyZomTe1+5pF0dZ/6zHscv9595ch/5YuNeEcfYaTvqo6xXjvE3T8bgwEncrTJ54wM3cNM/65LrOa7cUpc5up6YtZb1rGee8M36ub/JeVRH46a/uNlH6Zsc9VeiSz/WRz2qvdKYzmuu5oPEtu5p6sXYJSfXnk2qvjhOyrSr+KlnszkMrNFoNu3ogORGj/Sz5jRmYrhWG4518MHz4ZC4Dk/G+aKo9vohzcl4KUd80OtXD4e+HqyRHn7kJHZycYxerJHUF4l+V73zJQH21jij2K6BQXyePPTmrl3ll1zQWSNzSb8cj3BTzzhzg597W33zpVoxcr6lrtYSW30P2m/mkPtPXcwle9pYyJm+1htuuV/iZ/2tT82tYiWHHG+1c++Tj2uJ53hXXdfqo78yceDqOpLaZ/3VwdF6IFmvtcv45qGPOMi0Y54xsbdv0yfHcBYXCY/KJe3rGB84sE4tag1SPzs7ybvGMH/XM07FrDxq/4hlj2buu2pl/Kz5Wq1qXH1TykUOqcscXZ/Vkvpl7cXGN/kyl3PmO+I76tPElVf6rp0H/cw1JT5ijaS+6mqvZD4ZP2MwznzFWpOTa88mVV8cJ2VaK/po3eZlk2lIbUYHxEZAjvQ0gS8rcapMDHV5uLLB1CeuzQpOPRh5QPXdJUd88LGhjVdxfDGO9PAgpzXsijWaV99d9c5aiMdekEfWT90WKSaxefQxd+fI5KefemtETq6N5AhXO+pJHvao9QEbm+pr7vqvyeStzahe2FlLYo789N8lZy9Yz2PFIDZxR/pab7hZJ3CsFdK6gOd+YIsPthWr8nC+1c69Tz6uiZVyV11H+ad/HRuLfM2x1h9u6FnH3xoxztqpy1yMhz8PdRnZZUzs4KVvSvwTR/7wqFzSr47BIA/WRzVNPfloi33mn7xrDLm5nnEqZuVR+0cse1JM6wFf19YkvN2btVrVuGtYrhOXBz/WMse0sX41b+qnL/bmyTj5MpczNmInX7DhMurTxB35uqYdOOTiXP0+svrWXsl8RnXbJ5a2k2vPJlVfHCdlsshbpU1kQ+JXm9o1bBmPGgGdB2gtts2E1CYPVz142FRcbIjPOs2LDXHlJu5WWfHlCLbj5Osa+np4iMlht5YVeysnYxh3V73zBVNj1ANd9Wtzagouj3XGdhSLNXOuemtkLmvxql/a5V6zbn3kVftmaz/sqmtyYCzHrfjVn3ndj8zFWqWfa9gRl1xTLyfXyCltxEdWW3w8T4xHenFTbrVj3+SDBCP5JCbjXXUd5V8xRvPc56y/tU2f5FC5zuInVrXLmLVXjV1jsS4mupFe3yrzvZO5a5f6yifzH/mKITfnaTvqD9YO+o6o59+YKWvNRz6Zd/rOxpln5qhPYtZaki95a5tYla/7i4321jH91OU+jfT6ap/SPEYx0242rjGzx/FL7OQ6w9ylm1x7Nqn64jgp067iVz0NtnbIaDDtsXFuI9Ac6FnPA6RPlTaTfujzcOVHDJ3ciCeWsbB1Dckce9cqR9erBC+xjOkBZp64Oa+HB2z0viDlmvlmHSsX57VO4CQH7LLe6LCRj9yxqzU1xi4ph6wNPrWudU7u6QM3uGYNRrHFUWd8c0KvDnwwzZN56iuWflVqJzf3i/WqwzdrTszck5F9jcd89oJFD679U+fEQJ+47r1r5JA21hGJbWIzJid88K9YYla5xQ5sebiH1rnySM74oDdm1nWUv3ZK88XWtYwHL2tQeelLTfB1Lu+MD09xsM0c0g5dxkw7dHL47d/9g8f1NDp48BC/ckG/9uBj/kgxsCd+6slDW/TaMzam54w17MGQN2s8rLlvYmTdkgN22OsrFvbUihgjnWsjScz0qzh1PsJgDQxs1cNT3JoXulktwbEm4Jkn48p3VGvrpJ/11JbYFVfe+mpLvNSZI1Ic9CN7/VLKyTVwxEwc7JhTw6xFraU4Mzm59mxS9cVxUqZZ4Ue62sBpQ0P55EHHxoZD7+HK5kwcxzYl0jVwbCj1xgQPXTakDVv5gEdz6os0xi6ZuTi24fGFg7hyZV0uiV/5+nLRf1eNxDIm9mBkXGzAEwud9WDNWMisHeOcG2tNJm7a1Bi5n9jlPmhbbRLPsbbydw+sc64Tw5wZ41txnM+k+w02eInF3JjqEyvzRJ+6tXHdA3veXPFL3NwvckSX2HWPzEEb8a1/zQd8e6tiiVEldomTYzFYMyb+1lmsxKg5Zf7g6DPKX13K2i/EUq/OmHWPrZf7IU9i1/iZd/Ikljrw6p6PYuIDvn5IubDuGGkuaxJffNRbe9btD/XUwXFy0Ne48sJfnftErVjPOoOpDzJ5Y5c47ok21lx/98K4a1J7cTJv93vNN9fFUaYuMXfVEtusiXmCR32Sk3XOXLNOxJIPMu0TV67pq17/5IR95oRNchBvJHP/weDRLvm5pr08XN8qJ9eeTaq+OE7KtHUTtKNJcsNdb7n+T/SXam04zPvsNbZbXyKXak2a9+nr897T3tPugdPXA5NrzyZVXxwnZdr3wPTl4PQdsLUe4J9a97kI5j8Rr2H2+tnpn97r3uvuge6Bi9UDk2vPJlVfHCdl2rqp/ii5/th6q3/bnd4XiP9aJP8VVu/36d3v3tve2+6B7oGT3gOTa88mVV8cJ2U66Zvf/PoF1T3QPdA90D3QPdA9sE8PTK49m1R9cZyUaZ+NaNs+uN0D3QPdA90D3QPdAye9BybXnk2qvjhOynTSN7/59Quqe6B7oHuge6B7oHtgnx6YXHs2qfriOCnTPhvRtn1wuwe6B7oHuge6B7oHTnoPTK49m1R9cZyU6aRvfvPrF1T3QPdA90D3QPdA98A+PTC59mxS9cVxUqZ9NuK4bflTP/7WNr+p63gWt/5h1JntSJcxR/p91+DsHywFm2dfjGrPn7nxN5b97XZktcs5f0YHHqxt9Un/LeN98ktKzIt7AAAJpUlEQVQ+YG/d32pHfVnbwm+rDXju2T5/fmiEX2td+Y98LtRa9tFxxaz5H1ecxu1LRPdA98CsBybXnk2qvjhOyjQr/IXWHeQSd5Iujn40vXzsc7Ga1fqwH3x5IWdx9tXtk1+9OG6NdSEuXtT3qC6jtdYXgv/WWh62j7bEqflv8WmbvgB0D3QPHHUPTK49m1R9cZyUaZ/N4qcyfAj96QwfIv25wPHTINbQ+xMyLhfaI7VH+pFRnxfH+sH14qEt+DzOkV6MDhozuTH2YmQM8c2RdX8qOspFf3ErXy+Y6vOnldY2Y4FnHCS6euExpvXS3hx+5uffer5mGVsseaSs/uCjR4opV2O6jmStrjOv+5s+1jR7DT1x0WXOyUMb7GqtmWdejrO+a3mkr/WVL/URq9YKP/PMvU3++K7lIK4SPDimPWP1yFoz+WWecmEf9EWfvNC5DzWvtKv18L+hbFz3vvI0bsu+MHQPdA8cRw9Mrj2bVH1xnJRpnw3zY6kPHxY/LnzU0NePrHp8tGHsx0h7PzDa83FyrA6Jr3Mw8PeDj44PlH77xsQ+H7DIyY8guvqBzXjmJE90PJUH82oL5+TNWF9iWif9kNQocwcXvsS3RhkLH+aJzRycvAyw5pOxWcs9zvzkZe7YEkd+yQdd7i92GR8f52knpjrii4+OOVhyMV9jO8c2n4ynrXnUOTFqTyRWjQ3XrJl4cpGzGHlGXFOqM39jyZX1rEeNhc4+ypqLw5qx4IWtOv3qvNZDPdL48hO75eP7r+vR9egeOPoemFx7Nqn64jgp0z4Nmx9A/PIj4Uct8UYfWD9efOTyQ4Ufc9dSz8eJJ7GNT9z8WB4mZsUnpnzQ8QHMWHIwpvXwQ5m8wfHjaxz1+iHViY20Zq7VePplLfxoVx/macccbmIwz4dYlbd6+TuvMi8yyQe73F/yY179qx1zuGoLN2utL3kYay0nbZUZf5QTa/ZBjvVPSUz3h/WsgXbJO23V5367hmQfsM+1tGVc65H1StusP7jkldjYkkvaGTdzqvUwf7lWPmK0fPw563p0PboHjrYHJteeTaq+OE7KtE+zjj5yrPFx4EPBx0Y8P97o68OHhw8Oj/bI/EjlOD9+ac844x42ZsWuHOFUc3FObD+ajMFKf+2qJDd51/jO84NvDCT6rE3GS8zqgx88WOfJfTOmMnMmluvIjJfrmaPYyQfb3F8vGfhpL17asWa+o5z00U4eYKSujompjfhpkz22lrP2lVfljx28wLQm8kwpH3GRycN1uRs3MRzDGXtswWBsbMboWSd31sFyr0f5Vl/xwao8mLPeT9ege6B74EL2wOTas0nVF8dJmfbZSD5E9UPAGh+S+lHLj8soxuiDlB/ZHI8+5mJm3MPGFFNZOSYnbVL60YQH6+lvndLe8S7e+cE3hvsAJ/RgZYzErD7YWlP8eeSyJsUjhvaZn/FTn9z0Fx+dlxPX5AkG2KxXO3lrax3EqBJ/8HjgUPXMvXwxFj/tssdqzmnHuPKq/LGBC5i1JhWrzpOHOrnXuOpTZh+xbk1Yhwtc88FmlG/yrnp5wBVd3ePk0+O+SHQPdA8cVw9Mrj2bVH1xnJRpn03zQ6OPHwlk/aipW/tY84HigyUWMj80+cGtH6f0ybiHjZm48iG268SiBs6rrPGTtx/46sNcP+RInx/8auuceiW3/Lhrk/jkwkedZ22PRlzW9iX3Qb/c4+SDPnG0VyZWtcuLXe1H/Ucy/ao+9yb3TDvW8Gc+0muHrLWu/LGBNzlqu7X+WRdjJndx1VWZfYTOXOwbeJAnj70y4s8aWIlhLHNCOoa3+pZ9Uege6B64ED0wufZsUvXFcVKmfTaQD4wfDPz8yDAefdT4MPlRwqZ+SPJD58XCD3R+sNThL199a9zDxBRb6YfVOZL85cic+HDJD6UXgfTXTp1Y2DAG0zHz/DjnB98aZi3whUP6WzOwRj6u5X5im482cHc9eY7y08744jtXn/sLd+bqwLXGaYeedW3TDp01VmaN7BdjpISjmPJEYlPnmXNiOLZmxq78sUsu4DGv/llzdaxZT9eSO7HAMraxzA3bxLVO1lr7jGE++tV5rYd6OchJvi0ff8a6Hl2P7oHj6YHJtWeTqi+OkzLt07R8lPzQMc4PzuijBnba4+MHGZ0fGdbFFrN+cP2Aa+uHDBzX/FgdNGatRf0oqufDakyk6+ZjjtXfD7W+ftD1J3d1+fH24wueMcwVX/XGZc16VeysG/EqB+2V4sjL/ckYcs26s6avXK0b68QVy5yMIR4xUse8cs6Y+Mvbmog5y5N4qZe3vszFrXvqeko44kutM09t1DmvOWQ8bZDgZW1Yq9xr3rnf6oiHr7XN3Gt90856JGath5hIfOUobzDW8tO+5fF8SLuuXdez1AOTa88mVV8cJ2Xap5H6pX+6Xjx89Psjfrr2dJ/z3La9990D3QOntQcm155Nqr44Tsq0T9P0xfF0vWT8KdA+PdC2p6sHej97P7sHugdOYw9Mrj2bVH1xnJRpn4bpi+PpeMH4ryzzXznu0wdtezr6oPex97F7oHvgtPbA5NqzSdUXx0mZTmvTdF79Quwe6B7oHuge6B44mz0wufZsUvXFcVKmPlRn81D1vve+dw90D3QPdA+c1h6YXHs2qfriOCnTaW2azqtfiN0D3QPdA90D3QNnswcm155Nqr44TsrUh+psHqre99737oHuge6B7oHT2gOTa88mVV8cJ2U6rU3TefULsXuge6B7oHuge+Bs9sDk2rNJ1RfHSZn6UJ3NQ9X73vvePdA90D3QPXBae2By7dmk6ovjpEyntWk6r34hdg90D3QPdA90D5zNHphcezap+uI4KVMfqrN5qHrfe9+7B7oHuge6B05rD0yuPZtUfXGclOn/b7eObQCGgRiI7b+1NxCufrN2mtCXQFej8V5+iBrQgAY0oIE/GxizJx0ZjoPJR/XnR+Xe3bsGNKABDVxtYMyedGQ4Dqar0XgvP0QNaEADGtDAnw2M2ZOODMfB5KP686Ny7+5dAxrQgAauNjBmTzoyHAfT1Wi8lx+iBjSgAQ1o4M8GxuxJR4bjYPJR/flRuXf3rgENaEADVxsYsycdGY6D6Wo03ssPUQMa0IAGNPBnA2P2pCPDMTF5iAABAgQIECBAwHDUAAECBAgQIECAQBIwHBOThwgQIECAAAECBAxHDRAgQIAAAQIECCQBwzExeYgAAQIECBAgQMBw1AABAgQIECBAgEASMBwTk4cIECBAgAABAgQMRw0QIECAAAECBAgkAcMxMXmIAAECBAgQIEDgAXwBmlua/jFsAAAAAElFTkSuQmCC)
In addition to the “Full Model Report”, a special Line Marking output report will be generated automatically as part of the Deterioration Model Run. This report is in Excel format and contains Reflectivity data for each line code (i.e. model parameter). You can access this report from the My Long Running Processes page, by opening the Log for your model run and clicking on the Download button after you have selected the log item showing the LineMarking Report output.
1.3. Model Requirements
The JunoViewer Line Marking model is easy to implement. However, since the model executes a predetermined workflow, there are several underlying assumptions with respect to data structure and model parameters that need to be adhered to, otherwise errors will occur. Specifically, the following data and DMS structure needs to be in place before you run the model:
Line Marking Table: The model assumes there is a table named “linemarking” in your JunoViewer database, with the columns as shown in Table 2. Note that the reflectivity for different lines is stored in columns “bl_val”, “el_val”, etc., mapping to line codes “bl”, “e”, etc., respectively.
Table 2. Note that the reflectivity for different lines is stored in columns “bl_val”, “el_val”, etc., mapping to line codes “bl”, “e”, etc., respectively.
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)
Number of Lanes from Carriageway Table:
If your model extracts the number of lanes from the Carriageway table (option specified in DMS), then you should have a “carriageway” table defined in your JunoViewer database. This is a standard JunoViewer table for New Zealand networks. Please contact Lonrix if you need assistance in setting up this table.
Number of Lanes from Info Column:
If your model extracts the number of lanes from an info column in the road works FWP, then you should ensure that the specified column name exists in the specified road works FWP. If the specified info column does not exist in the road works FWP, an error will be reported by the model.
Model Parameters:
Apart from the normal mandatory model parameters that describe quantity (parameters: “length”; “areaM2” and “shoulderAreaM2”) the line marking model only allows parameters with name codes that map directly to columns in the line marking table. The following model parameter codes are allowed:
- Parameter code “bl” mapping to reflectivity column “bl_val” (see Table 2)
- Parameter code “el” mapping to reflectivity column “el_val”
- Parameter codes “ll1”, “ll2”,…,”ll5” mapping to reflectivity columns “ll1_val”, “ll2_val” etc. (see Table 2)
Your DMS does not have to contain parameters to match all of the reflectivity columns (e.g., you can have only parameters “bl”, “ll1” and “el”), but you cannot have any additional parameters (e.g., surface age) in your line marking model. This requirement follows from the specialized looping algorithm that uses raw reflectivity values which does not apply to typical modelling parameters.
edited by dani_merc on 5/5/2021
edited by dani_merc on 5/5/2021
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