20211104 22485400 1.0 FALSE Updated_Transit_Priority_Network 002 Projected GCS_North_American_1983 Linear Unit: Foot_US (0.304801) NAD_1983_StatePlane_Texas_Central_FIPS_4203_Feet <ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/2.7.0'><WKT>PROJCS[&quot;NAD_1983_StatePlane_Texas_Central_FIPS_4203_Feet&quot;,GEOGCS[&quot;GCS_North_American_1983&quot;,DATUM[&quot;D_North_American_1983&quot;,SPHEROID[&quot;GRS_1980&quot;,6378137.0,298.257222101]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Lambert_Conformal_Conic&quot;],PARAMETER[&quot;False_Easting&quot;,2296583.333333333],PARAMETER[&quot;False_Northing&quot;,9842500.0],PARAMETER[&quot;Central_Meridian&quot;,-100.3333333333333],PARAMETER[&quot;Standard_Parallel_1&quot;,30.11666666666667],PARAMETER[&quot;Standard_Parallel_2&quot;,31.88333333333333],PARAMETER[&quot;Latitude_Of_Origin&quot;,29.66666666666667],UNIT[&quot;Foot_US&quot;,0.3048006096012192],AUTHORITY[&quot;EPSG&quot;,2277]]</WKT><XOrigin>-124805500</XOrigin><YOrigin>-81923100</YOrigin><XYScale>3048.0060960121928</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.0032808333333333331</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>102739</WKID><LatestWKID>2277</LatestWKID></ProjectedCoordinateSystem> {"type":"CIMLayerDocument","version":"2.7.0","build":26828,"layers":["CIMPATH=Map/bfef5bcdc87447e894005c2fdd56760c.xml"],"layerDefinitions":[{"type":"CIMFeatureLayer","name":"Updated_Transit_Priority_Network","uRI":"CIMPATH=Map/bfef5bcdc87447e894005c2fdd56760c.xml","sourceModifiedTime":{"type":"TimeInstant"},"useSourceMetadata":true,"description":"Updated_Transit_Priority_Network","layerElevation":{"type":"CIMLayerElevationSurface","mapElevationID":"{6EBE64F4-56A1-4D58-91B7-D02F8180E528}"},"expanded":true,"layerType":"Operational","showLegends":true,"visibility":true,"displayCacheType":"Permanent","maxDisplayCacheAge":5,"popupInfo":{"type":"CIMPopupInfo","title":"Transit Priority Network","mediaInfos":[{"type":"CIMTableMediaInfo","refreshRateUnit":"esriTimeUnitsSeconds","rowSpan":1,"columnSpan":1,"fields":["NAME"]}],"gridLayout":{"type":"CIMPopupLayout","columnWidths":[100],"borderWidth":0,"borderColor":{"type":"CIMRGBColor","values":[0,0,0,100]}}},"showPopups":true,"serviceLayerID":-1,"refreshRate":-1,"refreshRateUnit":"esriTimeUnitsSeconds","blendingMode":"Alpha","autoGenerateFeatureTemplates":true,"featureElevationExpression":"0","featureTable":{"type":"CIMFeatureTable","displayField":"NAME","editable":true,"dataConnection":{"type":"CIMStandardDataConnection","workspaceConnectionString":"DATABASE=G:Project  ConnectTransit  Priority NetworkTransit  Priority Network.gdb","workspaceFactory":"FileGDB","dataset":"Updated_Transit_Priority_Network","datasetType":"esriDTFeatureClass"},"studyAreaSpatialRel":"esriSpatialRelUndefined","searchOrder":"esriSearchOrderSpatial"},"htmlPopupEnabled":true,"selectable":true,"featureCacheType":"Session","displayFiltersType":"ByScale","featureBlendingMode":"Alpha","labelClasses":[{"type":"CIMLabelClass","expressionTitle":"Custom","expression":"$feature.NAME","expressionEngine":"Arcade","featuresToLabel":"AllVisibleFeatures","maplexLabelPlacementProperties":{"type":"CIMMaplexLabelPlacementProperties","featureType":"Line","avoidPolygonHoles":true,"canOverrunFeature":true,"canPlaceLabelOutsidePolygon":true,"canRemoveOverlappingLabel":true,"canStackLabel":true,"connectionType":"MinimizeLabels","constrainOffset":"AboveLine","contourAlignmentType":"Page","contourLadderType":"Straight","contourMaximumAngle":90,"enableConnection":true,"featureWeight":0,"fontHeightReductionLimit":4,"fontHeightReductionStep":0.5,"fontWidthReductionLimit":90,"fontWidthReductionStep":5,"graticuleAlignmentType":"Straight","keyNumberGroupName":"Default","labelBuffer":15,"labelLargestPolygon":true,"labelPriority":-1,"labelStackingProperties":{"type":"CIMMaplexLabelStackingProperties","stackAlignment":"ChooseBest","maximumNumberOfLines":3,"minimumNumberOfCharsPerLine":3,"maximumNumberOfCharsPerLine":24,"separators":[{"type":"CIMMaplexStackingSeparator","separator":" ","splitAfter":true},{"type":"CIMMaplexStackingSeparator","separator":",","visible":true,"splitAfter":true}]},"lineFeatureType":"General","linePlacementMethod":"OffsetStraightFromLine","maximumLabelOverrun":16,"maximumLabelOverrunUnit":"Point","minimumFeatureSizeUnit":"Map","multiPartOption":"OneLabelPerFeature","offsetAlongLineProperties":{"type":"CIMMaplexOffsetAlongLineProperties","placementMethod":"BestPositionAlongLine","labelAnchorPoint":"CenterOfLabel","distanceUnit":"Map","useLineDirection":true},"pointExternalZonePriorities":{"type":"CIMMaplexExternalZonePriorities","aboveLeft":4,"aboveCenter":2,"aboveRight":1,"centerRight":3,"belowRight":5,"belowCenter":7,"belowLeft":8,"centerLeft":6},"pointPlacementMethod":"AroundPoint","polygonAnchorPointType":"GeometricCenter","polygonBoundaryWeight":0,"polygonExternalZones":{"type":"CIMMaplexExternalZonePriorities","aboveLeft":4,"aboveCenter":2,"aboveRight":1,"centerRight":3,"belowRight":5,"belowCenter":7,"belowLeft":8,"centerLeft":6},"polygonFeatureType":"General","polygonInternalZones":{"type":"CIMMaplexInternalZonePriorities","center":1},"polygonPlacementMethod":"CurvedInPolygon","primaryOffset":1,"primaryOffsetUnit":"Point","removeExtraWhiteSpace":true,"repetitionIntervalUnit":"Point","rotationProperties":{"type":"CIMMaplexRotationProperties","rotationType":"Arithmetic","alignmentType":"Straight"},"secondaryOffset":100,"strategyPriorities":{"type":"CIMMaplexStrategyPriorities","stacking":1,"overrun":2,"fontCompression":3,"fontReduction":4,"abbreviation":5},"thinningDistanceUnit":"Point","truncationMarkerCharacter":".","truncationMinimumLength":1,"truncationPreferredCharacters":"aeiou","truncationExcludedCharacters":"0123456789","polygonAnchorPointPerimeterInsetUnit":"Point"},"name":"Class 1","priority":-1,"standardLabelPlacementProperties":{"type":"CIMStandardLabelPlacementProperties","featureType":"Line","featureWeight":"None","labelWeight":"High","numLabelsOption":"OneLabelPerName","lineLabelPosition":{"type":"CIMStandardLineLabelPosition","above":true,"inLine":true,"parallel":true},"lineLabelPriorities":{"type":"CIMStandardLineLabelPriorities","aboveStart":3,"aboveAlong":3,"aboveEnd":3,"centerStart":3,"centerAlong":3,"centerEnd":3,"belowStart":3,"belowAlong":3,"belowEnd":3},"pointPlacementMethod":"AroundPoint","pointPlacementPriorities":{"type":"CIMStandardPointPlacementPriorities","aboveLeft":2,"aboveCenter":2,"aboveRight":1,"centerLeft":3,"centerRight":2,"belowLeft":3,"belowCenter":3,"belowRight":2},"rotationType":"Arithmetic","polygonPlacementMethod":"AlwaysHorizontal"},"textSymbol":{"type":"CIMSymbolReference","symbol":{"type":"CIMTextSymbol","blockProgression":"TTB","depth3D":1,"extrapolateBaselines":true,"fontEffects":"Normal","fontEncoding":"Unicode","fontFamilyName":"Tahoma","fontStyleName":"Regular","fontType":"Unspecified","haloSize":1,"height":10,"hinting":"Default","horizontalAlignment":"Left","kerning":true,"letterWidth":100,"ligatures":true,"lineGapType":"ExtraLeading","symbol":{"type":"CIMPolygonSymbol","symbolLayers":[{"type":"CIMSolidFill","enable":true,"color":{"type":"CIMRGBColor","values":[0,0,0,100]}}]},"textCase":"Normal","textDirection":"LTR","verticalAlignment":"Bottom","verticalGlyphOrientation":"Right","wordSpacing":100,"billboardMode3D":"FaceNearPlane"}},"useCodedValue":true,"visibility":true,"iD":-1}],"renderer":{"type":"CIMSimpleRenderer","patch":"Default","symbol":{"type":"CIMSymbolReference","symbol":{"type":"CIMLineSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"capStyle":"Round","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":2,"color":{"type":"CIMRGBColor","values":[230,0,0,100]}}]}}},"scaleSymbols":true,"snappable":true}]} 20211104 22485400 20211104 22485400 Esri ArcGIS 12.7.3.26828 Updated_Transit_Priority_Network ASMPpublic view This is the proposed updated Transit Priority Network presented during the 2021 ASMP Amendment process File Geodatabase Feature Class dataset EPSG 5.3(9.0.0) 0 Simple FALSE 0 TRUE FALSE Updated_Transit_Priority_Network Feature Class 0 OBJECTID OBJECTID OID 4 0 0 Internal feature number. Esri Sequential unique whole numbers that are automatically generated. Shape Shape Geometry 0 0 0 Feature geometry. Esri Coordinates defining the features. NAME Name String 50 0 0 Shape__Length Shape__Length Double 8 0 0 Shape_Length Shape_Length Double 8 0 0 Length of feature in internal units. Esri Positive real numbers that are automatically generated. 20211104 /9j/4AAQSkZJRgABAQEAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a HBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIy MjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADIASwDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCXXPAO r+HmN3YOZoEO7fGD8vuR1H1FXdD+J19YOtvq8Znj6bjww+h6H8fzr1+vO/iRp2h2ml/aXtVS9lbC eXwCO5Yd/wDE1k4cusHb8j0IYpV2oYiPM+6+L7+vz+9HSWevWXiFkWwnzgZKHhh7keg/ma30RURU UYVRgCvnHTotWsIU1SyEyIrfeUEBT1xn19q9L8L/ABMt7tUtNY/dTjC+djAP+8O316fSpp1E372j YYrAypXdKXPGO7XT1XT12fc9EqF7WF2LbMMepU4J/KpI5EljV43V0YZDKcgimXEwghZz2HFbtX0Z 597GVdBY5mwAwAwu8Zbd2wfr/KpLaVrVUIQmNlCjIxnAwMHp+Bqtbq15cgHJIPJPY9z+A4/E1ulE ZNhUFcYwRxXNCF5OUdOxrKVkkxIpVmTcueDgg9QafWYQ9lcEojMhGPukgjtyAenPWnyXzyRFIkG9 uAQwOPc1r7RJe9oRyt7Ec9xJcTtHGSIwdo2rkse9C2UrEfu/xkf+gp1pJBCWZ32kfKoIPA/+uf6V cW7t26TR/i2KzUFP3pMfw7DoYRCmM7mPLN6mnSRpNE8Uiho3UqynoQeopBNE33ZEP0YU2eZYreST eBtQtn8K3SSVkQeG+E2SDx/CfMEUay8knAHB/wD1fjXuqyI4yrqR6g186aXpN3resy2lkxWY4wMg A4GeprcfwB4uhOUiY47h4z/XNYU5SSdo31fbuezjKFOc481VRfLDRqX8q6pM9D+Iepy6Z4dYwZDX B8lmHZcEn8eMfia5j4V6TDJ9p1ichpYzhBnoSOv5cfnXLajoXii0sne9inFuvLF1JUdvp3/WqGj3 WsrD5GmSP83Bjj3ZOPYUpVH7RXT2Y4YRLCTUKkdZK7u9rPTVLr/Wh9AR3bmUKRnPQDrXB/EnxElp pY0uGbFy7b51HYdQD+YP4VxzHxhpa/bHW+iXrvdZFGPqeKxp7mXWrya6upC8hBB3Hnd60OpJR5V8 T7mWFwEYz9tVkpU46uzv8rb6/lc9M+F2gRRWTaxJhpWJSP1H94/jnFd5ePuKwA4B+Zz/ALPp+P8A jXAfCfUt2n3llI3EZEoz27H+QrtwGuJMH70xy3+yg7f59aJS/dqMN2c2JU/rM/aatN3LNmhIacjG /wC6P9n/AOv1q1QBgYFFbxiopRRyN3d2c54l8LaXq9u881uFmHLyRjDFe/14/lXm2seAtZ0Fzd6a 7TwL8weLPA9cDkfUV7YRkYNUyr2QJjVpLfunUp9PUe1KUFLc3oYqpRuovR7p6p+qPLNC+Jt7p7Jb atEZohwGPDD6Hofx/Os/xVqFrquvTX1mxMUyofmGCCFAx+leiat4P0fxGskixCBz0liX7x9SOhH6 15j4h8H3Hhy5jjkuSYpclDG3XHselT+8j5m3+yVtbum/vXy6r539T1zTvFWj3VvbK+pQC4eNSyu2 07iBkemc9q3a8MtPAmo6hoY1PT7nzDk/u/M+YY+vFN0rxjr3hmQQzFpIEO1o5ASB+HVTR7Rr41YF g41P93mpPts/lff5O/kd/wDE2yW78MidQCYJME+gPH88Vxnhbx2nhvw9JA0Hmyu+6MFsAHABz37V T1bxRrHiycWVlG4gY4EMQJyfX1Y10vh34W7FS51Z9r9fJGCfxPQfhUOTlLmp/f8A1udCp06GH9ni 73umorfZ3v8Ay307vTYzT8VNbL7haRBeuBAcfzrVsPi5AVK6hY7XHeJsfo3T866YaBpcW6E6fb4U 4+4OlZl54F0O8kV/JkhI6iJuD+YP6VPtJp7/AIHIq+DlpKm16S/zR57rWr3PjXxJG0MJK5CRovOA DwP1JNeu6ZbtplhbwRtkwxhDx1qppfh/TdHGbS3Af++3Lf8A1vwrUqOZ3uY4rExq8saatGO3V+bf mzShmSVRtYE45x2ppuogSMnj2rPidlBKnGc1n3utWOnziG5mCyFd2Pb/ACK1dV7I5+ZnTEgDJ6V4 d4z1WTxP4qFpb5aFGEcajuAf6n+ldBefEIT+BiA+NQkHku3fbjlh9en1qH4XeHzPdy61dJkIT5ef 75H9AfzPtVTfO1Bdfy/4J6eGi8PGWIno46L/ABf/AGu/rY9C0bRLfTNBh01o0kUL+9DDIdj1rjvF Hwzhut93o/7qYZbyM4H/AAE9voa9GorWUVJWZx0q1SlPnpuzPDNH8Ua14Ovfs10jtCDh4pAcfl/C fcV31n4vsNfCeS/lykjETkdfY9x3/CtzxDommarZMb63DMo+SROHB9M+ntXlGreB77Tg95ppaSJc khRyAO5HpnuPSueakvdvf8/+CdieHxGsvcl3+y/VdPldeSPZNOg8qEORyw4+n/1+v41crynwf8RJ Ld49N1osUHyrMeWX6+o/WvU4po54llidXjYZDKcgitqbjy+6ctejUpT5ai1/rbyH1j3rf6buxkoC 36cVrO6oMscD1rGuDumdiQASRk9s9Kis1axin7yL8OnxpGBIXZu5EjD+tPaxiP3WkX6OT/PNOW7h MYZnVSeqk8g09J4pPuSKT6Z5q1CHYd2isdOQ/wDLWT8Qp/pVLV7MQaNfTeYPkt5G+4B/Ca2qyvEr bPDOpH/p3cfmKPZw7D5pdzyz4Zpv8YyP6K5/T/69e0V4/wDCtd3iK6b0V/5ivYKVH4EdeYP/AGhr tZfckiG6tory1ltp03xSqVZfUGvDtEX+zviHHDASqrcbev8Atbf5V7ncS+RbSzYzsQt+QzXiPg6M 6h4+ikPJEm8/gCxpVN4+oYR2hVb25f1Vj26eCK5geGaNZInG1lYZBFea+I/hhFh7rSZihzxE555P QN3/AB/Ou/1u7ax0W7uUOHRDtPoTxmuITX9ZvbJ5ElaSGLlpFjGRjn/69XODlH4W/kThPaRlz05q L83b/hzhPsfiDwrMXVZIwepHcE+vQ/Q13XhX4jW13P5Gqr5Mz4USgYA9iO31qG81LUYdPCXbAQTj q6Kdwxx+lZ/iHwZBc6ZBqujhxI0Yd4VBO3IzlT6e1YKE6fvWsul/0bO2tOnVdq7XM/tR/wDbktGv NWfqeuKwZQykFSMgjvS14Tp/jjxFpWnrYQ5wmQpKBtv0JpPtXjHXzkNeSK3YFiv5DitPap7J/ccz y+pH45RS78y/S7/A9qudX06zBNxfW8eP70grCvviD4etAwFw9wcdIkOPzOBXntr8OfEl+Q058kHv JIF/QZNb9n8IoVw13qG49wiE/qT/AEo5pvaP3sXscLD46t/8Mf1dvyILz4n2kc5fT7V0zncpfhvf AHBrm9d8Zaj4jWKOWzXZEcoQu08+5PevSrT4caBbY3xSzEdmfaP/AB3Falpo+nWM8otrG3RA4BAj BOCvqeafLUe7t6C9thYfDTcv8T/RW/M8OsrjWL5xp9nI6lnwIVY8t9OldLZfC/XL3DXsywIeSrvz +S5qt400h/C/iZbyzJjiZvNj2H7oz/Q/piu/sfiFo50eCe9uStyUAkjVCSW7kdves4wTbU9WjrrY mcIxqYZKMZdkrprdX1fmtdmX/DPhnTfD8ZjgQSXQGJJiOfoPQV0NecXfxW02CaRrS0kfcAMyuF6e wzWNc/FbVpsi0tI0B6ERk/qTWntILS5xxwWKqe84P1en4s9Tvh+9jPsf6VnzXtrb/wCuuIo/95wK 8lm1zxb4gkwHuH9FjyBj6KPpU9t4B8Uahh5UeMHu7BP/AK9Yy993Sf5fmJ4GMX+9qxXz5n/5Ldfi d7deMNDtBzeCQ+kalv16frWFd/E2wjyLe2dz/tsB+gzUVr8IpD81/qMfAydm5v1OK3rD4aaJFh5D NKmOATtz78U1Sl2/X/IPZ4KHWUvko/5/kcXcfEjVZ122lssf+0EyfzPH6Vyt9rGo6heSTzkvKeGJ 56fSu8+IR0nRIItK0uyhinfDO4G5/Zdxyff8BR4W+H39o6HFd3MrRNIxKj+8PX881LpycuVSPRoV sJQpe2dBO7sk2233fbTRbb+hxWq6RNo2tvp12SsayenB9PwPWve/D0FpbaBZR2TBoPKDKwH3ieST 75zXN/EXwyuraUb+CMm6txlto5ZP64/lmsP4ZeJvLdtEvGIJb90Sejen49f/ANdaQiqc2u/9WOfE 1Z4vDxqN6w0fz2l89m/Tuep0UVEJj5pXYdoON2fbNbnllPVLhIlUNzt+cgevRR+J/lUunQpHbDnL MBnPp2/z71nv/p18kXOGPmOf9nsPyz+dbKxIrlgOTWMPek5/IuWiSOE8XfDuLVWN5pYSG5zlovuq fcHsfbpXCj/hLfCbnH2mGPPXkKx/9BNe8UyaGK4iaKaNJI26o6gg/gaqVNN3WjOiljJwj7OSUo9n 09HuvkzyfSPifercJb6vCHifgsFww9xjg/Su/ilgvbdZ7eVZYXHyuvesrxX4DstZtC9jDFb3aD5Q o2qw9OOh9682sdW1zwXfS2kkbMoOGikUkE+pAP6ispqS+L7/APMt4elileh7sv5b7/4W/wAnr2ue wRnZIqSlto6leCR6/h/Kr0mno44dvbcA1eTj4nz7g01jFgAggBh/U10ml/FTS7hUjuoJIXHBKtvH 17GlT9m9HYU8Hi6cOacGl6Ox2AhvIfusWHs+79G/xrI8U3kq+Gb+OWMfNFgHlT1Hb/69athr+lan gWl9DI5/g3Yb8jzVTxhdrZ+Fb52xl08sZ9W4rdQtszkvfoeYfDrWrDR9WuZL6byxIGUYGedw6/lX sFlqthqS5s7uGb2Vhkfh1r5rjiNzcICoAlcsCPvYrsbnwD4m09Vmt0eQAZARtxH9awo1Jcvw3SPd zPBUVWu6nLKWtmtF03V+qfQ9ruIRcW0sJJAkQrkdsjFeE20l14M8bBZAvmJJ83cYI5/NTQ3jLxRp aNYzXM6ydMMcsMfUZFZVjexajrcd3rFyzDfl+7Ed+vftROtGUlFb3Jw+XV6VKpVmk6bi9ne/a1uz XW2zPoPU7aO+0q5t3cKksZG89B6GvMLGS30UXkN8twtyUeMRqo2uCuBz1Xnv3HFdkPFmkagNsF7F GqDIST5CcfX9BVe/k8OOkUepXVqxGWdhJl/pxz1r0sJmDw8+Rq8Zb/LqeG6fMr3OcmdPEAtLKzWS a5LgtI8Sp5aBQNuR1HGcmvRE0yC2sFiRAzRxhVZuTwO2elcmnjPwnoMbLYxOSRyVXBP4tWLf/Fya QlNOsEX3fMhP5YA/WnjsbCs1HZLZddTahg69RXpwb87afed/b6fbSt5q21v5quWMhjG455HOM961 JJYoE3yyJGg7sQBXhjeLfE963l28kqbuAqcZx7DmnR+FvF+sOJJornnnfNkH82Oa8+E7LRN/15m7 wVm3UqRj87/+k3PWLvxhoNnnzNRicjtF8/8AKubv/ixpUAItLaWZ/wDpowQfpk1h2vwn1CbBvb2N B3BYufyGB+tdLY/C7Q7UAzNNO46nhB+nP61V6j2SQcmDh8UpS9Ekvvd/yOWufirq1xkWlpHGD0Kx k/qT/SshvEXi3WZnWCS4LOeViJHt0WvX7bwtodmAY9NgJX+KRd/86fpm0zM6IqK+5gqjGASMfoKH GXWQvrVCHwUl823/AJL8DyKHwN4p1Mlp4nXf94yELn8Sc1hWGmWo1sWGqtJBGH2lyuSo+n1r6Pry r4neG2hnXWrRQFYgOoHR/X6EfrUVKMfite3zOzCZlVbdFy5VLS6SjZ9Hpb0fkzftPhnodtGH/eTv jIJIAb8q3LLw1oVsAYdLg3D/AJ6pvIP/AALNc94F8TvqmjJbSSL59uMDPVk7fl0/Kun8yTzRJvOe 4PQ1SqQWiPJryqKo1VvzLR3LrQpEqNGqoI+gAwMdxU4IIyOlRxs7ErIoB7Y6Go0ligQo8iqqHA3H H4VsQOP76RkYDy1xkep6/lTb68i0+xmu5mCxwoWP+FR/bEE7Mu90KjoOM/jXnXxL8T74I9JturEN Jhgef4Rx+f5VEqkUtzWjQnVmoRWrOY023n8Z+Nt0rMVeQs7f3QOv5DAH4V7rFEkEKRRqFRFCqB2A 6VxXw18Pf2Xo/wBumXE10Plz1Cev49fpiu0eeNG2s3NKC5Y3luzXGVozqWh8MdF6Lr83r8yla6gs o8qfAJGMnofrXlHjXwvdeH9Y/tPTlb7K7blKD7hznb7Y7V6nfWOzMsQ+XuvpVQz+bbNazqJYW4Ks M8elb1KSqRvE5sPip4ed7X6eTXZnO+FfiTa3kCW2rv5Vwvy+cRwf94dj79K6xr+1vm8u2uYZo3AY tHIDgenHr/jXjvjLw7Hp2uRrZI5jvFH2dQckSZwV+nPeobrwr4j0ghmWTIGcqdw/TJFcHt5u8La/ 10PZqZfh3CFeFRRUtUpX+aur7PTVI9r0wRme4lLrvLlQuRkAf5H5Vp182SalqsFwDLO8Tg8MScZ+ vau38NfE26tpUtNYUzR8DzP4wPr/ABfzrSlVgkobGNfK8RCPtFaS39130/Xzte3U9coqrZajZ6lC JrO4jmQjOUbOPqO1WWBKkKcHHFdB5YtU73SrDUcfbLOGcjoXUEip7eNo0IY85qWkndagjl9R8LaE u3bp0Skgk7cjPYd/U1g33w20y7b9w727Hsw3L/j+tdfcMbm6KBQ27hRk9B3/ADz+VSKl1ak/KWU+ 2/8Alg1zyvKTfT7zWE502nTlZ/ceVah8NNe0/L2TidBz+7bP6Hn8s1gapqOvw2L6bqT3GzI/dyFg Qe3B57170l/zh0z7p1H1B5rxPx3qg1LxbOwOYbfIH0Xj+efzqZ8ig3B2/rsetga9SvXjGtFStrdr XTXdWbu9NbkXgaxS/wDE9s0iMYICCw2k/d56fXH517wbqHyXlEilUUscHpivNvhTpCyWl3qE8eQc RoT6nlv/AGWuh8byppfhu4kEpLS/ulDYJAPXB69M+tXSUowRy5lVVbFSt00Xy0/Hc8d1i/a/1i9v CSWZjtJ9WP8AhXY6J4Cs9R8Mw3VzI8UshPlkAEYGckjr2J6964Wzga6vLaEcvK+8/icCverWJLa0 tbcBTHCix4Q84HU8+uBWMJJ3lLr/AF/l9x35jOVBU6NJ2tvby0/NSf8A28edXXwx1K3aMWt0hLru 27iNo98/WoIfhvrEoVri4VEYZGZOv5V6xK5maSRcgviNMjBHv+ZNWLqMJFGFGAvyj6VXLF8zS0R5 08wxUYr3te7Sv99r/iebWnwxtEIN1dlvUIvP5nP8q6XTfB+h2cqAWYl56ynd+nStoKzdAT9Kljt5 SwO3GD3ohe/uo4amJrVnepJv1dyNLaCyv18iGOJTjhFA4Ix29wK1KoagChjlHbI/9mH8j+dXS6BQ xYAHuTXTHRtDeyY6ioGvIF/j3H0QFv5VCdRGcLH/AN9MB+gyabnFbsSi2O1KXyrJgD88hEa/U/8A 1sn8KSwRVjbgZB6+1Zs1097fRoqkmIEgKh6njvjtn86txWt2c5ZkB6gsB/L/ABqHNuSaWguV3NIs FGWIH1NZ+prYajYzWVyfNjkGCEBJHocjpTxp+eXk/wC+VyfzOamWygXqpY/7RJqrzfQrQ8JRrnwf 4q2hyqq/PYMOuPoRXsFlK+pWsdzbHMMi5DAY/U/4Vm+OvCcWt6W1xbxqt3bqSoAA3r6fX0/+vXFe AvFbaFfSadqLkWrH5mwTsOODj9DWPs0pWez/AKsd1W2Kpe2XxxXvea2UvyT+T7nqv2O4cgvJyBjL MT+gxVea28iYfvDgjkgBf/r/AK1nD4h+HCxBu3GO5ibmoZ/Gnh+4b5b/AKjHMTj+lXOCt3/E4Zc6 Ra1C7ttNtZby4I8uNeMnJY+gz3ry3QrCfxj4vLyk+VvLyMOy9/6AVoeO/EMepLb2Ony74e7AEZY/ X0H867rwB4ej0bQo52X/AEm5UM2f4V7D+v41EI3lbov6X+Z10f3GHdV/FO6Xkur+e33nVpGsUSxo NqKNqgdhVV7Ntx2sCPerlFbygpbnC1cguZAkZXu3FZMsO5gUHJ61PLM7zEkDB6c1GcjCjmR+nt/+ qsfayjLmRm1zuxDBEpZpZgNkJyMjPzVatJTJ6Zkb5sjOB6VDKm9fJjP7uPr/ALTVFBL5EuSDwelV Ti63NV69vIupLkSprZFXxH4TstThIaJEY8JKBgg/3T6j0rx3V9Bn0S8kinh3x56gdvUV9DrNDcIV BDKwwQe9YeqaTa3Z8m4iSbHK56ken1FRVhHd7fl/wD0MHjqmHfuPR7q+/wDk+zPELC9vLGUTabeu GXoNxVh+NdrpPxUvbXZFqtuJQOC5G1j+I4NTat8ObedGnsJjuxlUYc/nXGXuk6rpgYXFuZYQdpLD 9M9KlOcdnp9/4bo7vaYTF7/F52i/vXuv5qL8z23SPF2jawieRdLHK3/LKU7Wz/I/hWtdSmKAlfvn 5V+pr5rXyQ58qR7aTurdDW9p/i7XNJjSF5WltlzhSdwH9R+FX7a6/qxhVyySf7t38no/l0fyb9D2 WEPbsJccOPkJ54/zz+NaynKgnuK4LTfiRpGpRxLcqbaVWAK/eQj69R+X4129peWt9AJbSeOaP1Rs 1pBLo9DzKlOcJuM00/Mq65cR2ejXd1IoJiiLL657c/WvnG4maSeZmDN5rbd/XgHmvZ/ihqQs/DiW 6th55M4/2V5/mVryPR4oLjU7SOaQJAuPMc/w5PJ/LNYYn3pKC/r+tT3snSo0qmKkrpfpr+fKvmd/ 4N8e6VpOmR6dcRyKocnzEwcZ9Rwf51R+JHiK31draGxm8yHGAQCOT9a0p/BWhavG8tldBTjICMHA 9B69SB1rzjULVbK+lginJW33fMeRkHAwO1FSpJQaf9f16kYChhquIjKDaa1s9V5arzt9k6DwPYm9 8RrNtJityD0/u9P1x+te2QFBpu51DBAwIIz0JH9K8C0jUtY0BUntFKrJ1Yfxd8HPWupsfiVibbqN nGcnLMq7Gx/I1NOfJv8A5E4/C1a1aUqfvJaK2ui01S1XzR6dbRnfBEf+Wa73+vb9c/lVx7i3HDSI cdhzXK6f4m0TWXJW8jic/dSYBc/iTtrpYrOMxqXLHPbdgfpWlFSUUrHk1Lc1mI+oRJwqMT74UfrT PtdxJ9yIfgpb9TgVbjgii/1caL9BikadElCE9uT6Vq0+rM7pdClKl0yeZN9xTnaSP5Af1otrNZI9 27bglcBQSMH1Oamur+xhiZbm7hiVhj53C/zrn08a6LYwv594Hbg4iUtzjn261PJFyvuUpNrQ6CS1 hhTeUMhz/GxI/LpUU1yqw4iQJ68dK4vU/itpio0dnaySn+9IwUD8Bn+lcvd/EPV7tGS3gVFbuqY4 +pqJTinaL0N1gMVNX5Gl3ei+92R6nZ3NtY2017dyrGHO4sx7dh+QFczqvxV060mMVnbtPg43udoP 0HJ/PFcGsHijxQ8cW2eSPPB5Krn9BXdaL8NdM0yzNzq7+bIqlnCthVGO56mqi5vSP4/5Giw9Cgv3 0uZ9otfjLVfdcym+L04ORp8OPfdWbd/EzxDdAi1jWEHgFYwP1bNYz2y6/wCKhZ6ZB5Vu0uI0JJwO 2fw5Ne16V4dsNKVRDbQl1UASbBuJ9SaSdSTeunob1vqtBQtSvJq9nLRX22S3WvzPH/I8Ya825heS hum7cw/DPGKydb0K/wBFuoF1NXV5QDjI+6fpX0bXnvxX003Gj296q5MTlCfTPI/UfrRUopwfVlYL MJRrxSSjF6OyWz033033MnTPhbYappVrfRX5AmjDkeWTg9x97sciodZ+Gdro+mzX0uqfJGOF8s5Y 9h96un+F+oi88NtATloH6egbn+ea534pa61xeRaNbv8ALGcvg9XP+A/nTcKShzcqFTxGPlX9g6sk 72er0tu/kcx4O8P/ANu+I441DfZozl2zn5R1/Pp+Ne/qoVQqgAAYAHauR8B6F/YehRTNH+9uQGfj 5lX+H/H8a68HIyKulT5I2OXHYp4ms53ulor9l+r3fmFFBIAyelVmu1ViNucHqDVOSjucTdjNJaVv LQAn+XuaG/dMIlJEjD5pWHX2FKPmUJGCkXc9C1BhGMKdvt1B/CuB3lvt2KThDRb9x6qEUKOgpkkQ k56N60zLRdeB+a/4ipVcE7Tw3pn+VaRm4u63MpQ0vuittkhO4dPanmZZFwwIPUEdjVimNEjdRz6i t/bQn/EXzRnZrYiWZd/ykBj95Ccbj6j/AApzQ21y5WZeowwI5I9weoqCSMK20HdSByMA/MB2P+eK p4ZpKVN3Rp7RSfvaMx9Z8CaZexvIkaoMFvNiAG36p0P4EVwt14I1i1V308NcRx/eRPmK/VetVvGP iK7vtUlhV5EgiYqisewP863fCfi2BNNa31Ftrpg28q53A55Ukc4P6VipQqT5Xuj3I0cZhcJHEbwk 9nqvmnpr95xk9rcRyEXNkVkB5K5Vh+BpLXUruwm3Wt7LDIB0clT+Yr3Rdt3p7OTY31qy55cMR+IH P+ea8M1y4jl1ed41RI1JKoFyBk9PyqK0fZrmT/r8Dty3EvG1Pq84K1vNpfJ81te1ibWte1DV0hTU JndkGFckN8vXtWZErMy5i3F8sChwRTGByzhQOAuYzxk13PgD+x7e5mkvtQiE8kYjWKZdmFzkjJ4O cDpzXK5OU7y/r+vQ9uUY4PCNUY+dlfd+jbXS930OSivJ7SUPDcyxSLyBICCPxFVzI0jszqSZXBJX ngda9T8XaXo0Hhq61FbaHzTxGYm2cngfL35Ned6Ro76rqQtIDskC43ZwM4ySatqUnyp/1/V+xx4T E0PYyxE4cr76dLdknu473O20bxvo66Lb6Vc2uEiUjPDBmJyTg/j61x3ie6trzWpms4VitusaKMD0 Bx79as6j4T1vT/mntPOj/v7dw/76X+tYXlPb3KmaJ0QNkjqBjpV1KkpRs1v1/q/5mGX4XCwre2oz u0nZdX6bO/8A278zsLL4fane6HDqVgw3ODiMNhjjjODwajt9c8VeFZvIlM6qhx5bgkY9lPb6V3Ph rx/oK6ba2Tl7byYwm4jcpwOTxzz9K7B49O1m1AYW93AwyOjiutU42vB29Dw542tzOOKjzf4lqvno 1+XkeV3HxX1W4RUtLWKNwMMyoWOfxOBWPJ4g8V6vKRC85Y9o85/Ja9ft/CmhWsheLTYdx/vDdj86 1o4o4U2RIqL6KMCn7OT+KRn9ZoR/h0l/282/8l+B4hF4J8U3+6a4SSIAZJlO3+fNa+nfCqa6y95f KgBGeC5/oK9SvnCW+CfvnH4dT+gNPtEKWybhhm+Zh6E81Ps481rX9dRvMMQl7j5f8KUfyscLJ8N9 I02081fNmfcoJYhQMnHAA9/Wt3TvDOmRRrJDZwqw6Fl3H8zW/PClxA8T/dcYOKy4ZpbSY28mQ6jI OOHX1qpRUdtjhqTnN8022acEKwRhR+Ncj8SNcGl+HzaxsPOuuCPRB1/M4H511a3kRXc2RgZPoK8R 8RX83i/xgIoBmLeEjX2zgfn1olO0fd3OnBUo1anvfDHV+i/z2XmzV+GUuk2V1JdX95Gl042xbzxk 9TnoD0H517AjrIoZGDKeQQcg15TqfwnuIh5mmXau+MlT8hz/ACP6Vzy3PirwjcGJjPFt/hPQ/Qcq fwpRbppRkvu1OqtTp4upKrSqK7e0vd+Se34r0PeKyvElgNS8O31rtyzREqP9ocj9RXDaP8WEYiHV bXD9N8Q2n8Qf8a7nS/Emk6wv+iXiF8ZMb/Kw/A/0rSMoyWjOKtQq0XapFpni3hfxRN4SuroeVlJQ UAfIGex/D+tXfBujyeKvE7Xl1vkgRvMlZv4hnv8AU/1qX4jXVpP4iazsY41PCyMi4y38XT/PWvSf BOhjRPD0KMmyeYCSQHqOOAfoP61hCD5uW+i/r8D08TiI+x9ty2qVN9enVrtzPTrs+50YAAwBxUOB bnOT5ZOMY+6f8KmpGUMpUjIPBrpPGFqI20THO38qja6jt1YTsqbehJ4I7VD/AGzY5OJJGAOMrC5H 5gc0ml1FoQUU3eD0BP4VIkU0g+WPH+8cVxqLZkNqMxD+HGP7p5H/ANb8Kdh/UD6CgqT1Y/hxSsuo 1JrYiZTGA3THdST+h60od5CqgqA/AYd/b2NSBFBzjJ9+anFiWjLrgM3VT0P+B96qK193UtNT0kNN m0AyBu9TULxK/Uc+tW7e7KEpOxAH8TDBB9D/AI1T8TXMdh4fvLwYDiPCEHueB/OtbOT54vUUqdtD xvWyNb8YtBbqHQy7VwMhuwPv61uXXw+gld1s7nayjqwxye3FUfAVqLjWZ9QcNshUuCvXPRR/OvT4 4ZFiDSAM5O5io+bn9DURlF3lON7nq4rEVMPONClNx5El893f5to8jn0DxDozM0fmMnQspyD+I/rW NBN9la4+1WhZpMgE5wp7HivdiinJI4HVlHT6jtXH+PUtbLSRIYIjPI2FkCjOByefyH41XLTa5oSt bo9Qo5hUlL2VWmnz2V17reumq038jzK02yzwIXVQWLuew9K9nt7fw/f2ENuPst3DGu35wpYjIHpn OF/WvPfDvg+PWtJeeWTymDfKdufenT+CtcsnzasZRjcNjbuPocGsoUpxguZXv/wDvx+Iw9fEP2dT lcbrVO271ur/AJbJGr4u8L6bpmlvPay3FvtYfuRKWjz16H0wf0o+G2ny+Vd6jt3EAICTglmPQZBB 6CuS1W+1gWw07UPNwHyFcnIJ9jz0FdDofjaLSdKj01LdFQOXdmJDM3GP0AFTTUFJ9NP6/rzKxEcZ PBpSfPd7rXRea11b69j0uRkZfMlRoWPQ8jI6DnkVBd2OiahI63VtbzggLkHa34Nxnr61zqeOjcMj AQBAQdhyOg4/xrc8P+IDf6itlLFDskVmGOTnr+WM1qornXL0PIlQqKDm7W9Uc9qXwysbrL6Xe+U5 HCT8HP1A/oa5m50LxX4XlMqeeqLz5kbHBHruX+tezNpMKsWt3eHPVAcp/wB8ngfhUL22oWwPkmOZ D/BnH6HI/LFW6et7fcOGOqqPLJ8y7SV/u6r5WPONI+Kd9abYdWtxKoGN5+Vj+PQ/lXfaV4z0PVkX y7xIpT/yzm+U5+vQ/gayNU0TRdVZv7Q05rW4bgywjH5jof51yOo/DeaJWudGvkuIxklQ21gPoeDT TmvP8H/X3FWwlXvTf/gUf81+J6nMy3V2iKQyDjIORjqT/IfjWjXgsdx4r8OPvQ3EQXjuFP4H5TW3 ZfFbVLcBb+1jk9WK7f1HH6Uo1Iq7lpcHgKsl+6tP0d392/4Hr9Vbras9s7Abd5Q591P9QK4i1+LO lyf8fFpNH/1zdW/nir0PjnRL2ZpHuygXiJHQ5GepOMitVOLWjuctShVp/HFr1R09vbhldmA8uUEb PY14f4jsF8O+MzBYTuSjBge44DD8s16tbeIdPbPlahAQBnhx/I15bZhvEXxBVyNwkuNxGM4BbOPy rGbukrdV/X3HRl0rOo3soyv53Vl+LR7pbs720TyACRkBYDscc0ssMU8ZSaNJEP8ACwyKb5TKAIn2 gfwnkUeaynDocf3l5FdBxHLav8OtE1Lc8MZtZTn7nKk/Q9PwxXCat8ONZ0cG4sZfPhU/8sySR/wE 8/lmvZw6kEhgQOvPSsy9vRNIkFtmY5/g6bu2T0461nUhFq7Wp1UMXWpe7GWnZ6r7noeU+EvDN7e6 w17fwMsULcsykAt2HPv1r2VLmJrdZmdUUqCdxxiqrW101mYt0cQC8Kg3HP1P+FRadZWrlpmQyvnI Mh3YB54z069qUY8jt3Ir1pVnzy9PK3Qn/tNJOLWGW5bOPkGFH/AjxSmO/nHzTR26ntGNzfmeP0qW G4jPGAh/SnTTBHVAwGTkn0FXzq1znuihdadBGEkKtI2cM8jFj+vT8KQDAwKvPPHMrRoDISMEDpVe Oyl2Dcyg+lZVYOWqJkrvQurDGhyqgGn0UVsklsWRSQJID8oB9RUUdnjmQ59hVqipcIt3FZDTGhUD aMDpxTqKKuwyGa3SU7slXxjcPSvN/iddPYadDp8bjExMjBcj2GR06nP4V6ZJIkMTSSOERBlmY4AF eHeOdbi8ReI4lswzRR4VTjrgnnHvmsaqSTfU7cBDnrxv8K1fotWZuj69qGhRGOC3+QkFuA24jp/O uw0v4l28reXqMHltnG6PjH1B/oa7LQtCsl0SG0vLOCaWNQHLoG5xzzWfq/w10XUUZrcPaynkY+ZM /Q/0IqfZO3uu/r/wCp4jDYiTlWp2b6xb/J3/ADRcsdWsNU+ayu1aQj7ucHHuprzbx/qAvtbisYjh Yvkdc5APVse3T8qh1nwZqnh6M3CXC+QjAA7u/bg81zyQ3WpGa6+Z5V5DDJ6dSf8AGsZRadrav8up 2YDDUqcvbqqnGO1001J6RuvXXRvY9y0vQotN8NWsByJvLBc+rt1/nj8KkmjcET4+SQ5Q+3auJ8Fe LWugmlahJh1AjhZycqegHp9DXp93HD9icSMscca7tx4CgDrXZSqc0ubojyMRh5026cl7x5Xqejx+ IfHsieayR20CvOQMkueAB+GP1qz4w8IWllb2tzbwBYWG2UjLAHPB5/zxV7wahlhudWkUh9QuDIM9 kHCj+f5128MCXNvLDMoeJhgowyKKLjCalKN1LW3l/wAMb4upKFZUoO3s0o6d93/5M2eIXHhiCB8W upwFiCw2OwHt1GMn0qvZXus6HdR3lv8ANsJCyBevqOeK9NHgvTpLqB98qxu+GQH2J6/hXXQadZ29 l9ijt4/s+MGMjIP19a2rLCSjfC8yfXsUsdXemISmvPV/fv8AiedaR8WF3LFq1qQe8kfyn/vk8frX dab4j0nVsC0vI2kPSNjtb8j1rG1f4daJqUbeTGbWU9GT5lH/AAE/0xXC6l8Ndb0wmSwf7Qi5I8o8 /wDfJ5/LNc16kd1cfJhKvwtwfnqvvWq+5+p7M8aSqVkRWU9iM1j3+n20Tq8YKvyxIPYf/XxXk9l4 y8T6A4t7gyMsZwY5VLY9iDyK6zTPiNpmqXKC/Rrb12/MvHT368/hUympKy3Jng61Nc9rxXVar8Nv mdvAtxbwKhVLmLHJXhsnrweD+lZd9ofhu9JN1ZQwyn0UxMT+HU/nWnZT215GJ9PvI5Yz12tn8/Sr 0kUcqFJEV1PZhkVrG9tUcabOCk+Heh3120ca3EKBNysw5Y57ZHQcfnWfdfB+Egm11EZ7K8ZH6g/0 r0Q2CB1eKSSNkztAORz7HtUbrquG2yWnt+7bP86Tpwlujpp4zEUvgqNfNnjPiDwTqHhq2FzNeoYi 21SjlucZ6ED0rH0HWL3Q76PUoog7ZJyVz146V1XxK1S5uL230qWSNnjUbvKyMMeTnJPOMfnXZ+GP CNknhm3j1G1Eksq+Yyv/AAZ6Y9DjFY+zTn7rtY9H65KOFXt4qXO/R2XmtdX3vtsV9E+Jul6jGFu0 a2m9vmU/j2/H866yOW4u0EkRijhYZVw28sPw4/U1wOu/CuKQtcaPOUk6+XIf5N/j+dcnpniHXPBV +9tchvLVsPFJnb+XY+4/WtOdx+P7zk+q06+uGev8r3+T2f4PyPZnsLeNXmuMzFeRv6fl0ptkpV2n ZcqMjI6578eg6fhWZp3iWy8SRxLZPiTAZomPIPr7gdc/SujjQRxqi9FGKr4peSOJrlVnuKrB1DKQ Qe4rgrnXNcPiS+ttCs7e6s7LCTpI23zH5O1T2IH8q3/Fmp/2Nory24JvJ3ENtGpxukbgfl1/Cq+i aGnh+ytbR286Z8STyNz5khPzHn/eH5VlVd2kum53YZQo0nWqRUr6JPbzfy2Xm/IraT4nstVk+zAP b3y/ftZxtdT3+o+ldBbQCVy0mWUdu1Qa34Z0vX4Qt5bgSr/q54/lkTHTDVhoPFXhhiCn9vaaP7g2 3KD6dG/r7VKi4P3tUR9WoV9aEuV/yyf5S2+Ts/U7IKFGFAA9BS1g6X4x0bVJHgFwbW6j+/b3Q8p1 x14NchrfiXxFqmqyyeF4pJ9Oh/c+ag4dxyxHtyB+FayrRirrX0LoZbXqVHCS5bdZaL7/AD6HptFF FannhRRRQAUUVW1C+g02wmvLhgscSlj7+g/GgDgfilr7W1rFpVvJh5fmlA7/AN0fzP5VneB/CyRo mpXa73I3pn17E/zH4VzUQufF/i153ywLlm9B/wDqGAPwr2fS7ARwIpxsj42joSP6Cuf43zfd+rO7 Et0KMcPHd6y/RfJa+r8i5YxlYd5GGbrUs8piVdqlixxwKlAwMCsfxDq8eiWEl8xDMiFVQn7xPT9a 3SsrHBbSx5z8TNYWW8i0a0YkRH94c9XPX8h/M11nhDRV0DwoZp41Zpk8yVGHRMdPy5/GuB8HaTL4 p8UteXJLQo3mSE/xDPT8T/WvS/HWorpnhO5xw02IU9s9f0BrOD5m6j/pHoYpezjHCx3Wr/xPp8lp 63PEbjfc6pcXFquwxnKqo49cfhXbaT4p1LxbYReF/MEUk3yz3bn5hEOqgd2PSpPhbo0d6l/e3Uau jL5YDDgljk/oB+dYfinRp/CPiNLm13rAWDxyD25/MGseV8nPfR7/ANfmen7WDrvD2TlBWg/NLZ97 u7Xn5M9OWyi05Fs4BiKEBEB9BWzp0qtFtJ+YmuY0nxDZeIbVZ45kW8x+9g6fivqK1beYxOOcDOc+ ld81zQUo9D5iTlGo+fcuL8uzPVJ8H/vrH8jWl5a+Z5n8WMVls+fNbIJIWTj1H/6hV63lZ2cN65A9 K4qLSbj5nRNpqLLFFFFdJBUvtLsdSj2XlrFMO29eR+NcTrXws0+7ZpdOlNu3aN/mGfY9R+teg0Up RUlZo0p1alKXNTk0/I8MvPC3inw1MZoPOMa9JYiWGB6leR+OKv6T8T9U00CDUoRcRj+J8hv++h/U V7JWBqvhvQ9WLpdWixynjzYxtb/D8xWThy/C7fidX1yFT/eIJ+a91/ho/mmVdJ8f6HqhVDcfZpW4 Al+6T/vDj88V0U93DBZS3ZcNFGhcspzwBmvMtW+E8iZl0m6DEZOxzsb6A9D+lchet4g8PwSWd358 cDjDIxKhhn06H8KbqSj8a+4qOEpV2lh56vpLR/J7P716FvSYJPFXjsFxuDzFmJHGPvN+gxXu4AUA DgDgV4V4F8TWPhu7klu4JHklXaSOCoJycA9e3evW7PxfoV5biZdRhjyMlZW2MPwNKi0436seZ050 63I01GKsvNLqvV3fzNuud8ZafpNxoNzdaogVYIyyyrjeD2A9cntUkvjPw9D9/U4j/uKzfyBrjPFH irSfEmpadpKXZTTRIJryUowyB0XGM/8A66upLljpuYYOj7WqubSK1b7Jb/8AA8zjE0rXdBt7TWIk kijmHmRlD0B7Z7HHavRvCnxGttRSO11VhDc/d80jCsff0P6VuS+KPDJ06RWvrZ7dIzmIjqAOgBrx XX7jRru7WbRoru3Z/wDlnMAME+hGcisG1RSs/l/kenTjLM5NzhbX4l08pd0u+663PWNOx4s8YSaq xLaZpJMNoO0k38T/AEHb8K6bUkJjRl+8Mgfl/iBXnPgTxhZ6FYRaJq4NryXhn6owbnkjpz6+tejT XVvcWyPDPFIpZSpRwc804tOm+/X1OXMITjVire4tI9mu99td35suI4eNXHRgCKdVezP+jKv9wlfy qxXQndXR5jVjK1nQtI1WIyalYRXBjGQdvzcdsjmodMg1NtPifToNOgs3G6KMAjavbOOM1syOscbO 33VBJ+lVdBtJE0iNjI8YkZpVReiqzEgfkaOVJ3saOrUlFQcnZdOhcqBLkGQoylTnip6TaCwYgZHQ 0NPoZMWiis/Utc03SULXl3HGQM7M5Y/gOaYy+zBVLMQABkk9q8a8e+KJdd1NdM09s20bYBU/fPdv 6CpfFnxCl1hX07S42SBuGJPzOPf0HtV7wd4Raw2alqMW68kINvE46H++w7AHoKxlLnfLH5s9GlSW Gj7estfsxfXza7L8fS5teDPCy6RGgcZn2hpsf8syei/XuffHpXcKoRQqjAFQ2sBt49pYEnk49e5+ pqetkklZHBKcpycpO7YV5D8UNTafVY9KgbhfvY/vHr+Q/ma9bllSGF5ZDtRFLMfQDrXhemRP4r8f bpAdkk25x6LnJ/QYrKrqlHv/AF+R14GKVR1pbQV/nsvxaPUfA2hLovh6LK4nuAJJD6DHyj8B+pNc j8WtRLzWmmof4dx+rHH8gfzr1PhR6AV4Vq0knibx+yrkh5tij0Gdo/QZoq/ByrroPAu+I9rP7N5P 5bfe7L5nqHgPTf7O8K225drzfvT9D0/QCtfV9Hs9bsWtLyPch5Vh1U+oq5DEsEEcSABEUKoHYAYp 9anE227vc8O8SeDtR8KTfbLWUva7vldTjn0I7Guo8L+JItVsUS4lUXS8cnBcev1rutTsYdVt2sLh cwyKS/r7Y9815ZrPwz1Swmkm0uTz4eoC/e/FT/SojzUneG3Y7XUp4uHJiJWktpW6dpW19Hqz0K1b /SNhPyuhX/P61ctr0ALvALqNjdunH9K8j0DxVf6LqUVpqe7ykfBDZyvY4z0+leg2+p6dfTSfZLyF yWyEL4Y55OAevOamPLVrNrS6/FHNiMPUw8VGWvZrVNd0dAbqU8ggc+lSJef31/EVkLK8fynt2NTr cKRzkU5Uq0HdanIpmuk8bnAOD71JWA0soOeMe3IqaCd33duMcVTU4x5mUqhs1n3zbGDMoHuO9NF0 8K53ZA7GqM9w9wctRCPtl5CnNWLi6swHMQP415b8T75rzWbOIgqgjUbc9yxz/T8q9Ary3xrKJ/FS xjB2FQPwUH+Zq8VCMaWnkduVSf1qLfRN/cmzq4fCOi6joNozQyx3TQqzSB8gsRnOD/TFYMvw5u0f FveR+X2y7L+mDXpenwLDYW67RlY1H6VZOMcgYrCc6Mn8NzKjjcTRVqc2l26Hl8Xw2kb/AF98gOO2 5v8ACrP/AArO0Ksft5Rh0/dk5/8AHq9FGQeIwKDyPmT+tL9z/Ia/2pjv+fr+9nmp+F1xL8tvqdu2 f4ZGZSf0NM/4VfrsMqOGin29B53T8wK9JdEA3LlWHIrWFwDarMO46e9V7Kjbnii1muLlFwlN6/ru eH6n4V1W13RXenTEDo6LuH1BFc6Vu9NnKebJGAeM5AB9CO1fSKXaNwwKn9KwPGWg2WuaLM5WP7VE haNxjJxztP1qKkIVPeT1NsDmUsOnSl71N7p6/NX6nI+BvHU/29NL1RiRIQFlc8q3QZPcHgV6SbuR yfKRdnZmPX8K+cEbyZkOTuik2Z/2T0r6B0N31PSLW6lZgrxrwDgscck/jWcZ1JR5Y7mmY4alRqKc fhkv6+TVn8ye4Zpo3hlnOHUgpGoyQfzNRQN4gggSGF7VokAVTMhDYHTODitWOGOFdsaBR7DrT63h CUdZSuebKSeyOb1rxxouis0ck/nTLwUiIOD6E9K5G7+L27KWWnIG7F3L/oAP51m+Gfh3ea0i32qy PDC3I3D5m+gPb3Nd/a+A/D1oBiy80jvI5Ofw6fpR+8lrsdjWDpe67zfk7L5aNv8AA8zvfHHifV/3 MLPEH4Cxrsz+XNYOqadqNjPENUEsZm+ZkcFSQe5zz+dfQtrp1lZD/RbSGH3RAD+dcb8S9EOq2MEl um66iDEqoySg5z+B/mamdJuLu7s2w2PhTqx5YKMertd69bu7030sQ+EvDWl29pbXVnHHe3UkYcmU fLEfp7fnx2rs1tpUIYqGZmDO2cs2PX29q8h8N+P7zw3biyurVZYA2ecgg+zD+or0PSPiBomqMsbT G1kbp5xAX/vrp+eKuM4yVo6HJisNiINzq3d/tbp/PqdVRSKwZQykEHkEd6WtDlOX8e6vHpfhmdGb ElyDGo74/iP5fzrj/hRpjyXlzqbodiggMf7zen4D9ayPHGrN4j8UiztiZIY28tAvO7nt9T/SvW/D 2kromiW9kAN6jMhHdj1/z7VkvenfovzO+a9jhVF/FPX/ALdW33vX5IPEeoDTPD17dZwyxlV/3jwP 1NeXfDDT/t/iSW/kXKwAuPr90f1P4V0XxX1L7PpFtZq3zSMXIHtwP1NXPhhpps/DbXLLg3D/ACn1 VeP55oetRLt/X+Yofu8JKXWbS+S1f48p29Ub52DIA/GDlc4q9VYkG/A4PyEH860fY4GFpHH5SyKP mYdTVmjpRTGjkfFfgWx8QFrpXFvcgZZgmQ/1HHPvXnl94B1aygM9rL5yCPzMIxPy8diPevbpSBC5 PTaaoWSkTQAD7sGG9vu4/kawqRTnFW3Ouhiq1KDUZadnqvueh5f4U8bC3ZdN1sM0YAVJf4o/8R7d q9GNmZIVntZFnhcblZe4rmPHnge3urSbVdPQx3CAvKi9CO7D0PrWd8NfFDRTnRL1xhmPlFuzen0P 8/rWtOrOD5ZfIdehSr03XpKzXxLt5ry/I7BXaMnHB7inpMUUgAZJzmtiSzjkYsxPNR/2bCDkE/jW rnGV+aJ5ns5GS7u/3jxTKvXNhMrFkG9fbr+VUipU4YEH3rem1y6aENNblXUL2PT7Ga6k+7GuQPU9 hXmnhyym8R+KvOk5jV97t2wDk/meK1vH2rl3j0u3b5s5cj1P+A/nXT+CNDXSdFSVx+/uAGOey9h/ WuHFVLz5V0/M9Oivq+FdR/FPRenV/Pb7zp6b99s54B/Whj0A6mlAAGB0rl2RwC0U+OJpSQo6UPFI n3lIos7XCwzqKjVzDEUcnaDleKkoqoT5U09mIqefJg/MKsF0PBZTntSNCjHOMfSovI+TIDMe4AzX RJ0ai7CSZ4Rq0BttQvYOmw8fgcV7J4K1hT4UtIxGXePcp5wOpI/QivKfFbQjxFdtG4ZTvGf8+9eo fCwSDwvLvBx9oOM/7i1lQaVWS/r+tT6PMU54GhN7/wDAS/8AbV95032y9k/1dvgHuVNJnUm56flW nRXZzrojweV9WAGBgdKKjhV1XMjEsf0qSs07osKzjKDLcyDO/cqKR2A/+vmrlxN9nt3l2ltozgVS tbVntI2LfPt5z3OTk/mTQ7pXQmUNS0DQdWz9psVV2/5aINrfp1rh9e+F0ltC1zo8rzFefLAw/wDg a9GeJ4/vKcetXoJPMj+7gDj61hG03yzRrh8VWoyvCVv66rqeH2niXxT4ZkWF/N8tOPKkXIwO2DyP wxW1dfFR7zRLm3a1EN06bQ6sRjPXg/416dqv2JNOnmv4YpYI0LMJEDDA+teC2+nN4m8QPBaxJEhZ tqjIVe/Xk4FE+eHwu/qenh3hsReVeHKo6tx/Kzurvyt36HVfDLw+b6+k1e6A2wtlVPXf1H4AV67X gz2viTwZdpOnnIoOFcchh9ehHsa73wx8SLPU0EGplbe46B+isfQ+h/SqpSSSjszDGUp1JPERalF9 V07Jrdaaa/Js4zx7etq/jM2ysWSJhGoH+z/ixNex6TZLp2k2tmox5UYU/Xv+teK6MBqXxHjYDcDd B+PTdu/kK92p09XKXn+ROM92NOl2in85a/k19wyVxHGWPaqllueZ5exGM+ppb0kyRrzsxk1cRVRQ qjAFVvL0PP3YtFFNkbbGzZAwOpqyipeSO5EKEBWPzH2HX/D8afZKSrTEYD8KP9kdD+NVD+8banO/ 92h9R/Ef5/lWoAAAB0FYx9+o5dtF+pb0jbuKQCCCMg9q8V8feHZPD+sLqVmp+zTMWAX+E9SPbrkf /Wr2qs7XdMtdW0i4trvCptLCQ/8ALMgcN+FaTjzKxphq7o1FO11s13T3Rn+D/EUXiHRo5DIDdRgL Mvf2b8a6GvnvQtcl8MeIt9rJvgD4ZeQHB6j8e3pXvtndxX9nDdQNuilUMpqac+deaNMZhXh5q3wy V0/J/r3J6xvEGqR6Xp81y6q3lrkKf4mPQVs15J8Ttd+1X6aPasNsZxIR3fvn6Cio7RuY0KDr1FTX X8F1fyRh+F9Mm8U+KWnly8YYvIfUZ5/M8V7GYXiXlCFHHHSsjwD4fXRNASR1xcXIDsSOQv8ACP6/ jXTMBLKFzwhyw9+1SqN1ruXjKsa1S8fhWi9Ft/m/Mz0hlPJRsn26UvlvuClSCegNalIVBYMRyOho dG/U5OQbFGIkCjr3NJNJ5cZPfoKczqpAJ5PAFZ9xO0kmPLYBexxVzfLHQbdkRk45JoUM5wiM30FQ yktHgqQCyjn6itSxINmmO2R+tYU4JuzJUbq5VFrc9Cq/XPSuZ8d+JF8O6V9htmzd3CncwPKL6/U8 4/Gu0uJ47W3knmbbHGpZj6AV4XO9z418b4XIWSXC5/gHb8hWklyL3d2duDoQnNyn8MVd+nb5uy+Z J4Z8C3/iHdfz/u4Mn5n7n0A7/wAq9c0m2t9Lggt7Ybbcrs5/vep9zzWjaWsVjZxWsK7YokCqPYVy b68+p+JDZ6REs2nxNtvrpj8iuRwEPc5x/nms5xVK0o/8OdMqlfHSbltFeiiuiX5d2dnRUNtMZYsN /rF4Ye/r+NTV0ppq6PNasFFFFMCtdne0MHeRwT9Byf6D8akg/wBUMDGCR+tFFAEtIAFGAAB7UUUA ea/FPXjFDFo8D/O2HkAPf+EH+f5Vf+GugJZaM91NH+9uMbSeuz1/E8/lRRWS96pK/Q76vuYOml9p tv5aL7tfvO3ntoLm3aCeJJImGCjDIIrxn4geHtK0G7SSxuGSaQFjCOSnpz7+hooorW9m2GWOX1un FO12k/R9DG8K60nh/XIr69tjISTyTjqMce4Ga9u0zxLpOrRq1tex7m/5ZuwVvyP9KKKig2rw7HTm sIyUMQlZzWq6aaK3yNCVA8yAjIwQR/WpqKK6DxwqteOfJ8pfvSfL9B3NFFZ1ZOMG0VBXkkxlnGC7 SAfIo8tP6n/PpVyiinSiowSQSd2wrM8Roz+G9SVXCE2z8k4HQ8f0ooqyT57ih82K7jxllYtuH6V6 x8K9W+1aNNYu2WhbeoPYHr+v86KK5aOkl8/wZ7uYe9Tm30cGv+3oa/kjq/EOrJomiXF6xAdV2xg9 2PT/AB/CvJPA+kv4j8UG8uQZIY28yRm53c9/qf60UVrLWpFfM4aHuYSrUW7aj8ndv8l8j2+ootpa Vhnl+c+wAoorU4CWiiigCJMGeRscjAzWL4r1yz0DTvtE/M7ZESdNxHr7DIooqZ/Cy6UFOpGD2bRw ej/ERrzUzFfIkcJ/1bAEbT2J9RXpmlSxzW/mQSLJCR8rKcg0UVzYd8yUmd+b4WnhcT7KltZM5D4n eIPsGlrpsLfvZ/mfH93sPxP8qg+Fvh/7LYyatcLmWXKR59P4j/T8KKK2WtR36L8yJe5goqP2pO// AG6lb82ania+n1fV4vC+nTSR7l8zUJY+CkR6ID6t/Kui03SbXTNOWyt4ljhC7dij/OT70UVFJc05 Se+wY393GnRj8PKn6tq93+S8hkLmG4G7s3lOf1U/y/OtKiiqo6Jrszjn0Z//2Q==