20210113 15451000 1.0 TRUE FeatureClassToFeatureClass School_Districts "C:\Users\jrebilas\OneDrive - County of Montgomery, PA\ArcGIS\Projects\School_District_Services\School_District_Services.gdb" MC_School_Districts_Assistance_Programs # "Name "Name" true true false 50 Text 0 0,First,#,School_Districts,School_Districts.Name,0,50;Web_URL "Web_URL" true true false 75 Text 0 0,First,#,School_Districts,School_Districts.Web_URL,0,75;name "Name" true true false 50 Text 0 0,First,#,School_Districts,MC_School_District_Assistanc_Summary.name,0,50;school_year "School_Year" true true false 255 Text 0 0,First,#,School_Districts,MC_School_District_Assistanc_Summary.school_year,0,255;category "Category" true true false 255 Text 0 0,First,#,School_Districts,MC_School_District_Assistanc_Summary.category,0,255;program "Program" true true false 255 Text 0 0,First,#,School_Districts,MC_School_District_Assistanc_Summary.program,0,255;instruction_type "Instruction_Type" true true false 255 Text 0 0,First,#,School_Districts,MC_School_District_Assistanc_Summary.instruction_type,0,255;program_offered "program_offered" true true false 255 Text 0 0,First,#,School_Districts,MC_School_District_Assistanc_Summary.FIRST_program_offered,0,255" # {"type":"CIMLayerDocument","version":"2.7.0","build":26828,"layers":["CIMPATH=map/mc_school_districts_assistance_programs.xml"],"layerDefinitions":[{"type":"CIMFeatureLayer","name":"MC_School_Districts_Assistance_Programs","uRI":"CIMPATH=map/mc_school_districts_assistance_programs.xml","sourceModifiedTime":{"type":"TimeInstant"},"useSourceMetadata":true,"description":"MC_School_Districts_Assistance_Programs","layerElevation":{"type":"CIMLayerElevationSurface","mapElevationID":"{AC7D72DF-D286-4938-A325-0B0C52ED26A1}"},"expanded":true,"layerType":"Operational","showLegends":true,"visibility":true,"displayCacheType":"Permanent","maxDisplayCacheAge":5,"popupInfo":{"type":"CIMPopupInfo","title":"{School_Districts.Name}","mediaInfos":[{"type":"CIMTableMediaInfo","refreshRateUnit":"esriTimeUnitsSeconds","rowSpan":1,"columnSpan":1,"fields":["School_Districts.OBJECTID","School_Districts.Name","School_Districts.Web_URL","School_Districts.Shape__Area","School_Districts.Shape__Length"]}],"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=..\\..\\..\\..\\OneDrive - County of Montgomery, PA\\ArcGIS\\Projects\\School_District_Services\\School_District_Services.gdb","workspaceFactory":"FileGDB","dataset":"MC_School_Districts_Assistance_Programs","datasetType":"esriDTFeatureClass"},"studyAreaSpatialRel":"esriSpatialRelUndefined","searchOrder":"esriSearchOrderSpatial"},"htmlPopupEnabled":true,"selectable":true,"featureCacheType":"Session","displayFiltersType":"ByScale","featureBlendingMode":"Alpha","labelClasses":[{"type":"CIMLabelClass","expressionTitle":"Custom","expression":"$feature['School_Districts.Name']","expressionEngine":"Arcade","featuresToLabel":"AllVisibleFeatures","maplexLabelPlacementProperties":{"type":"CIMMaplexLabelPlacementProperties","featureType":"Polygon","avoidPolygonHoles":true,"canOverrunFeature":true,"canPlaceLabelOutsidePolygon":true,"canRemoveOverlappingLabel":true,"canStackLabel":true,"connectionType":"Unambiguous","constrainOffset":"NoConstraint","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":"OffsetCurvedFromLine","maximumLabelOverrun":80,"maximumLabelOverrunUnit":"Point","minimumFeatureSizeUnit":"Map","multiPartOption":"OneLabelPerPart","offsetAlongLineProperties":{"type":"CIMMaplexOffsetAlongLineProperties","placementMethod":"BestPositionAlongLine","labelAnchorPoint":"CenterOfLabel","distanceUnit":"Percentage","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":"HorizontalInPolygon","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":"CIMPolygonSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"colorLocked":true,"capStyle":"Butt","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":1,"color":{"type":"CIMRGBColor","values":[0,0,0,100]}},{"type":"CIMSolidFill","enable":true,"color":{"type":"CIMRGBColor","values":[130,130,130,0]}}]}}},"scaleSymbols":true,"snappable":true}]} Student Assistance Mental Health Schools Student assistance and prevention programs in Montgomery County school districts. MC School Districts Assistance Programs /9j/4AAQSkZJRgABAQEAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a HBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIy MjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADIASwDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDpPC3j f7Ogs78xYAwksg4/Guqu/Eek28S3UmoRPInzLFB0z/WvGcZ5HWrVpZ3V85W3t5JSBzsFd86EW73s cUMRNK24/Vb9tS1Se8cbTIxIHoKpMcdqtXVjc2TYureSI9twxmqbdq3ja2hhK99RR0NRyoksbRyK GRhgqRkEU8dKiuJ0t4mlkOFX0GSfYDuaZJzWo6aIrnbbBpVA3P3Mf19c/n9aztmWVQfvd66/TLdr bToEdAsuwGTHUtjkn1PvUN9oyXLGWA+XK3J7hj9Ox964a2F5lzR0Z0Rq20Zy7feJ3cgYA9ahDnfk gCtQaTmGd55/KuIv+WLjk+4x1H0qKO3Ux/OuH5O09a82ScXZmwloIpHDNxn0HOasyQOqKyICA2dx qJHS2AdQGVhyrDkUpuHC+US6xlsqvuam2patYsCRhjzVBBGST0IqaaR2tUjClFf7rH0qNNtzAEJ2 lT94jk/hUcmRG2MtjgZ7CmaEcmeADj196dHE8sTMsgVgeh70kEAK4PzY9D1qaSOUhY1b5mFQyLdS FshCilRvPOe9DxCNdzOMngKO1C/uptrhGAb72KVyjSl5BnrntzQO2g2O5iR8FW3IMkjoTTvPS5dl 8oMR/EarRjzDggHLcdqtW6xQltylSOoJzmmJNkQRsYJCjue/0py5acI0gARThs9fSoXnVnKhSec8 dKeQqIjKQdx5x1zQK5Ou4q0RcAlhhe59802a1aKVsSb0HGV6E/SjyisMh275CePanRqRhvM3Ajnv Qh6DIzLGmA/1ppdrjAHG04JzSSRyPKBHkjvg8fSo13J8m3Azzk1VgJJoDEcrJkjt3phuTLEsO1U2 nlgOfpUssmYxHtG7p71WKCOJ2RlLE8r/AFoDroSRqFUws3yqeGphaOXOCfyqOMMSEHOT1Jq1DCWy ItpKnOfSmJFVvueWQdwOSatzyt5UQ8tUTbzjnNRm1fJzyDzu9KSWVuI2wAABzS3Y9UhI+VQlA3cm rMs0cBUbMsRkCqnlMSSkikKOaYi+ZuOeAOppjvYnuJZGtiJNnzDKY6gjpTZboXEaSMP3jqO3WoBk bC5BPpmoGLSMNnAHH0qugmx0xZjjJYjinpbx7AZHwx5xTvLRIg3JY9W7CraafHJGr/aB8wz1A/nS uhJMv6drcqyCC53SjOBKAN34gY4r2vUNRg8J+GLW0toB9ouod3mrwVPrXz55whXj5XYZ+ler+FvH 3hq/0yGDxTCVntk2iZgSrKO/HSu2jiE5L2uqRHs7X5dGztrCa28V+C7gXCkz26YMr4LE4615SRwD Xfap4n0Sy0+a10CLabgYZhnGPWuEbgHHSu6mvek0rJmFVp2XUjzgVRi/0+5ExH+jxEiMf32z976D tTXkmvpXhgYJbKxSWUfeY91X+RNX0QRosaDCqAAPar3Mthwz+VSZAIzTAMDrTsZXJpiILu0jvF2u NrD7si/eU+3+cVzl9ZzWUpediyscLID94+h9DXV5wBSOoljKOoZWGCCOorGtQjVWu5cJuJxXnRpF yvJ65HSp/KaaZGcADgrjvWhd6CYpN1tG0sfUpkl1+nqP5e9OWJrOFIbiMszZ2bwVVR6+teRVoypO zOynJS2IhbY3yjO1VwSvrVFg4BjRTtYckmpo5phO8ce5VIAbHO73ptxmGbyy2/uSB3rI0Y1Lnyxg qFOPvD2oYkyKHDKGG5XB6jNQy5JJxuQDkUgd5NsQyAo/Cgm5ZWS3NwAxZc5zx+VMmlJiZshstwMU BgqqxILDgk9qme380GXzVDKpIU8ZpBuimp27sY+8CR3BqSVTI4yfmHFIi5BdAN/XpSSSuQCyj6j0 osSEyQpGojPz9/am2qk3G+R8Kq5HvUWxpCRGpJqwsYjV/N64wTTfYV9S4m1Js5IUjLKB1+lCKZkl WJ0wD90fw1TMjAk43KOBiug8NQ2Ef2v7S3loyl/MbkK2OOKaSNVqc/h4mjkBIOc855pkpZpPNxgn 72DxmprqUy7ieF7YNRxyN5Pl8bR196CBjNwC3GOtR+XvztPHrTpiySY4YnoOtKgChFYdWyRTAmmV CQ6KwVVw4PY1LaGNGYFCFIxk0jE+W4X7w4PpVeS7eUbCMk+lTqx31J3vUimZYSdrDaQORVN1acu5 55wDTXXyxj+OrW7yyNyABhVWS2Fe5SRJVRihwO+RTxbzEANkBuRxVl8MpPO005ZQ8O0scjoTRcCs sUat8zE4HI71FuaJnKDdG3Deoq0IfOiLuxU44x3qusaq3lufy700wJYWR4HBJOBlatILTy0/f7Dg ZBqi8LwNuhPX7y+orRiutGWFA1qS2Pmy3OaVrjRlbGlJG3L5yT60qBjuKkBwDtz69v1rSYMFK4XG M/KOtU5wgWObaVx94t2xSjIR0um6haQ6TAZXcMF2AMpz8vB/D3oX7ZqUjLtmtLc8LggPJnv/ALPb 3rIgsXhtJdTiuJ4pXVRGpJwct1ZT656f1rvfDIhk8R2KT7SnmDOa9uMny3l2ORpc1kXtL8A6h/Z8 GTFbRsAsSStyeKztR0O/0u9FtcwNvb7m0ZDfSuk8Va3qdxrflQxl7a0m3Q/u+OK7aO8hu9LtNTuo keeG3aU7hj5h2pz9pTjGT1uWoQk2l0PKm8N6ukHnNp8wTGScdvpWYQVypGPXNd3o/jOW78W75oiI bnbF5XmHYvvjpWd490+3sfEbfZwFWRA5A9ap88JKM1uQ4RceaLOWwNvvXW6B4PW+0x9T1CYw2yqW VV6sBXJEjjAHFehz6fe+IfC2lxWjC3ihQ+ZI7FQelKb1Sbsn1ClHmb0uy3Yrovh3RE1CGGSRrsEw u4+YccZqWC1sPGvhya3vUDXUK5MuwLtPqKNO0HZZW+n62jyJCMQyQtkEfSrunx6PaX8mn6VJIs8y fOZCQoH445rmmoOLS1fc9GLgqdnozl4/B3hK01G204rLNPPGWNwswAQ+4yK4Hx/4Sk8M6lHCrb7a YExOevHUH8xXoEnw91OXUJrmO6gG2XOHYjHesP4waosw0yzXa8kAIkdT8qtgADPvz+VZYmhSUV7J 3MIylrzKx5Z5kcQxjcSOAaaHeNCcYJ4AFR5LSLlNhBwcjmrYWNVJJO7NcDGtSvu2KqyLu+bOP60s kpmU4BwO3rVhrdJs4dQ6/wB5sZHtUbTRqirEgBz94jrQOxEf3kO+M4xwVzzSKAyFjyoGQBSyIyFd o+U8ninxbraTfsByOFPNBNr7jrab7OCJAPm/MVFJI1xKWTKop+7/AFNOO8vvdRj+VPCn76qCD37Z oHYLckAvkdeFPf0rTsrUSWc5eTYHBLKozg+tVLZIYHfzV3kDIXpg1KLzEhVOEcYGB3potFKSPZsh UbueM96a+2FCcAkdQKWW4OwgAeZ047VWBwy56mgkCXA82TOe1X7GQRSC5dEcnopFVVXc+WBI68VJ chnXETAKOuOM0mCEuZvOR8bl3sGKD7tMhCrIpfg9B7VPJAyxQ8hi/PNNgRY5dzNuZzgDvQnoHUY4 dJipVWc9Mc/rTMEzZfnA/D8KluFZmXDcjI49KllWARny9zsAOo60JiK3mmU4yFjU/nUm4vLsCjpk ZqCQu5AC4QDBAoYupCq7Y916UwJVeQSkOuBVWVQ82VxyelKQ4bazHHYmpFUY2jj3NNWQblqOEtbm QDc2MYqqYB/HGoPutK5ljj2b8L6dKuwxgxL5jEn3qdhjVdCjHd8vpVzSrA3Z8yfmBDhFPR/f6fz/ AJ9T4J+HyeK43u7qUwWKNjjq57j2ruF8C6XfadKdImmR7clNsg4OPT1FdWFpxT55kThOUfdPOZoo p4mikXKN6HFUrQJY67ttsxkwB1xnkhjk59eR+dak8DW87xOMSISrD3rMnwusWO375WQP/uYGf/Ht leq7bnHG+x6Vp3xGnt7NYrmwimkAx5mcZ/SqL+OLm41QTXNujWm3a1uOhFcoo59RTiN1QqUL7Fe1 n3PRD4q8JxwiWHSQJwMgbOhrlpft/jDXmeGPMj9F7IvvWEoJ69q7rwFOkFlqbxg/awn7vaMtmlKP IrrV+ZcG6slFkS/D+cStGt7BLcRAM8A4YCum1e4njs4LGzVvs/lAOoXvWZok+tQ6+lzcxT7ZXAlY p1FT6741n0HxDcW1rFFNBtDFWOMMetZTU+dLc9SjKngqiqNXNu1uZrjw1KkoCzp8keRtxnpXI2fg PXbXUIr4ywEK4c/vOozmsjXPGWo62gjk2wRA52Rnr+NY51zXdRuodHtdQusOQJCrcqpzgA+p/lmt KbqUk7W1OPEV6deq5JWOq8Z6rfah4pji02ecQ28X71YGOJHOeDj0H8/auRu43MrC6QgtkMrj+ea9 Yh0pNJ0i30u2kjsrmdcJKV3Ozf59ah8U6TFfeG55bmIJfWi5L8Zf3/Gs6dRRSViKlKUtWeFahpDW 8gktFDxFTmL+IH1Hr9Ky/KbDTtt8s/KOeePb9K7eCyu7pP3FvLKo7qpNZl/oyzmRfL+z3J6sVxk/ 7Q71NfCxnrDcyhVa+I5m38p518yM7FPJHpT2WIIrcgZOT6elSMLi0jW3eIictgp149Qe4qG6tpY7 jyp/l2joO1eXKDi7M6ltoWYxDInDjkY4602GJGuPMklwirjkdTUEaCLJQY7DI6+9RI8qs6bQ4LcE 9RTHcfcXXnTsqoFizgnGOasxx/Y1AkUM7kEAHjBqDy0jj2ykFmPT0qKeZ9ghkySpAQgdqQX7lmVl lUmPC5PJzzQNsriNQQV5OP4qrDfFIzJtIYdDUlv5pl+VioBxkigLkGB5jHbg7uBmmk/MMn8KmK7n YbtuG5bGcVFLtVQiEO45LCnclsuW0JC5KuN35EU9ALe43IFdNuGVqr/a2aDZEjAIOWqO1mkDecMs y9SwzmpdxtrYmkeDeoBcuByD2PtTBC7ZmjXdtGTjjinh4i7tIm2YnPPTBpTeSx2pg3DyM56cmkha XuyC2JD7mJXPzDPQ1M3yI4i+VAc/nUckomCrCowvt1zTWBjQNu3Bh1DdD7inYBjIytwcIec5pUm8 orvTdk55705ipHynO0d+1NlXdFnBH171QD9gdZWIGQMjFNQ5TdgMSOg7UxIJAq/OwB6gelO3hF8t ASPUjBoATYzYdj24GKsAMVBLKKhMvCqGGPTFKIyc/fbnrSEe3+EYXvPAy6Pp7ZnjlJZmkAJBJOf1 roPDmi6noF89zehRb7CG/eDj8K8Ztm1DR7gXGkXDRqDloc4H/AT2PsePpWs3ivU9YiaGfUp2K8SQ sQGX2IFe1ySScFazCGL5afLYk1u6jutbvLiPGxpWINc6zDUr+1ngQiCAs4nZcb8rjC+3OSenAxXU 6J4evdemZLWP5FHzu33RTZ/hxqulWJvNMv1v4YQUMO75VUdAPQgcZ796pyjG0TlUZSvIzFJxz+FO 6dT0qpa3sVwWQho50+9FIMMvvjuPQ9KsckcdK1vfVGTViSMF5Ag6uQBXo99cad4N0eO2hQ/2lIiy LIRn8683jYoQw+8DkV39s/h3xUsc+q3rwXSIFKM4A/Cs5cvMnP4Tak3Z23Oil1y6vvB82qWN0pMS EMGjxyOteRz3ElzO08zl5HOWJ7mu31fUtJ0TQbjSNHumuPPPzfMCF9a4C5mS2haVwTjAAHUk8AD6 mppRim3HYdWTdl1K97O6qtvbnFxNwp67BjliPT+pFdH4BhhsdftXl3SHkySsMlmx1P8AnjpWHp1l I8heYj7RO43AchR0C/gP1zXpOs39j4S0yLTLKHZesiuZtoOc9abTm+VLVigra9EN1Cx8Q3WqPcxQ 3JQOTEfQe1a3iW6nn0/T7EJIJbgLHcccqOM5q/a6oLvw4mp291LDCo/eDaDnHXGelVbm4u7q2sL7 TfNaDO6aMIA8ikd91YScpNKStY76lXnjYxPEevw+HPJ0XTYWgaBkZ5Y8fMOpHNaOq6PF4w0exv7F FhupDySP4e+cVNqlp4at44r7WLUlrj7r5JOcdCOxqmNUgn0G8t/DUUyujBY0TJYDqTV3hKMVBWfc 5rNN823Y528+Hy31lcpbXsN60DfvIgMMjD0PUH3rzK/0y4s7nNwcwr8rvjDL/vD+v6V7D4Mh17T9 c3X9vdLbS5MhZeCfU1y/iNBeeKrtLRd3mTbVC9zTq0VKThJ303I5uVKSVvI8/ms3GxU/1e3Ibdnr 0qBUjww/iXjPrXqMnwvhh+zpeaklnLdnCwBcqzY/Q1w/ivwnf+E7z7PcKCkgJjlXo3+Bry6tJw22 Oi91cyJP3arI6h8jg9xTFjkufnUnaTx6mnwTj+ziVj/eMSgJ55plrBdbViDEMemO1ZbIe41YHVxv OVJ+971eji8rMrY2Do3p61WMjNMqyHLpwePSrOiacdVvZ0ku9qAFgrNtH0pLUEUJIRM7lScPyRni l+xL5ZwQqj09ae37l2UgjjgCnBC5GcBQcjB60xWuSQ/JakqMKe9Ze+SGVuu09s1rSCTyxGh2JuJO ehqnhSSuCM9TQgkitGrSTrvySRyfSnSKUQYOUzgDvSEYfhznHOe5pjsu5eOPQGmkQWYjDDE4dm35 G0etXHshHH5mEcHBGOOtV7eaM3O+7UMpTAOOtNa5Zm5z5ZJwO9Fi9LEsbx+Zs8vcTn7oyTSGFJoC SSoLYTjv6VWVykmDIY23fez0qcRlrdgr74w33ge/tSsCJUURhdx6DGf6Ukc4tJvMaKOXIxtdQRz7 VXW7Pyo/K9MdMU+aNN2YwcDgAmgd+wjzvPIvyKAoxjHQVLvC8KufXmqqq2SQ2SD2p7pJvJVwoPrQ 0Lc7PBboKrXNqJyDuaOVAQsiHBH+I9q9S02w8PeJJb2xitreCSNyLd4nO6QDvjFcDqVm+m6jcWkv DQuVJr3lK75ZKzOKUOVXTOx0m9u9O+HkP2Bg1+8pEhiQ89e3OKt+ALq/hurizv4nS2kRn+aPALZ5 5rh/CnifUtJuHubdt1tIcJARww/vfU/yrqdV8ca1qFo0MdkbdWGGZVJOKi7UHDl36mqkrqTe3Q4z XbG1utUuiAVCzNskQ4ZRnsR29qyPtt7YssVzbyXSEgLPAoyf95e2PXv7VqkuzfNnNOWFmfHU9hV8 phzXILe4juYvMjJx0IIwQfQ04+tQXNgjSGWE+RddC4H3vQMO4psN25lEFxGIpz0AJKv/ALpwM/Tr TT7ia7FnIVck4A5JNVtOtp9b1JGjjLIG226D+M/3/wDD8T3qCctfztZqf9GUEXDDqf8AYH9a7vwD Jb2+rzO/+sWAmIY5z7VM3pdFQV2kTReB7+ORIjeWyXmPMWAt834VuQW2i6zeeRrUVwmqIoVkyfmx 3HtWBDqHiI+Io9QliuCQ2zeY+iZr0CaWzXX5blAv2lbTI45zUVlOk076vsdNGKm+VIqHRkgt49Ms 4mWy8wSTo75bb9K5bXfFN4fEVvbW9uBHZzYjVMjf2Ga3LDUL/wDtxLmZDmQhHYp/DV/Wb6w03UA8 2nhlllULdBR8p9DUQqckrzXMd2OwTw/KlLch8Sabb6tBZHUZGtWkYALGM5ciqq2Nh4SurOMQSAzt ta4MuMe9Vda0zWdR1RrqBJBAXzF8/A+laeraZca1oUGmTFVuINrSNu3MPwpJRiopvR7mVWklHmju UPG+p61pyRLDdB7K4GA6rhvzrjvDM0UXie0luR8m/v610fja6eHS9MsZELeUv+sxgHAxXC5YsCMj HIIrSlFOnY4qsmp3Ou1iw8T3utvdwwXRiSQtCf7o9qn+JSRaj4X0y3uw6XgwxJ+8pA71m23jvWrK zEKzoygYBcZI/GuS1rVrrXbvy3uWkklXMkqH7iHI4PYnHH41U+adlJKyDmST5XucrHBHCDHJzlyF YN8j4/u/4fzqWK5NspEbKHzjJ7CujNrbm0Ft5Y8oKFC56AdK53U9KkhUuo3w5yW/iH1AHT3/AE71 wV8G170CoVr6ESGMq7sfctVi1l/cvJGqkOMVWa6V0W2DYRFwD04rTtvsMOk48kmUtkOufl//AF1x JHREoDfJJwMcd6YzJA4cZLnjFPR5vMMhVSpOMUx4/PJBbDDIIHSjqDJoY5NRPl/aY4wvOGPWqkqm IMJHAwOMd6swW8cLhHjyepzVi5toW2TO+5c7dg60dR2ujDYySDeU7+nSpY7VXy6SDgZGe/tWjdWv 7sNDzHnbtqC2WAgh32sOmKGyLWeofZJJFzkYx09KhmikaQtJnd9K1muVitliSLByGJHIes25kd3U oP4sEYpRbKaS2IBEouVdhuQjdt65NBL4WNPljL7ih7VdvreewUbo/vDP0FZC75pAWB56Gq3J2NmS O3c7406nGcg/yp/2R/s8jq3yjj3qhZgQyOBKSOgU5BFaC3Rw3lliidUJ+UHuaRorFOCH5DnGevJq aOGWRSUiLjOM7gKcriObdtUkcnHQ1bE0GAQdueoHQU7XBJHtemeFbbwpfJqraxEyxg5Uj7wIrzLx beSapqc94Iy1rJMXlVfvMg6cdx0yO/v0p5ldjhnZlHYnNNcAHjke1e7aUnzTd2ee5q1orQ7LwDY6 c1hPrlwEnhh4QLggV0+ja7a6vqk1nJH+7kP7gBMFfqa5D4e3S6h9t0pLW4lsmPmPLEMLu6EZ7/h7 12ltpmhWT/bLIXLyQnkqCQp9CcVzScPe5tz0KHs1T13Oc8d6JbwWqX8KqkqS+TJtHDcZz/Kszwx4 Um1iGS+ml8i2TPzdzj0qTxh4jg1KJLK1JdFcySSdMt7VftorzXPBdnY6Qp86Jz5uH2mrpqXKk3a5 yS5XNtalafwbDf6Q+qaRcyzBM7klTaTj0rh7iKKeMxTxh19COlep+E9N1Twyl4+rJstTEcEyAgH6 V5nduktzNIvCs5YfTNar43FO6ImrJO1mZEccmkxAEvNaAk7gpaRM85OPvc9+vr61a0+8mk1CK/tZ mjht3zCyHHmHHU+q8/jUV2TcyfYY9wVgDOy9kOePqcflmug8N6L/AGvqcGnx/u4wOcD7qih2S12J V29NzduPibrsNkFhs7aZ1GG/hY/TtWFpnie5uNXTVFu90pcCXP8ACO6kdseldw//AAi9nqtvpSQW 8sLqRLOzco3T8a5Lx14QTRdSjuLCVoRKNyOOQ3sw/iH6+9ZJKLty2uay5rXvsd7q/ifVoD5Wm6b9 pUoCJwhxyKqXV3PcfD25/tSMpd7zgOu3nPauM0D4hatosKWNwseT8sfmfdY+iHv9DzRrXiW/13/j 5cBF6IvQU4w0UVH5jlV6t/I6nwXqt3/ZV8000j/Z0/0cMM4OKXRdV1NfEa3Nwj4nZUlYx9qr+Hbu 5/4RJk0uEy6glxuIUZ4966bTtW1y7lWG/wBK+xx7TunC55pNcqk7L7zpoVlGHK1e5j/Eu5hi0AhI fMl+1YhRSASNoJxn8a80tbiK8i8yF9w7juD6Edj7Vq+I7+e/1i4Mk5lijkKxDoFX/PesCa2Yyefb uY7gd8nDezDvV0YuMDiqyUpiXztcz/YomxkBp2X+Fc/d+rc/hmpYbeC2DC3iSMMcnaMZNU7CRInN rMNt8w3yk/8ALU9NwPce3bpWjt4wK0WupnLTQWmt15FamgaS+s6rHZqcKeXb0FejSeENDttPMrQK YVGPMOSze4qJ1VB2NKVCdXSJ4deaOjOZbVRknc0ZPDfT0/lUbTWrWqBQVKud0W0ggjsQa9R8Q+Dh o9uL6zJltXxkEcrms2f4cS6jZx3V3cw2Mj4WORxz7A8j8q5a1OnUXNHRm0HUptxkjz1T5ikhBknN VVBwWClZN+PwrqNd8Far4ckhjl/fROQqSRA/MfTFZyCazPlXFtJGSpK+YpU474zXnOLT1OiyZQMZ aMBW3SN1FRtvWWP5tpDYyR1q7AsLhtjMGJ49qjuYml35PI6DFIbRDeXBl27cIg7D1qvapZS+aJgy yjlCO5pFULFskcbx6mlto4ElUzOy7vvYFLcnrqPYCNuSSKk2oYl2xEMxJJqGTH8GSPeoRM33GYk9 gD2phctSXT3SpHK3yoMKDTVhhjIbaCR0HpUXVs4/Onbvm7nFDuBFcqwUFQC4bdmoZZZCgBTaWOKn dpAyjC9BwRUNzKGMb7yCG54700Jlkym2VoFKyBxy23pVIysDw2ParyeXGUZkMjHruOBWZN80rFVA GexoQM9sn8CXqWvnQ3UMwHHy9M/WuCvopbjULnSrpmt1QbHj6NMCOcf7Pbj3/H36z2WesX2n4H2Q p5gG3jcevNeV+N7e3vNbOPlcRoxdOGV8dR7160JylLlZjWpRgrxOg0O8fS/AbHSl23Zl24Rc4FWP AV5qEWpT219E6W84Z2LR4y31rhNB8T6l4UugZJBLA/WTbwT/ALYHT69Pp36vUfiJqGoW5ghgjgDj BZTk/hWmvK4KO/UhSWkm9jj9cvraLxNeQgKkMk7CCQH5WPcZ7HOeO9WNP1O80uXzbS4eJ/VT1rFs 4FkN/ZzASItw+Q/OQ+H5/wC+jSFZtMUBVe4tRwFHMkY/E/MB+f1ql8NmZP4ro6HUvEmq6mnl3d5J Ih/h6A1hXVybdNqLvmk4jT1P+Faej2Uuv3cdvYYkL/xDkAeprql+F0i3Mrf2mkl8E4hK4Cr6D6kU pThDQqFOpUu0r2OGtLf7LCVyWd2LSNjlmPf/AD2ro/CepppGuJM7BVZShY/w571lXtnNp91JbXCF JYzgioA3HNW0pRsZpuMrnog+H0Vy/wBuXWIiHbeDtrN8farFfT2tpHKsv2ZNruvQmuRE0yptWVwv 90McUzHfrSanJpzd7FucbWirXGTqtxD5Mg3R91Jqi8s+mAl2E1oSAMn95H9P74/X61oHHLE4Uckn tVG1/wBPmW+P+pTIgHYj+/8AXjj2z6035bkRNbRtduLGQXWm3W09DjofYitCX4ga9rkcgNwiWRGx SiYMhyQTnPT0rnbjTIbh96vJEzYEnltgSL3BH9etWRGsahVGFAwAO1S4KTu0PnaVkxSc9aD/ALI4 po5+lb+g+F7zWQZgfKgHAcjJY+wq5SUVdkxi5OyOfntYrpPLkHKnKnOCD6gjpVMT3FgzR3mGgyNk 6g8D/b9Pr0+ldvq3g27022N1ExmjAywK4IHr71xNwy6hcG0U74Iz/pB7E9kP8yPT61CkpK8S3Fxd pHVeEdRTT9ZEjsqrLG0e8nhc969E1KyvdXMTWa5hVAuA3BNeIrbT6fERp8bSwA5Ntnkeu0np9On0 rf0bxXqNlARp94yoeDGw+6fTB5BrOcG5cy3OzBYx4WXMlc9VLPp+gi01EqsjzKq7mznkVBNb/wBr 6nO17cFNJtGUohGAWx1ry/UNb1DU5lku7h3KnKjoFNdj4f1n+3dOn0q6uUhnkI+dh94AfzqPZyh7 3f8AAqWIjiKrctLnT6dd2urXFxDFIFlhJELGTduH0PSq0Fpba9ZXmlarEs13aElmKAAjt09qbp3h tPD14uoNqMRVAcjHUVJbXOmyX9xPZXYe+ulPmAPkAfSomoaqOqNKvKpLlZzmo+CtL/sR9W0SDZLE hLwbt3TqO/JFeTXU7XMzPgKM5AHeveLaxtvDtuLFrqWRr9yJQhXjI756CvM/Hvg9vClxHfWrGazn JT5vm2EiuWvTSd47CXMkuY4oncXDAgA/KemRTPJWUcg8cmkMjCXDHCsM8U64TMO5MtngHvXMIhBK y7JMgjnHtUVyVVSyrjPTHakhtpHZpHYkgZJY9qBPGcoBkY5B9aZBFBPJI5HUDv3qyGZGYH5SD361 SjWRJWYL1b8BVlrhMnapJz6d6GJMdJKTNvk6t3IpkkETAmRio6jBp0xYWxLOmc/dHUVXS1MgDPKc E42jnFFhis5eMRhy+DwMYp4WVhlUQD6U7y0hBU8DPXFWw67RtLAY9etAJHst74/8y1eO2hO9iTub iuLmne4meaVy0jnLE96y7nV7C2mMMk37wHGFUkD64FXo3V9rKQykZBHcV7cIQj8JxTnKXxA6qylW XIIwQe9R6PoGoajqv2TRpXBVd7QMgMS5PdsZXvwDVssGAAXnvXY+Hrr+y/B17caauNQkmAYquSac 76JbjppX12MVPAWqWcN5eLNBdO0paVYWyUwAMfkK5587mB4x2Neg+BL7UYdalhvYnWC53O5aPGW+ tZOoeGL3Vdfv5NPhC2olOHY4Hvihv2U3CT+Y5Q5kpRRp/DvTDYWd7qK2+1rkbY2UckjPatuxj1mL VEuJYrjBYbzjqKp3mn6ymi6Xp2noY7u3yXKtgE/1rVsLzXrWyuX8QbYooo8o6EDcfeudq8XNNa9O p6mExn1eDp8l79Wcd8R5oJfES+TjcsQ34+tcdJb6hcp5em2rT3DcD5SVT1Y+wq1czC4u2lnlOZZA u5jySTgfzr06+W40rRk0zRbCR5dik3EWOD/jWqvBKC3PMS55Ob2PH547/R32aikrR/8APUx4df8A eAHT3FWgRLtKENu6YPWvVdWt4df8HTXNxbtDd2wIJkHzZFcf4J8JWFxPNqt3K0NjDwYlICM3rjt+ FCqWTv0B0bySXU2To2ieHfDxn1GOK6vpo9wglPDA9sU7XfDWnXnh3+2NJVIzGuZI4zlR6j8K1TZ6 R4uee2kAWaHKW8ivkso9qo3pi8KeE7rSjdrNLcE7EAwVzwc1OiS357m86bg3GS0PP4Lea4lWGCNp JX6Koya15/B+uRW5na0yFGSFYEj8K2fBDQ2On6nqZ2NcQJ8m+l8NeKry48WtJcRLtvCEcc4Uewra 05czjsjnjGNlzdTiY4szrG4KZYK2e3NetXd8PD+gItmib2YxhSOi1geJvB93fa3cXOmJGEKhjEWw 2e5xVey8bQ6HbyRa7asXtxhiU3Z/D1rCclO0t7dDahalP3kdH4Pv/ttnc6fdIuxVLgnqc15lBpAb VJLOzjKxeewLYJAy3JJrs7nx1Hq1lEmh2SWz3YURyumMBsc4HPQ10N7cWug20dhaReXONrPJgHOe TS52pNpbnXGg8bV5aZkX93ovhWzhs7WKGS8ypkMi5BU9TmqPjPw1pupaGviLRysFwuCXTgP6hh3F dNq2gaZ4jtLS+8pkZnCkrwWrJ1HxBpWk6hZ6XaJH5ELmO5EsRbA9uacYqaSgnzLc56kXTk4z0Wx5 ZbXWZvs9xH5U/Jxztceqnv8ATrU9xcLZojY3Su22JA2CzV3fjnwbbXotJ9NtBJHckMIwMY7hh6Vy TeEdc068V7mxuLlWAjhlBBMfXOQO5z970A+p0jVTRzuk09jofCs6anokmiXt84uZTueZhuLHqQvt 6Cuh0nwf/YmoreQyySbBkowAJH061n+C9Kn03Vp57+1MJWImIsOp/wA4rVi1a+bWUupF54TJToua zc5LmhB6Hp4LAyxMXN7ojvvCmpapfS3sc0ISRtwG/pWd8RZof+EVtdJu5lEyYZ2jkxt2/wAWfT68 VS+Kuqazpmp2aaDcvDHLGTOI2AOSeCAeMf59q8fl1Qz6ut3rEzyFnBklZuoUHAOOwOOlZ+0cuXn2 MK1ZyXJ2Jo7YmTfK+y2dsJclcI305yPbPB9eRV2aGREVIOQvc9zW3tEinIBVhz6EVi3eiNE3mWe5 15zDkk5PdST+n5ehithPtQMKdfpIzbq3nD4I2sRnGagto0SZUuFPlt1xW2nhDXZIhc/2dd+Tt3ZM Z6fzqA26Ja/vThy21UxyMdc1w2aNrXM1oV8wiMscHjNSrCqdBuL+natCe0Fr0wFPbGaZC4EbI0a4 PTtzSHymfJbpArqRubG5hnpUdrbtt85siMnCc9au3kYnt3kBy4GwAelVra48iE2rL5pGQoz92n0F ZEksKSx/u8k9efWpYLSeaIOI29OlRRQXDIWBDMvSMD+tSrqGFA8twRwR6GkFiJbd3jSIqr3knLMD 1PdifT/PoK6i0jFvaxwLyEUDI74rPVI7XWh5nyiWHajHuQc4+p/pWsqbjgdK9bCRXJz9Wcldvm5e xveGNB/t66dXk8q2i+aWQ8YHpXcaBa6XbateWWkySRTw4/eM4ZJT9M1yvhC5EtjqWkxvHHNdqAjy HA9619H8C6lomq2+oyXdsY4m3MN55FaSUJKXPK3ZFU7pJxVyjrnj/XYNYn0O5s7e0kH3Zo3Lb045 5AweR61seIdUex02DTLQKYpYQzsOua4Dx/fpqHjGK7tsNl/KGP4l2/MfwwP8muk0Lx1FY2iW+oWK XIQYV9oLfjms4Q5UpWubU68YVG5HYaZqDah4XaZhsuIDtTB59utcP4hj8TtbB9Ud5IOoKEFfxxXQ a/4jKaDbXdjDEguScRKvIHqcU3wRfLqWh32k30SeTHESAw5bPXrTjTkouslpcVWcZz5Uec+HrddX 8SWck3Fqs4WH/b6Zf+YH5969Y1nWngu0tIU2x27g7kON1eYW0TLqUcdoMOsoWIL7HivZYY1SyaS7 tLctGuZJCM9qmtZSTep05ZWp0pNzjfsZnimZrjwm95Awjkmj+cDpiub8Gxy6jod3prbooWYMZduR XZeXDqdqhRUksmXcwUbRt64waWzjhfPlpCthKAkb23BU9OSKyjJxTVupM4/veeOiRm6d4eg0C5Go rqKyLGpLKq5yK8n8Q+IVufEtxJcJ5cdw5MMv8JAxw3of0r13R9Ou9HbUori7jNkjERqwGemfz5rm rzwLp2q2MusaYJBcFSDFKQeM5IA7Z/oPStVP3uZu/mZ1uerG7RzOjazJpEpnjiSWJgA8bjIavQNF 8UaZqrSvBp8dpLbxF87RljjtivHvs09iCtoGeAHLW7Nyv+4SePp0+laWj6ubW4S8sZB5icMp6j/Z Ydq1nBS9TkhNx9DpbLxDqr+K49RniBZiIi5i6Jmofivp0F54gtykhjXyt58vgl8nBP09Kvy/Fa4R obSPSoWuHUsz5wFUd+nriuU1HUJ9UvJLq6bdI3p0HsKcn7SSfLa2g5SUY2TvcyfCrz6N4k0+HULn GmRSfu225DE5ADHtjOcew57V7vHYWd8DPe205c8B1+YMO3SvEuCSGUMpGCDWhbeLdf0C02W928li g5jb5njHsepHscn07Cs6lJ7xNsNipUn7rs/I9K1/V4dAtrSOFXji84EKxy2O5xVJPDPhzWd2onUJ y8rF2+tcTpt0/irXLQXFz5yytjeDxj0GK73V9eh0i6h06xhMC2zgOUA+YelEYzg7U3q9zSCliZty 1LWoa4mjaIt1an7Qtvi3i8w8n1P6VmeBNefU7i5067Ussm6UM7k4PoM100kNreR2dylpFJHc8mKQ DHTOf0rEbxL4fttTW1t7WG3lLbHlRPu+tKm1KnKHK3LuRNOM027Im8P6olzeajpEzSO1tIzxTM25 uvAH51oTajq6W0qxWVrLPEMlRJ835YqldfYND1K3eKPJun2+dGwUqMZyxqK4ivdF8XW98kvn22oM qSyFckDt07VDgpu60uvva3KUnFWPM9avLvU9RnkvwfN5Qof4R6V55e2cVldKtrJJ5WBGr443gsTj jHTH5HPv6b8TPLPjKazhm+zRTRKWdOGdjwVB7HGPfmqOi+EIfE9xDprqq28IDM/dFHoex960mlOn daWOZJqdt7nKC/1WdMxKVRFw0ipuBOTk46jjH4+teifC+wN1M93qJ8xoEMkauOQMcZ9/8a73Tk0b T7+PSLERLEsYxIGGM+hHc1T8RwQaBKupxwAK7eVcQpwHB6EVipTvafU6JUeSzMuDx003iiMmB0tG Hk+QGG0nPU1zvxW0WCx8T2t1aDb9piZpFHTK45/X9K308T/D8xyMmnu08RAdVjfAbrjd0J/GuH8W +IpvEd95sUDJEq7I1J5Cg/5/KoxlSlKygrWHTjJL3nc5qNGeQM5dYv4gO9E9lPK4CDYB39qVLS5I SVAWw2CpbqKtJI89wTEcKmAM/LiuE0SvuR22nPDGFuCfKLBwAw3bDwfxqO9trODUXWyYyRr90sME 1bk80K7OQxA2hjzgU97GEWZvBud0AaRWGMZ9KV2OxRhmKuqkbMrVe5twZcoAQRkk55NC3FtJdfuW cIF4L9c1Lkn3Pf5qBXLupos7eZ8kq7M4Jqnb3d/aIiR4uIz0VycqfQHuPb/9VQTztCuBINwbjbVG N7hr1HLkKnPzdK0p1Zw1iyZqM9GjZbUdVEYuY3giYH/VLGTjHfO4Vrab4u1O9uVstQuW2PGXUh2w uMcEk89RXL3c0vl71y7LkqM8Z7VuWVlYz28c7RJcmRQ3mSqGJz9en4V2YadSrK7exhVUILQnuJBc 6zF5TB1tw29h0BYDA+veruQDwBVJ7uxscQRhVI5EUKZP5Cov7VjizJJb3SIoznyia700jmabOx0f xkPD3k2lxbR3izMfLhbG4dyRnsB1rV1rx19psZI9Pso7QONruMZxXmtterLK88cbXFzIMBUPyxL2 UseB059/XFdz4K8LWN5bTa14ixcQxMAkAGY1P0/i7cn9Kxko/Fa5tFyfu3MXS9Sgs9WtJ2lRtsob buGSB1r07WRf61p1sNLVnU7mkMbcHNRDQLDWbW4t9S0G2Fu7f6LsiUNt7E5/pXF/2X4i8IzzPo95 dRWysQEb94g9CVPI/Aioc7zurXRvSbo67o7O6TVLLw5a2VrFOtyCRMFGeO1WvCA1KKC4s7mB9u0b A4wB70mgX2rR6dFfeJJUtZXbaskbfK+emQRx9OfrVnxAb26065t9PMstzMVKOBsOKlS5lyO2r3Oh 1vcasVb+2fxFZ3MNpchpbeY+b+7ZctgDqeD0FJo1pP4YsLu4vZYjA8fykPzmszwfpGv6NrHnX8Eq 2rA7yX4z6mpdV0weLZHS21GKNYZGBj5JJzWsoxjL2XN7vcyjXn7O1inqHhmx1Xw8dX0sBLhV3SxB 93PfPvXm91Zef+8jcw3IGFmUAkexB6j2r17RdHutC0fULJJEuGl+UBeCpPHNV7PwNYW0kUN8wlu5 RuCZIH4Ype0hFuN7roYexnUs4rXqeVW1qbZWaRhJO5y8gGM+30FTHd1Ir0PUfA+ntqCW0V41pNNn y4XG7JHvXJ6vos2h3DW11nzOqkDhhWsKkXsYTpyWrMgZHWq80TaxcDTo42kiiwZwgzuPUJx+Z9se tJfXTRmOGDm5lJEYI446k+wr1nwppmn6B4e+0vH5iooklb+J2bkk/iamrU5dEVRpObPNFsr3SbyP U7SKSG4jfcVkyscnsewPvXd2PivwTqQLakrW+o7gskL53biM8Y6jg8j0rc0XWbXXL25sbmMvHMT5 SlBhR9a4HU/Al5q/jV9N0/MMFm3mteY5TIxsX6559h71lNtP3tGdfJUoOyOsj8VwTazY6fpUbC1B KKT1yR2zVuz8PaXpF1d6tOJLsxfMVkGMMTzxWFZ+Ebi1IvtN1CO9uLKT94oTbyOorq7AJrNmwWF3 hclpRISMHv8ArSlLk0i9Hv3FT96V6hV0bWrfXNRuLG7iMkM5/dIyjCD69ah8SeJV8PxW9lCqzXEI ZACeAOgJrRs9P0y2hOo2lsH8onEkTn5SPUVwmmxL4q8bEz58p3LkHuo6CnaEpNrZF4mSTSho2c9e x3OrtNcXMUkwlOXbYSK1PAuoPouqTQzyL9muIzGk0jEmM+h9R711l74ysrPW7a0tYXis4CY54wgO /sPpVP4haHBbrBqdmAkcy7mQfhz+tazT0jNWvsckVyvmi72NaHwXNFMl4NQgwGD57VynxF8Vw6rd rpdpMTbxsBcTx9CV4Kqfr1Pbp16cTeajdiYwW+oXKQKp+0KspI9lHoTnPH9aSzljlSMHiMfKF6YF cWJrSTs3do7faOsk5F5UU25W1KmIjG1R0HtWZOxku7a3tVH2jphemO+RWpNcBVZI8KF4wO/402KC JW+0BV8w8E5yWz2FcXqW0ZlwbmOU+Y4C5xsxVee2uPMcuCSeG2nt64rT1S5gkfzG+WRFGduQR7U+ wVru1WTdjIxnGcUrEcupjyvJp90sMk0jExZZWXv/APqp9+15OkYziHbjC/xD0qW90tIWiIuUchsS Mz8rnpSr5UkLRIS6huoOD+FAWezIoLK2lixGB5h4WPaST6/So5bWOzfypIZNw5OQau27pb3AllYj HIz2Paqkt7cGRmaVzuO4YboPSmJpGf8AuYtvOQx6+9NUsWUu/wC6JPFM4fy8ZcJxn0phcKv94huB SSITFdyS0eAV6ZqzpryJdC3k1Bo4ZFZmCnHzAjoT0Jyc/SqGxzwOtKLRiWB6j3rajPklcma5kdrb WtvaxbYo1UE5J7sfUnufc1JJJFCpeV1RB3Y4rmZrie8RPMKle0SZ2j6/3jTZ0uQFa4mkdgML5jDP 4L2+p5967ZY6mrqJzKhJ6s6yyure9tjJA29Q208YrufBWoIWXS5iBG0vmexAH+OK8g0y8+xTmVWO 3gTrngrzz9QTn6Z9sd5pouEvoGtVLShsoF5JrWM1Wp+ZVnTmjq9W1++l1pHEaslrIRF8nFdlLNFc G1lYArcR/vcDj2/WobW8uFtUFzZRLLtBY7CxH4KDWLd66l5qA0zTiZLyRsM7IVWPHtWM5KaSirWO +pUi0tLGF4putdvb9YrWK4e0iKsihMruHety/wBWul8EWt1O8kWoo4Xcy4br/hWjFqUekXtppJv3 neRTmXcuEI9a5Px4upRalGt1OJIGGYiBgVu5c6jTcbfqcj928kzAHjfXtUm1C2uLsmKGRUUKoUkF FPP4k10nha8Ww0XVL6Ir9sQAR8ZrgdOtZp/E15aQqWe6SKRFHTcAVOPwVc/X3r0rSvD02halBGdS ijvZ0ysDLlXA7US5Yq1iI8zlczvCesXreJZZb6Ig3XLNsxlgOBmt59O1t777SI5j82Qc9qqeI/GO oaS7WTaZDHMRxJ1B9+lctH458QRW5g+2Aj1KDIolzVXzxikduEx31O8bXv3Ow8YxapdX2nTaZbzG WBT5jIOmccVkfEzUIFsNPeYFbhI9zqR83QcfXNZsHj3XILXyRMjf7RQZrz7X9eub6/a7uJPO2MRG HPDuCMt9F/mfXFKzjFc3Q45TjNu3U7D4faLb6xqN3f6qB/osYaSEciNeSFJ7nHX39q7e11rRdUvJ tNiLfZiQET7u4e30ryz4eeJ7bTru9sb2V4La+Xa8o5IY5yT9cmvS4vD/AIW0zytUTXVHlESK3mLW cKlKabm2n0LipwtyF+7k8LeGh9uErxSx/d3MRz6c1FouoSa/ptyLWUwXM9xl5AeUT/8AVXB+Jtbs vEWoT3qvHJZbNoY4KlR1JrR+FjzW95dQE7bW7+W2if70a/zGRkgHkdPaid4xUpPUtVJVZ2eyO/03 T7KwuZLG3ldmYb2mdgyMx9ar6n9uh0k2uno/2nzjv8ocbap6j4nitNVht7aJooYHKyqoB8z8xVzx Rqx0K1t9Ts0O+4wAhPA4zzScZqSk1e51T5aVpJWRF4SGoWJuIdRilS2MZI3j5c5rmtB0bUU1aXWI vLgtBI4DSHaHUk9Kbc+KfEHiBI7eKMxxu4DtGhORnke3FdJ4kstXv7VdO014VgWJWa3YgO2O+PSt NXO0rK+5y1aiqvnS2JH8J+HWPmXNvcLO53EbiQffPSuZ+JHiC00/REsIpFec4SNC24qo9T/npW1d 6k8nw3vpNTUx3VplAApBBGMAep7cV5FHYfapWutTMjOwyEyMRg9h/j3/ACrKrUlH45Xa2Eo83wrc w7K7i4R5XL5BORnzG9TWyYrhbgyFAMjPA6Cuev1jttSKxjaI2yMD8a2rfUbxpY/tEDRwSfLESvU1 wPXVmsOzNayjhXTZmKM8rAttOM1GqR3ab2UDyRnA4wOmPrVljbx7JZmEaAZYNxn2qgm+QGTAKO2A QRk56cdfxqXoaMq3ELSzteMoEKsN5AwMZxgVpRSwXBeO1Jiwpx23Ad6sJcxPbrDdhVjj+ULgAE57 1FIqi9BjKBMbSRjB70ISVtQQK9o5lgWPajOxIzv2jufyrnIFNv5cm7BYZwOgrUvrmeczCF1EP+rL Z5I71WtbWS4KqgySe44UUCerGTLJczQ+WvGeeOa0pdOhQrteNsqCfMQgg+lQXFw+no73O0MrYQqM bhWbd6/HNNuFy5AUAEgjtTQaIzDbSK2JDs9uhqRYIwCSw+XkUUUmZFhTbkbkDAHn6UhjE5XgYzgy c4NFFJFImgtJDIUhYsVOMoO1WF0meeZVzGDzkFufrRRQVYsOtpY2vlMiM753OeSfYV3Pwqu40t9U nlIL2iEwbzkgHJx+fH0xRRXRh371u5Ey/pPirUZPFiXlxGv74rE5KnAXNaOu61p+gfEyzBAU3MHL fwhicAmiivVxsVGUeVdDmpNuLuQyeANUu7tr5Lu3w77wd3FR+P8AU4pmsrIlXmt0xIUOQDgUUVlC tKtNKfQqpBQg7dTP8Em2g8TRTzJlxGwjPfJ7CrFzY+Kpda+3C3uztc7DjkLnpRRWqnyTbS3IjHmg if4p3czx6WLaOI3AUmZZSQ2MdBjvn1rgLa4W7gWVMgNwQeoPcH3ooqaOkUTW1kytq18LWAQIxWSR SSw+8q9yPU8gD3NYksJulG2LaQxAG7IVewH9TRRXLjJvY2w8U1cz5Y/KnClGTHcGtiyu2iVY3jzA fvbqKK4GbR0ZbVbV7gKsLCJvvbWIWT610ehXqaXPFNaS5CPl9x/Oiihyb3exrFI9AttX8GXkHnzw sJmPzDJOTWPd6vb+J/FGn6GkUlvZo37sP/y0AHY0UV006029WKqrxs2aWs+LbfStWt9PsYXt4bSQ rMEA/eDpjkVu6mbK1u7DX1lkgM6LGoVAxwe360UV6tSjGKp8vXc4ozb5r9DlvizLqlra208aD+zG +a4K+vqfbH8q4eOJ7hfIdd+4DHOB7ZNFFePVirJnZB6tFeHSbZb17ma3XduHBbcCRSa+l/L5UsUa NaRsHIxyMdqKKx6mjSsSLd22t2SvCjpsOHQj+tQzP5mpwxQBxHCArMfY8CiikyU7opakqxX5eCcS ZbLA8j6GrmprLcWtszlEzyUiHPSiihC6sw7y7W3Xy4BtwOd3TNVo9entnQh1nZPuDb0P1ooq0roz u7iz2upaiIZbiZHRskLu4T2xWrDoVuIIzcWxRyueOAR680UVLbNEup//2Q==