20210322
10262200
1.0
FALSE
MoCo_Railroads
002
0.000
file://\\DEMMERLEK5530\C$\Users\kdemmerle\OneDrive - BGE, Inc\ArcGIS Pro - PROJECTS\MoCo MTFP 2016 & 2021\MoCo MTFP 2016 & 2021.gdb
Local Area Network
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
<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["NAD_1983_StatePlane_Texas_Central_FIPS_4203_Feet",GEOGCS["GCS_North_American_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Lambert_Conformal_Conic"],PARAMETER["False_Easting",2296583.333333333],PARAMETER["False_Northing",9842500.0],PARAMETER["Central_Meridian",-100.3333333333333],PARAMETER["Standard_Parallel_1",30.11666666666667],PARAMETER["Standard_Parallel_2",31.88333333333333],PARAMETER["Latitude_Of_Origin",29.66666666666667],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",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>
NAD_1983_StatePlane_Texas_Central_FIPS_4203_Feet
Clip Railroad Montgomery_County \\browngay.net\panzura\Regions\TXH\Projects\MontgomeryCounty\7575-00-MoCo_MTFP\TS\04_GIS\Exhibits\Precinct_Maps\Railroads_Clip.shp #
FeatureClassToFeatureClass Railroads "C:\Users\kdemmerle\OneDrive - BGE, Inc\ArcGIS Pro - PROJECTS\MoCo MTFP 2016 & 2021\MoCo MTFP 2016 & 2021.gdb" MoCo_Railroads # "FID_1 "FID_1" true true false 5 Long 0 5,First,#,Railroads,FID_1,-1,-1;GID "GID" true true false 5 Long 0 5,First,#,Railroads,GID,-1,-1;RR_ABRVN "RR_ABRVN" true true false 4 Text 0 0,First,#,Railroads,RR_ABRVN,0,4;RR_COMPANY "RR_COMPANY" true true false 47 Text 0 0,First,#,Railroads,RR_COMPANY,0,47;RR_STATUS "RR_STATUS" true true false 18 Text 0 0,First,#,Railroads,RR_STATUS,0,18;RR_TYP "RR_TYP" true true false 15 Text 0 0,First,#,Railroads,RR_TYP,0,15;RR_NBR "RR_NBR" true true false 2 Short 0 2,First,#,Railroads,RR_NBR,-1,-1;GRID_OP "GRID_OP" true true false 1 Text 0 0,First,#,Railroads,GRID_OP,0,1;SHAPE_Leng "SHAPE_Leng" true true false 19 Double 15 18,First,#,Railroads,SHAPE_Leng,-1,-1" #
{"type":"CIMLayerDocument","version":"2.7.0","build":26828,"layers":["CIMPATH=Map/0f78309fdcf54915a0db25b79a34cff6.xml"],"layerDefinitions":[{"type":"CIMFeatureLayer","name":"MoCo_Railroads","uRI":"CIMPATH=Map/0f78309fdcf54915a0db25b79a34cff6.xml","sourceModifiedTime":{"type":"TimeInstant"},"useSourceMetadata":true,"description":"Railroads_Clip","layerElevation":{"type":"CIMLayerElevationSurface","mapElevationID":"{B3974567-6701-4885-938E-5800C2C78C6D}"},"expanded":true,"layerType":"Operational","showLegends":true,"visibility":true,"displayCacheType":"Permanent","maxDisplayCacheAge":5,"showPopups":true,"serviceLayerID":-1,"refreshRate":-1,"refreshRateUnit":"esriTimeUnitsSeconds","blendingMode":"Alpha","autoGenerateFeatureTemplates":true,"featureElevationExpression":"0","featureTable":{"type":"CIMFeatureTable","displayField":"FID_1","editable":true,"dataConnection":{"type":"CIMStandardDataConnection","workspaceConnectionString":"DATABASE=..\\..\\..\\..\\..\\kdemmerle\\OneDrive - BGE, Inc\\ArcGIS Pro - PROJECTS\\MoCo MTFP 2016 & 2021\\MoCo MTFP 2016 & 2021.gdb","workspaceFactory":"FileGDB","dataset":"MoCo_Railroads","datasetType":"esriDTFeatureClass"},"studyAreaSpatialRel":"esriSpatialRelUndefined","searchOrder":"esriSearchOrderSpatial"},"htmlPopupEnabled":true,"selectable":true,"featureCacheType":"Session","displayFiltersType":"ByScale","featureBlendingMode":"Alpha","labelClasses":[{"type":"CIMLabelClass","expressionTitle":"Custom","expression":"$feature.FID_1","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":"CIMVectorMarker","enable":true,"anchorPoint":{"x":0,"y":0},"anchorPointUnits":"Absolute","dominantSizeAxis3D":"Z","rotation":90,"size":6,"billboardMode3D":"FaceNearPlane","markerPlacement":{"type":"CIMMarkerPlacementAlongLineSameSize","placePerPart":true,"angleToLine":true,"controlPointPlacement":"NoConstraint","endings":"NoConstraint","offsetAlongLine":7.5,"placementTemplate":[15]},"frame":{"xmin":-2,"ymin":-2,"xmax":2,"ymax":2},"markerGraphics":[{"type":"CIMMarkerGraphic","geometry":{"paths":[[[2,0],[-2,0]]]},"symbol":{"type":"CIMLineSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"capStyle":"Butt","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":1,"color":{"type":"CIMRGBColor","values":[0,0,0,100]}}]}}],"scaleSymbolsProportionally":true,"respectFrame":true},{"type":"CIMSolidStroke","enable":true,"capStyle":"Butt","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":1.5,"color":{"type":"CIMRGBColor","values":[0,0,0,100]}}]}}},"scaleSymbols":true,"snappable":true}]}
20210506
07335000
20210506
07335000
Microsoft Windows 10 Version 10.0 (Build 18362) ; Esri ArcGIS 12.7.3.26828
Montgomery County Railroads
Montgomery
MTFP
MoCo Railroads for 2021 MoCo MTFP map
File Geodatabase Feature Class
0.000
dataset
EPSG
5.3(9.0.0)
0
Simple
FALSE
0
TRUE
FALSE
MoCo_Railroads
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.
FID_1
FID_1
Integer
4
0
0
GID
GID
Integer
4
0
0
RR_ABRVN
RR_ABRVN
String
4
0
0
RR_COMPANY
RR_COMPANY
String
47
0
0
RR_STATUS
RR_STATUS
String
18
0
0
RR_TYP
RR_TYP
String
15
0
0
RR_NBR
RR_NBR
SmallInteger
2
0
0
GRID_OP
GRID_OP
String
1
0
0
SHAPE_Leng
SHAPE_Leng
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.
20210506
/9j/4AAQSkZJRgABAQEAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a
HBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIy
MjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADIASwDASIA
AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA
AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3
ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm
p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA
AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx
BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK
U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3
uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDCJeaT
y4xkmrMMLJgSLnIzz2qpaE+b0PSt21i+1W65jKluD3q5ysTTVw0/R7nUHcWtq82O6jgV3Wh+FILK
3WbU4fMmc4SKtbQrIWOiWVvEdjy4Z2XrjFVNV8UadpM0iKstxdpleexr5nEY3EYmcqNBaI11vZFm
68P6Tcgedp7xEDGUGcVNaW1np9kljbTbg0mcMRnrmvLT488QWGoyPJceZC7FlRhkAHtWxY/FJpJF
S+06N1PG5DtqK2W45w5b8y9TN1L+7f8AA1/HHh/Ub8Xl3AqvCITgZ5wF5r5jgG26iDDGL0A/mK+r
oPEmh6jbyRl5bcOpVueDkc1xi/Czwpf6nHLp9+wKSCfAcEFgen6VvhsZUw8OSvBpLbQ29o43ut0Z
1xbG4sEK4UBFAGOMU2IxHTlSOUm6xu2Y9DXq9xYwv9mims45YwCvyd+PSsmbwboZkMqebbSldo3n
AH4fjU081pSTU01rcxvFt9Hf/I8i1x5V8P3ySzAFoWXHGOR0rWhP25YGt2V3wFCg5yMVr+NPBkEe
g6lcLcRuYYGkA2/fODjHPXiuh8JeDrbR7eK+uWRhsBSMDua6auYUHBVYy1V/v00JdpNSvtc6nTrJ
LGxtbFcbY1Ekp96818TX0moazcXSyBoFO1AP7vY13Gt3MunaXNE0i+bcoVQk8qP8mvOnEXyQiMu+
AAi9DXLlL9+VaesmUqi679isttHOTuTMDKA2T39qyb/R7oY8lTHbqM7F5I9zXUjwvqN6I5bWGVnO
AwxhfpW/beD76CJZL64SIZCts5wtd1evRpy56kl6dieRxlzy2PK0GLQk4mVeokHSp9J8IX/iTLWl
jLGOcSn7ley2fhDQrdzKtq927HJJ5UmtDUNS0/QrQNf3ENlABhYkIBPt715lTMIt2w6d/wCuhThB
/D+H9WPIbT4R67KQ/nW6FTyC2SP1q5L8JNe+V0mt5Gz8w3Y/rXT3XxF8PRsskEUznPII+8KtJ8Qd
Cb5hZT7f70eWxSeKxy3iJPl0lb7/APgHAXHgLxHYSD/iXtLjvF838qyb/wAL65c6jJ5Gl3TqcYIi
J7c17PaeM/D90o8vVJISTjbKQMVLH4i0q1jPnazaxoG+UlgCR+dJY/ERkuaGo5O8lp+R5Pp/wq8Q
3q7pYktl9ZDz+VbEvwm1dId0V7DcMo/1Y+XP611uofETw1Zg/wCkzXrDoqcj8xVOw+Jmg3cqpPbS
2ik4WTdnH19Kp4jHS95R09C0rbL8Ty7VdB1PT5nivtOnjiX+IIcfXNZtrbBrN3EhDB8BTX0ZY6lB
qCKsd9azuRzGwBb+dcf8RtF05NLF6tk0N1G3Jj4Uj1PHNa0My55KE42bEpJq70PJ1VYZmBCv5n8X
oKr3UCRqGG0kjB2+tX7pg0CqI1YMPvA96zLiFowecLnoeteqipWtYgSMk5YcZ5rSlsopLXzTKMqM
Anis0S7AVGSDTZJWfvx6VbTZmmkMPyk96VWKnIPNIaUjjNUSOkYlg3A9hR198Uz0PWl9AOKEBbjv
mWPbjgdM9qgklaR/MPJokjeHAJBB54puMg49KSQ7t6GtHbf6IryPuyM5HaoJJY2YEsTxUunTJJG0
Lj/61K9nIT8jfL2zWez1L6aHQaNerJcSRXLM+VynPQ10C3a2iNs2jIyFxjP41x2nwldShYkAA966
G8u7W3jeOU8gZAFddShBvRfdoZU4xsdfF8QYLWKJri2ZQkZjAXtXLTl7+5a8Vw5lbdjPrXMxNLqm
oDKsYs849K6sRpCoVOAOlclPBQw8nKm7N/MuCk72Zn3VsWtJBJDjcDgn+EiuaAmVgyocg+ldlDK8
cjzM2YwMqAOpPrUdzceWoZ4o383+D0rWnVqJuNkzOcZSl6HPfbb54/LRSgPXHeti1Xy7GJjM0bde
vPpSiytpBlt0TN7069FvDtUTJuVQuHH40p1U5xTTXX+rE3akuY0tP1a+gRniu2BToSc10lh40vTF
++SOfDbc4xXH2kHkW7SM6ruG7KntWzo1vZTbISwEcrbjIBXBXeG5pOpG69PJaFKuoyd9mR+N/FYu
9BmNtpMjvGN7leQFHr+tUB8W9MsrZGv9NMczABEjO5QPU13t/wCFYLzR5rO2Uwecu1pn4OPYV41J
4cvIdAW7huba7ubcvHJbTjLZHYfnXnUoYbEe7GGie3r/AMMPkU23JHpWhHTvFyrfSaqZogBiJOCP
aumtdIsdPuE+zWAKsAqvLxg1wfwrs5Vt7jUnikjvXAxAXyFX2H+eldZ4u1GVba3uLeZxGTtdAfun
scVhVjU9t9XUuVLZf1uTH3Vba2qNy61G2s8C8v4oc9ETg1iXXi7S45Hjt4HncDl3OK85uo3adg8x
eTBOfeq7JLFL8rEuB8wzXr0cnoJc03zHRaO+52M3ibWLqHFtPHbwBcLgfMce9cfq0kesDyb2SV7r
OVbPSty3l3WyxOQJj/CaqNZyy+a0cJZU+8VHC114WFKCcYq1v6RMJKUbLocPPFcafIVlGVIwrY60
xZpFXerMvPaute2E8TrJGHUcVz15o1xHITbfNH3XuK3nR6oH2ZnXmr3kVnI0UzBgpIOe9VLHxFcX
i2cV1dukmdu5j8j89CKm1mxubXTJLmaIrHggnHSuXtYZJZbGGNSXaQMB+NYvDwktrDhRhKMrrZfq
j0WWKOXMCqIrhux+630qnHazRXgWQDqFOelaF1oeozpaiO3ZmEQGR2OTV62s7yCL/T4h5g+4epUe
prnTnCKaV7mSm4xT3M/U2lXUGaGRkdD8roa3X8W6nd6FPZ3s/nqq7CzLzg+/4VmJp95LIS6KY88N
mrX9mTi2uEdVyQGDA8Up0lKnG6vaxpp7NWfY48TJBOV3kqvK+9KJPtOMqAc5JrQbw9eXOMCONuoB
PWmHQL6FjGfLz7NXaqcn0HqZDKDznjNIQAMVuy+G7qMBS8Ybtk4BrPuNIuYE80gMB1284quVohme
B2qxb2zzD0X1oiMHlsZM7u1a9tZQy2Szwu4wuXGehqG7FRjcyJITG+Oo9aV7Uj94vKd/rSSzv5hG
eAauxTJcmOIN5ZPJyeM0ndBZMzTukbCjnpinRozSCPpn1p7bre6bpkH86uy7Z9jFAo6kinclIpsP
s7HDYYenemS3TGQ+WWC9hmm3DK0xKDiosU7A2dHIGx8vWowlxezqmSzn5QTUxPFW9P1JbJSGgV8t
kkjmvSntoZR31Nu2sDZWcIh++V/egjoatDfJcCNrchONrVWj1CO5tzJ93JO1W6nmrMbyieJEA+Y9
R2GOtebW9pFOVze8oxbixJIg0hZgQq5Ax9aoXNs8l0GUjgjr2rTmeVMIwGH9e9AigRcsCAByOtRT
lKEUmvuGrxVmig8E0s6RuSMsoBH1r0YeGdG1KwiF5ppWRVAaSMAHP1rgpig2sJwCpG3tir48S6zZ
SZtrk7MgHfyCAOv5VwY6NSpOLpy5bfIxnVSqJ3sbc3g+1H7nTriQFThUc9fXn0rJl8HeI7a4WSFU
dVYMBG57fhWvp3jSKYGTULUuzHiSPk//AFq1I/F+hlSTcXMPsTXNCeY0XeUeb8SoQfxMyb3SPFuo
R/vZv4duwMVA965DSvCGraf4sns7sky3cRljYv8AKW/jx+G2vSP+Es0Q423F0/Gcg9P1rl/FPi7Q
4L/RdRiup5GhmIZFyWCNjP8AKrp4nGR09nZehq29/wBSTQtO1bQdcieaydULbWK8qVNdxqFgt7a3
dngB2G+Nj2JqtZeINNu7ZJodUCKwzslGWWrRMMskFz9rMkbZUMpx1/8A1V52MxFWpONScLNEzel7
fkebappVzZMz3Nq5AJXzE6Z71mx5hiLpkrySCOev8q9YmdNkkMH76FyRJu52E964bxHo82iyGaMo
1s/yoxGeD2r0MFjHWXsno/wfl5GUYNrlj037HJzsTcq6qCSPlY16b4LgjXQ2lQxyNKxE8aj8K4IW
ay7UiCtxwrdq0rae60V0FtcPG5OSD0NehjKSxNPki7P+tDeKUveR2F14Y0i4jZElktyzZ6VzupeB
rqDM1rILmIDnHDflTo/HWrx3IikjinXPPGOK6Gw1m21OfykkFlKR90dHrzXUx+E1b5l9/wDwRSk7
23Z5dqWlRatGbLUBIkGQOuCDWbpeiWdhrUkyCEwRriJimWz35r2jU/DlhqyhZohb3K9JFHD1wWt6
E+jzMskLBdvDD7rV6OFxlHF/E/e7f1uSotp3d0TmfdYhd+GYcMOwrHaBpb4RFhvdcDB6Con2RxGM
SbXIyf8AClCSS3KPDOAqd84wa7acVfnW3QUXzu/3Gvm2sT9lILYJYt6VH5TCOXc+9T0/wqnFbSSt
LK8214+RgcGpYmk2yNIwxxx2FZVqdtY73X5hUj1XkK8LworySbWY9e9VGWRW3p8o7EHripZLh2f5
mVznuM4ply247VfcAM7O34VuqjjpNDcrfErAhe5dY5tuzru6Yp5t7bY370HJxgjnHpVWKQNn5Tuz
0BxileHGH7H16Z9K1auWYPiLRFt0E9rH+6/i9RXPwzzQhljYhW6iu/WVlXbMMI3GM/zrHv8Aw/HG
n2y2BaNjyo/hrCcbK4mtbo5RshjuHNAc8Y61cvIQj5YYz0xVJgOw6VCdyGrCs5dsscmpBNIYGjz8
tQ5wKerDbhqBEZBFFTeXvbYPwqxDBbmP53w3pTuNI2AmBlhjvQ2KuXdxHLCNiYPHAHT2rPL16alo
YtWHrcNE6t1x0Brp9CDywNctJvfG3B7c1yRBcVuaZO8lutuqlVQ7mccZrmxUXOFkVG+xc1m9X7TF
F02tnrWgrobbJHBHU9a5dn8/VuSWy+a3Jj5ylZM/MMAYwBzWPJY6VK92ZviGdls5JbLDSRpuyRgH
Fc/F4hu4dJ067nO9bybEqnp12/hwM1uapvsdLulAJHlsB+Irj72MtZ6Xaryou1OPbaCf1zXNiEpT
pxfcynTU9+mv5HoltcW8u0RkoWHQ9KmaAbtyMrKePaqlpZkuSgC5QhVP0qeCCSOLy24IJJ5rW0ud
pS2FFT5nG5LCEs51ZpQIuQy8/N7VBqaWTaTOgWJhIjDpg+2Pei+KukYjB3FjnJ6dKqzW3nSeSroC
ihSG7mk6cnKN5BNS5krmXpWor9lMU6brmE7TnuOxr1rwRcR33h91YK1zbvuCkY47V4tdWDJrFpKt
wSku5SqcYIxge/U17H4AsRa6ZdX53kkBFDH864s2p0/qzctyuSOrZpaxqp0LVra7QF7K9AEi9lx3
rWngtNRsPIkIlsbgZRh/D6Vx/wAQ7xba3sdNU5dV3MfTFZvg3xXHp2+w1Bi1rIflJ5CV56wNSrhY
V4fGvxRd27dyLWdJutFvmhGAnWOXHUVkSTtOV+1Fs9FYcg16/JHa39mqy7LqzcfLIOSteea7oZ0e
/eN3Bt2G+FiO57V14XHRrLlmrTX4kzta/UyQY7d1XLszDqvf2NV2adX3I7bhyuT0NORntNzZD7jj
kZ2mpRLAzKrcHGSwH9K9KHNTXvK/mTHmive+86nwz4xkciw1QebGBxIeq11l15N7aLCNl3byeoyV
HevLHEds5nJ+XbxsHWrWk+Ip7K9jkt5thPAjIyv0NeXicvjiH7TDaP8AAOb2i0+80fEngWWINfaW
5nj6tH/EtcjbB7OdhPGSw/hPGK9l03U4tRjEkZFvdEfNGx4as/W/C1nrW5lUWt9j72PlalhsznRf
scUvmXy2fY80aXMrEuQOp5omm3W7H+DI59avXugz6TdC1vUZsg4kXofTFVIrMvG8EhKYwcmvYlOM
oKUXdafmTUTt9xVgfNzhAeR61J5avMvmFhxkYzT1swuJIWJYdMelTRs6wMjOTswobHr/APqrVu5a
j0Y0BXYyR4VSP4uox1p7KrQrtkVx1IzVe7tmO1TJ8yjOAcbs81UThnXDDK4C5rOk9OW+39Iim0vd
fQu3dpI0KSgE5yMfSks5GtoWnLAjpsb+L1p9qJJnVWcoIx68dKhZPMLbcEDJI/GtU+jKfdHMa1aS
PKbiIZRjyo/hrDOQcHiu9SGNzIu4dDwen0qlbeGrGeZzMzoGPAHQVEoLdEWbZyCnOQRmniMNz0Fd
Ne6HpWnXCpPcBSemWPNJZW2k3YdLZhLt4bBNT7NvYdmldnOQ8v1qR4o0Yhs5+ldeNF0yG44hY9P4
icVonSrI4MVspQj+IZI/Oh0mhpOxz0sZRyADt96hZFHUV0bxwDPmscH2rE1OD7NKoVgysMg11wqX
0MpwtqVD8vSrcN00NjKF6uQKp7sioy2DWsopohOxsaDHJ9uEu0kdiVzXTT28bzjJ3ZxkqenfpXO6
BNKz+WGZUTkkdPxrYnlQ3QKTqFI+YjnFefWgnO50RhFxuzK8Tz2+n2Eonk2q+wEsoOBuFc/o+nC8
u7Xy545YVuXbPQjKZA5/CrPxAmhvNHhht5UmmSQGTaeQueuPrWb4QdXFyVb95FKG+nyhc1x8km4u
+qYlFqm5X1ul+b/yPR7dXGV4wAcVVDsWkUHsazIGuJZ0WJnyW6A9avJcuzMu3LDI5XFdHJOEm9Hc
Fzpt2IrmAxwYEh3MwLE9qoX3mfanCg7XwwI5zW/G0N/DNbsVDYwcduOtQQtbvEHzzDxjHb1qXWcZ
JyT7feTKS5k2jjtSm+xXdnOz+W6TKQSvQDrxXv3h2WOfwtZyxFDGxBJVSMj8ea8b8RC1udPm2oTI
EO18V6Z4Hu5LzwoVhPyoqsNw556fyrizeTnhr26lOXuuyOZ+IzOfFkiEjHlJj8q5COKR2wgJI9K7
j4jJ5OsWlxKokM0fUdOMf41zflxmILEWRRguF5JJroweIth6aS6fIipU961tze8Ha/Lo8zWlzIHt
5jt2nJEZrvNQ0cataNa3LjeF3W7A8eoryizAdXgkHQ8EjFejeE9WN7af2dcyf6RD/qXPUgdq8/Ms
LKMliab1W5oqbspXucFqNrJaXMtvOCskZ5A6n3qK2hysZUbnbkZGdtd94w0dryzfU7WP/SohtnQD
lh61w+k6tFaA/aISB0DEc8+ld1LFLEUYzXezQpWbV9mKZBDtiI4JwVxmkCLCj/Z05dvvYzt/+tUs
xjluC68BjkEjBpyHnKtiulxa96OjNJU1e8dyvJqM626Ktx+8U7sJwa6jQvHQcJaauu6M8LOByv1r
m5bCNx5yDY/Iz2NUZIWjA8wYB6VNSjRxMXCotSeZvRnsksdvfWgEypd2rfdkHJWuQ1Lwq6edJZlp
4Aw78j2rC8N63fafeN5DM1uFG6Njlf1rvtA1e01O3BtZPLuQMyQv3P8An0rwqlLEYCdoPmhuLVtJ
bbnnc8aQySEHDbTx0x0rLmkme5EUODuIPUDOPrXovirw5FqFlcX1nGY7uMfvIh3ryfcdwJJBr38F
iYYmnzx+Y5y7GhcSO9w7SHDZ45zgVaSM3Cl2GRj5WGOtYysQGz1zW1DaXVnBBcbN8TjJ2npn1/Ot
aySjputiHHmTa6CAHaFVgcgk54NNK5WLYCrZ64zxT5l8uUM64bnG3nIqFplCgq2w57mrTuro03Q2
aLYX6Op7jjHNWIZP3LAqDz1FQDoSWwpxnvTYmdXIIIB6fSqWotmc74+tWm0uC8iADW77uPQ1zvhS
9+ya+IwcRXajHse1dD44v2g0pbID97cnAHtmue8KWRuvEKOq7o7NOeOp6ipfxKxstaUr919//Dfo
elmSNMKp3E8k1eU3aqPKC7GGRkis54VC5XgH/wAdpC8mcIx2jgZNW0Yp9yO8g1RQyvFG3ygkrzWB
LBcsAxjkKbcgkHpXWC+8uKJiflfAzuHFWL57Qac8LOF2RgAoece3rXOq06bSav6GUr3tI4X5nwqK
Wb0Aya1rfRCsSz3zGOMjIReWNbUOlQ2thFPCoJkAYEnkgjvVK+ldbZ9wZCsZIDfStvrMZ6RYQUH1
MzUPF2n6Bm2gtg7Mv3By34mud1TxDqM9nBdWhSxgckOMZO7PvntXLiWSYmYt++nlwXbnbmvR9C8I
WIs3gu53uJJMN8x+QfSuWsr+92N6lOEFGUtX26WOX0m/F5fxyfYJrmfG15VGFYep7V2Wnaaulh1a
NE885+RSRjqBWnDoiaeheCNGQNsAHFPjJlDpKNhzjB/hNS6UIy546/109DOpHaVtOxTMxtbpXgfk
cg+9S+dJIRu2h+3PJqFYCmppHISVDjd7/SruqeQ1wJIkkQIQqKO+Of610SqJWfcrmSje5HYRFbW6
vWRm2xuCnQcD25qKwu/O3WygKGHAA/nVqzmlS5iSR0hgf5dnrVme2tYtVjWJGLsPlHQVhUlNprlJ
lzOOxhXgM8LJGU3cqAx4zXYfBq+uZdPvLC6dGECLGoX/AGc1j38i2qSKsAVl6HbkfjV74WXFrPrG
p27HZcszSbV4BDVzY2UqmEk2ug4yk9bG58QLOS60vS51G4ovP44riDZl7sFJwexVDyK7zxfdQ2un
2VumPPJwdxOAcVyKSwB03qEIJ5XjJrnyycvYRbWiv+ZlCV7NrRIngUxyYmiPXC+u2mtK9veCS1kZ
ZYW3Kc/z/lTpr2O3kdZM7yF2454I55qK1mIuWL2waMjl+c9O1ehSSlC/Rm9GzjddT03TtRTWtKiv
oyU34iuE9+h/X9K8/wDF2mx6ZrMsYXMWA8ft/k11HgeZJLS/tVHIPmAd6h8f2jy2lpqCLuVVEchH
Y+/414+ESw+PdNbMOVKTOJjLshBBUOflzUr3SxLtCfvD78VWSRN6ksdq8mpp1SSI7MbjypzX0Ni7
lmO7S1JCN9onfH3h8qn2FOEIu9rud4Y8KOBn/CsONpIn3Nkc1q2VwUDLwFPPXkGoqQs1KO5Em200
ti1ZRRxRu5JDgbXXPA+lRJI2n3SywSlSMYZTnNNePlLpJQwJxtzRcwmUoyHCn7wGOKzTXPzPZr+k
TzLmv3PVdOu/7QsrK9YYNxHtdR0JIryjXPDjw61fbJo1hSRiB3AzwK9L8NNnw5pqn+CUL+QNcl4r
/da5ddBnkj1rx8tbp4qpTjt/wTRRTbucAhXcyn1xXTzTXEFlDEJF8qQIhHGRwCP5VzbCP7RkAruO
etXyU/tG3Jm8yPjofQV79aN4madosVyxvGQu68kZxT1WNF2qAzZ4c81Zu0h84Ew7WZsByTUVzAke
1AeW5BFKD91FxVooc6rHD+8Uc85BpESJDG7lsHsaYrursHUvzjI7cUqDETOx3YXJx2q9g3PL/Et6
1z4ju5CxMVr8sY/l+tdZ4IsTZ6UJiP3tySxPtXB6lOLu91C7CCOOR8KpPcV6b4ZxF4ctPOz5hj5X
HSlHVs1qaQivV/j/AJGvuXy33rnBUnntzVVpYycl9ntihY9sTYJbdweahCqwyMgfWtUrHO2XreTz
12hBI/IAI6n0qvf28jRJI8TR4UBlPY1aW2lRox5Rwe49qrNczXfmwSx5kB5XNcsZKVT3Xt+onJSn
bsTfaHnsobSRlRFUbHHX8aGeaOI25VZAOAWXOR9aqPN5A2MmCPU1JFeeaGik6P8AdI/honSteVrr
+tUTKKTvuYv/AAhmnSTskiks7eYFhOAp/HNdJpiWsFysEysgRcISc8gcVKiFAqoQ0nGSRUN2SrP5
b7iuPMX0zWPLDmtfR+b/AK1B2uk3o/Mkt9RdrtsQH5SfujP40XEEQaWUMzu43YX+E4qO1vCiYG4n
oQO1RSO6yiaMhQGxj1rT2PK/cdjTkaXukstqtxBE0sgWQcDBxu9Kg8m6jbJX7vCgcgCr6zRPcRmZ
Cw24JHSmMrT2jxgYTzM7weAPrXPG8HeTt6/oYpcru3b+uhlXwm+ysdmTk5J6rWnFaT3EaXUjt+8Q
cDqppstxb+UfKjaR1ABTP61YlvxNYx4QiRlLHB6Ct41ZTWis/MuFSUtkJcQA2md+FUYYOcmsPRxB
oni5Lm0z5zx7kIJ5x1B/MVqw7nspkkAwPmGe59q5i/u3ttfsikErfKyEqpIO7HT8qmFPmUoTen+Y
Ri9U2d7qurxayEa88rzYlJODnn6CsuMiWKAkrGSNxGOorJWIrcxLDlyTzWheCWytFwN+TtU+i9qy
9hTpfu4Lfb9SHBJuNty1dKfKWR0DKXwC3YUsd15UbRfKWblVl4xVey3gI0m4gjJB6VJezJ9uWSRT
KFwoUdhirjS5JckdOxpCHI+WLsT6Rrs2katHMF5LYkXsVr1WWCK+tpbcgGG6h3qD2JH+TXkP2aSW
4kUgZAyhA4we1dtoniIppZt71N7QKfLkQ8gD1rzMyp87jOHxoPaLZvVHFalpb6ddPFOm3GR846js
aoFzK6xxcAcCum8Q63b65PBHOgXYOHHH4mscMynbGoROvy969bD1qs6aco2Y+ZyV4oUxtBGscyIy
t1LHpQfs+wFnChiQDjjiqU+52MSBmYDJ70tpbm6Vl342jODW3JJ6uVvQEpt2uXrUxRQqplWTzGOA
Oqmn2m1p2CltuTgEUlppUkMvmANwOGC8CpkimW4MrKZVIxiMcg9q5/ZpylHmdiVSd3Ftm7pniqLS
7L7A8DMYHMrEHt7Vk6zqcetai14gaNXXoRms7DtcTGRGUmLBB6/jTVYgeXuUevOSKzpYOEKsqibu
UovmauyCKwt5JY/nLgnGCvU06TTDA5lLbU3YG5TRb+bDMjcFFzzT7nUJJQ0bN5keemMYrqcJ3+J/
h/kVyab/AJFySLz1WLeG3AEBVyRxUS2rXNx5KsPNVcAHg1JprTSX0TW7ld8ewkDpgf8A1qtXsEcG
XnR4WBAaXOcgmuenzJKPN+QqUJOmve2KUVvI6OnyDaDlsY6CqqW7oJFjmTlD1+lWp44NxktmZoSO
rHlqhVYbhyqsCmNuCMV0RUmvi/IbhLueRyafCyn/AE6Hi5Y4PHpXrCWphs4BlAcdScZGBXjN2pie
6QHmKckH8a9iSRrrSrdyckDqPTAqffi1aXXsFfmXLrul/X4D4rV2YOWTYDknd2qKSxcOQJkx6Zpx
lc25YOvHGAKhDySjfjOe9bpVP5vwM3GXcvWV4DJFG0oWU/OPcDqP1qFb2Ka7d5EUEklXPcVlyaDC
+p28n2q4aJR0ZuSDT5NDs7cvmBW54L9cVzqnFzenRfqHKnPb+tSWS+W9ncRxI4Q7SQKtRCOK1kuC
sasgJbI98VkHw7YwZZUDBnyc8Y9qfeaJa3NtKtuHhLAYIPvmtfZxtb9WHs0bsM0k9rwQmB0Qc4PN
JaOglK/LlgQc9elVLLQ7EwL/AKXdRuF5xL3/ACrPPh24XUTOdSnESqcEPknJrONKKjKK6jVKyaXU
2I12k4HJyTgdacJc/IAORkt6HFY08EqRx+Xqdwd3Tdz0OKo2FlqIjIa/VdrkjKZB59c1rBuSu0OM
m0b8jzSIsCMN2e/U1Z3zQWwh3FVU5Y+vtXN3661alDHPHM5OTsTGB3Oc8VM2tLNCwuYpoAByW5Vj
9aiaU2lLYmSUpWlsbVtJZyT7mUB8ffU1oxEoVaOJWXOHUD+GuCg1mB7w2+/y0GCX9M1tDX9OsAst
pMGJGZN56+1ZVabUl7N6/gZuLUlybmy0Pk3jRpwuMc9KwtQjZb3TixwfOCn8QavQ+JNMv4YZ5LiF
C/VC2Ctc74q1ee41ayXSHjkUSA5Ayoftz+dOMpqp8O6/I05pKe25t31xFCEk3bJBkqnc1La+IItW
sFis7VrqYgZfOEXjufWsufRtS1SNX1e7XehysUY+UH39a19D0x4TNBZ2ziIk8AfdNOd+RTlpYbck
uZoxphrpuLZEMSRgkMQCQPrzU2o2mrzWjCC8jkn+U4ERBwOnOfpXf6P4Nu7x1lvQba0HJDdWHtXb
WmkafbKGs9Oi44EjnBOK4MXmNGm7R1fkVKKfqeK+HtC8cXMBlNuJleTnzcqVFa1x4f8AFmlWElyt
tbyJnG2GXkknA4x616fe39tpu55L+GLu0SHGazoPEuiJM0UsrQ7juSQ981wrH4icrwpq3puZfaUX
E82vX1yBoprvw7cG32jdIgLYP5etUZ9ftDdxQQxXMZ2FpN0J4PbivbrC8inDxW93FKFPyo3O4Hms
zUfCmjX92bp0+yXRGHIHBrTD5lCPu1ouP9dhwjFRXQ8cGt2sUbCSVg24klhiorXxBZSqWW4jjOSM
Fq9cbwRo/wBllj+17mdcAkdKxrf4W6M0I23wAPRWTofzrvhm2Fejl+BfOr2ucmus2qrG/wBoVdzg
cHIrTvJV+yBRxuOMg/yrUuPhPowhy90jNuBG1MEn061fuvhjoE8SpBdfZ3BB3JUPMcJz35vwGprm
evQ4mwlVp/JOTIwxj2qZQsce5gFIPIznFdBb/Cq0tdSknTX51j2BU2nDe/8ASrafDfSbq3ZZdYvD
Lyp3Sd6bzTCqbfNvboJSSnutTlYZ47iIyROCijrnrWVPqdpEypJMqebJtHPTgnn8q6iP4TPpkL7V
S+QfdPfH0rHl8GeXNHJNpckJjfdwvBrtp4mjUXuSTNLMq3Oo6fAIzFqsZcDJ2tnn0rmdc8ZXas9t
E7SQsdhkbvkdveuvubHy58pbfKecBa5nxxZhNB88W/lkSDLEYJrRwhLV2bJaXNdoz/DHiW/t7K7t
BG1w0QZ03DO0Ed609S8Rz6fp8NzNY480YQ+ZyePTHrmuf8LeYfEM0caFi8QyAP8AZzT/ABaZv7at
4ZlZVji3hG9cmqTXLc1cH7Z0l3t+JzUyzFCWXaZpCdvc5r1Ow0zVJNPAF/EiKuQFiJPT61k+AvAt
94itn1SK1Mu2YqjOcKMYP9a9YtPA2oW8S/abiKMPhCFOcZ71zVsVRpR9+SuZVmnrHZHnVjo86LdC
51CYKzF0CHGaz7yS2t5/LmnnZ8A5L/8A1q9E1XwbqVizlYzLD1Dpz+deL+MbiWHxDJEpK7ECke/N
dVOrTqR5oO5LueoRI6uQTnYcEGq9yksVy5AaRMY5Nc/a+I5rvXdQtAcIjEqUOdwrpbaZbkJCSGfA
w3cGsk3ZVbaW1Jk2nzNeo2CUSbguST1zzUj2auqs8hBHepIIiYX2H50wfqKgSYyOyszfKela77Gq
ZJCqPcqCQMnqfpVjUpBFakwSKeNpI64quybEDiMk4yAaiuJJJ4gCqjcO64PWi12O9kYmq6tp+lTW
aXMj4K7vlXORnmkvPHWhYIgE+ABgeX/9eqvibQL+6sIr5VgjjgJRnlyBg8+nqa4swFX2tf2Q9wTx
+lZ05OzXZv8AMVGNNRs3+H/BPQNL8SWeqCdIkkyoXO5fU1uqDcWYyg27vlFeZ6Hqcekass9xeRSw
YIdYweeK7CLxXpV25SOdyn/PJhg/hWNTnT12bvcxqq07R27mwbS1t7tZHULI2D8o5OOlS3KaeN1o
sJfzOGA7VreHNAl8S6cb62KxBHMf784bIAP5c1tQ+Ckj1UNdXfCqC2wdfx9a48Ri6EJXlO7tb/Im
pG3vN7nJWejWCafLZxQq+1Qyhl6/SquoWCrbabCyraKbxNrMMDGDk17DZ6Pp9kii0sAxUYEkgH86
5z4iwafLpNvPfi3kkhuFKqFBIXnIz+VcyzNTkoQTfmaO3Kupqab4a0aCJGCm+cgHcBwa1kaOKKRF
EFoi/KR3rj9R8Z2tvElhoTCOGJcZUfoK52W7u7mJ57ksSTn962Tiuf6picRaVWTsxSm3a3+X4nfz
a9p9lbKsjvcyqdqqPu8dDXK6x4hvtVEmLgQQAcohzkViS3QubYmIk+Wei02CIhI5WkwyEnaK7sNg
adDV/EvmyYScfd/LcakAumVGY4J6t1OKCs8s720tuojBzuJxgetW2uZNm5DtC9CTVC7vJbiNPO5w
pWTHfk4/pXfCk5O8i1TTu5GhCgtcFJWJjOY3DdDWvb+P9SjXbLDHIqkAMeprlrC8+RokjXaqljx1
I9aZNtljSeFMMDlo+31qPYU5NwrRuuj9SITcG4s7OX4gX6EbLSFwT0B/+tSQ+O54oiDYRu5JYpu5
x+VcPLcSSqCVx06UxXcOGwc4xxTnleGktIamkrvVHfSeOZAsc0mnRx7SfkL/AK9Kl/4TyXaHFhEV
9Q//ANauPlkkeQRyIJBsGQ1C+XJblYosBeCCfyNYU8vw6jedPfzZFObWsludU/xBut5EdpABnj5s
/wBKZbeO7lrpnltIjlcMgOM1xotpTL5fmHdgnkU5Ldw4Yo0mOw4reeW4Vxsoo0km0enWPizRrosP
MktJAMsOgrWh1O1uF/calBID2YV5L9kunkWW3tJSXU7lA71OPDGrzFZI7CXcR1xjFefLKsLJcyny
/NCi01dI9YMoP/LS1z9a8w+NV/ap4es7K4KSfaJ+BD1GOc/pSx+EPERGRblT7mvNfiRp17pevWFn
d43CIy4BzjBNOhl1GFRSjWu10X/Dlxi5yUXfU6T4NRWU3iy+uoR5TQQAbpWyDnjAqt8XLuyPjdC8
QuJBZn5kk2qPvcYxVX4aeFtT1nTb6+tEUxmcpycHoDXPeNdOuNM8WTWt0oWRYGyAc9jXT9WpOs5q
pdpWsa01zV1vq+56r8KfEekWPgthcTvbn7QxEMbZJ4HNdRceNdFmdIoYJJCW6sOa8p8DeHdTu/DM
dzb2kksbscFa6a30ae0/eXNs0TIc8jk4qauXYOXNNyvLtc45r3XoenafrWn3ygWd7sf/AJ4y/wCF
fM/j1bPUvHGrXBv0jJnIKkdPp7V30lwkTBwpVlzjjBNeaHSbG9llur++aGWVy4UjOV7GnTwNPBS9
pGTs/mObstL/ACOg0fw1qGma+bwAG2eEgFupz6iuu0y2t7VnnKl5RkEE96vLPHHGdxRiDyvbBqr5
0Ay6RAA85U13023HkfQ2UuZty3JHkNszTbTtl6hRnFZqI/mMyphATz7VpQzEiZYguZFABPrTP3ca
kSDBUclelRTk4NwtsYqTj7tti1BZ3OoJ/osTyDjGBXY6V4QtIYYZtUTzrjHywjkcnPNTeGdUsF0u
K2t3W1KLukZxyxqTVvE1rYwOLKUXF2/G88Ba8avi8TXqOjRi46msZc2xzXxSkvIvD6WFvpMMtk+B
IEcBk57CvC7nwzfph7WzSSIjPzAbl+tem6xLczSfabmZ3LNjDsTzjt7VTtN3mEjvxg9816mFwToU
97v8xKU4NuDPOI/D+rSHC2luv1A/wqU+G9XQjebZAfT/APVXo0tmkT70yAeCPSomjid1ikIGenrX
ZFQkro1WIqtX5jY+HGqSaL4fe2vM3M4nZl5yu0gYHPToa7y41m40+zF2mnIgmORIei+1eeaY9vpG
oxyzRlo1YZjH8Q9a9bt5rO+01ZIsTWEwwyddlfNZjSpUqyqRh7rerOW3NPn/AKucFqPiTU7p2jlu
3RGHBi4H6VyXieS5Xw8QI5Z2Uj95noPeu51nw/e6PO13p8P2u0Y5ZRyQK43xNqBn8O3cf2VoSFJY
EEdxxXrYZwlFOklb+uhpJS66kFrbkRrJIpWQjJVe1WVmjzsdn+YbWBHP50ljFK8rRRxucn5AAea6
+0+HskzJcXt0tupAOwctWmIq0qcf3s9yZUm1ucYsn2OTy4QWIbazHqa1LPSby7fbaWbys/O5uAB+
NegaX4f0qAlksfPmViC7jI+vNaF5NFZoJXuoLYqMbEPUeleVLNldewg2+vmRBWSnHXucnb+BLt4A
LmeG3bqFU1mat4N1OxTzI1FxCOpjPQV0N9430uzkVI7WS4Y9Wcgj8Oa1tH17T9XXNlMYJe8Mh4NC
xmYU17WUfdN1LmR5PaweXeSLgj5GyCOc4qNS8EnzKykdjXssthp7M8ktjHHcnndsByfrWdqHh/Sd
YuoLuWQoY1CtGi/ewe9bU86pOo+dWTRlaPM7s80W3S5i38rJuwFUZzVoeHtRFu1wbcrHFyxP+Feo
2OmWenx4s7GOFepklxn86x/FF9Zf2dKBfh7roFj/AJcVMc1qTqKNCDa8xtOKvHUxvD/h+y1JXuL1
5UZDtEYGCRXTR+G9Hj+5p0xJ4zkf41ykHjG9s7XK28Cz/d3gdcd6onxdrM8q7r3aHOBtGKl4bHYi
757R7XFT96NjtYtD063lzLpbMSdqsQMH8K1Y7OCD/V2NrF7tgGvMl8V6nMfKnvHKdBgdTVTUNRup
WIN7cMQTu3SEiksrxMpclSr+ZUbp8t2eprexW0k7S30EPI9DVeXxLo6cPrKk9woIryvzI7i0/fsG
KHlieRmsuaMQnggg8gjoaqhk1KTcakndGcZ/Zf5nrreMdABI/tGZsf3Sa8R+JXiOG+8Z7rMLLCtu
RumQM2duepq+oAA4964jxKMeJGI7wn/0Gu+GVUMPecbt+Z04dKVWKa6o9b+FPiTTLTwkEvGeKZ5C
xEI2qfyrz7x/4ghvPHOoyW8MU0KJtV5YwWPy9zUnguTdoqIOzkVyOtsW1fVH77lH8hWn9n0acnVW
7FQjFzWm139yufQ3wy1awg8CacZb1LZ3BJjVcAHPpXZRXsV7cjyr2GZEXK7uAc//AKq8S8KzGPQL
W1aJSDFgZ+pNX5Z1QPsdkZPlQAmuGtk0KlT3ZNN6mLaukj1TWNO01rGa5vNNhIRSxkjA4/GvmibS
5tQuZriPyzEZCIwG+6vYV6Iddv8A7DLayXcxjkTZtZiQc15JaXYtINhOMkt+dOlhK+Hbi532t+J3
5aoyxLc3ZJdV/wAMaGo6xd2+t6qxleSPeU2FyBj29K9D0E/atCtd8YUPEu35s44/OuSufBVzNd3U
01xGsc0m4BckkV2OnKLK3ghEAXylCAZ6Cu6evM4Jt/ccVVxlFOC1t+rIkmlilIIUorcH1rSuITKy
7CQHGVyMj6VHcMquyrEABxzzUTTzPZgK2NjbQB705ObcZpWv+pHNK6kkXxG0H32I7ZJqC7mjVyFk
w+ME4rOkln8vYWL5P8XNRSytkMx3MevvW0aT5uaTKs73Y1hJIcSyE7Tnk0+J2ZsRgkBgc4qWxhWe
/COGKhS2PXjNbdsQLRWijRWKsvA571cp20RtGN9WZscpa8ZS4KlC7HGeg9/pXFeKtbCa7GtvEYbl
UAWVumfoeK7G3sS1+FlbbGsbbiTgnqaz/F2hWOtoht5drIvyvjofQ1zShGdTT5mcVHnu1dLfzMXw
5rraojRXkub1OOf4h7V3egeJ7jQLnagMkDf6yI9PqK8P3XFndFh8t3avyRwWFejadewarYx3UD5O
AHHcGtnThUg6c1oazgoW5duh7dp3iTSb7BgvBazHrFIeP8KyviBpv9o+E7yRJLZGRNxeIAluRxXn
MGl3l9MZIoHx2ZuB+tGqpc2Wm3Aub51TBUrvO0n0ryf7IjCop0p28ibLpoev6FYix0q3H+jM4XJm
cANzVTV/Fen6TwrLe3RP1AryzTb+e70yMi9mZSoB/eGrIgBiD7uRxyKKeTx5+atLmFY6ObxTqOoJ
LIkwt8nOE74Fcjd3U87M007F88AsTmr9ptiJXcpDcHIprQRuhLR5cMWI24x2r0aFOnQk4xSRK3cS
hHOEwkgBU/mKcZJLScPE7KQdyspxU8lkqgtOhTPA9eamWzS4hSJEk3qM5PQj0rWpKNN83R7/AOZn
Jcj5uhs2XxB1S1jEcoS4UDjeOfzru9F1i01eJbm0ZIrkj95C/Ga8xtbaC3P7+MfdOc1D5jwTieza
RXIONpxiuHE5ZQrq8Fyvujbdanq+tacusw+U9zPZygcYYhT9e1cNe+EdV0+4V0iFzD/E0Z5q7pXj
S8gjWHUIluY+g/vV09n4g0q4XMV61u38SP2/PivNj9ewPu25oj19TzvVNPuLSQQSwts3E9uM9KqL
a/ZSCw8xVPQda6vxNqFrNdq9tOLtgAHwOK57It1lkkJ+ZgdvXj2r0cNWbpc9rN3ujCNoXa3vsZ0g
ZJmuPLCIW+VW9KlUfbS6mEl8cMO9TvJFK48uIucdD1H4VFLevYzJtBJdcbP64rpc5VfgVmu/+Q3e
prHSxDDBHbTbJudwwyYqzc2tpPbogXy+TtK845qKQGdTKqtlj8wYd6Qefbo0csXJ5DelOEOf3m3f
9QhTUtW9RYbG0jUuJN5HA3Z5NcH4o0m9m1pJ4bZmjMTDchzzg136Ro/zlzheSo61HuB5CsByM9Mc
VU1NRdpX9TSLlSaqLW2pyXgezmt9OdZ4JEbzDgMMcVzOp2lnDeaj9puiXLgssQyV54616B57qDud
ic/dzXmusj/icamnqQePoDV1IzcVd2WmwYdSlPe2j/JnpmgywNaWvlxHYqZDOeeKuiGK5kPlvsYn
o3SsLwrdKdHst2eVw30zWtNE9ru3DO7oQelNU7VHZtOyOZU/fepkeKILoaPItqwaQsACrhf51wdz
oswaNJp4YpEQKyO3IP4V1HjKR10ZACR+9BBFYl5olxrNwby2aPkBZNzAHeOv9KyrzlCa5pWXexqn
KFNtvTRX+89KyxClSSh9qcsnljMhB5zx1pEB28nj0NV5xlSTuHPBHpXXvuaMuyHzpJSFyPT61Gqe
XaEqTuYjg9uKSKVjAiyMFIGFYd/rUUrSLEscgYO5yeegFct9I03vp+BheyUXuQ+eZFyenTA7mmJ8
pG4j/CmNE6glVBycYzSxxP5kZbnOcgH2rqubF6wcR3YZWUZzkMe2MVsIYIIgPMxgfLg9ecmsK3hY
kiQHyl6MBy3sKlZT5qyMxVeiqegFclS85Wj8w5m/diRX0kk9yoQ8joFPSmW5lkV02Z56etOML/bG
VWGeoA7g1ZRVgAkOBtBJ5/pW8UoqyGlbRHIeLfD0jKdWtk2zoPnjHO4CuU03U5dMuDc2xJiY/vYf
SvVDf27k72LeoxXn/iOwRfEQ+xQP5NymGCoevf8ApUy0943pSUv3ctn+DPT/AA74o83S4tyrJE4y
hJ5HtTtbuH1PTWV4YW2oRwvf1rj/AAJDdfYzBNCV2OSBJxxXTS2l5aWt0IUWTzATtLjpWMp007qS
MfbR2uZelR7NIspFGFaMEgfStPzxggk7WHy1naBNJPotkJTECsaqqp1PHf3rqrPQhdRngiZFyFcc
Y9OKt1EujYufsjNtoQEMkg5BGMcmqHiXxF/wj88ErWssizdQvartxcSW0jRRjbt4IrI1e2l1dInM
oCRjZIjDOQe/1zWFVTbU3G62InunJaEEPxE0m5QrMHhcngOpOK27XU/P2ywXUc68EBCOnfivOL/w
nq9qzNHCl3B1UgDOPw71VstKv4p1ME/2GYnhHlA/8d61SdKOr/z/AOCactFrmjJfPR/r+Z7BJJGz
xiV18wngHpj3qByFjlllVSc7Y9pwfyqGdXeCIMytNsUE7gO3+NJ/yz2XMgx2ZOSKVKajFNO9+nX5
HNGoopNO/kMiuJTOuxMIp+6B1qRxtOJnIQ/NsB5/OniOeeRIbaFmJ7oMlqvx+BtfuVBaDaD/AH3F
aSrU3rOSivXU0jzTV1sYYvZBd/usLDuwVA7e5p07PGw2yEoRwSecV1MPw21P/lrcwRZ9TmnP4A1G
CFY/Pgk3NtVvSsPruDhK8ZLzD2fI7pHLeav2dLgSkTh9uBjpV6PTria5N00DpuHHmdCfatj/AIVn
qLuzPeW6ZOa6m08NxQWMFtdag0jRAD5MEZrLEZhhovmjPXyNeVbydjz/AMiWzlWJwMtzhn7GjU5U
BXGSRxjFd1rHh3SpIpLsvN5safKdvAx+FcBMfOfa2GU9GzyKWFxSrTcoapb6WM7tS0d0VoXK7mzz
j1qdHAZMhSWOOO56f/XqvLbupCAcg9emaktCqyBdxChhkY75r0ptSg2uxb1iyK50G8jzK7IFY9c5
4zXCazZWMOt3Hn3UfmNGSy7G7D2r0me5aRjAZCSGLfh6V5b4nQJ4nnAOf3Df+gmsXCcqd3J/h/kb
4S8ZwSf4L9TqvDttDJosEkEheMHau0Efzrfu7BkuFdmYQkgtg5IH0rza11q8sdAsLSwlxcSy5Axn
HTFdTpOu6he6teRMvmW0OF83B6kdPSk4NVFZ62e/yMXUrKSkpf5dOhQ8axxNp4QS4QSja7A81xs4
vY7mUQzBULZ4kArufGN/5GlqY4ow/mAcrnH51xV5rV4t3IFaMDP/ADyX/Cqmqjklb7zZVFOjLnh1
Wzt38mj1xDv3KOOcGlVQGVCQTn/PFFFdLMUS+Wox8nA7HpTbkBVibIJYHnrRRWMvij6/oyZrWP8A
XQgG0fewOKqiZvM2RQNI56BRk/jRRWjejKLtyXiWCIlV29VweCaik8+RDGkbyY4AI6UUVhB8tJMh
Plp3RLDFJI6KI8SdPmYCraW8OHDks5ByB2oorCjVnWm4t2t2MadWVSTTdjDl+zw7vKgLkd5D/hXD
61rN6+sOhk2RwIWVFAHI9+tFFdc6MFHXX11OjDU4qqnv6nTeA9Ouv7Pa/eYv5xPykknFdnF8rx+c
4wfkKZ9fWiilu7F2sjkbJfst3fWeQohnIQqeik8Y/KtmK5uEbzY7qYLu5JOKKK1sRcJLqNrk8k8/
xc1JEc+euAPlx+tFFRWVoaeX5kVNYkZOQEO7Hpmq09lbiRJWjVivKsetFFapLctpFm6kDRxgnB28
EDrVaMM2VUFj7c0UVnCXLR5l5/mc6doXNXTdRfSLlbhJBvQ5CDkn2Nd9D400drKKW6upzI4yVC/4
CiivOrYGlinCpU3fYVPdPuV5PH2ixthLSeTPcsR/Oi98baKoMJt5VkIzkOTiiih5NhNrP7zdqLVr
IVfHGm5ZU06aRk4OHqnJ8QZpLpYbHTUjjbPzS8k0UUqWWYZRUuXoOn8KditP4w1G+t3gZYQrAhwq
n/GuZdXKrgAH3oorooUoUpSUFbb9SlrN/L9R9zAzW8M24sBwcUyF1aUFYd4GMGiirhtJdiVo5RQy
WRTfE4wcEYA9q8/8R6fcz+JZnjhdUMJBd+FHB70UVlVrShTVuwoVZQnG3kVdI0thq+nma4tgIwMB
ZlJPJ5611vh6NodEliikjdWuHeR4yCe2KKKxp15utd+X5sx9tO0UYPjK+t7jTo44po2beMqGBNcb
fDF7N/vUUV6cviR2x/gy9V+TP//Z