20210104
14393700
1.0
FALSE
Contour Lambnavd88.tif D:\Lamb\LambSodaD2M\LambSodaD2M.gdb\Contour_Lambnav1 2 0 1 Contour #
UpdateSchema "CIMDATA=<CIMStandardDataConnection xsi:type='typens:CIMStandardDataConnection' 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'><WorkspaceConnectionString>DATABASE=D:\Lamb\LambSodaD2M\LambSodaD2M.gdb</WorkspaceConnectionString><WorkspaceFactory>FileGDB</WorkspaceFactory><Dataset>Contour_Lambnav1</Dataset><DatasetType>esriDTFeatureClass</DatasetType></CIMStandardDataConnection>" <operationSequence><workflow><AddField><field_name>length_ft</field_name><field_type>FLOAT</field_type><field_alias>length_ft</field_alias><field_is_nullable>True</field_is_nullable><field_is_required>False</field_is_required></AddField></workflow></operationSequence>
CalculateGeometryAttributes Contour_Lambnav1 "length_ft LENGTH_GEODESIC" "Feet (United States)" # GEOGCS['GCS_NAD_1983_2011',DATUM['D_NAD_1983_2011',SPHEROID['GRS_1980',6378137.0,298.257222101]],PRIMEM['Greenwich',0.0],UNIT['Degree',0.0174532925199433]],VERTCS['EGM96_Geoid',VDATUM['EGM96_Geoid'],PARAMETER['Vertical_Shift',0.0],PARAMETER['Direction',1.0],UNIT['Meter',1.0]] "Same as input"
SmoothLine Contour_Lambnav1 D:\Lamb\LambSodaD2M\LambSodaD2M.gdb\Contour_Lambnav1_SmoothLine2 "Polynomial Approximation with Exponential Kernel (PAEK)" "10 Feet" FIXED_CLOSED_ENDPOINT "Do not check for topological errors" #
Clip Contour_Lambnav1_SmoothLine2 box D:\Lamb\LambSodaD2M\LambSodaD2M.gdb\Contour_Lambnav1_SmoothLine21_clipped #
CalculateGeometryAttributes Contour_Lambnav1_SmoothLine21_clipped "length_ft LENGTH_GEODESIC" "Feet (United States)" # GEOGCS['GCS_NAD_1983_2011',DATUM['D_NAD_1983_2011',SPHEROID['GRS_1980',6378137.0,298.257222101]],PRIMEM['Greenwich',0.0],UNIT['Degree',0.0174532925199433]],VERTCS['EGM96_Geoid',VDATUM['EGM96_Geoid'],PARAMETER['Vertical_Shift',0.0],PARAMETER['Direction',1.0],UNIT['Meter',1.0]] "Same as input"
Contour_Lambnav1_SmoothLine21_clipped
002
file://\\DESKTOP-M9B4QPK\D\Lamb\LambSodaD2M\LambSodaD2M.gdb
Local Area Network
Geographic
GCS_NAD_1983_2011
Angular Unit: Degree (0.017453)
<GeographicCoordinateSystem xsi:type='typens:GeographicCoordinateSystem' 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>GEOGCS["GCS_NAD_1983_2011",DATUM["D_NAD_1983_2011",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433],AUTHORITY["EPSG",6318]],VERTCS["EGM96_Geoid",VDATUM["EGM96_Geoid"],PARAMETER["Vertical_Shift",0.0],PARAMETER["Direction",1.0],UNIT["Meter",1.0],AUTHORITY["EPSG",5773]]</WKT><XOrigin>-400</XOrigin><YOrigin>-400</YOrigin><XYScale>11258999068426.238</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>8.9831528411952133e-09</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><LeftLongitude>-180</LeftLongitude><WKID>104145</WKID><LatestWKID>6318</LatestWKID><VCSWKID>5773</VCSWKID><LatestVCSWKID>5773</LatestVCSWKID></GeographicCoordinateSystem>
{"type":"CIMLayerDocument","version":"2.7.0","build":26828,"layers":["CIMPATH=Map4/26ae66fd35414516bcf2fa6a2d534756.xml"],"layerDefinitions":[{"type":"CIMFeatureLayer","name":"Contour_Lambnav1_SmoothLine21_clipped","uRI":"CIMPATH=Map4/26ae66fd35414516bcf2fa6a2d534756.xml","sourceModifiedTime":{"type":"TimeInstant"},"useSourceMetadata":true,"description":"Contour_Lambnav1","layerElevation":{"type":"CIMLayerElevationSurface","mapElevationID":"{A2431268-349E-45CB-86A7-2188603DE5C3}"},"expanded":true,"layer3DProperties":{"type":"CIM3DLayerProperties","castShadows":true,"isLayerLit":true,"layerFaceCulling":"None","maxDistance":-1,"minDistance":-1,"preloadTextureCutoffHigh":0,"preloadTextureCutoffLow":0.25,"textureCutoffHigh":0.25,"textureCutoffLow":1,"useCompressedTextures":true,"verticalExaggeration":1,"exaggerationMode":"ScaleZ","verticalUnit":{"uwkid":9001},"lighting":"OneSideDataNormal"},"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":"Id","editable":true,"dataConnection":{"type":"CIMStandardDataConnection","workspaceConnectionString":"DATABASE=D:\\Lamb\\LambSodaD2M\\LambSodaD2M.gdb","workspaceFactory":"FileGDB","dataset":"Contour_Lambnav1_SmoothLine21_clipped","datasetType":"esriDTFeatureClass"},"studyAreaSpatialRel":"esriSpatialRelUndefined","searchOrder":"esriSearchOrderSpatial"},"htmlPopupEnabled":true,"selectable":true,"featureCacheType":"Session","displayFiltersType":"ByScale","featureBlendingMode":"Alpha","labelClasses":[{"type":"CIMLabelClass","expressionTitle":"Custom","expression":"[Contour] & \" ft\"","expressionEngine":"VBScript","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":19,"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":"Contour","linePlacementMethod":"CenteredCurvedOnLine","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":"Bold","fontType":"Unspecified","haloSize":1,"haloSymbol":{"type":"CIMPolygonSymbol","symbolLayers":[{"type":"CIMSolidFill","enable":true,"color":{"type":"CIMRGBColor","values":[255,255,255,38.5]}}]},"height":8,"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]}}]},"symbol3DProperties":{"type":"CIM3DSymbolProperties","dominantSizeAxis3D":"Z","rotationOrder3D":"YXZ","scaleZ":1,"scaleY":1},"textCase":"Normal","textDirection":"LTR","verticalAlignment":"Bottom","verticalGlyphOrientation":"Right","wordSpacing":100,"billboardMode3D":"FaceNearPlane"}},"useCodedValue":true,"visibility":true,"iD":-1}],"labelVisibility":true,"renderer":{"type":"CIMClassBreaksRenderer","barrierWeight":"High","breaks":[{"type":"CIMClassBreak","label":"70.000000 - 108.000000","patch":"Default","symbol":{"type":"CIMSymbolReference","symbol":{"type":"CIMLineSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"capStyle":"Round","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":1,"color":{"type":"CIMRGBColor","values":[8,48,107,100]}}]}},"upperBound":108},{"type":"CIMClassBreak","label":"108.000001 - 132.000000","patch":"Default","symbol":{"type":"CIMSymbolReference","symbol":{"type":"CIMLineSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"capStyle":"Round","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":1,"color":{"type":"CIMRGBColor","values":[55,135,192.330000000000013,100]}}]}},"upperBound":132},{"type":"CIMClassBreak","label":"132.000001 - 146.000000","patch":"Default","symbol":{"type":"CIMSymbolReference","symbol":{"type":"CIMLineSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"capStyle":"Round","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":1,"color":{"type":"CIMRGBColor","values":[171.330000000000013,207.669999999999987,229.669999999999987,100]}}]}},"upperBound":146},{"type":"CIMClassBreak","label":"146.000001 - 180.000000","patch":"Default","symbol":{"type":"CIMSymbolReference","symbol":{"type":"CIMLineSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"capStyle":"Round","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":1,"color":{"type":"CIMRGBColor","values":[247,251,255,100]}}]}},"upperBound":180}],"classBreakType":"GraduatedColor","classificationMethod":"NaturalBreaks","colorRamp":{"type":"CIMMultipartColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"colorRamps":[{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"fromColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[247,251,255,100]},"toColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[222,235,247,100]}},{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"fromColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[222,235,247,100]},"toColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[198,219,239,100]}},{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"fromColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[198,219,239,100]},"toColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[158,202,225,100]}},{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"fromColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[158,202,225,100]},"toColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[107,174,214,100]}},{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"fromColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[107,174,214,100]},"toColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[66,146,198,100]}},{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"fromColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[66,146,198,100]},"toColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[33,113,181,100]}},{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"fromColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[33,113,181,100]},"toColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[8,81,156,100]}},{"type":"CIMLinearContinuousColorRamp","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"fromColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[8,81,156,100]},"toColor":{"type":"CIMRGBColor","colorSpace":{"type":"CIMICCColorSpace","url":"Default RGB"},"values":[8,48,107,100]}}],"weights":[0.125,0.125,0.125,0.125,0.125,0.125,0.125,0.125]},"field":"Contour","minimumBreak":70,"numberFormat":{"type":"CIMNumericFormat","alignmentOption":"esriAlignLeft","alignmentWidth":0,"roundingOption":"esriRoundNumberOfDecimals","roundingValue":6,"zeroPad":true},"showInAscendingOrder":true,"heading":"Contour","sampleSize":10000,"defaultSymbolPatch":"Default","defaultSymbol":{"type":"CIMSymbolReference","symbol":{"type":"CIMLineSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"capStyle":"Round","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":1,"color":{"type":"CIMRGBColor","values":[130,130,130,100]}}]}},"defaultLabel":"\u003cout of range\u003e","polygonSymbolColorTarget":"Fill","normalizationType":"Nothing","exclusionLabel":"\u003cexcluded\u003e","exclusionSymbol":{"type":"CIMSymbolReference","symbol":{"type":"CIMLineSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"capStyle":"Round","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":1,"color":{"type":"CIMRGBColor","values":[255,0,0,100]}}]}},"useExclusionSymbol":false,"exclusionSymbolPatch":"Default"},"scaleSymbols":true,"snappable":true}]}
20210105
07450100
20210105
07450100
CONTOUR
Microsoft Windows 10 Version 10.0 (Build 19042) ; Esri ArcGIS 12.7.0.26828
LambContours_WFL1
3d
3d
File Geodatabase Feature Class
dataset
EPSG
8.2.2(10.2.1)
0
Simple
FALSE
0
TRUE
FALSE
Contour_Lambnav1_SmoothLine21_clipped
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.
Id
Id
Integer
4
0
0
Contour
Contour
Double
8
0
0
length_ft
length_ft
Single
4
0
0
InLine_FID
InLine_FID
Integer
4
0
0
Shape_Length
Shape_Length
Double
8
0
0
Length of feature in internal units.
Esri
Positive real numbers that are automatically generated.
20210105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