20251202
10234800
1.0
FALSE
TreeLack_Hotspots
002
Projected
GCS_WGS_1984
Linear Unit: Meter (1.000000)
Calgary 3TM WGS 1984 W114
<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/3.5.0'><WKT>PROJCS["Calgary 3TM WGS 1984 W114",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Transverse_Mercator"],PARAMETER["False_Easting",0.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-114.0],PARAMETER["Scale_Factor",0.9999],PARAMETER["Latitude_Of_Origin",0.0],UNIT["Meter",1.0]]</WKT><XOrigin>-5622600</XOrigin><YOrigin>-10001100</YOrigin><XYScale>10000</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.001</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision></ProjectedCoordinateSystem>
<CIMChart xsi:type='typens:CIMChart' 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/3.5.0'><Name>Histogram of Hot Spot Analysis Variable</Name><Series xsi:type='typens:ArrayOfCIMChartSeries'><CIMChartSeries xsi:type='typens:CIMChartHistogramSeries'><Name>Tree Lack</Name><UniqueName>Series0</UniqueName><Fields xsi:type='typens:ArrayOfString'><String>Tree_Lack</String></Fields><OrderFields xsi:type='typens:ArrayOfString'></OrderFields><GroupFields xsi:type='typens:ArrayOfString'></GroupFields><ShowLabels>false</ShowLabels><HorizontalAxis>0</HorizontalAxis><VerticalAxis>1</VerticalAxis><ColorType>SingleColor</ColorType><FieldAggregation xsi:type='typens:ArrayOfString'></FieldAggregation><OrderFieldsSortTypes xsi:type='typens:ArrayOfInt'></OrderFieldsSortTypes><Visible>true</Visible><MultiSeries>false</MultiSeries><BinCount>11</BinCount><ShowMean>true</ShowMean><ShowMedian>true</ShowMedian><ShowStandardDeviation>true</ShowStandardDeviation><FillSymbolProperties xsi:type='typens:CIMChartFillSymbolProperties'><Color xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>166</Double><Double>206</Double><Double>227</Double><Double>70</Double></Values></Color><Opacity>0</Opacity><Visible>true</Visible></FillSymbolProperties><MeanLineSymbolProperties xsi:type='typens:CIMChartLineSymbolProperties'><Visible>true</Visible><Width>2</Width><Style>Solid</Style><Color xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>0</Double><Double>92</Double><Double>230</Double><Double>100</Double></Values></Color></MeanLineSymbolProperties><MedianLineSymbolProperties xsi:type='typens:CIMChartLineSymbolProperties'><Visible>true</Visible><Width>2</Width><Style>Solid</Style><Color xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>132</Double><Double>0</Double><Double>168</Double><Double>100</Double></Values></Color></MedianLineSymbolProperties><StandardDeviationLineSymbolProperties xsi:type='typens:CIMChartLineSymbolProperties'><Visible>true</Visible><Width>2</Width><Style>Solid</Style><Color xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>156</Double><Double>156</Double><Double>156</Double><Double>100</Double></Values></Color></StandardDeviationLineSymbolProperties><ShowComparisonDistribution>false</ShowComparisonDistribution><DataTransformationType>None</DataTransformationType><DataTransformationParameters xsi:type='typens:ArrayOfDouble'></DataTransformationParameters><DistributionLineSymbolProperties xsi:type='typens:CIMChartLineSymbolProperties'><Visible>true</Visible><Width>2</Width><Style>Solid</Style><Color xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>104</Double><Double>104</Double><Double>104</Double><Double>100</Double></Values></Color></DistributionLineSymbolProperties></CIMChartSeries></Series><GeneralProperties xsi:type='typens:CIMChartGeneralProperties'><Title>Histogram of Tree Lack</Title><ShowTitle>true</ShowTitle><UseAutomaticTitle>false</UseAutomaticTitle><ShowSubTitle>true</ShowSubTitle><ShowFooter>true</ShowFooter><TitleText xsi:type='typens:CIMChartTextProperties'><FontFillColor xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>68</Double><Double>68</Double><Double>68</Double><Double>100</Double></Values></FontFillColor><FontFamilyName>Segoe UI</FontFamilyName><FontItalic>false</FontItalic><FontSize>16</FontSize><FontWeight>Normal</FontWeight><TextCase>Normal</TextCase><TextUnderline>false</TextUnderline><TextStrikethrough>false</TextStrikethrough><TextOverline>false</TextOverline><Visible>true</Visible></TitleText><SubTitleText xsi:type='typens:CIMChartTextProperties'><FontFillColor xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>68</Double><Double>68</Double><Double>68</Double><Double>100</Double></Values></FontFillColor><FontFamilyName>Segoe UI</FontFamilyName><FontItalic>false</FontItalic><FontSize>12</FontSize><FontWeight>Normal</FontWeight><TextCase>Normal</TextCase><TextUnderline>false</TextUnderline><TextStrikethrough>false</TextStrikethrough><TextOverline>false</TextOverline><Visible>true</Visible></SubTitleText><FooterText xsi:type='typens:CIMChartTextProperties'><FontFillColor xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>68</Double><Double>68</Double><Double>68</Double><Double>100</Double></Values></FontFillColor><FontFamilyName>Segoe UI</FontFamilyName><FontItalic>false</FontItalic><FontSize>12</FontSize><FontWeight>Normal</FontWeight><TextCase>Normal</TextCase><TextUnderline>false</TextUnderline><TextStrikethrough>false</TextStrikethrough><TextOverline>false</TextOverline><Visible>true</Visible></FooterText><BackgroundSymbolProperties xsi:type='typens:CIMChartFillSymbolProperties'><Color xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>255</Double><Double>255</Double><Double>255</Double><Double>100</Double></Values></Color><Opacity>0</Opacity><Visible>true</Visible></BackgroundSymbolProperties><GridLineSymbolProperties xsi:type='typens:CIMChartLineSymbolProperties'><Visible>true</Visible><Width>1</Width><Style>Solid</Style><Color xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>225</Double><Double>225</Double><Double>225</Double><Double>100</Double></Values></Color></GridLineSymbolProperties></GeneralProperties><Legend xsi:type='typens:CIMChartLegend'><Visible>true</Visible><ShowTitle>true</ShowTitle><Alignment>Right</Alignment><LegendText xsi:type='typens:CIMChartTextProperties'><FontFillColor xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>68</Double><Double>68</Double><Double>68</Double><Double>100</Double></Values></FontFillColor><FontFamilyName>Segoe UI</FontFamilyName><FontItalic>false</FontItalic><FontSize>10</FontSize><FontWeight>Normal</FontWeight><TextCase>Normal</TextCase><TextUnderline>false</TextUnderline><TextStrikethrough>false</TextStrikethrough><TextOverline>false</TextOverline><Visible>true</Visible></LegendText><LegendTitle xsi:type='typens:CIMChartTextProperties'><FontFillColor xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>68</Double><Double>68</Double><Double>68</Double><Double>100</Double></Values></FontFillColor><FontFamilyName>Segoe UI</FontFamilyName><FontItalic>false</FontItalic><FontSize>10.800000000000001</FontSize><FontWeight>Normal</FontWeight><TextCase>Normal</TextCase><TextUnderline>false</TextUnderline><TextStrikethrough>false</TextStrikethrough><TextOverline>false</TextOverline><Visible>true</Visible></LegendTitle></Legend><Axes xsi:type='typens:ArrayOfCIMChartAxis'><CIMChartAxis xsi:type='typens:CIMChartAxis'><Visible>true</Visible><IsLogarithmic>false</IsLogarithmic><Title>Tree Lack</Title><ShowTitle>true</ShowTitle><UseAutomaticTitle>false</UseAutomaticTitle><ValueFormat>N2</ValueFormat><DateTimeFormat>M/d/yyyy</DateTimeFormat><CalculateAutomaticMinimum>true</CalculateAutomaticMinimum><CalculateAutomaticMaximum>true</CalculateAutomaticMaximum><Minimum></Minimum><Maximum></Maximum><TitleText xsi:type='typens:CIMChartTextProperties'><FontFillColor xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>68</Double><Double>68</Double><Double>68</Double><Double>100</Double></Values></FontFillColor><FontFamilyName>Segoe UI</FontFamilyName><FontItalic>false</FontItalic><FontSize>12</FontSize><FontWeight>Normal</FontWeight><TextCase>Normal</TextCase><TextUnderline>false</TextUnderline><TextStrikethrough>false</TextStrikethrough><TextOverline>false</TextOverline><Visible>true</Visible></TitleText><LabelText xsi:type='typens:CIMChartTextProperties'><FontFillColor xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>68</Double><Double>68</Double><Double>68</Double><Double>100</Double></Values></FontFillColor><FontFamilyName>Segoe UI</FontFamilyName><FontItalic>false</FontItalic><FontSize>10</FontSize><FontWeight>Normal</FontWeight><TextCase>Normal</TextCase><TextUnderline>false</TextUnderline><TextStrikethrough>false</TextStrikethrough><TextOverline>false</TextOverline><Visible>true</Visible></LabelText><LabelCharacterLimit>11</LabelCharacterLimit><ZoomStartPosition>0</ZoomStartPosition><ZoomEndPosition>1</ZoomEndPosition><Inverted>false</Inverted><LabelAngle>0</LabelAngle><UseAutomaticLabelAngle>true</UseAutomaticLabelAngle><UseAutomaticInterval>true</UseAutomaticInterval><Interval>0</Interval></CIMChartAxis><CIMChartAxis xsi:type='typens:CIMChartAxis'><Visible>true</Visible><IsLogarithmic>false</IsLogarithmic><ShowTitle>true</ShowTitle><UseAutomaticTitle>true</UseAutomaticTitle><ValueFormat>N2</ValueFormat><DateTimeFormat>M/d/yyyy</DateTimeFormat><CalculateAutomaticMinimum>true</CalculateAutomaticMinimum><CalculateAutomaticMaximum>true</CalculateAutomaticMaximum><Minimum></Minimum><Maximum></Maximum><TitleText xsi:type='typens:CIMChartTextProperties'><FontFillColor xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>68</Double><Double>68</Double><Double>68</Double><Double>100</Double></Values></FontFillColor><FontFamilyName>Segoe UI</FontFamilyName><FontItalic>false</FontItalic><FontSize>12</FontSize><FontWeight>Normal</FontWeight><TextCase>Normal</TextCase><TextUnderline>false</TextUnderline><TextStrikethrough>false</TextStrikethrough><TextOverline>false</TextOverline><Visible>true</Visible></TitleText><LabelText xsi:type='typens:CIMChartTextProperties'><FontFillColor xsi:type='typens:CIMRGBColor'><Values xsi:type='typens:ArrayOfDouble'><Double>68</Double><Double>68</Double><Double>68</Double><Double>100</Double></Values></FontFillColor><FontFamilyName>Segoe UI</FontFamilyName><FontItalic>false</FontItalic><FontSize>10</FontSize><FontWeight>Normal</FontWeight><TextCase>Normal</TextCase><TextUnderline>false</TextUnderline><TextStrikethrough>false</TextStrikethrough><TextOverline>false</TextOverline><Visible>true</Visible></LabelText><LabelCharacterLimit>11</LabelCharacterLimit><ZoomStartPosition>0</ZoomStartPosition><ZoomEndPosition>1</ZoomEndPosition><Inverted>false</Inverted><LabelAngle>0</LabelAngle><UseAutomaticLabelAngle>true</UseAutomaticLabelAngle><UseAutomaticInterval>true</UseAutomaticInterval><Interval>0</Interval></CIMChartAxis></Axes><MapSelectionHandling>Highlight</MapSelectionHandling><EnableServerSideProcessing>false</EnableServerSideProcessing><ChartType>Basic</ChartType></CIMChart>
20251204
15401500
20251204
15401500
Esri ArcGIS 13.5.2.57366
TreeLack_Hotspots
GEOS450
Calgary
Trees
File Geodatabase Feature Class
dataset
0
Simple
FALSE
0
TRUE
FALSE
TreeLack_Hotspots
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.
ORIG_FID
ORIG_FID
SmallInteger
2
0
0
Tree_Lack
Tree Lack
Single
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.
Shape_Area
Shape_Area
Double
8
0
0
Area of feature in internal units squared.
Esri
Positive real numbers that are automatically generated.
20251204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