New_Wards_2018
2018-06-08
2018-06-08
Polygon data displaying the
Town of Oakville Wards (2018 Term of Office). While the municipal election
will be run based on the news wards, the new wards do not come into effect
until December 1, 2018.
Version 6.2 (Build 9200) ; Esri ArcGIS 10.6.0.8321
-79.8497
-79.5895
43.3449
43.5697
<p style='text-indent:-18.0pt;mso-list:l0 level1 lfo1'><span style='font-size:10.0pt;font-family:"Verdana",sans-serif;mso-fareast-font-family:
Verdana;mso-bidi-font-family:Verdana;color:#333333;mso-ansi-language:EN-US'><span style='mso-list:Ignore'>1.<span style='font:7.0pt "Times New Roman"'>
</span></span></span><span style='mso-ansi-language:EN-US'><a href='https://www.oakville.ca/data/open_data_licence.html'><span style='background:white;text-decoration:none;text-underline:none'>https://www.oakville.ca/data/open_data_licence.html</span></a></span><span style='font-size:10.0pt;font-family:"Verdana",sans-serif;color:#333333;
mso-ansi-language:EN-US'></span></p>
2018 Ward Boundaries
Town of Oakville
File Geodatabase Feature Class
0
New_Wards_2018
Feature Class
0
OBJECTID
OBJECTID
Internal feature number.
Esri
OID
4
0
0
Sequential unique whole numbers that are automatically generated.
Shape
Shape
Feature geometry.
Esri
Geometry
0
0
0
Coordinates defining the features.
Ward
Ward
The administrative divisions of the Town of Oakville that elects and is represented by a councilor.
SmallInteger
2
0
0
Boundary_Details
Boundary Details
A description of the geographic boundary for each ward.
String
500
0
0
Shape_Length
Shape_Length
Length of feature in internal units.
Esri
Double
8
0
0
Positive real numbers that are automatically generated.
Shape_Area
Shape_Area
Area of feature in internal units squared.
Esri
Double
8
0
0
Positive real numbers that are automatically generated.
EPSG
6.13(3.0.1)
FGDC CSDGM Metadata
2018-06-07
16141800
2018-06-08
15:10:15.67
FALSE
2018-06-07
16241800
1.0
FGDC
editor:esri.dijit.metadata.editor
002
New_Wards_2018
Projected
GCS_North_American_1983
NAD_1983_UTM_Zone_17N
Linear Unit: Meter (1.000000)
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dataset
2018-06-07
1528469389109r11431490270476652
Simple
FALSE
0
TRUE
FALSE
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L8iEZAB7n3I/IH3qBpYjdCKYt5SgMcIW3Njocfh16/TrYW4XD4uY2QnOJ1KHHpzjI6/n3xzMr7DlGSjotyyHaBsPuZDwHPJHs3+P5+8b+Q2X+2uMndhXB/Dp0pFuJN+GiZFZsROGLhx6nH3f8+lWNzHtgjkAZNRexzepAWnlAAXZGTnc5DHHUcDjHbn+nK/ZYtgWRWnIOcyHcfwzwOnbH9al5U52+/8Ak0DEilSMgjofSi4Eaq1suX+ZCOcfwegHqOf8jogIlk8x8+UhyAR95v734dvz9Kbk3JeEEtEjYdj/ABf7P+J/CnDKMHB3RliwXuTycgd/p7ZHI5YyG607z0j2ymGQYyQM889vU55+lNitbd0iikgUSRnlXAfH49DnOfTOR1Bq80ihC45J4XB4J/z1pEXaTk/MTnPf/wCtRfSxSk1sx5AA2kADt/ntTTtdSGHynjGOPpzQPl7LgdO1UtSjMluuxDIFOSmdu7g46++KEruwkZ98FtbpY4lBcrujBOCgLAEDjj/62DxyJYidqyS44BIOR36n+f5n14rW8SCVsIiOeWUrsOOcA+uMkZ/nlquwQ/arkRkERoN0n+1noP05+nvXrUk1FRvc4qi5qjbVl1/rzLNtbCbE0wJX/lmjenqR6+npx3q/RRXdGKirI5Zzcn5BRRRVEGGkiyxh0yC4wgJwyn3weMc55pywx2ECQxR7UT5Y0BOT368n15NcjJ8RdAS9E0EtwUcYkBiOc8YP8/8A6/Z6/Efw85aSSa6Vx8sYWI8D/P8AIVFWlVjH3Ytsqg6Mpe/JJHYxxFBuZtzn77H1/oP8KcAyt8pwp7elcZD8StBMeJJJ0YMSQIiVPOeOc/5NPPxJ8OtgNLOAB18k5zXlPB4lu7g/uPV+t0P50deXJ+WPkN6ZyPw/+v2pAu0EEZDDHtXKL8SvDYGPNuMf9cTSH4l+HSc+bcdf+eJ9aX1LEfyP7g+t0P519504LWyhTt8gcBicbB2H07U93fzFiRTufqy/wD39M849/wAc8uvxL8Mj70l0ef4Yev8An/PSo4PiL4ZgTCzXGCASvkHg88A+mTwO2TVfUcRvyMf1uh/OvvOxQBVCYIAGPXilCqQMqox06cfnXHn4l+HSR+9uPxhNJ/wsrw7nKyXAPr5RqPqeJ/59v7hfXKH86+865WMDHaHaJ1IIRsFSecrnp79OeaWG9CQiExSF1JQFYyFwOAecY47DP1rkT8S/D2f9ZMevWI/4UD4leHN2TLcZ9fJ/wxR9RxD+w/uG8Xh5auS+8683MiuSYyI8/eDZbpydvQj8c/jUjzPKEigbDt96RTlVHqD39v8A6xFcXJ8TdASMmJ7hpB90GHAz70sXxH8MwQqiXFz5hYs832fkk9ePQ+n+FJ4HEfyP7iZ4nDWupL7ztiIoYCiACCEcjOAfb/H/APXRHGTK885IOBhc5CY6iuLb4meG5pU8x5xHHgjMJJ3c5+v49+akPxO8NPw01zsHRRBxx0+p/wA+9L6jif5H9xn9ao/zI7ERlpPOB2N3GMgj1+vA5/nipBMyr++jCgfxI24Aepzg/piuEk+J2i7maK6l68K0LcjB5JxkHJXj/Z681DJ8SdJJXZqNwQFkB3QkckDaeF7Hd+nfNH1HE/yP7g+tUf5keicEkH7vqelVyxkIwMZHy552j16f5/OuJh+Jfh6NdrT3DLlsKISOOcfhjAx+pqwvxP8ADQPzT3JJOSfIPWj6jif5H9wfWqP8yOruliEYV0LbmGxV+8G7YJ7+/wD9enafFJHCzTZ3s54IxgDgf4/jXHxfE7w2ZjPLPc7sbVUQHCj+p4H+es//AAtPwx/z2uf+/Br08JgatNc0k79jmxGMptezi0/P/I7SiuL/AOFp+GP+e1z/AN+DR/wtPwx/z2uf+/Brt9lU7HH7WHc7SiuL/wCFp+GP+e1z/wB+DRR7Kp2D2sO54VRRRXrnmBRRRQAV0WheErjVrCfVbu5i07R7c4lvJhnJ/uoo5ZuRx+ueKxtOsn1HU7WxjYK9xMkSsRnBYgZ/WvQvi5cCwutK8M2Y8vT7G1WRYwerElQT6kAf+PH1rGpN8yhHdm1OC5XOWyOOmPhmOZo4U1aeMHAuDJHH9T5e1v8A0IfhW6fh1LfW0kui33nzJAlyLC6h8m4aJhkMoBZXHI5Bxnjg8VxttEk93DFJKsMbyKrSt0QE4LH6da9m8W2GoeD/AA9o2q/aY7u60e7WG3uFXy2ktmX/AFcnbqNvGeOepNZ1puDjGL1ZpRgppyktEeKdaK9Q+LekbV0zUbGxig0qOBII5FIG8tucAL1wB3964Lw/osviDW7fTopFi8zLPKwyI0UEsx+gBrWnVU4c+xlUpOE+QzKK6bSdH0bxDqp0nTnvoLqRX+yzXMiMkrKCQGUKCmQD/E2OnNUvDegNr2uJp8swtY84llcf6skhVGPUuyr/AMCqvaRV79CfZy0t1MaitbTNGM/iu10W/DxM94ttMEI3Kd204PIq3r2g2/h+4u7e7NwLgysLSHIDCIMQJJDjvjhRgnrwMZOdX5Q9m7cxz1FdE/h+G58I2Or6b9olumuzZ3UDEN+8IBjKAAHBGRyTzipNG0DT9T8aNoxnma1USjzYpFyzRxsSQduNpZTjjoR9aXtI2b7foP2crpd/1OZorc8J6Nba9q72l08qRi2lmzEQDlFLAcg8cVkWsazXUMb52u6q204OCe1VzK7XYnldkyKitbxPpcGi+JtQ022eR4baUxo0hBYjHfAA/StLUPD9nY+HdM1FbPU7hru1aaSVJFEULBioz+7PHAPJHWl7RWT7j9m7tdjl6KKKsgKKKKACiiigAooooAKKKKALOnXrabqdpfIodraZJQpOMlSDj9K9B+LtuL680rxJZnzdPvrVUWUDgMCWAPoSD/46fSvNa6LQvFs2l6fNpN7ax6lo05zJZykrtb+8jDlTkf5PNY1IPmU47o2pzXK4S2Zl6MdPGtWR1UMdP85ftAXOdmeenP5c17L44sEm8M+H/COl3jXct7cqbdyQ5FuNxDEjqqhl57he/NeUOnhR2Lrca3CDz5X2aKXb7b/MXP12j6VbvfGEwtBZ6THLap9nW2e5ll8y4eJeiBgAET/ZUDPcms6sJVJxlHoaUpqnGUZdTqPjDd24u9P0621YzrbJg2KY2QYAALEdXPPB6D0zzwnh3W5fDuuW+pRRrKI8rJExwJEYYZT9QfzxWX1orWnSUafs3qZVKrlU51odTper6F4e1b+19MW/uLqMObW3uYkVIWYEAs4cl8ZPG1c9eOlZttrIsdMKW6E38tz5s08qK2FUfIEPruLE8DovpWRRVezXUn2j6HW3vibTbnxtpfiJLe5RkaCa/QRqN8y43tGN2MHHfHP1p+s+K9P8RWN7DqkN01xHPJJpl2qKXSNmJ8qXLDK88YJI7ZHB4+ip9jHTyK9tLXzN3w74jbQrbVIDGZEvIAqAHGyZWDRyfVTk03wlq9toPiGHULtJnhjjlQrCoLZaNlHBIH8XrWJRVOnF38yVUkreRu+EdZtNC1o3d6s7QtbywnyEVmBdSucFlHf1qg5062vLaSznu5o0YNIZrdY2GD0ADtnj1IqjRT5Fe4ud8tjofFWo6PrOsX2q2UuoCa6l3iGe2RFUHr8wkYn/AL5qW/1XRdT0XR7WabUoZ7C2aFljtY3SQli3DGUEDnH3a5mipVNJJX2K9o7t23CiiitDMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z