20260428
10051500
1.0
FALSE
OceanMask_Union
002
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_California_V_FIPS_0405_Feet
<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["NAD_1983_StatePlane_California_V_FIPS_0405_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",6561666.666666666],PARAMETER["False_Northing",1640416.666666667],PARAMETER["Central_Meridian",-118.0],PARAMETER["Standard_Parallel_1",34.03333333333333],PARAMETER["Standard_Parallel_2",35.46666666666667],PARAMETER["Latitude_Of_Origin",33.5],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2229]]</WKT><XOrigin>-117608900</XOrigin><YOrigin>-91881400</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>102645</WKID><LatestWKID>2229</LatestWKID></ProjectedCoordinateSystem>
20260428
10131700
20260428
10131700
Esri ArcGIS 13.5.0.57366
OceanMask
Ocean
Mask
Ventura County Ocean Mask
File Geodatabase Feature Class
dataset
EPSG
5.3(9.0.0)
0
Simple
FALSE
0
TRUE
FALSE
OceanMask_Union
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_OceanMask
FID_OceanMask
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.
Shape_Area
Shape_Area
Double
8
0
0
Area of feature in internal units squared.
Esri
Positive real numbers that are automatically generated.
20260428
iVBORw0KGgoAAAANSUhEUgAAASwAAADICAYAAABS39xVAAAAAXNSR0IB2cksfwAAAAlwSFlzAAAO
xAAADsQBlSsOGwAADgNJREFUeJzt3Yl227YWhWFojtOkmVb7/q/X3iRNnMnWQN61CSKiacnWLG7i
/9ZyE9uyLbnSDgAeHIzLsiwDABgYX/sOAMCuCCwANggsADYILAA2CCwANggsADYILAA2CCwANggs
ADYILAA2CCwANggsADYILAA2CCwANggsADYILAA2CCwANggsADYILAA2CCwANggsADYILAA2CCwA
NggsADYILAA2CCwANggsADYILAA2CCwANggsADYILAA2CCwANggsADYILAA2CCwANggs7KV85vMD
fp84IwKrp4FSlo2/tz6W3kLrNuljReP2Dz7X+FjzNs3PvRqH8JJnFc6Ep1bH/VqFsKoTIf1ZKCTS
x8LDz6XQ2dUeN93Jz1UIL0YhDBlq4QwIrI77sQxhnoYzBnRfvy1D+HPC9BCnR2B13MA0ZDVye0No
4cQIrI4bOCaWpobLEEYhhFeEFk6IwOo457Wg78s4RJwO45vxQ0FHEFgd5/wi17Tw2yL+fTQI4Y/6
2aY/nR8XrofA6jjnEVaTrmLe1uElKn8A9sXTBlcp1bgZxVEXsA8Cq+PGvKiB3wgsXFxV+MrvHQcg
sDquj9OmQR1arLxjXwQWrnIhYTzkF4/9EVgd18cRlhbcySscgsDCxQOYbg44FIHVcX0bYenx9Owh
4YIILFzUogjhrm5BA+yLwDKgRerqqloP6GGo4l2L7tSYYV8EFi5uWYbw3zzuKZwN+zftxfkQWAZ0
Rc2oh9/OU8Ov8xBGwxDeTmJo3RUhTAchTLiEiC0ILFx1ergsQvg8j+1ntLal/l/qVqqRF1NGtBFY
DjRl6ska1iZan1NYiXrVf60D7P20P90qcBoEloFhputcetMUEUgILAOubZKPwQZpbEJgGcgwryrp
KDMgIbDQ2VEl61doI7AMDDN9zLmOLLEdgWUgxzUsPWRGWGgjsAxkmFdVWBFYaCOw0EmzUZ5BjacR
WAZyfOG+yHHhDs8isBxklliaCrKfEJsQWAZyG2wosFTlTrM/tBFY6Jy0IfrDlNYzeIjAMpBjWYNC
68s8hPez7GbEeAKBZWDQ/4YNG90X8TETWEgILAO5vmDVRjm39Ts8jcBCZ9FaBm0EloEc17CEk3XQ
RmC5yGwRS6UNHE6BNgLLQI6L7mrgNy8oIMVDBJaBTGeE1fmF01EIk1x/AXiEwEJnaUSpwykmPEtR
46lgINdFdz3slxxpjwYCy0CmeRUmIxbe8RCBZSLH0GJ0hTYCC52kkgZazKCNwDKQY6tgBRZH1aON
wEKnzyXM9YIDNiOwjApHc6Ki0dtlbJVchBBu6PEOAstIbqXuIYSfyxB+1n//NYqhRXDljRGW0ZrO
MuTrfhXfRtN4og7yRGDByrdl7JPFxug8EVgmaGS3Xtv6uQrh9Xh7a+U0c9ZBFmVjM7UW8DWl5Hfp
i8Aykdui+1MWRXxTIK0abwozBdNTblUuUS8HKsBmwxBejimhcEFgmeDy/po2RO8STttKJRa/34nB
92tVTzNDCH9O8qx7c0FgmSCwHjokrLapRmir+PdFGUMrXaXUz1HnU70pyBR4WkerRndF/P+i0gt9
nsr88yOwTLDuchkacX26f3x6z/d6sV+BpdFd2DBKU2jdjOnfdU4ElglGWNfVHIVtohGXQu1HHWw6
BJap5ekRWCZYVvGgmapGXF8WsdsEB2mcFoFlgimh34UBFbq+p9D1pAgsE0wvPEdbn+YhTIchvJ1S
OnEKBJYJpoS+tEj/+T6ENxptMVQ+CoEFXIAW5RVaKn3QNJER82EILBM8wfsxRdRoS28sxh+GwDLB
lLA/CKzDEVgmGGH1x10RwquS/6eHILCAC1vWlfF/8OrbG78yI+oBpYpr9KNOq2p1w1x/LwQWcAXa
n6gaLYXWK16FO+NXZUQlPE9sZ4NpX6+qQ8SYLqq7ILDQC6c4oyO1j7n0rPuX2tXUpQ56HGooSH3p
ZgSWkSFDrAfreSmkXmh0UvevUoHmIfS91GFBhZ36FloUV+eFqrVy/XM2rR9WR7CdIOjSaEvU9UH3
Q6MuHSZLp441AguWdIVN3RAUIqlPld5XLytNsZ6ikNHXpIBolhvoQ1XbZHVaqMNLt08tmBUmKbg0
IlOzP4WKPqbA1NrUsRSS2jj9qYjBxfFmawSWEa4oPR7ZpOPsq+mcgmwSwpf5+jYpcFJH0KpoUyEw
DuHfu3X46I9vizhy+2sWv1/z962/V+ExDuHrIoadRnXNcxJ1X/5XN/9rX/wrjwguvX2p78NMj2MQ
A3vQ+N6aUqaR3vdVnFLq/erjIYTpKIaw+0VJAguWFBoa7WhAo24ICgu9wNOUUKOkV5P1lG7WerGW
W9osV1PNJ17VCoJ3k3UApZtqZKW9gklqq6z7o9toenlsSUpRxvWuX/WU9c1k3ThQwfQU3X4+il0j
nEOLwDLC+aEPpQCoRiGtz6Wg0AhoE33u7xcxaPR9NLpKX6dRynPrRrpN+vkKI32fshUQqrWqbhvO
28q53PFrdJ9Gi3XPekcEFnpJYaKp4YfZ9nIBfVzTpEUjsDSK+TiPtVGaAlZTz0YoKCh2Xas699XG
8oCvUbhqtOna5obAMsIa1n40WrpdPD8N0iBMU8o0ndT06us8jrLaX6dAc95sUNZXU2fTYInAQq9p
JJS2wbRfuPq4Am3T2lJZT/v66G4VH/O2kWeXEVjoNY2IFEoKLtU1afqnF6xGUbpi2NNMepIec5ou
uyGwjDAlPEyqkUqL4Kc8hNXVfV2o6nb4K4FlxHAE3ykE1eNCWQILZ0Ng4ZTSlNjpecUIywh7ynBK
xY41Z11CYJlJ2y+AY6nWzG1dlMAyYvbcQofdjLbvAugyAivDvk/A/Y7rVyoD0VpXVzZOE1hAputX
39V3Sx0v6s3jTSp5UDlI2i3wU/25JnGj+TWDi8Ay0oV/4dAf3+r9k6p41/RQLWv095/1xm1tKk8L
8gqw/+ZxpPV6cr3nIoHlZMPeNuBYq3q0pY3RWoRvblVqXuBJozKF2OsrJQeBZYSwwjltawPd9n0R
n4vNJoKXQmAB2IsyTetacukjyggsI6k3E9CVNTBtIldn1/ai/bkQWG6oa0CXemup9XIRwvvZZUKL
wDLCCAtdpNIHHb6hwz3UzVR/nquCnsACcDRdTUx97FWz9VbTxDO0riGwjDDCgsM0UVPEL3Vr6nTg
7akQWE5YcYcJhdbH+1j6cMqaLQIL6KA+XFspVGi6iNt5TnVKD4FlhClhPrRvT1fgtCXmULNh7Cha
1GtM2vB86a6rqX/8++lpupsSWGacmq3hcOmA12Ov3r2re16l4710Yval6XHcLmNoHfv0JbDMuDVc
w2HSgRlHHya7iEfa63mj9aSX43g1T0feK9CODcVdaSP1P3chDOvR44sDe3ERWECP3a9C+FjEok6F
hLoyvKxrpYo6GLXp+RLBpemofqa6PihEFZ77IrDMmJ3KhI5saF7Va1ijOrg04hrWewE1aL/kVLGs
f97ogMV4AgvISLnhYwqwYxf4D7kf2otYjvebHhJYZljDwjFUYtCmUdeHaQj/3l/2KqJqtT7P49qa
1rV2WZ4lsMyw5o5j3NYV6IMN/xC+m4bwn0IrXJbW0BSUm+5XG4FlhrIGHENXCIu61bFqs3Qx8ma4
7uuu4LrGCdm6X+U8huZToUVgmWGE1T3pha6pla66lQZXDu8bZRM/6p7u6dCJa6k2Ti/jFHEbAssM
a1jdo15QCqu0LqNp1yUXsI+lEZWmZV2g350q4jettQmBZYYRVvdotJJGBbpM/9csXgHTgQ1dH211
TdrK86Hxj0ATgWWGwOqeb/XoRM3rUtdNtQ2uRi4nqFjPzbI+nUfFpW0ElhkW3btHwaRCyOFy3ZlA
JyZrIRmHSWtZ7bbLBJYZRljdDi4tHJ9iH2DuyhDCp/vHXR4ILDMEFnKxqi8GqD4rIbDMMCVETjSt
vinWew4JLDOMsJDjVUNdeVVJD4Fl6FrVyMC1poZ3RazOJ7Bcp4UEFjKiCxmqxiewDGk6z4Uo5DbK
0qyCwDLEOhZ2oT5TqgvTwrXTVqFNlkUsKCWwgJ6aDGPxpf78fO+9ipAa/hFYhtgAjV2ohknNPG/G
8U3V4860sZzAMsSUELso6j7uL0M8fXm+um77mFMgsAwxwsKuFFjqJqGN2a8n8cQaZwQW0GNFvb1F
gaWygPnIu4MEgWVoU58gYJt53UlUnQ/eaDPxKoSvc89FeALLEHmFvdvfzGNnVD13qorxWeyG4BZa
BJYhNkDjkLWsVC0uqs/SgQ9qSey0EE9gAZn4obWs4fqijQpLdVqONherZMDhH2oCyxBrWDiEQumf
uziySqcta5uXDjHVgaZd31Cv+0pgARkpQ2znrL15oiuGyi6dUdh1us8ElqEtJyABO7/wFVqJUwE8
gQXABoFlSIuPenMYxgOnRGCZoocfckRgAbBBYJmOrqh2R44ILAA2CCxTHESBHBFYAGwQWIZYw0Ku
CCxTLLojRwQWABsElmul+7XvBOwMfv+n8X7Y7f12D7Znv7b1c5rnELSXNNrP5we3HTzcO0tgmaKJ
Xz/aA2188TY+oBdr8/1R8xu1XszV7Ztfe0TI7HL7Bx9/5mtPhcDC1Q0ODOZdX1C7/Ku/6YX/IDja
X9v4fo9C55ngwOEILFT2GbK33283FGy/eNtB8ej9LV+bftbW7z04/GvhicAypBeeOkaqL3doBcfg
iWBo/6vPCxhuCCxTOvkEyA2BBcAGgQXABoEFwAaBBcAGgQXABoEFwAaBBcAGgQXABoEFwAaBBcAG
gQXABoEFILj4Pze62/jU1hMIAAAAAElFTkSuQmCC