20150106
15232200
1.0
FALSE
CalculateField Zoning_Overlay _ZONE_ [ZONE] VB #
DefineProjection Zoning_Overlay PROJCS['NAD_1983_StatePlane_California_VI_FIPS_0406_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',-116.25],PARAMETER['Standard_Parallel_1',32.78333333333333],PARAMETER['Standard_Parallel_2',33.88333333333333],PARAMETER['Latitude_Of_Origin',32.16666666666666],UNIT['Foot_US',0.3048006096012192]]
FeatureClassToFeatureClass Zoning_Overlay C:\Users\nwray\Documents\ArcGIS\Projects\Data_Conversion\BPData@BPGIS.sde\BPGIS.BPDATA.Planning_Zoning Zoning_Overlay # "AdMapKey "AdMapKey" true true false 11 Double 0 11,First,#,Zoning_Overlay,AdMapKey,-1,-1;ZONE "ZONE" true true false 6 Text 0 0,First,#,Zoning_Overlay,ZONE,0,6;ZONE_CODE "ZONE_CODE" true true false 60 Text 0 0,First,#,Zoning_Overlay,ZONE_CODE,0,60;_ZONE_ "_ZONE_" true true false 6 Text 0 0,First,#,Zoning_Overlay,_ZONE_,0,6" #
BPGIS.BPDATA.Zoning_Overlay
002
Server=CHSQL01; Service=sde:sqlserver:CHSQL01; Database=BPGIS; Version=dbo.DEFAULT
ArcSDE Connection
6028258.400053
6034043.165715
2252155.669556
2264923.480635
1
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_California_VI_FIPS_0406_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/2.3.0'><WKT>PROJCS["NAD_1983_StatePlane_California_VI_FIPS_0406_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",-116.25],PARAMETER["Standard_Parallel_1",32.78333333333333],PARAMETER["Standard_Parallel_2",33.88333333333333],PARAMETER["Latitude_Of_Origin",32.16666666666666],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2230]]</WKT><XOrigin>-118608900</XOrigin><YOrigin>-91259500</YOrigin><XYScale>3048.0060960121918</XYScale><ZOrigin>0</ZOrigin><ZScale>1</ZScale><MOrigin>0</MOrigin><MScale>1</MScale><XYTolerance>0.0032808333333333331</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>102646</WKID><LatestWKID>2230</LatestWKID></ProjectedCoordinateSystem>
20190529
12243900
20190529
12243900
50000
5000
Microsoft Windows 7 Version 6.1 (Build 7601) Service Pack 1; Esri ArcGIS 12.3.2.15850
Main Map
1
-118.007276
-117.987521
33.870906
33.835560
This feature class holds a specific data set in the Buena Park zoning layers. Most parcels in the city have one zoning designation that affects the entire...
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>Zoning overlay data.</SPAN></P></DIV></DIV></DIV>
Buena Park, Norm Wray, Brady Woods, Swati Meshram
Buena Park
planning
zoning
overlay
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>This information is provided "as is" with no guarantee of accuracy. Please contact the City of Buena Park Planning Division at (714) 562-3620 for questions regarding zoning in the City. For questions regarding the map, please contact Norm Wray from the City of Buena Park Public Works Department at nwray@buenapark.com</SPAN></P></DIV></DIV></DIV>
Enterprise Geodatabase Feature Class
dataset
EPSG
5.3(9.0.0)
18356
Simple
FALSE
18356
TRUE
FALSE
BPGIS.BPDATA.Zoning_Overlay
Feature Class
18356
OBJECTID
OBJECTID
OID
4
10
0
Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
AdMapKey
AdMapKey
Double
8
11
0
ZONE
ZONE
String
6
0
0
ZONE_CODE
ZONE_CODE
String
60
0
0
F_ZONE_
_ZONE_
String
6
0
0
Shape
Shape
Geometry
8
0
0
Feature geometry.
Esri
Coordinates defining the features.
Shape.STArea()
Shape.STArea()
Double
0
0
0
Shape.STLength()
Shape.STLength()
Double
0
0
0
20190529
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iKAg4buCQR1Awf8Avk1YVWR0MbrIqysqK4wWYjk5HcfP29aZHBFFL58ZjmeKNVLP829j059eff73SnEFDKwjZPLYhfL+YAnBwBj3HRR9e9DwmFra4erZ/wAs9Px2Dmkt19wzeNgDwuWiRggZdyyODy3HuOpx940VZEDbF8lo5CsJjUo2GTPXjJHYdSOlFaRy/H0m1GD+T0/BgqkO55brJ/4sr4fG8gm/bkY/6bV59KD5T/vD90+n+Fdjq11K/wANNGtSw8tJ96oo5BLT5JyP61xcgPlvw2Qp7LX21T4l6I1pbP1ZNtP/AD0b9P8ACu81K3iX4O6PPs3TG4KFu+PMnOK4H5v9v9K9C1TI+C+ig5/4+j9fvzUqfX0CrvH1PPGJGcIw+U9x/jT9p/vn9KY2QrHDfdPWl2ex/IVBqez+CTIngXTDGrs32h/u4yeZvUgV0fm3P/PCf8o//iq5H4eF/wCwbJTISgc4TIABzNk4z15Fd1XdHSKRlRXxerMW0hafWdQMyYIWIhZIlPY85HB6evamagXgurKGNoljb7y7MFsSMeMcDmrNsgi1rUZFR2LrFnGMcAj/ADnNVNVkkGpWJETbdp3NtyFy7Dng49uR361pHcwrfB83+o/Urh49FlMsi7NgBzCydcD7xOBVqRpPKJVD04IaTP8AKl1cH+xJgr7DsADFtuOR3qO5tpEsmbYWwvQ3LnP4Hj86k6Jbv0/zHaYClrtSNiAV5MkgJ+ReeF79fxqe3LmN/wB0x/eP/wAtpf7x/wBmqOi5OnRs7qGKofnuDGT8i8lV4zVu2Y+W/wC8i/1j/wDL4394+1fmWZr/AGut/if5vzMofCi7dZFlZkDJ8wZG9h/DJ3AzVOVz9og4A5PW5k9PpUBfOpZB5BiBZpMLnZIeGxnuOvX25qw80n2mD97D0b/l6+n+zXZni/f0/wDAv1JpbP1JA4PnEEcWz9JmfHK+oqCWWApEGljxvH/L64p1xeLDFKZpIzuhdF2y7/mJXA6CpJJpf3f7yD74/wCXj2/3KxxSawOG/wC3+vmhx+OXyKUkka6rpwikyxnUErdmTHI67vUZGByc1cikAQCI+VI6qEXG3exxliDww6dux9qhnlkOsaZ+9gz5w+9KGyMjIHA59KlcyGwt8xXB+aIjlOPmX3rpr1qlLL8K6cmnefX+8SknOVy2pE8zF08tzIVWZD94gckg/Qjv0zxUWyYIzRMkwjXy1KMMqT13c4yOO4PB46VHM81rbs0MbqY0Yr5zKV6Y5wc5OTTUlDwQTzRPGqxA+Yp7keqnIHXnpzVyxNGrhIVsXDmlJtXWjsrfe9eolFqTUXYDFEJWjiRoZCyBFX5ScfxlT149R/D9KcnmpKmH8xDO2P4WY4OcnuByO33RUN3ZtebfNkYzIFHyHaQ5zxxxgA55BOOaZGtzDOjpcP5QDII2j385+YgjnGcdccD3zXK8DQra4asvSej277Mvna3RMk6MIjPC37tZJcFN2589VIzxyfzFFTpGZYj5ASQCLy1ZG5XPUjtjpzntRVRy7G07x5JfJ6fgw9pB9TxS/VR4K08EEMZQc5HI/efj3NczIMRy9fu+te76qmkaXpLa1dXKTWNxFAY4xYo4cEHZtRuF4z6VzLeLvBuwlrEYxk50a2/xr7ypTTerFTqy5XaPc8xbcFJyOB6V6DrKA/BnRAQD/pJ6j/amq5/wlfgxuDZRdcc6Lb/410d9q2lReFbS+uZoJNInKpDAdMQhSC38GcDGGpQppJ2YVKsm43i9zwp4lAI2JypP3acIlJI2Jx/s16mPEngYA77KzbAzn+xkHHf+Knf294DYnNraDPP/ACCRx+TVPs1/Mae2l/Iyf4eRSxaFYljiGRmKADAyGmBru65+0m04aZDqFrd2qWMyKkAisShBBfIwCCCCrc/X1p/9p2W4KdRAJ/6YTD+T103SSTYUXVcW4wbV30LccTSare7ZpI8LH93HofUGor4FMKWZztTk4yf3r+lQrfacshP9owByBk+RcZI7Zw/1qffJJqNnKk1s0BWEqyRsoxvPqc5znOaqLXQ567ny+9FrUNajEOizOhkLALjMrd2A680+eMupheI7cpn/AEhjwWx0/Cma5qWiXelXFvCYWclf9XAw4DAnB4Hb1qrcarZyzQjTxJFM7qpacu4zuGOC5Hc9vT0pXjpqdNqru+R7dvU0bKH7LDFCquwcogYTEZPlAk4/A1LbK6oBiQb5pFGJj13Mf6VVitrozW5nngkX5ANplU52/wCzgZ2ZH1/KrumRkWuLs7pElchoWcjOSD94Zz1r4bHZT7TEVJ+3grtvWVnuzCFS0VozNbZb6tIzyCIu8XzEqCSI3HLH8OoH+Fh7qL7ZD/xMBwr/APLeP/Z9qufZRDfz3RSH7PKsSRAFhJuVWGSQuScZ6k8CpA8BuE8xZAdpwQXJxxn+HnnFdea5b7atGXtYK0UtZW767PQmnUstjF1mZTb5H+mYHqj+VllG7gcemferUrXA2bGkB3cYJOP/AB5//QTSa0+nzrpzb2KPdxZMgZQUOc9QOPU/StF001vLLed8rfL+4brgj+5WeIyyTwlCmqkPd5uuju+mn3jVT3m7MTSzM+ohpWdgi9WHTOf9hfT36VktDZiwg+XTwd0R/wBUAfvLXQWAtWRJbXDrI4DMQVJ+UkcbR6+nes2bU/D8Lm1m16xieJhmNryMFSpzg5HbFb18nr1MJQpUmvcvfXTV300FGolJuxUvoI57G5hs47Z5pIWCrABuPHoSBj8aGuEXSjGZLYN5JG0XZz930x+lXYtd0BSSPEWmOcEDffR4GfoBUbanoDwmIeIdPCMpXC38XA9B8tRUyTEywlOjpeLb3fW3kNVFzN2f3EqpN5xCyJkTHlo8knZ1OCPpVWK4umYoY4vltY9jBzktISMkY/2R+tWFv9E3Fl8Q2OS27/j+i64x/dqL7RoiDcmu2jHbGnF7DnCEkfw+5rhXDuMV78v9fIr2q8ySWRXa43WzgwqERyoba2M5GMkfeFFRjUNNIlxqcH70gt/pkHXAH9BRWtLI8fTVk0v+3he1h2/A5TxtlfhLomAf9VZ8f9smryGQv5bfKenoP8a9d8dj/i1OhgY+5Z9Rn/lk9eQsp2nhf++P/r19bW+JG2H+F+rF+bOcHrnoP8a9F1zP/Cn9B5wfP9PeWvPt3sfyr0HxBj/hUPh/IyPP9P8ArrUQ2foVU+KPqeduG2Mcj7p7U/5vUflUcm3y2+Xsf4adlP7p/wC+TWZseqaZgfDXRN+7HmyfdBz/AKyb0qqSocOhlBGR80bsKtWGB8NtDwB9+Q8xlv8AlpL2FVEdNxDxnoMEQsP6VtPoenln8B+r/MXzWMrEMchQv+pb1J/rXSWzE6RCxGSIh2I/5aP2Nc2qB5WZEAXaPvAj1rpbVANGTJVcRev+29aUfi/ryOXNU/q8f8T/ADZzpuB5b7lKDj5n6Dkc1bsYmOrWQaVnU3UWVIXB+ce1UZoFSCUqcfKeir/hVrTIwNZ09tpB+1w8lF/56LWcWnZeZ6NVP943/L/8kdx5crzKyrNtjcMoQJj7m3uc9zUVrbRPGzypHvMshO6AE/fPUip44I5C7MjEluojU/qRSWQK25CvMoEsnARf77e1fnOYyf1mrZ/af5s+bp/Cia6jDWNmohWUCQYTaCB8j9iRVMIYL6Jo7RYSYn+ZYFPdf7rVZlHmQwqAC29Cd8e7PyN24qFItuoRebFEw8p8BLfb3T3Nehnj/wBojr9hfkyaW3zEKtFp80JORFZOqkxFem31PPSp5ZrjdH+6f739weh/2qbeKi2t35cYU/ZJcjZjPSo5Ypt0XEH3/wDn1Pof9qufFvmwWGb/AL//AKUOPxy+RoaQrRusbBhsCKNwAJwH9zXzK/mOWJA5HrX01piskj79n3l+5EU7N2JNfMokXAHzdP7pr6/Lv9wpfP8AMqj8choztmyMHP8AQU5usf1/oaj3giYANyf7p9BT2cZThuD/AHT6Guo6CSkboPqKTzF9/wDvk00yKQOT1HY0rDuD9fxX+dFNd1yee6/zoppCbPX/AB7kfC7RAMfdtP8A0S9eRuG2HJGPpXrXxAYH4XaCQOCLTA/7YyV5ESMD5e47Gtq6anZmGGfuP1Dj3/74Neh6+xb4TaCnQLMOeRniQ1598no35Gu98Q4/4VZoWAcecvrn7slTT2l6FVd4+pwLoQjHd2Pr/jT949/yNRPjY33+nq1Twz+TMsnDbedrpkH6is/U19D1GwYt8PtGX7oBfB5/vyelVcHj58/8Ccf1rP1zWrvSPh9o+oWvlb559pjK/Io/eHAXt2rmbr4gTtax/ZYttyCpfzEBTp8wGDnrjH419BheH8ZjKUa1FJp6fd3Fhs3pYaDpzi73Z3CR7jli3K8YdvVq6OFAuiRsp3Nsxgnphnrxu78f6lOsawQwW4WNUc7dxYgcnJ6ZPOP1r1XwvLNqHgjTC7GS5miIJPViS+KrFZFisvpqrXtq7WTu/wDLoY4nMqeJgqcU1Z3/ABf+ZjyTXDROGttoKnkNn+lX9LkkbWdPBB/4+ouqEfxj3p0nhzWfLwbVeeOI8f8As1W9M0HVYdWs5JbYLHHcRuxEeMAMCed1eHGL5loe7WxNJxnaa27rzOqjs45lZ2it2LMeXhDHr3Oaq28FuqODbwkiWQZFkx/jPcVZSCcZwEAJJGbdmOM+obFR20FwkWGWMHzHOPsj92JH8VfA43CYmWIqtQlZyfR935Hz8JR5VqTvEn2C1LIrI2wgeSWx8n90dKptFCb2ILbxnEb/APLmw7r61oywy/2bZqAA6Im4GFnwdv8AdByKp+VKL5GZNwEbKdttIuCSuPX0ruznD1p4lOMW1yrZPt6EUmuUbcFYre72xBd1s68RFe2emeelEgjDQ4BHz9raUdj7067t5pIJAsLAvG0agKy7iVbjkUsjRGZEaKQbG3OAJCVG08kY4rnxWHrvB4dKEtFLp/eHFrmlqX9PwPNIz94dUZf4W/vV8zfxJ9K+ltIRjp0bYlLsqqfM3ZLBGz973rwBvC3iFJADoWp8Ag4tJCP5V9VgKco4KlFp3SZdGS55amSn3n/3v6ClP3TWkPDevAtnQ9UGTnmzk/8AiaRvD+tAHOj6j072r/4V0OL7HTzR7mYnVvr/AEoX/VJ+FX10PVwWzpV8MnjNu/oPamjR9UCRg6deDp/ywb/CjlfYFJdyi33v++f50VbbS9Q3jNhddv8Ali3v7UU1F9gun1PR/Hk7P8PNOgEaLFb3UEEbpOJAyrDJgkjHOMGvKznjvyP4jXrHj5Io/hfoWAse+a2ZsfLuY27kk+/NeTlowMiQZyP463xWlVo58L/DJNx/uH9K9D8T4/4VR4bDHGZBxn2krzrzl/vx/wDfdeheK2H/AAqvwxyBlgc7sdnrOG0vQuo/ej6nnsmPLbB5we9GJP7o/wC+z/hTGYFCA46f36kw/r+v/wBaszU67xvx8JPC4xj9+2fyb/GvK69W8d5Hwo8Kg9fOY/8Ajprymv2PhP8A5FkPV/mfOYn+Iwr3zwfP5Pg7TAokVxaGRZAvAYb8DPr/AIV4HXuXhxUHhvSNyjcdNkwcnp83tjH454HFcnGX+60/8X6MrCq8y7J4h1PYdt1cBuMbpBj+tXNL13VZtWs4pbrMbzIrDzScgkZGNtcuiwrIpV4evZjWxoro2t2IEqN+/TgTbu/pX5dFu61Pta9GlyVHyr4ey8zulurnDAeUQrMBunZeAcdAtR297ctES7QH535Nyw43HH8PpTQ0IMivMitvbIN4yH7x7DpTbW4HlALexAbmwPPU/wAR9Vya+BxmMxKr1FGclaT+011fmeDCEeVaF97hxptjLmHdJGhYvJtBJXPBxzVETwm+QTtaIuxmyswYkgrgnIHqaul2GlaewlVCYU+YsAD8o7kGqjNMb+LFwD+6fnzF45X/AGK7s6xVenilGE2lyrZtdCKUIuOqJpJ4xDdPE8T+VDvByDtOG57+lZ01vpj3Ks8VqplLK7rKCSCrE/TPrV8+YY7zdJuYwgA7gez+iimzGcS237x/9Yejp/db/ZrDE43ERwtBqo02pX9566jjCPNLQqW14YWthAYJUMYaQNg7W2uT3z26c15J/wAJ54lJz/aR/wC/Kf8AxNes6i5E1t5gdiTIAGZeD5ZIOR9D+f4HwOvqMDObwVKcpNt3136lUacHKV0dIPHniUf8xH/yDH/8TSjx94lH/MRH/gPH/wDE1zVFdHPLudHsqf8AKjpf+FgeJv8AoIr/AOA8X/xNRn4g+KJUUNqhAJGdsEY7Z7LXPVEkSlEPzdAfvH0pqcu4nSh2R1SfELxUjMF1ZgDz/qI//iaK5kKFzjPPqc0U/aS7h7GH8p6T4mBHwa8MZJPzW55/692rzQfc/wCBf1oorpzD/eZ+r/NmWE/hjP4P+B/+zV6P4rP/ABbLwx/ns1FFc8Phl6F1Pij6nnP8B/3BUtFFZs2R2Hj5cfCnwu2f+WxGPqh/wryaiiv2ThP/AJFkPV/mfOYn+Iwr6B8MxxHwNp8jRIZBYhQ5HzAFZMjP4UUVx8Z/7rT/AMX6MrCfH9xnfYlSQAbAdw5VcHr9a1NJj26xZnexxKpwT70UV+Wx3R95iValV/w/5nbwwsyuwnlUeY/A24+8faorW2k+zri8nHzN2T1P+zRRX5nmEmsTV/xP82fNw+FFryT/AGbp8ayuhEKfMoUk/KPUGqjWjfbYv9Kl/wBW/wDCnqv+zRRXpcQSaxv/AG6vyIo/CPjtTuuYzM7bkQZKqCOJPQCmT2JEtsPtMpzKf4I/7jf7NFFRjP8AdMP6S/Njh8UhtzZobS4maSRnhgd1OQvVGyDtAyOBXzrRRX12Ad8BR9CqHxz+QUUUV0HUFNT/AFa/QUUUwHUUUUgP/9k=