20151113 13583000 1.0 FGDC CSDGM Metadata FALSE CTCoast1934 742456.417451 1254793.142235 552681.931966 691773.704673 1 Projected GCS_North_American_1983 Linear Unit: Foot_US (0.304801) NAD_1983_StatePlane_Connecticut_FIPS_0600_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/10.1'><WKT>PROJCS[&quot;NAD_1983_StatePlane_Connecticut_FIPS_0600_Feet&quot;,GEOGCS[&quot;GCS_North_American_1983&quot;,DATUM[&quot;D_North_American_1983&quot;,SPHEROID[&quot;GRS_1980&quot;,6378137.0,298.257222101]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Lambert_Conformal_Conic&quot;],PARAMETER[&quot;False_Easting&quot;,999999.999996],PARAMETER[&quot;False_Northing&quot;,499999.999998],PARAMETER[&quot;Central_Meridian&quot;,-72.75],PARAMETER[&quot;Standard_Parallel_1&quot;,41.2],PARAMETER[&quot;Standard_Parallel_2&quot;,41.86666666666667],PARAMETER[&quot;Latitude_Of_Origin&quot;,40.83333333333334],UNIT[&quot;Foot_US&quot;,0.3048006096012192],AUTHORITY[&quot;EPSG&quot;,2234]]</WKT><XOrigin>-119756300</XOrigin><YOrigin>-96342500</YOrigin><XYScale>37294945.500735737</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>102656</WKID><LatestWKID>2234</LatestWKID></ProjectedCoordinateSystem> 8 FALSE None 3 AMD TRUE continuous unsigned integer 4100 15000 1000 20 2048 20 75 0.01 10 600 300 Basic 1 ByAttribute,NorthWest,Center,LockRaster,Nadir,Viewpoint,Seamline,None None,JPEG,LZ77,LERC Basic None,Basic,Base-Top Height,Top-Top Shadow Height,Base-Top Shadow Height,3D -1 -1 0.8 1 NorthWest,Center,LockRaster,ByAttribute,Nadir,Viewpoint,Seamline,None None,JPEG,LZ77,LERC None,Basic,Full NONE Name,MinPS,MaxPS,LowPS,HighPS,Tag,GroupName,ProductName,CenterX,CenterY,ZOrder,Shape_Length,Shape_Area 56024.9953907695 0.914403680882932 1120.49990781539 0 1 1 0 -1 0 ZOrder 0 20151113 14215600 20151113 14215600 150000000 5000 FGDC Joel Stocker The University of Connecticut, Cooperative Extension System Extension Educator in Residence 860-345-5233 1066 Saybrook Road Haddam CT 06438 US 20141103 ArcGIS Metadata 1.0 CTCoast 1934 Aerials 2014-10-01 1.0.0 Joel Stocker, The University of Connecticut, Cooperative Extension System, Extension Educator in Residence remote-sensing image <DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>This mosaic contains selected scanned historic aerial photographs for the shoreline of Connecticut. The scans were created by the CT State library and downloaded through the University of Connecticut Library MAGIC server. Prior to rectifying the images were cropped to minimize distortion from upland topography and the lack of tie features in the open water. Statewide 2012 ortho imagery was used as the base for matching the image coordinates. Because of the focus on coastal features only tie points at or near sea level were selected for rectiying the images (off shore rocks, prominent coastal landmarks, and other fixed features found in both the 2012 and rectified photographs). The georeferencing tools used are from ArcGIS 10., 2, and 3 depending on the version availalble at the time. The Projective transformation was used to minimize warping in the images yet still account for tilt of the aircraft. These are not true ortho photographs, no elevation values were taken into account and displacement in upland features were not aligned.</SPAN></P></DIV></DIV></DIV> Mosaic dataset of rectified scanned aerial photographs from the historic archives. The focus is the immediate Connecticut shoreline with the intent to provide... CT State Library for the scanned aerial photographs. The University of Connecticut Library MAGIC program for the online access to scanned historic images. The Univerisity of Connecitcut Cooperative Extension System for rectifying the images. Connecticut Sea Grant for the completion and publishing of the dataset. aerials. historic Rectified photographs aerials historic Rectified photographs Esri ArcGIS 10.2.2.3552 -73.688108 -71.821909 40.974107 41.359662 1 -73.688108 -71.821909 41.359662 40.974107 Scanned aerial photographs, cropped then rectified with ArcGIS 10.1+ georeferencing tools. 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