%PDF-1.6
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 24 0 R 25 0 R 26 0 R 27 0 R 28 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
xmp.did:1d3bd27d-6162-1b44-bbe5-ada742979d9c
uuid:89d7553b-fd2d-4b34-bdd9-feba4db067df
{2D493033-8C62-48A8-A2C5-8EF0FA416C2A}
proof:pdf
xmp.iid:39c109f6-b430-a84d-9e61-a237c0b7553d
xmp.did:39c109f6-b430-a84d-9e61-a237c0b7553d
{2D493033-8C62-48A8-A2C5-8EF0FA416C2A}
default
saved
xmp.iid:cd0b69c3-8137-bc4f-b0a7-6815d146fba3
2021-12-03T12:06:13-06:00
Adobe Illustrator 25.1 (Windows)
/
saved
xmp.iid:1d3bd27d-6162-1b44-bbe5-ada742979d9c
2021-12-13T11:15:45-06:00
Adobe Illustrator 25.1 (Windows)
/
Adobe Illustrator 25.1 (Windows)
2021-12-13T11:15:49-05:00
2021-12-13T11:15:49-06:00
2021-12-13T11:15:49-06:00
236
256
JPEG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application/pdf
PurischFinalProject
{"CreatorTool":"Adobe Illustrator 25.3 (Macintosh)","CreateDate":"2021-12-12T19:47:05-06:00","ImportTool":"ArcGIS Maps for Adobe Creative Cloud 3.1.0","ImportDate":"2021-12-13T14:47:8Z"}
{"mapboards":[{"id":"89a4cdfe-3383-433e-f0d9-4f0c1176c991","name":"Map_Map Frame 2","firstTime":true,"embedded":true,"extent":{"xmin":-4287864.60968088,"ymin":3683964.32562331,"xmax":7193096.67533391,"ymax":11207646.8062637,"spatialReference":{"wkid":102100,"latestWkid":3857}},"width":2.42,"height":1.9,"units":"in","scale":80000000.0000001,"rotation":0,"readOnly":true,"imageDPI":96,"projectionWKID":null,"projectionWKT":"PROJCS[\"Europe_Lambert_Conformal_Conic\",GEOGCS[\"GCS_European_1950\",DATUM[\"D_European_1950\",SPHEROID[\"International_1924\",6378388.0,297.0]],PRIMEM[\"Greenwich\",0.0],UNIT[\"Degree\",0.0174532925199433]],PROJECTION[\"Lambert_Conformal_Conic\"],PARAMETER[\"False_Easting\",0.0],PARAMETER[\"False_Northing\",0.0],PARAMETER[\"Central_Meridian\",10.0],PARAMETER[\"Standard_Parallel_1\",43.0],PARAMETER[\"Standard_Parallel_2\",62.0],PARAMETER[\"Latitude_Of_Origin\",30.0],UNIT[\"Meter\",1.0]]","projectionExtent":{"spatialReference":{"wkid":102014,"wkt":"PROJCS[\"Europe_Lambert_Conformal_Conic\",GEOGCS[\"GCS_European_1950\",DATUM[\"D_European_1950\",SPHEROID[\"International_1924\",6378388.0,297.0]],PRIMEM[\"Greenwich\",0.0],UNIT[\"Degree\",0.0174532925199433]],PROJECTION[\"Lambert_Conformal_Conic\"],PARAMETER[\"False_Easting\",0.0],PARAMETER[\"False_Northing\",0.0],PARAMETER[\"Central_Meridian\",10.0],PARAMETER[\"Standard_Parallel_1\",43.0],PARAMETER[\"Standard_Parallel_2\",62.0],PARAMETER[\"Latitude_Of_Origin\",30.0],UNIT[\"Meter\",1.0]]"},"xmin":-2248543.48295945,"ymin":677779.404669521,"xmax":2669282.98637531,"ymax":4531166.9023853},"template":{"properties":{"projectionWKT":"PROJCS[\"Europe_Lambert_Conformal_Conic\",GEOGCS[\"GCS_European_1950\",DATUM[\"D_European_1950\",SPHEROID[\"International_1924\",6378388.0,297.0]],PRIMEM[\"Greenwich\",0.0],UNIT[\"Degree\",0.0174532925199433]],PROJECTION[\"Lambert_Conformal_Conic\"],PARAMETER[\"False_Easting\",0.0],PARAMETER[\"False_Northing\",0.0],PARAMETER[\"Central_Meridian\",10.0],PARAMETER[\"Standard_Parallel_1\",43.0],PARAMETER[\"Standard_Parallel_2\",62.0],PARAMETER[\"Latitude_Of_Origin\",30.0],UNIT[\"Meter\",1.0]]","projectionExtent":{"spatialReference":{"wkid":102014,"wkt":"PROJCS[\"Europe_Lambert_Conformal_Conic\",GEOGCS[\"GCS_European_1950\",DATUM[\"D_European_1950\",SPHEROID[\"International_1924\",6378388.0,297.0]],PRIMEM[\"Greenwich\",0.0],UNIT[\"Degree\",0.0174532925199433]],PROJECTION[\"Lambert_Conformal_Conic\"],PARAMETER[\"False_Easting\",0.0],PARAMETER[\"False_Northing\",0.0],PARAMETER[\"Central_Meridian\",10.0],PARAMETER[\"Standard_Parallel_1\",43.0],PARAMETER[\"Standard_Parallel_2\",62.0],PARAMETER[\"Latitude_Of_Origin\",30.0],UNIT[\"Meter\",1.0]]"},"xmin":-2248543.48295945,"ymin":677779.404669521,"xmax":2669282.98637531,"ymax":4531166.9023853}}},"webMap":{"useOnlyIds":false,"forExport":false,"includeLabel":false,"baseMap":{"baseMapLayers":[{"url":"https://services.arcgisonline.com/ArcGIS/rest/services/World_Topo_Map/MapServer","id":"basemap","layerType":"ArcGISTiledMapServiceLayer","visibility":true,"opacity":1}],"title":"Topographic","id":"basemap","itemId":"basemap","download":true},"operationalLayers":[
],"version":"2.3","spatialReference":{"wkt":"PROJCS[\"Europe_Lambert_Conformal_Conic\",GEOGCS[\"GCS_European_1950\",DATUM[\"D_European_1950\",SPHEROID[\"International_1924\",6378388.0,297.0]],PRIMEM[\"Greenwich\",0.0],UNIT[\"Degree\",0.0174532925199433]],PROJECTION[\"Lambert_Conformal_Conic\"],PARAMETER[\"False_Easting\",0.0],PARAMETER[\"False_Northing\",0.0],PARAMETER[\"Central_Meridian\",10.0],PARAMETER[\"Standard_Parallel_1\",43.0],PARAMETER[\"Standard_Parallel_2\",62.0],PARAMETER[\"Latitude_Of_Origin\",30.0],UNIT[\"Meter\",1.0]]"}},"version":0,"basemap":{"baseMapLayers":[{"url":"https://services.arcgisonline.com/ArcGIS/rest/services/World_Topo_Map/MapServer","id":"basemap","layerType":"ArcGISTiledMapServiceLayer","visibility":true,"opacity":1}],"title":"Topographic","id":"basemap","itemId":"basemap","download":true},"sourceFile":{"type":"aix","title":"Untitled-1","mapframe":"Map Frame 2","position":{"x":252.956091640415,"y":994.638005668205,"units":1,"anchor":7,"rotation":0,"clipping":{"x0":0,"y0":126.307045541159,"x1":792,"y1":1131.67508487477},"width":174.253345287938,"height":136.537079206563}},"siblings":["89a4cdfe-3383-433e-f0d9-4f0c1176c991","529733c4-3715-4ced-d9ec-9c9d40290a5d","cf7f195c-7f80-4f10-f15c-25b056e263f0"],"showTOCWarnings":true,"printServiceType":"AIX","current":true},{"id":"529733c4-3715-4ced-d9ec-9c9d40290a5d","name":"cumulativeVSannual_Map Frame","firstTime":true,"embedded":true,"extent":{"xmin":-20037507.0671618,"ymin":-12759407.9503667,"xmax":20037506.8031762,"ymax":30240971.9583861,"spatialReference":{"wkid":102100}},"width":11.08,"height":5.88,"units":"in","scale":110000000,"rotation":0,"readOnly":true,"imageDPI":96,"projectionWKID":54030,"projectionWKT":"PROJCS[\"World_Robinson\",GEOGCS[\"GCS_WGS_1984\",DATUM[\"D_WGS_1984\",SPHEROID[\"WGS_1984\",6378137.0,298.257223563]],PRIMEM[\"Greenwich\",0.0],UNIT[\"Degree\",0.0174532925199433]],PROJECTION[\"Robinson\"],PARAMETER[\"False_Easting\",0.0],PARAMETER[\"False_Northing\",0.0],PARAMETER[\"Central_Meridian\",0.0],UNIT[\"Meter\",1.0]]","projectionExtent":{"spatialReference":{"wkid":54030,"wkt":"PROJCS[\"World_Robinson\",GEOGCS[\"GCS_WGS_1984\",DATUM[\"D_WGS_1984\",SPHEROID[\"WGS_1984\",6378137.0,298.257223563]],PRIMEM[\"Greenwich\",0.0],UNIT[\"Degree\",0.0174532925199433]],PROJECTION[\"Robinson\"],PARAMETER[\"False_Easting\",0.0],PARAMETER[\"False_Northing\",0.0],PARAMETER[\"Central_Meridian\",0.0],UNIT[\"Meter\",1.0]]"},"xmin":-14727861.9651931,"ymin":-7664854.74066103,"xmax":16221996.6824916,"ymax":8774415.45646106},"webMap":null,"version":0,"basemap":{"baseMapLayers":[{"url":"https://services.arcgisonline.com/ArcGIS/rest/services/World_Topo_Map/MapServer","id":"basemap","layerType":"ArcGISTiledMapServiceLayer","visibility":true,"opacity":1}],"title":"Topographic","id":"basemap","itemId":"basemap"},"sourceFile":{"type":"aix","title":"Untitled-1","mapframe":"Map Frame","position":{"x":-5.56097560975571,"y":695.1416015625,"units":1,"anchor":7,"rotation":0,"clipping":{"x0":0,"y0":126.307045541159,"x1":792,"y1":1131.67508487477},"width":797.560975609756,"height":423.631026105183}},"siblings":["529733c4-3715-4ced-d9ec-9c9d40290a5d","cf7f195c-7f80-4f10-f15c-25b056e263f0","89a4cdfe-3383-433e-f0d9-4f0c1176c991"],"printServiceType":"AIX"}]}
1
True
False
11.000000
16.172836
Inches
Tahoma
Tahoma
Regular
Open Type
Version 7.00
False
tahoma.ttf
Bahnschrift
Bahnschrift
Regular
Open Type
Version 2.05
False
bahnschrift.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
Adobe Illustrator
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
30 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 329 0 R/TrimBox[0.0 0.0 792.0 1164.44]/Type/Page>>
endobj
31 0 obj
<>stream
HdWˮl9
1RՍc5AZ = {-;Utuى^ǏjǗ