20261029
13571100
1.0
FALSE
ISO19115_3
007
USFS_EDW_ArgonneNationalLabs_ConcentratedSolarPowerPote
-16190445.868200
-5430877.169015
1811299.079790
7736043.782700
1
Projected
GCS_WGS_1984
Linear Unit: Meter (1.000000)
WGS_1984_Web_Mercator_Auxiliary_Sphere
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2
FALSE
None
1
AMD
TRUE
continuous
unsigned integer
0
100000
100000
1000
20
2048
100
75
0.01
10
600
300
Basic
0
NorthWest,Center,LockRaster,ByAttribute,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
<_docversion_ Sync="TRUE">10
name,minps,maxps,lowps,highps,tag,groupname,productname,centerx,centery,zorder
49429.51050501
617.868881313
4942.951050501
Scientific
name,minps,maxps,lowps,highps,tag,groupname,productname,centerx,centery,zorder,st_area(shape),st_perimeter(shape)
minps,maxps,lowps,highps,centerx,centery,zorder,st_area(shape),st_perimeter(shape)
-1
1
1
0
0
0
0
0
0
20000000
500000
20261030
08370300
20261030
8400100
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9aRLpre+keKezvXaVreRQcoVyyLGy5bqByv3g6hajStdyGonRRO0kMcjxPEzKCY3xlT6HBIz9CafWJoulX+lw2yyXrSqVxLbZUQwE/MRF8m7aG+VVLcKf9kCtXzHN75athEj3ODE3JJ+XD9ONrZXk8r07uUUnowa1JqKKKgQUUUUAFFFFABRRRQAUUUUAVrW6a78x1jQQqzIrCQMSyuytkLkAfKO+eSCFIottPtLSaeeCBVmnbdNL1dzzjcx5IGcAdhwMCmf2XanUft7CV5x93fM7IhxtyqE7VOMjIAPJ9TVyqb7Db7FYPA0LX9rEtw0kIZXhKkzKMsoDEgEfMcZOPm96fdjdZzjbuzG3y+vHSmRXbS39xam1njEKowmdR5cobP3SD1G3kHHbsRUVxbpbafcGOOebbbbBGZmZnCg4HzH7xz948njJ4ot3A4uXU7qxkTxPaaTdSs8H2W4gvbNLWbepX97JMF4G0A9owFOSpAU+hUUVdSoppaA3cKKKKyEFFFFABRRRQAUUUUAFFFFABRRSO2xCx6AZoAbHwGA/vH+dPpqLtQDv3+tOpsSCiiikMKKKKACiiigAooooAKKKKACiiigAooooAhhLIfJfJKjIbsRk4/GpqhYgXkY3cmNjj1wV/x/WpqAKcCB2Oc8dxRZII43jZT5qN85wPmJ7jHrUDtsRm64GaliZo5PNbYNyAFE55Hcn6VlBq2pKLKETxfOOQe1Z0UjpDHJfLbwA/LJsuCwVywVFUsi7t2fbnA5zmmWd7dPe3KyWElvBHgRySSIfO5bOApJAACnJwfm6cU+9l8m3DxPErhsYnO0OT8qpu/hyxXnDemOavrZ7hcdFIs0KSqGCuoYB0Knn1B5B9jU4j/dlm49OKjp8cUjysjRsqBVYOcYbOeOucjHcdx74ySuxIcmMcU8S7Op49KZIQkhC4xUckPmeW5Z/kbcuGIB4I5x169D7HsKadgLEW6ZpC6ooDYQq2dwwOTxwc5456D1wI723s2tma9KiCIrOzO20KY2DhifQFQfwpqxraxvJHBl5pVMnl7QW6LuOcZwAPfC8Z4FSyr57MkifuVCOrpKysWDZIOMYHC9+ckEY66xtuUh8kUU8ke+NHMTb1JXJVsEZHocEj6E0sfDle1FtClvbxwxIscSKFREXAVR0AFSjFG4BTJOVA9WH86fTG5kQehLfp/9eqQMAmXYsPpTArO5PAwetTU0uq8VFgHDpz1qOUHAI7UiMDIeDzUpGRT3QbiKcqKWgAAYAxRTWwwooooAKKKKACqzi9kWPy3ghYTfOGVpQ0eTwOV2sRjnkDkfN1qzRTWgFa6sluXSQTTwyxqyxvFIQFLDGSv3WI7blOKrWFrfvp1mdSn26jFGEmkt5Mo53KScFQPm2/3cruYKR1rSop8ztYdynp1p9ito4Y7e1tYBGMW1umFjfJL4PGRkj+Edz34uUUUm7sQUUUUgCiiigAoooJA6nFABRR7iigAooooAKKKhu7j7JZz3HlSzeVGz+XCu53wM7VHcnsKa1AmqG75s5/vf6tvudenasrQL/Vb+bUJb1IFsxNtswtvNDLt5++JVHOCvI4zuqxJq+nXIvLS31K2kuYY38yKKVWkjxwSVByMGqcGnYdi8LmA7SJozu+7hxzQLmAgETRkE4zvHWpcD0owPQVAiP7RDz++j4OD8w60GeIZzKg29fmHFZumPqgv72HUYGaMys9vMgjESx8BUHzby3ViSoGSwHAXOrtHoKclbQbQ3zosn94nHP3qPNj/56J0z96nbF/uj8qTYn9xfypCASxnHzrz05oEiH+Nefejy04+RePak8qPj92nH+zQAu9P7y/nS71/vD86b5MR/5Zp1z93vSGGI5/dJz1+Uc0AP3D1H50ZHqKYYITnMUZz1+Uc0eRCesUfTb90dPSgCTI9RRkGoxbwggiGPK9PlHFILaAbcQR/L0+QcUALGcZQnlen07VJVd7aBVDCCPCncRsH5042lsQc28RDHJ+QcmmJE1FRG1t23ZgiO772UHNH2W3yT5EWSNp+QdPSkMloqH7Lb5B+zxcDaPkHT0pRa2424giG37uEHFAEtFQi0tgFxbxDacj5BwaDaWxzm3i5O77g6+tAE1FQm0tjuzbxHd975BzQbW2JbNvEd3B+Qc0ATUVF9lt8/6iL7u37g6elAtbcFSIIgV+7hBxQBLRUItLYbcW8Q2/dwg4o+yWwGPs8WM7sbB19aAJqKhNpbEMDbxHccn5ByaU2tu27MER3feyg5oARj/psQ3DHlv8vryvP+fWpqqokYvv3UcY2xlXIXBzxgfln9KtUAZjkBG3Zxjt1oTPlruB3Y5zRJGsqFGzg+hxUTym3Ub1eROFBVSzZJx0A9+vbvXOldWRmSu2xS2Ccdh1qhdW08+o2ztqEtvFEd6QwhR5p5DBywO5cEcDHc9cbbbq0VuZdkk7opIUEbmPoMkDP5CpLu3M1rLEjuhkQruXGV46jII/MGrg+V3Q0N/stJpbCZJWU2l09wQ5LltySLjJPA/eZ/DH00Z22xNx14rP08zG5895EEU0YxHhsjgFed23PL5IUZyo/h5vzgGI5bFaNtx3uV0KdIsZExdpHKsoAj4wpGeemecjv2HvmGW5RbZ5YpIGIYxpvl2oZN20IW5wd3y9Cc9s8VpQjC7m7d6yUX1JSFCbowPyNJ5TDp3qRBhRTq05SrCcKvoBUKwrCRtL4LMxLuWOSSep7c9OgHA4qSRSRkdRVO1kmmtIZbiDyJ3RWki3hvLYjldw64PGaHewMv0xfmkZuw+Uf5/wA9Kbu8uAsOcDNMgmG0KxAI79jT5guWKin2gAk4NMkuMDCYPvVYnJqJTWwmy3FjdnNS7l4+Yc+9QQKGXPpTpYlIZz1Appuw1sTUhIBGSBmqxkliVQcYI4pY2Z2DGQBjwBjNHP0C5ZoooqxhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXKeONR1C30xotM0yLU2XBuIQ7ebEDny3VV+bh1zuBBGzj+8vVMdq5rzjx5a2sa2t1YSSw3GtTpHdQGd4WuYhEy8r94FQRhQpyzAFHOBXThIxlVSf9fiioK7Os0SWSDT9Kt7myuNOk8l4UskzPGirjbulCkD5VGMsM7iOSONyuY8N3msy63qlrq6xIYoLZ41hcPGS3mBmQ7QwBKdGyQQecEV09Z14tTe3y89RPcKKKKyEFU7Wxktry6uZL+6uPP2hY5SuyEAscIFUf3upyTgc8Vcopp2HcK800bUNHtbnxF4muLiXyhcyWMV4AXRQW3/LHGpCoSy/MSd55+Utg+l1Wv4lm066jY4DxMpO4rjIPccj6itaVVRTT6jTsTQyrNDHKgcK6hgHUqcH1U8g+xomhjuIXhmjSSKRSro65DKeoI7in0VlfXQkhtLf7JZwW/nSzeVGE8yZtzvgY3Me5Pc1NRWUdOhPiRbwWk4ZYSxlDr5LSHC7iuc+YFBXft+6xXJ4AaV9xmrUN01yls7WkMUs4xtSWUxqeecsFbHHtU1FLYQUUUUgCiiigAooooAKKKKAGu21c9T2HrQi7EC9cUkgOQ45K9vWnAhlBHINMXUWiiikMKKKKACiiigAooooAKKKKACiiigAqKV2BEced7d8cL7mpagnAjYXAAyow5PHy9/y60ASogRAoycdz1NOoBBGRyKKAKGzjnimXCwBfPlTf5GZFxHvZTtIJUAZzgkcc8+9WOoqCsNiAleVY3MKo8gB2K7bQT2BODge+DViL94p7EVlRStJqsq77xFjUxiN4h5L8K29W25z8+3738LcfKTWrZRCC3WNd2FAUF2LNx6k8n6mrUbWTBGbc2cF7byWVwjmNHU4VmjI2sGQqykEYIHQ9q07WcXEXzGLzo9qzRxybxG+0NtzgeoPIHBBxUd3FhhMucr1wM8d+PwrJUxrqsTrbXBkmlyrzb3RNsR+dBhljPzbedhb5uvGdI31RSNxbeGOMiOJEGWbCLj5mJYn6kkn6mo3jmeGQQsqSFSEaRdyg9iRkZ/MfWnxGQtljxU9StXcNw/CiiiqGFQumHHYGpqilGeR261MthMV8EqnYfMfoKhCpnLLmpQ2XBxww2n6/wCc0hiOTyAKJK9rCKzgA0IecdjSucmpIgi7fm5J6YrFLUknjTYvvTmAK8jI64paZIWA4Fb7I0K7N50qgjGOuTStGAwO/kHsuKQLhs0+MZcZrJavUgsA5FFFBOBWxYUUe9FABRRUNw1yqA20UUj88SSlB9045Ct/FtH0JPOMFoCagnFMiEohQTOjyhRvZF2qW7kDJwPbJpsvBXmk9AJaKbG25eetOoQBRRRQAUUUUAed+KviVDpGrNptqkTvEkpkmZg6BwjbEwjZzvAVs4xj33DA1sM/gPS9P1C9WxtpLlS/2mxuAbQKi/uk3K7NgliGLLnBUfLkDv8AU/BOma1czXGpvLdzOjxwu4jBt1YEYXaozjPG/dgjI5zmtN8P9JlsbOx8y6+yW+N0JcFJCFK5KkEKSC2Sm0lm3feAI9aliMNT9m4pprfzfdX/AMjROKKHw41nSZbGTSrXVJbu7SSWURusm2OFX2IE352rt2EKWJG413lcJ4e+HcvhzUlnttXE9sk/mxwTwufLyCpI2yBS5Q7dxU/TtXd1yY50XWcqLun3/wCGRMrX0CiiiuQkKKKKACobrJs5sKGPltweh4qaorkA2sq7d2VIx60AOEUYnaYRqJWUKzheSozgE+g3N+Zqmg1Ya3JvezbSTD8gCsJ1kyODztK4zzweQO2TfopqQ7hWVc6VO2vQarZ3awt5PkXMciM6zJuDLjDgKw+fDYP3zWrRQpOOqFcrWE13NaK97apa3G5g0aS+YMBiAQ2BkEAHoOtWaKKG7sAooopAFFFFABRTJ3aKCR1QuyqSFHVvasax14y2D3d0IAAVURwMzOGY42MpAIbJAoA3KKzodZt5mhQLKskkrQ7GXBRlUsQfwFV49fSe4giht5GWaJpQ/Hy7SByKANmmJwz/AO9/QVl6LrQ1OGFZI3juHgWYgrhWB6lfbNV7nWrq3m1CSO2iktbTa0h3kOV2hiRxg8U0FjforOk1iCK+itHSQPNwj4+UnGcfpVOy8RRy2Uk04O6EHzTGvCndhV/3jxx7+9IDdorGl8Qoip5drO0hnEDxEAMjbd38qs/2tD/aS2LpIsjfdJHDHGcflQBoUUUUAFFFFABRRRQAUUUUAFFFFAEBjaLLQ4wB/qycL/8AWqZW3KGxjIzSP9xvpSQDEEfG35Rx6cUAVXJC45+tQSfaPm8mKN/3bEb5Cvz8bR908HnJ7YHB7WSuaUDFYLe7IK0jtHG7pE0rKpIjXGWPoMkDP1NWajlhmmaIQz+SA4aQhAxZR/CM9MnGTg8Zxg4YSXtnBe2k1tcrvt5omikXJG5SMEZH1q4x01GkTqd0fzfmao20EYvp3jLkNgH5zt4z0XOAeeSOueelXwVAC/oaqTRSQyNJEhdWI3KOvpn+VUMuZAwOlLVMzhnEbRlOMg9vpUxcb1weB3o5guTUUUVQwJA71BIct1BHtU55HNROvy524qZCZGMkbfy+tSSFXiyCR0PAqKo0DxW7mWaPlmP3MDG47RyT2wM9z6dKS1ViR5VyQQQRjOe1QBpnG5Fj4b++fz6daVJJAXiKsEwCJDjDE5yo57YHUfxDrzh8A2xkbcfM3H4mpasAqSXCRuvlxn+785H9KcZ7jDARx+x3nn9KWkLADrRzWHcYWmz9yPp/fPX8qaDcjPETcDHJXnv61IrbqdSTAaJLhc4SPGOPnPX8qdvml4Iij+Xrktz+lFFO4XFjScMAZUIX73yHn/x6nqbkYDCJvVgSv6c/zp8Qwuc5zT60WxS2IQ1zxmKL3/eHj/x2jdc/88ovvf8APQ9P++amopgQlrnDfuos/wAP7w8/+O02UzlWPlxcfdPmHn/x2rFNcErxj8aHsD2KiyTqeEjxj++evp0qVJpmIykQHf8AeH/4mqX2uZby4jlspY7ePy1jnHz+azkg4VckBflyWx1PYZoutRt7S8srSRv3947JEoIz8qF2bGegC4+rD1qUpJ2EXw1wduY4ufvYkPH0+WgNc4GYos55/eHp/wB802GTnGeO9WKadxpkJa5wf3UXXj94en/fNKWuPmxHEf7uZDz/AOO1LRTAi3XGT+7jxjj94ev/AHzRuuM/6qLp/wA9D1/75qWigCINcfLmOP8A2v3h4/8AHaQNc4GYovf94f8A4mpqKAIS1z/zyi6/89D0/wC+aC1zhsRRf7P7w8/+O0l3d21jbPcXdxFBAmN0krhFXJwMk+9NstRstShaaxu4LqJW2l4JFcBvTI78j86fK7XDoSFrjLYii9v3h5/8doLXGf8AVxdP+eh6+n3akY7VzURlJbI7etS3YLihrjIzHEB3xIf/AImopjcNCA0UYBYbsSHjkdPl5qd328Z5+lMlO6DlM/MvH4immBNRRRQAUUUUAFFFFABRRRQAUUUUAMlQywugZk3DG5TyPcVmDQYmWYzXM8sspQmZtoZdhyuMADg+1a1FAGQdBi8tNt1cLOsxnM4272YrtOeMfd46UsGhQ2zWxhnmXyI2i6g71Y5w2R6jtWtTXcqwAXJNAXM630mKza3KPIfKgFsuSPujv9eKZcaDDc3FxI9xP5VwVMsAKhHwMYPGccetaWfMIABABySR+lSUxJmQ3h+3Opm+86UOZBLs+XbuC7euM4x2zimReGrSKKWJHlVJV+cAgZbduD9PvD1raopDMg6BGY2zdXBnaYTmf5d+4LtHGNuMcdKWHQLeHUheiaUuJWl2nbjcwIPbJ69zxWtRQAUUUUAFFFFABRRRQAUUUUAFFFFADX+430pIOIIwBgbR169O9K/3G+lNg5t4sZPyjk9enejoBDQAScCuXbU728tihaNZo72BVcLgYYr94Bm/9C/KrS6veYiiMtrDJ5syPPIh2fuzx8u7qfr2NZ8guU6dRhfehhlSOtVdMunvtLtbqRNjzRK5X0yKt1oOxXYtuyetSrICBnrSSjjdUNZ7MnYivbeKKC4mRBGWPmu0aDcWAAz05OFA/CphLGkMcsrRxgsq5ZgOWIUDPqSQPxqdSHXnnsRVWCYW8JikUho921ePmUdMfhV2vqUXO3Siqmb1iGQwBG5wQSR09Ov8X6VU1GPWZ7m3itHtoLU58+Qhmk6jAX5l28buee3FUld2A1QQehzil/CqVxEttHut7SVyd2Vt2VTnBbJ3EDJIC59W9MkVI7G6ubJBdM9veIu2SWAqyszRjcY924hQx4zg5TnI6vl0HY1mQFeBj6VRiRpb2Z25ijGxV+YAt1J9KeltCQBPunbu8vPP06D8KzNcu4fC/hm8vhsMtvb4SR0/1j9E3BQOrEdMDk9KUIc8lGO70ElczfFmo3lr4dY6FdwLNPLAlm3yuJxIwUIhY7c988/L+Y2tLSddLtxJC1tJsG6GSQysjdwXz83P8XevLtG8YXuo+Fn0+NtNa6tifKspR5YNsqHI3uSjAAhSDhvLR+cncPVdPR4rCJHVhIo2splaTBz/AHm5b6nk12YyhLDw9lNK6b9f+G7DnGyJG3k4J4H90EU9hGI8K+SOnFIz5PH51LDASQ7cdxXmavQySGIrBTkGnVYKBhSGJcf1quQqxBRTmQrSom8+1KwDLGN4LdYZbqS4cE/vJQoZvrtVV/SrVN8tfSnVpr1KCiiimAUUUUANdAw9/Ws+8tWmik8l0gvPKeOK48sO0RbHIB68hTjvtFaVRyKNvQD3pPR3QilGjQxxo0rysqgM74yx9TgAfkKs21wJot5yFDFcuCuSCQeD9OvfqOKciq4w2D7VTFlbWTOLaCOLzXMshRQu9z1Y46n3qNk2LbU0QQwyORS1HAf3K/0qSrWqKCiiimAUUUUAY/iW0Op6V/ZeLoJfSLC8lu+wxpyzFmwcAqpXpyWC8bsiHw9a3m+a51HSLCydMwWfkhfNS3BO2N8ZA6A4VivPQYreorT2jUOQd9LDJRlMntUFTy52VShn82WdPKlTyZAm51wH+VW3L6j5sZ9VPpWEldkMLqSGKaCeWF2kY+TG6QM5XccnJUHavyjJOBwM1Zl5tx1+8vT/AHhWRpunXMF5NBK9wbRVVhI4VDNJvaQsPLcKBliGBjUt3LCtG/uDbpGBFIyPKiMY1zsyeCR1xnA4zjOTwCRq4pOydyrF2is6y1qyv7uW3tJWmeFnWUrE21GVtpUtjbuz/DnOMHpzV5JY5HkVJEZo22uA2SjYBwfQ4IP4ik009UFh9FFFIAooooAKKKKACiiigAooooAKZJwA/wDdOfw70+j8KACiosvEvIBRe+7nFS0xXCiiikMKKKKACiiigAooooAKKKKACiiigAooooAa/wBxvpTYTmCM53ZUc468U9/uN9KbF/x7pyD8o6d6OgFOWzSCJfs9tCcOpIPygDPJ4B5AyR7+nWo10mzmeOS4hhuJY3d0eWJSybzyFOOOMD1wBnJq4ZGNLG6r1zmpUuwrkwGBgUUUVQwqE20LXCztGplVSquRyAcZAPodo/IVNTQ4Iz0oAYDskP8AdNLLDHOqiRchTuH1pzruXFJEcrj0pLTQQiErIYREyoiLtfjaevyjnPGB2/iHXnElFFUMYYozMsxjUyqpVXK8hTjIB9DtX8hTPMYbgTU1MePcc9KmV2JmVqk11aWj3drC9y8S4+zBtoYFlyxIVmyq7jgA55GCcV5p471ebTPF+nPfIrQg2101vHczS+UyN8zIp2xgn5l6H7uflLV675Jz1GK43xF8Pzr/AImttYnv0MNuI1+yfZs+YituKli+OSWHTofz78tq0adW9faz+fYum0nqcxfeLU8ZPJbw/brDSoZIlklAJTDK+43Gw58s4C4DqPmLE8AD0jSpLmXS7d75Vju2TMyL0WT+IDk8A5HWvPNc8OSWejfYrbz4H1a58640u0RZhGgBIKoSMFWCbiGA/AAV3eiaj/aejpO24TK7RyoyBCsisQQVDNt+m40Y6VKdNOjor7dV/wAOwm1bQ1F+XIAGD7c08OyjAqCCRpIkLxPExUFo3xuU+hwSM/Qmpa8taGSJhLlT0yPWkWXn5v0qKiq5mO5IT5kg9KlAwMCoNjbc9qAWTB7U07bjLFFMjfcOTzT6vcYUUUUAFFFFABQRkYoooAgz5bYx370l06JbNMwcqiliEQs2B6Acn6CnyADPqelY9/fXVo1789pBF9mBtZbl9qNNiRmDc52qqq3Tpu9OFGPM7CsX9Mnkmt1EyMkyKolUx7Bv2qTjkjv/AAsw6jJxV6sXw/pK6ZFMzhTdXMrzTMrFgCzs+wE/wrvOOBnlsAsa2qqVruwwooopAFFFFABRRRQAVE8YwSPypLp3itnlRtuzDt+6aQlQcsAq8kkZAx3xwelcfJreq2niOZdQuZUht442NpHZ7IHRnQPIJ2yXEQkBbhPug4A3VpCk6mw1G52oJ2+pxXnXiS71m01dNegjWG1SOaxZZ7nY6qGLGZEKEA/u93G8sgX5fTtNN1U3okjltXguIFjFwm4MscrIGMYb+LAK84x8wx3xX8Q6Laa5p6xXIkXy5VkikjkKPFIOA6kdxuOO2a0oTVKoudDi7M5Dwb4iuI7eaabSmtraeUXE15dyLA07OpYuq7VRtqpliCuVUvjJK1pTfEW106xhm1LT7m0lnnVRC6PujhZ2USSfLhThHIQbicD6jzDRdK0y61i2S4k1C3fc8cFrZ7TdW7xnezSnYpJHJG1WY42jldp6u48NNqGjJq2jX7IJma5s5vtYheB3GxbdFC4wQIouZOCvAAyretiMLho1vf0T+X+f4fI0cY31PVLe8gujJ5T7jFIY3GCCrDsQenGCPUEEcEGp64fw/p15Z3Vmm+DbCvkTottdx7VjV8BZJJCHUNN8uRgjJH3BjuK8WpFRlaLuZOyYUUUVmIKKKKACiiigAooooAKKKKADrTAjKPlfj0YZp9FADN7D76Y9wcin0113rg8e9RuHZMFAT7HimLYmoqOIhfkxtPUD2qSgFqFFFFIYUUUUAFFFFABRRRQAUUUUAI/3G+lMh/1EfT7o6dOlPf7jfSmxDFunG3Cjj0o6AQUUUViQSpIAuO9SA5UGq1ORynvVKQ7kwcFsCmGI5PIxmmiIPMtxlg6qVADHbg4zlehPHXtz6mp6u1xkVtHHDbRwwokcUahFRBgKo4AA7U4DEhwMDFRRrci7IPlC1Ce5dnz+QAA987v4dvzWKb8xhRRRQAUUVGJCQCI3IPfj/GgCSimq6sMg9OvtVV9VsUa5T7ZAHtVDTgyD9yCMgv8A3RjnmmkwKd/pUzX739rfC2doljlLRB/lUkgrn7p+Y+o9q5Tw7bWPhi3lvtL06b+zrl491zPcfPIv3VKR46fMTzgnce2BXbaa9zNYhb7a04ZlYrHsVhuIBC7mwCMd/wAugwL+OXw/pszabZq8a5INzcM0UW1sIqJyck4wBj69KfPKKcYvR7gdK0CHJU4J6D3qIh0JDDp3rC0iC+guhea1GPtJUKJTd7kUkgbVTaoXOfQk+prbjZ7id9kKhFJDs+5TuwpXaNuGGGOWB4IxzzjLkvsS12HBh3OfYVNG6MwwNp9Ko28924jSazZ2eaZTLENiRqrsE3ByGJK45UEE5P3cGrIZUu1h81FlZS4TjJAxkgeg3D/voUcji7BaxM5AJHvyPWnMobABA79Kif73XNCttbPpSuBLIo2k45pgkwmO9LuLoS3AphQk/LyKb8hkyPvFOpFXaoFLVoYUUUUAFFFFACFQw5qCS3iaSMvEsjId0ZYZKtgjI/AkfiasUjbsfL1pARRZLZx7cVNTEUpkdRT6IiQUUUUxhRRRQAUUyWVYVDtvILKuFQsckgDgduevbqeKxrvWpINVSKPa9rLCyxSlP3X2lX2+W8ysdhz8uCnXoSflqoxcthpNmnewSTJEYXdZI5kcYk2ArnDA8EMNpbgj05U4YRyrbahLNbvHv8jA8xXAMbspBClTuRwjdeOHGD1ri/DvjO7vfF+p2OoWtrFBZRyRT38ULqGaORtpdskIm3ecMeoPPOK6DUYotV0OVdONm2nuwnFxA8j/ADK7OzKkWGZt6r91wSWb+7huidCdKSjPTb8SrNEul2GjaSYFt2WK8v4VG6f5J7rYCxZlOCX+YljjPPNX5yxjIPPzDg/Wsq2sm1jV9O1u4nWOayikjazQBxG0gUglnRXVtm3IIB5HQZ3btyu6HG3PzL/MVjVXvJ316ktanztp2rnRVs7gXN6be5jZXjSOOLyztWNpYgGOW27wJMISw5J+cV6JbeDba503TtXso1fVHZbpJ5X8yORgC0bynbG+OmdoBLMC4fBNcv4p0vVLzU5fDixRXOofanuYPm8vERG9im8hSHeRzgZZfLwWcKCOz8GagqaQLFNYs5juFvZRgmZomWNs+Zg9CY3YKDtAGFdhtx7+OqXoxrU9JPfzXTb/AC6XNpt2ujHmRdA0B9cvZb66nknie8SHTxbCSaNzJGW3IpEe44Z9pZjt5HKn1ZCSgJ61g/2O2owadLqxj/tK1kWVZ7PcgRs8quSTtYfKwP3h2HGN+vErVlUt31uYuVzn9b8a6B4fvIrXUL5VmdirpGC5iG3dlwuSoPGPXPpkjRsdb0rUpmhsdTs7qULuKQTq5C+uAenI/OoNalilglsjDbzsyoXjnufKjO5wqo5GWw53ADaQ20qevNHTNHi8Ircx6bbSvp8ztMsESF2VysSKgZnzyQxyRtGeWUL8z5aTprfm/D/gDsrGxeXF7Bc2i21h9pgkk2Tusqq0Ixw20/eGevOR2DViXXioadfqmrPBpkCtcEiUFzMkezaVbK4Y7w21Q/cZDAinad4rSe7m065jzqY8yaK0gRi5gyTGX3ALE5Xb8rsOozt3bRzt14tuLnUdDXWfB/lxXvnKu9DcTomCsi+XsDD+EnrlD0PbSjh5SdnHZd9dm+v+Q1HuXv8AhZdoyw3EWmzzWcqhVMc8RnMxK/uxFuyx2uhJUnG7BAIONK28XSXet6VYRaVO0OoRS3Aus/IsSk7G6dWAQkHG3zFHJNc81hpOgeH9On0awmOr20gigmk0ySM3EzDyyJC4UqjGXjLgA4xu27a5/R/D+v6fq9tO2nLb6yrGaQCYSSTxY8uSVWcMnmfvSSDIBkLmPpnqVDDzjKUdLXtd7/j07lcsWe0UVVsp7m5hMlzZvaEthY3dWfHq20lQc54BPGO5wLVeS1YyCiiikAVWe2ma/juBfXCRKuDbBY/Lc88kld2eezDoPfNminewBRRRSARlDDBpIySCCeQSKHbauevtQi7V55Y8k+9MXUdRRRSGFFFFABRRRQAUUUUAFFFFADX+430psAxbxcbcKOD24pz/AHG+lJB/qI+v3R97r0o6AQU5F3NikhsbeC5nuEgiWafb5kioA0m0YG498dqsBQvQVHIKxAEJbb0PvTwjBGHc08qd24fjTqaiFiKPzVkZWVPL2gqwbktzkYxwPu857npjmWiiqGFFFFABRRRQAUyL7n0JH60MxB2r94/p705V2rjr7mmLqIyBjnofUdaybPSv7OeeWS6mupLh1LzS7VJwMD5UVV6cbsZPAJwFA1yfeoBnO314INJysuXuDI4pBGxJzz2FVrtnFpmKzW6xNu8kuoP38hhnvnB7VbijYwotxHGk+zkIxZc45AOBnH0qBEEa8bvvtnP+8azacBbGK9hr2pamt3OllBDAcwRyu0uxv7zKMAt6fNx+tbmb+PTz5XkXN4v98mGNuevAYjj61IsjhPLA+YDjJxu981xepatc3OoHTZ9btLBwP3628mPK9t5wzNj+6Fx39DSeug1qdoJZBM8ZRwoUESEjDZzwOc8Y9O4684zNb1HVdPEEtjpn9owtuSSJH2yK5x5ZGeNuchj2BDdAaTSNT0namk2N41w8MXAdmZsDuWPU81T15PEltpl/caXe20kojd44WtCzj0VCG67egKtls9AQq6UUnUV7fO41udBZiL7DAFEoj2LsM27fjHG7d82fXdz61LFbRxKQpcqWLfM5bqSTye3PTt0HFRWVsbaxhtxJJKI0VDJM253wAMse5Pc1YUsDh/wNQ9xaDI7aOFSsMaRqWLlQMAkkkn6kkn8amoopjCiiigAooooAKKKKACiiigAooooAKKKKACiiqcl9Imqw2QsLp0ljZ/tShfKTHZjuznpxjnPs2Gk2M4nxVcX2l23h8SWti9+J3YXF6kl2vmZ4RWSLcHckONoQDy9o4GKpWmuXd1cXDa1NLYaWIJ7eOzuZ4P8AXRhYyEkkb/SMgvkuNgY85xmtPxX4ti0e4s9B05vsk32uCBvJRJGSAgbvLQbtpA2gBk5z8oPUcVqOpajfXWv6feTytDqV8sdrYPbtBLM4lh2EM0eF/dBR8x7gkc5Ps4ag6kEnFK/Xyv06f8N01NorQv6Va6Tq1votpfWN4lzO37nVdNiaFElKpKCFRfLDffjZgCR5OTj+H1K1hXTUdZjAkRZAJy5DSMTsUPuyWbaI13FiWPYcVi+BNAn0HSJY7uKJZnkAVvs8UUhjVQAJPLJBOd5zuY4PJySB1VcWMrKU+WLul/Wnb0M5u7Me3vNNl16VbU2s83KSvborvDJ/EJWU5XcI1AyAP3WCc7RWnc/6noT8y9P94U5IY43kdI0VpG3OwXBZsAZPqcAD8BTbjAhOc43L0/3hXI2m9Cb6nnmu+Hr/AFzw7bXulaBbaXrLebbTxEJlYAjxlQxAByERVI6BuCFJNZCWXiq2ntby90F79LaOeS8tYzFCk1w+8M7BQfNPlMo4B5OM53Ct5LqHX9QvdR8HXVjM4gS3uopLWWOREZ5XYxPuT52ZjxkZIBLCulsbrR7iwbTdPaUwWztpxEYkUxMi8rv6jAH3s9cc5xXpyxE6MeSUFp0ad1fpe97a6Gjk0i5o94dR0+K98vy1l3FV3bvl3HBz0OQM5GV5+UsMMbV1cpZ2zzyrKyJjIiiaVuuOFUEn8BSxFicZ+UVBqmqWejadLf6hN5NrFje+0tjJAHABPUivLiuaVorcyRDcaNbX9zO+pJFeQPs8q2mjDRx7Q3zYbPzku2W442jHGTfhhjt4EhhjWOKNQqIi4CqOgA7Cqejava67pkeo2RdraVnVGddpIVyucehxmr9VPmT5ZdBu5WttPsrOaea1s7eCW4bdM8UaqZDzyxHU8nr6mnz2dtc58+3ilzG0R8xA2UbG5eexwMjvgVNRU8z3C73CiiikIKKKKACiiigAooooAKKKKAEZQ2M9vSkjJK89QSKdTGQglkPJ6g9DTEPopFYMuR+VLSGFFFFABRRRQAUUUUAFFFFADX+430pIDmCM53fKOfXiop4keaIum8NlCpGR65/T9af9mhOR5SfMeeOtAEtFFFABRRRQAUUUUAFFFFABTXbHA5Y9BQ7bRwMsegoRduSeWPU0xAi7R6k9TTZgdoPapCQOpxUTsGXgjp3qZANLbgCTg9DVa/u4NNiE9y7pEWxvCMwXvuYgfKoxyzYA7mri4RN2DURYnuTUq3UQ5RvyM89R7H1qtGwKMCHLb2yD65NSWoRhLLbzCQO53Yk3gMvykDsuCuMDvnvmm7HlhysrofNJLKB2f7vIPB+7/LHWm1pZhYdEjFjuPJ6Vj+I7SX7NJdvdtFZxxndEm5cMA3zHbhn52DYGXvz2rbBway/EuofYdIjeWw+22s1wlvcqD9yOQ7d23BL8kDaBk5p0k5Sstxx7GV4emudJ07TrW6s4o0umCq/yxzMxBbLxKihfcZJHcnk10d7YfbIVhMrrHu/eoERhKvdGDKflOecYPvXIPaafa6i7rYR2V29mRcS6xdGVUhLEbdu9lb7pOAwAB564rqdN1Bruwk+zO13NGvyyyRtDHK3bBwfl9xn8a0nbmutx2NFAUOD0PSmyK5JP8NLvKvg/dp7E7cjmsdGhCRvu4PWn1XIKYPfrUyNuXNOL6Ah1FFFUMKKxde1ObSjBOuWhZZFZAOrbSy/+gkfjWfba7fBZDMnmGxgY3SgY3NvIyP8AgKs2PcUDsdVRWJ/bzysEtbZZTJO0URaTarhRlmzg45yO/SoJvE7rbrPFZb0Fs1zIGk2lVU4YDjk0BY6KisB9ZuH+R4fImjuoonCPuBVsHrj3p8WvyNchJbQJA0s0SyCTJLR7s/LjoQp70BY3KKx9M1iW/uY4pLUQiSAXCESbsqTxnjg1sUCCiiigAqFlQ3kbm33OI3AnwvyDK5X1+bAPHHyc9qmopoDM1GO8FzF/Z0UUc03yzXckCyKqKCQrDzEbqxxjdjJ4Gc1j32k3+oX9vE1l9n+wbTZX63fmHaXCvuJAk8zywTg7kYt8+7Arq6ZLEJlCMXADK2VcqcggjkduOnfoeK0jVcdik2MtTutkG+WQpmNpJU2MxU7SxGB1IzkDB6jjFTUUVm9WSFZ2uiZtCvVt4Y55miYRwygFJG7IwOOCeD9a0ar300dvZyTyypFHHhnkc4CqDySacdJKwLc47wpoOp2eowX6qumadNErDTIlLCNRGAFckqfMLHcWKM37vG/HB7UwRGdZjEhlVSquV5CnGQD6Hav5CvItNuvEY1XS7/xPfXum6da2quEt5HdrgR4OZUVmYZz87MuONpwSK72XxdYx6Ze3InlaSzAmkQ2EqMYi5wFRsEnarLuztBBY4HFd+LoVXNa83pt9/Vmkots6MADgDFc34ztbDUNKS1uZLH7QH+0W6Xk/lr8nLt0OdqFjyrL0yCKn0jxFp3iLTo7l7aa3ikmVYY76NVMrKBIrIMnPTII/uk9qwPFuqaoXhmg0/U4obW9ETNZy72uYWGHGxG+XgPhm+ZSExgsdmFGlONVLZoUVZl74ZSW7+BbJLabzVikmQ5ADD94xG4AnadpBxnvXX1heGtSS90Vbp7u8kLSOCL5I0ljKsUKkRqAOVPvzWx9ohyf3i8DJ5rPEyc60pPq3+ZMtyWiovtEP/PRemevagXEJxiRfm6e9YiJaKiFzCcfvV56c0faYR/y0Xrjr3oAloqL7TCAf3i/L156UG5hGcyLx156UAS0VF9oh6eYvTd+FAuISQBIuT05oAloqIXMJx+9X5unPWj7TCRnzVxnHXvQBLQDmsPX7nzbe1s4Ziv2u5WGR42wVTBZuR0+VSM+9Z9pd6bpiazcaZ50QtbcNJaSQvGA4DEMN2Pve3XAoA6yiubutZv8ATtJge7e2a+uJVjCxxsUiyMnIyWbADdOvtTV8Q3I0OSeR7dLhZ/JWWVGjR1yPnCH5jx/D6igDo2BVt6/8CHrTgQQCOQa5OfXby48H6jcpLGt1GZYopFjZRJg7QQpOVOeOvBresz5FpCklzG8wG1mGQHP4knP40biL2R60m9d+3cN2M4rgV8vU7q8e2trs6o+oFYbpYnVI0Rwv3z8pGEbgZzmuhinK65rV623bawRQje20ZCtI3Pb76/lQM36M5rm9A1251C8uoLl7eRYoI5t8MbIFLFwV+b733fvDrUVtql5/YmivZxQJcapLuw6ttRWR5C2M57evegDqaK5/+177/hHJbwRxyXMczRFkRimFlKF9oOcAAtj2rQ0a5ubux864kt5csfLmtz8kidmxk4+me1FwNCiiigCKUPvjZVLBSSQDipI3WRFdTlWAIPqKbLIIoy3GeAAfUnA/WiJPKiROPlUD5RgfhQA+imiRScZwfQ8U6gAooooAKKKj81OvzEeoU0BckpGYKuTTfNX/AGh9VNIoLtvI4/hH9aYr9hVU53N94/p7U+iikMr3Ught3lbeVQFiEQscewHJ+gpyx7lznFOuIhPbyRMXAdSpKMVP4MOR9RTLaLyIUhXeURQoLsWb05J5P1NJpCsSR5KkMOnFUdXe7ttOkl0+2+0XXASPIHUgE8lQcAk43DOMZGc1oEgUx3Kt7YoulYChawvZXkvkpELSbMjKCwZZc8kDphupxj5gT8xc4ls7kXcRaIeZAw3x3CMpSQFmwBg9gBz05GCecR20rO1xGwnJilK75UCh8gP8uOqjdtz/ALJznrViA5t3HHDt0/3jQ5PVMLhVG+g03XbO/wBGmljkLII541ZS8W4ZU452n+Jcjtmr1Uk2rrxOXDG3XIW2OGAY/elxgkZ4TIxuY4ORhU9HdfISJrrTka1ibyIby7t0/dSXQAy3HzEqvBOOwrBN3fz38P2bUmvLmOVRJBbRbbaNejb37kDP8XXHy119Y+ri5TBW9TT9OSNnuLgBd4xjgFuFGN3ODVMo0ztkHylSaaHKHaeRXO6LLomn3rCyM8n2yTabqT5x5mM7Cx+YE8tg+vvXTSJuGe9S11QhHAZcgZJqMMUbH6UI+1vY0rpjleVqb31ETg5FFV4Xk85kZV8raNrBuS3OQRjp05z3PTHNitFsUQXNpBeIqTxh1V1cA/3gcioJtOVUunsxHFcXGN8joXBwMcrkdqvUUAZkWiWa6dbWToWSAfI2SrZxy2R3OT+dStpFi0ZjMA2GEwbQcDy/7tXqKAKbaZaPIztHlmdZCcn7y/dNA0y1Uoyx/MkjSryeGbO4/wDjxq5RQBi6ToR027e4aWNiYxGqxoyhVznuzfkOB6VtUUUAFFFFABRR70UAFFFFABRRRQAVS1eyj1HSbmxmYrHcRmJyvUK3Bx781dqK4GYemfmX+YpptNNAjl2+H2kxWLWdg89nE83mbopCZIx+7JEbE/Kd8MbZO7oQMZ4q+J9AefyjdWn9o6dE6RxxnUGgl2PsQxHPEvzqsgLOrFsD/e7eit44mopKTd2ilNnA/DHR7Kw0+W4F/Z3OpSKouFs5wyRJgBEZUO0t8pO7GSS3J5J76qEeiaTBfG/i02zju9zObhYFEmTnJ3Yzk5P51aluYYIXmllWOKNSzu5wFUckk9hSxFZ1qjm3qwk7slorBt59bHime1u4AdNktvMt7iLorK5yrDqGKuvfB2EjqQu9WUouLEwoooqRBRRRQAUUV55408KeKbq7udT0LXbz52Tbp6TtEFUKASp37c5G7GB1Pfrvh6Uas+SUlHzY0rnodFfOtz4x8aBm0OTU7rzo5BbmOIL5u9WxgOo3McjGQeffNfRQ6V047Lp4Pl55J83YqUOUKTke9LRXnkFHUbCPU4Y1E8kE0MgliljxuRgCM4IIPBI5Heqo8PRGyu4JbqeWW8ZWnmfbubGBjgYAwMcCtgjIpgjwPvN+FLUCpqOmjUI4dtxJbzQSeZFLGFyrYK9CCDwxH41XutEN1b2am/uFuLWXzUuPlL7irKcgrt6Me1agXHcn6mnUwMg6BF/YjaYLibaZDL5xIZ92/wAzPIwfmrVVSECk5OMZNOooAo2WmQ2WmxWSMzLHyHb727Od31yaqTaMr2d/ayNJJHfOzySKQHU4A4GO20Vs0UAYlpo6JDfSvqFxPLexiOSaQKrLgEcAAAfe6YqSOxj8ywkihl2WSNHECVA6Bc4PsP1rRktY5GZjuBYYO1iKmAwMDgUAYR0h4tLt7S2e9he3l3pNG0e4k7slgflYHceCKtadBHpNkLYJOUVmZpH5LMzFmbjjqTWnRQAgIIyDkeopartagBzE7ozHdgNgZpRLOmBLBnjJaM5A/PmmA6T55o0BHyne4Ppzj9f5VLVaF1MpcFmWYB0YjgDA4/r+JqzSAQgMMEAj0NN8sj7jFfbqKfVP+0of7S+whJWfp5iIXRW27irFc7DtKn5sZ3DGecNJsLXLO5x1Td7qaMydkH4tUNzfQWc0CXDrEs7bEkkdVBk42oMnJZucAA/dPtmzQxWGbWc/PjHoO9PoopDCimTI0kMiJK8TMpAkTGVPqMgjP1BrNXWlt2jh1ONbS7lWR4YEYytKsYG8rheTzkKPmK4OAcqrUW9gsatFFQ3VpbX1u9vd28VxA+N0cqB1bByMg+9HqBNRTIYY7eFIYY0jijUKiIu0Ko6ADsKfSAa+AucA49aqq8GpwkiNJYdyPFISrpJ91ldcE8A9D6rn0NWZT8hqvaXENxNcRxPl7eQRyjH3WKq2P++WU8etL5CE2MszuZGKlQPLwMKRnkcZ5z69h75jtixibdE0Z8x+CQf4jzwe/X8asXELyAbHdDuUkqBngg45B4PT8ex5qKIBQwCkfO3B/wB41L2EPqO2u7a5ZzBPFMIpDHJ5bhtjjqpx0I9KRLlJHVAsoJ3/AHomUfK208kevT+8ORkUz7FG+pJesXaVIjDGCeFDMC2Pc7U6/wB0YxzkiktwRpVWv7KHUbKW1nBMcgwcHBHoQfrVmirKORSzttP1LfIl9rOrrtJYIFRDtIDfwoOCeTlsV0lo14/z3Swx5UfukJYqcnPzcZ4x29etV9Yika28xLm7iRPvraIrPJ7DIOPwrN0WwuINUkuxBPaW0kW10urjzZZWyNrHltuBu4z/ABdBSA6Ixqxz/KoZQ6MipG7q7YYgj5eCcnJ6cAcZ6jtkixRRZAZccd9Nqsc6TIunrFIjwtEyyGYOoDZPVcBvTrn5gRjUooqrgFFFFIAooooAKKKKACiiigApjISDhj9M0+igCuHZSPbtUob58Z4PrQ6Bue9Ubm6EKypHtkuUVSIsnOWO1N20EqpIPzY4wT2NSk72QjRoqiiOwgeeTdNH8zNHuRWbaQflz05PBJ7dxmrwORmqunsMKKKKACorjmL7ufmXj/gQqWorj/U9D95en+8KAJaay5IwxH0p1FADQgAxkke9R/Y7YXn2wW8QufL8rztg37M527uuM84qaihaAFFFFABRRRQAUUUUAFFFFAGJbeEdAtdRn1CPS4Gu5pvPaWUGQh9xbcu7O05OeMdvStuiiqlOU/id/ULt7hRRRUgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFOdZYomCxGUK29NpAI7gf0qxFKsqkruGOoZSp/WpKrwECWdSuHL7jno3AwfyxTAsVz3iWA20MuqwywW12qxQQ3X2Z5JE3vtIwnMg+cFUIxvAJ9tzE+T88fT+4ev50bZ+MvF0/uHr+dOEuV3GnYo3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
Geospatial Energy Mapper
Argonne National Laboratory
gem@anl.gov
20261030
Esri ArcGIS 13.6.0.59527
USFS_EDW_ArgonneNationalLabs_ConcentratedSolarPowerPotential
Whitney Trainor-Guitton
National Laboratory of the Rockies
wtrainor@nlr.gov
1
-145.441250
-48.786400
56.882025
16.056779
The purpose of this information is to provide a publicly available spatially referenced national dataset of concentrated solar power potential sites in CONUS. An appropriate use of the data would be for scientific analysis, research, or for general interest for the public.
<div style='text-align:Left;'><div><div><p style='margin:0 0 0 0;'><span>In 2005, the National Renewable Energy Laboratory (NREL) completed an assessment of the potential for solar and wind energy development on National Forest System (NFS) public lands managed by the US Department of Agriculture, U.S. Forest Service (USFS). This report provides an update of the analysis in the NREL report, and extends the analysis with additional siting factors for solar and wind energy. It also expands the scope to biomass and geothermal energy resources. Hydropower is acknowledged as another major renewable energy source on NFS lands; however, it was not analyzed in this project primarily because of the substantially different analysis that would be needed to identify suitable locations. Details about each renewable energy production technology included in the study are provided following the report introduction, including how each resource is converted to electrical power, and examples of existing power plants. The analysis approach was to use current and available Geographic Information System (GIS) data to map the distribution of the subject renewable energy resources, major siting factors, and NFS lands. For each major category of renewable energy power production, a set of siting factors were determined, including minimum levels for the renewable energy resources, and details for each of the other siting factors. Phase 1 of the analysis focused on replicating and updating the 2005 NREL analysis, and Phase 2 introduced additional siting factors and energy resources. Source data were converted to a cell?based format that helped create composite maps of locations meeting all the siting criteria. Acreages and potential power production levels for NFS units were tabulated and are presented throughout this report and the accompanying files.</span></p><p style='margin:0 0 0 0;'><span /></p><p style='margin:0 0 0 0;'><span><span>NREL’s analysis included six criteria for concentrating solar power:</span></span></p><p style='margin:0 0 0 0;'><span><span></span></span><span><span> </span></span><span><span>Direct normal solar resource potential greater than or equal to 7 kWh/m</span></span><span><span>2</span></span><span><span>/day.</span></span></p><p style='margin:0 0 0 0;'><span><span></span></span><span><span> </span></span><span><span>Topographic slope less than or equal to 1%.</span></span></p><p style='margin:0 0 0 0;'><span><span></span></span><span><span> </span></span><span><span>Within 25 miles of transmission lines at least 69 kV in capacity.</span></span></p><p style='margin:0 0 0 0;'><span><span></span></span><span><span> </span></span><span><span>Within 25 miles of roads (down to rural local road classes) or railroads.</span></span></p><p style='margin:0 0 0 0;'><span><span></span></span><span><span> </span></span><span><span>Outside of USFS Inventoried Roadless and Special Designated Areas.</span></span></p><p style='margin:0 0 0 0;'><span><span></span></span><span><span> </span></span><span><span>Contiguous land parcel size of at least 40 acres.</span></span></p><p style='margin:0 0 0 0;'><span><span /></span></p><p style='margin:0 0 0 0;'><span><span>The second phase of the analysis included the additional screening factors listed below:</span></span></p><p style='margin:0 0 0 0;'><span><span></span></span><span><span> </span></span><span><span>Within 20 miles of surface water sources with flow of at least 64,500 gpm.</span></span><span><span>2</span></span></p><p style='margin:0 0 0 0;'><span><span></span></span><span><span> </span></span><span><span>Outside of wetlands and floodplains.</span></span></p><p style='margin:0 0 0 0;'><span><span></span></span><span><span> </span></span><span><span>Outside of open water, vegetated, forested, urban or developed land cover types.</span></span></p><p style='margin:0 0 0 0;'><span><span></span></span><span><span> </span></span><span>Outside of protected areas, including USFS experimental forests; FWS designated critical habitat; national scenic and historic trails; wilderness study areas; wild and scenic rivers; wilderness areas; national monuments; and national conservation areas.</span></p><p style='margin:0 0 0 0;'><span /></p><p style='margin:0 0 0 0;'><span>The scope of this report includes Alaska. However, CSP data of comparable and sufficient quality as that for the contiguous states are not yet available. Available low</span><span><span>‐</span></span><span>resolution CSP data have insolation values well below the threshold set for this analysis, as would be expected for the northern latitudes of Alaska.</span></p><p style='margin:0 0 0 0;'><span /></p><p style='margin:0 0 0 0;'><span /></p><p><span /></p></div></div></div>
National Renewable Energy Laboratory, Argonne National Labs, USDA Forest Service Geospatial Office, Interdepartmental Imagery Publication Platform, Enterprise Data Warehouse.
Argonne National Labs
ANL
Solar
Renewable Energy
National Renewable Energy Laboratory
NREL
Argonne National Labs; IIPP; USFS; Resource Potential; Solar Power;
CONUS
2005
<div style='text-align:Left;'><div><div><p style='margin:0 0 0 0;'><span>The USDA Forest Service makes no warranty, expressed or implied, including the warranties of merchantability and fitness for a particular purpose, nor assumes any legal liability or responsibility for the accuracy, reliability, completeness or utility of these geospatial data, or for the improper or incorrect use of these geospatial data. These geospatial data and related maps or graphics are not legal documents and are not intended to be used as such. The data and maps may not be used to determine title, ownership, legal descriptions or boundaries, legal jurisdiction, or restrictions that may be in place on either public or private land. Natural hazards may or may not be depicted on the data and maps, and land users should exercise due caution. The data are dynamic and may change over time. The user is responsible to verify the limitations of the geospatial data and to use the data accordingly. </span></p><p style='margin:0 0 0 0;'><span /></p><p style='margin:0 0 0 0;'><span>Additionally, the U.S. Forest Service waives copyright and related rights in the work worldwide through the CC0 (which can be found at https://creativecommons.org/public-domain/cc0/). </span></p><p style='margin:0 0 0 0;'><span /></p><p style='margin:0 0 0 0;'><span>Non-Discrimination Statement </span></p><p style='margin:0 0 0 0;'><span /></p><p style='margin:0 0 0 0;'><span>In accordance with Federal civil rights law and U.S. Department of Agriculture (USDA) civil rights regulations and policies, the USDA, its Agencies, offices, and employees, and institutions participating in or administering USDA programs are prohibited from discriminating based on race, color, national origin, religion, sex, disability, age, marital status, family/parental status, income derived from a public assistance program, political beliefs, or reprisal or retaliation for prior civil rights activity, in any program or activity conducted or funded by USDA (not all bases apply to all programs). Remedies and complaint filing deadlines vary by program or incident. </span></p><p style='margin:0 0 0 0;'><span /></p><p style='margin:0 0 0 0;'><span>Persons with disabilities who require alternative means of communication for program information (e.g., Braille, large print, audiotape, American Sign Language, etc.) should contact the State or local Agency that administers the program or contact USDA through the Telecommunications Relay Service at 711 (voice and TTY). Additionally, program information may be made available in languages other than English. </span></p><p style='margin:0 0 0 0;'><span /></p><p style='margin:0 0 0 0;'><span>To file a program discrimination complaint, complete the USDA Program Discrimination Complaint Form, AD-3027, found online at How to File a Program Discrimination Complaint and at any USDA office or write a letter addressed to USDA and provide in the letter all of the information requested in the form. To request a copy of the complaint form, call (866) 632-9992. Submit your completed form or letter to USDA by: (1) mail: U.S. Department of Agriculture, Office of the Assistant Secretary for Civil Rights, 1400 Independence Avenue, SW, Mail Stop 9410, Washington, D.C. 20250-9410; (2) fax: (202) 690-7442; or (3) email: program.intake@usda.gov. </span></p><p style='margin:0 0 0 0;'><span /></p><p style='margin:0 0 0 0;'><span>USDA is an equal opportunity provider, employer, and lender. </span></p><p style='margin:0 0 0 0;'><span /><span /></p><p style='margin:0 0 0 0;'><span /></p><p><span /></p></div></div></div>
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617.868881
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617.868881
EPSG
6.18.3(9.3.1.2)
Band_1
1.000000
1.000000
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