# cpt-city: kst/29-nature (cpt) # # The KST reimplementation of the IDL gradients # # author: C. Barth Netterfield, George Staikos, Sumus Technology Ltd. et al. # copyright: GPLv2 # year: 2007 # url: https://phillips.shef.ac.uk/pub/cpt-city/kst 0 105/246/234 9 105/246/234 9 110/251/222 10 110/251/222 10 114/253/210 11 114/253/210 11 123/244/186 12 123/244/186 12 127/239/175 13 127/239/175 13 131/235/164 14 131/235/164 14 135/231/153 15 135/231/153 15 143/224/132 16 143/224/132 16 147/222/122 17 147/222/122 17 150/219/113 18 150/219/113 18 157/216/95 19 157/216/95 19 160/214/87 20 160/214/87 20 163/214/79 21 163/214/79 21 165/213/72 22 165/213/72 22 170/214/59 23 170/214/59 23 172/215/54 24 172/215/54 24 174/216/49 25 174/216/49 25 176/218/44 26 176/218/44 26 179/223/37 27 179/223/37 27 180/226/34 28 180/226/34 28 180/229/32 29 180/229/32 29 181/237/30 30 181/237/30 30 182/241/29 31 182/241/29 31 181/246/30 32 181/246/30 32 181/251/31 33 181/251/31 33 180/248/34 34 180/248/34 34 179/243/37 35 179/243/37 35 177/237/40 36 177/237/40 36 174/225/49 37 174/225/49 37 172/218/54 38 172/218/54 38 170/212/59 39 170/212/59 39 168/205/66 40 168/205/66 40 163/192/79 41 163/192/79 41 160/186/87 42 160/186/87 42 157/179/95 43 157/179/95 43 154/173/104 44 154/173/104 44 147/160/122 45 147/160/122 45 143/154/132 46 143/154/132 46 139/148/142 47 139/148/142 47 131/137/164 48 131/137/164 48 127/132/175 49 127/132/175 49 123/127/186 50 123/127/186 50 119/122/198 51 119/122/198 51 110/113/222 52 110/113/222 52 105/109/234 53 105/109/234 53 100/105/246 54 100/105/246 54 96/102/251 55 96/102/251 55 87/96/227 56 87/96/227 56 82/94/214 57 82/94/214 57 77/92/202 58 77/92/202 58 68/89/177 59 68/89/177 59 63/88/165 60 63/88/165 60 59/88/153 61 59/88/153 61 54/88/141 62 54/88/141 62 46/88/118 63 46/88/118 63 42/89/107 64 42/89/107 64 38/90/96 65 38/90/96 65 30/93/75 66 30/93/75 66 26/95/65 67 26/95/65 67 23/97/56 68 23/97/56 68 19/99/47 69 19/99/47 69 13/104/30 70 13/104/30 70 13/107/22 71 13/107/22 71 8/110/15 72 8/110/15 72 5/113/9 73 5/113/9 73 1/120/2 74 1/120/2 74 0/124/7 75 0/124/7 75 2/127/12 76 2/127/12 76 5/134/19 77 5/134/19 77 6/138/22 78 6/138/22 78 6/141/24 79 6/141/24 79 7/145/25 80 7/145/25 80 8/152/27 81 8/152/27 81 7/155/26 82 7/155/26 82 7/158/25 83 7/158/25 83 6/164/22 84 6/164/22 84 5/166/19 85 5/166/19 85 3/169/16 86 3/169/16 86 2/171/12 87 2/171/12 87 1/175/2 88 1/175/2 88 3/176/2 89 3/176/2 89 5/178/9 90 5/178/9 90 8/179/15 91 8/179/15 91 13/180/30 92 13/180/30 92 16/180/38 93 16/180/38 93 19/180/47 94 19/180/47 94 26/180/65 95 26/180/65 95 30/179/75 96 30/179/75 96 34/178/85 97 34/178/85 97 38/176/96 98 38/176/96 98 46/173/118 99 46/173/118 99 50/171/129 100 50/171/129 100 54/169/141 101 54/169/141 101 59/166/153 102 59/166/153 102 68/161/177 103 68/161/177 103 73/158/189 104 73/158/189 104 77/154/202 105 77/154/202 105 86/148/226 106 86/148/226 106 91/144/239 107 91/144/239 107 96/140/251 108 96/140/251 108 100/136/246 109 100/136/246 109 110/128/222 110 110/128/222 110 114/124/210 111 114/124/210 111 119/120/198 112 119/120/198 112 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185 6/28/22 185 3/25/16 186 3/25/16 186 2/23/12 187 2/23/12 187 0/22/7 188 0/22/7 188 3/19/2 189 3/19/2 189 5/17/9 190 5/17/9 190 8/16/15 191 8/16/15 191 13/15/22 192 13/15/22 192 16/12/38 193 16/12/38 193 19/11/47 194 19/11/47 194 23/13/56 195 23/13/56 195 30/8/75 196 30/8/75 196 34/7/85 197 34/7/85 197 38/6/96 198 38/6/96 198 42/6/107 199 42/6/107 199 50/4/129 200 50/4/129 200 54/4/141 201 54/4/141 201 59/3/153 202 59/3/153 202 63/2/165 203 63/2/165 203 73/1/189 204 73/1/189 204 77/1/202 205 77/1/202 205 82/0/214 253 82/0/214 253 0/0/0 254 0/0/0 254 255/255/255 256 255/255/255