# cpt-city: neota/food/licorice (ggr) # # Gradients for pixel art by David Gowers (a.k.a. neota, aicaz) # # author: David Gowers (Neota, Aicaz) # copyright: Free to use # year: 2004 # url: https://phillips.shef.ac.uk/pub/cpt-city/neota/food 0.0000 5 2 0 0.9992 7 2 0 0.9992 7 2 0 1.9984 9 3 0 1.9984 9 3 0 2.9976 10 4 0 2.9976 10 4 0 3.9968 12 5 0 3.9968 12 5 0 4.9959 14 5 0 4.9959 14 5 0 5.9951 16 6 1 5.9951 16 6 1 6.9943 17 7 1 6.9943 17 7 1 7.9935 19 7 1 7.9935 19 7 1 8.9927 21 8 1 8.9927 21 8 1 9.9919 23 9 1 9.9919 23 9 1 10.9911 25 10 1 10.9911 25 10 1 11.9903 26 10 1 11.9903 26 10 1 12.9894 28 11 2 12.9894 28 11 2 13.9886 30 12 2 13.9886 30 12 2 14.9878 32 13 2 14.9878 32 13 2 15.9870 34 14 2 15.9870 34 14 2 16.9862 35 14 2 16.9862 35 14 2 17.9854 37 15 3 17.9854 37 15 3 18.9846 39 16 3 18.9846 39 16 3 19.9838 41 17 3 19.9838 41 17 3 20.9829 42 18 4 20.9829 42 18 4 21.9821 44 19 4 21.9821 44 19 4 22.9813 46 19 4 22.9813 46 19 4 23.9805 48 20 5 23.9805 48 20 5 24.9797 50 21 5 24.9797 50 21 5 25.9789 51 22 5 25.9789 51 22 5 26.9781 53 23 6 26.9781 53 23 6 27.9773 55 24 6 27.9773 55 24 6 28.9765 57 25 6 28.9765 57 25 6 29.9756 59 26 7 29.9756 59 26 7 30.9748 60 27 7 30.9748 60 27 7 31.9740 62 28 8 31.9740 62 28 8 32.9732 64 29 8 32.9732 64 29 8 33.9724 66 30 8 33.9724 66 30 8 34.9716 67 30 9 34.9716 67 30 9 35.9708 69 31 9 35.9708 69 31 9 36.9700 71 32 10 36.9700 71 32 10 37.9691 73 34 10 37.9691 73 34 10 38.9683 75 35 11 38.9683 75 35 11 39.9675 78 36 12 39.9675 78 36 12 40.9667 80 38 12 40.9667 80 38 12 41.9659 82 39 13 41.9659 82 39 13 42.9651 84 40 14 42.9651 84 40 14 43.9643 87 41 15 43.9643 87 41 15 44.9635 89 43 15 44.9635 89 43 15 45.9627 91 44 16 45.9627 91 44 16 46.9618 93 46 17 46.9618 93 46 17 47.9610 96 47 18 47.9610 96 47 18 48.9602 98 48 19 48.9602 98 48 19 49.9594 100 50 19 49.9594 100 50 19 50.9586 102 51 20 50.9586 102 51 20 51.9578 104 53 21 51.9578 104 53 21 52.9570 107 54 22 52.9570 107 54 22 53.9562 109 56 23 53.9562 109 56 23 54.9553 111 57 24 54.9553 111 57 24 55.9545 113 59 25 55.9545 113 59 25 56.9537 116 60 26 56.9537 116 60 26 57.9529 118 62 27 57.9529 118 62 27 58.9521 120 63 28 58.9521 120 63 28 59.9513 122 65 29 59.9513 122 65 29 60.9505 125 66 30 60.9505 125 66 30 61.9497 127 68 31 61.9497 127 68 31 62.9488 129 69 32 62.9488 129 69 32 63.9480 131 71 34 63.9480 131 71 34 64.9472 134 73 35 64.9472 134 73 35 65.9464 136 74 36 65.9464 136 74 36 66.9456 138 76 37 66.9456 138 76 37 67.9178 139 77 37 67.9178 139 77 37 68.8900 140 78 38 68.8900 140 78 38 69.8622 141 78 38 69.8622 141 78 38 70.8344 142 79 38 70.8344 142 79 38 71.8065 143 80 38 71.8065 143 80 38 72.7787 145 81 39 72.7787 145 81 39 73.7509 146 82 39 73.7509 146 82 39 74.7231 147 83 39 74.7231 147 83 39 75.6953 148 83 40 75.6953 148 83 40 76.6675 149 84 40 76.6675 149 84 40 77.6397 150 85 40 77.6397 150 85 40 78.6119 151 86 40 78.6119 151 86 40 79.5840 152 87 41 79.5840 152 87 41 80.5562 153 88 41 80.5562 153 88 41 81.5284 154 88 41 81.5284 154 88 41 82.5006 156 89 42 82.5006 156 89 42 83.4728 157 90 42 83.4728 157 90 42 84.4450 158 91 42 84.4450 158 91 42 85.4172 159 92 43 85.4172 159 92 43 86.3894 160 93 43 86.3894 160 93 43 87.3616 161 94 43 87.3616 161 94 43 88.3337 162 94 43 88.3337 162 94 43 89.3059 164 96 44 89.3059 164 96 44 90.2781 166 97 44 90.2781 166 97 44 91.2503 168 99 45 91.2503 168 99 45 92.2225 170 101 46 92.2225 170 101 46 93.1947 172 103 46 93.1947 172 103 46 94.1669 174 104 47 94.1669 174 104 47 95.1391 176 106 47 95.1391 176 106 47 96.1112 179 108 48 96.1112 179 108 48 97.0834 181 110 48 97.0834 181 110 48 98.0556 183 111 49 98.0556 183 111 49 99.0278 185 113 49 99.0278 185 113 49 100.0000 187 115 50