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Difference between revisions of "User:Solaris/Raeli Colours"

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 +
== Possible locations for Gold Reali Tiles ==
 +
 +
Gold colour is saturation 100%, hue 51.
 +
 +
Two areas may have gold colour, but not on existing clay spots. One is far south-east Sterope/north-east Maia, the other one is eastern Maia.
 +
 +
My best bet is around 4120,-6500 in Maia. - Solaris
 +
 +
== Colour Theory ==
 +
 +
Each oven has a certain hue and saturation (HSL model) that remains constant throughout the burn process. The hue and saturation depends on the location of the oven, but the correlation is not simple.
 +
 +
The colour map is split into rectangular blocks, separated by the lines x={0,4096} and y={-6144,-4096,-2048,0,2048,4096,6144}. Within each block, the hue will not change drastically, but the saturation does. In each block is a line upon which the saturation goes from 0% to 100%. At either side of the line the saturation changes gradually. Saturation = 100% are found at these lines. The hue changes gradually at all places within the block. The colours in a block is not correlated to the colours in other blocks, meaning that the change of colour over a block boundary is unpredictable, and most likely drastic. Close to the block boundaries the hue cannot be trusted.
 +
 +
== Full Saturation Line ==
 +
 +
The line of full saturation may be found once the saturation function is known. The nature of this function is unknown at this point, except that it seems to be forced to be within the 0-100% limit with a simple ''modulus 100%''. Placing ovens at the corners of a block will give you an idea of where the maximum saturation may be found.
  
 
== Known Ovens ==
 
== Known Ovens ==
 +
 +
{{CondMap|height=384|width=512|
 +
{{:Maps/Chariot Stops|contentonly=yes}}
 +
 +
(Ye4) 545,339, (68.8,0.37)
 +
(Lb4) 862,6289, (195,0.42)
 +
(Gr7) -2941,499, (92.1,0.67)
 +
(Rd7) -1923,-823, (5.6,0.68)
 +
(Lb8) -434,7043, (177.9,0.83)
 +
(Rd4) 1700,5874, (354.0,0.42)
 +
(Rd4) 664,7173, (26.7,0.43)
 +
(Rd2) 898,-5898, (14.3,0.21)
 +
(Ye4) 240,140, (61.7,0.37)
 +
(Ye3) 2049,2386, (87.9,0.34)
 +
(Gr4) 1348,2843, (117.8,0.37)
 +
(Bl1) -3002,4920, (240,0.05)
 +
(Bl8) -2730,7699, (220.3,0.79)
 +
(Rd3) 709,5778, (18,0.31)
 +
(Rd7) 4304,7414, (11,0.69)
 +
(Ye3) 3898,6071, (41,0.28)
 +
(Rd8) 5007,2615, (354,0.81)
 +
(Vi8) 5013,2034, (290,0.80)
 +
(Vi8) 4946,1772, (296,0.80)
 +
(Ye5) 3263,7816, (50,0.52)
 +
(Ye4) 2309,6429, (40,0.42)
 +
(Ye5) 3317,6949, (37,0.51)
 +
(Ye5) 4025,7103, (55,0.51)
 +
(Ye7) 4807,3849, (31,0.74)
 +
(Ye3) 3367,3821, (52,0.30)
 +
(Rd4) 3901,2644, (29,0.38)
 +
(Ye5) 3697,1212, (60,0.46)
 +
(Lb9) -2253,7066, (200,0.89)
 +
(Lb9) -26,5916, (194,0.89)
 +
(Lb9) -81,6108, (198,0.88)
 +
(Lb9) -1024,5859, (170,0.93)
 +
(Vi0) -4,5497, (300,0.01)
 +
(Lb9) -296,5829, (190,0.94)
 +
(Lb9) -542,5938, (191,0.90)
 +
(Gr7) -1310,1541, (121,0.73)
 +
(Bl9) -2012,3651, (247,0.85)
 +
(Gr8) -2487,646, (99,0.75)
 +
(Gr9) -221,2000, (142,0.89)
 +
(Bl1) -199,3795, (245,0.10)
 +
(Gr7) -1296,1806, (127,0.74)
 +
(Gr7) -693,990, (106,0.73)
 +
(Bl0) -1062,3925, (?,0.00)
 +
(Bl7) -2597,3750, (248,0.71)
 +
(Gr9) -127,1307, (137,0.86)
 +
(Gr8) -200,1068, (136, 0.84)
 +
(Gr8) -2235,2014, (118,0.80)
 +
(Rd2) 910,-5701, (9,0.22)
 +
(Bl5) -46,-5575, (239,0.49)
 +
(Bl5) -375,-6084, (222,0.46)
 +
(Ye2) 3212,-3163, (63,0.16)
 +
(Lb5) -3025,-7968, (166,0.54)
 +
(Rd1) 221,-6307, (330,0.12)
 +
(Vi6) -361,-6583, (228,0.55)
 +
(Rd2) 1470,-4436, (330,0.15)
 +
(Rd2) 3395,-5556, (335,0.17)
 +
(Vi3) 3372,-6155, (320,0.30)
 +
(Rd4) 175,-3319, (340,0.42)
 +
(Ye2) 2665,-3058, (42,0.24)
 +
(Ye1) 3880,-3956, (83,0.13)
 +
(Ye2) 4534,-5871, (69,0.19)
 +
(Rd2) 3563,-5883, (343,0.17)
 +
(Ye1) 4271,-7069, (60,0.14)
 +
(Ye2) 5029,-6389, (60,0.18)
 +
(Ye1) 4186,-7798, (84,0.05)
 +
(Rd3) 3224,-8037, (18,0.29)
 +
(Ye3) 2341,-7812, (38,0.26)
 +
(Rd3) 92,-6108, (10,0.28)
 +
(Vi1) 103,-6217, (325,0.10)
 +
(Lb4) -1216,-7549, (156,0.40)
 +
(Rd1) 147,-8167, (23,0.12)
 +
(Rd2) 1785,-6162, (19,0.18)
 +
(Ye2) 2291,-6746, (36,0.24)
 +
(Vi1) 2081,-5576, (305,0.12)
 +
(Ye1) 4451,-6235, (52,0.06)
 +
(Ye5) 2133,675, (57,0.45)
 +
(Vi9) 4263,75, (312,0.85)
 +
(Vi3) 2184,-1855, (329,0.29)
 +
(YeA) 4988,-2376, (31,0.98)
 +
(Ye2) 4611,-14, (47,0.21)
 +
(Ye4) 1854,205, (77,0.40)
 +
(Ye5) 3232,406, (53,0.51)
 +
(Ye0) 4708,-2278, (40,0.03)
 +
(Ye2) 4086,-2335, (32,0.15)
 +
(Ye6) -205,-489, (50.3,0.64)
 +
(Lb2) -67,4219, (163.24,0.16)
 +
(Bl9) -2394,6042, (212.16,0.91)
 +
(Rd2) 4358,-1829, (4,0.15)
 +
(Gr1) 4145,-7198, (92,0.09)
 +
 +
}}
 +
 +
{| border="1" cellpadding="5" class="wikitable sortable"
 +
|-
 +
! Location !! Hue !! Saturation !! sample RGB value
 +
|-
 +
| 545, 339 || 68.8  || 0.37 || 909E49
 +
|-
 +
| 862, 6289 ||  195.3  || 0.42  || 70ADC4
 +
|-
 +
| -2941, 499 || 92.1 || 0.67 || AAE477
 +
|-
 +
| -1923, -823 || 5.6 || 0.68 || EBA097
 +
|-
 +
| -434, 7043 || 177.9 || 0.83 || 7BF3EE
 +
|-
 +
| 1700, 5874 || 354.0 || 0.42 || CF8991
 +
|-
 +
| 664, 7173 || 26.7 || 0.43 || CA9E7A
 +
|-
 +
| 898, -5898 || 14.3 || 0.21 || BFA59C
 +
|-
 +
| 240, 140 || 61.7 || 0.37 || AEB157
 +
|-
 +
| 2049, 2386 || 87.9 || 0.34 || BCD2A3
 +
|-
 +
| 1348, 2843 || 117.8 || 0.37 || AED9AC
 +
|-
 +
| -3002, 4920 || 240.0 || 0.05 || 848490
 +
|-
 +
| -2730, 7699 || 220.3 || 0.79 || B3CAF6
 +
|-
 +
| 709, 5778 || 18 || 0.31 ||
 +
|-
 +
| 4304, 7414 || 11 || 0.69 ||
 +
|-
 +
| 3898, 6071 || 41 || 0.28 ||
 +
|-
 +
| 5007, 2615 || 354 || 0.81 ||
 +
|-
 +
| 5013, 2034 || 290 || 0.80 ||
 +
|-
 +
| 4946, 1772 || 296 || 0.80 ||
 +
|-
 +
| 3263, 7816 || 50 || 0.52 ||
 +
|-
 +
| 2309, 6429 || 40 || 0.42 ||
 +
|-
 +
| 3317, 6949 || 37 || 0.51 ||
 +
|-
 +
| 4025, 7103 || 55 || 0.51 ||
 +
|-
 +
| 4807, 3849 || 31 || 0.74 ||
 +
|-
 +
| 3367, 3821 || 52 || 0.30 ||
 +
|-
 +
| 3901, 2644 || 29 || 0.38 ||
 +
|-
 +
| 3697, 1212 || 60 || 0.46 ||
 +
|-
 +
| -2253, 7066 || 200 || 0.89 || 68C5F6
 +
|-
 +
| -26, 5916 || 194 || 0.89 ||
 +
|-
 +
| -81, 6108 || 198 || 0.88 ||
 +
|-
 +
| -1024, 5859 || 170 || 0.93 ||
 +
|-
 +
| -4, 5497 || 300 || 0.01 ||
 +
|-
 +
| -296, 5829 || 190 || 0.94 ||
 +
|-
 +
| -542, 5938 || 191 || 0.90 ||
 +
|-
 +
| -1310, 1541 || 121 || 0.73 ||
 +
|-
 +
| -2012, 3651 || 247 || 0.85 ||
 +
|-
 +
| -2487, 646 || 99 || 0.75 ||
 +
|-
 +
| -221, 2000 || 142 || 0.89 ||
 +
|-
 +
| -199, 3795 || 245 || 0.10 ||
 +
|-
 +
| -1296, 1806 || 127 || 74 ||
 +
|-
 +
| -693, 990 || 106 || 0.73 ||
 +
|-
 +
| -1062, 3925 || ? || 0.00 ||
 +
|-
 +
| -2597, 3750 || 248 || 0.71 ||
 +
|-
 +
| -127, 1307 || 137 || 0.86 ||
 +
|-
 +
| -200, 1068 || 136 || 0.84 ||
 +
|-
 +
| -2235, 2014 || 118 || 0.80 ||
 +
|-
 +
| -46, -5575 || 239 || 0.49 ||
 +
|-
 +
| 910, -5701 || 9 || 0.22 ||
 +
|-
 +
| -218, -3192 || 299 || 0.80 ||
 +
|-
 +
| 1470, -4436 || 330 || 0.15 ||
 +
|-
 +
| -375, -6084 || 222 || 0.46 ||
 +
|-
 +
| 3212, -3163 || 63 || 0.16 ||
 +
|-
 +
| -3025, -7968 || 166 || 0.54 ||
 +
|-
 +
| 221, -6307 || 330 || 0.12 ||
 +
|-
 +
| -361, -6583 || 228 || 0.55 ||
 +
|-
 +
| 3395, -5556 || 335 || 0.17 ||
 +
|-
 +
| 3372, -6155 || 320 || 0.30 ||
 +
|-
 +
| 175, -3319 || 340 || 0.42 ||
 +
|-
 +
| 2665, -3058 || 42 || 0.24 ||
 +
|-
 +
| 3880, -3956 || 83 || 0.13 ||
 +
|-
 +
| 4534, -5871 || 69 || 0.19 ||
 +
|-
 +
| 3563, -5883 || 343 || 0.17 ||
 +
|-
 +
| 4271, -7069 || 60 || 0.14 ||
 +
|-
 +
| 5029, -6389 || 60 || 0.18 ||
 +
|-
 +
| 4186, -7798 || 84 || 0.05 ||
 +
|-
 +
| 3224, -8037 || 18 || 0.29 ||
 +
|-
 +
| 2341, -7812 || 38 || 0.26 ||
 +
|-
 +
| 92, -6108 || 10 || 0.28 ||
 +
|-
 +
| 103, -6217 || 325 || 0.10 ||
 +
|-
 +
| -1216, -7549 || 156 || 0.40 ||
 +
|-
 +
| 147, -8167 || 23 || 0.12 ||
 +
|-
 +
| 1785, -6162 || 19 || 0.18 ||
 +
|-
 +
| 2291, -6746 || 36 || 0.24 ||
 +
|-
 +
| 2081, -5576 || 305 || 0.12 ||
 +
|-
 +
| 4451, -6235 || 52 || 0.06 ||
 +
|-
 +
| 2133, 675 || 57 || 0.45 ||
 +
|-
 +
| 4263, 75 || 312 || 0.85 ||
 +
|-
 +
| 2184, -1855 || 329 || 0.29 ||
 +
|-
 +
| 4988, -2376 || 31 || 0.98 ||
 +
|-
 +
| 4611, -14 || 47 || 0.21 ||
 +
|-
 +
| 1854, 205 || 77 || 0.40 ||
 +
|-
 +
| 3232, 406 || 53 || 0.51 ||
 +
|-
 +
| 4708, -2278 || 40 || 0.03 ||
 +
|-
 +
| 4086, -2335 || 32 || 0.15 ||
 +
|-
 +
| -205, -489 || 50.3 || 0.64 ||
 +
|-
 +
| -67, 4219 || 163.24 || 0.16 || 9EB9B1
 +
|-
 +
| -2394, 6042 || 212.16 || 0.91 || 8FC1FA
 +
|-
 +
| 4358, -1829 || 3.96 || 0.15 || B39B99
 +
|-
 +
| 4145, -7198 || 92 || 0.09 || A7AFA0
 +
|}

Latest revision as of 06:34, 2 September 2011

Possible locations for Gold Reali Tiles

Gold colour is saturation 100%, hue 51.

Two areas may have gold colour, but not on existing clay spots. One is far south-east Sterope/north-east Maia, the other one is eastern Maia.

My best bet is around 4120,-6500 in Maia. - Solaris

Colour Theory

Each oven has a certain hue and saturation (HSL model) that remains constant throughout the burn process. The hue and saturation depends on the location of the oven, but the correlation is not simple.

The colour map is split into rectangular blocks, separated by the lines x={0,4096} and y={-6144,-4096,-2048,0,2048,4096,6144}. Within each block, the hue will not change drastically, but the saturation does. In each block is a line upon which the saturation goes from 0% to 100%. At either side of the line the saturation changes gradually. Saturation = 100% are found at these lines. The hue changes gradually at all places within the block. The colours in a block is not correlated to the colours in other blocks, meaning that the change of colour over a block boundary is unpredictable, and most likely drastic. Close to the block boundaries the hue cannot be trusted.

Full Saturation Line

The line of full saturation may be found once the saturation function is known. The nature of this function is unknown at this point, except that it seems to be forced to be within the 0-100% limit with a simple modulus 100%. Placing ovens at the corners of a block will give you an idea of where the maximum saturation may be found.

Known Ovens

This map uses the CondMap template and should not be edited directly. Please see Maps for further details and links to all raw data pages

Location Hue Saturation sample RGB value
545, 339 68.8 0.37 909E49
862, 6289 195.3 0.42 70ADC4
-2941, 499 92.1 0.67 AAE477
-1923, -823 5.6 0.68 EBA097
-434, 7043 177.9 0.83 7BF3EE
1700, 5874 354.0 0.42 CF8991
664, 7173 26.7 0.43 CA9E7A
898, -5898 14.3 0.21 BFA59C
240, 140 61.7 0.37 AEB157
2049, 2386 87.9 0.34 BCD2A3
1348, 2843 117.8 0.37 AED9AC
-3002, 4920 240.0 0.05 848490
-2730, 7699 220.3 0.79 B3CAF6
709, 5778 18 0.31
4304, 7414 11 0.69
3898, 6071 41 0.28
5007, 2615 354 0.81
5013, 2034 290 0.80
4946, 1772 296 0.80
3263, 7816 50 0.52
2309, 6429 40 0.42
3317, 6949 37 0.51
4025, 7103 55 0.51
4807, 3849 31 0.74
3367, 3821 52 0.30
3901, 2644 29 0.38
3697, 1212 60 0.46
-2253, 7066 200 0.89 68C5F6
-26, 5916 194 0.89
-81, 6108 198 0.88
-1024, 5859 170 0.93
-4, 5497 300 0.01
-296, 5829 190 0.94
-542, 5938 191 0.90
-1310, 1541 121 0.73
-2012, 3651 247 0.85
-2487, 646 99 0.75
-221, 2000 142 0.89
-199, 3795 245 0.10
-1296, 1806 127 74
-693, 990 106 0.73
-1062, 3925 ? 0.00
-2597, 3750 248 0.71
-127, 1307 137 0.86
-200, 1068 136 0.84
-2235, 2014 118 0.80
-46, -5575 239 0.49
910, -5701 9 0.22
-218, -3192 299 0.80
1470, -4436 330 0.15
-375, -6084 222 0.46
3212, -3163 63 0.16
-3025, -7968 166 0.54
221, -6307 330 0.12
-361, -6583 228 0.55
3395, -5556 335 0.17
3372, -6155 320 0.30
175, -3319 340 0.42
2665, -3058 42 0.24
3880, -3956 83 0.13
4534, -5871 69 0.19
3563, -5883 343 0.17
4271, -7069 60 0.14
5029, -6389 60 0.18
4186, -7798 84 0.05
3224, -8037 18 0.29
2341, -7812 38 0.26
92, -6108 10 0.28
103, -6217 325 0.10
-1216, -7549 156 0.40
147, -8167 23 0.12
1785, -6162 19 0.18
2291, -6746 36 0.24
2081, -5576 305 0.12
4451, -6235 52 0.06
2133, 675 57 0.45
4263, 75 312 0.85
2184, -1855 329 0.29
4988, -2376 31 0.98
4611, -14 47 0.21
1854, 205 77 0.40
3232, 406 53 0.51
4708, -2278 40 0.03
4086, -2335 32 0.15
-205, -489 50.3 0.64
-67, 4219 163.24 0.16 9EB9B1
-2394, 6042 212.16 0.91 8FC1FA
4358, -1829 3.96 0.15 B39B99
4145, -7198 92 0.09 A7AFA0
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