List of Primary Pigment Combinations: Difference between revisions

From The Blockheads Wiki
>Abcboy
m (Undo revision 11313 by Abcboy (talk))
>McClaw
m (McClaw moved page Template:Lps to List of Primary Pigment Combinations over a redirect without leaving a redirect: undoing vandalism)
 
(6 intermediate revisions by 3 users not shown)
Line 4: Line 4:
|+ '''Primary Pigment Combinations'''
|+ '''Primary Pigment Combinations'''
! scope="col" | Color
! scope="col" | Color
! scope="col" |  
! scope="col" |
! scope="col" | RGB Code
! scope="col" | RGB Code
! scope="col" | [[Paint]]
! scope="col" | [[File:Paint Icon.png|25px|link=Paint]]
! scope="col" | [[Linen Shirt]]
! scope="col" | [[File:Linen Shirt Icon.png|25px|link=Linen Shirt]]
! scope="col" | [[Linen Pants]]
! scope="col" | [[File:Linen Pants Icon.png|25px|link=Linen Pants]]
! scope="col" | [[Linen Brimmed Hat]]
! scope="col" | [[File:Linen Brimmed Hat Icon.png|25px|link=Linen Brimmed Hat]]
! scope="col" | [[Linen Cap]]
! scope="col" | [[File:Linen Cap Icon.png|25px|link=Linen Cap]]
! scope="col" | [[Leather Jacket]]
! scope="col" | [[File:Leather Jacket Icon.png|25px|link=Leather Jacket]]
! scope="col" | [[Leather Pants]]
! scope="col" | [[File:Leather Pants Icon.png|25px|link=Leather Pants]]
! scope="col" | [[Leather Boots]]
! scope="col" | [[File:Leather Boots Icon.png|25px|link=Leather Boots]]
! scope="col" | [[Fur Coat]]
! scope="col" | [[File:Fur Coat Icon.png|25px|link=Fur Coat]]
! scope="col" | [[Fur Boots]]
! scope="col" | [[File:Fur Boots Icon.png|25px|link=Fur Boots]]
! scope="col" | [[Soft Bed]]
! scope="col" | [[File:Soft Bed Icon.png|25px|link=Soft Bed]]
! scope="col" | [[Golden Bed]]
! scope="col" | [[File:Golden Bed Icon.png|25px|link=Golden Bed]]
{{Pigment|B}}
{{Pigment|B}}
{{Pigment|W}}
{{Pigment|W}}

Latest revision as of 09:00, 21 August 2016

For more information on pigments and their use, see Pigment.

Primary Pigment Combinations
Color RGB Code
= (0, 0, 0)
= (255, 255, 255)
= (194, 28, 3)
= (232, 212, 38)
= (3, 66, 181)
= (0, 222, 242)
= (3, 230, 102)
= (120, 15, 156)