The goal of the game is to guess a combination of 4 colors. you guess by saying a color combination. Here are a few examples; vvvv (violet violet violet violet) rygb (red yellow green blue) orbg (orange red blue green) There are six colors, which are; r - red o - orange y - yellow g - green b - blue v - violet once you make a guess, you will see 2 numbers next to the guess you made. The left number tells how many parts you got correct. The right number tells how many parts you got wrong. Keep on guessing until you get the right answer! data:image/png;base64,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The goal of the game is to guess a combination of 4 colors. you guess by saying a color combination. Here are a few examples; vvvv (violet violet violet violet) rygb (red yellow green blue) orbg (orange red blue green) There are six colors, which are; r - red o - orange y - yellow g - green b - blue v - violet once you make a guess, you will see 2 numbers next to the guess you made. The left number tells how many parts you got correct. The right number tells how many parts you got wrong. Keep on guessing until you get the right answer!

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Try again!r,o,y,g,b,vroygvoyo2