Match Rolling Hills
Cloverdale Paint Rolling Hills is a mid-tone shade with an LRV of 28. The matches below are ranked by ΔE, a perceptual color-difference score.
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Closest matches across every brand
One match per brand, ranked by ΔE — a perceptual color difference score calculated from Lab color space values. Lower is closer. Click any card to compare side by side in simulated rooms.
Their light reflectance is nearly identical (LRV 29 vs 28), so neither reads brighter in a room. A ΔE of 0.8 means the difference barely reads in a finished room.
With LRVs of 29 and 28, the two reflect almost the same amount of light. At ΔE 1.7 you'd need them side by side to tell them apart.
Their light reflectance is nearly identical (LRV 28 vs 28), so neither reads brighter in a room. A ΔE of 1.7 means the difference barely reads in a finished room.
Their light reflectance is nearly identical (LRV 28 vs 28), so neither reads brighter in a room. A ΔE of 1.9 means the difference barely reads in a finished room.
Their light reflectance is nearly identical (LRV 29 vs 28), so neither reads brighter in a room. A ΔE of 2.0 means the difference barely reads in a finished room.
With LRVs of 28 and 28, the two reflect almost the same amount of light. At ΔE 2.0 you'd need them side by side to tell them apart.
A 3-point LRV gap (28 vs 25) makes Rolling Hills the marginally brighter of the two. The ΔE 3.8 gap is real but not dramatic — distinct as a choice, harmonious together.
With LRVs of 30 and 28, the two reflect almost the same amount of light. At ΔE 3.8 they're clearly different, yet close enough to share a room.
Their light reflectance is nearly identical (LRV 31 vs 28), so neither reads brighter in a room. The ΔE 3.9 gap is real but not dramatic — distinct as a choice, harmonious together.
With LRVs of 29 and 28, the two reflect almost the same amount of light. At ΔE 4.3 they're clearly different, yet close enough to share a room.
With LRVs of 28 and 27, the two reflect almost the same amount of light. At ΔE 4.4 they're clearly different, yet close enough to share a room.
With LRVs of 29 and 28, the two reflect almost the same amount of light. At ΔE 4.6 they're clearly different, yet close enough to share a room.
Their light reflectance is nearly identical (LRV 28 vs 27), so neither reads brighter in a room. The ΔE 4.8 gap is real but not dramatic — distinct as a choice, harmonious together.
Their light reflectance is nearly identical (LRV 29 vs 28), so neither reads brighter in a room. The ΔE 6.0 gap is real but not dramatic — distinct as a choice, harmonious together.