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In my case, I used the elements of these simple forms – square, cube, line and color – to produce logical systems. Most of these systems were finite; that is, they were complete using all possible variations. This kept them simple.

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Sol LeWitt Quote: “In my case, I used the elements of these simple forms – square, cube, line and color – to produce logical systems. Most of these systems were finite; that is, they were complete using all possible variations. This kept them simple.”

“In my case, I used the elements of these simple forms – square, cube, line and color – to produce logical systems. Most of these systems were finite; that is, they were complete using all possible variations. This kept them simple.”

Sol LeWitt

Sol LeWitt Quote: “In my case, I used the elements of these simple forms – square, cube, line and color – to produce logical systems. Most of these systems were finite; that is, they were complete using all possible variations. This kept them simple.”
Sol LeWitt Quote: “In my case, I used the elements of these simple forms – square, cube, line and color – to produce logical systems. Most of these systems were finite; that is, they were complete using all possible variations. This kept them simple.”
Sol LeWitt Quote: “In my case, I used the elements of these simple forms – square, cube, line and color – to produce logical systems. Most of these systems were finite; that is, they were complete using all possible variations. This kept them simple.”
Sol LeWitt Quote: “In my case, I used the elements of these simple forms – square, cube, line and color – to produce logical systems. Most of these systems were finite; that is, they were complete using all possible variations. This kept them simple.”
Sol LeWitt Quote: “In my case, I used the elements of these simple forms – square, cube, line and color – to produce logical systems. Most of these systems were finite; that is, they were complete using all possible variations. This kept them simple.”
Sol LeWitt Quote: “In my case, I used the elements of these simple forms – square, cube, line and color – to produce logical systems. Most of these systems were finite; that is, they were complete using all possible variations. This kept them simple.”
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