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Proofgold Proposition
∀ x0 x1 x2 .
equip
(
setsum
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
(
setprod
(
setexp
x1
50a6b..
)
(
setexp
x2
50a6b..
)
)
)
)
(
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265be..
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setprod
(
setexp
x0
50a6b..
)
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setexp
x1
50a6b..
)
(
setexp
x2
33cc2..
)
)
)
)
(
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(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
(
setprod
(
setexp
x1
50a6b..
)
x2
)
)
)
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
(
setexp
x1
50a6b..
)
)
)
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
(
setprod
(
setexp
x1
33cc2..
)
(
setexp
x2
50a6b..
)
)
)
)
(
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(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
(
setprod
(
setexp
x1
33cc2..
)
(
setexp
x2
33cc2..
)
)
)
)
(
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(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
(
setprod
(
setexp
x1
33cc2..
)
x2
)
)
)
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
(
setexp
x1
33cc2..
)
)
)
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
(
setprod
x1
(
setexp
x2
50a6b..
)
)
)
)
(
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(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
(
setprod
x1
(
setexp
x2
33cc2..
)
)
)
)
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
(
setprod
x1
x2
)
)
)
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
x1
)
)
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
)
(
setexp
x2
50a6b..
)
)
)
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
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(
setexp
x2
33cc2..
)
)
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(
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(
setprod
265be..
(
setprod
(
setexp
x0
50a6b..
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x2
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(
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(
setprod
265be..
(
setexp
x0
50a6b..
)
)
(
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265be..
(
setprod
(
setexp
x0
33cc2..
)
(
setprod
(
setexp
x1
50a6b..
)
(
setexp
x2
50a6b..
)
)
)
)
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x0
33cc2..
)
(
setprod
(
setexp
x1
50a6b..
)
(
setexp
x2
33cc2..
)
)
)
)
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x0
33cc2..
)
(
setprod
(
setexp
x1
50a6b..
)
x2
)
)
)
(
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(
setprod
265be..
(
setprod
(
setexp
x0
33cc2..
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(
setexp
x1
50a6b..
)
)
)
(
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265be..
(
setprod
(
setexp
x0
33cc2..
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(
setexp
x1
33cc2..
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(
setexp
x2
50a6b..
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)
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(
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(
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265be..
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setprod
(
setexp
x0
33cc2..
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(
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x1
33cc2..
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(
setexp
x2
33cc2..
)
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)
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(
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(
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265be..
(
setprod
(
setexp
x0
33cc2..
)
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(
setexp
x1
33cc2..
)
x2
)
)
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(
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(
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265be..
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(
setexp
x0
33cc2..
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(
setexp
x1
33cc2..
)
)
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(
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265be..
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setprod
(
setexp
x0
33cc2..
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setprod
x1
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setexp
x2
50a6b..
)
)
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(
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265be..
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(
setexp
x0
33cc2..
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x1
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setexp
x2
33cc2..
)
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265be..
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setprod
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setexp
x0
33cc2..
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(
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x1
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setprod
(
setexp
x0
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x0
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x2
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265be..
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x0
33cc2..
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setexp
x2
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265be..
(
setprod
(
setexp
x0
33cc2..
)
x2
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)
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(
setexp
x0
33cc2..
)
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(
setsum
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setprod
265be..
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setprod
x0
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setprod
(
setexp
x1
50a6b..
)
(
setexp
x2
50a6b..
)
)
)
)
(
setsum
(
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265be..
(
setprod
x0
(
setprod
(
setexp
x1
50a6b..
)
(
setexp
x2
33cc2..
)
)
)
)
(
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(
setprod
265be..
(
setprod
x0
(
setprod
(
setexp
x1
50a6b..
)
x2
)
)
)
(
setsum
(
setprod
265be..
(
setprod
x0
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setexp
x1
50a6b..
)
)
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(
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(
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265be..
(
setprod
x0
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setprod
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setexp
x1
33cc2..
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(
setexp
x2
50a6b..
)
)
)
)
(
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(
setprod
265be..
(
setprod
x0
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setprod
(
setexp
x1
33cc2..
)
(
setexp
x2
33cc2..
)
)
)
)
(
setsum
(
setprod
265be..
(
setprod
x0
(
setprod
(
setexp
x1
33cc2..
)
x2
)
)
)
(
setsum
(
setprod
265be..
(
setprod
x0
(
setexp
x1
33cc2..
)
)
)
(
setsum
(
setprod
265be..
(
setprod
x0
(
setprod
x1
(
setexp
x2
50a6b..
)
)
)
)
(
setsum
(
setprod
265be..
(
setprod
x0
(
setprod
x1
(
setexp
x2
33cc2..
)
)
)
)
(
setsum
(
setprod
265be..
(
setprod
x0
(
setprod
x1
x2
)
)
)
(
setsum
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setprod
265be..
(
setprod
x0
x1
)
)
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setsum
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265be..
(
setprod
x0
(
setexp
x2
50a6b..
)
)
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265be..
(
setprod
x0
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setexp
x2
33cc2..
)
)
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(
setsum
(
setprod
265be..
(
setprod
x0
x2
)
)
(
setsum
(
setprod
265be..
x0
)
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(
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setexp
x1
50a6b..
)
(
setexp
x2
50a6b..
)
)
)
(
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265be..
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(
setexp
x1
50a6b..
)
(
setexp
x2
33cc2..
)
)
)
(
setsum
(
setprod
265be..
(
setprod
(
setexp
x1
50a6b..
)
x2
)
)
(
setsum
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265be..
(
setexp
x1
50a6b..
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)
(
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265be..
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(
setexp
x1
33cc2..
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(
setexp
x2
50a6b..
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(
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(
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265be..
(
setprod
(
setexp
x1
33cc2..
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(
setexp
x2
33cc2..
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(
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setexp
x1
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x1
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setprod
x1
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50a6b..
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x1
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x1
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x0
50a6b..
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x1
50a6b..
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(
setexp
x2
50a6b..
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(
setexp
x0
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x1
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setexp
x2
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265be..
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(
setexp
x0
50a6b..
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setprod
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setexp
x1
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(
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(
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(
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x0
50a6b..
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setexp
x1
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(
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x0
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x2
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x0
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x0
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x0
50a6b..
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(
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x0
33cc2..
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x1
50a6b..
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(
setexp
x2
50a6b..
)
)
)
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(
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265be..
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(
setexp
x0
33cc2..
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(
setexp
x1
50a6b..
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(
setexp
x2
33cc2..
)
)
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)
(
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(
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265be..
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setprod
(
setexp
x0
33cc2..
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(
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x1
50a6b..
)
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)
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(
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setexp
x0
33cc2..
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(
setexp
x1
50a6b..
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(
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265be..
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(
setexp
x0
33cc2..
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x1
33cc2..
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setexp
x2
50a6b..
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(
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x0
33cc2..
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(
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x1
33cc2..
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(
setexp
x2
33cc2..
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(
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265be..
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setprod
(
setexp
x0
33cc2..
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(
setexp
x1
33cc2..
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(
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265be..
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setprod
(
setexp
x0
33cc2..
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(
setexp
x1
33cc2..
)
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265be..
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(
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x0
33cc2..
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x1
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x2
50a6b..
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x0
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x2
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x0
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x1
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x2
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x0
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x0
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x0
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x1
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x2
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x0
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x1
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x2
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x2
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x0
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x2
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x1
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x0
x2
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setsum
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⟶
False
type
prop
theory
HF
name
-
proof
PUbQq..
Megalodon
-
proofgold address
TMKcZ..
creator
3149
PrGxv..
/
6b667..
owner
3178
PrGxv..
/
e4710..
term root
3b766..