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- let cons h t = \p -> p h t;
- let rec self = self self;
- let drop_unless_eq value =
- (rec
- \self h t ->
- (eq h value)
- t
- (t (rec self))
- );
- let naturals =
- (rec \self n ->
- cons n (rec self !(add 1 n))
- ) 0;
- naturals (drop_unless_eq 10000)
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