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Theorem base summary for Specification intlist
Status:
Proved!
Axioms: 23, User Theorems: 119 (Proved: 119, Partially proved: 0, Unproved: 0, Invalid: 0, Siginvalid: 0)
Proof steps: 1039, Interactions: 480
all_prime_divisors-base(0,0)
coprimes-max(11,8)
count-one(1,1)
countFun-rec(0,0)
filterFun-not-in(8,2)
max-empty(0,0)
min-empty(0,0)
primes-perm-01(7,4)
product-mult(1,0)
sum-equal(12,5)
all_prime_divisors-div(105,59)
coprimes-min(24,15)
count-rec(13,5)
counti2j-empty(0,0)
filterFun-one(4,2)
max-in(2,1)
min-in(2,1)
primes-perm-02(7,4)
product-negative(8,2)
sum-in-not-ls(14,5)
all_prime_divisors-in(2,1)
coprimes-no-dups(2,1)
countFun-at(29,16)
counti2j-rec(0,0)
filterFun-ordered(20,7)
max-in-01(1,0)
min-in-nle(2,1)
primes-product-not-neg(2,1)
product-one(1,1)
sum-not-ls-zero(8,2)
all_prime_divisors-in-01(9,5)
coprimes-one(3,2)
countFun-base(0,0)
divide-list-at-value(18,9)
filterFun-remove(0,0)
max-in-not-ls(2,1)
min-in-nls(2,1)
primes-rec(14,2)
product-perm-equal(8,4)
sum-one(1,1)
all_prime_divisors-last(2,1)
coprimes-ordered(4,3)
countFun-base-01(1,1)
euler-phi-def(0,0)
map-at(8,2)
max-is-max(4,1)
min-in-not-ls(4,1)
prod-empty(0,0)
product-positive(7,2)
sum-positive(4,1)
all_prime_divisors-ordered(10,6)
coprimes-prime(12,6)
countFun-base-02(1,1)
euler-phi-prime(6,4)
map-in(11,4)
max-last-max(2,1)
min-one(3,3)
prod-rec(0,0)
product-prime-divides(9,4)
sum-rec(0,0)
all_prime_divisors-prime(0,0)
count-empty(1,1)
countFun-base-03(1,1)
filterFun-all(9,3)
map-length(3,1)
max-last-not-max(2,1)
min-rec(20,11)
product-app(3,1)
product-zero(2,1)
sum-rec-01(2,0)
all_prime_divisors-product(11,6)
count-i2j-empty-01(1,0)
countFun-dist(13,6)
filterFun-append(7,2)
mapFun-base(0,0)
max-le-rec(4,2)
nodups-interval-size(22,12)
product-del1(1,0)
range-dups(19,9)
all_prime_divisors-product-del(4,2)
count-i2j-empty-02(2,1)
countFun-in(18,6)
filterFun-base(0,0)
mapFun-rec(0,0)
max-one(2,2)
primes-def(0,0)
product-del1-01(5,4)
sum-all-elems-le(11,6)
all_prime_divisors-rec(0,0)
count-i2j-in(15,5)
countFun-in-01(3,1)
filterFun-in(17,1)
max-app(12,3)
max-perm(20,11)
primes-in(3,1)
product-del1-02(4,1)
sum-all-indices-le(11,5)
all_prime_divisors-rec-01(4,2)
count-i2j-length(8,5)
countFun-last(13,5)
filterFun-keep(0,0)
max-app-ls(2,1)
max-perm-ls(2,1)
primes-le-2(4,2)
product-divide(14,7)
sum-app(3,1)
all_prime_divisors-rec-02(10,6)
count-i2j-max(10,6)
countFun-last-01(14,6)
filterFun-max(11,6)
max-app-ls-01(2,1)
max-rec(16,9)
primes-max-even(9,3)
product-equal-01(4,2)
sum-constant-countFun(22,10)
coprimes-coprimes(2,1)
count-i2j-min(8,5)
countFun-length(7,4)
filterFun-min(18,8)
max-def(0,0)
min-def(0,0)
primes-not-neg(3,1)
product-last(1,0)
sum-countFun-sub(18,8)
coprimes-def(0,0)
count-i2j-no-dups(17,5)
countFun-mult(13,6)
filterFun-no-dups(10,3)
max-del1(20,8)
min-del-nlz(4,2)
primes-one(1,1)
product-min-nlz(2,1)
sum-countfun-not-ls(32,14)
coprimes-empty(3,2)
count-i2j-ordered(15,6)
countFun-one(1,1)
filterFun-no-dups-01(3,1)
max-del1-01(12,5)
min-del-nlz-01(15,6)
primes-perm(5,2)
product-min-not-ls-zero(2,1)
sum-empty(0,0)