TSTP Solution File: NUM664^1 by cocATP---0.2.0
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- Process Solution
%------------------------------------------------------------------------------
% File : cocATP---0.2.0
% Problem : NUM664^1 : TPTP v7.0.0. Released v3.7.0.
% Transfm : none
% Format : tptp:raw
% Command : python CASC.py /export/starexec/sandbox/benchmark/theBenchmark.p
% Computer : n035.star.cs.uiowa.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2609 0 2.40GHz
% Memory : 32218.625MB
% OS : Linux 3.10.0-693.2.2.el7.x86_64
% CPULimit : 300s
% DateTime : Mon Jan 8 13:11:21 EST 2018
% Result : Timeout 291.09s
% Output : None
% Verified :
% SZS Type : None (Parsing solution fails)
% Syntax : Number of formulae : 0
% Comments :
%------------------------------------------------------------------------------
%----No solution output by system
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.04 % Problem : NUM664^1 : TPTP v7.0.0. Released v3.7.0.
% 0.00/0.05 % Command : python CASC.py /export/starexec/sandbox/benchmark/theBenchmark.p
% 0.03/0.24 % Computer : n035.star.cs.uiowa.edu
% 0.03/0.24 % Model : x86_64 x86_64
% 0.03/0.24 % CPU : Intel(R) Xeon(R) CPU E5-2609 0 @ 2.40GHz
% 0.03/0.24 % Memory : 32218.625MB
% 0.03/0.24 % OS : Linux 3.10.0-693.2.2.el7.x86_64
% 0.03/0.24 % CPULimit : 300
% 0.03/0.24 % DateTime : Fri Jan 5 12:12:50 CST 2018
% 0.03/0.24 % CPUTime :
% 0.03/0.27 Python 2.7.13
% 13.06/13.50 Using paths ['/home/cristobal/cocATP/CASC/TPTP/', '/export/starexec/sandbox/benchmark/', '/export/starexec/sandbox/benchmark/']
% 13.06/13.50 FOF formula (<kernel.Constant object at 0x2b355b5f8638>, <kernel.Type object at 0x2b355b5f3fc8>) of role type named nat_type
% 13.06/13.50 Using role type
% 13.06/13.50 Declaring nat:Type
% 13.06/13.50 FOF formula (<kernel.Constant object at 0x2b355b5f85a8>, <kernel.Constant object at 0x2b355b5f8320>) of role type named x
% 13.06/13.50 Using role type
% 13.06/13.50 Declaring x:nat
% 13.06/13.50 FOF formula (<kernel.Constant object at 0x2b355b5f2830>, <kernel.Constant object at 0x2b355b5f8638>) of role type named y
% 13.06/13.50 Using role type
% 13.06/13.50 Declaring y:nat
% 13.06/13.50 FOF formula (<kernel.Constant object at 0x2b355b5f85a8>, <kernel.Constant object at 0x2b355b5f35a8>) of role type named z
% 13.06/13.50 Using role type
% 13.06/13.50 Declaring z:nat
% 13.06/13.50 FOF formula (<kernel.Constant object at 0x2b355b5f8638>, <kernel.DependentProduct object at 0x2b355b5f3170>) of role type named less
% 13.06/13.50 Using role type
% 13.06/13.50 Declaring less:(nat->(nat->Prop))
% 13.06/13.50 FOF formula ((less x) y) of role axiom named l
% 13.06/13.50 A new axiom: ((less x) y)
% 13.06/13.50 FOF formula ((((less y) z)->False)->(((eq nat) y) z)) of role axiom named k
% 13.06/13.50 A new axiom: ((((less y) z)->False)->(((eq nat) y) z))
% 13.06/13.50 FOF formula (forall (Xa:Prop), (((Xa->False)->False)->Xa)) of role axiom named et
% 13.06/13.50 A new axiom: (forall (Xa:Prop), (((Xa->False)->False)->Xa))
% 13.06/13.50 FOF formula (forall (Xx:nat) (Xy:nat) (Xz:nat), (((less Xx) Xy)->(((less Xy) Xz)->((less Xx) Xz)))) of role axiom named satz15
% 13.06/13.50 A new axiom: (forall (Xx:nat) (Xy:nat) (Xz:nat), (((less Xx) Xy)->(((less Xy) Xz)->((less Xx) Xz))))
% 13.06/13.50 FOF formula ((less x) z) of role conjecture named satz16b
% 13.06/13.50 Conjecture to prove = ((less x) z):Prop
% 13.06/13.50 We need to prove ['((less x) z)']
% 13.06/13.50 Parameter nat:Type.
% 13.06/13.50 Parameter x:nat.
% 13.06/13.50 Parameter y:nat.
% 13.06/13.50 Parameter z:nat.
% 13.06/13.50 Parameter less:(nat->(nat->Prop)).
% 13.06/13.50 Axiom l:((less x) y).
% 13.06/13.50 Axiom k:((((less y) z)->False)->(((eq nat) y) z)).
% 13.06/13.50 Axiom et:(forall (Xa:Prop), (((Xa->False)->False)->Xa)).
% 13.06/13.50 Axiom satz15:(forall (Xx:nat) (Xy:nat) (Xz:nat), (((less Xx) Xy)->(((less Xy) Xz)->((less Xx) Xz)))).
% 13.06/13.50 Trying to prove ((less x) z)
% 13.06/13.50 Found l:((less x) y)
% 13.06/13.50 Found l as proof of (P y)
% 13.06/13.50 Found l:((less x) y)
% 13.06/13.50 Found l as proof of ((less x) y)
% 13.06/13.50 Found l:((less x) y)
% 13.06/13.50 Found l as proof of (P y)
% 13.06/13.50 Found l:((less x) y)
% 13.06/13.50 Found l as proof of ((less x) y)
% 13.06/13.50 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 13.06/13.50 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 13.06/13.50 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found l:((less x) y)
% 13.06/13.50 Found l as proof of (P y)
% 13.06/13.50 Found x0:(((less y) z)->False)
% 13.06/13.50 Found x0 as proof of (((less y) z)->False)
% 13.06/13.50 Found x0:(((less y) z)->False)
% 13.06/13.50 Found x0 as proof of (((less y) z)->False)
% 13.06/13.50 Found x0:(((less y) z)->False)
% 13.06/13.50 Found x0 as proof of (((less y) z)->False)
% 13.06/13.50 Found l:((less x) y)
% 13.06/13.50 Found l as proof of ((less x) y)
% 13.06/13.50 Found x0:((P b)->False)
% 13.06/13.50 Instantiate: b:=z:nat
% 13.06/13.50 Found x0 as proof of (((less y) z)->False)
% 13.06/13.50 Found x0:(((less y) z)->False)
% 13.06/13.50 Found x0 as proof of (((less y) z)->False)
% 13.06/13.50 Found x0:((P b)->False)
% 13.06/13.50 Instantiate: b:=z:nat
% 13.06/13.50 Found x0 as proof of (((less y) z)->False)
% 13.06/13.50 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 13.06/13.50 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 13.06/13.50 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found x0:(((less y) z)->False)
% 13.06/13.50 Found x0 as proof of (((less y) z)->False)
% 13.06/13.50 Found x0:(((less y) z)->False)
% 13.06/13.50 Found x0 as proof of (((less y) z)->False)
% 13.06/13.50 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 13.06/13.50 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 13.06/13.50 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 30.58/31.00 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 30.58/31.00 Found l:((less x) y)
% 30.58/31.00 Found l as proof of (P y)
% 30.58/31.00 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 30.58/31.00 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 30.58/31.00 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 30.58/31.00 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 30.58/31.00 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 30.58/31.00 Found x0:(((less y) z)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:(((less y) z)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:(((less y) z)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Instantiate: b:=z:nat
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:(((less y) z)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Instantiate: b:=z:nat
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Instantiate: b:=z:nat
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Instantiate: b:=z:nat
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Instantiate: b:=z:nat
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:(((less y) z)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 30.58/31.00 Found (eq_ref0 b) as proof of (((eq nat) b) z)
% 30.58/31.00 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 30.58/31.00 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 30.58/31.00 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 30.58/31.00 Found eq_ref00:=(eq_ref0 a):(((eq nat) a) a)
% 30.58/31.00 Found (eq_ref0 a) as proof of (((eq nat) a) b)
% 30.58/31.00 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 30.58/31.00 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 30.58/31.00 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Instantiate: b:=z:nat
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found k0:(((eq nat) y) z)
% 30.58/31.00 Instantiate: b:=z:nat
% 30.58/31.00 Found k0 as proof of (((eq nat) y) b)
% 30.58/31.00 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 30.58/31.00 Found (eq_ref0 b) as proof of (((eq nat) b) z)
% 30.58/31.00 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 30.58/31.00 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 30.58/31.00 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 30.58/31.00 Found eq_ref00:=(eq_ref0 a):(((eq nat) a) a)
% 30.58/31.00 Found (eq_ref0 a) as proof of (((eq nat) a) b)
% 30.58/31.00 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 30.58/31.00 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 30.58/31.00 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 30.58/31.00 Found l:((less x) y)
% 30.58/31.00 Found l as proof of ((less x) y)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:(((less y) z)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found k0:(((eq nat) y) z)
% 30.58/31.00 Instantiate: b:=z:nat
% 30.58/31.00 Found k0 as proof of (((eq nat) y) b)
% 30.58/31.00 Found x0:(((less y) z)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:(((less y) z)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:(((less y) z)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Instantiate: b:=z:nat
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found eq_ref00:=(eq_ref0 y):(((eq nat) y) y)
% 30.58/31.00 Found (eq_ref0 y) as proof of (((eq nat) y) b)
% 30.58/31.00 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 30.58/31.00 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 30.58/31.00 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Instantiate: b:=z:nat
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found eq_ref00:=(eq_ref0 y):(((eq nat) y) y)
% 30.58/31.00 Found (eq_ref0 y) as proof of (((eq nat) y) b)
% 30.58/31.00 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 30.58/31.00 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 30.58/31.00 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 30.58/31.00 Found x0:(((less y) z)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:((P b)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:(((less y) b)->False)
% 30.58/31.00 Instantiate: b:=z:nat
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 30.58/31.00 Found x0:(((less y) z)->False)
% 30.58/31.00 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:(((less y) b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:(((less y) z)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 53.16/53.57 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 53.16/53.57 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:(((less y) z)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P a)->False)
% 53.16/53.57 Instantiate: a:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P a)->False)
% 53.16/53.57 Instantiate: a:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:(((less y) z)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P a)->False)
% 53.16/53.57 Instantiate: a:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P a)->False)
% 53.16/53.57 Instantiate: a:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found l:((less x) y)
% 53.16/53.57 Found l as proof of (P y)
% 53.16/53.57 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 53.16/53.57 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:(((less y) z)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 53.16/53.57 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:(((less y) z)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 53.16/53.57 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 53.16/53.57 Found x0:(((less y) z)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:(((less y) z)->False)
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found x0:((P b)->False)
% 53.16/53.57 Instantiate: b:=z:nat
% 53.16/53.57 Found x0 as proof of (((less y) z)->False)
% 53.16/53.57 Found k0:(((eq nat) y) z)
% 53.16/53.57 Instantiate: a:=y:nat;b:=z:nat
% 53.16/53.57 Found k0 as proof of (((eq nat) a) b)
% 53.16/53.57 Found k0:(((eq nat) y) z)
% 53.16/53.57 Instantiate: b:=y:nat
% 53.16/53.57 Found k0 as proof of (((eq nat) b) z)
% 53.16/53.57 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 53.16/53.57 Found (eq_ref0 b) as proof of (((eq nat) b) z)
% 53.16/53.57 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 70.67/71.08 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:(((less y) z)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:(((less y) z)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found k0:(((eq nat) y) z)
% 70.67/71.08 Instantiate: a:=y:nat;b:=z:nat
% 70.67/71.08 Found k0 as proof of (((eq nat) a) b)
% 70.67/71.08 Found k0:(((eq nat) y) z)
% 70.67/71.08 Instantiate: b:=y:nat
% 70.67/71.08 Found k0 as proof of (((eq nat) b) z)
% 70.67/71.08 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 70.67/71.08 Found (eq_ref0 b) as proof of (((eq nat) b) z)
% 70.67/71.08 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 70.67/71.08 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 70.67/71.08 Found x0:(((less y) z)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 70.67/71.08 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 70.67/71.08 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 70.67/71.08 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 70.67/71.08 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:(((less y) z)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:(((less y) z)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:(((less y) z)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found k1:(((eq nat) y) z)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found k1 as proof of (((eq nat) y) b)
% 70.67/71.08 Found k0:(((eq nat) y) z)
% 70.67/71.08 Instantiate: a:=y:nat;b:=z:nat
% 70.67/71.08 Found k0 as proof of (((eq nat) a) b)
% 70.67/71.08 Found k0:(((eq nat) y) z)
% 70.67/71.08 Instantiate: b:=y:nat
% 70.67/71.08 Found k0 as proof of (((eq nat) b) z)
% 70.67/71.08 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 70.67/71.08 Found (eq_ref0 b) as proof of (((eq nat) b) z)
% 70.67/71.08 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 70.67/71.08 Found ((eq_ref nat) b) as proof of (((eq nat) b) z)
% 70.67/71.08 Found l:((less x) y)
% 70.67/71.08 Found l as proof of ((less x) y)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P0 b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:(((less y) b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:(((less y) z)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found l:((less x) y)
% 70.67/71.08 Found l as proof of ((less x) y)
% 70.67/71.08 Found x0:(((less y) z)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found k0:(((eq nat) y) z)
% 70.67/71.08 Instantiate: b:=y:nat
% 70.67/71.08 Found k0 as proof of (((eq nat) b) z)
% 70.67/71.08 Found k0:(((eq nat) y) z)
% 70.67/71.08 Instantiate: a:=y:nat;b:=z:nat
% 70.67/71.08 Found k0 as proof of (((eq nat) a) b)
% 70.67/71.08 Found k0:(((eq nat) y) z)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found k0 as proof of (((eq nat) y) b)
% 70.67/71.08 Found x0:(((less y) b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P0 b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found k1:(((eq nat) y) z)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found k1 as proof of (((eq nat) y) b)
% 70.67/71.08 Found x0:(((less y) b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:(((less y) b)->False)
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found k1:(((eq nat) y) z)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found k1 as proof of (((eq nat) y) b)
% 70.67/71.08 Found x0:(((less y) b)->False)
% 70.67/71.08 Instantiate: b:=z:nat
% 70.67/71.08 Found x0 as proof of (((less y) z)->False)
% 70.67/71.08 Found x0:((P b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found k1:(((eq nat) y) z)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found k1 as proof of (((eq nat) y) b)
% 90.76/91.18 Found eq_ref00:=(eq_ref0 a):(((eq nat) a) a)
% 90.76/91.18 Found (eq_ref0 a) as proof of (((eq nat) a) b)
% 90.76/91.18 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 90.76/91.18 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 90.76/91.18 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 90.76/91.18 Found x0:(((less y) b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found k0:(((eq nat) y) z)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found k0 as proof of (((eq nat) y) b)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:(((less y) z)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found k0:(((eq nat) y) z)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found k0 as proof of (((eq nat) y) b)
% 90.76/91.18 Found x0:(((less y) b)->False)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found k0:(((eq nat) y) z)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found k0 as proof of (((eq nat) y) b)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:(((less y) b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:(((less y) b)->False)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:(((less y) b)->False)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:(((less y) z)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Instantiate: a:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:(((less y) b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:(((less y) b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Instantiate: a:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:(((less y) z)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:(((less y) b)->False)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:(((less y) z)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Instantiate: a:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found k1:(((eq nat) y) z)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found k1 as proof of (((eq nat) y) b)
% 90.76/91.18 Found k1:(((eq nat) y) z)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found k1 as proof of (((eq nat) y) b)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Instantiate: a:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:(((less y) b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Instantiate: a:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Instantiate: a:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Instantiate: a:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Instantiate: a:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Instantiate: a:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P b)->False)
% 90.76/91.18 Instantiate: b:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 90.76/91.18 Found x0:((P a)->False)
% 90.76/91.18 Instantiate: a:=z:nat
% 90.76/91.18 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P a)->False)
% 108.58/108.99 Instantiate: a:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P a)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:(((less y) z)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P a)->False)
% 108.58/108.99 Instantiate: a:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found eq_ref00:=(eq_ref0 y):(((eq nat) y) y)
% 108.58/108.99 Found (eq_ref0 y) as proof of (((eq nat) y) b)
% 108.58/108.99 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 108.58/108.99 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 108.58/108.99 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 108.58/108.99 Found x0:(((less y) b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:(((less y) b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:(((less y) z)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found eq_ref00:=(eq_ref0 y):(((eq nat) y) y)
% 108.58/108.99 Found (eq_ref0 y) as proof of (((eq nat) y) b)
% 108.58/108.99 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 108.58/108.99 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 108.58/108.99 Found ((eq_ref nat) y) as proof of (((eq nat) y) b)
% 108.58/108.99 Found x0:(((less y) b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:(((less y) b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:(((less y) z)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 108.58/108.99 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 108.58/108.99 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 108.58/108.99 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 108.58/108.99 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:(((less y) z)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 108.58/108.99 Found (eq_ref0 z) as proof of (((eq nat) z) b)
% 108.58/108.99 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 108.58/108.99 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 108.58/108.99 Found ((eq_ref nat) z) as proof of (((eq nat) z) b)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P a)->False)
% 108.58/108.99 Instantiate: a:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P a)->False)
% 108.58/108.99 Instantiate: a:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 108.58/108.99 Found x0:((P b)->False)
% 108.58/108.99 Instantiate: b:=z:nat
% 108.58/108.99 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) a)->False)
% 125.77/126.22 Instantiate: a:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) a)->False)
% 125.77/126.22 Instantiate: a:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) a)->False)
% 125.77/126.22 Instantiate: a:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) a)->False)
% 125.77/126.22 Instantiate: a:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P0 b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P0 b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P0 b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 125.77/126.22 Found (eq_ref0 z) as proof of (((eq nat) z) b0)
% 125.77/126.22 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 125.77/126.22 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 125.77/126.22 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P0 b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 125.77/126.22 Found (eq_ref0 b) as proof of (((eq nat) b) b0)
% 125.77/126.22 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 125.77/126.22 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 125.77/126.22 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P a)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P0 b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P a)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:((P b)->False)
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 125.77/126.22 Instantiate: b:=z:nat
% 125.77/126.22 Found x0 as proof of (((less y) z)->False)
% 125.77/126.22 Found x0:(((less y) b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P b)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P0 b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found k2:(((eq nat) y) z)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found k2 as proof of (((eq nat) y) b)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found k2:(((eq nat) y) z)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found k2 as proof of (((eq nat) y) b)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 138.14/138.60 Found (eq_ref0 b) as proof of (((eq nat) b) b0)
% 138.14/138.60 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 138.14/138.60 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 138.14/138.60 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P b)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:(((less y) b)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P b)->False)
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P0 b)->False)
% 138.14/138.60 Instantiate: b:=z:nat
% 138.14/138.60 Found x0 as proof of (((less y) z)->False)
% 138.14/138.60 Found x0:((P a)->False)
% 138.14/138.60 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:(((less y) b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:(((less y) b)->False)
% 153.84/154.31 Instantiate: b:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P0 b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P0 b)->False)
% 153.84/154.31 Instantiate: b:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:(((less y) b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:(((less y) b)->False)
% 153.84/154.31 Instantiate: b:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P0 b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found l:((less x) y)
% 153.84/154.31 Found l as proof of ((less x) y)
% 153.84/154.31 Found k1:(((eq nat) y) z)
% 153.84/154.31 Instantiate: b:=z:nat
% 153.84/154.31 Found k1 as proof of (((eq nat) y) b)
% 153.84/154.31 Found x0:(((less y) b)->False)
% 153.84/154.31 Instantiate: b:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found k1:(((eq nat) y) z)
% 153.84/154.31 Instantiate: b:=z:nat
% 153.84/154.31 Found k1 as proof of (((eq nat) y) b)
% 153.84/154.31 Found k1:(((eq nat) y) z)
% 153.84/154.31 Instantiate: b:=z:nat
% 153.84/154.31 Found k1 as proof of (((eq nat) y) b)
% 153.84/154.31 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 153.84/154.31 Found (eq_ref0 b) as proof of (((eq nat) b) y)
% 153.84/154.31 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 153.84/154.31 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 153.84/154.31 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 153.84/154.31 Found eq_ref00:=(eq_ref0 a):(((eq nat) a) a)
% 153.84/154.31 Found (eq_ref0 a) as proof of (((eq nat) a) b)
% 153.84/154.31 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 153.84/154.31 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 153.84/154.31 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found k1:(((eq nat) y) z)
% 153.84/154.31 Instantiate: b:=z:nat
% 153.84/154.31 Found k1 as proof of (((eq nat) y) b)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P a)->False)
% 153.84/154.31 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:(((less y) b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 153.84/154.31 Found (eq_ref0 b) as proof of (((eq nat) b) y)
% 153.84/154.31 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 153.84/154.31 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 153.84/154.31 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 153.84/154.31 Found eq_ref00:=(eq_ref0 a):(((eq nat) a) a)
% 153.84/154.31 Found (eq_ref0 a) as proof of (((eq nat) a) b)
% 153.84/154.31 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 153.84/154.31 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 153.84/154.31 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 153.84/154.31 Found x0:((P b)->False)
% 153.84/154.31 Instantiate: b:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:(((less y) a)->False)
% 153.84/154.31 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:(((less y) b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P b)->False)
% 153.84/154.31 Instantiate: b:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P b)->False)
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:(((less y) a)->False)
% 153.84/154.31 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:(((less y) a)->False)
% 153.84/154.31 Instantiate: a:=z:nat
% 153.84/154.31 Found x0 as proof of (((less y) z)->False)
% 153.84/154.31 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Instantiate: a:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Instantiate: a:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Instantiate: a:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Instantiate: a:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Instantiate: a:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P0 b0)->False)
% 166.34/166.76 Instantiate: b0:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P0 b0)->False)
% 166.34/166.76 Instantiate: b0:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Instantiate: a:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P0 b0)->False)
% 166.34/166.76 Instantiate: b0:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P a)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 166.34/166.76 Found (eq_ref0 z) as proof of (((eq nat) z) b0)
% 166.34/166.76 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 166.34/166.76 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 166.34/166.76 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Instantiate: a:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Instantiate: a:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Instantiate: a:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) b)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Instantiate: a:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P a)->False)
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:((P b)->False)
% 166.34/166.76 Instantiate: b:=z:nat
% 166.34/166.76 Found x0 as proof of (((less y) z)->False)
% 166.34/166.76 Found x0:(((less y) a)->False)
% 166.34/166.76 Instantiate: a:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) a)->False)
% 184.55/185.01 Instantiate: a:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) a)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) a)->False)
% 184.55/185.01 Instantiate: a:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P0 b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found k0:(((eq nat) y) z)
% 184.55/185.01 Instantiate: b:=y:nat;b0:=z:nat
% 184.55/185.01 Found k0 as proof of (((eq nat) b) b0)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P a)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P0 b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P0 b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P0 b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P a)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 184.55/185.01 Found (eq_ref0 z) as proof of (((eq nat) z) b0)
% 184.55/185.01 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 184.55/185.01 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 184.55/185.01 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P0 b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P0 b0)->False)
% 184.55/185.01 Instantiate: b0:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P0 b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P0 b0)->False)
% 184.55/185.01 Instantiate: b0:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:((P b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 184.55/185.01 Found x0:(((less y) b)->False)
% 184.55/185.01 Instantiate: b:=z:nat
% 184.55/185.01 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P0 b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found l:((less x) y)
% 199.09/199.55 Found l as proof of ((less x) y)
% 199.09/199.55 Found x0:((P0 b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P0 b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Instantiate: a:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P0 b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Instantiate: a:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Instantiate: a:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found k0:(((eq nat) y) z)
% 199.09/199.55 Instantiate: b:=y:nat;b0:=z:nat
% 199.09/199.55 Found k0 as proof of (((eq nat) b) b0)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Instantiate: a:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Instantiate: a:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Instantiate: a:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Instantiate: a:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Instantiate: a:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P0 b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:((P a)->False)
% 199.09/199.55 Instantiate: a:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 199.09/199.55 Found x0:(((less y) b)->False)
% 199.09/199.55 Instantiate: b:=z:nat
% 199.09/199.55 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P b)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P b)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P0 b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P0 a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P b)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P0 a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P b)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P0 a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 211.73/212.22 Instantiate: a:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Instantiate: b:=z:nat
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 211.73/212.22 Found (eq_ref0 z) as proof of (((eq nat) z) b0)
% 211.73/212.22 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 211.73/212.22 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 211.73/212.22 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 211.73/212.22 Found x0:(((less y) b)->False)
% 211.73/212.22 Found x0 as proof of (((less y) z)->False)
% 211.73/212.22 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Instantiate: b:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P0 a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 227.80/228.28 Found (eq_ref0 b) as proof of (((eq nat) b) b0)
% 227.80/228.28 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 227.80/228.28 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 227.80/228.28 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Instantiate: b:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Instantiate: b:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Instantiate: b:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) a)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Instantiate: b:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Instantiate: b:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) a)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found l:((less x) y)
% 227.80/228.28 Found l as proof of ((less x) y)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Instantiate: b:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Instantiate: b:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Instantiate: b:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Instantiate: b:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Instantiate: a:=z:nat
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P a)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:(((less y) b)->False)
% 227.80/228.28 Found x0 as proof of (((less y) z)->False)
% 227.80/228.28 Found x0:((P0 b0)->False)
% 241.30/241.82 Instantiate: b0:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) b)->False)
% 241.30/241.82 Instantiate: b:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) b)->False)
% 241.30/241.82 Instantiate: b:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) b)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) b)->False)
% 241.30/241.82 Instantiate: b:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P b)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) b)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P a)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P0 b0)->False)
% 241.30/241.82 Instantiate: b0:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) b)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) b)->False)
% 241.30/241.82 Instantiate: b:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P a)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P b)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) b)->False)
% 241.30/241.82 Instantiate: b:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P0 b0)->False)
% 241.30/241.82 Instantiate: b0:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P0 b0)->False)
% 241.30/241.82 Instantiate: b0:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) b)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P a)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P0 b0)->False)
% 241.30/241.82 Instantiate: b0:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P b)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P0 b0)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P0 b0)->False)
% 241.30/241.82 Instantiate: b0:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found k2:(((eq nat) y) z)
% 241.30/241.82 Instantiate: b:=z:nat
% 241.30/241.82 Found k2 as proof of (((eq nat) y) b)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:(((less y) a)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P b)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P0 b0)->False)
% 241.30/241.82 Instantiate: b0:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found x0:((P a)->False)
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 241.30/241.82 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 241.30/241.82 Found (eq_ref0 b) as proof of (((eq nat) b) b0)
% 241.30/241.82 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 241.30/241.82 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 241.30/241.82 Found ((eq_ref nat) b) as proof of (((eq nat) b) b0)
% 241.30/241.82 Found x0:((P a)->False)
% 241.30/241.82 Instantiate: a:=z:nat
% 241.30/241.82 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:(((less y) a)->False)
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:(((less y) a)->False)
% 258.29/258.75 Instantiate: a:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:(((less y) b)->False)
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:((P b)->False)
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found k2:(((eq nat) y) z)
% 258.29/258.75 Instantiate: b:=z:nat
% 258.29/258.75 Found k2 as proof of (((eq nat) y) b)
% 258.29/258.75 Found x0:((P a)->False)
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:(((less y) a)->False)
% 258.29/258.75 Instantiate: a:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:((P a)->False)
% 258.29/258.75 Instantiate: a:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found l:((less x) y)
% 258.29/258.75 Found l as proof of ((less x) y)
% 258.29/258.75 Found x0:(((less y) a)->False)
% 258.29/258.75 Instantiate: a:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:((P a)->False)
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:((P a)->False)
% 258.29/258.75 Instantiate: a:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:(((less y) a)->False)
% 258.29/258.75 Instantiate: a:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:(((less y) a)->False)
% 258.29/258.75 Instantiate: a:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:((P0 b0)->False)
% 258.29/258.75 Instantiate: b0:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:(((less y) b)->False)
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:((P a)->False)
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:(((less y) a)->False)
% 258.29/258.75 Instantiate: a:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:((P b)->False)
% 258.29/258.75 Instantiate: b:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:((P b)->False)
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:(((less y) a)->False)
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:(((less y) a)->False)
% 258.29/258.75 Instantiate: a:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:((P0 b0)->False)
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:(((less y) a)->False)
% 258.29/258.75 Instantiate: a:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.29/258.75 Found x0:((P0 b0)->False)
% 258.29/258.75 Instantiate: b0:=z:nat
% 258.29/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Instantiate: a:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Instantiate: a:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:((P b)->False)
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Instantiate: a:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Instantiate: a:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:((P0 b0)->False)
% 258.30/258.75 Instantiate: b0:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 258.30/258.75 Found (eq_ref0 z) as proof of (((eq nat) z) b0)
% 258.30/258.75 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 258.30/258.75 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 258.30/258.75 Found ((eq_ref nat) z) as proof of (((eq nat) z) b0)
% 258.30/258.75 Found x0:((P b)->False)
% 258.30/258.75 Instantiate: b:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Instantiate: a:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) b)->False)
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Instantiate: a:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:((P b)->False)
% 258.30/258.75 Instantiate: b:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:((P b)->False)
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Instantiate: a:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Instantiate: a:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:((P b)->False)
% 258.30/258.75 Instantiate: b:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:((P b)->False)
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) a)->False)
% 258.30/258.75 Instantiate: a:=z:nat
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 258.30/258.75 Found x0:(((less y) b)->False)
% 258.30/258.75 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Instantiate: b:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Instantiate: a:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P0 b0)->False)
% 275.10/275.56 Instantiate: b0:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) b)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Instantiate: b:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Instantiate: a:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P0 b0)->False)
% 275.10/275.56 Instantiate: b0:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Instantiate: b:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P0 b0)->False)
% 275.10/275.56 Instantiate: b0:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Instantiate: a:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) b)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Instantiate: b:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Instantiate: a:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P a)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Instantiate: b:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P0 b0)->False)
% 275.10/275.56 Instantiate: b0:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Instantiate: a:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Instantiate: b:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P0 b0)->False)
% 275.10/275.56 Instantiate: b0:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) b)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Instantiate: a:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 275.10/275.56 Found (eq_ref0 b) as proof of (((eq nat) b) y)
% 275.10/275.56 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 275.10/275.56 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 275.10/275.56 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 275.10/275.56 Found eq_ref00:=(eq_ref0 a):(((eq nat) a) a)
% 275.10/275.56 Found (eq_ref0 a) as proof of (((eq nat) a) b)
% 275.10/275.56 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 275.10/275.56 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 275.10/275.56 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Instantiate: a:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Instantiate: b:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Instantiate: a:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) b)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Instantiate: b:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P0 b0)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Instantiate: b:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Instantiate: a:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) a)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) b)->False)
% 275.10/275.56 Instantiate: b:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P a)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:((P b)->False)
% 275.10/275.56 Instantiate: b:=z:nat
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 275.10/275.56 Found x0:(((less y) b)->False)
% 275.10/275.56 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) a)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found k0:(((eq nat) y) z)
% 291.09/291.57 Instantiate: b:=y:nat;b0:=z:nat
% 291.09/291.57 Found k0 as proof of (((eq nat) b) b0)
% 291.09/291.57 Found x0:(((less y) a)->False)
% 291.09/291.57 Instantiate: a:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P0 b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found eq_ref00:=(eq_ref0 b):(((eq nat) b) b)
% 291.09/291.57 Found (eq_ref0 b) as proof of (((eq nat) b) y)
% 291.09/291.57 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 291.09/291.57 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 291.09/291.57 Found ((eq_ref nat) b) as proof of (((eq nat) b) y)
% 291.09/291.57 Found eq_ref00:=(eq_ref0 a):(((eq nat) a) a)
% 291.09/291.57 Found (eq_ref0 a) as proof of (((eq nat) a) b)
% 291.09/291.57 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 291.09/291.57 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 291.09/291.57 Found ((eq_ref nat) a) as proof of (((eq nat) a) b)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) a)->False)
% 291.09/291.57 Instantiate: a:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P0 b0)->False)
% 291.09/291.57 Instantiate: b0:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) a)->False)
% 291.09/291.57 Instantiate: a:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) a)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P0 b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P0 b0)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P0 b0)->False)
% 291.09/291.57 Instantiate: b0:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P0 b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P a)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P0 b0)->False)
% 291.09/291.57 Instantiate: b0:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P0 b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P0 b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:(((less y) b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found x0:((P0 b)->False)
% 291.09/291.57 Instantiate: b:=z:nat
% 291.09/291.57 Found x0 as proof of (((less y) z)->False)
% 291.09/291.57 Found eq_ref00:=(eq_ref0 z):(((eq nat) z) z)
% 291.09/291.57 Found (eq_ref0 z) as proof of (((eq nat) z) b0)
% 291.09/291.57 Found ((eq_ref nat) z) as proof o
%------------------------------------------------------------------------------