NO U14ttsndsplitAtNXSU24ttXU282ttconsNU294ttheadafterNthNXSU304ttYU312ttpairnilXSU326ttU327splitAtNXSU327pairYSZSpairconsXZSU334ttXSU34ttNU344ttfstsplitAtNXSU101ttU102isNaturalKindU102ttU103isLNatKindU103ttU104isLNatKindU104ttU105isNaturalU105ttU106isLNatU106ttttU11ttU12isNaturalKindU111ttU112isLNatKindU112ttttU12ttU13isLNatU121ttU122isLNatKindU122ttttU13ttU14isLNatKindU131ttttU141ttttU151ttttU161ttttU171ttU172isLNatKindU172ttttU181ttU182isLNatKindU182ttU183isLNatU183ttttU191ttU192isNaturalKindU192ttU193isNaturalU193ttttU201ttU202isNaturalKindU202ttU203isLNatKindU203ttU204isLNatKindU204ttU205isNaturalU205ttU206isLNatU206ttttU21ttU22isLNatKindU211ttttU22ttU23isLNatU221ttttU23ttU24isLNatKindU231ttU232isLNatKindU232ttttU241ttU242isLNatKindU242ttU243isLNatKindU243ttU244isLNatKindU244ttU245isLNatU245ttU246isLNatU246ttttU251ttU252isNaturalKindU252ttU253isLNatKindU253ttU254isLNatKindU254ttU255isNaturalU255ttU256isLNatU256ttttU261ttU262isLNatKindU262ttttU271ttU272isLNatKindU272ttttU281ttU282isNaturalKindU291ttU292isNaturalKindU292ttU293isLNatU293ttU294isLNatKindU301ttU302isLNatKindU302ttU303isLNatU303ttU304isLNatKindU31ttU32isNaturalKindU311ttU312isLNatKindU32ttU33isLNatU321ttU322isNaturalKindU322ttU323isNaturalU323ttU324isNaturalKindU324ttU325isLNatU325ttU326isLNatKindU33ttU34isLNatKindU331ttU332isNaturalKindU332ttU333isLNatU333ttU334isLNatKindU341ttU342isNaturalKindU342ttU343isLNatU343ttU344isLNatKindU41ttU42isNaturalKindU42ttU43isLNatKindU43ttU44isLNatKindU44ttU45isNaturalU45ttU46isLNatU46ttttU51ttU52isNaturalKindU52ttU53isLNatKindU53ttU54isLNatKindU54ttU55isNaturalU55ttU56isLNatU56ttttU61ttU62isPLNatKindU62ttU63isPLNatU63ttttU71ttU72isNaturalKindU72ttU73isNaturalU73ttttU81ttU82isPLNatKindU82ttU83isPLNatU83ttttU91ttU92isLNatKindU92ttU93isLNatU93ttttafterNthNXSU11isNaturalfstpairXYU21isLNatheadconsNU31isNaturalisLNatttisLNatU41isNaturalKindisLNatU51isNaturalKindisLNatU61isPLNatKindisLNatU71isNaturalKindisLNatU81isPLNatKindisLNatU91isLNatKindisLNatU101isNaturalKindisLNatKindttisLNatKindU111isNaturalKindisLNatKindU121isNaturalKindisLNatKindU131isPLNatKindisLNatKindU141isNaturalKindisLNatKindU151isPLNatKindisLNatKindU161isLNatKindisLNatKindU171isNaturalKindisNaturalttisNaturalU181isLNatKindisNaturalU191isNaturalKindisNaturalU201isNaturalKindisNaturalKindttisNaturalKindU211isLNatKindisNaturalKindU221isNaturalKindisNaturalKindU231isNaturalKindisPLNatU241isLNatKindisPLNatU251isNaturalKindisPLNatKindU261isLNatKindisPLNatKindU271isNaturalKindnatsFromNU281isNaturalselNXSU291isNaturalsndpairXYU301isLNatsplitAt0XSU311isLNatsplitAtsNconsXU321isNaturaltailconsNU331isNaturaltakeNXSU341isNatural2.1U14ttU14ttsndsplitAtNXSsndsplitAtU14ttU14ttsndsplitAtU14ttAProVEAProVE Commit ID: 48fb2092695e11cc9f56e44b17a92a5f88ffb256 marcel 20180622 unpublished dirty Statistics for single proof: 100.00 % (1 real / 0 unknown / 0 assumptions / 1 total proof steps)http://aprove.informatik.rwth-aachen.deJohnDoe