# Computed using the Mathematica program that I contributed to this sequence 1 37 2 1106317 3 17041023757 4 13106744139423334399757 5 111788986826349170054555238399757 6 254451773522587035734629406212095999757 7 12931890526958090978845347074978621685759999757 8 23265085063150097152411131624511949388385310979653631999999757 9 196627370195595445152421034645922788899240657465481464836982672929587199999999757 10 29309438691143439392290905387356403731039173693674106519716549066217226239999999999757 11 285591073431514476293541713060318348014260251031174931853744424349447324920041848794535676197470207999999999999757 12 15577907622400525200891439683019833669575342126055130129381711009482607981017860100923615851077803064688639999999999999757 13 32099303647264913473802788377801745086713126571926958818035963004471616078316855655813618555596782152599036738091103889563022104985599999999999999999757 14 7249204925041664978498873616080659239466720155811078818697863174955394845879551224898045010140577398435646368559192345248459328580318224004431089430066281026547984203005093815355189913190399999999999999999999999757 15 67443729302551595503286170683612313938127087874262019306000702567146319114931993260084118161203776583010220377588614928359455791257382381826168828017658518006161213752593302237756279645798399999999999999999999999757 16 9973017991285373044867715203468099063761597385104511815246100316041559091196779895487498770892028371219580586269393523224045033759953247322916233817160752472363252116737893098981457127592224554289062372367983706398819477440931911876305258398770790399999999999999999999999999999757 17 547363298132695503594297267327588864853363743702737176280693143679074696231168366666382423486021631215872941903925450565476547758874989808469949150861469718993826321888436406273503115005157146097081048271971117954936120032288248083324537834986391168707885487193471803037533584793327389147138836938812393396102876944131761189438909684495306065781431121282303959799119307061273451804265077755491518148746671568029143908138595853589722521603379725910414465293210263870347990211105296499188111916541590389726804750924855846801304630608532355101936646665390322518846878563065867459114921195073441138767988593694118000994033726978837082505978141039400244997273389803624411955199999999999999999999999999999999999999999999999999999999999999999999999757 18 19467313904081126112898672425468969063922559574865300255929903577911029380504830072365210027209545057204097886229361419148619560624213070241648442101565849982388942494612914303056191487631899987072040705583577180955430664931696609677669220030927962476745204999918097842255131700112434205100239389080557024356944209614773127565475279225295681769282928712239425919661925243195047118604220676198105526175428710471077668626142419045755949951976028566810514438305920970295768275120497905836033878250708994704261624351331317018965169030033766641752748073272757236050397704055404312866766624425106845484138161131621091627623207945019394638214808093088058123206611912447630940991290423536674014733843513632967540857117187410303038341869625292179953048049706455200557191178708578457460637837562990687474636924222657542123711886230512442237076783067370522566540490159357454379732642162950302802202928470985245982719999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999757