SQLite format 3@ .0:  B --?tableisabelle_exportsisabelle_exportsCREATE TABLE "isabelle_exports" ("session_name" TEXT NOT NULL, "theory_name" TEXT NOT NULL, "name" TEXT NOT NULL, "executable" INTEGER, "compressed" INTEGER, "body" BLOB, PRIMARY KEY (session_name, theory_name, name))?S-indexsqlite_autoindex_isabelle_exports_1isabelle_exportsh77otableisabelle_session_infoisabelle_session_infoCREATE TABLE "isabelle_session_info" ("session_name" TEXT NOT NULL, "session_timing" BLOB, "command_timings" BLOB, "theory_timings" BLOB, "ml_statistics" BLOB, "task_statistics" BLOB, "errors" BLOB, "sources" TEXT, "input_heaps" TEXT, "output_heap" TEXT, "return_code" INTEGER, PRIMARY KEY (session_name))I]7indexsqlite_autoindex_isabelle_session_info_1isabelle_session_info  = 4D ]S Polynomial_Interpolation:threads=4elapsed=12.025cpu=45.060gc=1.392factor=3.757zXZִF! 9S]ŗXf[&kRF̑.'rUsiBש-.X*!9aZ,K 61dAu{} dqޝvͧjpHBHTR?b5aA%ey$wWHY~3S:jJnz :YghԵowsM)S +:FT qfb cMOCuw< KȼӘϱgL_.&,KGGq.$4/_?+H .-08r\g4xJq/)%TŒ((M?TR<̾qٴ)nPh 4*YFP^ͦGk1RjZv,H梘DdPxTF$΅ \ڈw)˥@֩HPYA&!7"Q$C01f N(TnP WSokX=e:/ Ozj%!}|@D$=5>!(ZZYaH[P.Nz'`i$N %h{!1%k_e}\v}`//2+!b_l؞V̤M;< rXw׎?&S1tX @\,7pEaSB3sBݭCi/Ld6``iaJF{a?Kwm& խwQm};7WDOb AbP'L?4t*#0t;B':IEw ht{aÌ?~H+ݪNyBB+ȗ@Ds4~z:F4gYZ7zXZִF! |Y]ŗXiɟˏ "B"V^W\0CIoɷgi*>@З~g AgHȹ bMH*a6TNs6X^Nqt8X,U4CWw=sB&R+ge7L{LyH{Ma*4o&.stEHGXπ_bNM#H͊=4 pXZ ~}_shY4? }']`dl :}ȶ LץBLx7Omll3i|H'5h&^ Z·?rSq= (rիS tՐՆgYZ7zXZִF! ^{]ŗXi%B*JI?Kn@Ɉl 6\Xy6[G#hB%(7$SE+YOmGHnMɞn9_3%2OsʓW؆0MD REmzh(3[85-k%ikᦻ: Xη32"f==6=j[W`@(ޜr  (*+MY,Jz-̑Σ /-t$mf>PΩg<K0Y)ɕ }cONCm7Gs`W\ȶ& rRܱ=!Am^}C)2lXss4IN{n}rNU}ɨ۟hh[ɣ$(H>Dn(VӀLh;_qLp >;H4gn]Ei9@u^Il!km2/-h7kWzw]xg"j>g !۝1Cceڮהּ1-8N~Apl .uK#{޶ꋏ"->]4]Fgq_fhW:Z~nl=C4W Z#o3N\SW;bB)8k6sb<(R2$IaW'ڃH4`r׵8ljjbHGdxUn8u#u~ gOr2]b<Vy,OE^)&DW3$64^o,v>G?rOG9yߏHQ nB{*V0N7=*Ɨd2=!Q=r 0 TPmè B$H))d  /p!&;La9|+)*8C7[p4KML~DE8.Q.=+ ҕԿj|;Txl[]ܲPIR 6[xIfT$ $SRjql b' ?.n8W^ߚnS#xŞ2tӒD'ΧL #E'64P`fջ ގ`l_ -ûC8W93N$ \[i*Ls;Q1c愋ֺZP$R|Jok^.H,w{9&qxl}EU"'keK3mM2-H3֊Do>buhx]f+fmac^5p/?mғN 0'X=j>_"[xݙN~[0/ E4\ <PSPcY8F T鬱gYZa717e45151ad0d4866b104cb77e85958cc5f4433ddbcbc2a51857ae6e2c35d0f0dfda0600638ccc2 961d7cfc19b96122dabf28304bf6dc45da32abbe efadd5e2415b70a835a36820e6157751d92cd168 90a699d4ab813a8fc0c92de7f31e81ec4d9fb9cf = Polynomial_Interpolation