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 l= RBΫx*V"|ZAĮ'(;YmY<wu(}㴈iϽaIm R72$[ĒS 8;R$KiUm1Z g{(:/v󜹊J`VTSrI݉%`UŤBuUEdt"mI\Q#1B=FCϻ+d͠+my.&hQ#[7~"N+ H6 #摙@;B$Qyɼ>f2fGMap6-RQ\QKA&o;SCl NwXD$qϏP@Zɔl/UGMD\ C7+OAc7P$:R oX_(aIǭE6I`o:H'ͷE \I3swbgE9/69PHcpެ ssd*\J.&!v8mQC6 >;l?9o"LvúN@\NFoMNb~M3¸ ^pz~X!w]˳`yL>P 4.'؃,ʧ?<aEVu#rM*Hd@"Y)u7i'ʿx֘A@yn+l44H}ɇd zS(7v@Ok7; {u(=6uvϡZ4ݠ7u\?:}|>;2 aFdkfb_# i)p1;#j]˲@[)ƅvj?)?iԏ|_g8u%ѡvr({?ˎ&F] |{Rso)QoBgYZ7zXZִF! }\]ŗXiɟˏ "B"V^W\0CIoɷgi*>@З~g A>;ۧǥ.}N4|CD2$p\x;XGNHjk9FوΨ5bdW/*o$ #}f_htѻV 'z:@bV/45_ƝNsYmT%krPB='\݉i@F#ŽT;'|vhi,8h@s^Dk#mܳ}fam&'3Bm$PpD[PrHaldw ,(gYZ7zXZִF! o]ŗXi%G#tj~bddUmBճm=&}"P0rt6vٝJiMDiQcv15H*皹*m]C한鲜\Me?^GEZ̸՝h;9}"tKH i 30&uxOICXv7,nh.wU ɋ-S@sEEd͜)Ň ?΀`_ݪ \wAѮ}}>Jup+Fn=|wY36ZB1q+Dq'Л3?GWW.~w]]5יkVd79cgZᅩ82ck2 ,qɌm1R8wt@$7<@!KnNRn^OOlWP-Mt-ߵ| "At{䧶$₈@Z:̺wGD9[LD_ H+mTB@(o H0Nzk a]baɄ@ddU<goÂ9 ˡiOQ)qOh6!ԆkI"OwoNgԑ237wZGƲK9+p4b9yk)*N/FϹ|Cs76L=,[ a:K%:E|ψcmiaD8]Ҋ{?9aˀ6$d1X%YϲH^vH\xSNVaZbBstHy* Jz +5&?^¸&\Hދ -_L4!yLդa(Mѳl,jujQj (}.2-e,ZrOߖ|_}rH='ܻȚDy=ZfA_ ̓v"n3 wA)4 n7 `KWX~8.xJ׻\0Mj!iBNF/f xb.|OI[bF|ҳvx8XârA :IᲭQj"\x-EMGu],kQЦ^cD`=ސVvJR`z7 |[g&yHQoqg5 ?/ěa-,YtX( L ײ; OTaY?%LjSfCC1X2AA\DhZSud<\0el7 ~!;I_) W]\~x]BnXIGg81infP&WS"]-4VvXuL! =p~9:/wm9x κê74[M1pl· 5)8iq?2vUDoP')trh*_4Kmq>tT2Nq!)0!`T'>IpEth9oU %XUV3,;)LEiI//%ނNWssI- hp8/hgYZd131f24653a0894720e44f2e8ff061f6a1f07876c2093642ce0e52d658430117f07a6a10f135143e 958f81e74e154e8719a792f45217a865d1da1a47 bb942e3de3a6ee0c81dc1f934c33e4250aa33115 311da8e30ca66082f8792d0561fac6558e211806 = Polynomial_Interpolation