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Fixed Billion Calc

Nov 18th, 2013
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  1. 10720300CW00000000000*02002*01*03*06*05*0800400A*0700B*09*0C*0F*01o00v00g01t0J00Ao00n0Ly0Ng0Kq0Lr0Lw0Lt0Lv0Jo01u0Jq05x0Jr0Wn0X000u0bs0Jt01g01y0P000o0Pt01z0Rg01w0hr0Sg0Kg01v0V000t0Lq0L.00x0tg01s0hq0Ls0Lp0ru0w000y0nn0Lm0ng0mn0l000p0bp0.g00r0Wg0f00sg1Bq01q0Jp1Fg1700Iw10p18g0fp0p000m0hu10g1Ip10o0Lg1Iq0Z017g00q01p1To1Nr0bt16p1G01Xg1X011g01r0Lo0ro1jg0Hg0i00ig1mt1ig1Nt1ko1lo1l01n01W00cw1Sg1mo1r01vs13n0Lu0wo1Yg1tq1po2201no1s026028o0rv21028s16o19029g1mx0e01uq1p02Ig1No20g1fp1x000s0Ow1Vp2Oq0Tg1fx0Ug1H01e02K02Yo2Sg1tw10q0zg1hg1ts10x2Dg2Wo2Jq2d01vy1ps1tt1dv00w2Ts23g01x1pp2Ww2cg2r02Zg2ig2P01uw2v02Pg2e01Wp22s2sg31o2Oo10s0Js3401ut0o01wg1qg2Wx2M00vg2Wq2jg2wo2Ot3Bq37g31s2Jm1402Fo1to1zw2T02Xo0rp2401uo2Eo0Rw2To25o3M02Xt0Og3Hg1tp1k03Ug1yg3jo3bg0mg1Ho27s3Vg3j01vo3p01uu1cg2Ng22r3m00cg1fq0bq1dq1dp3Zg1E01vq2Tq0ps1B02Xq19p1Co1Kg1A01Wq25w0lq1Br1Hp1Hq25*0G00D04K*4J*4J.3G002n0L*03v3200cn0rq0Rn0Tn2Hg2sn4Ug0fo22o09.2Et0Po2Wr0hw0yg4Yg1mq2Jp4Q*01.2h03*g1ft1T03rg2yq1M01Wr4H01vg1og2Wg1Ug3v01dt4qp2Eg0Eg35g1mp3Wo0rs50g3Jg25p55g3k03Q00Ig3n04ro27o3ss5704w00Bg5303i02Xs2Jo3I01up3Yg2y05Mw2*o2a03003Xg2W*03m3Po1xs0xg25g5801vp5Po3802.g3f01ns2ws5105J*06g5Lq2Jx5mo2Op5R05Mt3Lg5St3cp5Ig09m0hp2Eq3Wp2kq3hp62g3lo5Gg54g2bg5jo3so3cq6300Am0Pp5jp1bg5Ep1dg3gg3lr4vp5v02Xp1L05Ng5Eg31*4M*0E*6S00Aq0Ic11t01m0Nc1Op0xo2Rn4Z01On2Mr2ug1t.1Ac6W06dc6Z02Po4Wg4jg6Xn3Fq0Ln0h.6ho00J0ct00c1mm6Yo6ty0ic1ms3Ag4.g1mr5Ip0bo0wr5c01Ag6Ir1tg1fy6sJ0Ij6tx00j1XJ7Bq7Cj0iJ0cj2PJ7Bp6tu7Ds7Lj7Ev7Dq6tq6vo6oc7Hp7Do7Qj6tj7Tj7Hw6x06lg5co65o1Ng6402F05X03y07605Xo6501u.7Au7UJ2pj6tp7nt7DJ1Xj6tw7nu7rz7rp7ry7rt7rq7yj7Ho7np7R06jo7pj7Hq7ro7wj7Cn81s1nr5eu5Og5eo2Ju4no36g4mr7RJ0sj7WJ02j6yj6tv7rj7NJ11j6tm0Nj8Oq7.J7sJ17c6wn8Hp8NJ17j83J7vj6t.88o61g1tu5rg2zp3su8Eg5So0ur8Hv7r*7xj8Oo7ru7Dr8Oj17J8PJ7IJ8Ut7zj7pc8Wc7XJ86J8ZJ8bJ00.8dg75q8Dg5d06*07gu8j05Mo8lc7Hv7r.7rw7Dp8Mj6to8oo6tt7no7nw9Ej7Eu9Kj7Tc8zo8ao85j7VJ92j8cc6.o2do7ku2Bo69g3Rg46q5Ro7ko10v7Av91.8Tp91t8xJ7oJ7BJ8Uu9FJ7wc9QJ90p8Yp8Yw7Dt7Cc9Wg0pq25u2Bp73g4yp5cr2Wp1Vo2t01uv9gj8LJ8KJ8IsA6t9kv9MJ8Uy9po7So8ap9sj8Jz9Dc1m*5Wq2Pc9Cj7GJ0vj9Tx8qj83o8pjAMJ9lq9ij7Qc9qp8xo9Hj8ayAIo2ss3WqALo9Jj1AJ7Is7NqA6v7PJ7FJ9myAkv9or81m6xJ90q7nj6tr7rxAb011s1drAeJ6uc9qy6zo1Fz8Hu0scA.o81q00z7R6AzoAE611o88z006B700Nn6v6B9c6.zBBo00T11JBIy6tTBJTBMyBLyBOJBKJBK64jnBHTBD67*60iTBUo0WzBT02pTBL0BaJBI0BcT0mTBbwBIJBdwBhTBfJBiTBgTBH01XnBZ*BI6BVoBd*BqoBY6BW0Be0BwwBj0BxTBmJBlJB*TBf6BS6Bv*BtJ0i6C3TBnuB56BvwBywCATB.TBkTCD0BzJBl6C2oBsTBHJC5oCI61muC8oC00CFTCEwCBJCOwCB6CHT05TCJoBpTC7zBZwCRTCQTCC0CP0Bz6CU002TCW6C66CMzCZTCcwCa0CdwCmwBt0Bo6Cio9H6Cr00czCkJCSTClTCxJCw6Cf*C4oCX6Cj6C9TCyTCbJCwJCzo1FnD0oCsoCLoBuoD5TD4TDD0CnTBnq0N6CrJCKTCV6D1oDC0DFJDMwCToD76DIoD80Cu6BWyBO6BQTBNJDWyBPT116C.TChoDA0DTzBqyDfTBByDg611TDhTDk6Dj64BnDHoDAJDJ0Cg6D1wBIqBBvDt60IT1X6DwqDuTDxvDvvD*TD.TDxr01nDoTDKoD9TE500i.Btf17h6vT1IoE9p00hEBp0HTBHfEAcBIpEG60ifEITECTEHpEEcEJ0BW6ELpEPTEN6EShEF0ERo00fEMpEKoEYpETp056DR6Cto92TBT60ihBnTEaTBHhBBT01TEk6Ei6BdTEooEE6Eq0EXTEl6EtoBtTEvTEn0Eu6EpTEzoEx6E*0BdoF1oEsTEz*D8JDq*CpoEg0Em6EpoF0T016BthEm0F3TFETEy0FH0FBoF50FK6FF6EwTFI6F2TEG0FLhFGTFS6FOTFD0FT6Et*BTnDoJDJnDo0E8TEKjCK0FKoBqjC5TFXoFioFU0BvoFl6FP0ERjFj0FhTBBjFrTFSoFoTFkTFtoFmoFH67U6FZ60inBqs0NTBnoFAoFooFx6F*TG7jFu0FnTFy6FpoFw0Fs6G80GFjGAoF.jGITFfoFm*BB*DvsG361y.FNpFvTFVpGDTFEpGU0BBpGW617TFx0GXTGa6GZ0Fs0Gb0Ge6GdT4mnEDhEFn1F.FKsBK0GnT110GoyEnyGr0Go092nF4hFGsCg0BvvFKvGzTFSvBd6CptH0TBntH261oTFQo0KTEh01ATGiTH6hFGrCgz2P64jTHA0FqoHC*BIoG*THK0GyT0gTEHJBnsE9JHPTHO66.THSo0xTHU0Gd.G30HH6BdqCg.HEqFS.HYoH0pHa*EQoBdvG.0Dj0Hk6H1TH600sTFEqH76ELJHR6Hr654T0co1Y*BI*HEo1YoFKuCgqHLyBdyI1TI0THN0FL0Ho63zoFKtCgp2zvBd.G3pEnp1YTFStCgrI4yI20HkyIIyIIxG3oEzTIN0GdoBdtIG0IJTI4xI5vIU6CpvI5uH8wG3n71.HxsBnwHYTIOTHV0GxrFAT4ByIItDof6t61o6Hto0K6In00s6IptHWvIC0EQT71TCV01X.BImIqqCVpID0Bao1hTIwqEgoEnrI4rFj61mvIVq0W6Ir6IpzHJ0EtTEznHY*BdpEgnIqo4mT2poEzpEgpJ4017pBdrJ6oJ9q6oTIe0BsnEw.BIr2z.ItT1IT1m.Id0FeqEnq0HuJC.JboEgqJd00iwJVT1fTB5v0qTF0.Dt0BWz0I00cTJoT2NTJm0Ho0F3.JpqBIzJrsJkq0kvJpsJkt2p01XTJL.BItK3pEtqEgtK3oEtrK9wIO*03qJsqJiTF6*1FuJpTJl0Bs*KITJlqKD*KMqKG0KL01XuKJqKO0KSTKN0FZ*KP0KJ0KRqKF0KZT09qKbTKKTKduKT0Etm47p4l0Jh0Kc00Ip6Nq890Gug0m*KhTEzv5fg4a01Xo1io0S*Ks0Bdu43g1Cp3.g3zg1Rg4pg7dp59g4.q5q*KzT0Wp19o49g5Sq4kg1Cq2kt9a02x0Ku00v*L900cpA2g1Cr3To10r2dr25q2Jg5Lp2ExH*0Kmu1.g0ft1ls22pLZ05Ws4ng31p4qq0LxLWTKf0LMg2eo1Ct16r4qy2kr4qo3u0KkTKWTEztLY0LIqLE03ct8F047g6n011*LLtLvpL1rLb04C01Ds5ep0br6cyLiqIOp1D01g00ApLLpMCx0rnB2t0N02ptLLoMCw1doMIn0mtML*6vq0036zrMSo6vrMUc1IwHoqKQT0H*6vpMSc0i3Mb37R3MecMcpMPTLt0F3*MgoMcoMcsMm3Mb0MKTMjTMac1736v3MgsMc36zpMiqMZ00i*MeoMucMdc1A3N03MpwMY0Kmo02cMtcN1oMcrMh3N4tMQcN8oMwcMopMgpMy0N6*MfoNH36z3Mx3A*0MqqMzoN7tMJwN5TLjoNRnNITLj*KEuLL*NYTMr06UuNZ*KYTNX*NeqKUqKeqNhuNd0KVqMz*NaqNm*Ng0KX0Nl0Km*Nn0Ns*NpTKH0NrTNf0NxqNjTNb*NtTNXpDGoO264joO3o1FoO50Kw6O461ynLL.1761foC5q0HoBBqOF6ODoOG00ioOJoOE0OK6OI61fnG3qMzzOCs6XoBBsOT62zmC5sOVsOY01OoOU0Oa6OWoObmOQ0KmyOCoEb61I.IkpGX0Gu6ES6OjnEO6Oo6OnpGi6Or0OmoOipOsoOv0OufOCpCVqMzyOhfDxoOwfP10OyqBn.IkqP5nEHqP76ELqP9oEYqPBfP3.P66AJTNbyP0qPDqPJ6JanP86PL6PA6PNoPC6PPfPEnPMoP2qBn*LLyPI6PRqPKoPU6PY6PboPaoPd0P46PGqO*pPT0PfoPe.PFoPknPi.Pl0Pj0Pp*PWpEOhBE0OypEP6P2pPv0PuhPt.O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