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Billion Calc Done

Nov 17th, 2013
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10120300OR00000000000*02002*01*03*06*05*0800400A*0700B*09*0C*03v00q00g00t01z0I000r0L*0Gt0Lm00n0Lr0N*01v0Jg01r0Iq01t0Rg01p0Ip01q0W00Ax00s0Lq0Io01o0g00eg0Vg0hg0Zg0lo0n000o0S00Js0fg0bg01s0Y00pg0ug0t00w00At0j00Hg0ys0vp0a000p0Is09w0*q0s00*r0Ls0Lo0q*17g0p00wo0xo0mo0l014g0op1Bg09t19g0H000u0Ir0tp0tq0m00D01U*0F*0E*1X01V*1Y*03n0U000y0Qg09m0zr0Rn1Q01Pn0cq0cs0It01g01y1e00Am1gg0Vn18s1pq1L01Jo01u18y1p*03m1r01Jp1S01cq0Lp0cp0Lg1401cy0Lu18g26p18o25p0tr0mq1Tg1E*03o1pr1vp1Lo0os2Bg1Eo0io0ip1Ag1og1xg0to1To2Mo2Ug2Ng2Xo0oo0i*03q2Ig1Is1tg0M01J01000zq0Lt0ct0Lv18q1vq2ng1Iq2o00z*03r2c02001Js0x00Us2pg0lp2wr0Lw2mg2y02ig31o1502r*1sg0k00*o0Lx2jg0Xg0yx18x3003203Fo2M01c*2sn2Pg2X02go3K00*t3No2e02hp0Ly3Eo23g3Lq2K01F03Xp1v*03s1er1R010q3B01Pg1Op18t24g0e03f02hq3Up1n03Fp1ip3i01Z03r*1W000x0zz3500Jo13o1eo2So0yr1pw3z00Qn2Qr0Zp00c1dt01m0Qc00m26x0zp0Ln41u0iq1hg01w41n1ps2Bp45y0J049n45m26w1*o2C03ko3A03U03Gg1Og2Ag2fq3qg1Es2Jg1np2D01D00zg2Xq3cq13u48o00J1Pt45o47n4lJ1do4l000w4Pg1Ep4So4Sg2W02ho4Tp3Wo2Og2Y03Xu4ao2Wo2Lg0yo3Ko2Zg4vp2jn4nv00j4jx59q4jv5BJ3uj0pJ1Pj0eJ00v59p4ju59s5Kj0HJ5Ij5Nq4pm4iJ14j5Fq59J59o4jp5VJ4qn4pw4r02ht1vt1vo2qo4xg33g53g0Tg1Ip3Hq4302gq3Hs39n4nu5Xw5Up5Xt5Uq5Uw5Xu5Uz5rj4jy5Ut5tj4jt5Xo5Xp5Qn4np5Xq5Uo5xJ3un5Zo0vo3Qq2Q02gg5g02gp5eg3jo28g5h04wg11g3eq34p13q4hn4nt5Uj4j*5Uy5Uv6QJ5GJ1dj4jm0Qj5MJ0Hj5*j4jq5rc1Em5Rp6Up66j4jz5U.68g37o2es2wp2504U06Eg6Dt6Hs6Dq6Bt3Dg2wt5Rv5U*6Sj6Zo5Uu59r6Zj14J6WJ6Vq5zj6cj5Wc6en63j4jj5Wj7BJ5wj4j.4px4Bg1Tq6Bq7Ig3Lp4z06q03Xo4zo4vu5kg55o6wg2T03Mg56g0Xn58j7Ej4jw5JJ5OJ0pj5yj5Ft60j5Fw5uj5Nu7fo77o4mc5Fp65j4jo5.J00.6jc1Ey0wp0yq0vs0vq3Kp3no5f00wr21p4Ss6oq3Ur7S00Mg1Oq6Ng26u6xj6ij7YJ0Jj7Cz75J6aJ4qj5Cj76J5Gp7AJ14c78c7mj7Cj8NJ8Ft5Ac1Eq00z7XJ73*75s7dJ8BJ8Ev7hJ8Ey6do7lo7Cp6gj8Jz7ro0bz8Tx5Ux7px6*j7Bo6.j5Fv8Zq8Dp5tc8Lo7Cq7fJ5SJ73.4pq8Sc7ej0MJ5Gs5Mq8Wv5Dv92j7dq8Gp4jr62c8MJ6ao8Jr8jj7Ec8Rz5pt97o5yo8xz9Ec8sJ4oc9Dc0p64kc8s69Ko01.8400Jt0069No01n4869P03uo4Eg1no1H084r0hn1m023n9Z04Mg2Sr0yw1vy9Mo00T1dJ9my4jT9nT9qy9py9sJ9oJ9o68Rn9To9mn0Q65Fo9xT4261Ez3Xq4a00*v1ug0Zn9gm1pu18n1py9lT4GT9p04qTADw9mJ9m0AEJAHwAGTACJAJTAFTAN69w60pT05T9xJAB002T9x08So6op4Tg3et4Yo6Lg4b03d01cg1Tp0co0sr2.g5jg2fo25q4Go9*0AITALTAp0Ao0ArwAK0AsTAOo0bnAn*9m69.6AQ0AU6A1oAXg2F01cs7O03Xv0so5103XsB107Ng3Lo1vu69g7R00zo3SoAnwAtwBITANJAMJBLTAqwBJ6APoAH*Ayo7o6A.*BR0AWg1Io18u1io3Hw3Tg6K0BFg6DoBCg6lgBdg1ooBHTBKTBNTBj0AuJBM0AE6BPTAR6AzoBQTAVz7G0AY0B3g6IwBas6ng7yg3jp3NuBD06poBG6A.wBJJBnwC5TBkJC6TAVq9zoBs6BrTBqo0KoBvp6ot7J00zwBa03ugB2o4tg1IuC1o3HoC3oC9JCSTC8TCU0BooAw6BTTASoAxTBtoB60Bus2Qo5504qg7ug1Kg2wqB4p5dgCOg0yp4ygBBg0ytATwC70BmTCVwCswBUqCBTCEJAT*BUz32o3nr0vt3qw3Ep2kg7TpAgg0yg26s1iq820Bcp1ItCrTBlwCvTDETDG6Bp0A*oBSoCCo0Vw1BpBiJCT0Ct0DQwBOoCXoDLJCzTAVnCg07NpDOTCuTDGJDPwCwnCa6CD0DJ00pw13p146AQy9s69uT9rJDmy9tT1d6DI*BRJDV61Eu8S68ST9TyAyyDyTDxTD.61dTD*yAyr9VnDeoDKTCE01Pz9Tw9mq9TvE965IT0H6ECqEATEDvEBvEHTEGTEDrE36CY6Df*BUo7qT9xf14h45T26oBRfERc9mp0hTEQp00hESpEX60pfEVTETTEYhEa0AQ6EcpEZcEW0Eho00fEdpEboEmpEjTEe6EihEg*E4JDto0h.BRT9xhAVTEoTEy6AHTE.60ph9TT01TF1oEZ6F00ElTE*TF40F86F26F7oEx6FCTFAoFEoF6TFGT9*6FF0BQ6EMoE50DgoEP0F36FCoFJ0FRoFI0AHoAH6BRhF30FWT016FY6FDTFbTF90Fa0FUhFZTEX0Fh6Fd0FkTFT6FcTFA*9*nCBJABnCB00p.Fa65V61ETFjoAyj9MTFToFzoFi0A.oG06FloG3TF*T9TjF.0FgoG50G9TG7oG1oFvjG8T0560pnAys0QTAVoFQoG3oG66FwTGNjGF0G2TGC6G4TGSTGPoGDTEbjGQoGEoGW0EhjGQ*9T*EBsGJ62N.Fg6Ee0GR09TpGT0GkTG60Gm0GB0GoTFyTFbpGl614TGn6Gu0Gp6GwT9QnEUpEqp0Q00J.AHs9o0H3T1d0H4yF4yH70H407qnFHhFZvAU0EC0A.vFgvHGTFe61EtFXTAVtHK6HJTHIo0XTFK00MTGzTHOhFZrAUz0e68RTHS0GboHU*AHpAHvHH0HFT1oTEQJAVsEUJHhTHg64ZTHko0uTHm0Gw.GJ0HZ6AHqAU.HWqFj.HqoFXpHs*9mo0ZT0TTFjvAHyI1THO00JTI3tFXqHP6EcJHj6I864sT1Po0Z*9m*HWo0ZoFguAUpH.0HEyI20E00He0IMyHMoI7q0boFgtIIsH*0HAT26T2ATFjx4Ro28qE90GwvILyIdTHf0IOT01xGJoFATIj0GwoAHt10rAwg1Ot0zs9grA8qIbpHcTIfyAHxFU05I6BUvIxvIxuHQwGJnHJp57g11oCe02hr4IqIEsAVwHqTIkTHn0HDt2gtAa09Ru1kg26q4Yp4csB9o2MqAcpD9g3gg9a014pF0qIJvILtCBf4j6HJ6IAo0X6JY00J6JatHovGJpF4pF4o0VTAR00JpJ5oB4t3AoBEoCooCi0BAo2wg4vqA3pJo0Jq0A2p9mmJbqARpJf0AEoJh0JDpBYg6Iv3qq1vs7Q03FsCl06pp4ToK6o0RpHz0ItTIUrF.61EvI.61OuHotHozKDTJB042TJit2gs3Hz1Ls2dg6Iq2qsBvo3HpKAg5hs2pp9ytAV.9mwFx0JjgCjg1Iz5cgKg06pq6Bp6ooKXgJsgDCg0bpEkT3gT47pAHrKGo1x61OmJA0F7T05nF7tKQg4.o6H06JoB7oJuo2V0B8g7To3UoAj07UoBEp2q.AQr3j.Je0KroHYT0Xp3Aq1TvJHq4ggJP03Rg2fsCcp13gLAp1Lr7*g0y.AQqF4q0huKD.KypCL07qoIbT1OoAE0FW.Lez5I0HETEwTLfT8Sv1xTFG.KEzLjtFD.Ibq9mzLjsF7s1Jr0XwIbzEE00eTFAs5mg0uw9mt4q00HTM0p3Hg4f010p3cw1BuM3wIJT0upL6pB4oKY02gv23uMC0A.TMEg2fpCKs0Lz0fuMKTM6gAbs0mp3ct9e*1.oLeqIksJEg3Cg2wv0qpLX0Le0H2p4Sq3Pg7V05Ig2w*03yGJqLY0Lwp4SrJHpMAgMl*1onMY0F7*2buMvTFp*0buMy0BQ*M.T1OTN20N000HuM*T09q1PTN2qIk*MxTN90Mw*N1qMoTMz0N5TNCTNGqN8qNF0N4qNK0MfTN7uN600AqNNTN3TNPTNI0NMuNQt10o0Vp2a*0bTNVT9QpJOo0Vo34w2Pn0i.EPqNLTNdgL1g26r3YoNi.NQz1w0Nro3Kq21q3iq3Bo0xsCiq9bpB4.0Mc0Jn4GtNqp540Jvo7LpMGgBEs0isO6oJng4.pNir45tH0wI4qNk08Sp3Np0ig4sg4Zg2XpNzgOLsOAoJQpO90Nr.N*q0030pc0M3OVrOUo45pO1TNc0OHgB*g1Eg4Lo34o1ig4Ls0ir3yg4.gOKo2E02h*N*pOUc0p3OZ34l3OscOqpOaqOGzNrsLSo1G0NrqOz0CLo0koOP0Nrp1ksOuoOqoOqsP73OZ04qtNQyNrtCkgOA0NrgOK00joO.oORo9Zp7T*Op3453OusOq3OVpOw0NO01dp0itNt02v01JqOnt9egNmoOnr86o05rOsoPOcOrcOWcPQc4OtPCt0iyO8sP63OtcPipOv0PBTOby0Uo2Ro0usPocPjoOUpO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