ELFX*@@ c{CS[c/@ T!%@V@$@@Rǟן?k` T7%@CR$@@/@R@a_@@য়/@SaR@?@@Ӛ@@@#R/@@cR@@{ASB[CcD_?ǟǟ {CS3|@[|@c+q7@ T!%@U@$@@cR"qǟ?qן?k@T7"%@$@R@7@R@a_@@য়7@[a#R@?@@{ASB[CcD+@_?ǟǟ c{CS[cw~@ks`!@O@8@e@?D@@CRO@SRa@?@@h`%@~R@C~@@%@ @@C R~`C@@@%@} @ @ R' C@D@}`# R(%@@C'H %@D@~ @) RCC@O@ %@ @@ RO@@c R@@ Ӛ@@@ RO@@ R@@ 4~@c?@O@8\e@D@@'#RO@[cR@?@@\%@@@R@%@@R@ @@C9@R9O@@?R@@4**uK4**lK4**c4**\{ASB[CcDkEsF_ {!Sғ2[6c# ғ!!@҉sN`~s~TSA[BcC#@{Ũ_@@@ test64stest32stest64test32remainder sign mismatch: %lld %% %lld = %llda > 0 ? r >= 0 : r <= 0tests/div_test.cquotient sign mismatch: %lld / %lld = %lld((a > 0) == (b > 0)) ? q >= 0 : q <= 0remainder is larger than dividend: %lld %% %lld = %lldabs64(r) < abs64(b)division doesn't satisfy base property: 0x%llx * 0x%llx + 0x%llx != 0x%llxq * b + r == aC compiler division failure in 0x%llx, 0x%llxq == (a / b)C compiler modulo failure in 0x%llx, 0x%llxr == (a % b)division doesn't satisfy base property: %lld * %lld + %lld != %lldremainder is larger than dividend: 0x%llx %% 0x%llx = 0x%llxr < bdivision overflow in 0x%llx, 0x%llx(q >> 32) * (b >> 32) == 0x1 < (1LL << 32)x2 < (1LL << 32)x1 <= ~x2x1 <= ~rdivision overflow test failure in 0x%llx, 0x%llxa == x1(q >> 32) == 0(r >> 32) == 0div_testLICENSE=GPLv3+divfunctional_testdiv_test (08@HPX (08@   ( 0 8 @ H P X ` h p x        l       #1@Sh$x$dgrub_mod_initgrub_mod_finigrub_divmod64grub_divmod64sgrub_test_registergrub_test_unregistergrub_test_assert_helper$@DHLPTX`htCC  C$(,(0080@DCH8X8\@`h@|CHHPPC-EV (0>8M@{HP@C$,0CP X \(lp(xC0088C-EV (08>`( p t@ |?     ( C0 0 8 8 ( C@ ( (H 8H @CDP L@ TP \( tCX @ X ( C` ` @ ( C` @ ` ( 0CD@ Ph T( \h lCx( p p x x C   (  C(     C(?@ H P( dC0 0 8 8 ( C @  ( C@  (  C   (  4C@( H X \ ` hC   A( E0 8 >@ GH kP X ` h p x  M {    l  p  t  x  | A     B .symtab.strtab.shstrtab.rela.text.rodata.rodata.str1.1.data.module_license.bss.moddeps.modname @ @0 & .2 =!C!S0X0aD P` ? )j