ELFP*@@ c{CS[c/@ T!%@W@$@@Rǟן?k` T6%@#R$@@/@cR@a_@@য়/@SaR@?@@Ӛ@@@R/@@CR@@{ASB[CcD_?ǟǟ  4{Cc8|@*+|@S*[q7@ T!%@V@$@@"CRqǟqן?k@T4"%@$@R@7@qR@sZ?@য়@7@gR@?@@{ASB[CcD+@_?ǟǟ_ c{CS[ck~@s`!@?O@9@@d@@#RO@OcR@?@@`@~ @RC~@@@ @@# R~`C@ @@@)} @? @ R+ C@d@,}`)@ @ RC+H @d@J  @* RCC@O@ @ @@ RO@@@C R@w Ԛ@@@ RO@@ R@@ 4i~@c  ?@O@8\@d@@'RO@gCR@?@@W@@@R@@@@Rv @@B6@RO@@R@@**rK**jK**c**{ASB[CcDkEsFV {!Sғ2[6c# җ!!@ҍsNa~sTSA[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@H    ( 0 8 @ H P X ` h p x       d x      #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 ( 04CT(`(d0p0x|C88@@C-EV (08@>h l8 ?       C( ( 0 0  C8 ( 0@ @@ HCLH T8 \H d |CP 8 P  CX X 8  CX 8 X  8CL8 X` \ d` tC h h p p Cx x    C     C4?L T \ pC( ( 0 0  C 8   C8    C x x  $ , @CL T d h l tC   A E( 0 >8 G@ kH P X ` h p x M {    d x h x l  p  t Ax     B .symtab.strtab.shstrtab.rela.text.rodata.rodata.str1.1.data.module_license.bss.moddeps.modname @ @( & .2 =CS(X(a< H` ? )j