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ELF > ( @ @ GNU � � �H� AVAUATI��USH��H��H�T$��I��H�D$M��~ H��H��H��?� 1�H��@��R�� H� I� I� P1�H� H� SAT��H�� M����H����8�t L��H��H��?� 1�M��@��I� �� I� H� H� P1�AUSAT��H�D$(H��1�I� H��?I� H�H��H��PH1�SH)�H��ATH1�H)�H� H9ѹ� H� @��1���H��H�T$(1�I��H�� I� I� AT�� H� RH�SH� L9�AU@��1���L��1��� I� H�H�� I� H��SATH� L9�I��H� @��1���1�L9t$SAT@��I� I� �� 1�H� H� ��H��0[]A\A]A^�� ����� H� AWA��AVAULc�ATLc�L��US��L��H��H�T$��H��H�D$E��~ H��H��H��?� 1�H��@��R�r H� I� I� P1�H� I� ATAUA��H�� E��� ���8�t H��H��H��?� 1�H��@��I� �t I� H� H� P1�UATAUA��H�D$(1�I� I� H� H��H��H��?PH��ATH1�AUH)ʉ�� 1�)˹v H9�H� @��1�A��L��H�T$(H�� H��AU1��x I� RI� H� ATUH�H� L9�@��1�A��H��8[]A\A]A^A_��� �I� AWAVAUATI��UH� SH��I��A��H��(H�T$A��1�I� I� H� H�$H�D$H� Q�A PH9�S@��1�AT��H�T$8H�D$ 1�I� �C I� H� H��H�� ATRH�SH� L9�t$@��1�I�� ��L�|$ 1��F I� H�� I� H� H� I�� SL��ATI��H��@��M��1���SA�����1�AT�I I� I� H� M9�H� @��I�� 1���L�|$(D�|$ 1�A�����H�� I� I� M��S�M H� H� ATM9�@��I�� 1���L��1��P I� H��H9D$SI� @��AT1�H� M��H� ��Ll$(1��T I� H�� I� H� H� L��SH��ATI9�@��1�M���H�D$(S1�AT�W I� I� H� H��H� I9�@��1���Ll$8H�� 1�M9�S�Z I� I� AT@��H� H� 1���1�L��1�I� �] I� H� H��H;D$SAT@��1�I��H� ��H�� 1��_ H� L9l$SI� I� AT@��H� 1��Չ\$D�d$^_���� E��H�T$L��I� L��A��1��( I� I� I��H�D$H� RH� L9�P@��AV1�AU��L��H�T$81�I�ƹ* I� I� H� H�� AUH�RH� AVL9�AW@��1���L��1��- I� I� H� H� H�� H�� AV@��1�AU��1��|$, AVAU@��I� 1�I� �/ H� H� �ՋD$(1�1�H�� �5 I� I� �4$H� L9��$H� AV@��1�AU�ՋD$1�H9D$(AV@��I� I� AU�7 1�H� H� ��H�� H��L��A��M��I� A��I��H� A�Չ�D���I��L��I��L�$L��A��D��A��D����H��L��A�Չ�D���L�$L��L��A��H��(D��D��[H��]A\A]A^A_��� �AV� H��A� AUA�@� ATA�� U� SH� ��H��� ��H��H���Ӿ � �Ӿ � ��Hk� Mk�Hk� I�Ik�H�ID�M��MD�H��L���I��u�[]A\A]A^�� �H� H� H� ��� �H� H� �� test32s test64s test32 test64 remainder sign mismatch: %lld %% %lld = %lld a > 0 ? r >= 0 : r <= 0 tests/div_test.c quotient sign mismatch: %lld / %lld = %lld ((a > 0) == (b > 0)) ? q >= 0 : q <= 0 remainder is larger than dividend: %lld %% %lld = %lld abs64(r) < abs64(b) division doesn't satisfy base property: 0x%llx * 0x%llx + 0x%llx != 0x%llx q * b + r == a C compiler division failure in 0x%llx, 0x%llx q == (a / b) C compiler modulo failure in 0x%llx, 0x%llx r == (a % b) division doesn't satisfy base property: %lld * %lld + %lld != %lld remainder is larger than dividend: 0x%llx %% 0x%llx = 0x%llx r < b division overflow in 0x%llx, 0x%llx (q >> 32) * (b >> 32) == 0 x1 < (1LL << 32) x2 < (1LL << 32) x1 <= ~x2 x1 <= ~r division overflow test failure in 0x%llx, 0x%llx a == x1 (q >> 32) == 0 (r >> 32) == 0 div_test LICENSE=GPLv3+ div functional_test div_test � $ � + : M b grub_mod_init grub_mod_fini grub_divmod64 grub_divmod64s grub_test_register grub_test_unregister grub_test_assert_helper Q [ e - r E | � V � � � � E � � � ) E ; _ � i > z E � � M � { � E � � � � E D � � � - � E � V � # E ? � I � S E � � � � > � E � : D A N a E � � � > � E � � G � k � E @ G J � T a E � G � � � � E � G � � � E % G 3 � = G E w G � � � � E � � � � � � E � M { E 1 H E X � b � r � � � A � E � � > E 1 T G ^ � h r E � G � � � E � M � { � E / � 9 � L V E r � 6 � � � � � � � .symtab .strtab .shstrtab .note.gnu.property .rela.text .rodata .rodata.str1.1 .data .module_license .bss .moddeps .modname @ 3 ` � . @ � 9 ( A 2 F P a V h f w k w t � � � z � }
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