ELF                        
     4     (  
”!ÿ�|¦¾ 08á  |¶+x� t|tx|•#x|×3xH  �!  �A $–H@|x|�#x8` A� –H @ž —P@A� 8`  ‘! ‘A ’Á ’á >@  >`  :R  :s  <à  =   ~D“x~e›x8À @8ç  9  ~‰£x~ª«x>   LÆ1‚H  |ÿ¹Ö}6�Ö�a $�A  }¸’Á ‘a ‘A ’á ’� |çJ}0¹Ö}B’¡ <à  ~D“x~e›x8À B})X}Q8ç  ~
ƒx}¢x})ªx|hKy=   |` &Tcþéûx9  :1  Ÿ¸°¿¹Ö0±ÖP¸p¹ÖLÆ1‚H  }°}?±Ö’Á ’á <à  ~D“x~e›x8À E}
Ky8ç  |` &Tcþ~(‹x~‰£x~ª«x¾ëx;à  ;   LÆ1‚H  ’Á ’á ƒ 4<à  ~D“x~e›xTcÙ~8À H8ç  ~(‹x~‰£x~ª«xLÆ1‚H  ’Á ’á  4<à  ~D“x~e›xTcÙ~8À L8ç  ~(‹x~‰£x~ª«xLÆ1‚H  ’Á ’á #Èø<Ëx|~8`  |c?   ;9  'Ëx~‰£x~ª«x~D“x~e›x8À O~(‹xÿèÞáLÆ1‚H  IÐøžH@jØø8` 'ËxA� žH @ž ŸP@@� 8`  ’Á ’á ~‰£x~ª«x~D“x~e›x8À S~(‹x{øZñLÆ1‚H  �!  �A $8` })Hø}JPøšH@A� šH @ž ›P@@� 8`  ’Á ’á <à  ~(‹x~D“x~e›x8À V8ç  ~‰£x~ª«xLÆ1‚H  ƒÁ  ƒá $<à  ~D“x’Á ’á {øZñ~e›x8À Y~ƒÒx~©Úx|hKy=   |` &Tcþ8ç  9  ~‰£x~ª«xLÆ1‚H  9a pH   ”!ÿ 8   |¦¾� 0|zx|›#x8`  DÓxfÛx8á  � dH  �A  :€  �! $:à  ”P |vx|•#x8` @ž ›H@A� 8`  ‘A ‘! ’á “a ?   ?   ;9  ;  ;9 <à  =   Ãx%Ëx8À '8ç  9  9   JÓxLÆ1‚H  }VÙÖ}Øƒá $ƒÁ  }5ÙÖ’á “á “a “Á ’� }
B“A ©øˆñ<à  ~ª«xHêxÃx}	ãy=   |` &Tcþ%Ëx8À )8ç  9  ~É³x?à  ;ÿ  LÆ1‚H  ’á “a ~Ã 4<à  èûxÃxTcÙ~%Ëx8À ,8ç  9   JÓxLÆ1‚H  ’á “a €a  <à  èûx9   Ãx|c 4%Ëx8À .8ç  TcÙ~JÓxLÆ1‚H  úÛ–’á “a <à  =   Ãx%Ëx8À 48ç  9  JÓx~µúxÿÙÖ~É«y9   |` &TcþÿÐPLÆ1‚H  �! $€a  <à  =   ’á “a ÿJxÃx|iûy%Ëx|` &Tcþ8À 68ç  9  9   JÓxLÆ1‚H  9a `H   ”!ÿÐ=   |¦9)  ¾á � 4;é ;‰ `ƒ¿ ƒß ;ÿ €ÿð€¿ÿø¤ëxÆóxKÿú£ëxÄóxKÿýuŸà@@žÿÐ;`  ;À  c{œ@;à ;€  ; ”;@ ;  ;  :à < }Zè™ø}zéÖ¹ùÖ}IR> ‰â> ½XœQ}Xø}xùÖ×è÷éÖ}IR< ÉòÿXÞQÉûy@‚ ;À  ;à ‰ëy@‚ ;€  ;  ƒãx¤ëxÅóxæûxKÿùQ£ëxäûxKÿüµ7{ÿÿ@‚ÿl9a 0H   <`  <€  8c  8„  H   <`  8c  H       test64  test32  ÿÿÿÿÿÿÿÿ              ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ                            tests/div_test.c r < b remainder is larger than dividend: 0x%llx %% 0x%llx = 0x%llx q * b + r == a division doesn't satisfy base property: 0x%llx * 0x%llx + 0x%llx != 0x%llx (q >> 32) * (b >> 32) == 0 division overflow in 0x%llx, 0x%llx x1 < (1LL << 32) x2 < (1LL << 32) x1 <= ~x2 x1 <= ~r a == x1 division overflow test failure in 0x%llx, 0x%llx (q >> 32) == 0 (r >> 32) == 0 q == (a / b) C compiler division failure in 0x%llx, 0x%llx r == (a % b) C compiler modulo failure in 0x%llx, 0x%llx div_test   LICENSE=GPLv3+ functional_test div_test  .symtab .strtab .shstrtab .rela.text .rodata .rodata.str1.1 .data .module_license .bss .moddeps .modname                                                            4  ð                               Ô  ð               &            (   `                  .      2      ˆ  ö                 =            	~                      C            	€                     S            	�                      X             	�                     a             	Ÿ   	                               	¨   j                                                 	             <   •                                                                              Ð          ä                                                                           	                 +              9              L              a              o              ‡            grub_mod_init grub_mod_fini _restgpr_23_x grub_divmod64 grub_test_register grub_test_unregister _restgpr_16_x grub_test_assert_helper _restgpr_20_x       $  
       j         n         r         v         z        ~        Ž        ’        ž     É   ¤  
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