ELF                            4     (   UWVSHEЉUԋu}EPWVuuEȉŰEU 1ɋ]9ً]ى}	RPWVuuh    h-   h   h   hE   Q0EЋUԃUԉ98EȋUt	ỦuuWVuuhV   h   h   h   hE   PM]0SQWVuuh   h   h   h   hE   ȉډ11)ӉM]ĉىȉ11)9E]P(uuuuWVuuh   h>  h   h   hE   MϋEEEUщE1Ћ}ԉ1	P@e[^_]UWVS<EȉU̅  ЉUEċEȉEEԃEPuuuuƉ׋EU Ӄ} ~	RPuuuuh    h-   jrh    hE   Q0} } 8t	WVuuuuhV   h   jth    hE   PEU0RPuuuuh   h   jvh    hE   Ӊ11)ڋ]M1)9ȉЃ P(uuuuuuWVhM  h>  jxh    hE   M΋EEEUщE1Ћ}ԉ1	P@e[^_]UWVShEȉŰEUEЉUԍEPuuuuEUEU RPuuuuh  h  jAh   hE   }9EPu}(uuWVuuuuh   h>  jCh   hE   MEȋE]eËE1؋}1	Pu]ԃ8uuuuh  h  jFh   hE   	PE1҉EUċEƉ׃(uuuuh  h  jIh   hE   1ɅQ1u}EƉ׃(uuuuh  h#  jMh   hE   1P101ۋEU   r1PPuuuuh  h4  jPh   hE   1	Pu}EeEU011s   PPuuuuh  h4  jTh   hE   1	Pu}011ۉEUs   PPuuuuh  h>  jWh   hE   1	P(uuuuhG  hx  jZh   hE   u}E1U1	P]ЋEȉE0  u1EPuuWVEUEU RPuuWVh  h  j(h   hE   M9ȉEP(WVuuuuuuh   h>  j*h   hE   MEȋEċUeEU11	P8uuWVh  h  j-h   hE   E1	P(uuWVh  h  j/h   hE   1} PE1U(uuWVh  h  j5h   hE   E1ɉMEM1ȋUM1	P(uuWVh  h  j7h   hE   U1ɋE1ЋU1	P0PPuuЋEȋUEЉEEȉEUou1}ZYWVEȋUyۉ]ڋEGE1ỦEȉU[YuuM]ۋUXZWVEȋU/U؍e[^_]UWVS1ۋ    $   QQ,   (   PuE@     1۾  1׉u}kǸ   u}kEظ   EUEEkø   ڋM]Ӆuu   1ۅuu   1PPSQM]M܋M]_e[^_]Uh  h  U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 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 C compiler division failure in 0x%llx, 0x%llx q == (a / b) C compiler modulo failure in 0x%llx, 0x%llx r == (a % b) 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   "     a     f     p     u     ~   
                         
              !    e  
                    
      X    ]    d    i    r  
                    
                  )  
  E    J    Q    V      
                        
  5    :    A    F      
                    
                    
  )    .    5    :    G  
  v    {              
                    
          &    +    8  
  L    Q    X    ]    {  
                        
  	                M  
  ]    b    i    n      
                    
                    
              #    @  
           	    	    	    	    	    	    	  	   .symtab .strtab .shstrtab .rel.text .rodata .rodata.str1.1 .data .module_license .bss .moddeps .modname                                                         4   
                    	   @             
            %             <
  p                   -      2       
                  <                                  B                                 R                                  W                                  `                	                                                 	                z                                   i                  