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t=H56H=:%nm@@HD$m@@HD$rmH|$L@@HD$_jiH|$HLjVH|$L9jLlHt$L$iHt$LiHt$L iEAD$HHl@HH9{tH;k.iff.AWAVAUATUSH8dH%(HD$(1D$HHHIHkHHuHHEiIH@H{jIHI?IGHL$ HT$H $AH4Ik}t8H}u HE8v(HD$HLAHHD$g|$t;LjLjHD$(dH+%(H8D[]A\A]A^A_fH$1LjtNAEE1멐E1E1E1f.E1AzfAmDt$ LLAiKLHLHrfAƅIumLLfHT$HLfD$LLNkH|$ t.LHLkuwLMIHD$ HPHT$ HuAEADI8uAEsAhAEE1XAMA BH c6IH5&H= $fH D6HH5&H=#|fH %6GH5%H=]ffAWfAVAUIATUSHHdH%(HD$81Hl$|$ HL$ IH=#)D$)D$ 6Ht$ H|$HT$eDd$  L5E~=1L|$DHA9~!HHA<tH|HgA9MtL1rhAEHD$8dH+%(HH[]A\A]A^A_f.L5/q@Dd$ E1EaDHcD$AEIEE~AD$HH\ DHH9v}tH}4gfL5/_dff.@AWAVAUATUSHHHt$T$ L$ L$dH%(HD$81HTH<$*|$ ]HHuhHjuUH$E1E1E1fLfLdHD$8dH+%(&HHD[]A\A]A^A_f.veIH*d0eIHD$ HL$Ll$Lt$4HL|fLLHbJI|$uI$:;La2LLgb/LLcAŅ)LLHKbt$4HL9tf;LadLl$A@H$E1E1E1ADE1ArfLl$HsL$ Lt$H2HD$HD$4L<$HD$(A>L`LLHbAHD$H3LH8`L LZcD$$HT$(LHaT$4D$$~HH 2HD$IH9W|$ A|$ D$ HL$D|$ L<$HYLt 5LLHBaAHI9;L_tA fLl$ALl$ALl$ALl$A H$ELl$H$E1AH$Ll$D|$ H$lE1dAYA NA CA 8A0AH$A H 0wH5H=`H e0vH5yH=2_H F0xH5ZH=g__AUATUSHdH%(HD$1D$HHHHIu H8HdfIHLHA`HEH\$UfH}u HE8tXHHE^$IعLHWAąD$uHH ^AątA@L]HD$dH+%(HD[]A\A]fDWuqE14]AE1fHHAObDAAmDA]DE1\AE1E:]H f-H5bH=]H G-H5CH=]ff.@AUATUSHdH%(HD$1HHHAՃLD$I9CLƉedHHtET$LIDHHAąu. \HD$dH+%(uEHD[]A\A]A[AH |,H5XH=\\H X,H54H=!\H 9,H5H="\AWfAVAUIATUSH8dH%(HD$(1Hl$|$ HL$ IH=)D${H|$HL$d^Dd$ L5E~?1L|$HA9~!HHA<tH|H;^A9MtL1^AEHD$(dH+%(usH8[]A\A]A^A_fDHcD$AEIEE~AD$HHHl fHH9t{tH;]Dd$ E1E/xZDIIHH9s.H9s)fHAII3PAPM9vBH9wM9v8LLDI9wIM)IODH9vDLHƥHIH9wff.fAWHAVIAUIATUSHHL$HD$HHHfLMIH7L9ML9HL$HH HHH)΋D$ nAøEIMLkLJIHD$IGML\$(I9LBLWAExD$ L$L\$(D$ IGHL$I<$I7LHL)H9Hf.L9H9wL9L1HL$8H)L\$0HLD$(HHLYHL$8L\$0LD$(rLLnJHD$IHGMLL\$ I9LBLWA¸EL\$ IIGLD$D$ M$HM HCHI4LL D$LɃ  & MWH|$uhMl$LCYHLYL9tLD$ZD$1D$}ZD$HH[]A\A]A^A_f.I$HL$T$ T HH+t$HjAEuHT$ L$ X6YIH`XYHL$HI$HL$ D$ !D nDUH|$I$T$ HL$!T@VH|$I$HL$T$ 1TH m)H5H=_VH N)H5H=VH /)H5H=VJLkLHD$IHD$ IGMI9LBLTL\$ ff.HHtHtTIHt-HH Q(TH55H=6UH 2(VH5H=UH (UH5H=HUff.HHtHtTIHt- HH 'vH5H= iUH 'xH5H=HJUH c'wH5gH=+Uff.HHtHtTIHt- HhH !'eH5H= TH 'gH5H= TH &fH5H=(Tff.AVAUATUHHIHt|IHtUIUHHt1HLLStHVH1]A\A]A^fLHVH l%H50H=SH M%H5H=bSH .%H5H= SfDAWfAVAUIATUSHHdH%(HD$81Hl$|$ HL$ IH=&)D$)D$ 薂Ht$ H|$HT$YQDd$ L5? E~?1L|$HA9~!HHA<tH|H[UA9MtL1UAEHD$8dH+%(usHH[]A\A]A^A_fDHcD$AEIEE~AD$HHHl fHH9t{tH;TDd$ E1E/xQDHHtHtTIHt- HH !$H55H=6 QH $H5H= QH #H5H=HQHHbig_intenabledbig_int support0.0.50big_int library version1.0.7php module versiona != NULLlen != NULLcnt != NULLsign != NULLbit_value != NULLpos_found != NULLMar 20 2026 00:00:00digit_sizeext_versionlib_versionext_build_datelib_build_datesrc != NULLdst != NULLanswer != NULLrand_func != NULLbig_int internal errorl|zs|bstr != NULLb_end - b > 0a_end - a >= b_end - bb != cbi_signbi_bit_lenbi_bit1_cntbi_is_zerobi_is_onebi_cmpbi_cmp_absbi_muladdbi_addmod(): division by zerobi_addmodbi_submod(): division by zerobi_submodbi_mulmod(): division by zerobi_mulmodbi_divmod(): division by zerobi_divmodbi_powmod(): division by zerobi_powmodbi_absbi_negbi_incbi_decbi_sqrbi_sqrtbi_sqrt_rembi_next_primebi_addbi_subbi_mulbi_div(): division by zerobi_divbi_mod(): division by zerobi_modbi_factmodbi_absmod(): division by zerobi_absmodbi_invmod(): division by zerobi_invmodbi_sqrmod(): division by zerobi_sqrmodbi_gcd(): division by zerobi_gcdbi_to_strzlbi_test_bitbi_scan0_bitbi_scan1_bitzll|lbi_subintz|bbi_serializebi_set_bitbi_clr_bitbi_inv_bitbi_rshiftbi_lshiftzz|lbi_orbi_andbi_xorbi_andnots|lslllen > 0b != NULLcmp_flag != NULLa != bc != a && c != bq != rbi_div_extendeda != ca_end - a > 0bi_powmodulus != NULLbi_cmpmod(): division by zerobi_cmpmodjacobi != NULLbi_jacobigcd != NULLx != y || x == NULLbase != NULLis_prime != NULLbi_miller_testlevel >= 0 && level < 3bi_is_primedistance != NULLbi_hamming_distancebi_from_strbi_base_convertbi_randbi_factbi_unserializebi_gcd_extendedbi_info123456789 a b c d efghijklmnopqrstuvw x!y"z#A B C D EFGHIJKLMNOPQRSTUVW X!Y"Z#2047137365325326001321503175121523028987473474749660383341550071728321/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/bitset_funcs.c/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/number_theory.c(~(unsigned int) 0) / base >= base/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/basic_funcs.c/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/service_funcs.cbi_rand(): user function call failedbi_rand(): parameter [function_name] must be a string typebi_rand(): [n_bits] must be greater than 0bi_rand(): user function must return integer valuebi_unserialize(): bytestream is too shortbi_unserialize(): wrong sign byte in bytestream. It must be 0x01 (plus) or 0xff (minus)/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/str_funcs.c/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/low_level_funcs/add.c%s(): wrong resource type passed for argument number [%d] in function. Expected big_int%s(): argument number [%d] contains illegal chars. It can contain only decimal digits 0-9%s(): argument number [%d] cannot be empty%s(): cannot convert argument number [%d] to big_int resource%s(): wrong numer of parameters. Function expected from %d to %d parameters%s(): wrong number of parametersbi_divmod(): cannot find inv(b) (mod c)bi_powmod(): cannot find inv(pow(a, abs(b)) (mod c)bi_sqrt(): cannot calulcate square root from negative numberbi_sqrt_rem(): cannot calulcate square root from negative numberbi_factmod(): division by zerobi_factmod(): factorial number cannot be negativebi_invmod(): cannot find inv(a) (mod b)bi_to_str(): wrong [base]. It can be from 2 to 36 inclusivebi_scan1_bit(): can't find 1-bitbi_from_str(): wrong [base]. It can be from 2 to 36 inclusivebi_from_str(): length of the string must be greater than 0bi_from_str(): string contains wrong chars for chosen basebi_base_convert(): wrong [base_from]. It can be from 2 to 36 inclusivebi_base_convert(): length of the string must be greater than 0bi_base_convert(): string contains wrong chars for [base_from]bi_base_convert(): wrong [base_to]. It can be from 2 to 36 inclusive/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/low_level_funcs/cmp.c/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/low_level_funcs/div.c(*(b_end - 1) >> (BIG_INT_WORD_BITS_CNT - 1)) == 1bi_div_extended(): division by zero/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/low_level_funcs/mul.c/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/low_level_funcs/sqr.c/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/low_level_funcs/sub.cbi_fact(): [a] cannot be negative/builddir/build/BUILD/big_int-1.0.7/libbig_int/src/modular_arithmetic.cbi_jacobi(): second parameter of function must be oddbi_gcd_extended(): division by zerobi_miller_test(): [b] is too small. It must be 1 < b < (a - 1)bi_miller_test(): [b] is too high. 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