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wRT$(BUVRP~DuT uKu_ [^_]ÃSWƃ봐U]Ít&'UWVS\X)Et01֍'EGD$E D$E$9}u[^_]Ë$ÐUS  t Ѓu[]US[ÀWlY[----------------------------------------------------------This is a limited version. Download the source code and compile it for full functionality and optimization for your system.Please enter 0 to enter coefficients for the hypersurface and 1 for a random one: Reply of %d not understood. Try again: Please enter the prime you want to use: Not a prime, or too large (>19), or too small (=2). Try again: Please enter the three weights you want to use(enter four integers separated by spaces): Weights too large (>500). Try again: Please enter the degree of the hypersurface: Degree too large (>2000), or not even, or no hypersurfaces of that degree, or p_g = 0. Try again: Please enter the number of terms in the expansion (try a small number first, like 5): Too large (>200). Try again: Doing computations modulo %d^%d. Everything OK? (1=yes and 0=no): %d %d %dLengths: %d %d %d %d %d %d. Extra powers of p used %d. Malloc failed!Done.Start computing aa.For %d = 5*d/2-d1-d2-d3 you get %d in char 0. For %d = 3*d/2-d1-d2-d3 you get %d in char 0. For %d = d/2-d1-d2-d3 you get %d in char 0. The invariant extra is equal to %d. Start computing %d^%d Delta^%d (x1x2x3)^%d... This should be the matrix of frobenius!This matrix times %d^(-%d) should be the matrix of frobenius. Allocate M_len = %d elements. Allocate G_len %d elements and old = %d. Here is the polynomial we're using this time:Polynomial does not depend on x!Polynomial does not depend on y!Polynomial does not depend on z!Malloc failed. Polynomial is zero!Not smooth!The final length of G is %d [%d, %d, %d, %d] %d %d <--- 3 <--- 2 <--- 1------Malloc failed! (Again?)Zero but not degree 0.Wrong again honey!Coefficient of * = /dev/urandomPlease input coefficients below.Unable to open /dev/urandom. So seed=666.Failure reading /dev/urandom. So Seed=666.*x^%d*y^%d*z^%d + ZERO COEFFICIENT! FIXME!Malloc failed.one_step_down: Incorrect degree. Stop.;\]Malloc failed! Not again! Wrong length basis!Wrong length basis; too short!No gap found! 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[ne&G ?any]d\^Vm׾?^_#W(B8VϺ?Ja{PGcKζ?_=c0Je7Բ?128efC?:gMn=D?DiBH7l?>Vk%H1JkY/?omul+IfW?o._%Bg?A9qŢ ܶwй?rsˬ(q ?$v[%&5?1fxK)c)|?ޯz m1ʈ?} _t|?!:\0Iv?wj"}?p*ǰX!E;z?q*{+u1v?$Js?n\2]%o?.P)O l?DƐ-h?fuzle?υ>mĝa?˜&x/^?|~+x"zZ?ѶCqUbW?a*ߖkKx/T?A\Џ⬑ŪP?Y̦ qVM?ѷu%T$J?{6ҼF?!)uvmwC?3noCb6@?Cȵ#hς8V 1d3?Az›PنM;0?3fKv-? ||E)?ṃؔ@*y&?$_mp_d), (mp_size_t) ((n)->_mp_size), (mp_limb_t) primes[nprimes]) == 0pprime_p.cx_7a %)+/5;=CGIOSYaegkmq %379=KQ[]agou{  #-39;AKQWY_eikw)+57;=GUY[_mqsw  hxo,,  X`@ ooo &6FVfvƊ֊&6FVfvƋ֋&6FVfvGCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.1)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.1)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.2)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.2)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.2)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.2)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.2)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.2)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.2)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.2)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.2)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 p1.0.2)GCC: (GNU) 4.1.2 (Gentoo 4.1.2 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main.cdata.cbasis.ccompute.clcmrel_primedividessmallers_pol_termstake_exponentsallocate_MMoldM_lenMMoldallocate_GVMnewG_lenVMnewdelta.cgrobner.chelper.cmake_fulllist_printpol.creservemake_times_term_variantrep_pol_add_variant__pol_multreduce.cscalar.cchar_p_0.csort_termssplit_up_termrandlc2x.cLinear_Congruential_Generatorrandseed_lcrandiset_lcrandclear_lclcrandget_lcrandbui.crandiset.cassert.cranddef.cmp_minv_tab.cversion.cinvalid.ccompat.cmp_clz_tab.cfscanffuns.cstepdoscan.cskip_whitesscanffuns.cgetungetscanscanf.cvfscanf.csscanf.cvsscanf.cfscanf.cvscanf.crandlc2s.c__gmp_rand_lc_schemeextract-dbl.cerrno.crands.cmp_set_fns.ceq.ciset_si.cget_si.csub_ui.cmul_2exp.cfits_slong.cfits_sint.cdump.cclear.cset_ui.csqrt.ciset_ui.ctrunc.cui_div.cfits_ulong.cdiv_ui.cset_d.cinit2.cadd.ccmp_si.cfits_uint.cset.cget_str.cmpn_pow_1_highpartset_z.cset_prc.ccmp_ui.cswap.ciset.cmul_ui.cdiv_2exp.cget_d.creldiff.cout_str.cfits_sshort.cset_q.csub.crandom2.cdiv.cpow_ui.cget_prc.cget_d_2exp.cget_ui.csqrt_ui.cset_str.ccmp_d.cset_si.cinit.cui_sub.cceilfloor.c__gmpf_ceil_or_flooriset_d.csize.cmul.ciset_str.cadd_ui.cfits_ushort.cabs.ccmp.cset_dfl_prec.cint_p.cinp_str.cget_dfl_prec.cneg.cset_prc_raw.curandomb.cmp_dv_tab.ctal-reent.crandsd.cvsnprintf.cvsprintf.cvfprintf.cobvprintf.cvprintf.cobprintf.cprintf.cdoprnti.cprintffuns.cgmp_fprintf_repsgmp_fprintf_memoryrepl-vsnprintf.csprintf.casprntffuns.cvasprintf.cgmp_asprintf_formatfprintf.csnprintf.cdoprnt.cobprntffuns.cgmp_obstack_repsgmp_obstack_memorysprintffuns.cgmp_sprintf_finalgmp_sprintf_repsgmp_sprintf_memorygmp_sprintf_formatasprintf.cdoprntf.csnprntffuns.cgmp_snprintf_finalgmp_snprintf_repsgmp_snprintf_memorygmp_snprintf_formatget_den.cmd_2exp.cmord_2expget_num.cset_den.cinv.cset_f.ccanonicalize.caors.c__gmpq_aorsset_num.cequal.crandmt.cMersenne_Twister_Generator_Noseeddefault_staterandsdui.crandclr.crand.cperfsqr.csq_res_0x100mullow_basecase.cbdivmod.ctdiv_qr.cfib2_ui.cmode1o.cdivrem_2.cadd_1.cjacbase.cmul_n.ctoom3_interpolatesub_1.cdivis.cmullow_n.crootrem.cscan0.csb_divrem_mn.cmpn_sb_get_strmpn_dc_get_strfib_table.caddsub_n.chamdist.cgcd_1.crandom.cpre_mod_1.cmp_bases.cpopcount.cpre_divrem_1.cgcd.cgcdext.cdiv2dc_divrem_n.cmpn_dc_div_3_by_2mpn_dc_div_2_by_1sqrtrem.cmpn_sqrtrem1approx_tabmpn_dc_sqrtremdivrem.cpow_1.cscan1.cmul_fft.cmpn_fft_tablempn_fft_initlmpn_lshift_commpn_fft_mul_2exp_modFmpn_fft_div_2exp_modFmpn_mul_fft_decomposempn_fft_fftmpn_fft_fftinvmpn_fft_fft_sqrmpn_mul_fft_internalmpn_fft_mul_modF_Kmemory.cmp_get_fns.crandmui.crandmts.cMersenne_Twister_Generatorrandseed_mtmp_bpl.cnextprime.clucnum_ui.cfdiv_ui.ctstbit.csetbit.crrandomb.cior.cimport.ccom.cxor.cinvert.cpprime_p.cisprimecdiv_r_ui.ctdiv_q.cfdiv_q.csizeinbase.cout_raw.cn_pow_ui.cbin_uiui.ctdiv_qr_ui.ckronzs.cfdiv_q_ui.cgetlimbn.cmillerrabin.cdivegcd.cmpz_divexact_by3dive_ui.ctdiv_q_2exp.cinp_raw.carray_init.ccmpabs_d.ccombit.ckronzu.cclrbit.cjacobi.cpowm.creduceredccdiv_qr_ui.ccong_2exp.cfdiv_qr_ui.cmul_si.cfdiv_qr.cexport.ccfdiv_r_2exp.c__gmpz_cfdiv_r_2expremove.ctdiv_ui.ccdiv_ui.ccdiv_qr.cui_pow_ui.cfac_ui.cap_product_smallodd_producttable.3209kronsz.clcm.croot.cdivexact.ccong_ui.clucnum2_ui.curandomm.ccdiv_r.cfdiv_r.ctdiv_r.ccdiv_q_ui.ccmpabs.ccfdiv_q_2exp.c__gmpz_cfdiv_q_2exppowm_ui.cperfpow.cprimesgcd_ui.cmod.ccong.ccmpabs_ui.clcm_ui.caorsmul.c__gmpz_aorsmulrealloc2.ctdiv_r_ui.ckronuz.cbin_ui.crealloc.ccdiv_q.caorsmul_i.cand.ctdiv_q_ui.cdivis_ui.cfib_ui.cdivis_2exp.ctdiv_r_2exp.cfdiv_r_ui.c_GLOBAL_OFFSET_TABLE___init_array_end__init_array_start_DYNAMICset_randommake_randomdata_startabort@@GLIBC_2.0__gmpn_cmpprint_terms__gmpz_cmp__gmpn_divexact_by3c__gmpf_fits_sint_p__gmpz_mul__gmpq_cmp_sisetupobstack_vprintf@@GLIBC_2.0__gmp_rands__gmp_printf__gmpz_congruent_2exp_p__gmpf_clearsrand@@GLIBC_2.0__gmpz_cdiv_r_uiopen@@GLIBC_2.0zero_on_division__gmpn_popcount__gmp_allocate_func__gmpz_sqrtrem__gmpq_equal__gmpq_set__gmpf_random2__gmpz_mul_ui__gmpq_cmp__gmpn_divexact_1__gmpf_get_str__gmpn_divrem__gmpz_fits_sint_p__gmpq_set_den__libc_csu_finitimes_term__gmpq_swap__gmpn_randommake_times_term__gmpf_cmp_start__gmpn_divrem_1clean_matrix__gmpz_init_set_si__gmpn_add__gmpn_bdivmodfind_gap__gmpf_init_set_str__gmpn_divexact_by3__gmpz_aorsmul_1__gmpz_divexact_ui__gmpz_mul_2exp__gmp_assert_fail__gmpn_copyd__gmpz_scan1__gmpz_fits_ulong_p__gmpz_init2__gmpn_hamdist__gmpz_set_ui__gmp_tmp_reentrant_alloc__gmon_start___Jv_RegisterClasses__gmpq_set_ui__gmpf_pow_uid2_fp_hw__gmpz_ui_kroneckerrealloc@@GLIBC_2.0__gmp_randget_mt__gmpf_init_setvsprintf@@GLIBC_2.0__gmpz_xor__gmpn_mul_1__gmpq_set_strhilbert__gmpz_cmp_dset_data__gmpz_cmpabs_ui__gmp_sprintf_funs__gmpz_urandommstrchr@@GLIBC_2.0vsnprintf@@GLIBC_2.0__gmpf_sub__gmp_randclear_mt_fini__gmpz_fib_ui__gmpz_fdiv_r__gmpf_size__gmpq_inp_strputchar@@GLIBC_2.0__gmpn_addsub_n__gmpz_nextprime__gmpn_add_1copy_pol__gmp_urandomb_ui__gmpz_lcm_uiall_the_way_split__gmpn_fft_best_kcoefficients__gmpz_fits_uint_p__gmpn_mul__gmp_fscanfcompute_frobenius_matrix__gmpz_realloc2__gmpz_cdiv_qr_ui__gmpn_kara_mul_n__gmp_default_reallocate__gmpn_fib2_uimemset@@GLIBC_2.0__gmpz_iorfree_list_termsd__strtol_internal@@GLIBC_2.0__gmpf_fits_sshort_p__gmpz_gcdsc_div__gmpf_floor__gmpz_fits_sshort_p__gmpf_div__gmpf_ceil__gmpz_init_set_d__gmpn_dc_divrem_n__libc_start_main@@GLIBC_2.0__gmpq_add__gmpz_tdiv_qr_ui__gmp_urandomm_ui__gmpf_set_q__gmpf_sub_uisplit_up_IO_getc@@GLIBC_2.0__gmpn_rshiftpol_add__gmpn_lshift__gmpf_cmp_si__gmp_vsscanf__gmpf_set_str__gmp_randseed__gmp_invalid_operation__gmpq_mul_2expp__gmpz_random2__gmp_vfprintf__gmpf_get_ui__gmpn_scan0merge_add_split__gmpz_divexact_gcd__gmpn_sub_nc__gmp_vsprintf__gmp_randinit_mt_noseed__gmpf_add_ui__gmpz_kronecker_ui__gmpz_add__gmpn_dump__gmpf_init_set_dread@@GLIBC_2.0__gmpf_absperror@@GLIBC_2.0__gmpz_pow_ui__gmp_randinit_default__gmpz_set__gmpz_dump__gmp_free_funcungetc@@GLIBC_2.0__gmpz_sizeinbase__gmpf_fits_slong_p__gmpz_get_ui__gmp_asprintf_final__gmp_modlimb_invert_table__gmpz_congruent_p_IO_stdin_used__gmpz_get_d__gmp_vasprintfmodulus__gmpz_cdiv_q_2exp__gmpz_addmul_ui__gmpf_init2__gmp_randinit__gmpz_fdiv_qr_ui__gmpz_sizefree@@GLIBC_2.0__gmpf_dump__gmp_set_memory_functions__gmp_doscan_obstack_newchunk@@GLIBC_2.0__gmpn_gcdextscanf@@GLIBC_2.0__gmp_asprintf_memory__gmpn_mod_1c__gmpn_jacobi_base__gmpf_set_ui__gmpz_legendre__gmpf_div_ui__gmp_vsnprintf__gmpz_scan0deriv__data_start__gmp_sscanf_funs__gmp_fprintf_funs__gmpz_bin_uicount_sumprod_matrix__gmp_exception__gmpq_get_d__gmpz_millerrabin__gmpz_cdiv_r_2expcopy_term__gmpf_ui_sub__gmpz_inp_str_nowhitefflush@@GLIBC_2.0__gmpn_tdiv_qr__gmpz_abs__gmpf_fits_ushort_p__gmpz_fdiv_r_ui__gmpn_pow_1__gmpz_divexact__ctype_b_loc@@GLIBC_2.3__gmpf_add__gmpn_preinv_divrem_1free_star__gmpf_sqrt__gmpz_urandomb__gmpz_submul__gmpz_lucnum_ui__gmpz_inp_str__gmp_fib_table__gmpz_fdiv_q__gmpz_set_d__gmp_randiset_mt__gmp_snprintf__gmp_digit_value_tabcopy_tail__gmpf_fits_ulong_p__gmpn_addmul_1d3__gmpn_toom3_sqr_n__gmpz_init_set_str__gmpz_combitmyf_divisionprintmscalar__gmp_default_fp_limb_precision__gmpf_get_d_2exp__gmp_bits_per_limb__gmp_divide_by_zero__gmpn_get_str__gmpq_mul__gmpz_rrandomb__gmp_obstack_printf_funsstderr@@GLIBC_2.0__gmpf_init_set_si__gmp_get_memory_functions__gmpz_get_simemcpy@@GLIBC_2.0__gmpf_initcopy_pol_star__gmpf_set_z__gmpn_random2__gmpz_fdiv_q_uifree_tail__gmp_vfscanf__gmpq_div__gmpq_set_d__gmpz_fdiv_ui__gmpf_get_prec__gmpz_and__gmpz_fib2_ui__gmp_default_allocate__gmpf_ui_div__gmpn_mullow_basecase__gmpf_get_d__gmpz_cdiv_q_ui__gmp_junk__gmpz_probab_prime_p__gmpn_sub_ngens_to_basismult_split__gmpz_random__gmpz_congruent_ui_pclean_polfree_matrix__gmpz_fdiv_q_2expprime__gmpf_set_dfrobenius__gmpz_fdiv_qr__gmpn_sub_1__dso_handleq__gmp_doprnt_integerfgetc@@GLIBC_2.0compute_delta__gmpz_set_sistrcpy@@GLIBC_2.0__gmpn_scan1times_scalarmake_term__gmpz_export__gmpq_init__libc_csu_init__gmpz_get_str__gmpz_submul_uiprintf@@GLIBC_2.0__gmpz_cmpabs__gmpf_set_sigen_division__gmpz_tdiv_q_ui__gmpz_tdiv_q_2exp__gmpz_comnumber_termsraise@@GLIBC_2.0__gmpf_out_str__gmpn_preinv_mod_1__gmpq_inv__gmp_doprnt_mpf2__gmpz_tdiv_r_ui__gmp_vscanf__gmp_fprintf__gmpq_out_str__gmpz_tdiv_qrtemp__gmp_rands_initialized__gmpz_divisible_p__gmpn_mod_1__gmpz_set_q__gmpn_fft_next_size__gmpn_toom3_mul_nmyf__gmpn_sqr_basecase__gmpf_div_2exp__gmp_asprintf_funs__gmpz_swap__gmpz_tdiv_ui__gmp_randinit_mt__gmpz_cdiv_qr__gmpq_clear__gmpz_import__gmpn_divmod_1__gmpz_inp_raw__extra__gmpn_modexact_1c_oddmerge_add__gmpz_sub_ui__gmpz_bin_uiui__gmpz_addmulclose@@GLIBC_2.0fwrite@@GLIBC_2.0__gmpz_powm_ui__gmpq_cmp_ui__gmpf_sqrt_ui__gmpn_kara_sqr_nfprintf@@GLIBC_2.0__gmpn_udiv_qrnnd__gmpf_set_prec__gmpn_divisible_p__gmp_randinit_set__gmpf_mulnl_langinfo@@GLIBC_2.0__bss_startmalloc@@GLIBC_2.0times_int__gmpz_init_set__gmpf_mul_2exprep_pol_add__gmpn_set_str__gmpz_sub__gmpn_sqrtrem__gmpz_tdiv_q__gmp_mt_recalc_buffer__gmpz_mul_si__gmpn_sqr_n__gmpz_fits_slong_p__gmp_obstack_printf__gmpn_gcd_1__gmpq_get_num__gmpn_gcd__gmpz_clrbit__gmp_obstack_vprintf__gmpf_get_si__gmpz_n_pow_ui__gmp_asprintffputc@@GLIBC_2.0__gmpz_initprint_polsetup_scalars__gmp_vprintf__gmpz_si_kronecker__gmpz_lcm__gmpf_set_default_prec__gmp_sscanf__gmp_assert_headerstdin@@GLIBC_2.0__gmpz_init_set_ui__gmpn_add_nc__gmpz_cdiv_q__gmpz_getlimbn__gmpf_set__gmpz_get_d_2exp__gmpz_cdiv_ui__gmpq_div_2exp__gmpq_get_str__gmpf_set_prec_raw__gmpz_set_str__gmpz_rootrem__gmpn_mul_basecaseget_f__gmpz_sqrt__gmpz_popcount__gmp_randinit_lc_2exp__gmpz_cmpabs_d__gmpz_cmp_sir__gmpn_rootrem__gmp_doprnt__gmp_default_free__gmpz_gcd_ui__gmpz_remove__gmpz_fits_ushort_p__gmpz_array_init_endstdout@@GLIBC_2.0__gmp_snprintf_funs__gmp_randclear__gmpn_submul_1puts@@GLIBC_2.0__gmp_errno__gmpf_trunc__gmpz_setbit__gmpf_init_set_ui__gmpz_powm__gmpn_mullow_n__gmp_0__gmpz_tstbitpol_mult__gmpf_fits_uint_p__gmpz_jacobichar_0rand@@GLIBC_2.0__gmp_asprintf_repssscanf@@GLIBC_2.0__gmpz_out_str__gmpf_cmp_d__gmpn_divrem_2fscanf@@GLIBC_2.0__gmpz_neg__gmpn_bases__gmpq_sub__gmpn_copyivfprintf@@GLIBC_2.0__gmpq_get_denchar_0_basis_IO_putc@@GLIBC_2.0__gmpz_divisible_ui_p__gmpz_cmp_ui__gmpf_neg__gmpq_negdiv_p_pol__gmpf_cmp_ui__gmpz_realloc__gmpn_divrem_1c__gmpz_tdiv_r_2exp__gmpz_perfect_square_pfread@@GLIBC_2.0__gmp_scanf__gmp_randseed_ui__gmp_randinit_lc_2exp_size__gmpz_out_raw__gmp_tmp_reentrant_freed1__gmpf_reldiff__gmpn_get_d_edata__gmpf_get_default_precsnprintf@@GLIBC_2.0__gmpq_canonicalizemake_polrep_deriv__gmpf_integer_p__gmpz_invertG__gmpz_lucnum2_ui__gmp_fscanf_funs__gmpz_kronecker_si__gmpz_set_f__gmpz_ui_pow_ui__gmpz_mod__gmpz_fac_ui__gmpz_tdiv_r__gmp_reallocate_func__gmpq_set_num__gmpn_mul_fft_full__gmpf_swapferror@@GLIBC_2.0__gmpz_root__gmpn_sb_divrem_mn__gmpz_clear__gmpz_ui_sub__gmpf_eqprint_matrixexit@@GLIBC_2.0__gmpf_mul_uiivaluation__gmpn_mod_34lsub1__gmpz_gcdext__gmpq_set_si__gmpq_abs__gmpn_mul_nchar_p_generators__gmpz_hamdistfree_term__gmpn_perfect_square_p__gmpf_inp_str__gmpn_umul_ppmm__i686.get_pc_thunk.bx__gmp_sprintf__gmp_versionset_seed__gmpn_add_nmain__gmpz_cdiv_r_initchar_p__gmp_sqrt_of_negative__gmpz_divisible_2exp_p__gmpq_set_f__gmpn_mul_fft__gmpq_set_z__gmpz_add_ui__gmpn_sub__gmp_extract_double__gmpf_urandomb__gmpz_fdiv_r_2exp__gmpz_perfect_power_p