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Edit File: libggml-base.so
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[ z PN I " @ @ N 0@ M ^ *' ` m Y & 0 g Y. p V K% | dN " / # o G e G > " e ` l w E P f 4 " P a H 5 C " _ WQ " V- " < r sO " p { 1 pf , #. 0 q 0y b I " p "9 " h e 2 K M ' ` T$ ` x s J " # g __gmon_start__ _ITM_deregisterTMCloneTable _ITM_registerTMCloneTable __cxa_finalize ggml_fp16_to_fp32_row ggml_table_f32_f16 ggml_bf16_to_fp32_row ggml_fp32_to_bf16_row_ref backtrace backtrace_symbols_fd vsnprintf calloc ggml_log_callback_default stderr fputs fflush ggml_fp32_to_fp16_row ggml_abort stdout vfprintf fputc getenv getpid fork waitpid execlp ggml_log_internal ggml_aligned_malloc posix_memalign ggml_aligned_free ggml_status_to_string ggml_fp16_to_fp32 ggml_fp32_to_fp16 ggml_bf16_to_fp32 ggml_fp32_to_bf16 ggml_fp32_to_bf16_row ggml_guid_matches ggml_time_init ggml_time_ms clock_gettime ggml_time_us ggml_cycles clock ggml_cycles_per_ms ggml_fopen ggml_get_type_traits ggml_print_object ggml_print_objects ggml_nelements ggml_nrows ggml_blck_size ggml_type_size ggml_nbytes ggml_nbytes_pad ggml_row_size ggml_type_sizef ggml_type_name ggml_is_quantized ggml_op_name ggml_op_symbol ggml_unary_op_name ggml_element_size ggml_is_scalar ggml_is_vector ggml_is_matrix ggml_is_3d ggml_n_dims ggml_ftype_to_ggml_type ggml_tensor_overhead ggml_is_transposed ggml_is_contiguous_0 ggml_is_contiguous ggml_is_contiguous_1 ggml_is_contiguous_2 ggml_is_permuted ggml_is_empty ggml_are_same_shape ggml_are_same_stride ggml_can_repeat ggml_init ggml_critical_section_start ggml_critical_section_end ggml_reset ggml_free ggml_used_mem ggml_get_no_alloc ggml_set_no_alloc ggml_get_mem_buffer ggml_get_mem_size ggml_new_tensor ggml_new_tensor_1d ggml_new_tensor_2d ggml_new_tensor_3d ggml_new_tensor_4d ggml_new_buffer ggml_dup_tensor ggml_unravel_index ggml_get_data ggml_get_data_f32 ggml_get_unary_op ggml_op_desc ggml_get_name ggml_set_name ggml_format_name ggml_view_tensor ggml_get_first_tensor ggml_get_next_tensor ggml_get_max_tensor_size ggml_get_tensor strcmp ggml_dup ggml_dup_inplace ggml_add ggml_add_inplace ggml_add_cast ggml_add1 ggml_add1_inplace ggml_acc ggml_acc_inplace ggml_sub ggml_sub_inplace ggml_mul ggml_mul_inplace ggml_div ggml_div_inplace ggml_sqr ggml_sqr_inplace ggml_sqrt ggml_sqrt_inplace ggml_log ggml_log_inplace ggml_sin ggml_sin_inplace ggml_cos ggml_cos_inplace ggml_sum ggml_sum_rows ggml_mean ggml_argmax ggml_count_equal ggml_repeat ggml_repeat_back ggml_concat ggml_leaky_relu ggml_silu_back ggml_norm ggml_norm_inplace ggml_rms_norm ggml_rms_norm_inplace ggml_rms_norm_back ggml_group_norm ggml_group_norm_inplace ggml_l2_norm ggml_l2_norm_inplace ggml_mul_mat ggml_mul_mat_set_prec ggml_mul_mat_id ggml_out_prod ggml_scale ggml_scale_inplace ggml_set ggml_set_inplace ggml_set_1d ggml_set_1d_inplace ggml_set_2d ggml_set_2d_inplace ggml_cpy ggml_cast ggml_cont ggml_cont_4d ggml_cont_1d ggml_cont_2d ggml_cont_3d ggml_reshape ggml_reshape_1d ggml_reshape_2d ggml_reshape_3d ggml_reshape_4d ggml_view_1d ggml_view_2d ggml_view_3d ggml_view_4d ggml_permute ggml_transpose ggml_get_rows ggml_get_rows_back ggml_diag ggml_diag_mask_inf ggml_diag_mask_inf_inplace ggml_diag_mask_zero ggml_diag_mask_zero_inplace ggml_soft_max ggml_soft_max_inplace ggml_soft_max_ext ggml_soft_max_ext_back ggml_soft_max_ext_back_inplace ggml_rope ggml_rope_multi ggml_rope_inplace ggml_rope_ext ggml_rope_ext_inplace ggml_rope_custom ggml_rope_custom_inplace ggml_rope_yarn_corr_dims logf ggml_rope_ext_back ggml_rope_multi_back ggml_clamp ggml_im2col ggml_im2col_back ggml_conv_1d ggml_conv_1d_ph ggml_conv_1d_dw ggml_conv_1d_dw_ph ggml_conv_transpose_1d ggml_conv_2d ggml_conv_2d_sk_p0 ggml_conv_2d_s1_ph ggml_conv_2d_dw ggml_conv_transpose_2d_p0 ggml_pool_1d ggml_pool_2d ggml_pool_2d_back ggml_upscale ggml_upscale_ext ggml_pad ggml_pad_reflect_1d ggml_unpad ggml_arange ceilf ggml_timestep_embedding ggml_argsort ggml_top_k ggml_flash_attn_ext ggml_flash_attn_ext_set_prec ggml_flash_attn_ext_get_prec ggml_flash_attn_back ggml_ssm_conv ggml_ssm_scan ggml_win_part ggml_win_unpart ggml_get_rel_pos ggml_add_rel_pos ggml_add_rel_pos_inplace ggml_rwkv_wkv6 ggml_gated_linear_attn ggml_rwkv_wkv7 ggml_unary ggml_abs ggml_sgn ggml_neg ggml_step ggml_tanh ggml_elu ggml_relu ggml_sigmoid ggml_gelu ggml_gelu_quick ggml_silu ggml_hardswish ggml_hardsigmoid ggml_exp ggml_unary_inplace ggml_abs_inplace ggml_sgn_inplace ggml_neg_inplace ggml_step_inplace ggml_tanh_inplace ggml_elu_inplace ggml_relu_inplace ggml_sigmoid_inplace ggml_gelu_inplace ggml_gelu_quick_inplace ggml_silu_inplace ggml_exp_inplace ggml_map_custom1 ggml_map_custom1_inplace ggml_map_custom2 ggml_map_custom2_inplace ggml_map_custom3 ggml_map_custom3_inplace ggml_custom_4d ggml_custom_inplace ggml_cross_entropy_loss ggml_cross_entropy_loss_back ggml_opt_step_adamw ggml_hash_set_reset ggml_hash_set_free ggml_hash_size ggml_hash_set_new ggml_graph_overhead_custom ggml_graph_overhead ggml_new_graph_custom ggml_new_graph ggml_graph_view ggml_graph_cpy ggml_graph_dup ggml_set_zero ggml_backend_tensor_memset ggml_graph_clear ggml_build_forward_expand ggml_graph_size ggml_graph_node ggml_graph_nodes ggml_graph_n_nodes ggml_graph_add_node ggml_graph_get_tensor ggml_graph_get_grad ggml_build_backward_expand ggml_graph_get_grad_acc ggml_graph_reset ggml_backend_tensor_set ggml_graph_print ggml_graph_dump_dot fwrite fclose ggml_set_input ggml_set_output ggml_set_param ggml_set_loss ggml_quantize_init iq3xs_init_impl iq2xs_init_impl ggml_quantize_free iq2xs_free_impl iq3xs_free_impl ggml_quantize_requires_imatrix ggml_quantize_chunk memcpy quantize_tq2_0 quantize_tq1_0 quantize_iq1_m quantize_iq4_xs quantize_iq2_s quantize_iq3_s quantize_iq4_nl quantize_iq1_s quantize_iq3_xxs quantize_iq2_xs quantize_iq2_xxs quantize_q6_K quantize_q5_K quantize_q4_K quantize_q3_K quantize_q2_K quantize_q8_0 quantize_q5_1 quantize_q5_0 quantize_q4_1 quantize_q4_0 ggml_log_set ggml_threadpool_params_init ggml_threadpool_params_default ggml_threadpool_params_match memcmp dequantize_row_q4_0 quantize_row_q4_0_ref dequantize_row_q4_1 quantize_row_q4_1_ref dequantize_row_q5_0 quantize_row_q5_0_ref dequantize_row_q5_1 quantize_row_q5_1_ref dequantize_row_q8_0 quantize_row_q8_0_ref quantize_row_q8_1_ref dequantize_row_q2_K quantize_row_q2_K_ref dequantize_row_q3_K quantize_row_q3_K_ref dequantize_row_q4_K quantize_row_q4_K_ref dequantize_row_q5_K quantize_row_q5_K_ref dequantize_row_q6_K quantize_row_q6_K_ref dequantize_row_iq2_xxs dequantize_row_iq2_xs dequantize_row_iq3_xxs quantize_row_iq3_xxs_ref dequantize_row_iq1_s dequantize_row_iq4_nl quantize_row_iq4_nl_ref dequantize_row_iq3_s quantize_row_iq3_s_ref dequantize_row_iq2_s quantize_row_iq2_s_ref dequantize_row_iq4_xs quantize_row_iq4_xs_ref dequantize_row_iq1_m dequantize_row_tq1_0 quantize_row_tq1_0_ref dequantize_row_tq2_0 quantize_row_tq2_0_ref ggml_backend_buft_get_alloc_size memmove ggml_tallocr_new ggml_backend_buffer_get_base ggml_backend_buffer_get_alignment ggml_tallocr_alloc ggml_backend_buffer_get_alloc_size ggml_backend_buffer_get_size ggml_backend_tensor_alloc ggml_backend_buft_alloc_buffer realloc ggml_backend_buffer_free ggml_backend_view_init ggml_backend_buft_name ggml_gallocr_new_n ggml_backend_buft_get_alignment ggml_gallocr_new ggml_gallocr_free ggml_gallocr_reserve_n ggml_backend_buffer_set_usage ggml_gallocr_reserve ggml_gallocr_alloc_graph ggml_backend_buffer_reset ggml_gallocr_get_buffer_size ggml_backend_alloc_ctx_tensors_from_buft ggml_backend_buft_get_max_size ggml_backend_multi_buffer_alloc_buffer ggml_backend_alloc_ctx_tensors ggml_backend_get_default_buffer_type _ZdlPvm ggml_backend_buft_is_host ggml_backend_buft_get_device ggml_backend_buffer_init _Znwm ggml_backend_buffer_init_tensor ggml_backend_buffer_clear ggml_backend_buffer_get_usage ggml_backend_buffer_get_type ggml_backend_buffer_name ggml_backend_buffer_get_max_size ggml_backend_buffer_is_host ggml_backend_buffer_copy_tensor ggml_backend_guid ggml_backend_name ggml_backend_free ggml_backend_tensor_set_async ggml_backend_tensor_get ggml_backend_tensor_get_async ggml_backend_synchronize ggml_backend_graph_plan_create ggml_backend_graph_plan_free ggml_backend_graph_plan_compute ggml_backend_graph_compute_async ggml_backend_graph_compute ggml_backend_get_device ggml_backend_tensor_copy ggml_backend_tensor_copy_async ggml_backend_event_new ggml_backend_event_free ggml_backend_event_record ggml_backend_event_synchronize ggml_backend_event_wait ggml_backend_dev_name ggml_backend_dev_description ggml_backend_dev_memory ggml_backend_dev_type ggml_backend_dev_get_props ggml_backend_dev_backend_reg ggml_backend_dev_init ggml_backend_dev_buffer_type ggml_backend_alloc_buffer ggml_backend_get_alignment ggml_backend_get_max_size ggml_backend_dev_host_buffer_type ggml_backend_dev_buffer_from_host_ptr ggml_backend_dev_supports_op ggml_backend_supports_op ggml_backend_dev_supports_buft ggml_backend_supports_buft ggml_backend_dev_offload_op ggml_backend_offload_op ggml_backend_reg_name ggml_backend_reg_dev_count ggml_backend_reg_dev_get ggml_backend_reg_get_proc_address ggml_backend_buffer_is_multi_buffer ggml_backend_multi_buffer_set_usage ggml_backend_sched_free ggml_backend_sched_reset ggml_backend_sched_new strtol ggml_backend_sched_synchronize ggml_backend_sched_set_eval_callback ggml_backend_sched_get_n_splits ggml_backend_sched_get_n_copies ggml_backend_sched_get_n_backends ggml_backend_sched_get_backend ggml_backend_sched_get_buffer_size ggml_backend_sched_set_tensor_backend ggml_backend_sched_get_tensor_backend ggml_backend_sched_alloc_graph ggml_backend_sched_reserve ggml_backend_sched_graph_compute_async ggml_backend_sched_graph_compute ggml_backend_graph_copy ggml_backend_graph_copy_free ggml_backend_compare_graph_backend ggml_backend_cpu_buffer_type ggml_backend_cpu_buffer_from_ptr ggml_opt_get_default_optimizer_params _ZSt18_Rb_tree_decrementPSt18_Rb_tree_node_base _ZSt18_Rb_tree_incrementPSt18_Rb_tree_node_base _ZSt29_Rb_tree_insert_and_rebalancebPSt18_Rb_tree_node_baseS0_RS_ strcpy ggml_opt_dataset_free ggml_opt_dataset_data ggml_opt_dataset_labels ggml_opt_dataset_get_batch ggml_opt_default_params ggml_opt_init ggml_opt_free ggml_opt_reset ggml_opt_inputs ggml_opt_outputs ggml_opt_labels ggml_opt_loss ggml_opt_pred ggml_opt_ncorrect ggml_opt_grad_acc ggml_opt_result_init ggml_opt_result_free ggml_opt_result_reset ggml_opt_result_ndata ggml_opt_result_loss ggml_opt_result_pred ggml_opt_result_accuracy ggml_opt_epoch_callback_progress_bar _ZNSt6vectorIlSaIlEE17_M_default_appendEm _ZSt20__throw_length_errorPKc ggml_opt_dataset_init _ZNSt6vectorIfSaIfEE17_M_realloc_insertIJRKfEEEvN9__gnu_cxx17__normal_iteratorIPfS1_EEDpOT_ powf __gxx_personality_v0 _Unwind_Resume ggml_opt_forward ggml_opt_forward_backward ggml_opt_epoch _ZNSt23mersenne_twister_engineImLm32ELm624ELm397ELm31ELm2567483615ELm11ELm4294967295ELm7ELm2636928640ELm15ELm4022730752ELm18ELm1812433253EE11_M_gen_randEv _ZSt7shuffleIN9__gnu_cxx17__normal_iteratorIPlSt6vectorIlSaIlEEEERSt23mersenne_twister_engineImLm32ELm624ELm397ELm31ELm2567483615ELm11ELm4294967295ELm7ELm2636928640ELm15ELm4022730752ELm18ELm1812433253EEEvT_SA_OT0_ ggml_opt_dataset_shuffle ggml_opt_fit ggml_critical_section_mutex _ZSt20__throw_system_errori __pthread_key_create pthread_mutex_unlock pthread_mutex_lock sqrtf putchar lroundf quantize_row_q8_K_ref dequantize_row_q8_K qsort ggml_validate_row_data _ZSt28__throw_bad_array_new_lengthv _ZSt17__throw_bad_allocv strlen _ZNSt7__cxx1112basic_stringIcSt11char_traitsIcESaIcEE9_M_createERmm _ZSt19__throw_logic_errorPKc _ZNSt3mapI9gguf_typemSt4lessIS0_ESaISt4pairIKS0_mEEED2Ev _ZNSt3mapI9gguf_typemSt4lessIS0_ESaISt4pairIKS0_mEEED1Ev _ZNSt3mapI9gguf_typePKcSt4lessIS0_ESaISt4pairIKS0_S2_EEED2Ev 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AWHH AVAUATUSHx HHIHL$HHT$ H= q HD$0H|$HHl$pHD$ HD$( @ D$H|$ H H|$$ IL$p D$ Ld$(L|$H f D LL (T A$/ $v $D$II@H@IM9u-" /,$I* ^D$ ~ ^f~ʍ = wM q% T f Y 9Y B fnXf~f~ % | T$0 I f H$p YXf~T$4% Y= @ M Xf~T$8% Y= @ M Xf~T$<% Y= @ M Xf~T$@% Y= @ M Xf~T$D% Y= @ M Xf~T$H% Y= @ M Xf~T$L% Y= @ M Xf~T$P% Y= @ M Xf~T$T% Y= @ M Xf~T$X% Y= @ M Xf~T$\% Y= @ M Xf~T$`% Y= @ M Xf~T$d% Y= @ M Xf~T$h% Y= @ M Xf~% = @ M YD$l fo% fo 0 fo8 fo5 fo=8 Xf~$#$= @ MHꈃ H ,HD$H HHH@H9 1ff*Y.D(E zt fDofDoA^X T) ffofffDffAfofffffHA^X T ffDofDffEfDfEfDofAofffDffAfDofafDifofAafAiD@ faE^fDXG DTo fDfAofffDfAfAfDofDofDffAfDfDH0A^X T ffDofDffEfDfEfAofffDffAfEofDafDifAofEafAifDafDfAgf)1fo I L E1IRLL1H)H. fAoE@f fAoU f fffffAfAoE`fAoU fΩ fƩ fffffAB fAoE fAo] fqf fqf ffffffoffAoE@fqfX ffffffffAoE`fqf) ffffffffffAfAoEPfAoUf f fffffABfAoEpf fAoU0f fffffAB0fAoEPfAoU0fqfz fqfm fAo]fffqffff F fffffffffAoEpfqf ffffffffffACAI@I IA HD$H HD$HD$ H9D$ Hx []A\A]A^A_Ð>DF@HF V_EAA@AAE AE AAD A E EL A HH u=H{H1H Hǃ HH) H'$ Lt$E1D$ Ld$( @ L1L HH(T C/ $v $D$II@Iu! 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HIH ȍHvzfAAD *H BY.a [ ufIt$0E1A AD$ AD$ 1 ~A|T ~ED ʈHH uA@H H@AA uHD$8LHD$8Iİ D$x H9D$`[HĘ []A\A]A^A_AD$4T X)$ ANTX)$ AN TX)$0 AN0TX)$@ AN@TX)$P ANPTX)$` AN`TX)$p ANpTX)$ B@ fEAM D*fDofDoH fDoDY E AX^XATfAfofffDffAfofffAMAX^XATfAfDofDffEfDfAofAfDofDofDffAfDofafDifofAafAiEe faEXfAD^DXETfEfAofffDfAfAfDofDffAEe0EXD^DXETfEfEofDffEfEfEfEofDffEfDofAafEifDofAafEifDofAafDofAfg)AM@E}pAX^XATfAfofffDffAfofffAMPAX^XATfAfDofDffEfDfAofAfDofDofDffAfDofafDifofAafAiEe`faEXEXfAD^D^DXETfEfAofffDfAfAfDofDfA(XfAfDoATfAfDofDffEfDfAofAfDofDffAfDofafDifofAafAifafAfg)F?T$|L$0GL$0T$|fYCD= II 0(T$0(- T$0fD$4ff. AWAVAUATUSH H H$ H$8 H q H\$PH m H$@ H5 H|$P !6 H$8 5 H$@ 5 HЄ5 HH HIHH$ H= 92 HFBH$ H$x H$ HDŽ$p H$ H$x 1fffCH$ H H$ ) H )@H$ )@ )@0H HYX(UX(XXH9uY ? 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Ƅ$^ 1d$\l$|f$ /l$hsW-9 $^ l$ht$xf\$h$ /$ s$^ W5 $ d$df$ $ /$ s$^ W% $ l$`f$ $ /$ s$^ W-j $ t$Xf$ /t$l$ s$^ W5( t$ld$Lfl$l/d$p$ s$^ @W% d$pl$Hf\$p$^ /l$t$ sW- ˀl$t|$t$ ! ,$f/ l$` 1(Ƅ$h $ t$D$ /sW56 $h $ $ f$$ d$0/d$xs$h W% d$xl$xf$( l$@/l$|s$h W- l$|t$,f\$|$ /$, s$h W5s $ d$(f$ $ /$0 s$h W%. $ l$$f$ $ /$4 s$h @W- $ t$ f$ $h $8 /$ sW5 ˀ$ $ $< t$\_t$h_$ - _$ _$ _t$l_t$p_t$t_t$`_$ _t$x_t$|_$ _$ _$ _$ $ / ^5Q |$p$X t$\Y$ - Ƅ$k Y$ %~ Ƅ$j $DŽ$ $ t$hY$ $4 $ $ Y$ $ $ Y$ $ $ Y$ $ t$lY$ $ t$tY$ $0 |$`$ Y$ Y$ $, |$xY$ $( t$|Y$ $ $ Y$ $H $ Y$ $$ $ Y$ $ $ Y$ $ $ (((G @ T$` Y\YXfA~$ A YA @ A9DO1E\DHظ EYXf~T$x Yс @ 9O1\H AYXfA~T$|A YA @ A9DO1E\DHи EYXfA~$ A YA @ A9DO1E\DHȸ DYXfA~$ A YA @ A9DO1E\DH DYXf~$ Yс @ Y$ 9O1\H \@|$ YYXXf~с @ 9O1Hf~% - @ DL$ 9O1҅H ЈD$$HL D HL EAHL EAHL EAHL DD HD L EA HE L D H$ HD$PHcc T$XD$LfEfL$ t$@fEfEIHIfEffEfH D$HH$ fE$ fEH ID$DHH ID$0HH ID$,HH D$(HH D$$HHH H L$ HT$0HH HH @@HH AEHH AEHH AEHHD$@H ʍD HT$8D*D$(D AYAYXf*D$,D D*AYÍD \$(D*AD D*AD Y*AÍD D*AǍD D*CD6|$,D*X$ CD-AYAYX$ AYAYX$ AYAYX$ YYf*CD$*ЍD-X$ T$@AYAYX$ AYAYX$ AYAYX$ YYX$ YYfXf*DD(Y$ Dt$DAYXf*D$ D (Y$ \$HYf*D$ D *D$$X$ D YYX$ YD($ DYDXf*YYAXfEA/) DY$ DY$ DY$ DY$ DY$4 DY$0 EXDt$(DY$ DY$, Y$( Y$ Y$ Y$ EXEXEXEXDd$,DY$ EXEXEXEXAXDD$@DY$ AXDD$DDY$H AXDD$HDY$$ AXXXX$ Y(Y/ $$ T$\fɸ (* $ D$dY ܁ X ^$ Y^\YXfA~T$hA YA @ A9DO1E\DHظ D\$@YXf~$ Yс @ 9O1\Hȸ L$(YXfA~$ A YA @ A9DO1E\DHDT$,YXf~$ % Y- @ 9O1҅\Hº D$0YXfA~T$lA YA @ A9DO1E\DHʺ DL$DYXfA~T$pA YA @ A9DO1E\DHº DD$HYXf~T$t Yс @ 9O1҅\H @@|$LYXf~ց @ 9O1҅H @@t$XHH AA HH AAHH HH AAHH D HD H A HD H A HD$PH$ D HcH$@ HH$@ H$ L$ d$$H)L$ H~H$8 $P $L D$ }aD$d $ $P d$$L$ D$ D$@$ $L D$($ D$,$ D$0$ D$D$ D$H$ D$L$ D$X H$@ HH$` H$ L$ $T $P H)$L H~H$8 `$ $ 1D$ $ D$ D$ $ D$ $T $P $L D$ $ D$$(D$d$^fo\$0@$k $j $)$ $X Y$ 9$j ((( $k $X f/ (^$X D$` Y\YXf~$ Y @ 9O1\Hȸ YXf~D$x Y @ 9O1\H @YXf~D$| Y @ 9O1\H @D@Y к XfA~$ A YA @ A9DO1E\DHDEEY ¸ XfA~$ A YA @ A9DO1E\DHDEEY ¸ XfA~$ A YA @ A9DO1E\DHDEEY ¸ XfA~$ A YA @ A9DO1E\DHDD $EY ¸ fT$ Xf~ @ 9O1HT$ HL HL HL HL HH H|$PHH HH H$ D$ Hc $ fEfE$ ffEfE$ AD D$ D$ D*$ $ fE$ fEfE$ T ffD$ D*CTfAYD*CT D*ڍT?fD*ҍT6fAYD*ʍT D*$ AYD\AYXfA*D\A*D\-A*X$ G\$AYA*G\-A*G\6A*G\?AYX$ AYAYX$ AYAYX$ AYAYX$ AYAYX$ YYX$ YYX$ YYX$ YYX$ YYX$ YYXfA*D $G\DYL$ DYDXfA*D\$ D|$$L$$D$ G\DYDYAXfEE*L$$$ AYD<$D<$DYfDX|$$D/ DY$ DY$ DY$ DY$ DY$ DY$ DXL$ DY$4 Y$0 Y$, EXY$( Y$ Y$H EXY$$ Y$ Y$ EXEXEXEXAXXXXXXXX$Y$ XA^$X f/$X AH\$PAD D D Ћ $^ H$ H$` $ f$ f$ $ $ $ $ $ Ћ $h f$X /fD ($l _$l H$` H$` H$ @H$ @H8$l fH$x .LXz $l ~ ^ u f~ҍ = wP q% (9Th Y BY fnXf~f~ % | f u Ѻ $ L$x A (^t fANY\YXf~$ % Y- @ 9O1҅\Hº YXf~$ % Y- @ 9O1҅\Hº YXf~$ Y @ 9O1҅\Hʺ YXf~$ Y @ 9O1҅\H Y@Xf~$ Y @ 9O1҅\H Y@XfA~$ A YA @ A9DO1E\DHº AYEXfA~$ A YA @ A9DO1E\DHAYEXf~$ Y @ D9AOE1҅AH\YHL HL HXH HH HH HH f~$ % HY H 9Ż fHnO1\H @YXf~$ Y @ 9O1\Hȸ YXf~$ Y @ 9O1\H @YXf~$ Y @ 9O1\H @YXfA~$ A YA @ A9DO1E\DH EYXfA~$ A YA @ Y$ A9DO1E\DHȸ \EYYXXfA~A A @ A9DO1EDHf~% - @ E9O1ۅHHL HL HL HH HH HH HH fHnH$ ffo0foXfAA3fop A[foX0As ) $A[0H$p H$p H$x JH9$ H$ H$ $k $X f/ f/$X $ $ $ $ $ D$ fD$ D$ {$X W%o $^ $h $X MW-Zo Ƅ$h ( l$` Ƅ$^ W%o d$\H$` f)$ DŽ $d$D$ $ YYYY/ (ȸ $ \$`$ l$0YY/vl$x(ȸ l$`$ \$@YY/vt$|(ȸ t$`$ d$,YY/v (ȸ $ \$`$ l$(YY/v (ȸ $ l$`$ \$$YY/v (ȸ@ $ t$`l$ \$`$ YY$ (.Gƾ TUHGV1(W -m $h $ $$ $( $0 t$`$, $ $4 l$x$8 t$|$< $ $ $ $ d$ l$|$ $ YYYY/ t$h( t$\$ \$xYY/v ( $ t$\$ d$dYY/v ( $ l$\$ l$`YY/v ( $ t$\$ \$XYY/vl$l( l$\$ d$LYY/vt$p(@ t$\l$H\$\$ YYl$t(.Gƾ TUHG(1VW%j $^ $ $ $ \$\$ t$h$ $ $ $ $ $ $ \$ll$pt$t 1$X f/8 (^$X D$\ Y\YXf~D$h Y @ 9O1\Hȸ YXf~$ Y @ 9O1\H YXf~$ Y @ 9O1\H @@Y к XfA~$ A YA @ A9DO1E\DHDEY к XfA~D$lA YA @ A9DO1E\DHDEY к XfA~D$pA YA @ A9DO1E\DHDEY ¸ XfA~D$tA YA @ A9DO1E\DHDEY ¸ Xf~ @ 9O1HHL HL HL HL HH H|$PHH HH H$ Hc $ $ $ D$ D$ $$ D$ D$ D$ @ fAACAC AC0H$@ H$X H$` H$ L$ H)H~H$8 H@H$@ H$X H$@ H$ L$ l$$H)d$ H~H$8 \$ $\Hl$$d$ \$ $H []A\A]A^A_(1^$X $ї $f $蹗 $ $襗 $f! $荗 $T $y $f $a $f $I $f $1 $f L$ L$ fOL$ L$ fL$ L$ fL$ ʖL$ fL$ 谖L$ L$ 蚖L$ EL$ 脖L$ fyL$\jL$\fVfHf:f,f f*fCf\fufؕfʕf輕f讕f蠕f 蒕f$(聕f81H=Զ 1H L E}H z u H1H,}L9u =Hm 1H= 蓒 H Hl 1H=h kH l Hl ? 1H=G JH dz Hnl C 1H=& )H ʵ HMl B 1H= H q H,l A 1H= H H l @ 1H=ó Ƒf D AWAVAUATUSHH8 H$ H Ѝ I$ = H$0 H$ L$ fEH$ H$0 MH$ H$p H$ H$ H$ H$ HDŽ$ H$ fIA(HH A)E H$ A)EA)E A)E0 @ HYX(UX(XXH9uD-` L$ 1H$0 L$ H$ ILDYL$ IH$ L$ I ML$ H D AE AD$|YAXD.b QYAND$x$ AED$tYAXD.O QYAND$p$ AED$lYAXD.< QYAN D$h$ AE D$dYAXD.) 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H.袋HCL)HHH H!HHHPI| HXH9 HHL @ H HHHJHHo`(HXHXohopHJHbЈJȋHjJrH9t(HJHpH HH9uo@Bf. H.袋H)HEHHH H!HHHPH<fInfHnflMtIt$L)$L)#$fo$KA$IFID ID$HH[]A\A]A^A_HHH|$ HD$0H9u.HI MtIkXL#*H<$-HHD$0Hp#,H.f D ATSHHLgMt=Df. AT$ IL$ID$A9| HtWIfHtIf D Lg @ L9gt:L#DMP I1A9LOLNH[LLA\ M MHE1LL[A\ @ AUHGATIUHSHH9twD*HD;n };LGLI9t!H7#D;h ~XE1Hx LEHDHHL[]A\A]~NHW H9tjH- D;h } E1H{ HELEHfH( u1HLH[]A\A]$ @ HI1[L]A\A] D HW B A9$~HE1[L]A\A]f. ATSHHLgMt=Df. AT$ IL$ID$A9| HtWIfHtIf D Lg @ L9gt:L"DMP I1A9LOLNH[LLA\ M MHE1LL[A\ @ AULoATIUHSHHL/IT$H6HVfE E(E8EHI|$ E$ SHCH}(H+H4HHCKH)HH HHM( H HCSH)H¸ HvZHHP?HIHH<HH:H ?H)yH@HLE(HHH#A H HSH{H)HH9rH[]A\A]H H0 1H= )IH}@O%H}(Hu8H)Ht H} I9t HuH L,+f. fAWIAVAUATUHSHhHT$L$ HD$0L1E11HHD$0 HD$8 HD$@ HD$H HD$P HD$R8Ld$0HD$@T$HL)L,M 1Lt$/ D HM LD$/M&H MtHt$PLL) 1Hh[]A\A]A^A_ D H H|$0 D$0%I1Iuŀ|$0 IT$/I; Ht$%IGXHh []A\A]A^A_ÐHHC?t$/HIHIHH?H:H ?H)yH@H HH @taH HHI9II;tdHT$Ht$ &IGXH|$0Ht Ht$PH) D$Hh[]A\A]A^A_ D HHH!HL9II;uHL$HT$HL뙐HT$HHL$/L H H'&HD$0HtHt$PHH)M H(Ht HtEHHD$H H5$ HHr H81H##&Ld$0H_HD$H H5$ HH2 H81# HH %s:%d: GGML_NO_BACKTRACE attach %d -ex set style enabled on --batch gdb quit detach -o bt lldb -p tensor != NULL GGML_ASSERT(%s) failed ggml_can_repeat(b, a) ggml_is_contiguous_1(a) unknown allocation error invalid alignment value insufficient memory GGML status: success GGML status: unknown type < GGML_TYPE_COUNT %s: objects in context %p: %s: --- end --- obj_new NONE wtype != GGML_TYPE_COUNT fatal error ctx->mem_buffer != NULL tensor->op == GGML_OP_UNARY leaf_%d node_%d %s (view) ggml_is_contiguous(a) a->type == GGML_TYPE_F32 b->type == GGML_TYPE_F32 ggml_is_padded_1d(a) ggml_can_repeat_rows(b, a) ggml_is_scalar(b) ggml_is_matrix(a) a->ne[0] <= INT32_MAX ggml_are_same_shape(a, b) ggml_can_repeat(a, b) a->type == b->type a->ne[d] == b->ne[d] !ggml_is_transposed(a) ggml_can_mul_mat(a, b) a->op == GGML_OP_MUL_MAT !ggml_is_transposed(as) ids->type == GGML_TYPE_I32 as->ne[3] == 1 b->ne[3] == 1 ids->ne[1] == b->ne[2] as->ne[0] == b->ne[0] ids->ne[0] % b->ne[1] == 0 ggml_can_out_prod(a, b) offset < (size_t)(1 << 30) %s (copy of %s) %s (copy) %s (cont) %s (reshaped) ggml_nelements(a) == ne0 ggml_nelements(a) == ne0*ne1 axis0 != axis1 axis0 != axis2 axis0 != axis3 axis1 != axis2 axis1 != axis3 axis2 != axis3 %s (permuted) %s (transposed) a->ne[2] == b->ne[1] b->type == GGML_TYPE_I32 a->ne[1] == 1 ggml_is_contiguous(mask) ggml_is_matrix(mask) mask->ne[0] == a->ne[0] mask->ne[1] >= a->ne[1] mask ggml_is_vector(b) a->ne[2] == b->ne[0] a->ne[2] * 4 == b->ne[0] c->type == GGML_TYPE_F32 c->ne[0] >= n_dims / 2 a->ne[2] == b->ne[2] b->ne[1] == a->ne[1] ggml_is_matrix(b) a->ne[3] == 1 p0 == 0 d0 == 1 a->ne[3] == b->ne[2] a->ne[0] <= ne0 a->ne[1] <= ne1 a->ne[2] <= ne2 a->ne[3] <= ne3 p0 >= 0 p1 >= 0 p0 < a->ne[0] p1 < a->ne[0] stop > start a->ne[0] >= k mask->ne[2] == 1 mask->ne[3] == 1 ggml_can_mul_mat(k, q) ggml_is_3d(sx) ggml_is_matrix(c) sx->ne[0] == d_conv - 1 + n_t sx->ne[1] == d_inner n_t >= 0 ggml_is_contiguous(s) ggml_is_contiguous(x) ggml_is_contiguous(dt) ggml_is_contiguous(A) ggml_is_matrix(A) ggml_is_3d(B) ggml_is_3d(s) ggml_are_same_shape(x, dt) ggml_are_same_shape(B, C) s->ne[2] == n_seqs x->ne[0] == d_inner A->ne[0] == d_state A->ne[1] == d_inner B->ne[0] == d_state B->ne[1] == n_seq_tokens B->ne[2] == n_seqs qh == kh 2*MAX(qh, kh) - 1 == a->ne[1] ggml_are_same_shape(pw, ph) ggml_is_contiguous(pw) ggml_is_contiguous(ph) ph->type == GGML_TYPE_F32 pw->type == GGML_TYPE_F32 pw->ne[3] == a->ne[2] ggml_is_contiguous(k) ggml_is_contiguous(v) ggml_is_contiguous(r) ggml_is_contiguous(tf) ggml_is_contiguous(td) ggml_is_contiguous(state) ggml_is_contiguous(q) ggml_is_contiguous(g) ggml_is_contiguous(w) ggml_is_contiguous(b) n_args < GGML_MAX_SRC n_args < GGML_MAX_SRC - 1 ggml_is_scalar(a) ggml_are_same_shape(b, c) ggml_are_same_shape(a, grad) ggml_are_same_shape(a, m) ggml_are_same_shape(a, v) dst->size >= src->n_leafs dst->size >= src->n_nodes dst->grads != NULL dst->grad_accs != NULL tensor->data src grad for %s cgraph->n_nodes + i >= 0 i < cgraph->n_nodes cgraph->n_nodes > 0 cgraph->grads cgraph->grad_accs igrad != GGML_HASHSET_FULL grad acc for %s grad->ne[2] == src1->ne[2] grad->ne[3] == src1->ne[3] tmp->ne[0] == src0->ne[0] tmp->ne[1] == src0->ne[1] tmp->ne[3] == 1 src0->type == tensor->type ggml_is_contiguous(grad) offset % n0 == 0 nb1 % n0 == 0 nb2 % n0 == 0 nb3 % n0 == 0 cgraph->grads != NULL ggml_is_scalar(grad_acc) grad_acc->data g === GRAPH === n_nodes = %d n_leafs = %d dashed empty solid vee fp digraph G { newrank = true; rankdir = TB; %s (%s)| %d [%ld, %ld] | <x>%s %d [%ld, %ld, %ld] | <x>%s | <g>%s"; ] CONST %d [%ld, %ld] | ( , src %d } ggml_is_scalar(tensor) tensor->type == GGML_TYPE_F32 imatrix != NULL start % n_per_row == 0 result == nrows * row_size ABS SGN NEG STEP TANH GELU GELU_QUICK SILU HARDSWISH HARDSIGMOID EXP none x+y view(x,nb,offset)+=y->x x-y x*y x/y x^2 √x log(x) sin(x) cos(x) Σx Σx_k Σx/n argmax(x) count_equal(x) repeat(x) repeat_back(x) concat(x, y) silu_back(x) rms_norm(x) rms_norm_back(x) group_norm(x) l2_norm(x) X*Y X[i]*Y x*v y-\>view(x) x-\>y cont(x) reshape(x) permute(x) transpose(x) get_rows(x) get_rows_back(x) diag(x) diag_mask_inf(x) diag_mask_zero(x) soft_max(x) soft_max_back(x) rope(x) rope_back(x) clamp(x) conv_transpose_1d(x) im2col(x) im2col_back(x) conv_transpose_2d(x) pool_1d(x) pool_2d(x) pool_2d_back(x) upscale(x) pad_reflect_1d(x) unpad(x) arange(start, stop, step) argsort(x) leaky_relu(x) flash_attn_ext(x) flash_attn_back(x) ssm_conv(x) ssm_scan(x) win_part(x) win_unpart(x) get_rel_pos(x) add_rel_pos(x) rwkv_wkv6(k, v, r, tf, td, s) unary(x) map_custom(x) map_custom(x,y) map_custom(x,y,z) cross_entropy_loss(x,y) cross_entropy_loss_back(x,y) adamw(x) DUP ADD ADD1 ACC SUB MUL DIV SQR SQRT LOG SIN COS SUM SUM_ROWS MEAN ARGMAX COUNT_EQUAL REPEAT REPEAT_BACK CONCAT SILU_BACK RMS_NORM RMS_NORM_BACK GROUP_NORM L2_NORM MUL_MAT_ID OUT_PROD SET CPY CONT RESHAPE VIEW PERMUTE TRANSPOSE GET_ROWS GET_ROWS_BACK DIAG DIAG_MASK_INF DIAG_MASK_ZERO SOFT_MAX SOFT_MAX_BACK ROPE ROPE_BACK CLAMP CONV_TRANSPOSE_1D IM2COL IM2COL_BACK CONV_TRANSPOSE_2D POOL_1D POOL_2D POOL_2D_BACK UPSCALE PAD_REFLECT_1D UNPAD ARANGE TIMESTEP_EMBEDDING ARGSORT LEAKY_RELU FLASH_ATTN_EXT FLASH_ATTN_BACK SSM_CONV SSM_SCAN WIN_PART WIN_UNPART GET_REL_POS ADD_REL_POS RWKV_WKV6 GATED_LINEAR_ATTN RWKV_WKV7 MAP_CUSTOM1 MAP_CUSTOM2 MAP_CUSTOM3 CUSTOM CROSS_ENTROPY_LOSS CROSS_ENTROPY_LOSS_BACK OPT_STEP_ADAMW f32 q4_0 q4_1 DEPRECATED q5_0 q5_1 q8_0 q8_1 q2_K q3_K q4_K q5_K q6_K q8_K iq2_xxs iq2_xs iq3_xxs iq1_s iq4_nl iq3_s iq2_s iq4_xs i8 i16 i32 i64 f64 iq1_m bf16 tq1_0 tq2_0 bt -frame-info source-and-location //ml/backend/ggml/ggml/src/ggml-impl.h //ml/backend/ggml/ggml/src/ggml.c n_tasks == GGML_N_TASKS_MAX || n_tasks > 0 %s: not enough space in the context's memory pool (needed %zu, available %zu) ((uintptr_t) (mem_buffer + obj_new->offs))%GGML_MEM_ALIGN == 0 Behavior may be unexpected when allocating 0 bytes for ggml_aligned_malloc! %s: %s (attempted to allocate %6.2f MB) GGML status: error (failed to allocate memory) GGML status: error (operation failed) GGML status: warning (operation aborted) - ggml_object: type = %d, offset = %zu, size = %zu, next = %p type >= 0 && type < GGML_TYPE_COUNT view_src == NULL || data_size == 0 || data_size + view_offs <= ggml_nbytes(view_src) %s: failed to allocate %6.2f MB ((uintptr_t) (ctx->mem_buffer))%GGML_MEM_ALIGN == 0 n_dims >= 1 && n_dims <= GGML_MAX_DIMS cgraph->n_leafs < cgraph->size cgraph->n_nodes < cgraph->size ggml_nelements(b) <= ggml_nelements(a) ggml_is_quantized(a->type) || a->type == GGML_TYPE_F16 || a->type == GGML_TYPE_BF16 dim >= 0 && dim < GGML_MAX_DIMS ids->ne[2] == 1 && ids->ne[3] == 1 ggml_nelements(a) >= ggml_nelements(b) ggml_nelements(a) == ggml_nelements(b) ggml_nelements(a) == (ne0*ne1*ne2*ne3) ggml_nelements(a) == ne0*ne1*ne2 ggml_nelements(a) == ne0*ne1*ne2*ne3 axis0 >= 0 && axis0 < GGML_MAX_DIMS axis1 >= 0 && axis1 < GGML_MAX_DIMS axis2 >= 0 && axis2 < GGML_MAX_DIMS axis3 >= 0 && axis3 < GGML_MAX_DIMS ggml_is_matrix(a) && ggml_is_vector(b) && b->type == GGML_TYPE_I32 ggml_is_matrix(c) && (a->ne[0] == c->ne[0]) mask->type == GGML_TYPE_F16 || mask->type == GGML_TYPE_F32 (mode & 1) == 0 && "mode & 1 == 1 is no longer supported" (!is_2D || OH > 0) && "b too small compared to a" (OW > 0) && "b too small compared to a" mask->ne[1] >= GGML_PAD(q->ne[1], GGML_KQ_MASK_PAD) && "the Flash-Attention kernel requires the mask to be padded to GGML_KQ_MASK_PAD and at least n_queries big" a->op == GGML_OP_FLASH_ATTN_EXT TODO: adapt to ggml_flash_attn_ext() changes B->nb[0] == ggml_type_size(B->type) C->nb[0] == ggml_type_size(C->type) pw->ne[0]*pw->ne[0] == a->ne[0] pw->ne[1]*pw->ne[2] == a->ne[1] v->ne[0] == S && v->ne[1] == H && v->ne[2] == n_tokens r->ne[0] == S && r->ne[1] == H && r->ne[2] == n_tokens td->ne[0] == S && td->ne[1] == H && td->ne[2] == n_tokens ggml_nelements(state) == S * S * H * n_seqs q->ne[0] == S && q->ne[1] == H && q->ne[2] == n_tokens g->ne[0] == S && g->ne[1] == H && g->ne[2] == n_tokens w->ne[0] == S && w->ne[1] == H && w->ne[2] == n_tokens a->ne[0] == S && a->ne[1] == H && a->ne[2] == n_tokens b->ne[0] == S && b->ne[1] == H && b->ne[2] == n_tokens a->flags & GGML_TENSOR_FLAG_PARAM adamw_params->type == GGML_TYPE_F32 ggml_nelements(adamw_params) == 7 Behavior may be unexpected when allocating 0 bytes for ggml_malloc! Behavior may be unexpected when allocating 0 bytes for ggml_calloc! dst->visited_hash_set.size >= src->visited_hash_set.size igrad_src != GGML_HASHSET_FULL ggml_bitset_get(src->visited_hash_set.used, igrad_src) igrad_dst != GGML_HASHSET_FULL ggml_bitset_get(dst->visited_hash_set.used, igrad_dst) cgraph->nodes[cgraph->n_nodes - 1] == tensor cgraph->size > cgraph->n_nodes any_params && "no trainable parameters found, did you forget to call ggml_set_param?" any_loss && "no training loss found, did you forget to call ggml_set_loss?" node->src[j]->type == GGML_TYPE_F32 || node->src[j]->type == GGML_TYPE_F16 !node->view_src || node->op == GGML_OP_CPY || node->op == GGML_OP_VIEW || node->op == GGML_OP_RESHAPE || node->op == GGML_OP_PERMUTE || node->op == GGML_OP_TRANSPOSE !cgraph->grads[isrc0] || cgraph->grads[isrc0]->type == grad->type !cgraph->grads[isrc1] || !src1_needs_grads || cgraph->grads[isrc1]->type == grad->type !cgraph->grads[isrc0] || ggml_is_contiguous(cgraph->grads[isrc0]) ggml_nelements(tensor) == ggml_nelements(src0) (!src1 || !src1_needs_grads) && "backward pass for softmax mask not implemented" (!src2 || !src2_needs_grads) && "gradients for freq factors not implemented" %s: unsupported unary op for backward pass: %s !src1_needs_grads && "backward pass for labels not implemented" %s: unsupported ggml op for backward pass: %s !src0_needs_grads || ggml_are_same_shape(src0, cgraph->grads[isrc0]) !src1_needs_grads || ggml_are_same_shape(src1, cgraph->grads[isrc1]) !src2_needs_grads || ggml_are_same_shape(src2, cgraph->grads[isrc2]) ggml_bitset_get(cgraph->visited_hash_set.used, igrad) grad_acc->type == GGML_TYPE_F32 - %3d: [ %5ld, %5ld, %5ld] %16s %s - %3d: [ %5ld, %5ld] %8s %16s ======================================== "%p" [ style = filled; fillcolor = %s; shape = record; label=" "%p" [ style = filled; fillcolor = %s; shape = record; label="<x> "%p":%s -> "%p":%s [ arrowhead = %s; style = %s; label = "%s"; ] %s: dot -Tpng %s -o %s.png && open %s.png "%p":%s -> "%p":%s [ label = "%s"; ] start % type_traits[type].blck_size == 0 timestep_embedding(timesteps, dim, max_period) gated_linear_attn(k, v, q, gate, s) rwkv_wkv7(r, w, k, v, a, b, s) TYPE_Q4_0_4_4 REMOVED, use Q4_0 with runtime repacking TYPE_Q4_0_4_8 REMOVED, use Q4_0 with runtime repacking TYPE_Q4_0_8_8 REMOVED, use Q4_0 with runtime repacking TYPE_IQ4_NL_4_4 REMOVED, use IQ4_NL with runtime repacking TYPE_IQ4_NL_4_8 REMOVED, use IQ4_NL with runtime repacking TYPE_IQ4_NL_8_8 REMOVED, use IQ4_NL with runtime repacking ////...///p/`/P/@/0/ // /..//...LLLL6s'_hn 8 Y@ ! @ = z!!O!!!!!( h0 P p8 X X ggml_graph_dump_dot ggml_compute_backward % C @ @ + # @ ggml_calloc ggml_new_object ggml_malloc ggml_print_objects ggml_aligned_malloc @ @ @ @ @ @ @ @ @ F ? ? w ? I@ K @ > ? > 2 talloc->buffer_id >= 0 galloc != NULL galloc->bufts != NULL galloc->buffers != NULL galloc->buf_tallocs != NULL galloc->hash_set.keys != NULL galloc->hash_values != NULL galloc->node_allocs != NULL galloc->leaf_allocs != NULL //ml/backend/ggml/ggml/src/ggml-alloc.c alloc->n_free_blocks < MAX_FREE_BLOCKS && "out of free blocks" %s: not enough space in the buffer to allocate %zu bytes, largest block available %zu bytes not enough space in the buffer %s: not enough space in the buffer to allocate %s (needed %zu, available %zu) %s: failed to allocate %s buffer of size %zu %s: failed to initialize tensor %s buffer_id >= 0 && buffer_id < galloc->n_buffers ggml_get_no_alloc(ctx) == true alloc_tensor_range ggml_dyn_tallocr_alloc ggml_gallocr_reserve_n ggml_tallocr_alloc CPU CPU_Mapped tensor ctx->buffers != NULL n_backends > 0 GGML_SCHED_DEBUG sched->splits != NULL %s#%s#%d ## SPLIT #%d: %s # %d inputs %zuM [%s (%5.5s)] %zuK sched->graph.nodes != NULL sched->graph.leafs != NULL %s: failed to allocate graph tensor->buffer == NULL tensor->view_src != NULL status == GGML_STATUS_SUCCESS tensor->data == NULL tensor->view_src == NULL ggml_backend_graph_copy //ml/backend/ggml/ggml/src/ggml-backend.cpp src->data && "graph must be allocated" ggml_backend_cpu_buffer_type_alloc_buffer %s: failed to allocate buffer of size %zu base != NULL && "backend buffer base cannot be NULL" buf != NULL && "tensor buffer not set" tensor->data != NULL && "tensor not allocated" offset + size <= ggml_nbytes(tensor) && "tensor write out of bounds" offset + size <= ggml_nbytes(tensor) && "tensor read out of bounds" buf->iface.memset_tensor != NULL && "memset not implemented by backend buffer" backend->iface.graph_plan_create != NULL backend->iface.graph_plan_free != NULL backend->iface.graph_plan_compute != NULL ggml_are_same_layout(src, dst) && "cannot copy tensors with different layouts" backend->iface.event_record != NULL event->device->iface.event_synchronize backend->iface.event_wait != NULL pre-allocated tensor (%s) in a buffer (%s) that cannot run the operation (%s) ggml_backend_buffer_is_multi_buffer(buffer) n_backends <= GGML_SCHED_MAX_BACKENDS ggml_backend_dev_type(ggml_backend_get_device(backends[n_backends - 1])) == GGML_BACKEND_DEVICE_TYPE_CPU ggml_backend_supports_buft(backends[b], sched->bufts[b]) i >= 0 && i < sched->n_backends backend_index >= 0 && backend_index < sched->n_backends n_graph_inputs < GGML_SCHED_MAX_SPLIT_INPUTS n_inputs < GGML_SCHED_MAX_SPLIT_INPUTS node #%3d (%10.10s): %20.20s (%5.5s) [%5.5s %8.8s]: %20.20s (%5.5s) [%5.5s %8.8s] (int)sched->hash_set.size >= graph->n_nodes + graph->n_leafs ggml_backend_sched_split_graph %s: failed to initialize context ggml_backend_sched_alloc_splits (int)sched->hash_set.size >= measure_graph->n_nodes + measure_graph->n_leafs tensor->view_src->buffer != NULL tensor->view_src->data != NULL addr >= ggml_backend_buffer_get_base(buffer) (char *)addr + ggml_backend_buffer_get_alloc_size(buffer, tensor) <= (char *)ggml_backend_buffer_get_base(buffer) + ggml_backend_buffer_get_size(buffer) %s: failed to allocate context for graph copy %s: failed to allocate buffer for graph copy (uintptr_t)ptr % TENSOR_ALIGNMENT == 0 && "buffer pointer must be aligned" data_batch && ggml_is_contiguous(data_batch) //ml/backend/ggml/ggml/src/ggml-opt.cpp !labels_batch || ggml_is_contiguous(labels_batch) (labels_batch == nullptr) == (dataset->labels == nullptr) nb_data_batch % dataset->nbs_data == 0 nb_labels_batch == shards_per_batch*dataset->nbs_labels (ibatch + 1)*shards_per_batch <= int64_t(dataset->permutation.size()) result->inputs->data && "the inputs must be allocated statically" params.build_type == GGML_OPT_BUILD_TYPE_OPT | data=%06ld/%06ld, loss=%.6lf+-%.6lf, accuracy=%.2lf+-%.2lf%%, t=%02ld:%02ld:%02ld, ETA=%02ld:%02ld:%02ld] result->loss_per_datapoint == opt_ctx->loss_per_datapoint result->opt_period == opt_ctx->opt_period result->ndata == ndata*int64_t(result->loss.size()) && "varying batch size not supported" opt_ctx->loss->type == GGML_TYPE_F32 opt_ctx->pred->type == GGML_TYPE_I32 cannot create std::vector larger than max_size() ggml_is_scalar(opt_ctx->ncorrect) opt_ctx->ncorrect->type == GGML_TYPE_I64 data->ne[1] % inputs->ne[1] == 0 idata_split % ndata_batch == 0 idata % dataset->ndata_shard == 0 nbatch_logical % nbatch_physical == 0 %s: training took %02ld:%02ld:%02ld result->opt_period >= 1 loss_sum loss_mean labels loss_cross_entropy loss_cross_entropy_scaled loss_error loss_squared_error loss_sum_squared_error loss_mean_squared_error pred ncorrect adamw_params train: val: %s[ ne_datapoint > 0 ne_label >= 0 ndata > 0 ndata_shard > 0 opt_pars.adamw.alpha > 0.0f opt_pars.adamw.beta1 >= 0.0f opt_pars.adamw.beta1 <= 1.0f opt_pars.adamw.beta2 >= 0.0f opt_pars.adamw.beta2 <= 1.0f opt_pars.adamw.eps >= 0.0f opt_pars.adamw.wd >= 0.0f opt_pars.adamw.wd <= 1.0f graph dst->n_leafs == src->n_leafs dst->n_nodes == src->n_nodes ggml_is_scalar(opt_ctx->loss) vector::_M_range_insert data->ne[0] == inputs->ne[0] idata <= dataset->ndata ndata % nbatch_logical == 0 val_split >= 0.0f val_split < 1.0f ggml_opt_fit %s: epoch %04ld/%04ld: vector::_M_default_append vector::_M_realloc_insert o:fff?w?w+2 ? ? Y@num_neighbors > 0 grid_index >= 0 Oops, did not find grid point Have %d neighbours n%QK_K == 0 scale >= 0 quant_weights n_per_row%QK_K == 0 n_per_row%QK4_NL == 0 k%QK4_NL == 0 %s: invalid type %d //ml/backend/ggml/ggml/src/ggml-quants.c type == GGML_TYPE_IQ2_XXS || type == GGML_TYPE_IQ2_XS || type == GGML_TYPE_IQ1_S || type == GGML_TYPE_IQ1_M || type == GGML_TYPE_IQ2_S grid_size == 256 || grid_size == 512 neighbour %d: sumqx = %g sumq2 = %g quant_weights && "missing quantization weights" kmap_q2xs && "forgot to call ggml_quantize_init()?" kgrid_q2xs && "forgot to call ggml_quantize_init()?" kneighbors_q2xs && "forgot to call ggml_quantize_init()?" 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A A A A0000000000000000 ???????? > > ` > ctx->kv[key_id].is_array ctx->kv[key_id].get_ne() == 1 data_string.size() >= i+1 tensor not found: %s duplicate tensor name: %s GGUF ggml_is_contiguous(&info.t) info.t.data wb gguf_write_to_file general.alignment u8 u16 u32 bool str arr u64 gguf_init_from_file_impl %s: failed to read header GGUF tensor data binary blob %s: failed to create tensors %s: failed to read magic rb gguf_init_from_file basic_string::_M_construct null not valid key_id >= 0 && key_id < gguf_get_n_kv(ctx) ctx->kv[key_id].get_type() == GGUF_TYPE_STRING ctx->kv[key_id].data.size() % type_size == 0 type_to_gguf_type<T>::value == type data.size() >= (i+1)*type_size tensor_id >= 0 && tensor_id < gguf_get_n_tensors(ctx) tensor->ne[0] % blck_size == 0 && "tensor row size not divisible by block size of new type" buf.size() - offset_data == info.offset %s: failed to open file '%s' for writing GGUF data general.alignment must be type u32 val > 0 && (val & (val - 1)) == 0 && GGUF_KEY_GENERAL_ALIGNMENT " must be power of 2" data.size() % new_type_size == 0 %s: invalid magic characters: '%c%c%c%c', expected 'GGUF' %s: GGUFv1 is no longer supported, please use a more up-to-date version %s: this GGUF file is version %u but this software only supports up to version %d %s: number of tensors is %li but must be in [0, %zu] %s: number of key value pairs is %li but must be in [0, %zu] %s: duplicate key '%s' for tensors %zu and %li %s: key '%s' has invalid GGUF type %d %s: failed to read key-value pairs int64_t(ctx->kv.size()) == n_kv %s: alignment %zu is not a power of 2 %s: tensor name %li is too long: %zu >= %d %s: duplicate tensor name '%s' for tensors %li and %li %s: tensor '%s' has invalid number of dimensions: %u > %u %s: tensor '%s' dimension %u has invalid number of elements: %li < 0 %s: total number of elements in tensor '%s' with shape (%li, %li, %li, %li) is >= %li %s: tensor '%s' has invalid ggml type %d (%s) %s: tensor '%s' of type %d (%s) has %ld elements per row, not a multiple of block size (%ld) %s: failed to read tensor info int64_t(ctx->info.size()) == n_tensors %s: failed to seek to beginning of data section %s: tensor '%s' has offset %lu, expected %zu %s: failed to read tensor data %s: failed to initialize ggml context for storing tensors %s: failed to read tensor data binary blob %s: encountered length_error while reading key %li %s: encountered bad_alloc error while reading key %li %s: encountered length_error while reading tensor name %li %s: encountered bad_alloc error while reading tensor name %li %s: failed to open GGUF file '%s' vector<bool>::_M_fill_insert is_array || ne == 1 data.size() % type_size == 0 //ml/backend/ggml/ggml/src/gguf.cpp invalid type !key.empty() gguf_read_emplace_helper %s: encountered length_error while reading value for key '%s' %s: encountered bad_alloc error while reading value for key '%s' <d < e ? ^ ; p%," %d %L{ % & :& X&| v& &$ J' ' K( ( C)Й )d ?* *ܞ 7+ + /,8 , '- }- -x - D/( / 3 p4 4 50 9X 9x : : ; P=t = = = > @> p> > > ?( ?D p@` PA `A A A @B PB B @F8 `FL pF` Fx G G 0G @G G G H 0H0 @HD `HX Hl `I I I pL$ Np P S S S0 SD SX Tl T T PT pT T T T pV V$ V8 0Wp @W W pX X X Y$ 0Y8 Yl [ [ \ @\ P\! `\ ! p\0! \D! ^! ^! _! P_! _! @`@" P`T" `x" `" a" 0a" `a" pa" a" `b# @dh# d# f# f$ g($ `g<$ gt$ @h$ `h$ h$ h$% @iP% j% j% k% m(& pnd& n& 0o& o& o' Pp@' pl' p' p' q' 0q' Pq' pq( q0( qL( qh( q( r( `r( r( @s ) s0) 0t\) t) v) pv) v) v * 0wH* pwt* w* x* @x* x+ x4+ yT+ y+ z+ 0|+ } , }H, `~, p, , @- - - . H. p. `. . @. ` / p / @\/ / / Њ0 \0 `0 0 1 D1 @1 1 1 P2 42 `2 @2 2 2 @3 <3 x3 3 @3 Й3 44 p4 П4 5 \5 `5 5 5 06 pD6 0|6 6 6 7 ``7 t7 07 8 ,8 `L8 8 P8 9 \9 P9 @9 9 P9 8: T: x: : `: : L; P`; t; ; ; < P8< d< < < = P= = = > 0> D> X> l> > > 0> @> P> `> p> ? ? 4? `? t? ? ? ? 0? @? P? ` @ p@ (@ <@ P@ @ @ @ 0A lA A @A (B TB 0B B B B `C LC tC C `C pC C PLD tD D @D D $E PpE pE E E F F P(F tF F G G G PH H H I I `0I \I tI @I I I @ I (J @J 0 TJ "J ( K (<K `)xK +K @-(L `-@L .tL P9L `9L 0@XM @pM `BM BM BN BN B,N B@N BTN ChN C|N @CN `CN CN 0F$O PF@O `FTO pFhO F|O FO FO FO PGO GP `HdP HxP HP HP @IP `IP IP I(Q I<Q IPQ JhQ JQ @JQ `JQ JQ JR JR 0K,R PK@R pKTR KhR LR M0S NS OS P\T PpT QT 0QT `QT pQT QT QT 0SlU TU @TU `TU TU TV U V U0V 0UDV @UXV PUlV pUV UV UV UV UV UV UW V W 0V0W @VDW PVXW `VlW pVW VW XW 0XW @XX 0[\X @[pX P[X `[X [X p\ Y \ Y \LY ]Y 0^Y ^Y a(Z bTZ bhZ b|Z 0bZ @bZ bZ @dZ f[ g@[ [ [ @0\ \ \ \ ] P] ] P] P^ d^ ^ @^ _ L_ `_ _ _ _ 0T` h` ` `` a (a <a ЪPa da xa a a Pa a Ыa a 0,b @b Xb 00c гc d пd ` e Pf pf b c e e pe (g @Dg pXg lg g g g g g 0,h `dh ph @h i ` 0i Di `5i Ai K4j pXj j $k `tk k l 4dl <l ?l Bl D m F$m @Hpm Jm Nm Rm S n PT n U0n in 0qn qo po o p Xp p p q `q q q @r r `r ,s 0|s s pt Tt t 0t u \u pu u u <v v v w `Lw w w x x @x PAx 0Bx C8y @Sy Sy T z T z @lpz Plz ~z ``{ `{ 08| | | | | P} d} p|} 0} } T~ p$ P ( < P `| Ȁ P 0L x Ё 0( `T P0 \ ` L @x Ą p h @0 Ĉ ( \ ` @h p t X < У @4 T /Ԫ /8~ /~ /~ p68 @7T 7 @8̅ 9\ : ; F @H pH Hȉ K PL L@ O R UT @Y \ `D `c f j4 m pqԎ t$ pwt { ` PP 0< Џ < ` 0L ` ` 0 D 0 Э ( | и p< P P P 0 4 0 ؠ `h p| PP 0D Ħ ` P 0Щ zR x $ FJ w ?;*3$" D ` ) X | ( $ l g G X !0 ALaAd 0! KEB B(D0C8GM 8A0A(B BBBG F8D0A(B BBB ! AV 8 ! ` L h" BED D(G5HKRKACAILONCI #% D #% D $% D ($% D D$% D `$% D ( |$% D < $% D P $% D d $ G D% Dr J 4 & AD z CF I AF W CF & &F & &u $ P' 8 L'4 $ L x' g G X t + + +B D h @+B D h x+ t+ p+ l+@ _ +! $ 0 +^ BMN hMG X + l + + , ( , Lm G E K CE , DI $ ,- ACG TIA H , BBB B(A0A8DPX 8A0A(B BBBH H ` D/B BBB B(A0A8DPP 8A0A(B BBBH H H1" BBB B(A0A8DP< 8A0A(B BBBD H ,3! BBB B(A0A8DP' 8A0A(B BBBA D 5c X l5% l 5 5 5 5 5 5' 5 5 5 56 4 5 Xh L X7 ` T7 4 t P7 BAA g DBG VDB 7 ( 7 BAA g DBG 4 8 BAA g DBG PEB $ 8, 8 8& L 80 ` 80 0 t 8n ADG N DAA DDA8 ,9 BBA A(D0| (D ABBA ; ;A FM M Q 8; 0 D; D @; X <; l 8; H 4;H BBB B(A0A8DP= 8A0A(B BBBK 8= D X @=( D c X=- D0h p=; N0l , = Do E L A zR x <' | = = AJA `> \> X>, K t>, \I > >2 0 > BME L T @? BDD D(K0 (A ABBA s (A ABBG $ @W BKG AB @ Av BQP L(G0Gp 0A(A BBBD < DB BGE D(A0 (A BBBD P B1 d B1 4 x C[ BAA B ABG DAE H DCq BBA A(D0G (D ABBF D(G ABB xC AW |C AW ( 4 CV BNN0o ABA ( ` CV BNN0o ABA 0 C BKE D0 AABA 0 D BNK D0 AABA 0 E BNK D0 AABA 8 ( E\ BQO L(Mp (A ABBA 8 d F\ BQO L(Mp (A ABBA ( HV BNN0o ABA ( 8HV BNN0o ABA ( lHV BNN0o ABA ( $ HV BNN0o ABA ( P HV BNN0o ABA ( | IV BNN0o ABA <I AW @I AW DI AW HI AW LI AW 4 PI AW P TI AW l XI AW \I AW `I AW dI A^ hIN AL0A IN AL0A ( I AGG v AAA H ,Js A[ v AA ( l Jb BDG r ABA ( J_ BGD o ABA K AR@ AK ( lLL BFG d ABJ L3 N d ( , L8 BFG ` ABA ( X L8 BFG ` ABA ( L8 BFG ` ABA ( L8 BFG ` ABA MF AV h AA $ 4M9 ACG0kAA $ ( LM9 ACG0kAA P dM2 AG hA p M2 AG hA 0 M BKE DP AABA `N, K8 |N BOK D(G` (A ABBA 0 PP BKE DP AABA 8 H Q BGA D(G0~ (A ABBA 8 pQ BGA D(G0~ (A ABBA 8 Q BQO L(Mp} (A ABBA 8 R BQO L(Mp} (A ABBA @ 8 |S BON D(D0Gp 0A(A BBBA @ | HT BON D(D0Gp 0A(A BBBA @ U BOO H(D0Gp 0A(A BBBA @ U BOO H(D0Gp 0A(A BBBA 8 H V BOH D(G@i (A ABBE $ PWi BAR0PAB$ WF BAG xAB H W BEH E(D0D8G@e 8A0A(B BBBA 4X 4 @X H LX 8 \ HX BBG D(G0h (A ABBA 0 X BGD G0c AABA 8 hY BOK D(GPp (A ABBA @ Z BOL D(D0G`y 0A(A BBBA H L Z BOP L(G0D8G 8A0A(B BBBA 0 [l BDG G0N AABA @ [ BOL A(D0J@h 0A(A BBBA 8 4\ BOF H(G`z (A ABBA 0 L \ BNJ GP AABA H 4] BEG E(I0I8Tp2 8A0A(B BBBA $ _j BAG \AB _ N ] A 8 ` BOK D(G@\ (A ABBA L 8aj AD0B AA ( p a2 ACG _ AAA ( a2 ACG _ AAA ( a2 ACG _ AAA ( a2 ACG _ AAA ( at AGG ~ AAA ( L (bt AGG ~ AAA 8 x |b BOK L(GP (A ABBG dU N0F HdU N0F8 d BPJ E(D (A ABBA L e> BON E(D0A8D= 8A0A(B BBBA 8 p g BPJ E(D (A ABBA L (i$ BOL O(E0A8D 8A0A(B BBBA L k$ BOL O(E0A8D 8A0A(B BBBA H L l BOL N(E0A8D 8A0A(B BBBA H Ln BOL N(E0A8D 8A0A(B BBBA 0 o BNL J0X AAB q DE P 4 q DEE P ( T q> BDO ` ABA 4 $q BOM P AABA s Ag` AA H Ht BBD D(D8B@BHBPBXH`\0D(D ABB ( t \ < t BEJ B(D0D8GPyXH`KhEpGxBOPW8J0A(B BBB t H u BOI H(D0D8F 8A0A(B BBBA H hv BBD D(D8C@BHEPEXE`\0x(D DBB H v DL B(B0I h v@ DP E(]0I\ w1 BEE K(D0A8GP[XH`KhJpGxE]P[8D0A(B BBB w AR@v AA @ ! xx BMJ D(H0KP 0A(A BBBA D P! y_ BLH H(D0F) 0A(A BBBA 0 ! z BMK O` AABA ( ! z AEG V AAA ! |{ AH A " ,|7 Au < 4" P|k JFB A(A0 (A BBBA t" }I AG " } AJ R AA " ~R AX wA ( " P~a AAD w AAA 4 # ~q BDD p(A0D8D@IABA L 8# ~: BOP I(A0A8GB 8A0A(B BBBA # ̀, K # , K # D0 # = BNK G0u AABA L # , BQO M(J0D8G 8A0A(B BBBA ( H$ 3 AAD` AAA ( t$ AAD@[ AAA $ t AD0Z AA 8 $ BOK G(G@ (A ABBA 8 % ԉ BOK G(G@ (A ABBA L <% ) BOP H(D0D8G 8A0A(B BBBA L % BOP L(G0D8G 8A0A(B BBBA L % ( BQP I(D0D8G 8A0A(B BBBA ( ,& > BGC i ABA X& l& & & & & & & & | ' x ' t 4' p H' l \' h ( p' d> BGC i ABA ' x ' t ' p ' l ' h ( d ( ` (( \ <( X P( T d( P x( L 8 ( Hh BED D(FPB (A ABBA 8 ( |h BED D(FPB (A ABBA 0 ) z BNH GPL AABA 0 8) z BNH GPL AABA 8 l) H BOE D(G`X (A ABBA 8 ) BOE D(G`X (A ABBA 0 ) BAA D@ DABB H * \ BBB B(A0A8D` 8D0A(B BBBJ ( d* Иu AIV0s AAA 0 * $ BNK G0E AABA @ * BQK E(D0DP 0A(A BBBA + + AQ 8+ N 8 L+ H\ BBG A(D0a (A ABBI $ + lO ACO hEA + H + 8 BFE J(A0G8FP 8D0A(B BBBD , $, S L 8, ̝r BBB B(A0A8G 8A0A(B BBBK $ , 5 BCG bDB , Bp F j A , ( , M BAD a ABA H - BBB B(A0A8D` 8A0A(B BBBH H `- # BBB B(A0A8D` 8A0A(B BBBJ H - إ BBB B(A0A8D` 8A0A(B BBBJ - . f DZ B (. <. P. ; ZH d. BEB A(D0{ (D BBBE D(A EBB . u . BBB B(A0A8G 8A0A(B BBBE AEAVH[AEkBrZHEEENA[AFFIbSDxACEEENIcA|DSA / u 8 / hz BBA A(D@ (A ABBD ` (0 m BKB B(A0I8D@VHIPHHA@HNPWHA@I8O0A(B BBB 0 BHB B(A0A8DFPTAGHDPOUAn 8A0A(B BBBG 1 (1 <1 P1 \ AZ A ( l1 (w Bn H L L L L J 1 |: Dq 1 H 1 r BEI E(A0D8G` 8D0A(B BBBB 2 . $2 M ( 82 <_ BDGNAB d2 pU AS |2 % DL 2 BMD E(D@Y (A ABBE (A ABBF d 2 d BBB B(A0A8Dp 8A0A(B BBBF 8A0A(B BBBA , H3 s BGD D0] AAB8 x3 \ BBD A(G0K (A ABBE ` 3 BEB E(G0G8Gp 8A0A(B BBBI T 8F0A(B BBBE H 4 < BBB J(A0H8DP\ 8D0A(B BBBJ d4 D X 0 |4 # JDF DAL j d 4 BBB B(D0E8G 8F0A(B BBBA 8C0A(B BBBA 5 l d ,5 h BEE B(A0A8Dp 8C0A(B BBBA ! 8F0A(B BBBH 5 o N ` 5 ( BBE B(D0A8D`hUpKhA`A 8D0A(B BBBA ThTpKhA` 6 AO ,6 @6 T6 h6 |6 6 6 6 6 6 h 6 BBB B(A0A8DPXJ`DhDpNPXO`DhDpSPZ 8D0A(B BBBD `7 AY |7 7 7 7 7 7 $ 7 n AZ QA8 8 pj ThipDxDDDDDDDL L P8 BEA W(F0L8I@FHFPFXF`FhFpI G BBF 8 ( 8 Q BDA zDG 8 4 8 0B KLL 9 d $9 p ( 89 |7 BAA oAB d9 x9 9 DI 9 DI 9 DI 9 AL 9 DI 4 : N BAD W ABG bAB @: T: 8 h: |: : ` : * BBB B(A0A8D@Z 8G0J(B BBBG D 8A0A(B BBBJ ` ; BBB B(A0A8D@w 8J0G(B BBBB D 8J0D(B BBBE ` l; X* BBB B(A0A8D@Z 8G0J(B BBBG D 8A0A(B BBBJ ` ; $ BBB B(A0A8D@w 8J0G(B BBBB D 8J0D(B BBBE ` 4< BBB E(D0D8G@J 8K0G(B BBBB D 8A0A(B BBBB < L < X+ L < t+ L < + L < $ < % BAG TDB $= l 8= y BBB A(D0 (G DBBF { (A BBBF S (D EDBF z(D BBB H = BBB A(D0 (G BBBF l(A BBB = ` > l > x4 U 0> 1 R D> + L X> l> > > > > > > > ? AL (? DI @? DI X? l? ? ? ? ? P ? KGE A(D0 (A ABBL P (C ABBH $@ 8@ , H L@ ( BBE B(A0D8D@_ 8D0A(B BBBH @ @ @ @ \ @ BBJ A(D0[8P@FHFPFXF`FhFpFxFI0A (A BBBA HA \ ( \A X^ BDA t ABA 0 A : BDG P ABH DGB 8 A KBA D(D0(D ABB A ln AM B ]H B BBB B(A0A8DpZ 8D0A(B BBBK ( dB 9 HDF ]AAG B B B B B 4 S B j 8 C d BEA A(D0 (A ABBA , LC JLR b ABA \ |C 8 BEB B(A0D8I 8A0A(B BBBE C^B P C h+ BAA D@_HDPDXD`I@ DABA ^ DABA 8 0D $- BAD@_HDPDXD`I@S DBA L lD .J BBB B(D0D8D 8A0A(B BBBE $ D 2% BAG TDB D 2 DJ E H E 2 BBE G(D0D8K@ 8A0A(B BBBC < LE 3/ BBB A(A0v (A BBBE E 4. BBB E(A0A8DlLDAIDGDIiQHDIf 8A0A(B BBBB F @7& D] \ ,F X74 BEB B(A0A8GDDDIL 8A0A(B BBBD F 88 8 F 48| DJF L(M0F8F@FHFPFXF`IA F x8 H F 8 BBB B(A0A8D`8A0A(B BBB H <G : BEB B(A0I8GP 8D0A(B BBBK X G l< BBB D(A0DP 0D(A BBBE 0D(A BBBA G >9 As H > H > d (H >g BBB B(A0A8DP7 8A0A(B BBBA H 8A0A(B BBBA H @L l H A BGB B(A0A8D`hWpDxAI``hDpDxAU` 8D0A(B BBBA I 0IA Fp 0I dI5 A` G H PI I dI I xI |I I xI I tI I pI I lI I hI: Du I II Fv J I, $J I , 8J IK A D z F K E j hJ J |J K W\ J @L BPB E(N0D8IpxDHUjpQ 8A0A(B BBBF t J f UBB B(D0A8GP 8A0A(B BBBI x8A0A(B BBBFHP \ lK M BLF B(A0A8DpxGDALp 8D0A(B BBBA H K gG BOB B(A0A8DP 8A0A(B BBBC zPLR x d $ O ;G BBB B(A0A8JGGGV 8A0A(B BBBE , zPLR x9 4 0 F L [ < L [ ADD y AAD f AAH KDA | <M X[ BEB B(D0D8GpxJVxApgxJXxApK 8A0A(B BBBB K 8A0A(B BBBK M hf H M Tgw BJB E(D0D8D@ 8E0A(B BBBD l N i KLL E(A0A8GP 8A0A(B BBBB 8A0A(B BBBI H N \ De O P K N (] BBB E(D0A8JDDDDDDDIHUB 8A0A(B BBBD lHaBsH`AwVFA dO k0 NTG O k! O l O l D0 A O o D A O p' O p% D P q% DH P (q BBB B(A0A8D`s 8D0A(B BBBA 4 hP x/ MPS ABK ADI L P BLE B(A0A8G 8A0A(B BBBF P J W ( Q `` g\( EI ( @Q AK(J AI XA lQ (' L Q D BIB B(A0A8G 8A0A(B BBBA L Q BLB B(A0A8G; 8A0A(B BBBA L R BLB B(A0A8G 8A0A(B BBBB L pR BLB B(A0A8GR 8A0A(B BBBA L R 6 BBB B(A0A8G2 8A0A(B BBBA L S 4$ BBB B(A0A8J 8A0A(B BBBA L `S 9\ BEB B(A0A8G 8A0A(B BBBA L S K$ BBB B(A0A8G 8A0A(B BBBA L T j BBB B(A0A8G 8A0A(B BBBA L PT ~dJ BBB B(A0A8GF 8A0A(B BBBA H T $N BHE E(A0D8G` 8A0A(B BBBA T ( U \ $ U YPAA <U 3 DA,A H `U \ BBF B(A0A8DP?8A0A(B BBB H U K BBF B(A0A8D` 8A0A(B BBBF U V V YA <V x YA XV ,0 L lV H BIB B(A0A8G 8A0A(B BBBA H V BIB B(A0A8G}8A0A(B BBB H W \ BHE B(D0I8DPY 8A0A(F BBBG T TW \KK F(D0A8G< 8A0A(B BBBA 6H W 8` BIB B(A0A8D@ 8A0A(B BBB H W L BHE B(D0I8DPY 8A0A(F BBBG L DX BIB B(A0A8G 8A0A(B BBBB ( X 0,_ _O AK nH X d/ BHE B(D0I8DPY 8A0A(F BBBG L Y / BLB B(A0A8G 8A0A(B BBBG < \Y ?J BEM A(E0 (A BBBA H Y C BHE B(D0I8DPY 8A0A(F BBBG L Y DS BLB B(A0A8G 8A0A(B BBBA @ 8Z M LEF B(A0E80A(B BBB H |Z N BHE B(D0I8DPY 8A0A(F BBBG L Z O BBB B(A0A8G 8A0A(B BBBA L [ |Rq BBB B(A0A8G 8A0A(B BBBA L h[ VD BBB B(A0A8G 8A0A(B BBBA L [ ] BBB B(A0A8GN 8A0A(B BBBA 8 \ LeF BHJ A(D0a(A FBB H D\ `e BLB B(A0A8Dpw8A0A(B BBB H \ g BLB B(A0A8Dp8A0A(B BBB 8 \ 8iF BHJ A(D0a(A FBB 8 ] LiF BHJ A(D0a(A FBB @ T] `i. LEF B(A0E80A(B BBB ] Lp @ ] y LEF B(A0E8g0A(B BBB @ ] d{ LEF B(A0E8v0A(B BBB @ 4^ } LEF B(A0E80A(B BBB @ x^ LP LEF B(A0E8'0A(B BBB @ ^ X LEF B(A0E80A(B BBB @ _ $ LEF B(A0E80A(B BBB @ D_ LEF B(A0E80A(B BBB H _ < BFB B(A0A8Dx 8A0A(B BBB H _ BLB B(A0A8D8A0A(B BBB ` 1 f A v @` ĥ d T` ! BGB B(A0A8G 8A0A(B BBBA 8D0A(B BBBE ` Ae J H ` BBB B(A0A8D` 8A0A(B BLBD H (a < BBB B(A0A8D` 8A0A(J BEBA d ta ( BHB B(A0A8G} 8A0A(B BBBA 8 8D0A(B BBBL a GZ A H a BBB B(A0A8D` 8A0E(B FBBA Hb L \b BBB B(A0A8G 8A0A(B BFBA b L b ? BBB B(A0A8G1 8A0A(B BFBH L c % BBB B(A0A8Gj 8A0A(B BJBK $ zR x , s2 t c ( BBB B(A0A8GLLPNK 8E0A(E BBBJ dLKPI \ d * BBB E(A0A8GPLKPIM 8A0A(B BBBA L td *a BBB B(A0A8G 8A0A(B BEBL d 5 H d 5 BBB B(A0A8D` 8A0A(J BEBA $e 5 P 8e 5 BBE A(D0 (D BBBG e (D EBBF e hLE n e L[ O 8 e L BBE A(D@B (A ABBJ 0 e pM BDD G0| AABG H (f M BBB B(A0A8D`8A0A(B BBB tf P+ Ai H f DO BBB B(A0A8D`8A0A(B BBB f + Ai d f ,z BBB B(A0A8Dp 8A0A(B BBBB c 8A0A(B BBBC `g DP[ tg 0 Ap G 0 g r ANG0e AAC oAA g @PE D@H g xP( KBB D(A0 (D GBBL g (h \QU <h Q Ph Q dh Q xh Q ( h QV AAD l AAA H h Qu BEA A(G0 (D ABBH D(H DBB ( i Ra AAD w AAA ( 0i TR} AAD r AAA ( \i RW AAD m AAA ( i RY AAD o AAA ( i S BAA r AJD ( i tS AAD D AAD ( j S" AAD t AAA ( 8j T$ AAD v AAA ( dj V$ AAD v AAA ( j W$ AAD v AAA ( j X# AAD u AAA ( j Y# AAD u AAA ( k Z% AAD w AAA ( @k [$ AAD v AAA ( lk \$ AAD v AAA ( k ]% AAD w AAA ( k ^$ AAD v AAA ( k $_ AAD Y AAA ( l _ AAD @ AAA Hl L` ( \l X`U AAD k AAA ( l `U AAD d HAA H l `u BEA A(G0 (D ABBH D(H DBB ( m `P AAD f AAA ( ,m aR AAD d AAE H Xm LaB BEB E(D0A8D@ 8A0A(B BBBA ( m PbK BDD ` ABA 4 m $u BDA C GBM QAB H n lf BOB B(A0A8DP 8A0A(B BBBD @ Tn a BAA G AABK V AABA H n L! BBB B(A0K8DP 8A0A(B BBBC n 0+ H n Lt BBE B(A0G8Dp 8A0A(B BBBB t Do UBB E(A0A8J@ 8A0A(B BBBB X8A0A(B BBBFH@ o 0 P # a # BBB E(A0A8G\ 8A0A(B BBBA , zPLR xp 4 ڝ" # P X$ p # BEK D(FPz (D ABBA i (D ABBA $ zPLR xp P , h .# $ $ TpT # BM0w EA zPLR xo 0 ( " " , P% Pp_ " BMD@@ ABA zPLR xEo @ ( Ԝ ~" 0 q ԾX ADG r AAH MAA L % ;" BOB B(A0A8D`[ 8A0A(B BBBH @ @& ` " BBE E(D0I (A BBBA d & |o ! KBB B(D0A8GP 8A0A(B BBBE HP( zPLR xm P 0 ~r s! 4 Ds @ BAA u ABL QAB H |s # BFB B(A0A8DP{ 8A0A(B BBBI $ s q; BAG jDB L ' de BBE B(D0D8Gp 8A0A(B BBBA L ,( @ BBB E(A0A8Jp| 8A0A(B BBBA L |( te BBE B(D0D8Gp 8A0A(B BBBA L ( e _ BBE B(D0D8Gp 8A0A(B BBBA L ) e 7 BBE B(D0D8Gp 8A0A(B BBBA L l) @ BBB E(A0A8Jp| 8A0A(B BBBA L ) e BBE B(D0D8Gp 8A0A(B BBBA L * @ BBB E(A0A8Jp| 8A0A(B BBBA L \* e BBE B(D0D8Gp 8A0A(B BBBA L * w BBE B(D0D8Gp 8A0A(B BBBA L * A O BBB E(A0A8Jpy 8A0A(B BBBA L L+ ' BBE B(D0A8G`' 8A0A(B BBBA + 7 BBE B(D0A8D 8A0A(B BBBA ` 8A0A(B BBBF 8F0A(B BBBB 8C0A(B BBBA L 8, e BBE B(D0D8Gp 8A0A(B BBBA L , e BBE B(D0D8Gp 8A0A(B BBBA L , e g BBE B(D0D8Gp 8A0A(B BBBA L (- P ? BBB E(A0A8Jp 8A0A(B BBBA P x- BBB E(D0A8GV 8A0A(B BBBA L - 4k. BBB E(A0D8G 8A0A(B BBBE , zPLR xf 4 b P d. BBB E(A0A8J 8A0A(B BBBA P . xkx [ BBB B(A0D8G 8A0A(B BBBG ^ 8 < $/ ( BEE D(G0M (A ABBA L d/ \{ BBE B(D0A8G` 8A0A(B BBBA | / _ BBE B(A0D8Dp 8A0A(B BBBD d 8C0A(B BBBH e 8F0A(B BBBD P 40 l BBB E(D0A8GV 8A0A(B BBBA d 0 (l s BBB E(D0A8Gp 8A0A(B BBBG Z 8A0A(B BBBA ( zPLR xc p 0 Ӓ| < 41 L BEE D(G0M (A ABBA P t1 BBB E(D0A8GV 8A0A(B BBBA d 1 xl BBB E(D0A8Gp 8A0A(B BBBG Z 8A0A(B BBBA D ;| X < H2 H BEE D(G0N (A ABBA L 2 x{ BBE B(D0A8G` 8A0A(B BBBA | 2 BEB B(A0D8D 8A0A(B BBBK d 8C0A(B BBBH f 8F0A(B BBBC P X3 BBB E(D0A8GV 8A0A(B BBBA d 3 $l BBB E(D0A8Gp 8A0A(B BBBE Z 8A0A(B BBBA ( Ӑ| P < ,4 @ BEE D(G0N (A ABBA L l4 d{ BBE B(D0A8G` 8A0A(B BBBA | 4 BEB B(A0D8D 8A0A(B BBBK d 8C0A(B BBBH f 8F0A(B BBBC P <5 BBB E(D0A8GV 8A0A(B BBBA d 5 k BBB E(D0A8Gp 8A0A(B BBBE Z 8A0A(B BBBA k| H < 6 8 BEE D(G0M (A ABBA | P6 P BEB B(A0D8D 8A0A(B BBBE d 8C0A(B BBBH e 8F0A(B BBBD P 6 p BBB E(D0A8GV 8A0A(B BBBA d $7 k BBB E(D0A8Gp 8A0A(B BBBE Z 8A0A(B BBBA S p < 7 | ` BEE D(G0M (A ABBA | 7 3 BEB B(A0D8D 8A0A(B BBBE d 8C0A(B BBBH e 8F0A(B BBBD P d8 , BBB E(D0A8GV 8A0A(B BBBA d 8 k BBB E(D0A8Gp 8A0A(B BBBG Z 8A0A(B BBBA 4 ?| < 89 8" BGE D(G0M (A ABBA L x9 "{ [ BBE B(D0A8G` 8A0A(B BBBA | 9 $ + BEB B(A0D8D 8A0A(B BBBE d 8C0A(B BBBH g 8F0A(B BBBJ P H: (( BBB E(D0A8GV 8A0A(B BBBA d : k BGB B(D0A8Gp 8A0A(B BBBC Z 8A0A(B BBBA | < ; 4* BEE D(G0M (A ABBA L \; *{ S BBE B(D0A8G` 8A0A(B BBBA | ; , # BEB B(A0D8D 8A0A(B BBBD d 8C0A(B BBBH f 8F0A(B BBBK P ,< $0 BBB E(D0A8GV 8A0A(B BBBA d < 0k BBB E(D0A8Gp 8A0A(B BBBG X 8A0A(B BBBA o| < = 02 x BEE D(G0M (A ABBA L @= 2{ K BBE B(D0A8G` 8A0A(B BBBA | = 4 BEB B(A0D8D 8A0A(B BBBD d 8C0A(B BBBH f 8F0A(B BBBK P > 8 BBB E(D0A8GV 8A0A(B BBBA d d> j BBB E(D0A8Gp 8A0A(B BBBG X 8A0A(B BBBA | < > ,: p BGE D(G0M (A ABBA | $? : C BEB B(A0D8D 8A0A(B BBBD d 8C0A(B BBBH g 8F0A(B BBBJ P ? = BBB E(D0A8GV 8A0A(B BBBA d ? j BGB B(D0A8Gp 8A0A(B BBBH X 8A0A(B BBBA t | < x@ ? BEE D(G0M (A ABBA L @ @{ k BBE B(D0A8G` 8A0A(B BBBA P A B ; BBB E(D0A8GV 8A0A(B BBBA d \A k BBB E(D0A8Gp 8A0A(B BBBG Z 8A0A(B BBBA | < A D BFD D(G0{ (A ABBA L B E BBE B(D0A8G`' 8A0A(B BBBA | lB GD g BBE B(A0D8Dp 8C0A(B BBBJ E 8F0A(B BBBD x 8D0A(B BBBC P B I BBB E(D0A8GV 8A0A(B BBBA P @C jE BBE B(D0C8G[ 8A0A(B BBBB , zPLR x1Q 4 V L C dl BHB B(A0A8Dp 8A0A(B BBBG @ q) P 0 X <K BAG y AHD OJBl K BFD D(D0B (D ABBA { (G ABBI D (F DBBF Q(D DBB 0 8L BAG y AHD OJBP E h BII F(A0A8G 8K0A(B BBBE , zPLR xUO 4 &( < E Lt BFD D(G0 (A ABBA E XM BEB B(A0D8D 8A0A(B BBBF W 8F0A(B BBBB 8A0A(B BBBF 4 |F to8 g AC HK.O. r A , zPLR xN 4 v _ 8 4w BED A(N0i (D ABBD L d 5 EAF N: > & G ) G C9 L #W !S & U/ %~ } !+&R Mb ] m } %&* y } ) () } %&* y } %&* y } %&* y } ) () } %&* y } ) () } %&* y } %&* y } %') y } %'5 u QAp }}I I %&* y } %&* y } %&* y } ) () } %(( u } $T 8* -!() h } -3{ 9 [* $ T8 ') m Q>m ? j }} H H %(( u } !(a R* $ T8 %(( u } !(a R* $ T9 ') m Q?w @ }} F F %(( u } !)a R* $ T9 ') m Q?w @ }} E E %(( u } !)a R* $ T8 Q?w ? }} 0E $E %(( u } !(s @* $ T8 Q?w ? }} tD hD %(( u } !(a R* & V8 ') n Q?w A }} C C %(( u } !,a R* $ T8 ') m Q?w @ }} B B %(( u } !(a R* $ T8 ') m Q?w @ }} A A %(( u } !(a R* & V8 Q?w A }} $A A %(( u } !+a R* $ T8 ') m %(( u } !(a R* % Xb %'5 u 1!BI' I 8 }}? ? %(( u } "*x Q . t $ % c 1!iJ7 o ; }}> > ]L1S ** ** * ** %* % }} > > - :+ }} l> `> 9 9 9 A # * 1 5 ; A K Z d s , 4 E W c t | ! * ; F T f y 0* X* 8 U r ^ b f k o s w { 3 $ , 1 9 C L Z _ m | 3 ; F U e n w H G pH H H O PH K G pH H H O PH M N . 2 7 < < G L Q " V $ [ T ` n e j o t $ y B J b 2 n R 8 x* * * 6 B + `+ + \ \ \ \ \ \ o ` ] ~] ( o o o o h 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v & 6 F V f v ! ! &! 6! F! V! f! v! ! ! ! ! ! ! ! ! " " &" 6" F" V" f" v" " " " " " " " " # # &# 6# F# V# f# v# # # # # # # # # $ $ &$ 6$ F$ V$ f$ v$ $ $ $ $ $ $ $ $ % % &% 6% F% V% f% v% % % % % % % % % & & && 6& F& V& f& v& & & & & & & & & ' ' &' 6' F' V' f' v' ' ' ' ' ' ' ' ' ( ( &( 6( F( V( f( v( ( ( ( ( ( ( ( ( ) ) &) 6) F) V) f) v) ) ) ) ) ) ) ) ) * * &* 6* F* V* f* v* * * * * * * @H 0M H 0H H 0M H 0H GCC: (GNU) 11.2.1 20220127 (Red Hat 11.2.1-9) GA$3a1 .shstrtab .note.gnu.build-id .gnu.hash .dynsym .dynstr .gnu.version .gnu.version_r .rela.dyn .rela.plt .init .text .fini .rodata .eh_frame_hdr .eh_frame .gcc_except_table .init_array .fini_array .data.rel.ro .dynamic .got .got.plt .data .bss .comment .gnu.build.attributes 8 8 $ o ` ` ( F 0 ] ] ~] 8 o E o T ^ B ( h c n * * t z p p p 8 8 h h x x p @ 8 0 8 . 0 h $
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