program: syz_mount_image$bcachefs(&(0x7f000000f640), &(0x7f000000f680)='./file0\x00', 0x800190, &(0x7f0000000380)={[{@background_compression={'background_compression', 0x3d, 'zstd'}}, {@degraded}, {@fsck}, {@journal_flush_disabled}, {@fix_errors={'fix_errors', 0x3d, 'yes'}}]}, 0x3, 0xf63e, 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syz_mount_image$ext4(&(0x7f0000000380)='ext4\x00', &(0x7f0000000240)='./file1\x00', 0x4000, &(0x7f0000000040)={[{@test_dummy_encryption}, {@jqfmt_vfsv1}]}, 0x2, 0xbbf, &(0x7f0000000440)="$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") truncate(&(0x7f0000000280)='./file1\x00', 0x1fefff) r0 = add_key(&(0x7f0000000000)='dns_resolver\x00', &(0x7f0000000440)={'syz', 0x1}, &(0x7f00000002c0)="e51b2731080200", 0x7, 0xfffffffffffffffc) keyctl$read(0xb, r0, 0x0, 0x0) (async) keyctl$read(0xb, r0, 0x0, 0x0) keyctl$restrict_keyring(0x1d, r0, &(0x7f0000000100)='.dead\x00', &(0x7f0000000140)='-\x00') (async) keyctl$restrict_keyring(0x1d, r0, &(0x7f0000000100)='.dead\x00', &(0x7f0000000140)='-\x00') accept$unix(0xffffffffffffffff, &(0x7f0000000080), &(0x7f0000000000)=0x6e) [ 74.571945][ T5336] Bluetooth: hci0: command tx timeout [ 74.796551][ T5357] loop0: detected capacity change from 0 to 32768 [ 74.907663][ T5357] bcachefs (loop0): starting version 1.7: mi_btree_bitmap opts=metadata_checksum=none,data_checksum=none,compression=lz4,background_compression=zstd,metadata_target=/dev/loop0,noinodes_use_key_cache,degraded=yes,journal_flush_disabled,fsck,fix_errors=yes,nojournal_transaction_names [ 74.907683][ T5357] allowing incompatible features above 0.0: (unknown version) [ 74.907689][ T5357] features: lz4,new_siphash,inline_data,new_extent_overwrite,btree_ptr_v2,new_varint,journal_no_flush,alloc_v2,extents_across_btree_nodes [ 74.969980][ T5357] bcachefs (loop0): Using encoding defined by superblock: utf8-12.1.0 [ 74.974490][ T5357] bcachefs (loop0): invalid bkey in superblock btree=inodes level=0: u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 2a20405ac3f40602 written 24 min_key POS_MIN durability: 1 ptr: 0:38:0 gen 0 [ 74.974526][ T5357] invalid key type for btree inodes (btree_ptr_v2), deleting [ 74.999359][ T5357] bcachefs (loop0): invalid bkey in superblock btree=snapshots level=0: u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq d771a06d670df06c written 16 min_key POS_MIN durability: 1 ptr: 0:32:0 gen 0 [ 74.999378][ T5357] invalid key type for btree snapshots (btree_ptr_v2), deleting [ 75.014558][ T5357] bcachefs (loop0): invalid bkey in superblock btree=lru level=1: u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 93dda84068e88b3f written 16 min_key POS_MIN durability: 0 poisoned [ 75.014572][ T5357] has non ptr field, deleting [ 75.026428][ T5357] bcachefs (loop0): recovering from clean shutdown, journal seq 13 [ 75.031904][ T5357] bcachefs (loop0): Version upgrade required: [ 75.031904][ T5357] Version upgrade from 0.32: (unknown version) to 1.7: mi_btree_bitmap incomplete [ 75.031904][ T5357] Doing incompatible version upgrade from 0.32: (unknown version) to 1.28: inode_has_case_insensitive [ 75.031904][ T5357] running recovery passes: check_allocations,check_extents_to_backpointers,check_snapshots,check_subvols,check_inodes,check_dirents,set_fs_needs_rebalance [ 75.066209][ T5357] bcachefs (loop0): btree node read error at btree alloc level 0/0 [ 75.066239][ T5357] u64s 11 type btree_ptr_v2 U64_MAX:18446744069414584328:U32_MAX len 0 ver 0: seq 1818ce08861e3527 written 40 min_key POS_MIN durability: 1 ptr: 0:26:0 gen 0 [ 75.066248][ T5357] loop0 node offset 0/40 bset u64s 0: checksum error, type chacha20_poly1305_128: got 2b3128554b281fc996daa8c45b178c02 should be a1c0cae4d1c6eac9087fba7ada6f601b [ 75.066256][ T5357] loop0 node offset 0/40 bset u64s 0: incorrect max key 18446744073709530367:U64_MAX:U32_MAX [ 75.066263][ T5357] loop0 btree validate error [ 75.066268][ T5357] flagging btree alloc lost data [ 75.066274][ T5357] running recovery pass check_topology (2), currently at recovery_pass_empty (0) [ 75.066280][ T5357] running recovery pass check_lrus (14), currently at recovery_pass_empty (0) [ 75.066287][ T5357] running recovery pass check_backpointers_to_extents (16), currently at recovery_pass_empty (0) [ 75.066294][ T5357] running recovery pass check_alloc_info (13), currently at recovery_pass_empty (0) [ 75.066301][ T5357] ret btree_node_read_err_bad_node [ 75.117146][ T5357] bcachefs (loop0): error reading btree root btree=alloc level=0: btree_node_read_error, fixing [ 75.125495][ T5357] bcachefs (loop0): btree node read error at btree backpointers level 0/0 [ 75.125509][ T5357] u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 3b468546fb27822d written 24 min_key POS_MIN durability: 1 ptr: 0:36:0 gen 0 [ 75.125519][ T5357] loop0 node offset 8/24 bset u64s 35: checksum error, type chacha20_poly1305_128: got 8176c907e68d2e49c2c27be737d6f700 should be 230eae69ad0f1e91715326573b3e405a [ 75.125528][ T5357] loop0 node offset 16/24 bset u64s 14: checksum error, type chacha20_poly1305_128: got 18612bb0bd5c0ead57b5f85959915bcf should be 6399ef4aeb6d8a4369c39b0b9ed27362 [ 75.125537][ T5357] loop0 btree validate error [ 75.125542][ T5357] repair success (rewriting node) [ 75.159063][ T5357] bcachefs (loop0): btree node read error at btree (unknown btree 23) level 0/0 [ 75.159077][ T5357] u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq d682cebdf2a7eb26 written 16 min_key POS_MIN durability: 1 ptr: 0:35:0 gen 0 [ 75.159086][ T5357] loop0 node offset 0/16 bset u64s 0: incorrect btree id [ 75.159099][ T5357] loop0 btree validate error [ 75.159105][ T5357] flagging btree (unknown btree 23) lost data [ 75.159110][ T5357] running recovery pass scan_for_btree_nodes (1), currently at recovery_pass_empty (0) [ 75.159117][ T5357] ret btree_node_read_err_bad_node [ 75.184869][ T5357] bcachefs (loop0): error reading btree root btree=(unknown btree 23) level=0: btree_node_read_error, fixing [ 75.191443][ T5357] bcachefs (loop0): check_topology... [ 75.192074][ T5357] Oops: general protection fault, probably for non-canonical address 0xdffffc000000000e: 0000 [#1] SMP KASAN NOPTI [ 75.198815][ T5357] KASAN: null-ptr-deref in range [0x0000000000000070-0x0000000000000077] [ 75.202336][ T5357] CPU: 0 UID: 0 PID: 5357 Comm: syz.0.0 Not tainted 6.16.0-syzkaller-11952-g6e64f4580381 #0 PREEMPT(full) [ 75.207282][ T5357] Hardware name: QEMU Standard PC (Q35 + ICH9, 2009), BIOS 1.16.3-debian-1.16.3-2~bpo12+1 04/01/2014 [ 75.211880][ T5357] RIP: 0010:kasan_byte_accessible+0x12/0x30 [ 75.214651][ T5357] Code: 0f 1f 84 00 00 00 00 00 90 90 90 90 90 90 90 90 90 90 90 90 90 90 90 90 66 0f 1f 00 48 c1 ef 03 48 b8 00 00 00 00 00 fc ff df <0f> b6 04 07 3c 08 0f 92 c0 c3 cc cc cc cc cc 66 66 66 66 66 66 2e [ 75.222882][ T5357] RSP: 0018:ffffc9000eacee98 EFLAGS: 00010202 [ 75.225618][ T5357] RAX: dffffc0000000000 RBX: ffffffff84566db3 RCX: 936e6faebf50bc00 [ 75.229067][ T5357] RDX: 0000000000000000 RSI: ffffffff84566db3 RDI: 000000000000000e [ 75.232540][ T5357] RBP: ffffffff8423e4dc R08: 0000000000000001 R09: 0000000000000000 [ 75.235967][ T5357] R10: dffffc0000000000 R11: fffffbfff1f46ca7 R12: 0000000000000001 [ 75.239574][ T5357] R13: 0000000000000070 R14: 0000000000000070 R15: 0000000000000001 [ 75.243070][ T5357] FS: 00007fdba9f966c0(0000) GS:ffff88808d218000(0000) knlGS:0000000000000000 [ 75.246961][ T5357] CS: 0010 DS: 0000 ES: 0000 CR0: 0000000080050033 [ 75.249819][ T5357] CR2: 00005614b8517730 CR3: 0000000042a76000 CR4: 0000000000352ef0 [ 75.253307][ T5357] Call Trace: [ 75.254795][ T5357] [ 75.256145][ T5357] __kasan_check_byte+0x12/0x40 [ 75.258288][ T5357] lock_acquire+0x8d/0x360 [ 75.260268][ T5357] ? lockdep_hardirqs_on+0x9c/0x150 [ 75.262634][ T5357] ? bch2_check_topology+0x57c/0xe00 [ 75.264985][ T5357] ? bch2_check_topology+0x57c/0xe00 [ 75.267377][ T5357] six_lock_ip_waiter+0xa3/0x170 [ 75.269511][ T5357] ? bch2_check_topology+0x57c/0xe00 [ 75.271903][ T5357] ? __pfx_bch2_six_check_for_deadlock+0x10/0x10 [ 75.274725][ T5357] bch2_check_topology+0x61a/0xe00 [ 75.277114][ T5357] ? bch2_check_topology+0x57c/0xe00 [ 75.279486][ T5357] ? do_raw_spin_lock+0x121/0x290 [ 75.282474][ T5357] ? __pfx_bch2_check_topology+0x10/0x10 [ 75.284971][ T5357] ? __bch2_print+0x176/0x220 [ 75.287139][ T5357] ? __pfx___bch2_print+0x10/0x10 [ 75.289280][ T5357] ? lockdep_hardirqs_on+0x9c/0x150 [ 75.291649][ T5357] __bch2_run_recovery_passes+0x3bd/0x1060 [ 75.294318][ T5357] bch2_run_recovery_passes+0x184/0x210 [ 75.296751][ T5357] bch2_fs_recovery+0x2690/0x3a50 [ 75.299042][ T5357] ? __pfx_bch2_fs_recovery+0x10/0x10 [ 75.301484][ T5357] ? __lock_acquire+0xab9/0xd20 [ 75.303691][ T5357] ? __mutex_trylock_common+0x153/0x260 [ 75.306203][ T5357] ? __lock_acquire+0xab9/0xd20 [ 75.308392][ T5357] ? __lock_acquire+0xab9/0xd20 [ 75.310645][ T5357] ? bch2_fs_start+0xa0f/0xda0 [ 75.312746][ T5357] ? up_write+0x1c4/0x420 [ 75.314722][ T5357] ? bch2_fs_start+0x5e7/0xda0 [ 75.316891][ T5357] bch2_fs_start+0xaaf/0xda0 [ 75.318944][ T5357] ? bch2_fs_start+0x5e7/0xda0 [ 75.321034][ T5357] ? __pfx_bch2_fs_start+0x10/0x10 [ 75.323203][ T5357] ? sget+0x267/0x620 [ 75.324861][ T5357] bch2_fs_get_tree+0xb39/0x1520 [ 75.326843][ T5357] ? __pfx_bch2_fs_get_tree+0x10/0x10 [ 75.329075][ T5357] ? __pfx_vfs_parse_comma_sep+0x10/0x10 [ 75.331373][ T5357] vfs_get_tree+0x92/0x2b0 [ 75.333263][ T5357] do_new_mount+0x2a2/0x9e0 [ 75.335273][ T5357] ? ns_capable+0x8a/0xf0 [ 75.337179][ T5357] ? __pfx_do_new_mount+0x10/0x10 [ 75.339502][ T5357] ? path_mount+0x61c/0xfe0 [ 75.341588][ T5357] ? user_path_at+0x44/0x60 [ 75.343567][ T5357] __se_sys_mount+0x317/0x410 [ 75.345653][ T5357] ? __pfx___se_sys_mount+0x10/0x10 [ 75.347949][ T5357] ? do_syscall_64+0xbe/0x3b0 [ 75.350042][ T5357] ? __x64_sys_mount+0x20/0xc0 [ 75.352204][ T5357] do_syscall_64+0xfa/0x3b0 [ 75.354194][ T5357] ? lockdep_hardirqs_on+0x9c/0x150 [ 75.356520][ T5357] ? entry_SYSCALL_64_after_hwframe+0x77/0x7f [ 75.359222][ T5357] ? clear_bhb_loop+0x60/0xb0 [ 75.361363][ T5357] entry_SYSCALL_64_after_hwframe+0x77/0x7f [ 75.364036][ T5357] RIP: 0033:0x7fdba919038a [ 75.366091][ T5357] Code: d8 64 89 02 48 c7 c0 ff ff ff ff eb a6 e8 de 1a 00 00 66 2e 0f 1f 84 00 00 00 00 00 0f 1f 40 00 49 89 ca b8 a5 00 00 00 0f 05 <48> 3d 01 f0 ff ff 73 01 c3 48 c7 c1 a8 ff ff ff f7 d8 64 89 01 48 [ 75.374597][ T5357] RSP: 002b:00007fdba9f95e68 EFLAGS: 00000246 ORIG_RAX: 00000000000000a5 [ 75.377938][ T5357] RAX: ffffffffffffffda RBX: 00007fdba9f95ef0 RCX: 00007fdba919038a [ 75.381485][ T5357] RDX: 000020000000f640 RSI: 000020000000f680 RDI: 00007fdba9f95eb0 [ 75.385068][ T5357] RBP: 000020000000f640 R08: 00007fdba9f95ef0 R09: 0000000000800190 [ 75.388666][ T5357] R10: 0000000000800190 R11: 0000000000000246 R12: 000020000000f680 [ 75.391997][ T5357] R13: 00007fdba9f95eb0 R14: 000000000000f63e R15: 0000200000000380 [ 75.395575][ T5357] [ 75.396985][ T5357] Modules linked in: [ 75.399508][ T5357] ---[ end trace 0000000000000000 ]--- [ 75.408857][ T5357] RIP: 0010:kasan_byte_accessible+0x12/0x30 [ 75.411789][ T5357] Code: 0f 1f 84 00 00 00 00 00 90 90 90 90 90 90 90 90 90 90 90 90 90 90 90 90 66 0f 1f 00 48 c1 ef 03 48 b8 00 00 00 00 00 fc ff df <0f> b6 04 07 3c 08 0f 92 c0 c3 cc cc cc cc cc 66 66 66 66 66 66 2e [ 75.420997][ T5357] RSP: 0018:ffffc9000eacee98 EFLAGS: 00010202 [ 75.423631][ T5357] RAX: dffffc0000000000 RBX: ffffffff84566db3 RCX: 936e6faebf50bc00 [ 75.427049][ T5357] RDX: 0000000000000000 RSI: ffffffff84566db3 RDI: 000000000000000e [ 75.430766][ T5357] RBP: ffffffff8423e4dc R08: 0000000000000001 R09: 0000000000000000 [ 75.434698][ T5357] R10: dffffc0000000000 R11: fffffbfff1f46ca7 R12: 0000000000000001 [ 75.438187][ T5357] R13: 0000000000000070 R14: 0000000000000070 R15: 0000000000000001 [ 75.442812][ T5357] FS: 00007fdba9f966c0(0000) GS:ffff88808d218000(0000) knlGS:0000000000000000 [ 75.446919][ T5357] CS: 0010 DS: 0000 ES: 0000 CR0: 0000000080050033 [ 75.450173][ T5357] CR2: 00005614b8517730 CR3: 0000000042a76000 CR4: 0000000000352ef0 [ 75.453736][ T5357] Kernel panic - not syncing: Fatal exception [ 75.456435][ T5357] Kernel Offset: disabled [ 75.458129][ T5357] Rebooting in 86400 seconds..