program: syz_mount_image$bcachefs(&(0x7f000000f640), &(0x7f0000000140)='./file0\x00', 0x0, &(0x7f0000000180)={[{@background_compression={'background_compression', 0x3d, 'zstd'}}, {@inline_data}, {@data_checksum={'data_checksum', 0x3d, 'none'}}, {@no_data_io}, {@errors_continue}, {@noexcl}, {@str_hash={'str_hash', 0x3d, 'crc32c'}}]}, 0x0, 0xf62f, &(0x7f000000f680)="$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") [ 58.901555][ T5301] Bluetooth: hci0: command tx timeout [ 59.100930][ T5317] loop0: detected capacity change from 0 to 32768 [ 59.315295][ T5317] bcachefs (loop0): starting version 1.7: mi_btree_bitmap opts=errors=continue,metadata_checksum=none,data_checksum=none,compression=lz4,background_compression=zstd,str_hash=crc32c,nojournal_transaction_names,noexcl,no_data_io [ 59.326117][ T5317] invalid bkey in superblock btree=inodes level=1: u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 2a20405ac3f40602 written 24 min_key POS_MIN durability: 1 ptr: 0:536870950:0 gen 0 invalid [ 59.326143][ T5317] pointer past last bucket (536870950 > 128): delete?, fixing [ 59.343383][ T5317] bcachefs (loop0): recovering from clean shutdown, journal seq 13 [ 59.346372][ T5317] bcachefs (loop0): Version upgrade from 1.3: rebalance_work to 1.7: mi_btree_bitmap incomplete [ 59.346372][ T5317] Doing compatible version upgrade from 1.3: rebalance_work to 1.20: directory_size [ 59.346372][ T5317] running recovery passes: check_allocations,check_extents_to_backpointers,check_subvols,check_inodes,check_dirents [ 59.364985][ T5317] bcachefs (loop0): error validating btree node on loop0 at btree extents level 0/0 [ 59.365015][ T5317] u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 4e0410879b0c2f04 written 15 min_key POS_MIN durability: 1 ptr: 0:27:0 gen 0 [ 59.365024][ T5317] node offset 8/15 bset u64s 51: checksum error, type chacha20_poly1305_128: got d84c9b6bdcb743fdc733ca336672ca63 should be 37f1d6087d67d21bebd469bc807a31f8, fixing [ 59.383675][ T5317] bcachefs (loop0): error validating btree node on loop0 at btree extents level 0/0 [ 59.383688][ T5317] u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 4e0410879b0c2f04 written 15 min_key POS_MIN durability: 1 ptr: 0:27:0 gen 0 [ 59.383697][ T5317] node offset 8/15 bset u64s 51: bset past end of btree node (offset 8 len 8 but written 15), fixing [ 59.397385][ T5317] bcachefs (loop0): error validating btree node on loop0 at btree extents level 0/0 [ 59.397400][ T5317] u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 4e0410879b0c2f04 written 15 min_key POS_MIN durability: 1 ptr: 0:27:0 gen 0 [ 59.397408][ T5317] node offset 8/15 bset u64s 0: empty bset, fixing [ 59.410761][ T5317] bcachefs (loop0): btree_node_read_work: rewriting btree node at due to error [ 59.410761][ T5317] btree=extents level=0 u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 4e0410879b0c2f04 written 15 min_key POS_MIN durability: 1 ptr: 0:27:0 gen 0 [ 59.422871][ T5317] bcachefs (loop0): error validating btree node on loop0 at btree dirents level 0/0 [ 59.422887][ T5317] u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 267fcf747c875937 written 24 min_key POS_MIN durability: 1 ptr: 0:41:0 gen 0 [ 59.422895][ T5317] node offset 8/24 bset u64s 6: checksum error, type chacha20_poly1305_128: got f28cd69eb48db9426ddc13f04996e5e0 should be abbf307d6f4195551a4398bf111cbb27, fixing [ 59.443067][ T5317] bcachefs (loop0): btree_node_read_work: rewriting btree node at due to error [ 59.443067][ T5317] btree=dirents level=0 u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 267fcf747c875937 written 24 min_key POS_MIN durability: 1 ptr: 0:41:0 gen 0 [ 59.453821][ T5317] bcachefs (loop0): error validating btree node on loop0 at btree alloc level 0/0 [ 59.453834][ T5317] u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 1818ce08861e3527 written 40 min_key POS_MIN durability: 1 ptr: 0:26:0 gen 0 [ 59.453843][ T5317] node offset 8/40 bset u64s 375: checksum error, type chacha20_poly1305_128: got 3a82557add093526b6b133a1fd2afb34 should be 61ec379a8789477e76ff1a5280fd6dbd, fixing [ 59.471451][ T5317] bcachefs (loop0): btree_node_read_work: rewriting btree node at due to error [ 59.471451][ T5317] btree=alloc level=0 u64s 11 type btree_ptr_v2 SPOS_MAX len 0 ver 0: seq 1818ce08861e3527 written 40 min_key POS_MIN durability: 1 ptr: 0:26:0 gen 0 [ 59.489020][ T5317] bcachefs (loop0): accounting_read... done [ 59.493034][ T5317] bcachefs (loop0): alloc_read... done [ 59.496554][ T5317] bcachefs (loop0): stripes_read... done [ 59.499133][ T5317] bcachefs (loop0): snapshots_read... done [ 59.506187][ T5317] bcachefs (loop0): check_allocations... [ 59.514220][ T5317] bucket 0:26 gen 0 has wrong data_type: got (invalid data type), should be btree, fixing [ 59.519636][ T5317] bucket 0:26 gen 0 data type btree has wrong dirty_sectors: got 3161278832, should be 256, fixing [ 59.525572][ T5317] bucket 0:26 gen 0 data type btree has wrong cached_sectors: got 22686, should be 0, fixing [ 59.531224][ T5317] bucket 0:34 gen 0 has wrong data_type: got user, should be need_discard, fixing [ 59.534445][ T5317] bucket 0:34 gen 0 data type need_discard has wrong dirty_sectors: got 16, should be 0, fixing [ 59.538337][ T5317] bucket 0:38 gen 0 has wrong data_type: got btree, should be need_discard, fixing [ 59.544302][ T5317] bucket 0:38 gen 0 data type need_discard has wrong dirty_sectors: got 256, should be 0, fixing [ 59.551084][ T5317] done [ 59.555694][ T5317] bcachefs (loop0): going read-write [ 59.564465][ T5317] bcachefs (loop0): journal_replay... done [ 59.626679][ T5317] bcachefs (loop0): check_extents_to_backpointers... [ 59.628457][ T5317] bcachefs (loop0): scanning for missing backpointers in 3/128 buckets [ 59.635791][ T5317] done [ 59.637955][ T5317] bcachefs (loop0): check_subvols... [ 59.638422][ T5317] subvolume 1 points to missing subvolume root 4096:4294967295, fixing [ 59.646337][ T5317] Oops: general protection fault, probably for non-canonical address 0xdffffc0000000000: 0000 [#1] PREEMPT SMP KASAN NOPTI [ 59.651813][ T5317] KASAN: null-ptr-deref in range [0x0000000000000000-0x0000000000000007] [ 59.654907][ T5317] CPU: 0 UID: 0 PID: 5317 Comm: syz.0.0 Not tainted 6.14.0-rc1-syzkaller-00034-g92514ef226f5 #0 [ 59.658683][ T5317] Hardware name: QEMU Standard PC (Q35 + ICH9, 2009), BIOS 1.16.3-debian-1.16.3-2~bpo12+1 04/01/2014 [ 59.662555][ T5317] RIP: 0010:bch2_subvolume_delete+0x24bc/0x3bb0 [ 59.664927][ T5317] Code: 89 ef 48 8d b4 24 40 04 00 00 e8 9f 2e cc ff 4d 85 ff 75 9d e8 95 31 48 fd 4c 89 e0 48 c1 e8 03 48 b9 00 00 00 00 00 fc ff df <0f> b6 04 08 84 c0 0f 85 63 12 00 00 45 8b 34 24 44 89 f7 8b 5c 24 [ 59.672342][ T5317] RSP: 0018:ffffc9000d4de760 EFLAGS: 00010246 [ 59.674629][ T5317] RAX: 0000000000000000 RBX: 00000000fffff799 RCX: dffffc0000000000 [ 59.677399][ T5317] RDX: 0000000000000000 RSI: 0000000000000000 RDI: ffffc9000d4debae [ 59.680506][ T5317] RBP: ffffc9000d4dee30 R08: ffffc9000d4debad R09: 0000000000000000 [ 59.684197][ T5317] R10: ffffc9000d4deba0 R11: fffff52001a9bd76 R12: 0000000000000000 [ 59.687278][ T5317] R13: ffff8880555fc000 R14: 0000000000000000 R15: fffffffffffff799 [ 59.690328][ T5317] FS: 00007fba47d216c0(0000) GS:ffff88801fc00000(0000) knlGS:0000000000000000 [ 59.693767][ T5317] CS: 0010 DS: 0000 ES: 0000 CR0: 0000000080050033 [ 59.696245][ T5317] CR2: 000055a1e611a0b8 CR3: 0000000032d5a000 CR4: 0000000000352ef0 [ 59.699329][ T5317] DR0: 0000000000000000 DR1: 0000000000000000 DR2: 0000000000000000 [ 59.702402][ T5317] DR3: 0000000000000000 DR6: 00000000fffe0ff0 DR7: 0000000000000400 [ 59.705371][ T5317] Call Trace: [ 59.706629][ T5317] [ 59.707619][ T5317] ? __die_body+0x5f/0xb0 [ 59.709179][ T5317] ? die_addr+0xb0/0xe0 [ 59.710826][ T5317] ? exc_general_protection+0x3dd/0x5d0 [ 59.713001][ T5317] ? asm_exc_general_protection+0x26/0x30 [ 59.715235][ T5317] ? bch2_subvolume_delete+0x24bc/0x3bb0 [ 59.717414][ T5317] ? bch2_subvolume_delete+0x579/0x3bb0 [ 59.719587][ T5317] ? kfree+0x196/0x430 [ 59.721260][ T5317] ? __pfx_bch2_subvolume_delete+0x10/0x10 [ 59.723435][ T5317] ? bch2_fs_get_tree+0xd8d/0x1740 [ 59.725327][ T5317] ? do_syscall_64+0xf3/0x230 [ 59.727031][ T5317] ? entry_SYSCALL_64_after_hwframe+0x77/0x7f [ 59.729340][ T5317] ? mark_lock+0x9a/0x360 [ 59.730908][ T5317] ? bch2_subvolume_delete+0x579/0x3bb0 [ 59.732979][ T5317] ? __pfx_lockdep_hardirqs_on_prepare+0x10/0x10 [ 59.735362][ T5317] ? bch2_subvolume_delete+0x579/0x3bb0 [ 59.737518][ T5317] ? bch2_printbuf_exit+0x6d/0xa0 [ 59.739405][ T5317] ? bch2_subvolume_delete+0x579/0x3bb0 [ 59.741351][ T5317] ? bch2_printbuf_exit+0x6d/0xa0 [ 59.743166][ T5317] ? bch2_subvolume_delete+0x579/0x3bb0 [ 59.745143][ T5317] bch2_check_subvols+0x1cac/0x3d80 [ 59.747091][ T5317] ? bch2_check_subvols+0x1dd/0x3d80 [ 59.749209][ T5317] ? __pfx_bch2_check_subvols+0x10/0x10 [ 59.751385][ T5317] ? __pfx_prb_read_valid+0x10/0x10 [ 59.753488][ T5317] ? __pfx_console_unlock+0x10/0x10 [ 59.755618][ T5317] ? __bch2_print+0x17a/0x220 [ 59.757706][ T5317] ? bch2_check_subvols+0x1dd/0x3d80 [ 59.760122][ T5317] ? __pfx_lockdep_hardirqs_on_prepare+0x10/0x10 [ 59.762588][ T5317] bch2_run_recovery_pass+0xf0/0x1e0 [ 59.764550][ T5317] bch2_run_recovery_passes+0x2ad/0xa90 [ 59.766664][ T5317] bch2_fs_recovery+0x265a/0x3de0 [ 59.768586][ T5317] ? __pfx_bch2_fs_recovery+0x10/0x10 [ 59.770592][ T5317] ? __pfx_lock_release+0x10/0x10 [ 59.772505][ T5317] ? bch2_get_next_online_dev+0x2b/0x4f0 [ 59.774762][ T5317] ? __pfx_lock_release+0x10/0x10 [ 59.776642][ T5317] ? bch2_get_next_online_dev+0x2b/0x4f0 [ 59.778746][ T5317] ? bch2_get_next_online_dev+0x4b9/0x4f0 [ 59.780995][ T5317] ? bch2_get_next_online_dev+0x2b/0x4f0 [ 59.783225][ T5317] ? llist_reverse_order+0x72/0x90 [ 59.785276][ T5317] bch2_fs_start+0x37c/0x610 [ 59.787122][ T5317] bch2_fs_get_tree+0xd8d/0x1740 [ 59.789219][ T5317] ? __pfx_bch2_fs_get_tree+0x10/0x10 [ 59.791266][ T5317] ? generic_parse_monolithic+0x387/0x400 [ 59.793450][ T5317] ? rcu_is_watching+0x15/0xb0 [ 59.795207][ T5317] ? apparmor_capable+0x13b/0x1b0 [ 59.797162][ T5317] vfs_get_tree+0x90/0x2b0 [ 59.798496][ T5317] do_new_mount+0x2be/0xb40 [ 59.799789][ T5317] ? __pfx_do_new_mount+0x10/0x10 [ 59.801253][ T5317] __se_sys_mount+0x2d6/0x3c0 [ 59.802582][ T5317] ? __pfx___se_sys_mount+0x10/0x10 [ 59.804529][ T5317] ? exc_page_fault+0x590/0x8b0 [ 59.806329][ T5317] ? __x64_sys_mount+0x20/0xc0 [ 59.807979][ T5317] do_syscall_64+0xf3/0x230 [ 59.809875][ T5317] ? clear_bhb_loop+0x35/0x90 [ 59.811683][ T5317] entry_SYSCALL_64_after_hwframe+0x77/0x7f [ 59.813861][ T5317] RIP: 0033:0x7fba46f8e58a [ 59.815377][ T5317] 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 [ 59.822299][ T5317] RSP: 002b:00007fba47d20e68 EFLAGS: 00000246 ORIG_RAX: 00000000000000a5 [ 59.825324][ T5317] RAX: ffffffffffffffda RBX: 00007fba47d20ef0 RCX: 00007fba46f8e58a [ 59.828271][ T5317] RDX: 000020000000f640 RSI: 0000200000000140 RDI: 00007fba47d20eb0 [ 59.831337][ T5317] RBP: 000020000000f640 R08: 00007fba47d20ef0 R09: 0000000000000000 [ 59.834429][ T5317] R10: 0000000000000000 R11: 0000000000000246 R12: 0000200000000140 [ 59.837542][ T5317] R13: 00007fba47d20eb0 R14: 000000000000f62f R15: 0000200000000180 [ 59.840423][ T5317] [ 59.841563][ T5317] Modules linked in: [ 59.843590][ T5317] ---[ end trace 0000000000000000 ]--- [ 59.854379][ T5317] RIP: 0010:bch2_subvolume_delete+0x24bc/0x3bb0 [ 59.856580][ T5317] Code: 89 ef 48 8d b4 24 40 04 00 00 e8 9f 2e cc ff 4d 85 ff 75 9d e8 95 31 48 fd 4c 89 e0 48 c1 e8 03 48 b9 00 00 00 00 00 fc ff df <0f> b6 04 08 84 c0 0f 85 63 12 00 00 45 8b 34 24 44 89 f7 8b 5c 24 [ 59.875702][ T5317] RSP: 0018:ffffc9000d4de760 EFLAGS: 00010246 [ 59.878096][ T5317] RAX: 0000000000000000 RBX: 00000000fffff799 RCX: dffffc0000000000 [ 59.881127][ T5317] RDX: 0000000000000000 RSI: 0000000000000000 RDI: ffffc9000d4debae [ 59.883679][ T5317] RBP: ffffc9000d4dee30 R08: ffffc9000d4debad R09: 0000000000000000 [ 59.886361][ T5317] R10: ffffc9000d4deba0 R11: fffff52001a9bd76 R12: 0000000000000000 [ 59.889055][ T5317] R13: ffff8880555fc000 R14: 0000000000000000 R15: fffffffffffff799 [ 59.896342][ T5317] FS: 00007fba47d216c0(0000) GS:ffff88801fc00000(0000) knlGS:0000000000000000 [ 59.899624][ T5317] CS: 0010 DS: 0000 ES: 0000 CR0: 0000000080050033 [ 59.902661][ T5317] CR2: 000055a1e611a0b8 CR3: 0000000032d5a000 CR4: 0000000000352ef0 [ 59.905522][ T5317] DR0: 0000000000000000 DR1: 0000000000000000 DR2: 0000000000000000 [ 59.908380][ T5317] DR3: 0000000000000000 DR6: 00000000fffe0ff0 DR7: 0000000000000400 [ 59.911966][ T5317] Kernel panic - not syncing: Fatal exception [ 59.914486][ T5317] Kernel Offset: disabled [ 59.916050][ T5317] Rebooting in 86400 seconds..