# https://syzkaller.appspot.com/bug?id=f34aaaca22b6590b45be3c10114cf04f402cfdc0 # See https://goo.gl/kgGztJ for information about syzkaller reproducers. #{"threaded":true,"repeat":true,"procs":5,"slowdown":1,"sandbox":"","sandbox_arg":0,"close_fds":false,"ieee802154":true,"tmpdir":true,"callcomments":true} syz_mount_image$exfat(&(0x7f0000000540), &(0x7f0000000040)='./file1\x00', 0x10, &(0x7f0000000300)=ANY=[@ANYBLOB='utf8,utf8,iocharset=cp862,iocharset=cp864,discard,errors=remount-ro,fmask=00000000000000000007777,gid=', @ANYRESHEX=0x0, @ANYBLOB="2c757466382c616c6c6f775f7574696d653d3030303030303030303030303030303030312c616c6c6f775f7574696d653d30303030303030303030303030303030303030333737372c0002e5cc2c3640db32594e71db"], 0x1, 0x1526, &(0x7f0000003f80)="$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") r0 = open(&(0x7f00000000c0)='.\x00', 0x8000, 0x50) ioctl$FS_IOC_REMOVE_ENCRYPTION_KEY(r0, 0x8004587d, &(0x7f0000000080)={@desc={0x1, 0x0, @desc1}}) mkdirat(0xffffffffffffff9c, &(0x7f00000000c0)='./bus\x00', 0x0)