X-Git-Url: http://git.nikiroo.be/?p=gofetch.git;a=blobdiff_plain;f=test%2Fexpected%2FLWN%2F0000764057.header.html;fp=test%2Fexpected%2FLWN%2F0000764057.header.html;h=1b43f463e91fdd05c7d2014f7626c3d6d5d94df9;hp=452680205e60e5de5ab2e05a6b9e8f9c73b5ef92;hb=e818d449fee8a5397ab2f05df63bbeffc4c67dc0;hpb=a6a7ff9f2e7f42f17eaa69be2bfad201195b3eb4 diff --git a/test/expected/LWN/0000764057.header.html b/test/expected/LWN/0000764057.header.html index 4526802..1b43f46 100644 --- a/test/expected/LWN/0000764057.header.html +++ b/test/expected/LWN/0000764057.header.html @@ -13,7 +13,7 @@
([Kernel] Sep 4, 2018 0:15 UTC (Tue) (corbet))

- It is common for kernel code to generate unique integers for identifiers. When one plugs in a flash drive, it will show up as /dev/sdN; that N (a letter derived from a number) must be generated in the kernel, and it should not already be in use for another drive or unpleasant things will happen. One might think that generating such numbers would not be a difficult task, but that turns out not to be the case, especially in situations where many numbers must be tracked. The IDA (for "ID allocator", perhaps) API exists to handle this specialized task. In past kernels, it has managed to make the process of getting an unused number surprisingly complex; the 4.19 kernel has a new IDA API that simplifies things considerably. + It is common for kernel code to generate unique integers for identifiers. When one plugs in a flash drive, it will show up as /dev/sdN ; that N (a letter derived from a number) must be generated in the kernel, and it should not already be in use for another drive or unpleasant things will happen. One might think that generating such numbers would not be a difficult task, but that turns out not to be the case, especially in situations where many numbers must be tracked. The IDA (for "ID allocator", perhaps) API exists to handle this specialized task. In past kernels, it has managed to make the process of getting an unused number surprisingly complex; the 4.19 kernel has a new IDA API that simplifies things considerably.