Post Banners, User Flags and other suggestions here!
/test/ is now under
new
ownership!!!
Max images per post = 5
Images are no longer required for new threads
the board is now indexed ( https://8kun.top/boards.html )
SAGE! will be displayed after saged posts
math formatting with [tex], [code], swf uploading, pdf uploading, dice rolling, are all enabled.
The ability to delete your own posts, User Flags, Youtube/Vocaroo embedding and various other things are also enabled.
Board Settings: https://8kun.top/settings.php?board=test
Board Logs: https://8kun.top/log.php?board=test
Post banners, user flags and other suggestions here! (no testing in this sticky please!)
Banner dimensions: 300px width, 100px height
User Flag dimensions: 20px width, 16px height
lorem ipsum long text test
Lorem ipsum dolor sit amet, consectetur adipiscing elit. Maecenas egestas sodales augue, et tincidunt erat lobortis at. In eu interdum mauris, id blandit mauris. In consequat neque sed est tincidunt, at congue ante dictum. Vestibulum vulputate semper quam, quis lobortis purus pulvinar aliquam. In hendrerit orci placerat, porttitor elit in, ullamcorper neque. Aenean cursus faucibus orci vitae condimentum. Fusce dignissim ex id ipsum fringilla, ut hendrerit turpis rutrum. Nam ligula libero, auctor eu dignissim id, sagittis non elit. Etiam vulputate sapien quis urna malesuada pellentesque. Nam nulla sem, sollicitudin ut dolor ut, tincidunt gravida felis. Quisque placerat risus eu arcu commodo, ut ultrices nisi fermentum. In suscipit nisl eu efficitur porttitor. Vestibulum volutpat enim nulla, suscipit fringilla enim porttitor ac. Integer et interdum felis. Pellentesque at justo ultricies, bibendum velit ut, maximus dolor. Donec ut euismod ante.
Class aptent taciti sociosqu ad litora torquent per conubia nostra, per inceptos himenaeos. Vivamus malesuada nibh a sem tincidunt, in viverra lorem posuere. Aliquam at imperdiet enim, pulvinar scelerisque leo. Nam ullamcorper neque quis justo aliquam imperdiet et vitae nunc. Aliquam commodo sed mauris nec molestie. Maecenas molestie turpis odio, id cursus turpis ultricies id. Donec lacinia, nunc eget feugiat hendrerit, felis nibh elementum mauris, sit amet imperdiet est eros non arcu. Nunc non ante nec ex vehicula mattis. Proin ornare justo imperdiet dolor consequat, ac sollicitudin dui bibendum.
Phasellus sollicitudin eget nibh at lacinia. Cras lorem magna, congue malesuada congue a, lobortis vitae massa. Pellentesque vehicula elementum felis nec tincidunt. Fusce imperdiet tempus nibh. Maecenas sed convallis tellus. Ut commodo, quam ut congue ornare, neque dolor facilisis mi, a sagittis ipsum diam sit amet libero. Nunc sed tortor vel risus molestie faucibus. Cras volutpat, risus at molestie volutpat, nisi nulla feugiat est, faucibus malesuada risus leo non felis. Sed gravida nisi urna, nec malesuada est rutrum nec. Nullam nunc diam, porttitor ac iaculis id, egestas vitae mauris. Donec et sem lacus. Vestibulum non metus sed sem gravida dictum non vel elit. Sed luctus fringilla ligula, vel facilisis enim semper laoreet. Vestibulum vitae nisl enim. Maecenas in blandit nibh.
Nullam consectetur faucibus mattis. Aliquam feugiat, justo in cursus iaculis, nunc tellus varius enim, a vehicula nisi turpis et eros. Etiam aliquam, justo id lobortis vulputate, diam purus sollicitudin ligula, sit amet volutpat ipsum nulla nec ex. Mauris commodo faucibus tellus in molestie. Nam eget sapien quis mauris lobortis feugiat. Integer sagittis nunc et metus auctor, eu aliquet tortor luctus. Vivamus non consequat erat.
Nam magna erat, aliquet sed rutrum sed, finibus et arcu. Donec vitae eros in odio lobortis hendrerit. Maecenas commodo augue nec odio faucibus ornare. Fusce ultricies, elit sit amet imperdiet fringilla, neque leo vestibulum lacus, bibendum lacinia magna justo nec felis. Praesent sodales dictum dui non tempus. Duis finibus id risus nec ornare. Donec dapibus suscipit ex, eget convallis libero mattis ut. Cras tempor, dui at aliquet placerat, nulla libero interdum felis, interdum mollis erat odio at nibh. Quisque odio justo, vehicula elementum ligula semper, varius fringilla tortor. Fusce pretium turpis vel lorem molestie ultricies. In ultrices eros eu dolor laoreet, at tincidunt nisi consectetur. Integer tincidunt velit mollis consectetur auctor. Nullam sed interdum urna. Cras vehicula eros mi, faucibus laoreet leo maximus at. Pellentesque nec tortor rutrum, commodo elit eget, auctor metus. Phasellus fringilla ex et nisi bibendum, sit amet congue neque laoreet.
Project] New community chat - Come say hi!
Hi everyone. I’ve created this small space so we can chat simply and without any hassle. It's a personal project made to have a quick and direct meeting place.
The chat is open for anyone who wants to drop by and talk about whatever. No weird registrations, just hop in and start typing.
Link: rdo-mycomunidad.tiiny.site
Hope to see you there!
test
[ 0.000000] Command line: BOOT_IMAGE=/boot/vmlinuz-5.10.224-antix.1-amd64-smp root=UUID=5f075a17-ed22-4efe-89fd-163ed0ac7ee5 ro root=/dev/mmcblk0p2 ro splash i8042.nomux=1 i8042.reset=1 i8042.nopnp=1 i8042.direct i8042.dumbkbd
[ 0.028210] Kernel command line: BOOT_IMAGE=/boot/vmlinuz-5.10.224-antix.1-amd64-smp root=UUID=5f075a17-ed22-4efe-89fd-163ed0ac7ee5 ro root=/dev/mmcblk0p2 ro splash i8042.nomux=1 i8042.reset=1 i8042.nopnp=1 i8042.direct i8042.dumbkbd
[ 1.363161] i8042: PNP detection disabled
[ 1.363965] i8042: Warning: Keylock active
[ 1.366676] serio: i8042 KBD port at 0x60,0x64 irq 1
[ 1.366848] input: AT Raw Set 2 keyboard as /devices/platform/i8042/serio0/input/input0
Consider the right-angled triangle with vertices (0, 0),
(1, 0), and (0, 1), and suppose we wanted to compute the length of the hypotenuse
of this triangle. Pythagoras’ theorem tells us that this hypotenuse has length √2,
but suppose for some reason that we did not know about Pythagoras’ theorem, and
wanted to compute the length using calculus methods. Well, one way to do so is to
approximate the hypotenuse by horizontal and vertical edges. Pick a large number N,
and approximate the hypotenuse by a “staircase” consisting of N horizontal edges of
equal length, alternating with N vertical edges of equal length. Clearly these edges
all have length 1/N, so the total length of the staircase is 2N/N = 2. If one takes
limits as N goes to infinity, the staircase clearly approaches the hypotenuse, and so in
the limit we should get the length of the hypotenuse. However, as N → ∞, the limit
of 2N/N is 2, not √2, so we have an incorrect value for the length of the hypotenuse.
How did this happen?
