Thanks to visit codestin.com
Credit goes to ari.lt

Arija A.'s Microblog

Welcome to my microblog of 234 microposts where I microdump my microthoughts. Feel free to follow my train of thought on my microblog RSS feed! This microblog was visited 18695 times since October 27, 2025 :D


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the petras indie web contest is 100% over @ https://petrapixel.neocities.org/contest -- thanks to everyone who came to say hi to me at https://ari.lt/mblog/post/76 :D cant wait for the results :3

(📌) | post #256 | raw version

(1)

https://ari.lt/gpt/answer/5b482f9b-3d96-4831-8ad0-eade352625fb i always find it so funny how some people think AriGPT is an actual chatbot and not 5 people named ari

| post #255 | raw version

... however 2027 awaits me with the fact that 2027 is prime and a safe prime

| post #254 | raw version

its so sad how 2025 is the first and the last year that ill see that is a perfect square :( previous was 1936 and the next is 2116

| post #253 | raw version

| post #252 | raw version

happy 2026 chat, well my time at least

| post #251 | raw version

| post #250 | raw version

New blog post: "Reflection on PetraPixel's 2nd Indie Web Contest"

https://blog.ari.lt/b/reflection-petrapixels-2nd-indie-web-contest/

| post #249 | raw version

(1)

i hate tge term "aspergers" so much

| post #248 | raw version

i love wasting time on cvm when im sleepless its peak brainrot

| post #247 | raw version

(1)

all the things that i would for some time alone time alone w u

| post #246 | raw version

maths slop annoys me

| post #245 | raw version

(1)

| post #244 | raw version

we are doing a sleep reset today 🔥

| post #243 | raw version

python is useless and awful for any large-scale data science and i dont understand how people srsly use python for any serious processing and AI/ML like r they stupid

i love python with all my heart but god why do people choose this tool for DS yes its easy but at 100x performance cut 🙏

i refuse to do any serious data science or AI/ML in python and the only time i will do it if im paid to do that xD but like i tried to analyse quite a lot of complex multi-dimensional data and omg python is horribly slow

C did the job tho :)

| post #242 | raw version

(3) (1)

artemas - time alone w you

this song is so nice

i hate the yt thumbnail its literally just feet im not gonna post the yt video xD

| post #241 | raw version

the two pains in my ass :

  • anxiety
  • tiredness

😫

| post #240 | raw version

this is awesome -> https://matdoes.dev/buttons

| post #239 | raw version

conservatism is a plague killing this planet through political instability, uneducated leaders and dictators, militant policies, and idiotic policies pushed because "RAHHHH TRUMP" just sybau pls i woke up an hr ago and my head hurts from conservative idiots imma go work on academics

| post #238 | raw version

yassified horse

i love the word yassify

| post #237 | raw version

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happy bday to linus torvalds 🔥

| post #236 | raw version

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AGHHHHHHH !!! why is school swallowing my whole break

| post #235 | raw version

bad apple but its the epstein files https://www.youtube.com/watch?v=NCUB6MLSV7k

| post #234 | raw version

(1)

beans are my favourite thing ever, im beansexual

| post #233 | raw version

sleep is for the weak #horsefacts im going to bed now flr the nth time sleep well chat

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| post #231 | raw version

so many sites break if you simply add a . to the end of the domain name ( FQDN )

https://ari.lt./ does not though 🔥

| post #230 | raw version

i hate how animals are mass-abused for food its so no

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pretending to be a linkedin lunatic is my hobby

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happy crisis chat

| post #226 | raw version

yall might this problem fun

im struggling with my upper-highschool-levels of maths knowledge, i dont think theres any way i can merge infinite integrals so im looking for online things

Sliding Average Consider a function f(x) that is equal to 1 in the interval x ∈ [-1; 1] and 0 elsewhere: [f(x) graph] Now define a new function g(x). g(x) goes over the entire real line of f(x) in a sliding window of width 1 and, at each point of f(x), takes the average of all values in that sliding window, creating a new graph.  On first iteration of g(x) this graph is an even-sided trapezoid: [g(x) graph] Now repeat this process: let f(x) = g(x) and continue taking the sliding window average an infinite amount of times.  Which function h(x) best describes the final function f(x) after n iterations of g(x) as n approaches infinity?

| post #225 | raw version

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