Added Landers Theory

This commit is contained in:
Padawan-GM 2026-01-22 18:20:16 +01:00
parent 5c9fc21b96
commit 21a704ca9d
6 changed files with 619 additions and 72 deletions

View file

@ -5,11 +5,15 @@ const vitePressOptions: UserConfig = {
title: "Retards", title: "Retards",
srcDir: "site", srcDir: "site",
lastUpdated: true, lastUpdated: true,
markdown: {
math: true,
},
themeConfig: { themeConfig: {
nav: [ nav: [
{ text: "Home", link: "/" }, { text: "Home", link: "/" },
{ text: "Server", link: "/server/" }, { text: "New Retards", link: "/retards" },
{ text: "Map", link: "https://map.brixserver.uk" }, { text: "Retards Server", link: "/server/" },
{ text: "Mappa", link: "https://map.brixserver.uk" },
], ],
search: { search: {
@ -70,6 +74,17 @@ const vitePressOptions: UserConfig = {
}; };
const vitePressSidebarOptions = [ const vitePressSidebarOptions = [
{
documentRootPath: "site",
scanStartPath: "retards",
resolvePath: "/retards/",
useTitleFromFrontmatter: true,
useTitleFromFileHeading: true,
collapsed: true,
useFolderTitleFromIndexFile: true,
useFolderLinkFromIndexFile: true,
sortMenusByFrontmatterOrder: true,
},
{ {
documentRootPath: "site", documentRootPath: "site",
scanStartPath: "server", scanStartPath: "server",

504
package-lock.json generated
View file

@ -1,10 +1,11 @@
{ {
"name": "RetardsServer", "name": "retardssite",
"lockfileVersion": 3, "lockfileVersion": 3,
"requires": true, "requires": true,
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"vitepress-sidebar": "^1.33.0", "vitepress-sidebar": "^1.33.0",
"vue": "^3.5.21" "vue": "^3.5.21"
@ -1298,6 +1299,26 @@
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@ -1351,6 +1372,13 @@
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@ -1394,6 +1422,45 @@
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@ -1425,6 +1492,16 @@
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@ -1456,6 +1533,36 @@
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@ -1487,6 +1594,75 @@
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"url": "https://github.com/sponsors/isaacs" "url": "https://github.com/sponsors/isaacs"
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"url": "https://github.com/sponsors/SuperchupuDev" "url": "https://github.com/sponsors/SuperchupuDev"
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"url": "https://github.com/sponsors/wooorm" "url": "https://github.com/sponsors/wooorm"
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@ -1,5 +1,6 @@
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"vue": "^3.5.21" "vue": "^3.5.21"

View file

@ -11,4 +11,7 @@ features:
- title: Mappa - title: Mappa
details: La mappa del Retards Server. details: La mappa del Retards Server.
link: https://map.brixserver.uk link: https://map.brixserver.uk
- title: New Retards
details: Cose a caso.
link: /retards/
--- ---

0
site/retards/index.md Normal file
View file

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@ -0,0 +1,26 @@
# Landers Theory
La **Landers Thoery**, o Teoria di Landers, è un teorema matematico formulato da Silvio Landers e coniato da Bogdan Pulbere il 15 Gennaio 2026. Essa definisce la probabilità con la quale una persona possa _"spawnare"_, cioè apparire in un momento casuale ed inaspettato.
## Definizione
La **Probability of Spawn** ($P_s$) è una funzione che definisce la probabilità con la quale un dato soggetto $X$ possa "spawnare" in un dato range di tempo $\Delta t$. È definita dalla seguente formula:
$$ P_s(X, \Delta t) = 1-\exp\left( -\Gamma \cdot \frac{N \cdot V}{D^2 + \cos(\theta)} \right) $$
- $\Gamma$: _Landers Spawn Factor_. Fattore probabilistico col quale l'Universo può indurre uno spawn in natura.
- $N$: _Mention count_. Numero di volte che il soggetto $X$ è stato menzionato durante il range di tempo $\Delta t$.
- $V$: _Vocal intensity_. Intensità con la quale il soggetto $X$ è stato menzionato.
- $D$: _Stochastic distance_. Distanza dall'ultimo luogo conosciuto del soggetto.
- $\theta$: _Landers Spawn Angle_. Angolo in gradi che presenta la più alta probabilità di rappresentare l'angolatura dalla quale spawnerà il soggetto.
## Reverse Landers Theory
La **Reverse Landers Theory** è una teoria che definisce un effetto inverso della Landers Theory. È adiacente alla [relatività generale](https://it.wikipedia.org/wiki/Relativit%C3%A0_generale), poiché la sua descrizione tratta temi quantistici ancora non provati. È stata formulata da Silvio Landers e Matteo Caputo il 22 Gennaio 2026.
Essa definisce uno stato definito **Reverse Landers State**, nel quale ci sono probabilità alte e casuali di spawn randomici e bizzarri, i quali avvengono solo quando il Mention count $N$ per un soggetto apparso $X$ è 0.
La probabilità che un determinato istante $\Delta t$ sia in Reverse Landers State è definita come **Reverse Probability of Spawn** ($R_s$).
$$ R_s(\Delta t) = |\Gamma| \cdot ( 1 - P_s(X_E, \Delta t)) \cdot \ln(1 + |X_E|) \cdot (1 + sin(\theta)) $$
- $X_E$: _Entropic Subject Group_, gruppo di persone casuale che può spawnare in qualsiasi momento.