recursal/Fanatic-Fandom huggingface dataset:
Joe Caine

Joe’s YouTube icon.

Joe Caine has a YouTube series, where he speedruns YouTube Shorts (due to them most often having lots of filler).

Joe Caine looks like a human with a light blue shirt with white hair and a white beard and moustache.

Joe Caine’s actual appearance is not known, but he represents himself with a man from meme, “Hide the Pain Harold”.

## Lore

In "Speedrunning YT Shorts #114", after speedrunning many Shorts for 38 seconds, he relaxes from speedrunning again, but Joe gets a Gmail message in his inbox. He checks the message, and the message is about the CloneVPN sponsorship. However, Joe is ready to sponsor Genshin Impact (a popular game in the style of Japanese anime) instead. After, he deletes the sponsorship message, saving himself from the ploy.
Bjornian Floodplains

In the north of Bjornia, is the great Bjornia Floodplains. Here, the Bjornians have built two bustling port cities along the coast, serving as gateways to other lands and facilitating trade and cultural exchange reaching as far as the Dune Walkers in the southern reaches of Uolfaria.

Over generations many of the northern Bjornians would rebel and leave the feudal ways of the Silverheart Dominion and migrate to the center of the continent, where they where met by much larger Bjornians from the south also wanting a life of freedom from the harsh southern region. As these adventurous Bjornians crossed paths with one another, the old barriers began to crumble.

They shared stories of their respective regions, marveling at the differences and similarities that existed between them.

As they learned from each other, the seeds of unity were sown, and the notion of a greater Bjornian identity started to take root.

The rituals of the Bjornians of the north merged with the ceremonial combat styles of the south, giving rise to the Grand Chieftains of Bjornia.

Today in the stunning and enchanting continent of Bjornia, perpetual warmth and sunlight bathe the landscape. Lush meadows and sprawling forests dominate the scenery, extending as far as the eye can see. Towering trees adorned with colorful leaves sway gently in the balmy breeze, creating a symphony of rustling sounds. Majestic mountains rise towards the azure sky, while cascading waterfalls form crystal-clear streams that meander through the land, eventually flowing into serene lakes and tranquil ponds, creating idyllic oases where flora and fauna thrive.

## Notable Locations

### Landmarks

Port city 1(No Name): NW

Port city 2(No Name): NE

Emberflow River: River below Grand Iron Peaks

### Settlements

The Grand Iron Peaks: Mountain Range with Iron

The Fjord of Bjornia: The Fjord
Glitches

The glitches are a series of weird things happening . Most glitches are other characters teleporting into other youtube shorts but these glitches aren't just limited to youtube they can happen in REAL LIFE these gliches consist of gliching out but not teleporting to other locations these can't hurt the individuals but are annoying to the creators.
Reddit Backrooms Wiki

**Welcome to the Reddit Backrooms Wiki!**
R/backrooms

We're a collaborative community website about Reddit Backrooms that anyone, including you, can build and expand. Wikis like this one depend on readers getting involved and adding content. Click the "ADD NEW PAGE" or "EDIT" button at the top of any page to get started!

## Important articles

PlaceholderA page about your topicPlaceholderA Main CharacterPlaceholderThe First EpisodePlaceholderAn Important LocationPlaceholderA Key EventPlaceholderA Crucial Item

*Need help building out this community?*

* Rules of this wiki
* Getting Started
* How to Contribute
* Managing your new community
* Guides
* All Help articles

You can also be part of the larger Fandom family of communities. Visit Fandom's Community Central!

*Community Founders*: Write a good and paragraph-length description for your welcome section about your topic. Let your readers know what your topic is about and add some general information about it. Then you should visit the admin dashboard for more tips.
Peteypops13 Wiki

**Welcome to the Peteypops13 Wiki!**
I make posts about fiction games that I want to make and all the details that I will add to the game. This account is new, so please don't judge me too hard!

We're a collaborative community website about Peteypops13 that anyone, including you, can build and expand. Wikis like this one depend on readers getting involved and adding content. Click the "ADD NEW PAGE" or "EDIT" button at the top of any page to get started!

## Important articles

PlaceholderA page about your topicPlaceholderA Main CharacterPlaceholderThe First EpisodePlaceholderAn Important LocationPlaceholderA Key EventPlaceholderA Crucial Item

*Need help building out this community?*

* Rules of this wiki
* Getting Started
* How to Contribute
* Managing your new community
* Guides
* All Help articles

You can also be part of the larger Fandom family of communities. Visit Fandom's Community Central!

*Community Founders*: Write a good and paragraph-length description for your welcome section about your topic. Let your readers know what your topic is about and add some general information about it. Then you should visit the admin dashboard for more tips.
Sakura Cat

**Sakura Cat** is the very first cat you own, as it is the starter cat. It also appears in the very first MochiCat game, **Save Mochicat.**

## Description

As the most common mochicat, Sakura Cat is quite out-going and enjoys eating.

## Appearance

Sakura Cat is a pink MochiCat, with white insides of their ears and a magenta flower on its side. It has hot pink blush underneath it's whiskers.

## Trivia

* Being the first MochiCat introduced, it is ranked a C.
* In **Save Mochicat!**, Sakura Cat's name, alongside the other cats' names are not mentioned.
The Elemental Assembly

The Elemental Gods are the creators and masters of the elemental forces that shape the world. Using the elements of earth, water, air, and fire, they shape continents, oceans, and everything in between. Each Elemental God has their own unique approach to creation, infusing the world with their distinct personality and character. Their immense power and knowledge are accompanied by humility and a focus on their sacred duties and the delicate balance of the world.

Influence and Reverence:

The Elemental Gods hold a deep respect from mortals and other deities alike, as they are seen as miraculous creators of the physical world. While they rarely interact directly with sapient beings, their influence can be witnessed in every corner of the world. From towering mountains to vast oceans, their presence is evident. They remain dedicated to maintaining the delicate balance and harmony of the world they have created.

Major Events:

Uolfaria, a world with a unique focus on elemental magic, was blessed by Mul'ahgora, the benevolent god of creation. As a result, Uolfaria was granted double the usual number of Elemental Gods, infusing the land with otherworldly energy. This made reality itself more malleable and volatile. The Elemental Gods of Uolfaria went beyond shaping the land and sea; they sought interaction with humanoids and other gods. This led to a world where magic and elemental power flowed freely and unpredictably. However, this abundance of power had unintended consequences, causing the fabric of reality to be exceptionally volatile and malleable on Uolfaria compared to other realms.
Uolfaria

The world of Uolfaria was intricately crafted by the benevolent god of creation, Mul'ahgora, who bestowed upon it a unique emphasis on elemental magic. To maintain the delicate balance of this world, Mul'ahgora appointed eight Elemental Gods, collectively known as the Elemental Assembly, as well as a solitary World God, named Averosa, to oversee and uphold the equilibrium.

## Landmasses

Bjornia

Gaidessa

Ash'Kuria

Spine of Origin

## Gods

In the realm of Uolfaria, the continents were not mere geographical formations but the creations of powerful deities. In spite of the inherent unpredictability within Uolfaria, the realm was divided into three main continents: Gaiadessa, located at the center, accompanied by numerous smaller islands on its western side known as Agoaria; Bjornia, positioned as the uppermost continent; and Ashk'uria, situated off the eastern side of Gaiadessa. These continents were brought into existence by the combined efforts of the Elemental Assembly, consisting of:

### **Serenity**, the Goddess of Peace

These divine beings governed their respective elements and collaborated harmoniously to shape the continents, oceans, and all material aspects of the world.
Thad

**Thad** is gay for Uzi and they are married and stuff. Thadzi canon real

### Appearance

Thad has the appearance of a Worker Drone with lime green eyes, white-grey hair, and a backwards red-orange and white cap. He also wears a black vest depicting a deleted square icon on its center, along with a dark yellow-green shirt.

### Backstory

once upon a time, Thad was depressed. But then he married Uzi. So he’s not anymore. YIPPEE
Bjornia

A map of Bjornia

### Regions

Primal Plains - Silverheart Dominion - Frostpeak Tundra - Cradle of Bjornia - Bjornia Floodplains

### Largest Cities

The Rising Star - The Temple of Glacimus - The Deerkin Clan

In the times of old, in the wake of the cataclysm, Bjornia underwent a profound transformation, shaping the very fabric of the continent. The cataclysmic shockwave rippled across Bjornia with devastating force. The once-stable terrain trembled and twisted, mountains crumbled, and rivers changed their courses. The very foundation of the continent quaked as if the land itself was rebelling against the chains of ancient imprisonment. In the aftermath, a sprawling crater emerged at the epicenter of the cataclysm, marking the birth of a new and divided land. The Bjornia Divide, two towering mountain ranges, stretched across the continent, separating it into two distinct regions. The crater in the center of these mountains became known as the Cradle of Bjornia, forever marked.

## Regions

### Primal Plains

In the southernmost region of Bjornia, the landscape was transformed into a vast savannah known as the Primal Plains. The once-arid land became even more unforgiving, with scarce resources and extreme temperatures. Sandstorms ravaged the region, making survival a constant struggle.

### Silverheart Dominion

In the west lies the Deerkin Forest, an expansive woodland shrouded in a veil of magic and mystery. Ancient trees stand tall and twisted, their branches reaching for the sky, while mythical creatures and megafauna roam freely within the verdant embrace of nature.

### Frostpeak Tundra

In the east lies the Frozen Sea, a breathtaking expanse of shimmering waters that stretch to the horizon.

### Cradle of Bjornia

The crater in the center of the mountains became known as the Cradle of Bjornia, forever marked, believed by the Bjornians to be a lingering connection to the ancient forces that once shaped their world.

### Bjornian Floodplains

To the north, the Flood plain Mountains rise proudly, out of the Bjornia Divide. Here, the Bjornians have built mighty fortresses and bustling port cities along the coast, serving as gateways to other lands and facilitating trade and cultural exchange reaching as far as the Dune Walkers in the southern reaches of Uolfaria.
Primal Plains

As the central region connected with the south eastern reaches, the landscape transformed into a vast savannah known as the Primal Plains, stretching to the horizon. It was a realm of both beauty and danger, with the Moonlit River winding through the grasslands, its banks adorned with golden-tinged trees shimmering like liquid gold when touched by sunlight. The once-arid land became even more unforgiving, with scarce resources and extreme temperatures. Sandstorms ravaged the region, making survival a constant struggle.

With hundreds of feudal communities competing for dominance over the Primal Plaines, the largest being the Grimclaw Clan who they reigned over the northern parts of the Primal Plains their lands stretching from the Bjornia Divide to the Bramblefang Grove in the center of the Primal Plaines. The Mok'dune Tribe was the second largest feudal community in the Plaines and they inhabited from the Bramblefang Grove to the Soulrend Woods to the south western tip of the Plains before entering the Frostpeak Tundra.

Despite its challenges, the Bjornians of the Primal Plains became resilient and adaptive, developing survival skills that would serve them well in their harsh environment. The feudal communities of the Southern Bjornians clung to life in large groups their fur dark in various colors, reflecting the natural hues of the savannah, and their faces where a mix of different animals from the surrounding savannah like as if they where the embodiment of the savannah creatures themselves standing at five and a half feet tall. These Bjornians were known for being fierce and rugged warriors, adapted to the harsh conditions of the savannah they excelled at hand to hand combat. Their settlements were built among the small forested areas of the savannah, and in caves. They lived in harmony with the flora and hunted and tamed all mega fauna believing it to be a gift from the gods, forming an intimate bond with the majestic Tuskers of the Primal Plains, enormous boar-like beings with massive tusks protruding from their foreheads and saber teeth 9 inches long, they rode upon embodying both strength and war.

## Notable Locations

### Settlements

Mok'dune assimilated clan: In the Soulrend Woods

Port city 3: SE
Ad Lib

**Ad Lib** is a decorative typeface that was designed in 1961 by Freeman Craw for American Type Founders. It was extremely popular from the early- to mid-1960s, and is often used today to evoke that era.

The typeface is known for its square counters a-la the 60's. A SoftMaker version of this font has straighter edges for glyphs.
Ace Hardware

**Ace Hardware Corporation** is an American hardware retailers' cooperative based in Oak Brook, Illinois, United States. It is the world's largest hardware retail cooperative, and the largest non-grocery American retail cooperative.

Founded in 1924 as "Ace Stores", the company changed its name to "Ace Hardware Corporation" in 1931. It grew dramatically following World War II, more than tripling its sales between the late 1940s and 1959. After the retirement of longtime president and founder Richard Hesse in 1973, Ace was sold to its retailers, becoming a retailer-owned cooperative. It first reached $1 billion in wholesale sales in 1985 and $5 billion in 2015. As of 2019, it has over 5,200 locations in 60 countries. Ace operates 17 distribution centers in the United States, and additional distribution facilities in China, Panama, and the United Arab Emirates.
Disney Triple All Stars Wiki

**Welcome to the Disney Triple All Stars Wiki!**
3 shows mixed up together. Phineas and Ferb, The Simpsons and Mickey Mouse are merged together into One show.

We're a collaborative community website about Disney Triple All Stars that anyone, including you, can build and expand. Wikis like this one depend on readers getting involved and adding content. Click the "ADD NEW PAGE" or "EDIT" button at the top of any page to get started!

## Important articles

PlaceholderEpisodesPlaceholderCharactersPlaceholderCreditsPlaceholderTitle CardsPlaceholderMoviesPlaceholderCommunity

*Need help building out this community?*

* Rules of this wiki
* Getting Started
* How to Contribute
* Managing your new community
* Guides
* All Help articles

You can also be part of the larger Fandom family of communities. Visit Fandom's Community Central!

*Community Founders*: Write a good and paragraph-length description for your welcome section about your topic. Let your readers know what your topic is about and add some general information about it. Then you should visit the admin dashboard for more tips.
12 oz. Mouse

***12 oz. Mouse*** is an American adult animated television series created by Matt Maiellaro for Cartoon Network's late-night programming block, Adult Swim. The series revolves around Mouse Fitzgerald, nicknamed "Fitz" (voiced by Maiellaro), an alcoholic mouse who performs odd jobs so he can buy more beer. Together with his chinchilla companion Skillet, Fitz begins to recover suppressed memories that he once had a wife and a child who have now vanished. This leads him to seek answers about his past and the shadowy forces that seem to be manipulating his world.

In producing the series, Maiellaro crudely designed the characters as a cost-cutting measure; the series was originally animated by Radical Axis. He intended for the series to lack continuity starting from the pilot but established a serial format after starting the second episode. He had constructed an ending for the series as well as a detailed map of characters; however, the series finale concluded differently from planned. Maiellaro cast people around his office for the characters, starring himself as the protagonist and Nine Pound Hammer vocalist Scott Luallen as the voice of Roostre; the band also performs the opening theme.

The pilot episode for *12 oz. Mouse*, "Hired", premiered on June 19, 2005. The series became a regular staple of Adult Swim's lineup on October 23 of that year and originally ended on December 17, 2006. A stand-alone webisode was released online on May 16, 2007. Critical reception was mixed; some praised the series' experimental nature, while others felt confounded by it.

In 2018, a double-length special, entitled "Invictus", aired on October 14 and it was announced that *12 oz. Mouse* was also revived as a series. The third season, consisting of 11 episodes, premiered on July 20, 2020, and ended on July 31. The ending credits of both "Invictus" and the season 3 episodes feature a song by Amaranthe and animation by Awesome Inc.

In February 2021, it was revealed that the show would not be picked up for a fourth season.
Aaahh!!! Real Monsters

***Aaahh!!! Real Monsters*** is an American animated television series developed by Klasky Csupo for Nickelodeon. The show focuses on three young monsters—Ickis, Oblina, and Krumm—who attend a school for monsters under a city dump and learn to frighten humans. Many of the episodes revolve around their making it to the surface in order to perform "scares" as class assignments.

The series premiered on October 22, 1994 on Nickelodeon. Running for a total of 52 episodes over 4 seasons, the final episode aired on November 16, 1997.
12th century

The **12th century** is the period from 1101 to 1200 in accordance with the Julian calendar. In the history of European culture, this period is considered part of the High Middle Ages and overlaps with what is often called the "'Golden Age' of the Cistercians". The Golden Age of Islam experienced significant development, particularly in Islamic Spain.
Fluftrodons

## Appearance

Fluftrodons are anthropomorphic feathered raptors with strong beak, four claws with one opposable thumb-claw. Their legs are digitgrade, with strong, three digit feet-claws. They have one to three sets of Paintbrush-like Ears, and a large Tail with a Paintbrush on the tip. on their back, they have a spiky bone plate. They are a little smaller than Humans, usually 150-170 cm tall.

## Biology

Fluftrodons are a form of magical being, best described as ink held together by magic. Flufs have ink flowing through their veins, and they can spray their ink from their tail brush, which can have various effect based on the Flufs magical attunement and individual traits. Instead of a heart, they have an organ in their chest called the Arcane Core. It converts anything a Fluf eats into magical energy, which is used to produce more ink and allow the Fluf to move around.

## Language

Fluftrodons speak their own language. It consists of similar vocalizations as human language, though Fluftrodons are capable of many more caws, chirps, screeches and growls, which are rarely used in their language, instead being more commonly used to convey emotions.

One of the most Common noises for a Fluf to make is a "rer"; a quick, vocal rawr. It is used as a universal noise, used for greetings, calling out to another Fluf, and much more.
Yujin Gadian

**Yujin Gadian** (ユジン ガディアン) is a main character and deuteragonist in *Alice in Borderland: T1PE*. She is a high schooler at Omori High School and Alice Bōshō's best friend.

## Appearance

Yujin wears her school's uniform: a red suit on top of a white shirt with a black tie tied around it, and a black skirt. She also has blonde hair and brown eyes. She is of average weight and height.

She is also very strong for her age, being able to take down multiple ennemies all by herself.

## Personality

Yujin is extraverted, and, because she is a friendly person, she can easily make friends. She goes along well with everybody. In a group and with her friends, she is usually very protective of them, making her endearing to the one she likes. However, she also gets easily angry against people that disturb her group's harmony, making her even more protective.

## History

### Before entering the Borderlands

She was raised in a small and not too rich household. But, one day, it all changed. Her father had invested in *bitcoin* five years ago. bHowever, after all this time, the prices skyrocketed. So, he sold it all and began living a better life with his family. Money changed everything for her, she went from poor to rich.

## Etymology

* Her name, *Yujin* (ユジン), means *friend*.
* Her last name, *Gadian* (ガディアン), means *guardian*. This is a reference to her protective attitude towards her friends, and more precisely to Alice, to whom she protected from Teki.
10-orthoplex

In geometry, a **10-orthoplex** or 10-cross polytope, is a regular 10-polytope with 20 vertices, 180 edges, 960 triangle faces, 3360 octahedron cells, 8064 5-cells *4-faces*, 13440 *5-faces*, 15360 *6-faces*, 11520 *7-faces*, 5120 *8-faces*, and 1024 *9-faces*.

It has two constructed forms, the first being regular with Schläfli symbol {38,4}, and the second with alternately labeled (checker-boarded) facets, with Schläfli symbol {37,31,1} or Coxeter symbol **711**.

It is one of an infinite family of polytopes, called cross-polytopes or *orthoplexes*. The dual polytope is the 10-hypercube or 10-cube.
9-demicube

In geometry, a **demienneract** or **9-demicube** is a uniform 9-polytope, constructed from the 9-cube, with alternated vertices removed. It is part of a dimensionally infinite family of uniform polytopes called demihypercubes.

E. L. Elte identified it in 1912 as a semiregular polytope, labeling it as HM9 for a 9-dimensional *half measure* polytope.

Coxeter named this polytope as **161** from its Coxeter diagram, with a ring on
one of the 1-length branches,  and Schläfli symbol

{

3

3
,
3
,
3
,
3
,
3
,
3

3

}

{\displaystyle \left\{3 \begin{array}{l}3, 3, 3, 3, 3, 3\\3\end{array}\right\}}

 or {3,36,1}.
14th century

The **14th century** lasted from 1 January 1301 (represented by the Roman numerals MCCCI) to 31 December 1400 (MCD). It is estimated that the century witnessed the death of more than 45 million lives from political and natural disasters in both Europe and the Mongol Empire. West Africa experienced economic growth and prosperity.
Adventures from the Book of Virtues

***Adventures from the Book of Virtues*** is an American animated children's television series based on the books The Book of Virtues: A Treasury of Great Moral Stories, and The Children's Book of Virtues, both by William Bennett, who served as Secretary of Education under President Ronald Reagan. The program focuses on two main human characters, Annie and Zach, who learn many life lessons from their friends Plato the bison, Aurora the red-tailed hawk, Aristotle the prairie dog, and Socrates the bobcat. These lessons are told in the form of animated segments based on stories from a variety of origins including Bible stories, fairy tales, fables, mythology, and folk stories from diverse cultures.
1st millennium BC

The **1st millennium BC**, also known as the **last millennium BC**, was the period of time lasting from the years 1000 BC to 1 BC (10th to 1st centuries BC; in astronomy: JD 1356182.5 – 1721425.5). It encompasses the Iron Age in the Old World and sees the transition from the Ancient Near East to classical antiquity.

World population roughly doubled over the course of the millennium, from about 100 million to about 200–250 million.
-plex

Primarily, the **-plex** suffix applied to the argument \(n\) represents the number \(10^n\). The definition was proposed by Rudy Rucker in a book "Mind tools" in 1987 as a backformation of googolplex. More generally, this suffix has been used for other purposes, usually by iteratively calling a function which is implied for some large number.

## References

1. ↑ Rucker, Rudy v. B. Mind tools : the five levels of mathematical reality. Boston: Houghton Miffin, 1987. OCLC 9780395383155
5-Decyne

**5-Decyne**, also known as **dibutylethyne**, is a type of alkyne with a triple bond at its fifth carbon (the '5-' indicates the location of the triple bond in the chain). Its formula is C10H18. Its density at 25 °C and otherwise standard conditions is 0.766 g/ml. The boiling point is 177 °C. The average molar mass is 138.25 g/mol.

5-Decyne forms a group of symmetric alkynes with 4-octyne, 3-hexyne, and 2-butyne.
Adventure

An **adventure** is an exciting experience or undertaking that is typically bold, sometimes risky. Adventures may be activities with danger such as traveling, exploring, skydiving, mountain climbing, scuba diving, river rafting, or other extreme sports. Adventures are often undertaken to create psychological arousal or in order to achieve a greater goal, such as the pursuit of knowledge that can only be obtained by such activities.
2-Octyne

**2-Octyne**, also known as methylpentylethin and oct-2-yne, is a type of alkyne with a triple bond at its second carbon (the '2-' indicates the location of the triple bond in the chain). Its formula is C8H14. Its density at 25 °C and otherwise stable conditions is 0.759 g/ml. The boiling point is 137 °C. The average molar mass is 110.20 g/mol.

It is formed by isomerization of 1-octyne catalyzed by a YbII complex.
1-Decyne

**1-Decyne** is the organic compound with the formula C8H17C≡CH. It is a terminal alkyne. A colorless liquid, 1-decyne is used as a model substrate when evaluating methodology in organic synthesis. It participates in a number of classical reactions including Suzuki-Miyaura couplings, Sonogashira couplings, Huisgen cycloadditions, and borylations.

Under the catalysis of platinum, it reacts with hydrogen to produce decane.
Adventures of the Little Koala

***Adventures of the Little Koala*** (known in Japan as ***Koala Boy Kockey*** (コアラボーイコッキィ, *Koara Bōi Kokki*)) is an anime television series produced by Tohokushinsha Film Corporation. It aired originally in Japan on TV Tokyo from October 4, 1984, through March 28, 1985, and then aired in the United States on Nickelodeon (later moved into the Nick Jr. block upon its launch at the start of 1988) dubbed in English from June 1, 1987, until April 2, 1993. The storyline revolved around Roobear Koala (voiced in English by former child actor Steven Bednarski) and his friends and their utopian village in the Australian bush, known in the Japanese version as Yukari Village, within the shadow of a real rock formation known as The Breadknife.

Production of the English and French versions of the series was done by the Canadian studio Cinar Films.

It also aired in Australia, New Zealand, Canada, Greece, Italy, France, the United Kingdom, in the Arabic-speaking world, and other countries.
A-sharp minor

**A-sharp minor** is a minor musical scale based on A♯, consisting of the pitches A♯, B♯, C♯, D♯, E♯, F♯, and G♯. Its key signature has seven sharps.

Its relative major is C-sharp major (or enharmonically D-flat major). Its parallel major, A-sharp major, is usually replaced by B-flat major, since A-sharp major's three double-sharps make it impractical to use. The direct enharmonic equivalent of A-sharp minor is B-flat minor, which only contains five flats and is often preferable to use.
Affine symmetric group

The **affine symmetric groups** are a family of mathematical structures that describe the symmetries of the number line and the regular triangular tiling of the plane, as well as related higher-dimensional objects. In addition to this geometric description, the affine symmetric groups may be defined in other ways: as collections of permutations (rearrangements) of the integers (..., −2, −1, 0, 1, 2, ...) that are periodic in a certain sense, or in purely algebraic terms as a group with certain generators and relations. They are studied as part of the fields of combinatorics and representation theory.

A finite symmetric group consists of all permutations of a finite set. Each affine symmetric group is an infinite extension of a finite symmetric group. Many important combinatorial properties of the finite symmetric groups can be extended to the corresponding affine symmetric groups. Permutation statistics such as descents and inversions can be defined in the affine case. As in the finite case, the natural combinatorial definitions for these statistics also have a geometric interpretation.

The affine symmetric groups have close relationships with other mathematical objects, including juggling patterns and certain complex reflection groups. Many of their combinatorial and geometric properties extend to the broader family of affine Coxeter groups.
6-demicube

In geometry, a **6-demicube** or **demihexeract** is a uniform 6-polytope, constructed from a *6-cube* (hexeract) with alternated vertices removed. It is part of a dimensionally infinite family of uniform polytopes called demihypercubes.

E. L. Elte identified it in 1912 as a semiregular polytope, labeling it as HM6 for a 6-dimensional *half measure* polytope.

Coxeter named this polytope as **131** from its Coxeter diagram, with a ring on one of the 1-length branches, . It can named similarly by a 3-dimensional exponential Schläfli symbol

{

3

3
,
3
,
3

3

}

{\displaystyle \left\{3 \begin{array}{l}3, 3, 3\\3\end{array}\right\}}

 or {3,33,1}.
3000 Whys of Blue Cat

***3000 Whys of Blue Cat*** (Chinese: 蓝猫淘气3000问) is the first large-scale Chinese animated series in mainland China, with an emphasis on science. The series is produced by "Hunan Sunchime Happy Culture Company". The show remains one of the longest-running children's cartoon series in the world. It is most commonly referred to as "Lan Mao", or "Blue Cat".
A Bug's Life

***A Bug's Life*** is a 1998 American computer-animated comedy film produced by Pixar Animation Studios for Walt Disney Pictures as its second feature-length film, following *Toy Story* (1995). Directed by John Lasseter and co-directed by Andrew Stanton from a screenplay written by Stanton, Donald McEnery and Bob Shaw and a story conceived by Lasseter, Stanton and Joe Ranft, the film stars the voices of Dave Foley, Kevin Spacey, Julia Louis-Dreyfus and Hayden Panettiere. In the film, a misfit ant named Flik, looks for "tough warriors" to save his ant colony from a protection racket run by a gang of grasshoppers. Unfortunately, the "warriors" he brings back turn out to be an inept troupe of Circus Bugs. The film's plot was initially inspired by Aesop's fable *The Ant and the Grasshopper*.

Production on *A Bug's Life* began shortly after the release of *Toy Story* in 1995. The ants in the film were redesigned to be more appealing, and Pixar's animation unit employed technical innovations in computer animation. Randy Newman composed the music for the film. During production, a controversial public feud erupted between Steve Jobs and Lasseter of Pixar and DreamWorks co-founder Jeffrey Katzenberg due to the parallel production of his similar film *Antz*, which was released the same year.

*A Bug's Life* premiered at the El Capitan Theatre in Los Angeles on November 14, 1998, and was released in the United States on November 25. It received positive reviews and became a commercial success, having grossed $363 million at the box office. It was the first film to be digitally transferred frame-by-frame and released on DVD, and has been released multiple times on home video.
5-demicube

In five-dimensional geometry, a **demipenteract** or **5-demicube** is a semiregular 5-polytope, constructed from a *5-hypercube* (penteract) with alternated vertices removed.

It was discovered by Thorold Gosset. Since it was the only semiregular 5-polytope (made of more than one type of regular facets), he called it a 5-ic semi-regular. E. L. Elte identified it in 1912 as a semiregular polytope, labeling it as HM5 for a 5-dimensional *half measure* polytope.

Coxeter named this polytope as **121** from its Coxeter diagram, which has branches of length 2, 1 and 1 with a ringed node on one of the short branches,  and Schläfli symbol

{

3

3
,
3

3

}

{\displaystyle \left\{3 \begin{array}{l}3, 3\\3\end{array}\right\}}

 or {3,32,1}.
3rd millennium BC

The **3rd millennium BC** spanned the years 3000 to 2001 BC. This period of time corresponds to the Early to Middle Bronze Age, characterized by the early empires in the Ancient Near East. In Ancient Egypt, the Early Dynastic Period is followed by the Old Kingdom. In Mesopotamia, the Early Dynastic Period is followed by the Akkadian Empire. In what is now Northwest India and Pakistan, the Indus Valley civilization developed a state society.
Actinide

The **actinide** or **actinoid** series encompasses the 15 metallic chemical elements with atomic numbers from 89 to 103, actinium through lawrencium. The actinide series derives its name from the first element in the series, actinium. The informal chemical symbol **An** is used in general discussions of actinide chemistry to refer to any actinide.
Accordion

**Accordions** (from 19th-century German *Akkordeon*, from *Akkord*—"musical chord, concord of sounds") are a family of box-shaped musical instruments of the bellows-driven free reed aerophone type (producing sound as air flows past a reed in a frame). The essential characteristic of the accordion is to combine in one instrument a melody section, also called the diskant, usually on the right-hand keyboard, with an accompaniment or Basso continuo functionality on the left-hand. The musician normally plays the melody on buttons or keys on the right-hand side (referred to as the keyboard or sometimes the *manual*), and the accompaniment on bass or pre-set chord buttons on the left-hand side. A person who plays the accordion is called an **accordionist**.

The accordion belongs to the free-reed aerophone family. Other instruments in this family include the concertina, harmonica, and bandoneon. The concertina and bandoneon do not have the melody–accompaniment duality. The harmoneon is also related and, while having the descant vs. melody dualism, tries to make it less pronounced. The harmonium and American reed organ are in the same family, but are typically larger than an accordion and sit on a surface or the floor.

The accordion is played by compressing or expanding the bellows while pressing buttons or keys, causing *pallets* to open, which allow air to flow across strips of brass or steel, called *reeds*. These vibrate to produce sound inside the body. Valves on opposing reeds of each note are used to make the instrument's reeds sound louder without air leaking from each reed block.

The accordion is widely spread across the world because of the waves of migration from Europe to the Americas and other regions. In some countries (for example: Argentina, Brazil, Colombia, the Dominican Republic, Mexico, and Panama) it is used in popular music (for example: chamamé in Argentina; gaucho, forró, and sertanejo in Brazil; vallenato in Colombia; merengue in the Dominican Republic; and norteño in Mexico), whereas in other regions (such as Europe, North America, and other countries in South America) it tends to be more used for dance-pop and folk music.

In Europe and North America, some popular music acts also make use of the instrument. Additionally, the accordion is used in cajun, zydeco, jazz, and klezmer music, and in both solo and orchestral performances of classical music. Many conservatories in Europe have classical accordion departments. The oldest name for this group of instruments is *harmonika*, from the Greek *harmonikos*, meaning "harmonic, musical". Today, native versions of the name *accordion* are more common. These names refer to the type of accordion patented by Cyrill Demian, which concerned "automatically coupled chords on the bass side".
Activism

**Activism** (or advocacy) consists of efforts to promote, impede, direct or intervene in social, political, economic or environmental reform with the desire to make changes in society toward a perceived greater good. Forms of activism range from mandate building in a community (including writing letters to newspapers), petitioning elected officials, running or contributing to a political campaign, preferential patronage (or boycott) of businesses, and demonstrative forms of activism like rallies, street marches, strikes, sit-ins, or hunger strikes.
-dex

-dex is a suffix used by:

(1) André Joyce for the operand 510, a verbalized Roman numeral DX, as in the number name (arithmonym), googodex = g(2, 1020, 510). This was re-spelled with the silent -h- infix for "formerly high", to -dhex to distinguish it from the secondary meaning. googol

(2) **-dex** is also a suffix exclusive to ExE, designed by Sbiis Saibian. Let N be a number expressed in ExE as Ea@. In this case (N)-dex = Ea#N. With this, Sbiis Saibian forms several derivative googolisms.

Examples:

googol = E100 --> googoldex = E100#(E100) = E100#1#2

googolplex = E100#2 --> googolplexidex = E100#(E100#2) = E100#2#2

grangol = E100#100 --> grangoldex = E100#(E100#100) = E100#100#2

grangoldex = E100#100#2 --> grangoldudex = E100#(E100#100#2) = E100#100#3

= E100,000#100,000#2
20th century

The **20th century** began on 1 January 1901 (MCMI), and ended on 31 December 2000 (MM). It was the 10th and last century of the 2nd millennium and was marked by new models of scientific understanding, unprecedented scopes of warfare, new modes of communication that would operate at nearly instant speeds, and new forms of art and entertainment.
A (musical note)

**A** or **La** is the sixth note and the tenth semitone of the fixed-do solfège.

Its enharmonic equivalents are B♭♭ (B double flat) which is a diatonic semitone above A♭ and G (G double sharp) which is a diatonic semitone below A♯.

"A" is generally used as a standard for tuning. When the orchestra tunes, the oboe plays an "A" and the rest of the instruments tune to match that pitch. Every string instrument in the orchestra has an A string, from which each player can tune the rest of their instrument.

"A" is also used in combination with a number (e.g. A-440) to label the pitch standard. The number designates the frequency in hertz. A lower number equals a lower pitch.

The International Standards Organization (ISO) has standardized the pitch at A-440. However, tuning has varied over time, geographical region, or instrument maker. In 17th-century Europe, tunings ranged from about A-374 to A-403, approximately two to three semitones below A-440. Historical examples exist of instruments, tuning forks, or standards ranging from A-309 to A-455.3, a difference of almost six semitones. Although the official standard today is A-440, some orchestral groups and chamber groups prefer to tune a little higher, at A-442 or even A-444. Baroque pitch is usually cited as A-415, which is a semitone lower than modern pitch.

A0 is the lowest note on the standard piano. The octaves follow A1, A2, etc. A7 is a few pitches lower than C8, the highest note on the standard piano. The note "A" is not considered to be a certain milestone or mark to hit with voice as, for example, Tenor C is, but it can be extremely demanding in certain octaves.
AT&T

**AT&T Inc.** (with "AT&T" being an abbreviation for its former name, the **American Telephone and Telegraph Company**) is an American multinational telecommunications holding company headquartered at Whitacre Tower in Downtown Dallas, Texas. It is the world's fourth-largest telecommunications company by revenue and the largest wireless carrier in the United States. As of 2023, AT&T was ranked 13th on the Fortune 500 rankings of the largest United States corporations, with revenues of $120.7 billion.

During most of the 20th century, AT&T had a monopoly on phone service in the United States. The company began its history as the American District Telegraph Company, formed in St. Louis in 1878. After expanding services to Arkansas, Kansas, Oklahoma and Texas through a series of mergers, it became Southwestern Bell Telephone Company in 1920, which was then a subsidiary of American Telephone and Telegraph Company. The latter was a successor of the original Bell Telephone Company founded by Alexander Graham Bell in 1877. The American Bell Telephone Company formed the American Telephone and Telegraph Company (AT&T) subsidiary in 1885. In 1899, AT&T became the parent company after the American Bell Telephone Company sold its assets to its subsidiary. The company was rebranded as AT&T Corp. in 1994. The 1982 United States v. AT&T antitrust lawsuit resulted in the divestiture of AT&T's ("Ma Bell") local operating subsidiaries which were grouped into seven Regional Bell Operating Companies (RBOCs), commonly referred to as "Baby Bells", resulting in seven independent companies, including Southwestern Bell Corporation (SBC). The latter changed its name to SBC Communications Inc. in 1995.

In 2005, SBC purchased its former parent AT&T Corp. and took on the latter's branding, history, and stock trading symbol, as well as a version of its iconic logo. The merged entity, naming itself AT&T Inc., launched on December 30, 2005. The newly merged and renamed AT&T Inc. acquired BellSouth Corporation in 2006, the last independent Baby Bell company, making BellSouth and SBC (AT&T Inc.)'s formerly joint venture Cingular Wireless (which had itself acquired AT&T Wireless in 2004) a wholly owned subsidiary of AT&T Inc. Cingular was then rebranded as AT&T Mobility. AT&T Inc. also acquired Time Warner in 2016, with the proposed merger confirmed on June 12, 2018 and the aim of making AT&T Inc. the largest and controlling shareholder of Time Warner, which it then rebranded as WarnerMedia in 2018. The company later withdrew its equity stake in WarnerMedia in 2022 and merged it with Discovery, Inc. to create Warner Bros. Discovery, divesting itself of its media arm.

The current AT&T reconstitutes most of the former Bell System, and includes four of the seven "Baby Bells" along with the original AT&T Corp., including the long-distance division.
6teen

***6teen***, originally titled ***The Mall***, is a Canadian 2D-animated teen comedy drama television series created by Jennifer Pertsch and Tom McGillis which originally aired for four seasons and 93 episodes on Teletoon from November 7, 2004 until February 11, 2010.

Majority-directed by Karen Lessman and produced by Nelvana and Fresh TV for two seasons each, it also aired in the U.S. on Nickelodeon from December 18, 2005 to May 13, 2006 and on Cartoon Network (along with *Total Drama Island* and *Stoked)* from October 23, 2008 until June 21, 2010. Nelvana produced 78 of the overall 93 episodes and 2 45-minute television specials.

As of February 2023, it is available in various compilation bundles on YouTube.

## Plot

*6teen* is an animated comedy that delves into themes of friendship, personal growth, self-discovery, and the challenges of being a teenager. Set in the Galleria Mall, a fictional large shopping complex based on the Toronto Eaton Centre and the West Edmonton Mall, the show revolves around the lives of six sixteen-year-old friends who work part-time jobs at different stores within the mall. The main characters, Jude, Caitlin, Jonesy, Nikki, Jen, and Wyatt, face various adventures while dealing with typical teenage issues, such as crushes, relationships, friendships, school and jobs. The group frequently hangs out at the mall's central food court, where they share their experiences, provide support to one another, and engage in banter.
8-orthoplex

In geometry, an **8-orthoplex** or 8-cross polytope is a regular 8-polytope with 16 vertices, 112 edges, 448 triangle faces, 1120 tetrahedron cells, 1792 5-cells *4-faces*, 1792 *5-faces*, 1024 *6-faces*, and 256 *7-faces*.

It has two constructive forms, the first being regular with Schläfli symbol {36,4}, and the second with alternately labeled (checkerboarded) facets, with Schläfli symbol {3,3,3,3,3,31,1} or Coxeter symbol **511**.

It is a part of an infinite family of polytopes, called cross-polytopes or *orthoplexes*. The dual polytope is an 8-hypercube, or octeract.
Adelaide Productions

**Adelaide Productions** is a television animation division of Sony Pictures Television that was founded on April 12, 1993 by Columbia Pictures Television.

As of 2023, Adelaide Productions is currently dormant, since it has not made any animated TV shows since 2014, even though its status is still listed as "active". Its duties have been taken over by Sony Pictures Animation and Sony Pictures Television Kids.
7-demicube

In geometry, a **demihepteract** or **7-demicube** is a uniform 7-polytope, constructed from the 7-hypercube (hepteract) with alternated vertices removed. It is part of a dimensionally infinite family of uniform polytopes called demihypercubes.

E. L. Elte identified it in 1912 as a semiregular polytope, labeling it as HM7 for a 7-dimensional *half measure* polytope.

Coxeter named this polytope as **141** from its Coxeter diagram, with a ring on one of the 1-length branches,  and Schläfli symbol

{

3

3
,
3
,
3
,
3

3

}

{\displaystyle \left\{3 \begin{array}{l}3, 3, 3, 3\\3\end{array}\right\}}

 or {3,34,1}.
Flashpoint

Flashpoint is a Light themed Supervillain who debuted in Black Scorpion "Blinded by the Light" and made his final appearance in "Photo Finish".

## Appearances

### Debut

Black Scorpion "Blinded by the Light

Originally a greedy photographer, Cameron Albright staged a crime with the Red Dragons street gang to get a picture of Black Scorpion without her mask. After his girlfriend Iris Lookinggood/Vision ripped off the Vigilante's mask, she instinctively lashed out with her sting ring, blinding Albright.

Even after having his vision restored through experimental by Dr. Heinderscheit, he vowed revenge on Black Scorpion and the City of Angels. After robbing an armored truck and stealing a diamond, he, Vision, and Heinderscheit constructed a laser meant to blind the populace, but were stopped by Black Scorpion with some help from her friend Argyle.

Vision later broke Flashpoint out of prison and they attempted to expose Black Scorpion's identity, but were stopped yet again.

He used a variety of Light based gadgets to blind people.
Ace Ventura: Pet Detective

***Ace Ventura: Pet Detective*** is an animated television series based on the film of the same name. The series was produced by Morgan Creek Productions, Funbag Animation Studios, Nelvana Limited, for the first two seasons and Odyssey Entertainment for the third and final season. It aired for two seasons from 1995 to 1997 on CBS. A third season and reruns of previous episodes aired on Nickelodeon from 1999 to 2000.

*Ace Ventura: Pet Detective* was one of three animated series based on Jim Carrey movies premiering in the same year; the others are the 1995-1997 *The Mask: Animated Series*, and the 1995-1996 *Dumb and Dumber* series.