recursal/Fanatic-Fandom huggingface dataset:
Christian

Christian worked alongside David at the vehicle workshop until the outbreak happened.
He was one of the only three known people to have witnessed the crashed pelican land.

## Beginning of the End

Christian first appears in the vehicle workshop when the pelican crash landed and released the virus into the City. He flees with David when the other Mechanic was killed as they head to Fort Benny.
Upon arrival via Warthog, they seek refuge in the fort and meet Michael. He is introduced to Michael and they tell Michael of their travels.

But soon after, Christian witnesses the zombie horde's arrival at fort Benny and he helps fight off the horde. However, when the zombies break through the barrier, he escapes with Michael and David in the Falcon. They land on the coast and find an abandoned X28 Boat . Christian mans the turret on the boat as they cross the coast to New Canton. Upon arrival, they are welcomed there by Tom and Christian is invited to stay along with the other two. But shortly after a tour of the settlement, they head off to the gas store with Tom's finest fighters in the Warthog's.

They soon run into a group of bandits and Christian helps lead the attack on the bandit's who just ambushed them. However, only David, Christian and Michael return and they then leave for the Gas store. When at the store they meet two soldiers who Michael saved and he learns that the corpses brains need to be destroyed to prevent infection. The three then return to New Canton and bid their farewell to Tom and the settlement.

After, Christian helps them push through the Sabre Launch Facility and find the Sabre. However, after being marveled by the brilliance of the ship, Christian steps forwards and as much to his dismay falls off the platform. He tries to fight them off but the zombies eat him alive as David and Michael watch from above.

## Personalities

Christian often comes across as quite quiet some of the time as he doesn't talk too much. He can often seem quite anxious at times but is willing to help his friends. However, sometimes he can be seen as quite clumsy when he walks off the platform in the Sabre Launch Facility.

## Relationships

•David - Trusted friend and work partner. Is shown to get along with him.

•Michael - Ally in the apocalypse, met at Fort Benny.

•Tom - Briefly encounters him twice at New Canton.

## Skills

• Reasonable abilities in firearms

• Skilled mechanic
Tyler

Tyler was a deceased soldier who became the very first zombie after he was used for the Respawn Project.

## Back from Oblivion

Tyler was a dead soldier who most likely was killed a short while back. The Respawn scientist deploys the KF5 gas on him, under General Patton's orders. He awakens, as a zombie and frantically slams on the glass, trying to escape. He eventually escapes and kills some of the soldiers onboard. He is the reason the apocalypse began, and more likely **the whole series**.

## Trivia

• Tyler is the very first zombie ever shown (chronologically) and is the reason the apocalypse began. He is also one of the only named zombies, not including characters who become zombies.
Knightmarefilmz Wiki

Welcome to the KnightmareFilmz Wiki

The unofficial wiki dedicated to the many films and shorts created by Youtuber KnightmareFilmz Centres around different aspects of Halo Reach especially.

View Categories List here!

## Need Help

Need help with what you could do or how to make basic edits?
Contact me here: FQuisitor77

## Description

KnightmareFilmz is a Machinima creator and Youtuber dedicated to the different Halo titles.

## Latest activity

<meta name="keywords" content="knightmarefilmz, halo reach, Machinima, halo">

<meta name="description" content="The Official wiki to all halo machinimas by Knightmarefilmz.">

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Mechanic (Beginning of the End)

The Mechanic was a colleague of David and Christian at the vehicle workshop on the city outskirts.

## Beginning of the End

The Mechanic is first seen in the workshop with David and Christian. He goes to scout outside with the other two and notices the Pelican that crashed there. They debate over who should go and look inside and the Mechanic offers to do so. He walks down but turns back and tells them he doesn't believe this is a good idea. But David and Christian encourage him to continue. He then walks inside it and sees a zombie inside with the crash victims. He asks if they are ok but the zombie then eats him alive and David and Christian run away.

## Trivia

• He is the first character shown to die in the series.

• His name is not currently known but he is just listed as 'Mechanic'
X28 Boat

The X28 was a model of boat seen in 'Beginning of the End'.

## Beginning of the End

The X28 boat was found when David , Christian and Michael crash landed by the coast and saw it on the beach. They drove the boat to New Canton and met Tom.

They then head off for the Gas Store to find some fuel for it. They found the fuel and then drove it to the Sabre Launch Facility. They left it there to head into the facility.

## Weapons

It was shown briefly that it had a built in rocket launcher, which was used once by Christian.
Respawn Scientist

The Respawn Scientist was the tester and ' *creator* ' of the KF5 gas and Project Respawn.

## Back from Oblivion

The Respawn scientist met General Patton when he arrived at his lab on the Aircraft Carrier. When asked about the experiment, he tells Patton that the project has been used on animals and is nearly ready for human trials. Patton orders him to initiate immediately, the scientist is slightly uncertain it will work, but dismissively follows his orders. He activates the machine, and the gas is deployed on a deceased soldier called Tyler. The gas surrounds him until we wakes. He repeatedly tries to smash the glass, and then he breaks the glass, as a zombie. He kills and infects some of the soldiers around him and the scientist escapes with the other soldiers onboard.

He is last seen when Daniel and General Patton are leaving in their falcon. He is cornered by a wall and killed by two zombies.

## Trivia

• It is revealed that the scientist never actually *created* the KF5 gas, instead it was a scientist revealed as The Chemist's father, but it was The Chemist who really took control of the project. After the scientist stole The Chemist's work, The Chemist sabotaged it after making a personal vendetta against the scientist.
The Running Dead

The Running Dead is a post-apocalyptic zombie series written and directed by KnightmareFilmz.
It is the channel's most popular series with over 1,000,000 views.

## Plot Summary

The story revolves around a group of survivors including Daniel, David, Odi and Tom who walk the lands infected by endless hordes of ravenous zombie and terrorized by ruthless bandit groups. The main setting is New Canton, a small settlement built on the coast to protect the living from the infected and the cannibals. David was a full time mechanic working on the outskirts of the City, whereas Daniel was previously working as a soldier guarding a military base holding a dangerous virus research facility.

## Characters

• Daniel, a soldier trying to follow in his Father's footsteps.

• David, a mechanic who experienced the first moments of the apocalypse.

• Tom, the leader of the survivors in New Canton.

• Odi, an Elite exiled by his superiors who aids New Canton in their survival.

• Victor, the ruthless leader of the bandit group.

• The Chemist, a mysterious figure watching from the shadows.

## Season 1

The first season consists of six 20-30 minute episodes all of which show various aspects of surviving the apocalypse.

## Episodes

Part 1/6: Beginning of the End (23:10)

Part 2/6: Back from Oblivion (31:21)

Part 3/6: Our Last Days (20:13)

Part 4/6: The Road ahead (21:56)

Part 5/6: Survival of the fittest (18:20)

Part 6/6: End of the line (21:25)

Part 7/6: How it Should Have Ended (1:02)

## Cast

(Episode 1 list)

Starring: CoreVett , ObsidionShadowX, XXBLACKFOX99XX, OrcaMan15.

Other Body Actors: D4TheAboze, Assassin5691, Boogyman1348, UnlivingArbiter, Tay7577, Wearily, Wafflez Own, Tx Talon, XXTravisrXX, Hybrid Source, John CXVII, The Courier 619, KronnikEffect, SurfinTurtle66, MaceyOshiman, Draco846, L3gacy War, Spartan Ops 117, Swizz Prediter, FlameWolf36, !!Jesper!!, Lukey8787, Hicks5Tyler, Type3Diabeties, Exploding Ryan1, GramKracka116, DistinctCargo11, Fus92.

Voice Actors:

CoreVett, ObsidionShadowX, XXBLACKFOX99XX, Exploding Ryan1, Ninjaskills5024, ZumeDelta, L3gacy War, Beeky3.

Special Thanks to:

ObsidionShadowX and XXBLACKFOX99XX for forging maps.

Music:

By Kevin Macleod
Creative Commons Attribution 3.0 Unported license

By Machinimasound
Creative Commons Attribution 3.0 Unported (CC BY 3.0)

Title: Assassins Creed III fanmade
Composers: Petteri Sainio & Rick Horrocks
Genre: Epic Orchestral Action Drama Trailer Score

## Season 2

A second season has been announced alongside a trailer uploaded on January 5th, but no other real information has been revealed as of yet because of the current fixture on Season 1 of Spy-1.

Trivia:

• The Entire running time of the first season (including the alternate ending) lands at a considerable 137 minutes and 26 seconds.

• The show likely drew inspiration from the AMC television show 'The Walking Dead'

• It has been hinted at by KnightmareFilmz, that he may decide to re-master some of the episodes to improve the already well choreographed show.

• After a while some of the characters start calling the zombies 'Z's' instead.

 File:The Running Dead Season 2 (Teaser Trailer)-0
Gargoogolplex

*這是一篇小作品。 你可以透過擴充來幫助大數學 维基。*
Gargoogolplex，是古戈爾普勒克斯的平方，即是\(10^{2 \times 10^{100}}\)。此數字是由Kieran Cockburn（Alistair的兒子）創造的。

古戈爾和相關數字

**古戈爾-n-普勒克斯：**古戈爾 · 古戈爾普勒克斯 · 古戈爾度普勒克斯 · 古戈爾特利普勒克斯 · -quadriplex · -quinplex · -sextiplex · -septiplex · -octiplex · -noniplex · -deciplex · -centiplex
**古戈爾-103*n*-普勒克斯:** googolmilliplex · -megaplex · -gigaplex · -teraplex · -petaplex · -exaplex · -zettaplex · -yottaplex
**鮑爾斯的擴展：**吉戈爾 · gaggol · geegol · boogol · goobol · more...
**Saibian的擴展：**古戈爾弓 · grangol · greagol · gigangol · more...
**Cockburn的擴展:** **gargoogolplex** · fzgoogolplex · fugagoogolplex
**其他:** googolteen · googolty · great googol(plex) · 古戈爾邦 · zootzootplex
無量大數

**無量大數**（注音ㄨˊ ㄌㄧㄤˋ ㄉㄚˋ ㄕㄨˋ，漢語拼音wú liàng dà shù）代表1068，為古印度的一個單位，首度在中國元朝由朱世傑撰寫的《算學啟蒙》被記載，但當時代表的值是10128，即是採用中國古代的中數表示法，也就是從億開始，每過一億進一次位。為不可思議的一萬倍。

日本的《塵劫記》也有記載，在寬永8年時代表的是1088，也就是從極開始，每過一億進一次位，極之前為每過一萬進一次位。

現行的中文數字統一採用每過萬進一次位，因此無量大數代表1068。

短級差系統命名和長級差系統命名：

* 短級差系統命名：hundred unvigintillion
* 長級差系統命名：hundred undecillion

細分
--

無量大數可以再細分為無量、大數，無量跟無量大數一樣，代表1068；大數則更大，代表1072。

中文數字單位

一 · 十 · 百 · 千 · 萬 · 億 · 兆 · 京 · 垓 · 秭 · 穰 · 溝 · 澗 · 正 · 載 · 極 · 恆河沙 · 阿僧祇 · 那由他 · 不可思議 · **無量大數**
KnightmareFilmz

The official channel and topic of this wiki.

## Description

KnightmareFilmz is the official channel for all KnightmareFilmz related content.
The channel was opened on November 8th 2012 and the first Machinima series, 'The Rookies' was uploaded in January 2013 onwards. The videos published on the channel mainly focus on the games Halo Reach and Halo 4, but with occasional films on Halo: The Master Chief Collection and Halo 3. The channel has over 100 videos with over 8,000,000 views and 50,000 subscribers.

The videos mostly use Machinima filming techniques and camera shots, but occasionally Special effects are used as well.

## Profile

Real Name: Joshua Vett

Gamer Tags:

CoreVett, KnightmareFilmz

Joshua Vett is a talented halo machinima director and has produced many successful series since January 2013.

## Popular series

The channel has uploaded many iconic series including The Running Dead, The Rookies , The Custom Games , The End of Days and SPY-1. There are many Machinima shorts on the channel as well, including Stranded, Contract 25, Eternal Gladiator, Russian Time Machine and 'What's Yours is mine'.
The most popular series is The Running Dead, with 1,600,000 views in total, with the series split into six twenty-minute episodes.

**Trivia:**

• The videos just recently carry over a long running inside joke about a mysterious figure called, 'Harold'. Harold has appeared in every video following 'Harold: The hunt begins'.

• Halo isn't the only game featured, other games such as Destiny and Call of Duty have been used occasionally.
Caprata

**Incorporated** | 1893

**Caprata**, officially the **City of Caprata** (Italian: *Città di Caprata*, Castiglian: *Capràa*) is a city and important business and cultural centre in Castiglio, an autonomous region of Granovia. It is located on the eastern coast of Castiglio Island, and the Brizza river runs through the centre of the city. The population of the city proper is 200,000, while the population of the urban area is estimated to be 300,000 inhabitants.

## Locations in Caprata

* Forteno
* World of Media
* Stadio Caprata
* Caprata Metro
* Caprata Sud railway station
* West Caprata Bridge
* La Fetta

## Simplified map

Caprata is split into twelve neighborhoods.

## Sport

Two professional football clubs in Lega 1, AS Caprata and SS Rocci, are based in Caprata. There is also a professional rugby league team, Caprata Rugby. All professional sport clubs in the city currently play their home matches at the Stadio Caprata.
Enrico Santelli

**Enrico Santelli** (born 22 October 1971, Caprata) is a Granovian businessman and politician. He currently is the largest shareholder of the Castiglian Investment Group, a large conglomerate notable for its ownership of many Castiglio-based companies. He supports greater autonomy for Castiglio or Castiglian independence.
古戈爾度普勒克斯

**古戈爾度普勒克斯**（英語：**googolduplex**）代表\(10^{10^{10^{100}}}\)，即10的古戈爾普勒克斯次方（1後有古戈爾普勒克斯個0），用超E符號表示為E100#3 = E2#4。它還有許多名稱，如**googolplexplex**、**gargoogolplex**、**googolplexian**等。

古戈爾和相關數字

**古戈爾-n-普勒克斯：**古戈爾 · 古戈爾普勒克斯 · **古戈爾度普勒克斯** · 古戈爾特利普勒克斯 · -quadriplex · -quinplex · -sextiplex · -septiplex · -octiplex · -noniplex · -deciplex · -centiplex
**古戈爾-103*n*-普勒克斯:** googolmilliplex · -megaplex · -gigaplex · -teraplex · -petaplex · -exaplex · -zettaplex · -yottaplex
**鮑爾斯的擴展：**吉戈爾 · gaggol · geegol · boogol · goobol · more...
**Saibian的擴展：**古戈爾弓 · grangol · greagol · gigangol · more...
**Cockburn的擴展:** gargoogolplex · fzgoogolplex · fugagoogolplex
**其他:** googolteen · googolty · great googol(plex) · 古戈爾邦 · zootzootplex
Sea Arts

**Land Arts** is a category of black magic on Sphera. These arts involve manipulation of water and wind. They are associated with the goddess Marluvia.

### **Effects and spells:**

#### **Water:**

* Whirlpool
* Call rain
* Raise & Calm waves
* Purify water
* Water blast

**Wind:**

* Tornado
* Raise & Calm wind
* Change wind direction
* High jump
* Wind blast
* Glide

### **Regions practiced:**

* Vesper
* Gilspar
* Viuri Isles
* Windsor
* Villages along the Great Bay
Geburah

**Geburah** is the largest civilization in the northern desert. The city gets its name "mirage city" because it disappears and reappears in random places within the northern desert. Contrary to popular belief, the city cannot teleport or make itself invisible using magic. There are many people who are skeptical the city even exists, as it is very rare for travelers to come across. It is said that only people who live in the city can come and go as they please, and the city is vastly rich with treasures and beautiful architecture.

## History

Geburah's origins come from a tribe in the desert trying to avoid attacks from the Dahlku. The sand snakes and other beasts from the desert would travel in packs through the desert and overwhelm tribes and towns. In order to avoid attacks, Geburan mages crafted an flat platform of solid rock to build their city on. At random, the mages would use their powers to slide the city's foundation across desert sands and move it to different destinations. The continual moving of the city kept it safe from the Dahlku and attacks from enemy tribes. It also allowed the city to access the oasis.
Sky Arts

**Sky Arts** is a category of black magic on Sphera. These arts involve manipulation of lightning and frost. They are associated with the god Arvent.

### **Effects and spells:**

#### **Lightning:**

* Lightning bolt
* Electroluminescence
* Surge electricity (increase heart rate/reaction time)
* Sense/manipulate magnetic fields

**Frost:**

* Call snow/blizzard
* Freeze water
* Iceshield
* Ice spike
* Withstand colder temperatures
* Manipulation of clouds

### **Regions practiced:**

* Vesper
* Hod
* Yesod

* Kete
Malkuth

**Malkuth** is a civilization mostly located in the northern region of the Badlands. It is one of the smallest civilizations due to it's location and relative lack of resources. Its citizens are generally superstitious farmers and lumber jacks. Malkuth is best known for its production of beers, ales and even whiskey spirits.
古戈爾邦

*這是一篇小作品。 你可以透過擴充來幫助大數學 维基。*
**古戈爾邦**（英語：**googolbang**，有時又寫成**googol-bang**）等於古戈爾階乘（因為-bang後綴代表階乘），即\((10^{100})! \approx 10^{9.9565705518098 \times 10^{101}} \approx 10^{10^{102}}\)，約為古戈爾普勒克斯的100次方。

古戈爾和相關數字

**古戈爾-n-普勒克斯：**古戈爾 · 古戈爾普勒克斯 · 古戈爾度普勒克斯 · 古戈爾特利普勒克斯 · -quadriplex · -quinplex · -sextiplex · -septiplex · -octiplex · -noniplex · -deciplex · -centiplex
**古戈爾-103*n*-普勒克斯:** googolmilliplex · -megaplex · -gigaplex · -teraplex · -petaplex · -exaplex · -zettaplex · -yottaplex
**鮑爾斯的擴展：**吉戈爾 · gaggol · geegol · boogol · goobol · more...
**Saibian的擴展：**古戈爾弓 · grangol · greagol · gigangol · more...
**Cockburn的擴展:** gargoogolplex · fzgoogolplex · fugagoogolplex
**其他:** googolteen · googolty · great googol(plex) · **古戈爾邦** · zootzootplex
Magic Arts

**Magic Arts** are the different types of magic.

## Types of Arts

There are three types of magic:

* Land Arts
* Sea Arts
* Sky Arts

## Attainment

In order to gain magic arts, humans must pledge their lives to one of the four gods. If the god accepts their pledge, they will gain to right to receive magic powers. Each god grants a different type of elemental magic, each with their own perks.

Because humans can only pledge their lives to one god, humans can only gain powers from one set of the arts, not multiple.

A worshipers' power and intensity of magic are developed very slowly through years of devotion and service. Sacrifice, offerings and prayer are the most common ways for enhancing one's powers. Giving glory to a god through deeds or quests gains powers. Gods also favor followers who conquest other deity temples, shrines or people of opposing beliefs.
Caprata Rugby

**2014-15** | 1st

**Caprata Rugby** is a professional rugby league team based in Caprata, Castiglio, Granovia. They play at the Stadio Caprata, a 50,000 seater stadium shared with football clubs AS Caprata and SS Rocci. The club is one of the most successful in the country, having won 14 league titles. The club also has the largest support base in Granovian rugby.
Granovia national football team

**Granovia national football team** is the national football team representing the Republic of Granovia. It was founded in 1912, and has since become a key figure throughout wikinational football team. The current head coach of the team is tbd. The current captain of the team is Mattia Martucci. It is operated by the Granovia Football Association. They play at the Stadio Caprata in Caprata.
Holy Arts

**Holy Arts** are the only white magic on the planet. These magics do not cause destruction, but bring life and restoration. They are associated with the Creator.

### Effects and spells:

* Heal wounds
* Impede aging
* Cure (disease, poison, blindness, paralysis, burns, etc.)
* Magelight
* Bliss

### Regions practiced:

Holy Arts are a forgotten magic. Nobody has received the ability to perform Holy Arts since the fall of the Creator. Only an extremely rare few still know the arts and are able to perform them.
Vincent Bourg

**Vincent Bourg** is a young loner who finds himself inextricably bound up in Oliver’s disappearance.

## Biography

With little information to go on in the hunt for missing Oliver Hughes, the police's attention immediately turns to a known paedophile living in the area, Vincent Bourg.

Vincent pleads his innocence to any involvement in Oliver's disappearance, ever since he was first picked up for questioning by the police in 2006.

In the present day, Vincent is receiving medical treatment to suppress his sexual desires - by chemically reducing the levels of testosterone in his body to that of a pre-pubescent child.
Ancients

The Ancients are an ethnicity of humans who were around since the dawn of man. They lived in Nalreyu, under the reign of the Creator. The Ancients were the only humans on the planet who knew and practiced the Holy Arts. Under the holy arts, it was said that the ancients are able to live for hundreds of years. However, practically all ancients were killed during the god war. It is widely believed that the ethnicity is entirely extinct, because holy arts are no longer practiced.
Series 1

## About

The Missing, Series 1, is a British drama television series. It premiered on 28 October 2014 on BBC One in the UK, and in the US on Starz on 15 November 2014. The eight-part series was written by Harry and Jack Williams and directed by Tom Shankland. It stars James Nesbitt as Tony Hughes, the father of a boy missing in France, and Tchéky Karyo as Julien Baptiste, a retired French detective put in charge of leading the case.

## Episodes

* Eden
* Pray for Me
* The Meeting
* Gone Fishing
* Molly
* Concrete
* Return to Eden
* Till Death
The Missing Wiki

welcome to
THE MISSING & BAPTISTE WIKI

*The Missing* is an anthology series featuring French detective Julien Baptiste, who features in both cases. In series one, Baptiste leads the case to find a missing boy, Oliver Hughes, who had gone missing eight years prior when his family travelled to north France for a holiday. In series two, a missing girl, Alice Webster, resurfaces, claiming to have been held captive alongside a girl named Sophie Giroux. Having led the Giroux case, Baptiste cannot help but be pulled in to investigate the mysterious circumstances.
In the spin-off, *Baptiste*, as Julien Baptiste recovers from a life-changing operation on a brain tumour, his old superior convinces him to join the case to look for a missing Dutch sex worker, finding himself entangled with her family and a number of criminal individuals.

CHARACTERS

TRAILERS

THE MISSING Season 2 TRAILERThe Missing First Look Trailer STARZ

POLL

SOCIAL MEDIA
Twitter
Siquecarlos

**Carlos Paõlo Siqueira da Silva** (Casale, 18 June 1993), known as **Siquecarlos** is a Granovian footballer who currently plays for CA Fortaleza as a forward.

## Career

Siquecarlos began his footballing career at CA Fortaleza's youth academy in 2010. He quickly became noticed as a talented player and was promoted to their main squad in 2012. At CA Fortaleza, Siquecarlos has been an important player (sometimes considered the team's main striker) and a proficient goalscorer in the Lega 1.
Molly

"**Molly**" is the fifth episode of the first series of *The Missing*. It aired on BBC One on 25 November 2014 and on Starz on December 13, 2014.

## Summary

2006: Tony and Emily's pleas to reinvestigate a suspect again fall on deaf ears. Tony decides to take matters into his own hands and has a violent confrontation with life-changing consequences.

In the present day, Tony and Julien retrace their steps in Paris as they try and find out the whereabouts of a man who they believe to be involved with Oliver's disappearance.
President of Granovia

The **President of Granovia** is the head of state of Granovia. The President is the most important political figure within the country. The President is almost always the leader of the largest party or coalition in the Parliament.

The President is elected every 4 years, with the possibility to be reelected for a maximum of 4 times. The current President is Giacomo Rizzoli.

## Notes

1. ↑ Since Stanzi was not elected by the Granovian people, he is often not counted and not referenced as a President.
Kim Vogel

**Kim Vogel** is the owner of a café in Amsterdam, and the head of an organisation that helps sex workers rent their own windows.

## Biography

Kim ran a successful café in Amsterdam, alongside an organisation helping to empower sex workers to take control of their lives. In her latter role, she came across Natalie Rose. Due to this, she later helped Julien Baptiste in his search for a missing Natalie.
Arcane Domain

The Arcane domain grants some control over the forces of arcane magic, allowing the priest to cast a limited number of spells similar to a wizard or sorcerer through sheer faith alone.

### Arcane Initiate

At 1st level, you gain proficiency in the Arcana skill, and you gain two cantrips of your choice from the wizard spell list. For you, these cantrips count as cleric cantrips.

### Channel Divinity: Arcane Abjuration

Starting at 2nd level, as an action, you present your holy symbol, and one celestial, elemental, fey, or fiend of your choice that is within 30 feet of you must make a Wisdom saving throw, provided that the creature can see or hear you. If the creature fails its saving throw, it is turned for 1 minute or until it takes any damage.

A turned creature must spend its turns trying to move as far away from you as it can, and it can't willingly end its move in a space within 30 feet of you. It also can't take reactions. For its action, it can use the Dash action or try to escape from an effect that prevents it from moving. If there's nowhere to move, then the creature can use the Dodge action.

After you reach 5th level, when a creature fails its saving throw against your Arcane Abjuration feature, the creature is banished for 1 minute (as in the Banishment spell, no concentration required) if it isn't on its plane of origin and if its challenge rating is at or below a certain threshold, as shown below.

 8th
 11th
 14th
 17th

### Spell Breaker

Starting at 6th level, when you restore hit points to an ally with a spell of 1st level or higher, you can also end one spell of your choice on that creature. The level of the spell you end must be equal to or lower than the level of the spell slot you use to cast the healing spell.

### Potent Spellcasting

Starting at 8th level, you add your Wisdom modifier to the damage you deal with any cleric cantrip.

### Arcane Mastery

At 17th level, you choose four spells from the wizard spell list, one from each of the following levels: 6th, 7th, 8th, and 9th. You add them to your list of domain spells. Like your other domain spells, they are always prepared and count as cleric spells for you.
Baptiste

***Baptiste*** is a British drama series focusing on titular French detective Julien Baptiste, portrayed by Tchéky Karyo. It is a spin-off of *The Missing*, in which Karyo first played the character. It premiered on BBC One on 17 February 2019.

The series is produced by Two Brothers Pictures and distributed by All3Media.

## Synopsis

When Julien and his wife are on a visit to Amsterdam, the Chief of Police – who also happens to be an old girlfriend – seeks out his help to solve the mystery of a missing girl. Baptiste is rapidly embroiled in a case that looks beyond the beautiful streets, canals and houses of Amsterdam to the seamy underworld beneath.

## Cast

* Tchéky Karyo as Julien Baptiste
* Anastasia Hille as Celia Baptiste
* Tom Hollander as Edward Stratton
* Barbara Sarafian as Martha Horchner
* Talisa Garcia as Kim Vogel
* Jessica Raine as Genevieve Taylor
* Alec Secareanu as Constantin Baracu

## Gallery

### Videos

Tom Hollander's desperate attempt to find missing girl in thrilling new Baptiste Trailer - BBC
The Missing

***The Missing*** is a British drama television series. It premiered on October 28, 2014 on BBC One in the UK, and in the US on Starz on 15 November 2014. The eight-part series was written by Harry and Jack Williams and directed by Tom Shankland. It stars James Nesbitt as Tony Hughes, the father of a boy missing in France, and Tchéky Karyo as Julien Baptiste, a retired French detective put in charge of leading the case.

A second series has been commissioned which will feature a new case.

## Summary

When five year-old Oliver Hughes disappears while on holiday in France, it sets off a nearly decade-long search for his whereabouts. This dramatic thrilled takes you inside the mind of Tony Hughes, his father, who is desperate to locate his lost son.

With help from a famous detective, Tony embarks on an obsessive quest to find his son and those responsible for his disappearance. Tony's exhaustive search fractures his relationship with his wife, Emily Hughes, and threatens to destroy his life.
Frances O'Connor

## About

Frances O'Connor portrays Emily Hughes in The Missing.

## Background

British-born Frances O’Connor grew up in Australia where she attended the Western Australian Academy of Performing Arts.

Frances made her film debut in the independent romantic comedy, Love and Other Catastrophes (1996), for which she received her first AACTA (Australian Academy of Cinema and Television Arts) nomination. She went on to star opposite Cate Blanchett and Richard Roxburgh in Thank God He Met Lizzie (1997). In 1999 Frances starred as ‘Fanny Price’ in an adaptation of Jane Austen’s Mansfield Park and earned a Golden Globe nomination for her performance as ‘Emma Bovary’ in the BBC’s adaptation of Madame Bovary (2000).

These performances led to the beginning of a career in Hollywood, with roles in Bedazzled (2000), Steven Spielberg’s A.I. Artificial Intelligence (2001) and an adaptation of Oscar Wilde’s The Importance of Being Earnest (2002) in which starred alongside British favourites, Rupert Everett, Colin Firth and Dame Judi Dench.

Frances also appeared alongside Hilary Swank, Julia Ormond and Anjelica Huston in the independent film Iron Jawed Angels (2004), and earned further AACTA nominations for The Hunter (2011), Three Dollars (2005). Frances won an AACTA for her role in Blessed (2009).

Frances was recently seen starring as ‘Rose Selfridge’ in the ITV period drama Mr. Selfridge.
Nazach

**Nazach** is the most technologically advanced civilization located on an island in the Great Bay. It contains one of the world's best universities and is known for its engineering and sea merchant industry. Along with being one of the most advanced societies, it is the only atheistic society on the planet.

## History

After the exodus from the God War, people swam from the main land to the only large island in the Great Bay. People gathered there and lived off the islands resources, which were trees and fish. The inhabitants slowly built their civilization, and eventually turned their woodcraft towards to production of boats. Nazachians mastered the craft of boats and sailed around the edges of the Great Bay to trade with shore civilizations. They mainly traded boats and fish from their island. Before long the merchants across the Selwyn sea to trade with Gilspar.

Due to the success of trading, Nazach became a hub for sea merchants and prospered economically. Wealthy merchants funded the construction of the university, dedicated solely to the study and engineering of faster, more efficient ships. Through time and more economic success, the university began diversifying and spreading ideas into other fields of engineering and thought.

Before long the university overshadowed the sea-trade industry, as people came to the island to learn and innovate instead of fish and trade. Now the university is one of the biggest in the world and has greatly improved the standard of living among all its citizens.
The Meeting

"**The Meeting**" is the third episode of the first series of *The Missing*. It aired on BBC One on 11 November 2014 and on Starz on November 29, 2014.

## Summary

2006: The investigation into Oliver's disappearance continues. Tony's past comes back to haunt him. Ian Garrett continues to offer support and the friendship between him and Tony deepens. An undercover police officer in Paris comes forward with possible information about Oliver Hughes.

Present day: Tony and Julien are relieved that the case has now officially been reopened. Emily returns to Chalons Du Bois and finally begins to face the demons from her past. Progress into the case is initially slow but a shocking new lead emerges.
Sabre

The Sabre was a fighter-class military space shuttle that David boarded in 'Beginning of the End'

## Beginning of the End

David , Christian and Michael entered the Sabre Launch Facility to try to reach the 'safe haven' space station, Anchor 7. They enter the launch platform room and Christian is in awe at the sight of it. So much in fact that he accidentally walks off the platform and is eaten below.

After Michael sacrifices himself to buy time, David boards the Sabre and initiates countdown. The Sabre then launches and leaves Earth for Anchor 7.

## Back from Oblivion

At the start of the video, a flashback of David piloting the Sabre is shown.
Later on, Daniel and Odi find David's sabre after teleporting to Anchor 7.
Emily Hughes

## About

Emily Hughes is Tony’s wife and a loving mother to their son, Oliver, whose disappearance leaves her on the verge of a mental breakdown. While she has attempted to move on with her life in the wake of the tragedy, the re-opening of the investigation into Oliver’s disappearance threatens to once again emotionally engulf her.
Eden

"**Eden**" is the first episode of the first series of *The Missing*. It aired on BBC One on 28 October 2014 and on Starz on November 15, 2014.

## Summary

2006- Tony Hughes and Emily Hughes' life changes forever when their five-year-old son Oliver goes missing on a family holiday to France. A huge manhunt led by Julien Baptiste, one of France's finest detectives, is launched. The French police face an uphill struggle in their mission to find the young boy - Oliver seems to have disappeared into thin air. Tony and Emily are in a foreign land - they do not speak the language and do not understand the rules. As their desperation and the profile of the case grows, Tony and Emily find themselves thrown into a media maelstrom, learning the hard way that not everyone they meet is willing to operate in their best interests.

Present day- Eight years on from Oliver's disappearance, the fallout has resulted in the end of Tony and Emily's marriage. Tony refuses to believe that Oliver is dead and doggedly continues his search to find his son. After years of searching, Tony is given new hope when a shred of evidence emerges. This reignites the interest of Julien Baptiste, the lead French detective at the time of the disappearance, who returns to Chalons Du Bois to try and finally get to the bottom of what happened to Oliver Hughes.
Googolquinplex

*這是一篇小作品。 你可以透過擴充來幫助大數學 维基。*
Googolquinplex，是等於\(10^{10^{...^{100}}}\)  ，其中有6個10。此數字是由Googol (\(10^{100}\))， -quin- (5) 和 -plex (10n10^{n}) 的後綴結合起來的。

古戈爾和相關數字

**古戈爾-n-普勒克斯：**古戈爾 · 古戈爾普勒克斯 · 古戈爾度普勒克斯 · 古戈爾特利普勒克斯 · -quadriplex · **-quinplex** · -sextiplex · -septiplex · -octiplex · -noniplex · -deciplex · -centiplex
**古戈爾-103*n*-普勒克斯:** googolmilliplex · -megaplex · -gigaplex · -teraplex · -petaplex · -exaplex · -zettaplex · -yottaplex
**鮑爾斯的擴展：**吉戈爾 · gaggol · geegol · boogol · goobol · more...
**Saibian的擴展：**古戈爾弓 · grangol · greagol · gigangol · more...
**Cockburn的擴展:** gargoogolplex · fzgoogolplex · fugagoogolplex
**其他:** googolteen · googolty · great googol(plex) · 古戈爾邦 · zootzootplex
Survivors (Halo Reach Machinima Short)

*“We are not killers. We are not Monsters. We are Survivors.”*

*-Brown Spartan from* Survivors (Halo Reach Machinima Short)

Survivors (Halo Reach Machinima Short) is a 2:34 minute long Machinima made in the game Halo: Reach. It focuses on a White Spartan with a Mark V Helmet going through a world. A narrator is speaking, as if he were the White Spartan, narrating events as they happen. As the White Spartan is walking, we see a Brown Spartan aiming a magnum at the White Spartan’s head. He then shoots the White Spartan, taking his guns (Sniper Rifle, DMR), and supposedly taking his supplies (inferance made by the sound effects). The Brown Spartan then leaves. Video Ends.
Transcript:

Narrator: War...War brings death, loss, and destruction, but it also brings glory, and honor, and a time for a man to fight for his country.

*White Spartan seen walking, shown from many different angles.*

Narrator: This...This was not war. This was the push of a button. There was no glory. There was no honor. Just death. The bombs threw this world to decay us. People started killing each other over something as simple as a can of food. For some people, this new life was no longer worth fighting for.

*Blue Spartan is seen dead, lying against a wall.*

Narrator: For others, these changes were a blessing.

*More* *coming soon...*
Gone Fishing

"**Gone Fishing**" is the fourth episode of the first series of *The Missing*. It aired on BBC One on 18 November 2014 and on Starz on December 6, 2014.

## Summary

2006: The case is thrown into disarray when someone with important information is found murdered. Tony is horrified as he begins to realise that someone close to him isn't the person he claimed to be.

In the present day Julien is intent on reinvestigating the links between the dead witness and Oliver's disappearance. The stress of the reopening of the case starts to take its toll on Emily and Mark's relationship.
Pray for Me

"**Pray for Me**" is the second episode of the first series of *The Missing*. It aired on BBC One on 4 November 2014 and on Starz on November 22, 2014.

## Summary

2006: Three days since Oliver's disappearance, and with little information to go on, suspicion immediately falls on a known paedophile living in the area. With police protocol keeping Tony and Emily firmly in the dark, Tony is tempted when ambitious journalist, Malik Suri, comes forward with illegally obtained information on the suspect in custody. Then the suspect is released with a seemingly concrete alibi. A generous benefactor reaches out to Tony and Emily when they are at their lowest ebb, offering a financial reward for anyone coming forward with information relating to Oliver's disappearance.

Present day: Tony's attempt to reopen the investigation gathers momentum as he and Julien finally find the first bit of solid evidence. While Tony continues on his mission to find out the truth about what exactly happened to his son, both Emily and Julien have to deal with problems in their own lives.
拉特利

**拉特利**在BEAF里等于\(\{3,3,3(1)2\}=\{3,3(1)3\}=\{3,2(1)4\}\)，它在快速增長層級中大约是\(f\_{\omega^\omega+2}(3)\)。

计算
--

1. 让\(a\_1=3\)。
2. 让\(a\_2=\{3,3,3\}\)。
3. 让\(a\_3=\{3,\{3,3,3\}(1)2\}\)
4. 让\(a\_n=\{3,a\_{n-1}(1)2\}\)。
5. 拉特利等于\(a\_{a\_3}\)

來源
--

1. ↑ Jonathan Bowers, *Infinity Scrapers*, personal website. Retrieved 2022/09/23.
Googolquadriplex

*這是一篇小作品。 你可以透過擴充來幫助大數學 维基。*
Googolquadriplex，是等於\(10^{10^{...^{100}}}\)  ，其中有5個10。此數字是由Googol (\(10^{100}\)) ， -quadri- (\(4\)) 和 -plex (\(10^{n}\)) 的後綴結合起來的。

古戈爾和相關數字

**古戈爾-n-普勒克斯：**古戈爾 · 古戈爾普勒克斯 · 古戈爾度普勒克斯 · 古戈爾特利普勒克斯 · **-quadriplex** · -quinplex · -sextiplex · -septiplex · -octiplex · -noniplex · -deciplex · -centiplex
**古戈爾-103*n*-普勒克斯:** googolmilliplex · -megaplex · -gigaplex · -teraplex · -petaplex · -exaplex · -zettaplex · -yottaplex
**鮑爾斯的擴展：**吉戈爾 · gaggol · geegol · boogol · goobol · more...
**Saibian的擴展：**古戈爾弓 · grangol · greagol · gigangol · more...
**Cockburn的擴展:** gargoogolplex · fzgoogolplex · fugagoogolplex
**其他:** googolteen · googolty · great googol(plex) · 古戈爾邦 · zootzootplex
丙秈

**丙秈**（舊稱**柴咸**，秈：xiān，ㄒㄧㄢ，英語：triexian）是Misali式六進制系統中的一個數字。它等於2,176,782,336 = 1 0000 0000 00006 = 612。

## 參考來源

1. ↑ https://www.seximal.net/words/
2. ↑ https://www.seximal.net/mandarin

Misali式六進制系統

**少於秈：** 六 · 二六 · 三六 · 四六 · 五六 · 尼 · 六尼/tarumba
**秈系列:** 秈 · 乙秈 · **丙秈** · 丁秈 · 戊秈 · 甲無秈 · 甲甲秈 · 甲乙秈 · 甲丙秈 · 甲丁秈 · 甲戊秈 · 乙無秈
**秈系列擴展：** 乙甲秈 · 乙乙秈 · 乙丙秈 · 乙丁秈 · 乙戊秈 · 丙無秈 · 丁無秈 · 戊無秈 · 甲無無秈 · 乙無無秈 · 丙無無秈 · 丁無無秈 · 戊無無秈 · 甲無無無秈 · 甲無無無無秈
兆

**兆**（注音ㄓㄠˋ，漢語拼音zhào），在台灣表示1012，即萬億，在中國大陸表示106，即百萬。

中國古代的「下、中、上數」表示法在兆這個數上分別表示不同的意思。下數的兆代表106（百萬），在現今的中國大陸較台灣普遍（民間仍少用，作為國際單位制詞頭時較常用），台灣不常使用這種用法，然而「兆赫」在台灣仍然表示一百萬赫茲。中數及上數的兆均代表1016，現今已不用。而日本《塵劫記》寬永8年及寬永11年版、中國清朝的《數理精蘊》採用萬進制，將兆視為1012，為現今台灣的用法，中國大陸雖然也有使用，但較不普遍。（儘管民間似乎也認為兆指的是萬億，但基本上仍以「萬億」代替兆）

在國際單位制詞頭裡，中國大陸就是使用兆代替Mega詞頭，台灣則使用百萬代替。

短級差系統命名和長級差系統命名：

* 短級差系統命名：one trillion（台灣使用）、one million（中國大陸使用）
* 長級差系統命名：one billion（台灣使用）、one million（中國大陸使用）

中文數字單位

一 · 十 · 百 · 千 · 萬 · 億 · **兆** · 京 · 垓 · 秭 · 穰 · 溝 · 澗 · 正 · 載 · 極 · 恆河沙 · 阿僧祇 · 那由他 · 不可思議 · 無量大數
第一个不可数序数

第一个不可数序数是\(\omega\_1\)，有时写作\(\Omega\)，它大于所有可数序数（包括\(\omega\_1^{\text{CK}}\)）。在OCF中，它一般写作\(\Omega\)。除此之外，还有\(\omega\_2\)，\(\Phi\_1(0)\)等更多的不可数序数。有时\(\omega\_n\)表示\(\omega\uparrow\uparrow n\)，或表示Church-Kleene序数。

注意：\(\omega\_2\)不是第二个不可数序数，而是第二个常規的不可数序数，而真正的第二个不可数序数是\(\omega\_1 +1\)。

来源
--

1. ↑ https://www1.maths.leeds.ac.uk/~rathjen/HydraeSubArith.pdf
2. ↑ http://cl-informatik.uibk.ac.at/users/georg/publications/esslli03.pdf
3. ↑ https://www.duo.uio.no/handle/10852/44063
Misali式六進制系統

**Misali式六進制系統**（英：Misalian seximal system）是一個由jan Misali製作的以六進制為基礎的數字系統。他之所以製作這個是因為他認為六進制是客觀上表達數字的最好方式。這個系統本來僅用於英語，但是它後來被翻譯到其他語言，包括漢語。

## 六的倍數

116至156（即7至11）叫做“六一”、“六二”、“六三”等等。

206（12, dozen）叫做“二六”。

306（18, thirsy）叫做“三六”。

406（24, foursy）叫做“四六”。

506（30, fifsy）叫做“五六”。

1006（36, nif）叫做“尼”。"nif"這個詞語來自Ndom語言。

## 六的冪

10006（216, six nif）叫做“六尼”，也可以叫做"tarumba"，來自Kómnzo語言。

1 00006（1296, unexian）叫做“秈”。

1 0000 00006（biexian）叫做“乙秈”。

1 0000 0000 00006（triexian）叫做“丙秈”。

\(6^{4\*4}\)（quadexian）叫做“丁秈”。

\(6^{4\*5}\)（pentexian）叫做“戊秈”。

\(6^{4\*10\_6}\)（unnilexian）叫做“甲無秈”。

## 外部鏈接

官方網站：https://www.seximal.net/

**Misali式六進制系統**

**少於秈：** 六 · 二六 · 三六 · 四六 · 五六 · 尼 · 六尼/tarumba
**秈系列:** 秈 · 乙秈 · 丙秈 · 丁秈 · 戊秈 · 甲無秈 · 甲甲秈 · 甲乙秈 · 甲丙秈 · 甲丁秈 · 甲戊秈 · 乙無秈
**秈系列擴展：** 乙甲秈 · 乙乙秈 · 乙丙秈 · 乙丁秈 · 乙戊秈 · 丙無秈 · 丁無秈 · 戊無秈 · 甲無無秈 · 乙無無秈 · 丙無無秈 · 丁無無秈 · 戊無無秈 · 甲無無無秈 · 甲無無無無秈
Till Death

"**Till Death**" is the eighth and final episode of the first series of *The Missing*. It aired on BBC One on 16 December 2014 and on Starz on January 10, 2015.

## Summary

The truth about Oliver's disappearance finally comes to light, as the action moves between 2006 and 2014. But what does the future hold in store for Tony, Emily, Julien and Mark after all this time? Can any of their relationships ever be whole again?
不可說不可說轉

**不可說不可說轉**為《華嚴經》裡最大的數字，代表\(10^{7 \times 2^{122}} = 10^{37218383881977644441306597687849648128}\)，約等於\(10^{3.7 \times 10^{37}}\)。

大方廣佛華嚴經卷第四十五 阿僧祇品第三十 (于闐國三藏實叉難陀奉 制譯)

佛言：「善男子！一百洛叉為一俱胝，俱胝俱胝為一阿庾多，阿庾多阿庾多為一那由他，那由他那由他為一頻婆羅，頻婆羅頻婆羅為一矜羯羅，矜羯羅矜羯羅為一阿伽羅，阿伽羅阿伽羅為一最勝，最勝最勝為一摩婆(上聲呼)羅，摩婆羅摩婆羅為一阿婆(上)羅，阿婆羅阿婆羅為一多婆(上)羅，多婆羅多婆羅為一界分，界分界分為一普摩，普摩普摩為一禰摩，禰摩禰摩為一阿婆(上)鈐，阿婆鈐阿婆鈐為一彌伽(上)婆，彌伽婆彌伽婆為一毘攞伽，毘攞伽毘攞伽為一毘伽(上)婆，毘伽婆毘伽婆為一僧羯邏摩，僧羯邏摩僧羯邏摩為一毘薩羅，毘薩羅毘薩羅為一毘贍婆，毘贍婆毘贍婆為一毘盛(上)伽，毘盛伽毘盛伽為一毘素陀，毘素陀毘素陀為一毘婆訶，毘婆訶毘婆訶為一毘薄底，毘薄底毘薄底為一毘佉擔，毘佉擔毘佉擔為一稱量，稱量稱量為一一持，一持一持為一異路，異路異路為一顛倒，顛倒顛倒為一三末耶，三末耶三末耶為一毘覩羅，毘覩羅毘覩羅為一奚婆(上)羅，奚婆羅奚婆羅為一伺察，伺察伺察為一周廣，周廣周廣為一高出，高出高出為一最妙，最妙最妙為一泥羅婆，泥羅婆泥羅婆為一訶理婆，訶理婆訶理婆為一一動，一動一動為一訶理蒲，訶理蒲訶理蒲為一訶理三，訶理三訶理三為一奚魯伽，奚魯伽奚魯伽為一達攞步陀，達攞步陀達攞步陀為一訶魯那，訶魯那訶魯那為一摩魯陀，摩魯陀摩魯陀為一懺慕陀，懺慕陀懺慕陀為一瑿攞陀，瑿攞陀瑿攞陀為一摩魯摩，摩魯摩摩魯摩為一調伏，調伏調伏為一離憍慢，離憍慢離憍慢為一不動，不動不動為一極量，極量極量為一阿麼怛羅，阿麼怛羅阿麼怛羅為一勃麼怛羅，勃麼怛羅勃麼怛羅為一伽麼怛羅，伽麼怛羅伽麼怛羅為一那麼怛羅，那麼怛羅那麼怛羅為一奚麼怛羅，奚麼怛羅奚麼怛羅為一鞞麼怛羅，鞞麼怛羅鞞麼怛羅為一鉢羅麼怛羅，鉢羅麼怛羅鉢羅麼怛羅為一尸婆麼怛羅，尸婆麼怛羅尸婆麼怛羅為一翳羅，翳羅翳羅為一薜羅，薜羅薜羅為一諦羅，諦羅諦羅為一偈羅，偈羅偈羅為一窣步羅，窣步羅窣步羅為一泥羅，泥羅泥羅為一計羅，計羅計羅為一細羅，細羅細羅為一睥羅，睥羅睥羅為一謎羅，謎羅謎羅為一娑攞荼，娑攞荼娑攞荼為一謎魯陀，謎魯陀謎魯陀為一契魯陀，契魯陀契魯陀為一摩覩羅，摩覩羅摩覩羅為一娑母羅，娑母羅娑母羅為一阿野娑，阿野娑阿野娑為一迦麼羅，迦麼羅迦麼羅為一摩伽婆，摩伽婆摩伽婆為一阿怛羅，阿怛羅阿怛羅為一醯魯耶，醯魯耶醯魯耶為一薜魯婆，薜魯婆薜魯婆為一羯羅波，羯羅波羯羅波為一訶婆婆，訶婆婆訶婆婆為一毘婆(上)羅，毘婆羅毘婆羅為一那婆(上)羅，那婆羅那婆羅為一摩攞羅，摩攞羅摩攞羅為一娑婆(上)羅，娑婆羅娑婆羅為一迷攞普，迷攞普迷攞普為一者麼羅，者麼羅者麼羅為一馱麼羅，馱麼羅馱麼羅為一鉢攞麼陀，鉢攞麼陀鉢攞麼陀為一毘伽摩，毘伽摩毘伽摩為一烏波跋多，烏波跋多烏波跋多為一演說，演說演說為一無盡，無盡無盡為一出生，出生出生為一無我，無我無我為一阿畔多，阿畔多阿畔多為一青蓮華，青蓮華青蓮華為一鉢頭摩，鉢頭摩鉢頭摩為一僧祇，僧祇僧祇為一趣，趣趣為一至，至至為一阿僧祇，阿僧祇阿僧祇為一阿僧祇轉，阿僧祇轉阿僧祇轉為一無量，無量無量為一無量轉，無量轉無量轉為一無邊，無邊無邊為一無邊轉，無邊轉無邊轉為一無等，無等無等為一無等轉，無等轉無等轉為一不可數，不可數不可數為一不可數轉，不可數轉不可數轉為一不可稱，不可稱不可稱為一不可稱轉，不可稱轉不可稱轉為一不可思，不可思不可思為一不可思轉，不可思轉不可思轉為一不可量，不可量不可量為一不可量轉，不可量轉不可量轉為一不可說，不可說不可說為一不可說轉，不可說轉不可說轉為一不可說不可說，此又不可說不可說為一不可說不可說轉。」
下箭號表示法

**下箭號表示法**（英語：**Down-arrow notation**）與上箭號表示法幾乎一樣，差別只在於上箭號是右結合定義，而下箭號是左結合定義。它的定義如下：

* \(a \downarrow^1 b = a^b\) （如果n = 1）
* \(a \downarrow^n 1 = a\) （如果b = 1）
* \(a \downarrow^{n+1} (b+1) = (a \downarrow^{n+1} b) \downarrow^n a\) （其他情況）

其中\(a \downarrow^n b\)為\(a \downarrow\downarrow\cdots\downarrow\downarrow b\)（n個下箭號）的簡寫。
鮑爾斯爆炸數陣函數

**鮑爾斯爆炸數陣函數**（英語：**Bowers Exploding Array Function**，縮寫**BEAF**）由喬納森·鮑爾斯發明的一個強大的記號，和鏈式箭號表示法相似，但強多了。它是數陣記號和擴展數陣記號（均由鮑爾斯發明）的超集。BEAF在大數學中是非常知名的符號，原因是它簡單又強大，還定義了許多怪數名。然而，BEAF在迭代冪次數陣後並沒有明確定義，增長率也是不確定的。

雖然克里斯·鳥和約翰·史賓賽（John Spencer，鮑爾斯的朋友）也協助建造BEAF，但一般還是認為鮑爾斯是BEAF的唯一發明人。

定義
--

* 「底數」(b)代表數陣的首項。
* 「指數」(p)代表數陣的第二項。
* 「駕駛員」是指數後的第一個非1項。它有可能是數陣的第三項。
* 「副駕駛」是駕駛員的前一項。如果駕駛員是它那列的第一項，則副駕駛不存在。
* 「結構」代表比數陣維度低的子數陣。它可能是項（\(X^0\)）、列（\(X^1\)）、平面（\(X^2\)）、領域（\(X^3\)）、福潤（\(X^4\)）、更高維結構（\(X^5\)、\(X^6\)等）甚至迭代冪次結構（如\(X \uparrow\uparrow 3\)），還有五級運算結構、六級運算結構，等。
* 「前項」是位在駕駛員那列、並在駕駛員前面的項；「前列」是位在駕駛員的平面、並在駕駛員前面的列；「前平面」是位在駕駛員的領域、並在駕駛員前面的平面。這些東西被稱為「前結構」。
* 「指數塊」代表結構\(S\)，但其中所有的\(X\)換成\(p\)。例如，如果\(S = X^3\)，則指數塊為\(p^3\)，或邊長為\(p\)的立方體。\(X^X\)結構的指數塊為\(p^p\)，或邊長為\(p\)的\(p\)維超立方體。
* 「飛機」包含駕駛員、前項、前結構的指數塊。
* 「乘客」是飛機裡不是駕駛員與副駕駛的項。
* 數陣A的值用\(v(A)\)來表示。

規則
--

1. **指數規則**：如果\(p = 1\)，\(v(A) = b\)。
2. **初始規則**：如果沒有駕駛員，\(v(A) = b^p\)。
3. **災難規則**：如果不符合上述規則，則：
	1. 駕駛員減1，
	2. 副駕駛變成「原數陣將指數減去1後的值」，
	3. 所有乘客變成b，
	4. 其他部份不變。

## 數陣的類型

### 線性數陣

主條目：數陣記號
**線性數陣**是規模最小、也最簡單的數陣。它由排成一列的數字組成，如\(\{5,8,7,2,4\}\)。雖然這是BEAF中規模最小的數陣，但只需要五項以上，增長率就能遠遠超過鏈式箭號表示法（一個定理，參見鳥的證明）。線性數陣中的位置可以用單一的數字描述，如「第四項」。

### 多維數陣

主條目：擴展數陣記號
**多維數陣**為需要2以上的維度才能表示的數陣。如果要把它寫成一列，需要用(n)這樣的東西取代逗號，來作為n維的分隔符。其中(1)分隔行、(2)分隔平面、(3)分隔領域、(4)分隔福潤，等等。例如，\(\{3,3,3(1)3,3,3(1)3,3,3\}\)代表由3構成的規格為\(3 \times 3\)的數陣塊。多維數陣中的位置必須用線性數陣描述，如\((5,6,8,2)\)代表第2個領域中的第8個平面中的第6列中的第5項。這些結構可以被稱為冪數陣。

### 迭代冪次數陣

**迭代冪次數陣**為需要迭代冪次空間來表示的數陣。在大數學社區所商定的BEAF定義中，迭代冪次數陣是最大的，因此，它可以說是BEAF最大明確定義的數陣。迭代冪次空間包括超維空間、trimensional空間、quadramensional空間等。

超維數陣不僅包括維空間，

### 多級團、legiattic arrays

分析
--

BEAF的增長率超過了阿克曼函數、高德納的上箭號表示法、康威的鏈式箭號表示法和Sbiis Saibian的超E符號。

由於它是一個可計算函數，BEAF的增長自然比不過\(\Sigma(n)\), \(\Xi(n)\)和拉約函數。

參見
--

* BEAF入門
* 鳥數陣記號
* 數陣記號
* 喬納森·鮑爾斯
Zootzoot

*這是一篇小作品。 你可以透過擴充來幫助大數學 维基。*
**Zootzoot**等于 \(\text{古戈尔}^{\text{(古戈尔-1)}^{\text{(古戈尔-2)}^{.^{.^{.^{4^{3^{2^{1}}}}}}}}}\) ，在超階乘數陣記號中它等于\(古戈尔!1\)。

古戈爾和相關數字

**古戈爾-n-普勒克斯：**古戈爾 · 古戈爾普勒克斯 · 古戈爾度普勒克斯 · 古戈爾特利普勒克斯 · -quadriplex · -quinplex · -sextiplex · -septiplex · -octiplex · -noniplex · -deciplex · -centiplex
**古戈爾-103*n*-普勒克斯:** googolmilliplex · -megaplex · -gigaplex · -teraplex · -petaplex · -exaplex · -zettaplex · -yottaplex
**鮑爾斯的擴展：**吉戈爾 · gaggol · geegol · boogol · goobol · more...
**Saibian的擴展：**古戈爾弓 · grangol · greagol · gigangol · more...
**Cockburn的擴展:** gargoogolplex · fzgoogolplex · fugagoogolplex
**其他:** googolteen · googolty · great googol(plex) · 古戈爾邦 · zootzootplex
阿克曼數

**阿克曼數**（英語：**Ackermann number**）定義了一個數列，使用上箭號表示法表示即為：

\[A(n) = n\underbrace{\uparrow\uparrow...\uparrow\uparrow}\_nn\]

其中\(n\)是正整數。最初的幾個阿克曼數為\(1\uparrow 1 = 1\)，\(2\uparrow\uparrow 2 = 4\)，和\(3\uparrow\uparrow\uparrow 3 =\) 特利特利。一般情況下，阿克曼數相當於上箭號表示法的對角化，增長率在快速增長層級為\(f\_\omega(n)\)，慢速增長層級為\(g\_{\varphi(n-1,0)}(n)\)。

第\(n\)項阿克曼數在BEAF中也可寫成\(3\&n\)或\(\lbrace n,n,n \rbrace\)。

阿克曼數和阿克曼函數的增長速度相同，但定義方式完全不同。

## 最後10位數字

下面列出了前十個阿克曼數的最後十位數字。

* 1st = 1
* 2nd = 4
* 3rd = ...2464195387 (特利特利)
* 4th = ...0411728896 (特利德特)
* 5th = ...8408203125 (tripent)
* 6th = ...7447238656 (trihex)
* 7th = ...1565172343 (trisept)
* 8th = ...6895225856 (trioct)
* 9th = ...7392745289 (triennet)
* 10th = ...0000000000 (tridecal)

## 其他符號之近似

 慢速增長層級 | \(g\_{\varphi(\omega,0)}(n)\)

來源
--

1. ↑ Ackermann Number

參見
--

* 上箭號表示法
* 阿克曼函數