OpenLLM-France/wikimedia huggingface dataset:
# Latin/Spoken/Revision 3

This is a revision of some adverbs. They are small words, but often with big meanings and hence save a lot of time in latin conversation. IN PROGRESS.
* alternatim alternately
* ana in equal quantities
* bis twice; in two places
* circa about; around
* circiter about; around
* coram in the presence of; before
* divisim separately
* ergo therefore; hence
* gradatim step by step
* gratis without charge; for free
* gregatim in flocks
* guttatim drop by drop
* ibidem in the same place
* idem the same word as mentioned before
* imprimis in the first place
* infra below; later in a text
* interim meanwhile
* item likewise; also
* iterum again; afresh; anew
* jure by law
* literatim letter for letter
* pace contrary to the opinion of; in respectful disagreement with
* partim in part
* passim everywhere; dispersedly
* per = through; according to; by means or agency of
* primo = in the first place
* pro = in favour of; for
* proximo = of next month
* punctatim = point for point
* qua = in the capacity of
* quasi = as if; seemingly; in a manner
* quatenus = in the capacity of; in so far as
* quoad = with respect to; as regards
* quondam = former; sometime; formerly
* scilicet = to wit; namely
* secundum = according to
* secus = otherwise
* semper = always
* seriatim = in succession; one after another
* sic = thus
* similiter = in a similar manner
* sine = without
* singillatim = singly
* solus = alone
* Sparsim = here and there
* statim = immediately; at once
* stillatim = drop by drop
* subito = at once; immediately
* supra above; earlier in a text
* syllabatim = syllable by syllable
* tanti = worthwhile
* tempore = in the time of
* ubique = everywhere
* ultimo of last month
* variorum = including the notes of earlier scholars or editors
* Verbatim = word for word (literally)
* versus = against; in contrast to
* vice in place of; rather than
* videlicet to wit; namely
# Latin/Verb Synopsis

Here The Verb Amo, Amare, Amavi, Amatus Is Conjugated In The Second Plural
Active Indicative
Amatis Amavistis Amabatis Amaveratis Amabitis Amaveritis
Passive Indicative
Amamini Amati Estis Amabamini Amati Eratis Amabimini Amati Eritis
Active Subjunctive
Ametis Amemini Amaretis Amaremini Amaveritis Amati Sitis Amavissetis Amati Essetis
Positive Imperative
Ama (Active singular) Amate (Active plural)
Amare (Passive singular) Amamini (Passive plural)
Negative Imperative
Noli Amare (Singular) Nolite Amare (Plural)
Participles
Amans (Present Active) Amatus (Perfect Passive) Amaturus (Future Active) Amandus (Future Passive)
Infinitives
Amare Amari Amavisse Amatus esse Amaturus esse Amatum iri
Supines
Amatum (To Show Purpose) Amatu (Used With Adj. Like An Infinitive)
# Latin/Spoken/Test 1

THIS PAGE IS IN PROGRESS. NOLI DISTURBARE! This test will assess ability to remember (and use) question words which have been gradually brought in throughout the Spoken Latin course. It consists of 10 Latin-English questions and 10 English-Latin questions.

## Latin-English

* Quomodo ambulavisti ad forum?
* Cur Galliam oppugnavisti?
* Habesne casam an villam?
* Vin tu esse rhetor?
* Nonne amas loqui Latine?
* Mene fugis?
* Unde venis?
* Quando loqueris Anglice?
* Quot ova habes?
* Num domum iam is?
* How did you walk to the forum?
* Why did you attack France?
* Do you have a house or a villa?
* Do you want to be a teacher of rhetoric?
* Surely you love to speak Latin?
* Are you running from me?
* From where did you come?
* When do you speak English?
* How many eggs do you have?
* Are you going home already?

## English-Latin

Remember: Word order doesn't always matter so much in English-Latin, so your answer has a certain licence to vary.
* Where is the river?
* Do you prefer water or wine?
* How long is the comedy?
* To where are you going now?
* Nonne amas loqui latina?
* Quo is nunc?
* Unde venis?
* Quando loqueris Anglice?
* Quot ova habes?
* Num domum iam is?
* Ubi est flumen?
* Mavisne aquam an vinum?
* Quamdiu est comoedia?
* Quo is nunc?
* Surely you love to talk Latin?
* To where are you going now?
* Where did you come from?
* When do you speak English?
* How many eggs do you have?
* Surely you're not going home already?
A complete textbook for spoken Classical Latin, G.J. Adler's "A Practical Grammar of the Latin Language for Speaking and Writing Latin" can be found on Google Books: http://www.google.co.uk/books?id=GJgAAAAAYAAJ This textbook can be heard read out aloud here: http://latinum.mypodcast.com
# Latin/Spoken/Revision 2

This page is a revision of interjections and other colloquial terms. IN PROGRESS.
* Salve! = Hello!
* Salvete= hello (plural)
* A! = Ah! (surprised)
* Age! = Come here!
** Eia age! = Come quickly!
* Ah! = Ah! (surprised)
* Aisne! (Ain'!) = Are you serious? (in wonder)
* Babae! = Wow!
* Deus! = Oh God!
* Ecce! = Look!
* Eheu! = Oh no!
* Ei! = Oh Dear!
* Eu! = Bravo! Brilliant! (ironic or sarcastic)
* Euge! = Terrific!
* Hahahae! = Hahaha!
* Hercle! = By Hercules!
* Heus! = Hey!
* Hui! = Whee!
* Io! = Hurray!
* Macte! = Well done!
** Macte virtute! = Well played!
* O! = O! (addressing somebody)
* Oh! = Oh! (exclamation)
* Ohe! = Hey there!
* Pol! = By Pollux!
* Vale! = Goodbye!
* Valete= Goodbye (plural)
# LMIs in Control/pages/Fundamentals of Matrix and LMIs
## Notation of Positivity

A symmetric matrix $A\in \mathbb {R} ^{n\times n}$ is defined to be:
positive semidefinite, $(A\geq 0)$, if $x^{T}Ax\geq 0$ for all $x\in \mathbb {R} ^{n},x\neq \mathbf {0}$.
positive definite, $(A>0)$, if $x^{T}Ax>0$ for all $x\in \mathbb {R} ^{n},x\neq \mathbf {0}$.
negative semidefinite, $(-A\geq 0)$.
negative definite, $(-A>0)$.
indefinite if $A$ is neither positive semidefinite nor negative semidefinite.

## Properties of Positive Matricies

* For any matrix $M$, $M^{T}M>0$.
* Positive definite matricies are invertible and the inverse is also positive definite.
* A positive definite matrix $A>0$ has a square root, $A^{1/2}>0$, such that $A^{1/2}A^{1/2}=A$.
* For a positive definite matrix $A>0$ and invertible $M$, $M^{T}AM>0$.
* If $A>0$ and $M>0$, then $A+M>0$.
* If $A>0$ then $\mu A>0$ for any scalar $\mu >0$.

## External Links

* LMI Methods in Optimal and Robust Control - A course on LMIs in Control by Matthew Peet.
* LMI Properties and Applications in Systems, Stability, and Control Theory - A List of LMIs by Ryan Caverly and James Forbes.
* LMIs in Systems and Control Theory - A downloadable book on LMIs by Stephen Boyd.
# LMIs in Control/pages/Full-State Feedback Optimal Control H2 LMI
## Full State Feedback Optimal $H_{2}$ Control

Full State Feedback in general has the goal of positioning a system's closed loop poles in a desired location. This allows us to specify the performance of the system such as requiring stability or bounding the overshoot of the output. By minimizing the $H_{2}$ norm of this system we are minimizing the effect noise has on the system as part of the performance specifications, particularly when there is information about the distribution of the noise.

## The System

The system is represented using the 9-matrix notation shown below.
       ${\begin{bmatrix}{\dot {x}}\\z\\y\end{bmatrix}}={\begin{bmatrix}A&B_{1}&B_{2}\\C_{1}&D_{11}&D_{12}\\C_{2}&D_{21}&D_{22}\end{bmatrix}}{\begin{bmatrix}x\\w\\u\end{bmatrix}}$
where $x(t)\in \mathbb {R} ^{n}$ is the state, $z(t)\in \mathbb {R} ^{p}$ is the regulated output, $y(t)\in \mathbb {R} ^{q}$ is the sensed output, $w(t)\in \mathbb {R} ^{r}$ is the exogenous input, and $u(t)\in \mathbb {R} ^{m}$ is the actuator input, at any $t\in \mathbb {R}$.

## The Data

$A$, $B_{1}$, $B_{2}$, $C_{1}$, $C_{2}$, $D_{11}$, $D_{12}$, $D_{21}$, $D_{22}$ are known.

## The LMI: Optimal Output Feedback $H_{\infty }$ Control LMI

The following are equivalent.
1) There exists a $K$ such that $||S(K,P)||_{H_{2}}<\gamma$
2) There exists $X>0$, $Z$ and $W$ such that
       ${\begin{bmatrix}A&B_{2}\end{bmatrix}}{\begin{bmatrix}X\\Z\end{bmatrix}}+{\begin{bmatrix}X&Z^{T}\end{bmatrix}}{\begin{bmatrix}A^{T}\\B_{2}^{T}\end{bmatrix}}+B_{1}B_{1}^{T}<0$
       ${\begin{bmatrix}X&*^{T}\\C_{1}X+D_{12}Z&W\end{bmatrix}}>0$
       $trace(W)<\gamma ^{2}$
where $K=ZX^{-1}$

## Conclusion:

This LMI solves the $H_{2}$ optimal full state feedback problem and finds the upper bound of the $H_{2}$ norm of the system, $\gamma$. In addition to this the controller $K$ is also found in the process.

## Implementation

This implementation requires Yalmip and Sedumi. https://github.com/eoskowro/LMI/blob/master/FSF_H2.m

## Related LMIs

Full State Feedback Optimal $H_{\infty }$ LMI

## External Links

* LMI Methods in Optimal and Robust Control - A course on LMIs in Control by Matthew Peet.
* LMI Properties and Applications in Systems, Stability, and Control Theory - A List of LMIs by Ryan Caverly and James Forbes.
* LMIs in Systems and Control Theory - A downloadable book on LMIs by Stephen Boyd.
* LMIs in Control Systems: Analysis, Design and Applications - by Guang-Ren Duan and Hai-Hua Yu, CRC Press, Taylor & amp; Francis Group, 2013.
* A Course in Robust Control Theory: a Convex Approach, - by Geir E. Dullerud and Fernando G. Paganini, Springer, 2011, Chapter 6.
# LMIs in Control/pages/Generalized Lyapunov Theorem

WIP, Description in progress
The theorem can be viewed as a true essential generalization of the well-known continuous- and discrete-time Lyapunov theorems.

## Kronecker Product

The Kronecker Product of a pair of matrices $A\in \mathbb {R} ^{m\times n}$ and $B\in \mathbb {R} ^{p\times q}$ is defined as follows:
$A\otimes B={\begin{bmatrix}a_{11}B&a_{12}B&\cdots &a_{1n}B\\a_{21}B&a_{22}B&\cdots &a_{2n}B\\\vdots &\vdots &\ddots &\vdots \\a_{m1}B&a_{m2}B&\cdots &a_{mn}B\end{bmatrix}}\in \mathbb {R} ^{mp\times nq}$.

## Lemma 1: Manipulation Rules of Kronecker Product

Let $A,B,C$ be matrices with appropriate dimensions. Then, the Kronecker product has the following properties:
* $1\otimes A=A$;
* $(A+B)\otimes C=A\otimes C+B\otimes C$
* $(A\otimes B)(C\otimes D)=(AC)\otimes (BD)$
* $(A\otimes B)^{T}=A^{T}\otimes B^{T}$
* $(A\otimes B)^{-1}=A^{-1}\otimes B^{-1}$
* $\lambda (A\otimes B)={\lambda _{i}(A)\lambda _{j}{B}}$

## Theorem

In terms of Kronecker products, the following theorem gives the $\mathbb {D}$-stability condition for the general LMI region case: Let $\mathbb {D} =\mathbb {D} _{L,M}$ be an LMI region, whose characteristic function is
$F_{\mathbb {D} }=L+sM+{\overline {s}}M^{T}$
Then, a matrix $A\in \mathbb {R} ^{n\times n}$ is $\mathbb{D}_{L,M}$-stable if and only if there exists symmetric positive definite matrix $P$ such that
$R_{\mathbb {D} }(A,P)=L\otimes P+M\otimes (AP)+M^{T}\otimes (AP)^{T}<0$,
where $\otimes$ represents the Kronecker product.

## Lemma 2

Given two LMI regions $\mathbb {D} _{1}$ and $\mathbb {D} _{2}$, a matrix $A$ is both $\mathbb {D} _{1}$-stable and $\mathbb {D} _{2}$-stable if there exists a positive definite matrix $P$ , such that $R_{\mathbb {D} _{1}}(A,P)<0$ and $R_{\mathbb {D} _{2}}(A,P)<0$.
$$ WIP, additional references to be added

## External Links

A list of references documenting and validating the LMI.
# LMIs in Control/pages/Fundamentals of Matrix and LMIs/Basic Matrix Theory
## Basic Matrix Notation

Consider the complex matrix $A\in \mathbb {C} ^{n\times m}$.
       $A={\begin{bmatrix}a_{11}&\dots &a_{1m}\\\vdots &\ddots &\vdots \\a_{n1}&\dots &a_{nm}\end{bmatrix}}\in \mathbb {C} ^{n\times m}$
Transpose of a Matrix
The transpose of $A$, denoted as $A^{T}$ or $A'$ is:
       $A^{T}={\begin{bmatrix}a_{11}&\dots &a_{n1}\\\vdots &\ddots &\vdots \\a_{1m}&\dots &a_{nm}\end{bmatrix}}\in \mathbb {C} ^{m\times n}.$
Adjoint of a Matrix
The adjoint or hermitian conjugate of $A$, denoted as $A^{*}$ is:
       $A^{*}={\begin{bmatrix}a_{11}^{*}&\dots &a_{n1}^{*}\\\vdots &\ddots &\vdots \\a_{1m}^{*}&\dots &a_{nm}^{*}\end{bmatrix}}\in \mathbb {C} ^{m\times n}.$
Where $a_{nm}^{*}$ is the complex conjugate of matrix element $a_{nm}$.
Notice that for a real matrix $A\in \mathbb {R} ^{n\times m}$, $A^{*}=A^{T}$.

## Important Properties of Matricies

Hermitian, Self-Adjoint, and Symmetric Matricies
A square matrix $A\in \mathbb {C} ^{n\times n}$ is called Hermitian or self-adjoint if $A=A^{*}$.
If $A\in \mathbb {R} ^{n\times n}$ is Hermitian then it is called symmetric.
Unitary Matricies
A square matrix $A\in \mathbb {C} ^{n\times n}$ is called unitary if $A^{*}=A^{-1}$ or $A^{*}A=I$.

## External Links

* LMI Methods in Optimal and Robust Control - A course on LMIs in Control by Matthew Peet.
* LMI Properties and Applications in Systems, Stability, and Control Theory - A List of LMIs by Ryan Caverly and James Forbes.
* LMIs in Systems and Control Theory - A downloadable book on LMIs by Stephen Boyd.
# LMIs in Control/pages/Fundamentals of Matrix and LMIs/Notion of Matrix Positivity
## Notation of Positivity

A symmetric matrix $A\in \mathbb {R} ^{n\times n}$ is defined to be:
positive semidefinite, $(A\geq 0)$, if $x^{T}Ax\geq 0$ for all $x\in \mathbb {R} ^{n},x\neq \mathbf {0}$.
positive definite, $(A>0)$, if $x^{T}Ax>0$ for all $x\in \mathbb {R} ^{n},x\neq \mathbf {0}$.
negative semidefinite, $(-A\geq 0)$.
negative definite, $(-A>0)$.
indefinite if $A$ is neither positive semidefinite nor negative semidefinite.

## Properties of Positive Matricies

* For any matrix $M$, $M^{T}M>0$.
* Positive definite matricies are invertible and the inverse is also positive definite.
* A positive definite matrix $A>0$ has a square root, $A^{1/2}>0$, such that $A^{1/2}A^{1/2}=A$.
* For a positive definite matrix $A>0$ and invertible $M$, $M^{T}AM>0$.
* If $A>0$ and $M>0$, then $A+M>0$.
* If $A>0$ then $\mu A>0$ for any scalar $\mu >0$.

## External Links

* LMI Methods in Optimal and Robust Control - A course on LMIs in Control by Matthew Peet.
* LMI Properties and Applications in Systems, Stability, and Control Theory - A List of LMIs by Ryan Caverly and James Forbes.
* LMIs in Systems and Control Theory - A downloadable book on LMIs by Stephen Boyd.
# Mapping on YouTube/Autumn Map Game Era

Date: November 1, 2016 - December 31, 2016

## Late 2016

* November 11-23, 2016: An alt NeldonaxKYSXXX vandalises multiple pages and renamed them, most are reverted back by SconesAndTeaMapping and EthanKoenigsberg. The user wants to "end FOE", "Nordemian Civil War Do not Vote Nordemia Now" and so on. He also "demanded a pay for them" as part of vandalism, replacing most content with Sccones and Ethan You must pay $999,999,999,999,999,999,999,999,999
* December 6, 2016: SercatMapper starts a new tournament for ON nations, called MITF (Mapperdonian International Tennis Federation) and nations start to join.
* December 7-31, 2016: CJets is Here was blocked by staff for making a certain blog post. A user from Althistory wiki came to TFOE's chat claiming that TFOE users were invading their wiki, and were told to stop. CJets is Here made multiple alts to try to get around this block, but he was blocked on his alts too. He finally left after that.
* December 18, 2016: KingOfCentrium starts vandalizing the North American Economic Alliance, changing the title to "North American Economic Alliance and Anti Neldonax Union for boycott", and added this page to the categories "Justise for Wiki for no more Neldonax" and "Anti Neldonax". These edits were reverted by user CJets Aviation and CorrosiveDragon.
* December 31, 2016: The Map game, Mappers in the Wild XXIX , was officially declared to be finished on this day after 100 days. It was declared the third successful map game ever to finish on the wiki.
# Mapping on YouTube/Great Cold War Era

Date: June 17, 2014- July 16, 2014

## Middle 2014

* A cold war happens between Happydance9 and Ethan.
* Ethan starts developing MapAnimator's future of Europe in a different plot.
* MikiPL004 merges his videos from AFoE into one and speeds them up, creating a timelapse. Other mappers do the same and it becomes popular.
* June 16th: Batikan vandalizes the wiki to get banned(?). 99batran, Disturbedfan1100, and MrOwnerandPwner are sent in after him, effectively dismantling the HUE.
* Batikan vandalises the wiki again on the second time and Golden banned him because he wants to be banned from the wiki. Some mappers vandalize his wiki in retaliation.
* June 17th 2014, A Second Superiority war is declared between Thumboy and Trio.
* ~June 18th: Goldenrebel becomes the 3rd admin.
* June 18th 2014, Trio is blocked from the wiki and Thumboy declares a victory against him.
* A great vandalism on this page by Ecpatter occurs.
* June 20, 2014: 12th wiki war is declared.
* June 23rd 2014, Operation Bengal is being deployed by the Arabs of the wiki. They invite Dozens of their classmates to try to take over the wiki. Most of them are banned and the ones that didn't are warned, ending the 12th wiki war.
* June 24th 2014: Another Crisis
* June 25th 2014: The Mapperdonian Treaty is signed. The results that it merges all the surviving factions to the point where a faction doesn't virtually exist, etc. This Treaty has changed the soft but divided wiki to a collaborative but merciless one.
* 99batran establishes the "New World". several mappers have joined this new half-collaboration.
* June 27th, 2014: Trio-Kolonel War starts because Trio thinks Kolonel copied his mini-map game. Trio claims he didn't vandalize Kolonel's mini-map game.
* June 27th-28th, 2014: Kolonel wins the Trio-Kolonel War (also called 3rd Superiority War) and Trio is blocked. Again.
* June 29th, 2014 Arcy has returned and began to attack again unluckily just 2 days before his block. Which created the confused 13th Wiki War. It is more of a Crisis than a Wiki war.
* July 1st, 2014: Arcy was intended to be Unblocked by this day, but somehow wasn't because of all the confusion of the 13th Wiki war.
* July 6th, 2014: Trio uploads propaganda and conspiracies to youtube (mainly about Ethan and Talin vs Baltorus) which majority of mappers disliked him. It creates the Third Great War since it's mostly in YouTube, most of them side with Ethan while a few side with Trio himself.
* July 11th, 2014: The New World is full.
* July 13th, 2014: Incidents of deleting the Subscriber's, viewer's, goner's pages.
* July 13th, 2014: Majority of the pages are restored by Ethan, at least some.
* July 14th, 2014: Trio mapping wishes cancer on Goldenrebel25, which greatly offends him.
# Mapping on YouTube/Era of Warfare

Date: None Listed

## Late 2013

* The First Great War.
* Second Great War.
* Mappers' countries start traveling to other mappers' dimensions.
* The Treaty of SGW or SSW ends the Second Great War..
* UPMU is founded.
* First map game is now created but was inactive-ish.
* First Superiority War (or a Duel), is fought by Ethan and Brandon, and is witnessed by MrOwnerandPwner.
# Mapping on YouTube/First Recession Era

Date: None Listed

## Middle 2013

* MervueMeringue re-enables comments.
* More mappers go inactive such as MapAnimator and TheJarJar99.
* MervueMeringue returns!
* Ethan's channel uploads more quickly than other users since their uploads are slow, likely he just slowed down at recent times.
* 99batran introduces "the voices", but later it becomes private, everyone thinks it's funny but although 99batran only shows the accents and personalities in his previews.
* The third generation of TFOE series.
* 99batran introduces the realism, Guiyii2, also known as Arcy, says to remove the realism idea while 99batran says realism is better than cartoon series, it's unknown when it was approved or rejected.
* A prediction of a Cultural Era has started, but it seemed to be almost likely.
* Miracium becomes a "popular" Official Nation.
* The war territories are slowly increasing to other users as tensions starts to rise in the community. If they cannot resolve it, then it could result in the community to disperse.
* Third Wiki war.
* First mapping tests by Goldenrebel25 , but those tests are not uploaded until November.
# Mapping on YouTube/Fourth Recession Era

Date: November 29, 2015 - August 14, 2016

## Late 2015

* November 29, 2015: A period of inactivity begins on the Wikia due to a new world on Monsoonjr's Minecraft Server.
* December 7, 2015: IonMapping leaves Mapping and switches to VideoMapping.
* Early December 2015: The Wikia's global rank drops due to the inactivity, reaching down to 412th place on December 12, a low not seen in many months.
* Decmeber 20, 2015: A FoEmote crisis has happened when GMapping attempted to get authority over it. He was later blocked

## Early 2016

* Early January 2016: A large influx of new users occurs, many of which start creating and joining map games.
* January 7, 2016: Matthew Santoro, a famous YouTuber, uploads a video on his vlog channel about what vlog to do next, and skims through the comments of one of his YouTube videos. Momentarily, a comment of Royal Canadian Mapping and The Thundar Mapper is seen. Three days later, Pezminer12 declares unofficially that he now knows about the Mapping community.
* January 14, 2016: A World at War: World is made. This map game became popular quickly and made other map games die out but some are on hold.
* February 1-2, 2016: Trio Mapping returns and spams alternate accounts in the chat. Many staff members such as Mindria, Batran99 and Asdf Mapping banned those alternate accounts from a wave of alts.
* February 2016: The timeline dies for many months. (refer to month pages)

## Middle 2016

* May:The Great Coalition War. Dylans World and some other Mappers wrote 'Nice Shirt Daniel' under one of his videos.Several fans don't get it as fun and dislike and hate-comment dylans videos and the videos of some other mappers.
* May:The Fyen Crisis:The EMU (EuropeanMappersUnion) is in a state of war with Fyen Mapping and Lithuania12
# Mapping on YouTube/GMA Era

Date: None Listed

## Early 2014

* The Seventh Wiki War. It begins with the accidental declaration of war by Multi Mappers, followed by Goldenrebel25 and MrOwnerandPwner, who both guarantee Multi's Independence. Soon the entire AAA is involved.
* MikiPL004 joins the wikia and tries to help in Seventh Wiki War against Arcy, but he is still unknown to the community and cancels his intervention.
* Arcy is blocked until July 2014 by 99Batran, to end the Seventh Wiki War. The Great Peaceful Era Starts with GMA as a rising superpower.
* The AAA is disbanded.
* Some Inactive mappers are starting to return
* As he promised, Goldenrebel25 returns to the wiki just minutes after Arcy is blocked.
* As a result of Arcy's block, MrOwnerandPwner becomes the first admin besides 99Batran for his efforts against Arcy.
* Goldenrebel25 and EthanConquistador start healing the wiki from what Arcy did.
* 99Batran changes the Wiki Icon.
* Multi and Ethanconquistador countinue to add nations.
* Nationballs are added by Disturbedfan1100 and MrOwnerandPwner.
* More mappers join the wiki in March.
* Percy creates his first mapping video and joins the Wikia.
* The Tybers no longer is a popular official nation.
* QMU is founded by Happydance9 as he breaks off GMA. Trying to bring the community closer together by ironically seceding.
* 99batran revealed that he is friends with Zodiac Gaming in real life, and claims that they are the first 2 mappers to physically meet
* Ethan creates the Mini Map Game.
* Hersephelli became a secondary official nation other than Colozeb which is now no longer considered to be secondary.
# Mapping on YouTube/Disorganized Era

Date:July 13 2012 - August or September 2012

## Middle 2012

* TheJarjar99 creates first Map series since THOE by MervueMeringue and becomes the first "Modern Mapper"
* 99batran succeeds THOE in a new series called TFOE.
* A new term is called official nation.
* 99batran creates the first official nation named Brabrantium.
* Ethan creates his first series called Create a Planet.
* Meringue disables comments in part 1 to 9.
# Mapping on YouTube/Early MervueMeringue Era
## 2008

* MervueMeringue creates the first ever prototype of the mapping, its first mapping is a poor version.
* The prototype from Meringue is the first mapping in YouTube.