OpenLLM-France/wikimedia huggingface dataset:
# PyAnWin
## Introduction

Brief overview of Python, Angular and Windows Server and how they can work together

## Python
### Python basics

Data types, variables, control flow, functions, classes
/Python Variables and Data Types
/Python Control Flow and Iteration
/Python Functions
/Python Classes and OOP
Python standard library highlights
/Python Standard Library

### Python for web development

Flask framework overview
/Flask Quickstart
/Flask Routing and Views
/Flask Templates
Developing REST APIs
/Developing REST APIs in Flask
Connecting to databases like SQLite and PostgreSQL
/Using SQLite in Flask
/Using PostgreSQL in Flask

## Angular
### Angular basics

Components, directives, services, routing
/Angular Components
/Angular Directives
/Angular Services
/Angular Routing
Angular CLI
/Using the Angular CLI

### Building Angular applications

Components, templates and data binding /Angular Components, Templates and Data Binding Forms and validation /Forms and Validation in Angular Communicating with REST APIs /Connecting an Angular App to REST APIs Routing and navigation /Routing and Navigation in Angular State management with services /Angular State Management

### Angular testing

/Testing Angular Applications

## Windows Server
### Windows Server overview

Versions, licensing, roles
/Windows Server Versions and Licensing
/Windows Server Roles and Features

### Installation and configuration

Installation options and process
/Installing Windows Server
Initial setup and configuration
/Configuring Windows Server

### Active Directory

Overview and architecture
/Introduction to Active Directory
Managing users, groups and computers
/Managing Active Directory Objects
Group policy
/Group Policy in Active Directory

### Network services

DHCP, DNS
/DHCP on Windows Server
/DNS on Windows Server
Remote access and VPN
/Configuring VPN and Remote Access on Windows Server

### Web server

Installing and configuring IIS
/Installing and Configuring IIS
Deploying web applications
/Deploying Web Apps on IIS

### Automation with PowerShell

PowerShell basics /Introduction to PowerShell Common administrative tasks /Automating Admin Tasks with PowerShell
# History of wireless telegraphy and broadcasting in Australia/Topical/Biographies/Edward Baker Crocker
### Edward Baker Crocker
#### Potted Biography

* Crocker, Edward Baker - 1867(Wales)-1955(NSW) - Licences: 2BB Receive Sydney (Marrickville, 1922); 2BB Sydney (Marrickville, 1922-1930) - Qualifications: cc; AOCP 95, 1925, No. ?? in NSW - amateur operator; amateur broadcaster; honorary radio inspector (1923) - Electoral Rolls: provision merchant (Marrickville, 1933-1937); retired (Marrickville, 1943-1949); no occupation (Earlwood, 1949-1954) - TroveTag: "2BB - Edward Baker Crocker"

#### Comprehensive Biography

A comprehensive biography of Edward Baker Crocker has not yet been prepared for this Wikibook, however the following resources have been assembled in preparation:
* Research - Edward Baker Crocker - Summary of research to date
* Transcriptions and Notes - Edward Baker Crocker - More than 110 transcriptions (Reads like a biography)
* Photos, QSL cards and other graphics - Edward Baker Crocker - Nothing uploaded as yet, but many photos available in Trove
* Incubator of Wikipedia Article on Edward Baker Crocker - Coming real soon now!
Key internet links:
Nothing identified as yet
# King's Gambit Accepted, Rosentreter Gambit

With 4.d4, the Rosentreter Gambit, White indirectly defends against Black's threat of 4...g4. The most basic point is that White opens up their dark-squared bishop to recapture the f4 pawn. Most common by far is 4...g4 indeed, after which White has three very deadly options.
The most played and trickiest option is 5.Ne5, and after the ensuing 5...Qh4+ 6.g3 fxg3, 7.Qxg4 saves the day for White. The point is that Black's tempting move 7...g2+ is not best; after 8.Qxh4 gxh1=Q, Black has won White's rook, but after 9.Nc3, Black's position is extremely delicate; the engine evaluates this as equal, and it's extremely easy for Black to blunder. This line demonstrates very well how 4.d4 indirectly defends against 4...g4.
Another option is to play 5.Bxf4, the Testa Gambit; White sacrifices their f3 knight in similar fashion to the Muzio Gambit, looking for a deadly attack.
The third option is 5.Nc3, the Sorensen Gambit; once again, similar to the Testa and Muzio Gambits in sacrificing the f3 knight, but trying to demonstrate counterplay with the c3 knight instead of the dark-squared bishop.
# GCSE Science/Forces

* How can we describe the way things move?
* How do we make things speed up or slow down?
* Acceleration (advanced)
* Force
* Balanced and Unbalanced Forces
* F = ma (advanced)
* Kinetic energy
* Momentum
* Gravity and Astronomy
# Final Fantasy IV/Characters/Rydia

Rydia is a summoner from the town of Mist. Out of fear from seeing her mother and village destroyed, she causes a massive earthquake but becomes friendly once Cecil defends her. In the early game, she is a sage; an adequate white mage and a solid black mage. Later, she dumps the white magic for a powerful array of summons, which are more powerful than typical spells, thus becoming similar to a black mage. Her chief weakness is her lack of any physical prowess.

## Stats
### Young

* Main weapons: whips
* Other weapons: rods, daggers, bows
* Magic: White, Black, Call/Summon
* Abilities: none
| Level | Experience | HP | MP | Str | Agil | Vit | Wis | Wil |
| 1 | 0 | 30 | 10 | 3 | 4 | 2 | 8 | 5 |
| 2 | 44 | | | | | | | |
| 3 | | | | 3 | 5 | 3 | 9 | 6 |
| 4 | 238 | | | 4 | 6 | 3 | 10 | 6 |
| 5 | 413 | | | 4 | 6 | 3 | 10 | 7 |
| 6 | 662 | | | 4 | 7 | 4 | 11 | 7 |
| 7 | 1007 | | | 5 | 7 | 4 | 12 | 8 |
| 8 | 1474 | | | 5 | 8 | 4 | 13 | 8 |
| 9 | 2091 | | | | | | | |
| 10 | | | | | | | | |
| 11 | | 136 | 67 | 6 | 9 | 5 | 15 | 10 |
| 12 | 5184 | 154 | 75 | 7 | 9 | 6 | 16 | 11 |
| 13 | 6673 | 171 | 83 | 7 | 10 | 6 | 17 | 12 |
| 14 | 8689 | 187 | 91 | 8 | 10 | 7 | 18 | 13 |
| 15 | 10014 | | | | | | | |
| 40 | | 1088 | 333 | 41 | 41 | 55 | 49 | 46 |

### Adult

* Main weapons: whips
* Other weapons: rods, daggers, bows
* Magic: Black, Call
* Abilities: none
# Final Fantasy II

Final Fantasy II (Japanese: ファイナルファンタジーII, Fainaru Fantajī Tsū) is a fantasy RPG developed and published by Square (now Square Enix) in 1988 for the Famicom as the second installment of the Final Fantasy series. The game has received numerous enhanced remakes for the WonderSwan Color, the Sony PlayStation, the Game Boy Advance, the PSP, and multiple mobile and smartphone types. As neither this game nor Final Fantasy III were initially released outside of Japan, Final Fantasy IV was originally released in North America as Final Fantasy II, so as not to confuse players at the time, although this tradition ended with Final Fantasy VII, which was the fourth installment released in North America but retained its numbering. The most recent releases of the game are enhanced versions for the iOS and Android, which were released worldwide in 2010 and 2012, respectively.
The game's story centers on four youths whose parents were killed during an army invasion by the empire of Palamecia, who are using hellspawn to conquer the world. Three of the four main characters join a rebellion against the empire, embarking on missions to gain new magic and weapons, destroy enemy superweapons, and rescue leading members of the resistance. The Game Boy Advance remake adds a bonus story after the game is completed.
Final Fantasy II introduced many elements that would later become staples of the Final Fantasy franchise, including chocobos and the recurring character Cid. It also eliminated the traditional experience point leveling system of the previous and later games in the series, instead introducing an activity-based progression system where the characters' statistics increase according to how they are used or acquired. Despite being a sequel to Final Fantasy, the game includes no characters or locations from the first game. Final Fantasy II received little attention at the time from non-Japanese reviewers, though its remakes have garnered favorable reviews.
This version also ditches the XP system and gave us a new growth system where when do special things in battle, they grow your stats based on what you do, for example, if you use your sword a lot in battle, your strength will go up and you'll get skill points for the sword.

## Table Of Contents (please note that information comes from the Dawn of Souls Version)
### General Information

* Magic
# Chess Opening Theory/1. e4/1...e5/2. f4/2...exf4/3. Nf3/3...g5

| | a | b | c | d | e | f | g | h | |
| 8 | | | | | | | | | 8 |
| 7 | | | | | | | | | 7 |
| 6 | | | | | | | | | 6 |
| 5 | | | | | | | | | 5 |
| 4 | | | | | | | | | 4 |
| 3 | | | | | | | | | 3 |
| 2 | | | | | | | | | 2 |
| 1 | | | | | | | | | 1 |
| | a | b | c | d | e | f | g | h | |
Black has put a pawn on g5 to defend f4. Left to his own devices, he could reinforce this pawn with ...h6 and ...Bg7 and turn the f4-pawn into a fortress. However, the most common and forcing threat is for Black to play ...g4, flush White's knight away, and play Qh4+ to force White's king to go uncastled. White has two direct defenses and two indirect defenses to defend against ...g4.
* 4. Bc4 is the most commonly-played direct defense against ...g4, vacating the f1 square for the White king to hide after Qh4+. Black could reinforce their g-pawn with ...Bg7 and ...h6, but much more common is ...g4, leading to some of the most famous variations such as the Muzio Gambit, Lolli Gambit, and Salvio Gambit. White can either sacrifice their knight and develop, sacrifice the bishop on f7 to lure out Black's king, or play Ne5 and coordinate on f7.
* 4. d4 is an indirect defense against ...g4, opening up the dark-squared bishop to recapture on f4. After ...g4, White can either play Nc3 or Bxf4 and give up the knight for an attack, or play Ne5, allowing ...Qh4+, but after g3 fxg3, Qxg4 saves the day. If Black goes for the rook with g2+, the position is equal! In fact, White gets an attack so extreme that it's very easy for Black to blunder the game away.
* 4. Nc3 is an indirect defense against ...g4, seemingly ignoring the threat on ...g4 but presenting a very strong counterattacking idea; after Ne5 Qh4+ g3 fxg3 Qxg4 g2+ Qxh4 gxh1=Q, White can go for a Scholar's Mate, and one day, the knight on c3 will jump to d5 with devastating effect.

## Theory table

For explanation of theory tables, see theory table and for notation, see algebraic notation. .
1.e4 e5 2.f4 exf4 3. Nf3 g5
| | 4 |
| Paris Attack | h4 g4 | Ne5 Nf6 |
| | Bc4 d5 | exd5 Bd6 |
| Quaade Attack | Nc3 | |
When contributing to this Wikibook, please follow the Conventions for organization.
# Famous Theorems of Mathematics/π is transcendental/Elementary symmetric polynomials

Let there be a polynomial of degree $n\geq 1$
    $P(z)=\sum _{k\,=\,0}^{n}a_{k}z^{k}\in \mathbb {C} [z]$
By the Fundamental Theorem of Algebra, it has $n$ complex roots (with multiplicity). Then we can write:
    $P(z)=a_{n}\prod _{k\,=\,1}^{n}(z-z_{k})$
As we know, Vieta's formulae link between the coefficients and roots of a polynomial:
    ${\begin{cases}z_{1}+\cdots +z_{n}=-{\dfrac {a_{n-1}}{a_{n}}}\\(z_{1}z_{2}+\cdots +z_{1}z_{n})+(z_{2}z_{3}+\cdots +z_{2}z_{n})+\cdots +z_{n-1}z_{n}={\dfrac {a_{n-2}}{a_{n}}}\\(z_{1}z_{2}z_{3}+\cdots +z_{1}z_{2}z_{n})+(z_{1}z_{3}z_{4}+\cdots +z_{1}z_{3}z_{n})+\cdots +(z_{2}z_{3}z_{4}+\cdots +z_{2}z_{n-1}z_{n})+\cdots +z_{n-2}z_{n-1}z_{n}=-{\dfrac {a_{n-3}}{a_{n}}}\\\vdots \\z_{1}\!\cdots z_{n}=(-1)^{n}{\dfrac {a_{0}}{a_{n}}}\end{cases}}$
As we can see, these sums are symmetric polynomial, and are called elementary symmetric polynomials.

## Definition

The elementary symmetric polynomials in variables $X_{1},\ldots ,X_{n}$, are defined as such:
    ${\begin{aligned}E_{1}({\vec {X}}^{n})&=\sum _{1\leq i\leq n}X_{i}\\[5pt]E_{2}({\vec {X}}^{n})&=\sum _{1\leq i_{1}<i_{2}\leq n}\!\!\!\!X_{i_{1}}X_{i_{2}}\\&\,\,\,\vdots \\[5pt]E_{k}({\vec {X}}^{n})&=\sum _{1\leq i_{1}<\cdots <i_{k}\leq n}\!\!\!\!\!\!X_{i_{1}}\!\cdots X_{i_{k}}\\&\,\,\,\vdots \\[5pt]E_{n}({\vec {X}}^{n})&=X_{1}\!\cdots X_{n}\end{aligned}}$
| ←Symmetric polynomials | Elementary symmetric polynomials | Fundamental theorem of symmetric polynomials→ |
# Fundamentals of Airports
## Introduction

Recent surveys have revealed that there are close to 42,000 airports in the world, and many professionals in the aviation and aeronautical science industries are tasked with understanding both elementary and advanced concepts in airport functionality. Airfields may be designated for public, private, and/or military use, and may house a number of support facilities such as fixed-base operators, management facilities, passenger terminals, and navigational aids. Many airports are designed with a complicated infrastructure that permits all of the airports users (such as airlines, passengers, and general aviation operators) to gainfully interact with the field's individual facilities.
This development-stage textbook is designed to allow the reader to understand a number of concepts fundamental to the workings of an airport, such as:
* Airport Regulatory Bodies
* Navigational Equipment and Use
* Airport Ownership
** The Distinction Between Public, Private, and Military Airports
* Fixed-Base Operators and General Aviation Users
* Passenger Terminals, Security, and Airline Users
* Airport Markings
* Air Traffic Control and Taxiway/Runway Use

## Table of Contents

* Airport Regulatory Bodies
* Airport Ownership and Operational Responsibility

## References

* ↑ https://www.cia.gov/library/publications/the-world-factbook/fields/2053.html
# Bicycles/Maintenance and Repair/Chains/Installing a new chain

Chapters: 01. Introduction 02. What Style of Riding is for Me 03. Equipment and Accessories
04. Riding tips and safety tips 05. Guide to safety 06. Maintenance and repair 07. Modifications External Links

## Installing a new chain

In general, a new chain comes with detailed mounting instructions.
For Shimano 8-speed or more, the chain can be shipped:
* With a preinstalled pin used to close the chain.
* Without a preinstalled pin, but with a special reinforced connecting pin.
Important to remember for Shimano chains, DO NOT reuse the original, preinstalled pin . It is explained here :
On modern Shimano chains, you must push the original pin out entirely and replace it with a special replacement pin. Reinstalling the original pin may result in the chain breaking at that point.
It’s important to buy the right type of chain for your bike. If you ride a geared bike, a multi-speed chain that is compatible with your drive train is the correct choice. It’s also important to make sure your chain is compatible with the brand of components you are using.
# A Link Rot Bestiary

A Link Rot Bestiary: Types-Of and Methods-For Link Rot Repair
* Preface
* Chapter 1 : Introduction
* Chapter 2 : Hard and Crunchy 404
* Chapter 3 : Soft 404
* Chapter 4 : Redirects
* Chapter 5 : Archived Redirect
* Chapter 6 : Usurpation
* Conclusions
# Voter's Guide/Australia/Party Guide/Australian Liberal Party

The Australian Liberal Party is one of the major political parties at a federal level in Australia with it being the second oldest political party in Australia and primary opposition to the Australia Labour Party as a Centre-Right Party

## History
### Foundation

The Liberal Party was founded on October 16th, 1944, in Sydney. it was formed from coalitions with conservative groups including United Australia Party (UAP) and Centre-Right political parties its first Leader was Robert Menzies (born 20th December 1894 - died 15th May 1978) an Australian Politician and Lawyer (before his career in politics) from Jeparit, Victoria Robert Menzies sought to unite the various conservative parties and anti-labour forces with businessmen, farmers and old-style conservatives as Menzies wanted a more modern and unified conservative force in the Australian political landscape against the Australian Labour Party (ALP), with the Liberal Party emerging from the consolidation of several smaller parties and including the United Australia Party (UAP) and the Country Party.

### Post War Era and Menzies Era

After the Second World War the Liberal Party won the 1949 Election winning 74 seats, 2.3 million votes and 51% in TPP joined by the Country Party in a coalition allowing Menzies Robert to serve his 2nd Term as the 13th Prime Minister of Australia between 1949 and 1966 (his 1st term was between 1939 and 1941) his term as Prime Minister in the 50's and 60's were characterized by economic growth and industrial development Robert Menzies served as Prime Ministers until 1966 making him the longest serving Prime Minister in Australian History. successor of the Liberal Party leaders continued to govern for number of years though the part began to face challenge as the Australian Labour Party influence in.
Menzies and the Liberal Party government introduced the following: ￼
1949 White Australia Policy: In 1949 the Menzies government re-introduced the "White Australia Policy" which would restrict the immigration of non-European people migrating into Australia as Australia saw an estimate of 100,000 people immigrated to Australia between 1947 and 1961 and between 1947 and in 1963 the population was raised by 2 million

### Bjelke-Petersen Era

In 1966 the Liberal Party won a narrow victory in the 1966 Federal Election
# Chrono Trigger

This Wikibook covers the game Chrono Trigger.
Please note that this guide is riddled with spoilers, particularly in the endings section, and the walkthrough does describe the events on that chapter.

## Walkthrough

Chapters are named and numbered according to the name of the saved game file during that point of the game. Since the ending essentially depends upon during what portion of the game Lavos is challenged a small section in each chapter will mention what will happen if you beat Lavos during that chapter.
While the walkthrough is mostly designed around a new game where you will be getting all of the equipment for the first time, Chrono Trigger also has the option to start a New Game + after you beat Lavos through the black omen. You'll be able to take all the levels of your characters and the contents of your save file (with a few exceptions such as the masamune and the bike key) and be able to start the game over with powered up characters. In a New Game + it's also possible to challenge Lavos at almost any point by using the right telepad at the millennial fair. The game is considerably easier in a new game +, making most of the challenge about completeness and finding all the endings.

### Walkthrough Contents

* Chapter 1: The Millennial Fair (1000 A.D. first time)
* Chapter 2: The Queen Returns (600 A.D. first time)
* Chapter 3: The Queen is Gone (600 A.D. first time)
* Chapter 4: We're Back! (1000 A.D. second time)
* Chapter 5: The Trial (1000 A.D. second time)
* Chapter 6: Beyond the Ruins (2300 A.D. first time)
* Chapter 7: The Factory Ruins (2300 A.D. first time)
* Chapter 8: The End of Time (End of Time)
* Chapter 9: The Village of Magic (1000 A.D. third time)
* Chapter 10: The Hero Appears (600 A.D. second time)
* Chapter 11: Tata and the Frog (600 A.D. second time)
* Chapter 12: The Rare Red Rock (65M B.C. first time)
* Chapter 13: Footsteps! Follow! (65M B.C. first time)
* Chapter 14: The Masamune! (600 A.D. third time)
* Chapter 15: Magus's Castle (600 A.D. third time)
* Chapter 16: Forward to the past (65M B.C. second time)
* Chapter 17: Unnatural Selection? (65M B.C. second time)
* Chapter 18: The Magic Kingdom (12,000 B.C. first time)
* Chapter 19: Break the Seal! (2300 A.D. second time and 12,000 B.C. second time)
* Chapter 20: The Guru On Mt. Woe (12000 B.C. second time)
* Chapter 21: What Lies Beyond? (12000 B.C. second time)
* Chapter 22: Lavos Beckons (12000 B.C. second time)
* Chapter 23: The New King (12000 B.C. second time)
* Chapter 24: The Time Egg (2300 A.D. third time)
* Chapter 25: The Fated Hour (All time periods)
* Chapter 26: The Final Battle (1999 A.D. / ???Unknown???)

## Lists

* Endings and how to obtain them
* Locations of Power, Magic, and Speed Tabs
* Sealed Chests
* Information on Spekkio
* Characters and Techniques
* Bosses
* Equipment List
# Main Page/sandbox

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# Algebra/Chapter 10/Symmetric Polynomials/Elementary Symmetric Polynomials

Let there be a polynomial of degree $n\geq 1$
    $P(z)=\sum _{k\,=\,0}^{n}a_{k}z^{k}\in \mathbb {C} [z]$
By the Fundamental Theorem of Algebra, it has $n$ complex roots (with multiplicity). Then we can write:
    $P(z)=a_{n}\prod _{k\,=\,1}^{n}(z-z_{k})$
As we know, Vieta's formulae link between the coefficients and roots of a polynomial:
    ${\begin{cases}z_{1}+\cdots +z_{n}=-{\dfrac {a_{n-1}}{a_{n}}}\\(z_{1}z_{2}+\cdots +z_{1}z_{n})+(z_{2}z_{3}+\cdots +z_{2}z_{n})+\cdots +z_{n-1}z_{n}={\dfrac {a_{n-2}}{a_{n}}}\\(z_{1}z_{2}z_{3}+\cdots +z_{1}z_{2}z_{n})+(z_{1}z_{3}z_{4}+\cdots +z_{1}z_{3}z_{n})+\cdots +(z_{2}z_{3}z_{4}+\cdots +z_{2}z_{n-1}z_{n})+\cdots +z_{n-2}z_{n-1}z_{n}=-{\dfrac {a_{n-3}}{a_{n}}}\\\vdots \\z_{1}\!\cdots z_{n}=(-1)^{n}{\dfrac {a_{0}}{a_{n}}}\end{cases}}$
As we can see, these sums are symmetric polynomial, and are called elementary symmetric polynomials.

## Definition

The elementary symmetric polynomials in variables $X_{1},\ldots ,X_{n}$, are defined as such:
    ${\begin{aligned}E_{1}({\vec {X}}^{n})&=\sum _{1\leq i\leq n}X_{i}\\[5pt]E_{2}({\vec {X}}^{n})&=\sum _{1\leq i_{1}<i_{2}\leq n}\!\!\!\!X_{i_{1}}X_{i_{2}}\\&\,\,\,\vdots \\[5pt]E_{k}({\vec {X}}^{n})&=\sum _{1\leq i_{1}<\cdots <i_{k}\leq n}\!\!\!\!\!\!X_{i_{1}}\!\cdots X_{i_{k}}\\&\,\,\,\vdots \\[5pt]E_{n}({\vec {X}}^{n})&=X_{1}\!\cdots X_{n}\end{aligned}}$
| ←Permutations and Symmetry | Elementary Symmetric Polynomials | Fundamental Theorem of Symmetric Polynomials→ |
# Bartending/Cocktails/Sazerac

The Sazerac originated in New Orleans, Louisiana and is based on a combination of Cognac and Peychaud's Bitters.

### Ingredients

* 2 parts Brandy or Rye whiskey
* 1 dash Peychaud's bitters
* 1 tsp. simple syrup
* 1 tsp. absinthe

### Garnishes

* Lemon peel

### Glass

Old fashioned glass

### Procedure

* Coat the inside of the glass with a film of absinthe.
* Stir the rest of the ingredients together in a mixing glass with ice.
* Strain into the absinthe coated glass.
* Garnish with lemon peel and serve.

### External Links

* http://www.smallscreennetwork.com/video/94/sazerac/*

### References

* Wikipedia