OpenLLM-France/wikimedia huggingface dataset:
# Reconstruction/Deconstruction/Evaluation

The process by which the physical status of a structure is determined and recorded. Particular points of interest are the structural integrity of the building, potential hazards, and an assessment of required tasks.

## Evaluation

Suggested Tools:
* Flashlight
* Entry tool
Suggested PPE:
* 3M Half-face respirator with p100 filters
* Gloves
* Boots
* Tyvek suit (optional)
* Safety goggles (optional)
Note: Extreme caution must be used in initial evaluation. Evaluations should be conducted by at least two experienced inspectors.

### Structural Integrity

Prior to beginning work on any building, the structural integrity must be evaluated. Symptoms of poor structural integrity are listed in the deconstruction safety manual. Buildings that exhibit any of the listed signs should not be entered or worked on. Please consult the risk mitigation section of the deconstruction safety manual for details on how to manage unsound structures.

### Potential Hazards

Upon evaluation, note the potential hazards listed in the deconstruction safety manual. Please consult the risk mitigation section of the deconstruction safety manual for details on how to manage potential hazards.
# Reconstruction/Deconstruction

Deconstruction is the process by which a home is dismantled. This process has implications in a non-disaster setting but is most common following a major flooding event such as that which followed Hurricane Katrina in New Orleans.

### Section I: Deconstruction

* Evaluation
* Prep
* Debris Removal
* Trim, Frame, and Cabinet Removal
* Wall Removal
* De-nailing and De-wiring
# Reconstruction/Deconstruction/De-nailing and De-wiring

The process by which the nails or screws that secure wall material to the studs of a structure are removed.
The process by which the electrical wiring and receptacles of a structure are detached from the studs.

## De-nailing and De-wiring

Suggested Tools:
* Hammer
* Flatbar/Crowbar
Suggested PPE:
* 3M Half-face respirator with p100 filters
* Gloves
* Boots
* Tyvek suit (optional)
* Safety goggles (optional)
# Reconstruction/Deconstruction/Trim, Frame, and Cabinet Removal

The process by which the trim, frames, and cabinetry are removed from a structure.

## Trim, Frame, and Cabinet Removal

Suggested Tools:
* Wrecking bar
* 16 lbs. sledge hammer
* Hammer
* Flat bar
* Duct tape for sealing poly and garbage bags.
Suggested PPE:
* 3M Half-face respirator with p100 filters
* Gloves
* Boots
* Tyvek suit (optional)
* Safety goggles (optional)
# Reconstruction/Mold Treatment/Mold Test

'Mold Testing'
'Mold Identification Process'
* Select an spot where the mold is boldly spotted, wall, cabinet, ceiling.
* Check the color of the Mold, some colors represent different species, black, red, green.
* Look at the texture to see if is lumpy, hard, grainy.
* Mold should be also checked on diff growth surfaces, such as drywall room, and painted areas.
* Make sure you use visible lighting area to spot mold.
# Reconstruction/Deconstruction/Debris Removal

The process by which obstructing debris is removed from a structure.

## Debris Removal

Suggested Tools:
* Hand truck
* Shovel
* Wheelbarrow
* wire cutters
Suggested PPE:
* 3M Half-face respirator with p100 filters
* Gloves
* Boots
* Tyvek suit (optional)
* Safety goggles (optional)
# Reconstruction/Deconstruction/Prep

The process by which a structure is prepared for deconstruction.

## Prep

Suggested tools:
* Wrecking Bar
* Flashlight
* Wrench
* Shovel
** Flat
** Scoop
* Wheelbarrow
* Sledgehammer
* Claw Hammer
* Wire Cutters
* Flat Bar
* Hand Truck or Dolly with straps
Suggested PPE:
* 3M Half-face respirator with p100 filters
* Gloves
* Boots
* Hard Hat
* Tyvek suit
* Safety goggles

### Accessesibility

* Open all exterior doors
* Clear all debris and obstructive overgrowth from exterior of structure
Note: Avoid removal of exterior doors unless severely damaged or dysfunctional.

### Ventalation and Visibility

* Open windows and open interior doors
* Remove all window coverings
Note: Do not break windows. Avoid removal of interior doors unless severely damaged or dysfunctional.

### Utilities

* Close water main valve
* Turn off main power switch
* Close gas main

### Debris Management

* Designate area for placement of debris on street in front of the structure
* Designate area for placement of salvageable items including personal items and building materials
# Tomos Moped

Tomos is a defunct Slovenian moped maker with several models including Targa LX and Revival.

## Table of Contents
### How-To

    Help! Show me how to fix ...
    Tools You Should Carry With You..
    How do I protect my Tomos...

### Sound Guides

    I'm getting a strange clicking sound and acceleration is poor...
# Tomos Moped/Protection

U-locks designed for bicycles are popular for locking the rear tire. Kryptonite locks are popular to locking your moped to an immovable object, such as a rail or tree.
Kill switches can be installed, making it difficult to start. Always use your gas cut-off switch.
Remember to register your vehicle and at the minimum get its VIN.
# Tomos Moped/Mobile Toolset

No perfect portable toolset exists, as a minimum, you'll want a screwdriver (both slot and philips), a cresent wrench and some sort of pliers.
Other tools mentioned worth carrying include:

### General Tools

* Leatherman
* Screwdriver (Slot/Philips); a Multi-tip or Kit is better
* Set of metric allen wrenches
* Small Cresent wrench
* Small Vise Grips
* Small Needle Nose
* Metric Socket Set
* Pliers

### Spark problems

* Several spark plugs
* Spark plug tool with compatible wrench
* Spark gap tool/feeler gauges

### Tire problems

* Tire inner-tube
* Tire irons
* Patch kit
* Tire pump or CO2 kit

### Assorted replacement parts

* Bulbs
* Gas tubing
* Brake cable
* Throttle cable

### Assorted other items

* Thread-lock
* Penetrating oil
* 2-5 zip ties
* 36-inches of bailing wire
* 2-stroke oil in 2-4 ounce container
* Roll of electrical tape
* Bungee cords in several sizes
* Rags
* Money
* Pepperspray
* Lighter
* Compass/GPS
* Cell phone

### For endurance-trips

* Piston
* Rings
* Aluminum cleaner for scratched cylinder
# Tomos Moped/Sound Clicky

Your intake manifold is loose and you're hearing the reed valve. Pull off the carburator and look to see if the intake is sliding off the cylinder. Tighten down with red locktight.
# The Sakha language
## Contents

Welcome to the Wikibooks lessons of the Sakha language! (I called Sakha instead of Yakut as it too similar to the brand name of prebiotic beverages Yakult sorry for me (Daniel Willett) being too humorous there). You can also find some other humorous vibes here. In addition to humorous things, I also simplified some details so people can understand.
Let's go into the introduction. Sakha is a language spoken by some 450,000 of the Sakha population in the Sakha Republic, Russia.

## Table of Contents
### Prelude

* Phonology and alphabet

### Lessons

* First lesson: Nouns
# The Sakha language/Phonology and alphabet
## Consonants

Native phonemes :
| | | Bilabial | Alveolar | Palatal | Velar | Glottal |
| Nasal | Nasal | /m/ | /n/ | /ɲ/ | /ŋ/ | |
| Plosive | Voiceless | /p/ | /t/ | /c͡ç/ | /k/ | |
| Plosive | Voiced | /b/ | /d/ | /ɟ͡ʝ/ | /ɡ/ | |
| Fricative | Voiceless | | /s/ | | /x/ | /h/ |
| Fricative | Voiced | | | | /ɣ/ | |
| Approximants | Plain | | /l/ | /j/ | | |
| Approximants | Nasalized | | | /j̃/ | | |
| Flap | Flap | | /ɾ/ | | | |
| Letter | Letter | IPA pronunciation | Closest approximation |
| Latin | Cyrillic | IPA pronunciation | Closest approximation |
| Б б | B b | bird | /b/ (help·info) |
| В в | V v | vase | /v/ (help·info) |

### Morphology notes

In Sakha, there are numerous consonant assimilations that differ by suffixes. As in /Nouns, there are also articulation of the corresponding native consonants. The definitions include:
* Sonorants: In most cases, all sonorant consonants (й, р) except nasals. The suffix form's first letter usually has voiced consonants.
* Nasals: All nasal consonants (м, н, ҥ). The suffix form's first letter usually has м or н. However I found a Chinese-language source that the plural suffix -ЛАр, for example, have the assimilated form -ҥАр after -ҥ- (тииҥ → тииҥҥар), although in fact, the nasal velar variant is almost non-existent except the Baidu Baike page and its mirrors.

## References

* ↑ 雅库特语_百度百科
* ↑ The Sakha suffixes shown at the page are actually made-up, since it has non-existent genitive case.
# Supplementary mathematics/Branches of mathematics

Mathematics covers various types and depth of subjects throughout history, and only by sorting and categorizing all these subjects in mathematical branches can they be understood and collected in one place. Several models emerged to categorize these issues and although there are commonalities between these models, each one is different from the others due to their purpose.
Traditionally, mathematics is divided into pure (the study of mathematics for its inherent beauty) and applied (the study of mathematics for its application in real-world problems). But this general division was not always clear and many subjects were first founded by pure mathematics only to find its applications later. Major divisions such as discrete mathematics , computational mathematics , etc. have emerged recently.
An ideal taxonomy would allow new branches to be added to previous knowledge, making surprising improvements and being able to accommodate unexpected connections between branches to previous classifications. For example, Langlands' program found unexpected connections between previously considered unrelated fields, such as connections between Galva groups , Riemannian procedures , and number theory.
# Supplementary mathematics/Classification of data

Data classification is a type of quantity in statistics that calculates data of more than 10 and creates sets of multiple categories.
This classification even calculates the average of more than 10 data
This topic in applied mathematics in the subject of statistics is very good for categories of height in medium, short, tall, profit and loss in economy and tax, etc.

## Definitions
### Range of Changes

The difference between two numbers, one of which is the largest data and the other is the smallest data, is called the range of changes.

### categories

The number of specific categories in the categories, which is considered a type of variable, is said to divide the difference between the largest and the smallest data by its number. This category shows which data should be categorized in its range.

### Abundance

The result of collecting one category within the category is called that there are several data in the collection.

### handle center

The center of the category means the average of two categories, which is equal to their sum divided by two, which is used for the average of the data.
# Supplementary mathematics/Cone

link=https://de.wikipedia.org/wiki/Datei:Cone_3d.png|thumb|Cones A cone is a geometric body that is created when all the points of a bounded and connected area lying in one plane are connected in a straight line with a point outside the plane. If the patch is a circular disk, the solid is called a circular cone. The area is called the base area, its boundary line is the directrix, the point is called the tip, apex or vertex of the cone and the area on the side is called the lateral surface. A cone has a vertex (the apex), an edge (the directrix) and two faces (the lateral and the base).
The vertex of a cone is not a vertex because the vertex is not an endpoint of edges (see definition of vertex).
The height of the cone means both the perpendicular from the tip to the base (i.e. the height is always perpendicular to the base) and the length of this perpendicular (i.e. the distance between the tip and the base).
The lines connecting the tip with the directrix are called generatrices, their union forms the cone envelope or the lateral surface. Ellipse, parabola and hyperbola are conic sections. In connection with conic sections, a "cone" is often understood as a "double cone".
Especially in technology, a cone or a truncated cone is often referred to as a cone (from Latin conus) or conical.
# Supplementary mathematics/Cylindrical coordinate system

The distance from the selected reference plane that is perpendicular to the axis. Cylindrical coordinate system or abbreviated cylindrical coordinate system is a three-dimensional coordinate system and has calculations that use length, width, height, angles and rarely integral and trigonometric calculations. This type of coordinate system is simpler than spherical coordinates. To determine the position in cylindrical coordinates by measuring the point from the distance of a reference axis and the center as its distance and determining the dimension and direction of the axis point relative to where the point is located and the distance from the plane is determined. The selected reference perpendicular to the axis must be specified. It depends on which direction and at which point and in which sign the reference plane is located, and the distance is also determined as a positive and negative sign.The origin of the coordinates is also a place in all three longitudinal dimensions of the coordinates must be zero.The distance from the point to the axis is in the form of radius and length or in short height.Spherical and cylindrical coordinates have two sub-sets called longitudinal coordinates and angular coordinates, whose longitudinal coordinates are made in the form of threes based on integrals and trigonometry, and their angles are calculated in the form of spatial angle calculation. Of course, in coordinates Spherical, more integral and complex trigonometric calculation and spatial angle calculation form are performed than cylindrical coordinates.Cylindrical coordinate form is more algebraic and has a little bit of integral and trigonometry.The method of writing cylindrical coordinates is similar to three-dimensional coordinates, which starts with length, width, and height, respectively, from top to bottom.
# Supplementary mathematics/Differential geometry

Differential geometry is a branch of mathematics that deals with the geometry of smooth shapes and smooth spaces, otherwise called smooth manifolds. It uses the techniques of differential calculus, integral calculus, linear algebra and multi-linear algebra. This field has its roots in the study of spherical geometry since ancient times. It is also related to astronomy, geodesy of the earth and later the study of hyperbolic geometry by Lobachevsky. The simplest examples of flat spaces are curves and plane surfaces in Euclidean three-dimensional space, and the study of these forms was the basis for the development of modern differential geometry during the 18th and 19th centuries. A triangle immersed in a saddle-shaped plane (a hyperbolic parabola), as well as two divergent hyperparallel lines. Since the late 19th century, differential geometry has evolved into a field generally concerned with geometric constructions on differentiable manifolds. A geometric structure is a structure that defines a concept of size, distance, shape, volume, or other rigid structure. For example, in Riemannian geometry distances and angles are specified, in symplectic geometry volumes may be calculated, in isomorphic geometry only angles are specified, and in gauge theory certain fields are given on space. Differential geometry is closely related to, and sometimes includes, differential topology, which concerns properties of differentiable manifolds that do not rely on any additional geometric structure (see that article for further discussion of the distinction between the two ). Differential geometry is also related to the geometric aspects of the theory of differential equations, which is also called geometric analysis. Differential geometry is used throughout mathematics and the natural sciences. The language of differential geometry was further used by Albert Einstein in his theory of general relativity and subsequently by physicists in the development of quantum field theory and the Standard Model of particle physics. Outside of physics, differential geometry is used in chemistry, economics, engineering, control theory, computer graphics and computer vision, and more recently in machine learning.
# Supplementary mathematics/Computational mathematics

Computational mathematics includes mathematical research in branches of science where calculation plays an important and key role. Calculation means algorithms, numerical methods and symbolic methods. Calculation is leading in research. Computational mathematics emerged in the 1950s as a different branch of applied mathematics.
Today, it is necessary to use a computer to perform calculations to solve various scientific problems. Computational mathematics includes or relates to:
* Computing science, or scientific computing or computing engineering or engineering and computing science
* Solving mathematical problems with computer simulation, unlike applied mathematical analytical methods
* Numerical methods used in scientific calculations such as numerical linear algebra, numerical solution of partial differential equations
* Stochastic methods such as Monte Carlo methods and other representations of uncertainty in scientific computing, for example random finite elements
* Mathematics of scientific calculations, which from a mathematical point of view includes mathematical proofs, such as numerical analysis and the theory of numerical methods, and from the point of view of theoretical computer science, including the theory of calculations and computational complexity
* Symbolic calculations and computer algebra devices
* Research with the help of computer in various branches of mathematics such as logic (subsidized proof of proof), discrete mathematics, etc.
* Computational linguistics, the use of mathematical and computer techniques in natural languages
* Computational algebraic geometry
* Computational group theory
* Computational geometry
* Computational number theory
* Computational topology
* Computational statistics
* Algorithmic theory of information
* Algorithmic theory of games
# Supplementary mathematics/Cube

A cube is a three-dimensional closed volume that consists of 6 equal squares. In such a way that each side of each square is shared with only one other square and three squares are connected to each other at the vertices. The cube can be called a regular hexagon and is one of the five Platonic solids. If we change all or some of the faces of a cube from a square to a rectangle, the resulting hexagon is called a rectangular cube, and if we change its faces to rhombuses and parallelograms, it becomes a parallelogram. Sometimes, to distinguish it from a rectangular cube, a cube (with square faces) may also be called a square cube.In total, the cube has 2 bases, 4 sides, 6 faces, 8 vertices and 12 edges.
# Traditional Chinese Medicine/Qin Jiao Bie Jia San

The formula Qin Jiao Bie Jia San, designed to nourish yin and tonify blood, to clear away heat to relieve hectic fever, consists of the following:
| No. | Pinyin | Simplified Chinese | Grams |
| 1 | Bie Jia | 鳖甲 | 30 |
| 2 | Dang Gui | 当归 | 15 |
| 3 | Di Gu Pi | 地骨皮 | 30 |
| 4 | Zhi Mu | 知母 | 15 |
| 5 | Qin Jiao | 秦艽 | 9 |
| 6 | Chai Hu | 柴胡(北柴胡) | 30 |
| 7 | Wu Mei | 乌梅 | 1 piece |
| 8 | Qing Hao | 青蒿 | 9 |
back to:
* Clearing Away Heat By Nourishing Yin
* Formula Design
* Prescriptions
# Traditional Chinese Medicine/Qing Fei Tang

The formula Qing Fei Tang, designed to nourish yin, clear away lung heat, regulate flow of qi and resolve phlegm, consists of the following:
| No. | Pinyin | Simplified Chinese | Grams |
| 1 | Huang Qin | 黄芩 | 6 |
| 2 | Jie Geng | 桔梗 | 6 |
| 3 | Ju Pi | 橘皮(陈皮) | 6 |
| 4 | Fu Ling | 茯苓 | 6 |
| 5 | Xing Ren | 杏仁 | 6 |
| 6 | Dang Gui | 当归 | 6 |
| 7 | Gan Cao | 甘草 | 3 |
| 8 | Bei Mu | 贝母 | 3 |
| 9 | Sang Bai Pi | 桑白皮 | 6 |
| 10 | Tian Men Dong | 天门冬 | 9 |
| 11 | Shan Zhi Zi | 山栀子 | 3 |
| 12 | Mai Men Dong | 麦门冬 | 9 |
| 13 | Wu Wei Zi | 五味子(北五味子) | 6 |
| 14 | Sheng Jiang | 生姜 | 3 |
| 15 | Da Zao | 大枣 | 3 |
back to :
* Resolving Phlegm By Clearing Away Heat
* Formula Design
* Glossaries
* Prescriptions
# Traditional Chinese Medicine/Qing Shen Yi Fang

The formula Qing Shen Yi Fang (轻身一方), designed to invigorate the spleen, expel dampness, eliminate turbid evils, and reduce blood lipid, consists of the following:
| No. | Pinyin | Simplified Chinese | Grams |
| 1 | Huang Qi | 黄芪(膜荚黄芪) | 15 |
| 2 | Han Fang Ji | 汉防己 | 15 |
| 3 | Bai Zhu | 白术 | 15 |
| 4 | Chuan Xiong | 川芎 | 15 |
| 5 | Zhi He Shou Wu | 制何首乌 | 15 |
| 6 | Ze Xie | 泽泻 | 30 |
| 7 | Shan Zha | 山楂 | 30 |
| 8 | Dan Shen | 丹参 | 30 |
| 9 | Yin Chen | 茵陈 | 30 |
| 10 | Shui Niu Jiao | 水牛角 | 30 |
| 11 | Da Huang | 大黄(药用大黄) | 6 |
| 12 | Yin Yang Huo | 淫羊藿 | 9 |
The formula Qing Shen Yi Fang (轻身一方) is not suitable for obesity without excessive phlegm and dampness, and is also not suitable for pregnant women.
Source: Journal of Traditional Chinese Medicine (中医杂志), as reproduced in "Development of Formulas of Chinese Medicine", by Liu Gongwang. ISBN: 7-5080-2797-3. Huaxia Publishing House. 2002.
back to :
* Formula Design
* Prescriptions
* Usage Of Prescriptions
# Traditional Chinese Medicine/Qing Chang Yin

Qing Chang Yin is composed of:
* Jin Yin Hua (Flos Lonicerae Japonicae) : 90g
* Dang Gui (Radix Angelicae Sinensis) : 60g
* Di Yu (Radix Sanguisorbae) : 30g
* Mai Dong (Radix Ophiopogonis) : 30g
* Xuan Shen (Radix Scrophulariae) : 30g
* Gan Cao (Radix et Rhizoma Glycyrrhizae) : 9g
* Yi Yi Ren (Semen Coicis) : 15g
* Huang Qin (Radix Scutellariae) : 6g
Qing Chang Yin is used in TCM to treat abscesses in the large intestine.
back to:
* Formulations That Treat Abscesses And Sores
* Classification Of Prescriptions
# Traditional Chinese Medicine/Qing E Wan

The formula Qing E Wan, designed to warm kidney-yang and relieve lumbago, consists of the following:
| No. | Pinyin | Simplified Chinese | Grams |
| 1 | Hu Tao Rou | 胡桃肉 | 6 |
| 2 | Bu Gu Zhi | 补骨脂 | 12 |
| 3 | Du Zhong | 杜仲 | 24 |
| 4 | Da Suan | 大蒜 | 6 cloves |
back to:
* Warming And Nourishing Kidney Yang
* Formula Design
* Prescriptions
# Traditional Chinese Medicine/Qing Gan Yang Shen Tang

Liver-Clearing and Kidney-Nourishing Decoction (清肝养肾汤), "Qing Gan Yang Shen Tang" consists of:
* Xia Ku Cao (夏枯草) - 30g
* Huang Qin (黄芩) - 19g
* Shan Zhi Zi (山栀子) - 18g
* Gou Qi Zi (枸杞子) - 30g
* Nu Zhen Zi (女贞子) - 30g
* Huang Jing (黄精) - 30g
* Fu Ling (茯苓) - 18g
* Ju Hua (菊花) -18g
* Mu Dan Pi (牡丹皮) - 18g
back to:
Ref: Henan Journal of Traditional Chinese Medicine