OpenLLM-France/wikimedia huggingface dataset:
# United States Postage Meter Stamp Catalog/Sub-group AR-FPO: Stamps with "FPO" (Fleet Post Office) in the town mark but without indication of which military service used the meter
#### Sub-group AR-FPO: Stamps with "FPO" (Fleet Post Office) in the town mark but without indication of which military service used the meter

* Some of these stamps are quite elusive but their actual rarity is not known. As a consequence no specific rarity indicators are shown for this sub-group.
* First seen in 1979.
Type FPO-IC3B in 2001 edition
AR-FPO1.1. Pitney Bowes.
    Type IC3.2 with town marks:
       A. FPO AP / 96464 (3349085)
       B. DIEGO GARCIA / FPO 90685 (3300545)
    V/F: ≋0 .00
Type FPO-IC4A in 2001 edition
AR-FPO1.2. Pitney Bowes.
    Type IC4.1 with town mark: FPO AP / 96310 5439 (567348, 917320)
    V/F: . 00
Type FPO-ID2 in 2001 edition
AR-FPO2. Pitney Bowes.
    Type ID2 with town marks:
       A. FPO AE at top, 5-digit number at bottom:
          - 09578 (1459683)
          - 09594 (1941283)
       B. FPO AE / 09587 1164 (2100413)
    V/F: ≋ 0.00
Type FPO-IE1 in 2001 edition
AR-FPO3. Pitney Bowes.
    Type IE1 with town marks:
       A. FPO AE or AP at top, 5 digit number below:
       B. FPO AE / 09587 1164 (2100413)
    V/F: ≋0 .00 ≋ (wavy line triad at left 2mm tall)
    V/F: ≋0 .00 ≋ (wavy line triad at left 1mm tall)
Type FPO-IH1 in 2001 edition
AR-FPO4. Pitney Bowes.
    Type IF1 with town marks:
       A. FPO AE / 09545 (7153193)
       B. FPO AE / 09599-2871 (7152717)
    V/F: ≋.00 ≋
Type FPO-LB1 in 2001 edition
AR-FPO5.1. Hasler.
    Type LB1.1 with town marks:
       A. FPO / AE (450171)
       B. FPO / 09577-1180 (505411)
       C. FPO AE 09577-1815 at top, blank at bottom (7152717)
    V/F: 00.00
Type FPO-LB2 in 2001 edition
    Type LB1.2C with town mark: FPO AE / 09573-1231 (491813)
    V/F: 0.00 :
# United States Postage Meter Stamp Catalog/Sub-group NB – Neopost-Hasler, complete profile of eagle
#### Sub-group NB – Neopost-Hasler, frameless rectangular design with profile of eagle at right facing left

* This is the first stamp design released after ASCOM Hasler was purchased by Neopost.
* The meter is digital but the model is unidentified.
* First seen in November 2002.
Unlisted in 2001 edition
NB1.
    Solid vertical bar at left containing a vertical "Hasler" reading up. At right is "US POSTAGE" also reading up.
    Meter number at top with "NO011H" prefix.
    Value figures and eagle on second line with bars above and below.
    Below the value figures are the date and "Mailed From" with ZIP code
    At bottom is an eight digit number, usually starting with three zeros, possibly a transaction counter.
    V/F: $00.00$^0$ (Range: 00.00$^1$ to 99.99$^9$)
# 360 Assembly/360 Instructions/DR

DR - Divide by Register - Opcode 1D

## Format

    DR 2,7
The specific syntax is
    DR target register, source register.
RR Instruction (2 bytes) :
| Byte 1 | Byte 2 | Byte 2 |
| Byte 1 | target register | source register |
| (8 bits) Opcode 1D | (4 bits) 0..F | (4 bits) 0..F |
* The first argument is a one with lesser number of pair of target registers which value is affected by the instruction.
* The second argument is the source value register.

## Availability

The DR instruction is available on all models of the 360, 370 and z/System.

## Operation

The DR instruction divides the dividend - 64-bit signed value stored in pair of registers T and T+1, where T is target register number (T shall contain most significant part and T+1 shall contain least significant part), by the divisor - 32-bit signed value in the source register. The target register number T shall be even. The instruction places quotient to register T and remainder to register T+1, both as 32-bit signed values.
The divisor shall not be zero. The quotient shall fit into limits of 32-bit signed value (-2147483648 till 2147483647).
The DR instruction performs so-called T-division when quotient is truncated to zero; the remainder sign is equal to the dividend sign, if both values are not equal to 0; in other words, (remainder * dividend >= 0).
The Condition Code field in the Program Status Word is not changed.

## Exceptions and Faults

* If an odd register number is specified as the target register, operation exception occurs.
* If the divisor is zero, operation exception occurs.
* If signed integer overflow is detected and the bit 36 in PSW is set, operation exception occurs.

## Example

Consider that register 4 contains 0, 5 - 13 and 11 - 4. The instruction "DR 4,11" will divide the contents of register 13 by 4, place the quotient (equals to 3) in register 4 and place the remainder (equals to 1) in register 5.

## Related instructions

* To divide by word value from memory, see D.
* To multiply by word value from register, see MR.
* To subtract word value from register, see SR.
* To add value and set condition codes according to unsigned arithmetic, or add not most significant part of multi-word integer value, see AL or ALR.
* To divide floating-point values, see DER, DDR, DE or DD.
| Previous Instruction DP | 360 Assembly Instructions {{{name}}} | Next Instruction DSG |
| Previous Opcode 1C | 360 Assembly Instructions {{{name}}} | Next Opcode 1E |
360 Assembly Language :
| 360 Family | Introduction · Basic FAQ · 360 Family · 360 Architecture |
| 360 Instruction Set | 360 Instructions · Branch Instructions · Data Transfer Instructions · Control Flow Instructions · Arithmetic Instructions · Logic Instructions · Shift and Rotate Instructions · Priveleged Instructions · Other Instructions |
| Syntaxes and Assemblers | 360 Assemblers· Pseudo Instructions |
| Instruction Extensions | Floating Point · High-Level Languages |
# 360 Assembly/360 Instructions/DROP

The DROP pseudo-instruction is used to inform the assembler that a register previously declared in a USING pseudo-instruction is no longer available for use as a base register in instructions, and should not be used for that purpose. The assembler will revert to using any remaining register previously declared in a USING statement that has the smallest displacement from the target address.
The format for the DROP pseudo-instruction is:
    DROP register1[,register2[,...]]
Register1, register2 etc. can be any of the general purpose registers 1 through 15 which was previously declared in a USING pseudo-instruction. As register 0 is effectively unavailable for use as a base register, it is virtually never used in a USING pseudo-instruction, and so would not be used in a DROP pseudo-instruction
Here is an example of an inline subroutine which sets up a temporary base register for the subroutine.
For the purpose of this example it is assumed that R14 is equated to 14, R15 is equated to 15 etc., to provide cross reference - see EQU Assembler pseudo-instruction)
As the above example stated, the USING pseudo-instruction tells the assembler that a specific register contains the specified address, while the DROP pseudo-instruction tells the assembler that register can no longer be used, until it is specified in another USING pseudo-instruction.
360 Assembler Pseudo Instructions :
| Address Related | ADATA • CNOP • DROP • EQU • LOCTR • LTORG • ORG • USING |
| Code Related | ALIAS • AMODE • CATTR • COM • CSECT • CXD • DSECT • DXD • END • ENTRY • EXTRN • OPSYN • RMODE • RSECT • START • WXTRN • XATTR |
| Data Related | CCW • CCW0 • CCW1 • DC • DS |
| Conditional Assembly and Macro related | ACTR • AGO • AIF • AINSERT • ANOP • AREAD • COPY • GBLA / GBLB / GBLC • LCLA / LCLB / LCLC • MACRO • MEND • MEXIT • MNOTE • SETA / SETB / SETC |
| Listing, output and source related | Comments • *PROCESS • ACONTROL • EJECT • END • EXITCTL •ICTL • ISEQ • POP • PRINT • PUNCH • PUSH • REPRO • SPACE • TITLE |
360 Assembly Language :
| 360 Family | Introduction · Basic FAQ · 360 Family · 360 Architecture |
| 360 Instruction Set | 360 Instructions · Branch Instructions · Data Transfer Instructions · Control Flow Instructions · Arithmetic Instructions · Logic Instructions · Shift and Rotate Instructions · Priveleged Instructions · Other Instructions |
| Syntaxes and Assemblers | 360 Assemblers· Pseudo Instructions |
| Instruction Extensions | Floating Point · High-Level Languages |
# 360 Assembly/360 Instructions/ISK

ISK - Insert Storage Key - Opcode 09 - RR Instruction (360 Only) Privileged Instruction

## Opcode

RR Instruction (2 bytes) :
| | Byte 1 bits (0-7) | Byte 2 | Byte 2 |
| | Byte 1 bits (0-7) | target register (8-11) | source register (12-15) |
| (in hex) | Opcode 09 | (4 bits) 0..F / (dec 0..15) | (4 bits) 0..F / (dec 0..15) |
* The first argument is a target register which value is affected by the instruction.
* The second argument is the source register.
* The target register and source register values are 0 to 15.

## Example usage

    ISK R1,R2

## Availability

The ISK instruction is available only on 360 models. It is a privileged instruction.

## Purpose of Instruction

This instruction is used to get the Storage Key for the address specified in the Second operand and store into the first operand's bottom byte(1byte). ISK instruction provides support to get the storage key in 2K units of Page. ISKE will get the storage key for the 4K units of page.

## Operation

This is a privileged instruction, and is only available on the 360 series. The ISKE instruction is available on later 370 and zSystem processors.

## Condition Codes

Condition codes are not changed.

## Exceptions and Faults

* Privileged Operation
* Invalid Opcode (370 and z/System)
| Previous Instruction IPTE | 360 Assembly Instructions | Next Instruction ISKE |
| Previous Opcode 08 | 360 Assembly Instructions | Next Opcode 0A |
# 360 Assembly/360 Instructions/CR
## Format

CR 2,6 compares the values inside the registers R2 and R6
* If R2 is equal to R6 then it sets the condition code in PSW 0.
* If the R2 is greater than R6 then it sets the Condition Code in PSW 2.
* Otherwise it sets the condition code in PWS 1.
# 360 Assembly/360 Instructions/CVDG

CVDG convert binary fixed data to packed data
# 360 Assembly/360 Instructions/LCR

LCR - Load Register Complement - RR Instruction - Opcode 13

## Format

    LCR 2,6 Copy the two's complement (integer negation) of contents of register 6 into register 2, replacing the existing contents of register 2
The specific syntax is
    LCR target register, source register.

## Opcode

RR Instruction (2 bytes) :
| | Byte 1 bits (0-7) | Byte 2 | Byte 2 |
| | Byte 1 bits (0-7) | target register (8-11) | source register (12-15) |
| (in hex) | Opcode 13 | (4 bits) 0..F / (dec 0..15) | (4 bits) 0..F / (dec 0..15) |
* The first argument is a target register which value is affected by the instruction.
* The second argument is the source register.
* The target register and source register values are 0 to 15.

## Example usage

The LCR instruction is used to copy the integer negation of the second register argument (the source register) into the first register argument (the target register), replacing the contents of the target register with the contents of the source register. The following is an example of how the instruction would assemble in various forms from an assembly language listing:

## Typical Usage

When it is necessary to negate a 32-bit integer value.

## Availability

The LCR instruction is available on all models of the 360, 370 and z/System.

## Operation

The LCR instruction copies negation of the 32-bit value from the register specified by the second argument to the register specified by the first argument.
Register 0 is valid for either register and is not ignored as in some other instructions.

## Condition Codes

If signed integer overflow occurs, i.e. source is -2147483648 (hex 80000000), CC is set to 3. Otherwise, CC is set to 0, 1 or 2, if sum is equal to zero, below zero or above zero accordingly.

## Exceptions and Faults

* If signed integer overflow is detected and the bit 36 in PSW is set, operation exception occurs.

## Related instructions

* To subtract an integer value from register, see SR, S, SH, SL or SLR.
* To load and complement 64-bit integer value, see LCGR.
* To load and complement 32-bit integer value and extend it to 64 bits, see LCGFR.
| Previous Instruction LTR | 360 Assembly Instructions {{{name}}} | Next Instruction NR |
| Previous Opcode 12 | 360 Assembly Instructions {{{name}}} | Next Opcode 14 |
360 Assembly Language :
| 360 Family | Introduction · Basic FAQ · 360 Family · 360 Architecture |
| 360 Instruction Set | 360 Instructions · Branch Instructions · Data Transfer Instructions · Control Flow Instructions · Arithmetic Instructions · Logic Instructions · Shift and Rotate Instructions · Priveleged Instructions · Other Instructions |
| Syntaxes and Assemblers | 360 Assemblers· Pseudo Instructions |
| Instruction Extensions | Floating Point · High-Level Languages |
# Ancient Domains of Mystery/Introduction

Ancient Domains of Mystery is a freeware, roguelike game written by Thomas Biskup and is available at the Official ADOM Website for Windows, Linux, and many other operating systems.
It takes place in the Drakalor Chain on the planet Ancardia. A Chaos Gate has been opened by Andor Drakon, the ElDeR cHaOs GoD. It was first discovered by the sage Khelavaster, who tried to close it but disappeared. Now Chaos beasts are roaming Ancardia. You are one of the many hero(ine)s who seeks to defeat Chaos and restore peace to the world.
The easiest way to defeat Chaos is to close the gate. However, a holy champion of order or balance, if equipped with certain unique artifacts, may instead enter it, slay Andor Drakon, become a demigod and keep Ancardia safe from Chaos for evermore. Those who have turned to the dark side may also slay Andor Drakon in hopes of becoming a more powerful Chaos God - perhaps even an Ultimate Chaos God.
# Ancient Greek/Basic Nouns/Second Declension

The second declension, in contrast to the first, consists primarily of masculine and neuter nouns. It is occasionally referred to as the ο-declension, because of the recurrence of the vowel omicron. It is the simplest of the three declensions of Ancient Greek, featuring a bit more than a single set of endings, and regular persistent accentuation throughout.
As in the first declension, the declension remains identical in the nominative, vocative, and accusative of the dual. Moreover, after one recognizes the basic second declension (which in many ways is similar to the first declension), the accentuation is similar to that of the first declension: ἄνθρωπος like ὕγίεɩᾰ; θεός and πτερόν like θεᾱ́ or ἡδονή.

## Masculine and feminine nouns

These can be recognized by their -ος ending, which was transliterated as -us in Latin and found its way into English (e.g., "Dionysus"). The vast majority of these are masculine.
ἄνθρωπος, ἀνθρώπου, (ánthrōpos, anthrópou) m, "man; human being"
| | Singular | Dual | Plural |
| Nominative | ἄνθρωπος | ἀνθρώπω | ἄνθρωποι |
| Genitive | ἀνθρώπου | ἀνθρώποιν | ἀνθρώπων |
| Dative | ἀνθρώπῳ | ἀνθρώποιν | ἀνθρώποις |
| Accusative | ἄνθρωπον | ἀνθρώπω | ἀνθρώπους |
| Vocative | ἄνθρωπε | ἀνθρώπω | ἄνθρωποι |
The nominative and vocative plurals are always identical. Note that the lengthening of the ending causes the accent to shift (as the accent cannot stand on the antepenult if the ultima is long) in several of the cases. Also recall that final -οι is usually short.
θεός, θεοῦ, (theós, theoû) m, "god"
| | Singular | Dual | Plural |
| Nominative | θεός | θεώ | θεοί |
| Genitive | θεοῦ | θεοῖν | θεῶν |
| Dative | θεῷ | θεοῖν | θεοῖς |
| Accusative | θεόν | θεώ | θεούς |
| Vocative | θεέ | θεώ | θεοί |
νῆσος, νήσου, (nêsos, nésou) f, "island"
| | Singular | Dual | Plural |
| Nominative | νῆσος | νήσω | νῆσοι |
| Genitive | νήσου | νήσοιν | νήσων |
| Dative | νήσῳ | νήσοιν | νήσοις |
| Accusative | νῆσον | νήσω | νήσους |
| Vocative | νῆσε | νήσω | νῆσοι |
Again, note the persistent accent, which changes to an acute before long endings, as expected.

## Neuter nouns

These end in -ον and have the nominative, accusative, and vocative identical in both the singular and the plural, which is a feature of all neuter nouns in Ancient Greek:
πτερόν, πτεροῦ, (pterón, pteroû) n, "wing"
| | Singular | Dual | Plural |
| Nominative | πτερόν | πτερώ | πτερά |
| Genitive | πτεροῦ | πτεροῖν | πτερῶν |
| Dative | πτερῷ | πτεροῖν | πτεροῖς |
| Accusative | πτερόν | πτερώ | πτερά |
| Vocative | πτερόν | πτερώ | πτερά |
Note that, except in the nominative, accusative, and vocative, the endings are identical to those of masculine and feminine nouns of the second declension. Also note that, just as in the first declension, whenever a noun of the second declension is accented on the ultima, the accent changes to a circumflex in the genitive and dative singular and plural.
# Ancient Greek/Basic Nouns/Third Declension

παις, παιδος - child
| | Singular | Plural | Dual |
| Nominative | παῖς | παῖδες | παῖδε |
| Genitive | παιδóς | παίδων | παίδοιν |
| Dative | παιδῐ́ | παισί | παίδοιν |
| Accusative | παῖδᾰ | παῖδᾰς | παῖδε |
| Vocative | παῖ | παῖδες | παῖδε |
# Adventist Youth Honors Answer Book/Outdoor Industries/Island Fishing

Island Fishing :
| Outdoor Industries South Pacific Division/Island Ed. | Skill Level Unknown |
| Outdoor Industries South Pacific Division/Island Ed. | Year of Introduction: Unknown |

## 1. Name five native methods that are used for island fishing.

* Angling (England)
* Netting (Sri Lanka)
* Trapping (Viet Nam)
* Spearfishing (Peru)

### Angling

    Angling is a method of fishing by means of an "angle" (hook). The hook is usually attached by a line to a fishing rod. A bite indicator such as a float is sometimes used.

### Nets

    A fishing net or fishnet is a net that is used for fishing. Fishing nets are meshes usually formed by knotting a relatively thin thread. Modern nets are usually made of artificial polyamides like nylon, although nets of organic polyamides such as wool or silk thread were common until recently and are still used.

### Trapping

    A typical trap might consist of a frame of thick steel wire in the shape of a heart, with chicken wire stretched around it. The mesh wraps around the frame and then tapers into the inside of the trap. When a fish swims inside through this opening, it cannot get out, as the chicken wire opening bends back into its original narrowness. In earlier times, traps were constructed of wood and fibre.

### Spearfishing

    Spearfishing is an ancient method of fishing that has been used throughout the world for millennia. Early civilizations were familiar with the custom of spearing fish from rivers and streams using sharpened sticks.

### Poison

    Though not an environmentally sound practice, some island cultures would gather roots known to be toxic to fish, grind them up, and dump them into a river. The fish would be paralyzed (or killed) and float to the surface where great numbers of them could be gathered. This method is not sustainable.

## 3. In your cultural setting identify types of fishing according to tides and phases of the moon.

Please check the phases of the moon befor going fishing.

## 6. b. Name ten poisonous or dangerous fish in your area.

Species may differ.
# Adventist Youth Honors Answer Book/Outdoor Industries/Poultry/Cape Barren Goose

Cape Barren Goose :
* Description: The Cape Barren Goose is a large goose resident in southern Australia. These are bulky geese and their almost uniformly grey plumage, bearing rounded black spots, is unique. The tail and flight feathers are blackish and the legs are pink with black feet. The short, decurved black bill and green cere gives it a very peculiar expression.
* The Cape Barren Goose is 75-100 cm long, and has a 150-190 cm wingspan; males are somewhat larger than females. The male weighs on average 5.29 kg and the female 3.77 kg.
* This bird feeds by grazing and rarely swims. It forms small flocks outside the breeding season, when it wanders more widely.
# Adventist Youth Honors Answer Book/Outdoor Industries/Poultry/Bourbon Red Turkey

Bourbon Red :
* Description: The Bourbon Red is a handsome breed of turkey with white feathers at its wing tips and tail, and brownish burgundy feathers covering most of the rest of its body. It has a bluish wattle, a black beard, and pink shanks and toes. The Red Bourbon is named for Bourbon County, Kentucky where the breed was developed in the late 1800's by J. F. Barbee. Recognized by the American Poultry Association in 1909, it became a commercially important breed in the 1930's and 1940's. Its decline is attributed to the popularity of broad-breasted varieties such as the Broad-breasted White.
* For more images of the Bourbon Red, see
* http://www.ansi.okstate.edu/poultry/turkeys/bourbon/Bourbon-tom.jpg
# A-level Mathematics/OCR/D1/Node Graphs
## Contents

* Introduction
* Spanning Trees
* Shortest Path Algorithms
* Bipartite Graphs & Matching
* Route Inspection
* Travelling Salesperson Problem
# A-level Mathematics/OCR/D1/Node Graphs/Route Inspection

The route inspection problem requires a path to be found that includes all the arcs at least once.
# A-level Mathematics/OCR/D2

Please post all questions to A-level Mathematics/Discussion.

## Contents

* Game Theory
* Flows in a Network
* Matching and Allocation Problems
* Critical Path Analysis
* Dynamic Programming
# A-level Mathematics/OCR/D2/Game Theory

A zero sum game involves a series of players (usually two) where the total winnings is always zero. This means that at least one of them have to win, and similarly at least one must lose. A simple examples is a bet between two players A and B - the loser has to pay some money to the winner and hence the sum of the money won/lost by A and that of B is always zero.
# A-level Mathematics/OCR/FP1

This is the Further Pure Mathematics 1 module of the A-level Mathematics book. This module assumes that you are familiar with the C1 and C2 modules. Please post all questions to A-level Mathematics/Discussion.

## Contents

* Summation of Series
* Mathematical Induction
* Roots of Polynomial Equations
* Complex Numbers
* Matrices
* Appendix A: Formulae
# A-level Mathematics/OCR/FP1/Appendix A: Formulae
## Formulae

By the end of this module you will be expected to have learnt the following formulae: Formulae marked † are in the standard OCR Maths Data book (as of 2010)

## Series

* $\sum _{r=1}^{n}r={\frac {1}{2}}n(n+1)$
* $\sum _{r=1}^{n}r^{2}={\frac {1}{6}}n\left(2n+1\right)\left(n+1\right)$ †
* $\sum _{r=1}^{n}r^{3}={\frac {1}{4}}n^{2}\left(n+1\right)^{2}$ †

## Roots of Polynomials

* Let $\alpha \,$ and $\beta \,$ be the roots of $ax^{2}+bx+c=0$. Then, $\alpha +\beta =-{\frac {b}{a}},\quad \alpha \beta ={\frac {c}{a}}$
* Let $\alpha ,\beta \,$ and $\gamma \,$ be the roots of $ax^{3}+bx^{2}+cx+d=0$. Then, $\sum \alpha =-{\frac {b}{a}},\quad \sum \alpha \beta ={\frac {c}{a}},\quad \alpha \beta \gamma =-{\frac {d}{a}}$
Where: $\sum \alpha =\alpha +\beta +\gamma$
And: $\sum \alpha \beta =\alpha \beta +\alpha \gamma +\beta \gamma$

## Matrices

* $\mathbf {(AB)^{-1}} =\mathbf {B^{-1}A^{-1}}$
This is part of the FP1 (Further Pure Mathematics 1) module of the A-level Mathematics text.
# A-level Mathematics/OCR/D1/Node Graphs/Travelling Salesperson Problem

The Travelling Salesperson (split into Upper and Lower Bound algorithms) requires that one visits each node at least once and returns to the start node in a 'Hamiltonian Cycle'