OpenLLM-France/wikimedia huggingface dataset:
# Nastimir Ananiev

Nastimir Ananiev (born 17 July 1975 in Sofia) is a Bulgarian politician. From 2014 to 2017 he represented the movement "Bulgaria of Citizens" in the Bulgarian National Assembly. In 2018, he founded Volt Bulgaria and stood for the party as a top candidate in the 2019 European elections. In 2021, he was elected to the National Assembly as his party's top candidate in the parliamentary elections in November 2021.

## Biography

Nastimir Ananiev was born in Sofia in 1975. Ananiev graduated from Griffith College in Ireland with a Bachelor's degree in Business Administration and from the American University in Bulgaria with a Master's degree in Business Administration. He is also a graduate of the Leadership, Organisation and Action programme at Harvard Kennedy School. From 1997 to 2008 he lived in Ireland and was 7 years Marketing Director for Central and Eastern Europe at the Griffith College Dublin. In 2012, he was a founding member of the Bulgaria for Citizens Movement. In 2014, he was elected as a member of the 43rd National Assembly as part of the Bulgaria of Citizens for Reformist Bloc movement, and served as chairman of the Transport, Information Technology and Communications Committee, among other positions. 2017, he left the Bulgaria of Citizens Movement and his position as deputy leader of the party due to the weak result of the 2017 parliamentary elections and the lack of personal responsibility of the leader Nayden Zelenogorski.
In 2018, he joined the pan-European party Volt Europa and founded the Bulgarian chapter Volt Bulgaria, of which he subsequently became chairman. He was Volt's top candidate in the 2019 European elections, as well as in the 3 parliamentary elections in 2021 (In April and July as part of the alliance Stand up BG! Mafia out! and in November as part of the coalition We Continue the Change). In November 2021, he was re-elected as MP for Volt on the We Continue Change list. He was re-elected for his third and fourth terms in the 2022 and 2023 parliamentary elections and has been the only Volt Bulgaria MP in parliament since the last election.

## Political positions

Ananiev campaigns against corruption and the misuse of EU funding programmes in Bulgaria. He also considers old-age poverty and the poor health system in Bulgaria to be the country's biggest challenges. In 2019, Ananiev organised protests against the planned electoral reform, fearing that it would make it easier to rig elections. He is also campaigning for easier voting for Bulgarians living abroad.
He supports the introduction of the euro in Bulgaria.

## Controversies

On April 10, 2024, offices associated with companies linked to Ananiev were raided by the Bulgarian police and Gendarmerie at the request of Belgium. According to the Sofia City Prosecutor's office, the action was targeting an organized criminal group involved in drug trafficking and money laundering.
According to Ananiev, the action had a political motivation, as Ananiev had a strong emphasis that the media agency PIK - which is widely known for reporting on fake news, that usually aim to be right-wing biased attempted to create a "political bat".
# List of volcanoes in Uganda

Download coordinates as:
* KML
* GPX (all coordinates)
* GPX (primary coordinates)
* GPX (secondary coordinates)
This is a list of active and extinct volcanoes in Uganda.
| Name | Elevation | Elevation | Location | Last eruption |
| Name | meters | feet | Coordinates | Last eruption |
| Bufumbira | 2440 | 8005 | 1°14′S 29°43′E﻿ / ﻿1.23°S 29.72°E﻿ / -1.23; 29.72﻿ (Bufumbira) | Holocene |
| Bunyaruguru Field | 1554 | 5098 | 0°12′S 30°05′E﻿ / ﻿0.20°S 30.08°E﻿ / -0.20; 30.08﻿ (Bunyaruguru Field) | Holocene |
| Mount Elgon | 4321 | 14,178 | 1°06′S 34°30′E﻿ / ﻿1.1°S 34.5°E﻿ / -1.1; 34.5﻿ (Mount Elgon) | |
| Fort Portal Field | 1524 | 5000 | 0°42′N 30°15′E﻿ / ﻿0.70°N 30.25°E﻿ / 0.70; 30.25﻿ (Fort Portal Field) | Holocene |
| Mount Katunga | 1707 | 5600 | 0°28′S 30°11′E﻿ / ﻿0.47°S 30.18°E﻿ / -0.47; 30.18﻿ (Katunga) | Holocene |
| Katwe-Kikorongo Field | 1067 | 3501 | 0°05′S 29°55′E﻿ / ﻿0.08°S 29.92°E﻿ / -0.08; 29.92﻿ (Katwe-Kikorongo Field) | Holocene |
| Kyatwa Volcanic Field | 1430 | 4692 | 0°27′N 30°15′E﻿ / ﻿0.45°N 30.25°E﻿ / 0.45; 30.25﻿ (Kyatwa Volcanic Field) | Holocene |
| Mount Muhavura | 4127 | 13,450 | 1°23′S 29°40′E﻿ / ﻿1.38°S 29.67°E﻿ / -1.38; 29.67﻿ (Mount Muhavura) | Holocene |
# John Vardy

John Vardy (February 1718 – 17 May 1765) was an English architect attached to the Royal Office of Works from 1736. He was a close follower of the neo-Palladian architect William Kent.
John Vardy was born to a simple working family in Durham. His early training is obscure. His career at the Office of Works, which demanded most of his attention throughout his life, began in May 1736, when he was appointed Clerk of the Works at Greenwich Hospital. He was Clerk of the Works at Hampton Court Palace, January 1745 to 1746; Clerk of the Works at Whitehall, Palace of Westminster and St James's Palace, December 1746 to 1754; Kensington Palace, July 1754 to 1761. He also served as Clerk of the Works at Chelsea Hospital and as Surveyor to the Mint.

## Vardy and William Kent

His relations with William Kent, his senior at the Board of Works, began around 1736 and remained close. Vardy prepared for publication the classic of the Palladian revival, Some Designs of Mr. Inigo Jones and Mr. William Kent, 1744. He redrew and engraved Kent's drawing of the Great Hall at Hampton Court, and drew up Kent's ambitious designs for new Houses of Parliament, under Kent's direction. After Kent's death Vardy and Thomas Robinson saw Kent's Horse Guards, Whitehall, through to completion; Vardy published engravings of his redrawings of the plan and elevation.

## Private clients

Vardy's routine at the Office of Works constrained his time to devote to private clients. His London buildings have mostly suffered the fate of city constructions and have gone. His most prominent surviving work is Spencer House, St. James's, where, ironically the chief fame is garnered by the very early neoclassical interiors of the upper floor, by James "Athenian" Stuart.
For Joseph Damer, Vardy probably designed Dorchester House, Park Lane, London, begun in 1751–52. He exhibited designs for interiors at the Society of Artists, 1764. The house was demolished in 1849.

## Family

Vardy's will mentions his brother Thomas Vardy, carver in Park Street, Grosvenor Square, and his son, John Vardy Jr. who succeeded his father as Surveyor to the Royal Mint. He remodeled and extended Giacomo Leoni's Queensberry House in Burlington Gardens, for Henry Paget, from 1785 to 1789; as Uxbridge House it survives, housing the Royal Bank of Scotland.
His niece Sarah married the sculptor Richard Westmacott.

## Gallery of architectural work

* Spencer House, west front
* Spencer House, west front
* Spencer House, north front
* Spencer House, c. 1800
# Zhaori Hot Spring

The Zhaori Hot Spring (traditional Chinese: 朝日溫泉; simplified Chinese: 朝日温泉; pinyin: Zhāorì Wēnquán) is a hot spring in Green Island, Taitung County, Taiwan.

## History

During the Japanese rule of Taiwan, the hot spring was named Asahi Hot Spring.

## Geology

The water spring is the only one of three saltwater hot springs in the world. The water source of the hot spring comes from the sea and underwater of the island heated by lava. The temperature of the hot spring ranges between 60 and 70°C.

## Architecture

The hot spring consists of three open-air pools, a spa pool and five terrace-like pools.
# Organovanadium chemistry

Organovanadium chemistry is the chemistry of organometallic compounds containing a carbon (C) to vanadium (V) chemical bond. Organovanadium compounds find only minor use as reagents in organic synthesis but are significant for polymer chemistry as catalysts.
Oxidation states for vanadium are +2, +3, +4 and +5. Low valency vanadium is usually stabilized with carbonyl ligands. Oxo derivatives are relatively common, unlike the organic complexes of neighboring elements.

## Compound classes
### Carbonyls

Vanadium carbonyl can be prepared by reductive carbonylation of vanadium salts:
    4 Na + VCl$_3$ + 6 CO → Na[V(CO)$_6$] + 3 NaCl
The salt can be oxidized to the 17e binary carbonyl V(CO)$_6$.

### Cyclopentadienyl derivatives

Vanadocene dichloride, the first organovanadium complexes to be reported, is prepared from sodium cyclopentadienyl and vanadium tetrachloride:
    2 NaC$_5$H$_5$ + VCl$_4$ → VCp$_2$Cl$_2$ + 2NaCl
Reduction of this compound gives the parent vanadocene (Cp$_2$V):
    VCp$_2$Cl$_2$ + LiAlH$_4$ → VCp$_2$
Vanadocene is the lightest transition metal metallocene that is isolable at room temperature. Vanadocene reacts with high pressures of carbon monoxide to give CpV(CO)$_4$. Photolysis of the tetracarbonyl gives Cp$_2$V$_2$(CO)$_5$. Several analogous indenyl complexes are known.
Monocyclopentadienyl vanadium chlorides include CpVCl$_3$ and the diamagnetic CpVOCl$_2$.

### Arene complexes

Vanadium forms a variety of arene complexes, e.g. with benzene:
    VCl$_4$ + Al + 2 C$_6$H$_6$ → [V(η$^6$-C$_6$H$_6$)$_2$]AlCl$_4$
    [V(η$^6$-C$_6$H$_6$)$_2$]AlCl$_4$ + H$_2$O → V(η$^6$-C$_6$H$_6$)$_2$ + ...

### Alkyl and aryl derivatives

A handful of alkyl and aryl complexes exist. The reactive species V(mesityl)$_3$ forms from VCl$_3$:
    VCl$_3$(THF)$_3$ + 3 LiC$_6$H$_2$-2,4,6-Me$_3$ → V(C$_6$H$_2$-2,4,6-Me$_3$)$_3$(THF) + 3 LiCl
This species binds CO and, under appropriate conditions, N$_2$. V(mesityl)$_3$ adds a fourth mesityl group and the resulting "ate complex" can be oxidized to the vanadium(IV) derivative:
    V(mes)$_3$(THF) + LiMes → Li[V(mes)$_4$]
    Li[V(mes)$_4$] + air → V(mes)$_4$(THF)
The tetrakis(norbornyl) complex is also known.
Vanadium oxytrichloride is a starting material for organovanadium(IV) and organovanadium(V) compounds:
    VOCl$_3$ + Li(mes) → Li[VO(mes)$_3$]
    Li[VO(mes)$_3$] + chloranil → VO(mes)$_3$
    VOCl$_3$ + ZnPh$_2$ → VOPhCl$_2$ + "ZnPh(Cl)"

## Catalysts and reagents

Well-defined vanadium compounds do not appear as catalysts in any commercial process. However organovanadium species are clearly implicated as catalysts for the production of butadiene-based rubbers. These catalysts are generated in situ by treating soluble coordination complexes such as vanadium(III) acetylacetonate with organoaluminium activators.
# Isa Hoes

Isa Hoes (Dutch pronunciation:; born 13 June 1967) is a Dutch actress. She is best known for her role as Myriam van der Pol in the ongoing Dutch soap opera Goede Tijden, Slechte Tijden.

## Biography

Isa Hoes was born on 13 June 1967 in Leiden in the Netherlands. She is also the younger sister of Onno Hoes, who was the mayor of Maastricht as of 1 November 2010 till 30 June 2015. Hoes graduated from the Toneelacademie Maastricht (Academy of Dramatic Arts).
She frequently dubs characters in anime, cartoons, and movies. Recently, she has become the voice of Heather from Total Drama in the Dutch version of the series.

### Personal life

Isa Hoes was married to the actor Antonie Kamerling. Hoes and Kamerling met on set of the soap opera Goede Tijden, Slechte Tijden. The couple later got married on 26 June 1997 in Venice, Italy. The couple had two children named Merlijn and Vlinder. On 6 October 2010, Kamerling ended his life. The film Toen ik je zag is based on their relationship and the events and circumstances leading up to Kamerling's suicide.

## Filmography
### Films

* Rebecca in Darkling
* Roos in All Stars
* Mother in Five Fingers
* Jeanine in M.A.N.
* Tanja in Alibi
* Wendy Parker in Bonding

### Television

* Myriam van der Pol in Goede Tijden, Slechte Tijden (1990–1993,1994)
* Liesbeth Vrijman in Vrouwenvleugel
* Catharina Donkersloot in Rozengeur & Wodka Lime
* Isabel Zwagers in Medisch Centrum West
* Beatrix Hoogendoorn in Seth & Fiona
* Agent Ineke Slats in Coverstory
* Lydia in Windkracht 10
* Paulien in 12 steden, 13 ongelukken
* Suzanne Kramer Celblok H (Dutch remake of Wentworth)

## Voice-dubbing roles
### Animation

* Erika Kawaye, Katrina Villard, Jennifer Rial, Paige DeLisle, Elizabeth Strong, Tara Hendrikse, Marÿke Li and Kirsten Daily in FairlyOdd Xiaolin Crystal
* Heather in Total Drama
* Jez in Jimmy Two-Shoes
* Wendy Darling in Return to Never Land
* Cedric Errol in Little Lord Fauntleroy
* Erika (Gym Leader)/Katrina (EP069)/Jeanette Fisher in Pokémon
* Princess Atta in A Bug's Life
* Erika Kawaye, Katrina Villard, Jennifer Rial, Paige DeLisle, Elizabeth Strong, Tara Hendrikse, Marÿke Li and Kirsten Daily in Demashita! FairlyOdd Xiaolin Z
* Elastigirl/Helen Parr The Incredibles
* Abby Mallard in Chicken Little
* Nakoma in Pocahontas
* Snork Maiden in Moomin
* Erika Kawaye, Katrina Villard, Jennifer Rial, Paige DeLisle, Elizabeth Strong, Tara Hendrikse, Marÿke Li and Kirsten Daily in FairlyOdd Xiaolin

### Live action

* Betty Lou Who in How the Grinch Stole Christmas
* Jackie Framm in Air Bud: Golden Receiver
# Afronyctemera itokina

Afronyctemera itokina is a moth of the family Erebidae first described by Per Olof Christopher Aurivillius in 1904. It is found in Angola, Burundi, Cameroon, the Democratic Republic of the Congo, Kenya, Malawi, Nigeria, Rwanda, Tanzania, Uganda and Zambia.
The larvae feed on Senecio species.
# The Jewish Enemy

The Jewish Enemy: Nazi Propaganda During World War II and the Holocaust is a 2006 book by University of Maryland professor Jeffrey Herf, in which the author postulates that the Nazi government maintained its hold on the German people by controlling the press and claiming that Germans were already being attacked by an international Jewish conspiracy. Herf offers in the book a thorough study of the propaganda material disseminated by the National Socialist regime.

## Awards

* 2006: National Jewish Book Award in the Holocaust category
# 2010 in BAMMA

The year 2010 is the second year in the history of BAMMA, a mixed martial arts promotion based in the United Kingdom. In 2010 BAMMA held 3 events beginning with, BAMMA 2: Roundhouses at the Roundhouse.

## Title fights

* ↑ For the BAMMA Featherweight Championship.
* ↑ For the BAMMA Lightweight Championship.
* ↑ For the BAMMA World Middleweight Championship.
* ↑ For the BAMMA Lightweight Championship.
* ↑ For the BAMMA Featherweight Championship.
* ↑ For the BAMMA World Middleweight Championship.

## Events list

| # | Event Title | Date | Arena | Location | Broadcast |
| 4 | BAMMA 4: Reid vs. Watson | September 25, 2010 | National Indoor Arena | Birmingham, England, United Kingdom | Bravo |
| 3 | BAMMA 3: Horwich vs. Watson | May 15, 2010 | LG Arena | Birmingham, England, United Kingdom | Bravo |
| 2 | BAMMA 2: Roundhouses at the Roundhouse | February 13, 2010 | The Roundhouse | London, England, United Kingdom | Bravo |

## BAMMA 2: Roundhouses at the Roundhouse

BAMMA 2: Roundhouses at the Roundhouse was an event held on February 13, 2010, at The Roundhouse in London, England, United Kingdom.

### Results

* ↑ For the BAMMA Featherweight Championship.
* ↑ For the BAMMA Lightweight Championship.

## BAMMA 3: Horwich vs. Watson

BAMMA 3: Horwich vs. Watson was an event held on May 15, 2010, at the LG Arena in Birmingham, England, United Kingdom.

### Results

* ↑ For the BAMMA World Middleweight Championship.
* ↑ For the BAMMA Lightweight Championship.
* ↑ For the BAMMA Featherweight Championship.

## BAMMA 4: Reid vs. Watson

BAMMA 4: Reid vs. Watson was an event held on September 25, 2010, at the National Indoor Arena in Birmingham, England, United Kingdom.

### Results

* ↑ For the BAMMA World Middleweight Championship.
# Zhaoqing Hengtai F.C.

Zhaoqing Hengtai Football Club (Chinese: 肇庆市恒泰足球俱乐部) is an amateur Chinese football club that currently participates in the Chinese Champions League. The team is based in Zhaoqing and currently uses Century Lotus Stadium of Foshan as their home stadium.

## History

Zhaoqing Hengtai was founded in 2012 by retired footballer and college students of Guangdong. They advanced to the Chinese FA Cup for the first time in 2014 and were knocked out in the second round when they lost to China League One club Hunan Billows in the penalty shoot-out. On 1 October 2017, Zhaoqing Hengtai won promotion to China League Two after which they advanced to semi-finals of the 2017 China Amateur Football League by beating Qinghai Zhuangbo in the penalty shoot-out. However, they gave up the opportunity to turn professional and remained at the amateur league.

## Results

All-time league rankings
As of the end of 2017 season.
| Year | Div | Pos. | FA Cup | Super Cup | AFC | Stadium |
| 2014 | 4 | 6 | R2 | DNQ | DNQ | |
| 2015 | 4 | WD | R1 | DNQ | DNQ | |
| 2016 | 4 | Group | R2 | DNQ | DNQ | |
| 2017 | 4 | 4 | R1 | DNQ | DNQ | Century Lotus Stadium |
Key
# Won't He Do It

Won't He Do It may refer to:
* Won't He Do It (album), 2023 album by Conway the Machine
* "Won't He Do It", single by Koryn Hawthorne
# Jacob Godebrye

Jacotin or Jacob Godebrye (died 24 March 1529) was a Franco-Flemish singer and composer. He was born in Flanders between 1440 and 1450, and was the choral vicar at the collegiale of Antwerp, became a chaplain and later took orders. From 1479 to 1528 he was a singer at Onze Lieve Vrouw (Notre Dame) in Antwerp. He was a contrapuntist, and his motets, chansons and masses were published in several extant collections. He died at Antwerp.
# Anatrachyntis sesamivora

Anatrachyntis sesamivora is a moth in the family Cosmopterigidae. It was described by Edward Meyrick in 1933, and is known from Java, Indonesia.
# 2017 Sydney SuperSprint

The 2017 Red Rooster Sydney SuperSprint was a motor racing event for the Supercars Championship, held on the weekend of 18 to 20 August 2017. The event was held at Sydney Motorsport Park in Eastern Creek, New South Wales and consisted of two races, 120 and 200 kilometres in length. It is the ninth event of fourteen in the 2017 Supercars Championship and hosted Races 17 and 18 of the season.
# Intezaar

Intezaar may refer to:
* Intezaar (1956 film), a Pakistani musical romance film
* Intezaar (TV series), a 2016 Pakistani Urdu-language family drama series
* Intezaar (2022 film), a Pakistani drama film
# Zhegalkin algebra

In mathematics, Zhegalkin algebra is a set of Boolean functions defined by the nullary operation taking the value $1$, use of the binary operation of conjunction $\land$, and use of the binary sum operation for modulo 2 $\oplus$. The constant $0$ is introduced as $1\oplus 1=0$. The negation operation is introduced by the relation $\neg x=x\oplus 1$. The disjunction operation follows from the identity $x\lor y=x\land y\oplus x\oplus y$.
Using Zhegalkin Algebra, any perfect disjunctive normal form can be uniquely converted into a Zhegalkin polynomial (via the Zhegalkin Theorem).

## Basic identities

* $x\land (y\land z)=(x\land y)\land z$, $x\land y=y\land x$
* $x\oplus (y\oplus z)=(x\oplus y)\oplus z$, $x\oplus y=y\oplus x$
* $x\oplus x=0$
* $x\oplus 0=x$
* $x\land (y\oplus z)=x\land y\oplus x\land z$
Thus, the basis of Boolean functions ${\bigl \langle }\wedge ,\oplus ,1{\bigr \rangle }$ is functionally complete.
Its inverse logical basis ${\bigl \langle }\lor ,\odot ,0{\bigr \rangle }$ is also functionally complete, where $\odot$ is the inverse of the XOR operation (via equivalence). For the inverse basis, the identities are inverse as well: $0\odot 0=1$ is the output of a constant, $\neg x=x\odot 0$ is the output of the negation operation, and $x\land y=x\lor y\odot x\odot y$ is the conjunction operation.
The functional completeness of the these two bases follows from completeness of the basis $\{\neg ,\land ,\lor \}$.
# Kristian P. Wilsgård

Kristian P. Wilsgård (born 11 January 1983) is a Norwegian businessman and politician.
He hails from Torsken Municipality on the island of Senja, and resides in Tromsø.
He was elected deputy representative to the Storting for the period 2017–2021 for the Progress Party. He covered for cabinet member Per-Willy Amundsen at the Storting from October 2017.
# Won't Let Go

Won't Let Go is the third studio album released by singer-songwriter Andrew Ripp, released on April 16, 2013. It was produced by Charlie Peacock and recorded at the Art House in Nashville, Tennessee.

## Charts

Chart performance for Won't Let Go :
| Chart (2013) | Peak position |
| US Heatseekers Albums (Billboard) | 12 |
# Afghan units of measurement

A variety of units of measurement have been used in Afghanistan to measure length, mass and capacity. Those units were similar to Iranian, Arabian and Indian units. In 1924, Afghanistan adopted the metric system.

## Length

These lengths are not necessarily standardized and could differ between different regions of Afghanistan:
* 1 gaz-i-shah (Kabul yard) = 1.065 meters (m)
* 1 girah-i gaz-i-shah = 0.066 m
* 1 gaz-i-mimar (mason's yard) = 0.838 m
* 1 gaz-i-jareeb (for land) = 0.736 m
* 1 jareeb (one side) = 44.183 m
* 1 biswah (one side) = 9.879 m
* 1 biswasah (one side) = 2.209 m
* 1 jareeb (land measurement) = 2,000 m$^2$ (standardized)
* 1 goes = 1.16 m (45.67 in)

## Weights

* 1 nakhud = 0.19 gram (g)
* 1 misqal = 24 nakhuds = 4.4 g
* 1 khurd = 110.4 g
* 1 pao = 441.6 g
* 1 charak = 1766.4 g = 1.77 kilogram (kg)
* 1 seer = 30 miskals = 7066.0 g = 7.07 kg
* 1 man = 40 seers = 4.5 or more kg
* 1 kharwar = 80 sers = 100 mans = 565,280.0 g = 565.28 kg
* 1 puri = just under 1 kg
* 1 khaltar = approximately 7 kg

## Localized differences

British sources from the late 19th and early 20th century described some Afghanese weights as follows:
* 1 Herati seer = 8 tolas = 1⁄10 British (Indian) seer
* 1 Herati man = 40 seers = 4 seers British
* 1 Herati kharwar = 100 mans = 10 maunds British
* 1 Mazar seer = 1 1⁄2 Kabuli seers (11 1⁄4) British seers
* 1 Mazar man = 16 Mazar seers = 4 maunds 20 seers British
* 1 Mazar kharwar = 3 Mazar mans = 13 maunds
* 1 kadam or gaz-i-shari (Turkestan) = 28 inches (pace) = 16 tasa
* 1 farsakh (Herat) or 1 sang (Turkestan) = 12,000 kadam = 5 miles
* 1 grain per kulba (southern Afghanistan) = 50 Kandahari kharwars
* 1 Tashkurghan seer = 9 British seers
* 1 Taskhurghan man = 8 seers = 1 maund 32 seers British
* 1 Kandahari yard = 41 1⁄2 inches British
* 1 tanab (Kandahar) = 85 acres British
# Anceschi

Anceschi is an Italian surname. Notable people with the surname include:
* Adelaide Anceschi (1839–?), Italian-born, Malta-based photographer
* Luciano Anceschi (1911–1995), Italian literary critic and essayist
* Stefano Anceschi (born 1984), Italian sprinter
# 1916 Utah Agricultural Aggies football team

The 1916 Utah Agricultural Aggies football team was an American football team that represented Utah Agricultural College (later renamed Utah State University) in the Rocky Mountain Conference (RMC) during the 1916 college football season. In their first season under head coach Jack Watson, the Aggies compiled a 1–5–1 record (0–4 against RMC opponents) and were outscored by a total of 178 to 69.

## Schedule

| Date | Opponent | Site | Result |
| October 7 | West Logan High* | Adams FieldLogan, UT | W 20–3 |
| October 14 | Colorado Agricultural | Adams FieldLogan, UT | L 0–53 |
| October 21 | Wyoming | Adams FieldLogan, UT | L 10–23 |
| October 28 | at Nevada* | Mackay FieldReno, NV | L 7–9 |
| November 11 | at Utah | Cummings FieldSalt Lake City, UT | L 0–46 |
| November 18 | Montana State* | Adams FieldLogan, UT | T 17–17 |
| November 30 | Idaho* | Adams FieldLogan, UT | L 15–27 |
| *Non-conference game |||||