OpenLLM-France/wikimedia huggingface dataset:
# Matthew 1:8

Matthew 1:8 is the eighth verse of the first chapter of the Gospel of Matthew in the New Testament. The verse is part of the section where the genealogy of Joseph, the legal father of Jesus, is listed.

## Content

In the King James Version of the Bible the text reads:
    And Asa begat Josaphat;
    and Josaphat begat Joram;
    and Joram begat Ozias;
The World English Bible translates the passage as:
    Asa became the father of Jehoshaphat.
    Jehoshaphat became the father of Joram.
    Joram became the father of Uzziah.
For a collection of other versions see BibleHub Matthew 1:8.

## Analysis

The first part of this verse coincides with the list of the Kings of Judah that is present in a number of other parts of the Bible. According to William F. Albright, Asa of Judah ruled from 913 BC to 873 BC. His son Jehoshaphat ruled from 873 BC to 849 BC. His son Jehoram ruled from Jehoshaphat's death until 842 BC. However the other lists have Jehoram's son being Ahaziah while Uzziah is a monarch who comes several generations later.
This means that Matthew's genealogy skips Ahaziah, Athaliah, Jehoash, and Amaziah. Those who believe in the inerrancy of the Bible contend that the genealogy was never meant to be complete and the author of Matthew deliberately dropped those who were not needed from the list. Simply dropping unnecessary figures from genealogies was a common practice, and this is also done in several points in the Old Testament. One theory is that they were dropped because of their wickedness, but the even more unpleasant Manasseh is left in the list. All four were also murdered, but so was Amon, who also remains in place. Their reigns were also relatively short, but again there are other monarchs with shorter reigns included. Another theory says that names were omitted to achieve multiples of seven.
Robert H. Gundry supports the popular theory that these monarchs were left out because they were all descendants of Ahab, King of Israel through his daughter Athaliah. Ahab's descendants, the Omrides, were said to have been punished for four generations. Gundry also believes their removal was because the author was trying to divide the genealogy into the three lists of fourteen as mentioned in Matthew 1:17.
Albright and Mann have a different theory. They believe that the author, or a later scribe, confused Achaziah and Uzziah due to the similarity of the two rulers' names. In a common scribal transcription error, known as homoioteleuton, Uzziah was given Achaziah's position as the son of Jehoram but remained as father of Jotham. Under this theory the triple-fourteen parallelism was only created after this error appeared. Thus the comment in Matthew 1:17 would have had to have been added by a later editor and not the original author. Harold Fowler rejects this view, arguing that the error was so obvious when checked against the Old Testament that if the change would quickly have been reversed if it were not deliberate.
# Intimate Sketches (Janáček)

Intimate Sketches (Intimní skici) is a collection of piano miniatures by Czech composer Leoš Janáček (1854–1928) published in 1994, sixty-six years after his death.

## The music

The thirteen pieces in the set, each only a minute or two long, were gathered from manuscripts and ephemeral publications, notably the People's News (Lidové noviny). Nos. 5, 6, 7, and 8 here are Nos. 3, 5, 12, and 13 respectively in the Album for Kamila Stösslová (Památník pro Kamilu Stösslovou).
| No. | Catalogue | Date | Czech title | English title | German title |
| 1. | JW VIII/31 | published 1927 | Malostranský palác (Andante) | Malá Strana Palace (Andante) | Kleinseiten-Palais (Andante) |
| 2. | JW VIII/29 | composed c. 1920–1926 | Bez názvu | Untitled | Ohne Titel |
| 3. | JW VIII/26 | published 1923 | Melodie (Con moto) | Melodie (Con moto) | Melodie (Con moto) |
| 4. | JW VIII/21 | published 1911 | Moderato | Moderato | Moderato |
| 5. | JV VIII/33/3 | composed 1927 | Jen slepý osud? | Just blind fate? | Nur blindes Schicksal? |
| 6. | JW VIII/33/5 | composed 1928 | Aby už se nemohlo jíti nikdy zpět | So you can never return | Damit man nie zurück könnte |
| 7. | JW VIII/33/12 | composed 1928 | Zlatý kroužek | The golden ring | Der goldene Ring |
| 8. | JW VIII/33/13 | composed 1928 | Čekám Tě! | Waiting for you! | Ich erwarte Dich! |
| 9. | JW IX/1 | composed 1877 | Rondo | Rondo | Rondo |
| 10. | JW VIII/9 | composed c. 1887 | Na památku | In memoriam | Zum Andenken |
| 11. | JW V/2/28 | composed 1896 | Své Olze | My Olga | Meiner Olga |
| 12. | JW V/14 | published 1920 | Ukolébavka | Lullaby | Wiegenlied |
| 13. | JW VIII/20 | published 1909 | Narodil se Kristus pán | Christ the Lord is born | Geboren ist Herr Jesu Christ |

## Recordings

Håkon Austbø plays eleven of the pieces on his Janáček: Piano Works (Complete) (Brilliant Classics, 2005). Thomas Adès plays six of them on his recording of The Diary of One Who Disappeared with Ian Bostridge (EMI, 2001). Sarah Lavaud has recorded 5 of the pieces on a CD published by Hortus. Lars David Kellner [de] has recorded all pieces except the 'Rondo' (a juvenile work) on his 3-CD Janacek compilation (HOFA, 2013).

## Related scores

Intimate Sketches was followed by a second volume of twenty-six miniatures called Moravian Dances (Moravské tance).
# Matthew Helmers

Matthew Justin Helmers is an American engineer.
Helmers earned his bachelor's degree in civil engineering from Iowa State University and pursued master's level study in the same field at Virginia Tech, which he completed in 1997. He then obtained a doctorate in agricultural engineering from the University of Nebraska–Lincoln in 2003, and returned to Iowa State as a faculty member. At ISU, Helmers holds the Dean's Professorship in the College of Agriculture and Life Sciences.
# Matthew Hennessy

Matthew Hennessy is an Irish computer scientist who has contributed especially to concurrency, process calculi and programming language semantics.

## Career

During 1976–77, Matthew Hennessy was an assistant professor at the University of Waterloo in Canada. Then during 1977–78, he was a visiting professor at the Universidade Federal de Pernambuco in Brazil. Subsequently, he was a research associate (1979–81) and then lecturer (1981–85) at the University of Edinburgh in Scotland. During 1985, he was a guest lecturer/researcher at the University of Aarhus in Denmark.
Hennessy was Professor of Computer Science at the Department of Informatics, University of Sussex, England, from 1985 until 2008. Since then, Hennessy has held a research professorship at the Department of Computer Science, Trinity College, Dublin.
Hennessy's research interests are in the area of the semantic foundations of programming and specification languages, particularly involving distributed computing, including mobile computing. He also has an interest in verification tools. His co-authors include Robin Milner and Gordon Plotkin.
Hennessy is a member of the Academy of Europe. He held a Royal Society/Leverhulme Trust Senior Research Fellowship during 2005–06 and has a Science Foundation Ireland Research Professorship at Trinity College Dublin.

## Books

Matthew Hennessy has written a number of books:
* Hennessy, Matthew. A Distributed Pi-Calculus. Cambridge University Press, Cambridge, UK, 2007. ISBN 0-521-87330-4.
* Hennessy, Matthew. Algebraic Theory of Processes. The MIT Press, Cambridge, Massachusetts, 1988. ISBN 0-262-58093-4.
* Hennessy, Matthew. The Semantics of Programming Languages: An Elementary Introduction using Structural Operational Semantics. John Wiley and Sons, New York, 1990. ISBN 0-471-92772-4.
# 2015 Malaysian Open, Kuala Lumpur – Doubles

Marcin Matkowski and Leander Paes were the defending champions, but Matkowski chose not to participate. Paes played alongside Grigor Dimitrov, but lost in the first round to Rameez Junaid and Jonathan Marray. Treat Huey and Henri Kontinen won the title, defeating Raven Klaasen and Rajeev Ram in the final, 7–6$^{(7–4)}$, 6–2.

## Seeds

* Raven Klaasen / Rajeev Ram (final)
* Treat Huey / Henri Kontinen (champions)
* Eric Butorac / Scott Lipsky (quarterfinals)
* Andre Begemann / Artem Sitak (semifinals)

## Draw
### Key

* Q = Qualifier
* WC = Wild card
* LL = Lucky loser
* Alt = Alternate
* SE = Special exempt
* PR = Protected ranking
* ITF = ITF entry
* JE = Junior exempt
* w/o = Walkover
* r = Retired
* d = Defaulted
* SR = Special ranking

### Draw

| First round | First round | First round | First round | First round | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final | Final |
| 1 | R Klaasen R Ram | 6 | 6 | | | | | | | | | | | | | | | |
| WC | J Frawley N Kyrgios | 2 | 3 | | 1 | R Klaasen R Ram | 7$^9$ | 6 | | | | | | | | | | |
| | R Junaid J Marray | 7 | 1 | [10] | | R Junaid J Marray | 6$^7$ | 4 | | | | | | | | | | |
| | G Dimitrov L Paes | 5 | 6 | [4] | | | | | | 1 | R Klaasen R Ram | 6 | 6 | | | | | |
| 3 | E Butorac S Lipsky | 6$^2$ | 6 | [11] | | | | | | PR | F Čermák R Štěpánek | 3 | 4 | | | | | |
| | A Bury A Siljeström | 7$^7$ | 2 | [9] | 3 | E Butorac S Lipsky | 4 | 4 | | | | | | | | | | |
| PR | F Čermák R Štěpánek | 6 | 3 | [12] | PR | F Čermák R Štěpánek | 6 | 6 | | | | | | | | | | |
| | W Koolhof M Middelkoop | 4 | 6 | [10] | | | | | | | | | | | 1 | R Klaasen R Ram | 6$^4$ | 2 |
| | P Oswald A Shamasdin | 7$^7$ | 6 | | | | | | | | | | | | 2 | T Huey H Kontinen | 7$^7$ | 6 |
| | M Baghdatis V Troicki | 6$^4$ | 2 | | | P Oswald A Shamasdin | 4 | 7$^7$ | [8] | | | | | | | | | |
| | S Groth M Kukushkin | 2 | 3 | | 4 | A Begemann A Sitak | 6 | 6$^2$ | [10] | | | | | | | | | |
| 4 | A Begemann A Sitak | 6 | 6 | | | | | | | 4 | A Begemann A Sitak | 7$^7$ | 6$^2$ | [7] | | | | |
| | S González P Petzschner | 7 | 6 | | | | | | | 2 | T Huey H Kontinen | 6$^2$ | 7$^7$ | [10] | | | | |
| WC | MA Merzuki SMA Syed Naguib | 5 | 2 | | | S González P Petzschner | 2 | 6 | [8] | | | | | | | | | |
| | M Daniell M Demoliner | 6 | 2 | [6] | 2 | T Huey H Kontinen | 6 | 4 | [10] | | | | | | | | | |
| 2 | T Huey H Kontinen | 4 | 6 | [10] | | | | | | | | | | | | | | |
# Love Is Real (EP)

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| Pitchfork Media | (7.7/10) |
Love Is Real is an EP by Edith Frost, released in 1999 through Drag City.

## Critical reception

CMJ New Music Report called it "a captivating display of the talents of Ms. Frost."

## Track listing

All tracks are written by Edith Frost

## Personnel
### Musicians

* Edith Frost – vocals, guitar
* Mark Greenberg – organ
* Ryan Hembrey – bass guitar
* Archer Prewitt – guitar, drums
* Rick Rizzo – guitar

### Production and additional personnel

* Phil Bonnet – mixing, recording
* Sam Prekop – painting
* Rian Murphy – production
* Alexis Wilson – photography
# Minuscule 558

Minuscule 558 (in the Gregory-Aland numbering), ε 275 (in the Soden numbering), is a Greek minuscule manuscript of the New Testament, on a parchment. Palaeographically it has been assigned to the 13th century. Scrivener labelled it by number 525.

## Description

The codex contains a complete text of the four Gospels on 352 parchment leaves (size 21.5 cm by 16.6 cm). The writing is in one column per page, 20 lines per page. The tables of the κεφαλαια are placed before every Gospel, numerals of the κεφαλαια (chapters) are placed at the margin, with their τιτλοι (titles) at the top. There is another division according to the Ammonian Sections (in Mark 231 Sections - the last in 16:9), but without a references to the Eusebian Canons.
It contains lectionary markings, incipits (notes on the beginning) in vermilion, αναγνωσεις (liturgical notes), subscriptions, numbered στιχοι, and pictures.

## Text

The Greek text of the codex is a representative of the Byzantine text-type. Hermann von Soden classified it to A$^k$, related to the Antiocheian commentated text (along with 534, 546, 573, 715). Aland placed it in Category V. According to the Claremont Profile Method it represents the textual family K$^r$ in Luke 1 and Luke 10. In Luke 20 it belongs to the group 1519, which stays closely to the family K$^x$.

## History

The manuscript was in the possession of Earl of Leicester at Holkham Hall until it was transferred to the Bodleian Library in 1981, by arrangement with H. M. Treasury and the executors of the 5th Earl of Leicester. It was added to the list of New Testament manuscripts by Scrivener and was examined by Dean Burgon.
The manuscripts was added to the list of the New Testament minuscule manuscripts by F. H. A. Scrivener (525) and C. R. Gregory (558).
The manuscript is now housed at the Bodleian Library (Holkham Gr. 115) in Oxford.
# Bamboo weaving

Bamboo weaving is a type of bambooworking in which two distinct sets of bamboo strips are interlaced at normally right angles to form an object. The longitudinal lengths of bamboo are called the warp and the lateral lengths are known as the weft (also known as 'woof', an archaic English word meaning "that which is woven"), or filling. The method in which these strips are woven affects the characteristics of the finished piece.
Bamboo is typically hand-woven, with a number of bamboo weaving traditions having developed globally over time, particularly in Southeast Asia and East Asia, where bamboo suitable for weaving is particularly abundant.

## Types

* Chinese bamboo weaving
* Japanese bamboo weaving
* Korean sokuri
* Taiwanese bamboo weaving
* Jaapi (Assam, India)
* Olia (Odisha, India; grain storage basket)
# Crosstown, Ohio

Crosstown is an unincorporated community in Brown County, in the U.S. state of Ohio.

## History

A post office was established at Crosstown in 1881, and remained in operation until 1907.
# Geir Elsebutangen

Geir Elsebutangen (born 3 January 1964) is a Norwegian politician for the Conservative Party.
He has served as an elected member of Skien city council. In the 2013 election he was elected as a deputy representative to the Parliament of Norway from Telemark.
Since 2013 he works as the chief executive officer of Kragerø Energi.
# Irminger Sea

The Irminger Sea is a marginal sea of the North Atlantic Ocean. It is bordered to the west by southern Greenland, to the north by Iceland and the Denmark Strait, to the east by the Reykjanes Ridge (a northern part of the Mid-Atlantic Ridge), and to the south by open waters of the North Atlantic.
It was named after Danish vice-admiral Carl Ludvig Christian Irminger (1802–1888), after whom the Irminger Current was also named.

## Geography

The northern limit is the Greenland–Iceland Rise on the bottom of the Denmark Strait between Iceland and East Greenland, which connects to the Greenland Sea. To the southwest, it reaches to Cape Farvel, the southern tip of Greenland, and meets the Labrador Sea at this point. South of this point is the open North Atlantic Ocean. The sea floor of the Irminger Sea is largely part of the Irminger Basin, a northeastern continuation of the maximally 4,600 m (15,100 ft) deep Labrador Basin, which on the east is bordered by the Reykjanes Ridge. This delineation is oceanographic only and does not represent any official borders. The Irminger Sea is one of the main fishing areas of the Rose fish.
The Irminger Sea is 480 km (300 mi) long and 290 km (180 mi) wide at its narrowest.
# Allotalanta deceptrix

Allotalanta deceptrix is a moth in the family Cosmopterigidae. It was described by Edward Meyrick in 1925 and is found in Liaoning, China.
# Allen Edward Everitt

Allen Edward Everitt (10 April 1824 – 11 June 1882) was an English architectural artist and illustrator. He was a leading artist in the Birmingham area between 1850 and 1880, and his work is a valuable historical record of local buildings of that period.

## Life and work

Everitt was born at 59 Newhall Street, Birmingham, the son of Edward Everitt, an art dealer, and grandson of Allen Everitt, a well-known local artist and art teacher. His maternal grandfather was David Parkes, the Shropshire antiquarian. He showed an early talent for art and received lessons from David Cox, with whom he remained a friend. His specialty was drawing old buildings and their interiors. Taking Birmingham as a centre he made careful drawings of almost every spot in the Midlands of archaeological or historical interest. Between the ages of thirty and forty, he made painting tours of Belgium, France and Germany. After this, he devoted himself particularly to building interiors, his work being mainly carried out in watercolour.
In 1857, Everitt joined the Royal Birmingham Society of Artists, becoming, in 1858, honorary secretary, a post he held until his death. He taught drawing for many years at the Deaf and Dumb Institution in Church Road, Edgbaston, of which he was also, virtually, the secretary. In 1870, the archaeological section of the Midlands Institute was formed, and Everitt was appointed one of its honorary secretaries. He contributed to its journal, Transactions, with articles on "Aston Church", "Handsworth Church and its surroundings", "Archaeological researches ten miles around Birmingham", "Northfield Church", "Hampton-in-Arden", "Old houses in the Midlands" etc. He was also, for a time, a member of the general council of the Institute. In June 1880, he was appointed honorary curator of the municipal "Birmingham Free Art Gallery", the forerunner of the Birmingham Museum and Art Gallery.
In 1854, Everitt completed a series of drawings of Aston Hall, in Warwickshire, which were used to illustrate Alfred Davidson's History of the Holtes of Aston, Baronets, with a description of the family mansion (see bibliography). He also illustrated John Thackray Bunce's History of old St. Martin's (1875), the parish church of Birmingham.

## Personal life

In 1880, Everitt married Frances Hudson. They received as a gift from the RBSA a magnificent carved and painted cabinet designed by J. H. Chamberlain (known as the Everitt cabinet; Birmingham Museum and Art Gallery).
He died on 11 June 1882, at Edgbaston, where he had lived most of his life, of "congestion of the lungs"; He was buried at Edgbaston on 16 June. His very large collection of sketches has proved to be an invaluable historical record of buildings in the Birmingham area, many of which no longer exist. A warm tribute to Everitt was published by the Birmingham Daily Post.
Frances died at Southend-on-Sea on 10 August 1889, age 54. She was buried at St Bartholomew's Church, Edgbaston, alongside her husband.
# Alten Solar Power Station

Alten Solar Power Station, also Kesses 1 Solar Power Station, is a 44 megawatts (59,000 hp) solar power plant in Kenya, the largest economy in the East African Community.

## Location

The power station is located outside the city of Eldoret, in Uasin Gishu County, approximately 312 kilometres (194 mi), by road, north-west of Nairobi, the capital and largest city in Kenya. The solar farm will sit on approximately 10 hectares (25 acres) of former farmland, approximately 12 kilometres (7 mi), south-east of Eldoret and about one kilometer east of Eldosol Solar Power Station and Radiant Solar Power Station.

## Overview

Kenya has ambitions to electrify 100 percent of the country's population, up from 70 percent in 2017. This development and the 50 megawatts Kopere Solar Power Station, together with the 55 megawatts Garissa Solar Power Station, owned by Kenya Rural Electrification Authority, are aimed to diversify Kenya electricity sources, given the unpredictability of hydro-power in this East African country. This power station is expected to supply 123 GWh of energy annually, enough to meet the energy needs of over 245,000 Kenyan homes.

## Developers

The power station is owned by Alten Energías Renovables (Alten Renewable Energy), a European independent power producer with two other solar project developments in Kenya, Kesses 2 and Kopere.
Alten notified Kenyan authorities that the French company Voltalia was selected by the owners to carry out the construction as the engineering, procurement and construction (EPC) contractor, as well as the operations and maintenance (O&M) contractor for the plant. The power is sold to electricity distributor Kenya Power and Lighting Company via a 20-year power purchase agreement (PPA).

## Funding

Standard Bank of South Africa, Stanbic Bank of Kenya and CIB Bank jointly provided a syndicated loan of US$41 million. The Emerging Africa Infrastructure Fund (EAIF), of the United Kingdom lent US$35 million towards his project.

## Transmission

The 230kV high voltage transmission line between Turkwel Hydroelectric Power Station and the Kenya Power substation at Lessos, passes over this solar farm. The power generated at this solar farm will be injected into the Kenyan grid at the point where that 230kV line crosses the solar farm.

## Construction timeline

Construction started in January 2020, with commissioning expected in late 2021 or early 2022. In September 2022, Afrik21.africa reported that the installation of the power station hardware was complete. After the mandatory performance tests and calibrations, the solar farm was expected to come online during the fourth quarter of 2022. The solar farm was commercially commissioned with capacity of 44 MW in June 2023.
# Alpha-actinin-2

Alpha-actinin-2 is a protein which in humans is encoded by the ACTN2 gene. This gene encodes an alpha-actinin isoform that is expressed in both skeletal and cardiac muscles and functions to anchor myofibrillar actin thin filaments and titin to Z-discs.

## Structure

Alpha-actinin-2 is a 103.8 kDa protein composed of 894 amino acids. Each molecule is rod-shaped (35 nm in length) and it homodimerizes in an anti-parallel fashion. Each monomer has an N-terminal actin-binding region composed of two calponin homology domains, two C-terminal EF hand domains, and four tandem spectrin-like repeats form the rod domain in the central region of the molecule. The high-resolution crystal structure of human alpha-actinin 2 at 3.5 Å was recently resolved. Alpha actinins belong to the spectrin gene superfamily which represents a diverse group of actin-binding cytoskeletal proteins, including spectrin, dystrophin, utrophin and fimbrin. Skeletal, cardiac, and smooth muscle isoforms are localized to the Z-disc and analogous dense bodies, where they help anchor the myofibrillar actin filaments. Alpha-actinin 2 has been shown to interact with KCNA5, DLG1, DISC1, MYOZ1, GRIN2B, ADAM12, ACTN3, MYPN, PDLIM3, PKN, MYOT, TTN, NMDAR, SYNPO2, LDB3, and FATZ.

## Function

The primary function of alpha-actinin-2 is to crosslink filamentous actin molecules and titin molecules from adjoining sarcomeres at Z-discs, a function that is modulated by phospholipids. It is clear from studies by Hampton et al. that this crosslinking can assume a variety of conformations, with preferences for 60° and 120° angles. Alpha-actinin-2 also functions in docking signalling molecules at Z-discs, and additional studies have also implicated alpha-actinin-2 in the binding of cardiac ion channels, K$_v$1.5 in particular.

## Clinical significance

Mutations in ACTN2 are associated with hypertrophic cardiomyopathy, as well as dilated cardiomyopathy and endocardial fibroelastosis. The diverse functions of alpha-actinin-2 are reflected in the diverse clinical presentation of patients carrying ACTN2 mutations.