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49 relations: Afonso III of Portugal, Angelo da Clareno, Bethlem Royal Hospital, Chinese remainder theorem, Collected Cases of Injustice Rectified, Common year starting on Tuesday, December 1, Egypt, Emirate of Granada, Ermesinde, Countess of Luxembourg, February 12, February 16, Gelderland, Giles of Rome, Henry Raspe, Landgrave of Thuringia, Jerusalem, John II, Count of Holland, Julian calendar, July 2, Khwarezm, Kingdom of Aragon, Kingdom of England, List of Portuguese monarchs, Litovoi, London, Medical jurisprudence, Nijmegen, North Africa, Qin Jiushao, Rashid-al-Din Hamadani, Roman numerals, Romania, Romford, Rumi, Sancho II of Portugal, Shams Tabrizi, Song Ci, Thuringia, Tomoe Gozen, Valencia, William de Ferrers, 4th Earl of Derby, Zhang Sanfeng, 1157, 1168, 1185, 1204, 1304, 1318, 1337.
Afonso III of Portugal
Afonso III (rare English alternatives: Alphonzo or Alphonse), or Affonso (Archaic Portuguese), Alfonso or Alphonso (Portuguese-Galician) or Alphonsus (Latin), the Bolognian (Port. o Bolonhês), King of Portugal (5 May 121016 February 1279) was the first to use the title King of Portugal and the Algarve, from 1249.
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Angelo da Clareno
Angelo da Clareno (1247/1248 – 15 June 1337), also known as Angelo Clareno, was the founder and leader of one of the groups of Fraticelli in the early 14th century.
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Bethlem Royal Hospital
Bethlem Royal Hospital, also known as St Mary Bethlehem, Bethlehem Hospital and Bedlam, is a psychiatric hospital in London.
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Chinese remainder theorem
The Chinese remainder theorem is a theorem of number theory, which states that if one knows the remainders of the Euclidean division of an integer by several integers, then one can determine uniquely the remainder of the division of by the product of these integers, under the condition that the divisors are pairwise coprime.
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Collected Cases of Injustice Rectified
Collected Cases of Injustice Rectified or the Washing Away of Wrongs is a Chinese book written by Song Ci in 1247 during the Song Dynasty (960-1276) as a handbook for coroners.
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Common year starting on Tuesday
A common year starting on Tuesday is any non-leap year (i.e. a year with 365 days) that begins on Tuesday, 1 January, and ends on Tuesday, 31 December.
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December 1
No description.
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Egypt
Egypt (مِصر, مَصر, Khēmi), officially the Arab Republic of Egypt, is a transcontinental country spanning the northeast corner of Africa and southwest corner of Asia by a land bridge formed by the Sinai Peninsula.
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Emirate of Granada
The Emirate of Granada (إمارة غرﻧﺎﻃﺔ, trans. Imarat Gharnāṭah), also known as the Nasrid Kingdom of Granada (Reino Nazarí de Granada), was an emirate established in 1230 by Muhammad ibn al-Ahmar.
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Ermesinde, Countess of Luxembourg
Ermesinde (1186 – 12 February 1247), Countess of Luxembourg, reigned between 1197 and 1247.
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February 12
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February 16
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Gelderland
Gelderland (also Guelders in English) is a province of the Netherlands, located in the central eastern part of the country.
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Giles of Rome
Giles of Rome (Latin: Aegidius Romanus; Italian: Egidio Colonna; c. 1243 – 22 December 1316), was an archbishop of Bourges who was famed for his logician commentary on the Organon by Aristotle.
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Henry Raspe, Landgrave of Thuringia
Henry Raspe (1204 – 16 February 1247) succeeded his nephew Hermann II as Landgrave of Thuringia in central Germany in 1241; he later was elected anti-king in 1246–1247 in opposition to Conrad IV of Germany.
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Jerusalem
Jerusalem (יְרוּשָׁלַיִם; القُدس) is a city in the Middle East, located on a plateau in the Judaean Mountains between the Mediterranean and the Dead Sea.
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John II, Count of Holland
John II of Avesnes (1247 – 22 August 1304) was Count of Hainaut, Holland, and Zeeland.
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Julian calendar
The Julian calendar, proposed by Julius Caesar in 46 BC (708 AUC), was a reform of the Roman calendar.
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July 2
This day is the midpoint of a common year because there are 182 days before and 182 days after it in common years, and 183 before and 182 after in leap years.
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Khwarezm
Khwarezm, or Chorasmia (خوارزم, Xvârazm) is a large oasis region on the Amu Darya river delta in western Central Asia, bordered on the north by the (former) Aral Sea, on the east by the Kyzylkum desert, on the south by the Karakum desert, and on the west by the Ustyurt Plateau.
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Kingdom of Aragon
The Kingdom of Aragon (Reino d'Aragón, Regne d'Aragó, Regnum Aragonum, Reino de Aragón) was a medieval and early modern kingdom on the Iberian Peninsula, corresponding to the modern-day autonomous community of Aragon, in Spain.
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Kingdom of England
The Kingdom of England (French: Royaume d'Angleterre; Danish: Kongeriget England; German: Königreich England) was a sovereign state on the island of Great Britain from the 10th century—when it emerged from various Anglo-Saxon kingdoms—until 1707, when it united with Scotland to form the Kingdom of Great Britain.
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List of Portuguese monarchs
The monarchs of Portugal ruled from the establishment of the Kingdom of Portugal, in 1139, to the deposition of the Portuguese monarchy and creation of the Portuguese Republic with the 5 October 1910 revolution.
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Litovoi
Litovoi, also Litvoy, was a Vlach/Romanian voivode in the 13th century whose territory comprised northern Oltenia (Romania).
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London
London is the capital and most populous city of England and the United Kingdom.
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Medical jurisprudence
Medical jurisprudence or legal medicine is the branch of science and medicine involving the study and application of scientific and medical knowledge to legal problems, such as inquests, and in the field of law.
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Nijmegen
Nijmegen (Nijmeegs: Nimwegen), historically anglicized as Nimeguen, is a municipality and a city in the Dutch province of Gelderland.
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North Africa
North Africa is a collective term for a group of Mediterranean countries and territories situated in the northern-most region of the African continent.
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Qin Jiushao
Qin Jiushao (ca. 1202–1261), courtesy name Daogu (道古), was a Chinese mathematician, inventor, politician and author.
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Rashid-al-Din Hamadani
Rashīd al-Dīn Ṭabīb (رشیدالدین طبیب), also known as Rashīd al-Dīn Faḍlullāh Hamadānī (رشیدالدین فضلالله همدانی, 1247–1318), was a statesman, historian and physician in Ilkhanate-ruled Iran.
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Roman numerals
The numeric system represented by Roman numerals originated in ancient Rome and remained the usual way of writing numbers throughout Europe well into the Late Middle Ages.
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Romania
Romania (România) is a sovereign state located at the crossroads of Central, Eastern, and Southeastern Europe.
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Romford
Romford is a large town in East London and the administrative centre of the London Borough of Havering.
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Rumi
Jalāl ad-Dīn Muhammad Rūmī (جلالالدین محمد رومی), also known as Jalāl ad-Dīn Muhammad Balkhī (جلالالدین محمد بلخى), Mevlânâ/Mawlānā (مولانا, "our master"), Mevlevî/Mawlawī (مولوی, "my master"), and more popularly simply as Rumi (30 September 1207 – 17 December 1273), was a 13th-century PersianRitter, H.; Bausani, A. "ḎJ̲alāl al-Dīn Rūmī b. Bahāʾ al-Dīn Sulṭān al-ʿulamāʾ Walad b. Ḥusayn b. Aḥmad Ḵh̲aṭībī." Encyclopaedia of Islam.
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Sancho II of Portugal
Sancho II, nicknamed "the Pious" (o Piedoso) and "the Caped" or "the Capuched" (Portuguese: o Capelo), King of Portugal (8 September 1209 – 4 January 1248) was King of Portugal from 1223 to 1248.
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Shams Tabrizi
Shams-i-Tabrīzī (شمس تبریزی) or Shams al-Din Mohammad (1185–1248) was a Persian Muslim, who is credited as the spiritual instructor of Mewlānā Jalāl ad-Dīn Muhammad Balkhi, also known as Rumi and is referenced with great reverence in Rumi’s poetic collection, in particular Diwan-i Shams-i Tabrīzī (The Works of Shams of Tabriz).
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Song Ci
Song Ci (Chinese: 宋慈; Pinyin: Sòng Cí) (1186–1249) was a Chinese physician, judge, and forensic medical scientist active during the Southern Song Dynasty who wrote a groundbreaking book titled Collected Cases of Injustice Rectified (Xi Yuan Ji Lu).
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Thuringia
The Free State of Thuringia (Freistaat Thüringen) is a federal state in central Germany.
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Tomoe Gozen
was a late twelfth-century female samurai warrior (onna-bugeisha), known for her bravery and strength.
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Valencia
Valencia, officially València, on the east coast of Spain, is the capital of the autonomous community of Valencia and the third-largest city in Spain after Madrid and Barcelona, with around 800,000 inhabitants in the administrative centre.
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William de Ferrers, 4th Earl of Derby
William II de Ferrers, 4th Earl of Derby (c. 1168 – c. 1247) was a favourite of King John of England.
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Zhang Sanfeng
Zhang Sanfeng was a legendary Chinese Taoist purported to have achieved immortality.
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1157
Year 1157 (MCLVII) was a common year starting on Tuesday (link will display the full calendar) of the Julian calendar.
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1168
Year 1168 (MCLXVIII) was a leap year starting on Monday (link will display the full calendar) of the Julian calendar.
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1185
Year 1185 (MCLXXXV) was a common year starting on Tuesday (link will display the full calendar) of the Julian calendar.
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1204
Year 1204 (MCCIV) was a leap year starting on Thursday (link will display the full calendar) of the Julian calendar.
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1304
Year 1304 (MCCCIV) was a leap year starting on Wednesday (link will display the full calendar) of the Julian calendar.
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1318
Year 1318 (MCCCXVIII) was a common year starting on Sunday (link will display the full calendar) of the Julian calendar.
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1337
Year 1337 (MCCCXXXVII) was a common year starting on Wednesday (link will display the full calendar) of the Julian calendar.
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Redirects here:
1247 (year), 1247 AD, 1247 CE, AD 1247, Births in 1247, Deaths in 1247, Events in 1247, Year 1247.
References
[1] https://en.wikipedia.org/wiki/1247
