cyanic-selkie/wikianc huggingface dataset:
Fermanagh and South Tyrone (UK Parliament constituency)
Election results
Caroline Wheeler is a member of the United Kingdom Labour Party who ran as an independent in the seat as the Labour Party do not run in Northern Ireland.
Ronald Ryan
Ronald Joseph Ryan (21 February 1925 - 3 February 1967) was the last man hanged in Australia, there were many protests to commute his sentence however the governor of Victoria, Henry Bolte wanted him hanged.
Birth
Ronald Ryan was born on 21 February 1925 at the Royal Women's Hospital in Melbourne's inner suburb of Carlton.
Protests
Many people protested against the hanging on Ryan, with some comparing the premier Henry Bolte to Nazi leader Adolf Hitler, and calling for his death sentence to be commuted as he was believed to be innocent, however Bolte claimed that the next death sentence would go ahead no matter what, this led to him having to have the more progressive Rupert Hamer succeed him in 1972.
Execution
Ryan was executed at 8am on 3 February 1967 at HM Prison Pentridge, Melbourne and his final words were "God bless you please make this quick".
East Antrim (UK Parliament constituency)
East Antrim (Aontroim Thoir) is a constituency of the United Kingdom. It is in Northern Ireland.
I Wake Up Screaming
I Wake Up Screaming is a 1941 American psychological crime movie directed by H. Bruce Humberstone and was based on the novel of the same name. It stars Betty Grable, Victor Mature, Carole Landis, Allyn Joslyn, Laird Cregar, Chick Chandler, Cyril Ring and was distributed by 20th Century Fox.
Raymonde Verlinden
Raymonde Verlinden is an archer from Belgium. Verlinden competed at the 1984 Summer Olympics. She was born on 25 September 1945.
Lagan Valley (UK Parliament constituency)
Lagan Valley (Gleann an Lagáin) is a constituency of the United Kingdom. It is in Northern Ireland.
Election results
This seat saw a swing towards the Alliance Party of over 17%, and the largest decrease in vote share for the DUP at the 2019 general election.
List of cities, towns and villages in Fars Province
A list of cities, towns and villages in Fars Province of southern Iran:
Alphabetical
Cities are in bold text; all others are villages.
Thinley Dorji
Thinley Dorji is an archer from Bhutan. Dorji competed at the 1984 Summer Olympics and the 1988 Summer Olympics. He was born on 20 November 1950.
North Shropshire (UK Parliament constituency)
North Shropshire is a constituency of the United Kingdom. It is in the county of Shropshire in England.
Scinax
Scinax is a genus of frogs (snouted treefrogs) in the family Hylidae. These frogs live in eastern and southern Mexico to Argentina and Uruguay, Trinidad and Tobago, and Saint Lucia. These are small to medium-sized tree frogs. Duellman and Wiens brought this genus back into use in 1992. The name originates from the Greek word skinos, meaning fast-moving or nimble.
Species
These species are in the genus Scinax:
List of cities, towns and villages in Fars Province
F
Fadagh | Fadam | Fadami | Fahlian-e Olya | Fahlian-e Sofla | Fakhr Makan | Fakhrabad | Fakhrabad | Fakhrabad | Fakhrabad | Fal | Falak | Falunak | Faraj Beygi | Farashband | Farhadabad | Fariab | Fars Construction Company | Fars Integrated Meat Factory | Farsijan | Faruq | Faryab | Fasa | Fasa Industrial Workshops | Fathabad | Fathabad | Fathabad | Fathabad | Fathabad | Fathabad | Fathabad | Fathabad | Fathabad-e Deh-e Arab | Fathabad-e Olya | Fathabad-e Sofla | Fathabad-e Sofla | Fazeli | Fazili | Fedashkuyeh | Fenjan | Fereshteh Jan | Feshan | Feshangan | Feshargaz Amplification Station | Feyzabad | Feyzabad | Feyzabad | Fiduyeh | Fijan | Firuzabad Teacher Centre | Firuzabad | Firuzi | Firuzi | Firuzi | Firuzi | Firuzi | Fishvar | Fishvar | Folo Jan | Forjan | Forud | Fotuhabad | Fotuhabad
G
Gabdegah | Gach Allahqoli | Gach Borat | Gach Boru-e Bala | Gach Darvazeh | Gach Mohammad Hasan | Gach Tahmasabi | Gachgaran | Gachi | Gachinow | Gachkharan | Gahluyeh | Gahrab | Gal Gah | Galeh Dani Hajj Askar Jowkar | Galeh Dari Khojesteh | Galeh Dari Shakuh | Galeh-ye Dani Ali Aqa Faraji | Galeh-ye Dary Gholam Zarin | Galeh-ye Dary Hashem Ebrahimi | Galguni | Galkun | Galleh Dar | Galleh Dar | Galleh Dari Gholam Hoseyn-e Malekpur | Galleh Dari Hajj Morady | Galleh Dari Hamid Hemmati | Galleh Dari Mohammad Nuratbayi | Galleh Dari Tal Puk | Galleh Dari va Gavdari Malbareh | Galleh Zan | Galu Boraq | Galugah | Gang-e Risheh | Ganjehi | Ganjgan | Gar Kud | Gardan Kalat | Gardan Kolah | Gardan Qalat | Gardan-e Tol Bardangan | Gardaneh-ye Jenjan | Gardaneh-ye Kol Hasank | Gareh | Gari Gachu | Gari-ye Khuzi | Garkushk | Garmabad | Garmanjan | Garmeh | Garmosht | Garmusha | Garow | Garreh Nazerabad | Garrmish-e Naderlu | Gav Bast | Gav Koshak | Gav Piazi | Gav Shakhi | Gavchah | Gavdari-ye Mohammad Qoli Rusta | Gavdari-ye Shamsabad | Gavmishan | Gaz Gavban | Gazdan | Gazdan-e Abbas Abdollah | Gaz-e Kheng | Gazivaz | Gel Berenji | Gelar | Gelileh-ye Javid | Gelkuyeh | Gelumehr | Gerash | Gerazaruyi | Gerdab-e Piazi | Gerdanbeh | Gervan | Gez Boland | Gezak | Gezel Darreh | Ghadirgah | Gharbi | Gharibabad | Ghash Badami | Gheyb-e Elahi | Ghiasabad | Ghiasabad | Ghiasabad | Ghiasi | Gholamabad | Ghuri | Giahzar | Gikh | Gol Babakan | Gol Gerd | Gol Khun | Gol Makan-e Baseri | Gol Makan-e Qeshlaq | Gol Rizak | Gol Sorkhi | Gol Zagh | Goldamcheh | Goldasht-e Olya | Goldasht-e Sofla | Gol-e Kharg | Goleh Dari Iraj Atard | Goleh Dari Mohammad Hoseyn Mohammadi | Goli Gerdu | Goli Kuh | Golijan | Golpa | Golugachi | Golunar | Golzar-e Shahoda | Gombakan | Gonag | Gonbad | Gonbedu | Gonjalu | Gorazdan | Gorazi | Gordeh | Gorgana | Gorgdan | Gorgi | Gorizan | Goruh | Goshanabad | Goshnekan | Gowd Ab Ashtar | Gowd Gol | Gowd Kahluyeh | Gowd Shaneh | Gowd Zagh | Gowday-e Bala | Gowd-e Hasan | Gowd-e Kalur | Gowd-e Lir | Gowd-e Til | Gowd-e Zereshk | Gowri | Gowzan | Grain Development Company | Gudarzi | Gugi | Gulf Road Transportation Depot | Gurab Guh | Gurab | Gurab-e Rostam | Gurak | Gur-e Barj Ali | Gur-e Espid | Gur-e Khar | Gurizeneh | Gushti | Guyim | Guyim | Gypsum Mine
Aberconwy (UK Parliament constituency)
Aberconwy is a constituency of the United Kingdom. It is in Wales.
List of cities, towns and villages in Fars Province
H
Habashabad | Habibabad | Habibabad-e Durag | Hadayiq Culture and Industry | Hadiabad | Hadiabad | Haft Asiab | Haft Chah Zanguiyeh | Haft Dasht-e Olya | Haft Dasht-e Sofla | Haft Kol | Haft Pareh | Haftavan | Haftjan | Haftkhan | Hajji Ahmadi | Hajji Tahereh | Hajjiabad | Hajjiabad | Hajjiabad Integated Livestock Company | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad | Hajjiabad-e Ghuri | Hajjiabad-e Kolun | Hajjiabad-e Korbal | Hajjiabad-e Mallu | Hajjiabad-e Muzi | Hajjiabad-e Pas Kuhak | Hakavan | Hakim Bashi-ye Bala | Hakim Bashi-ye Hoseynabad | Halq-e Kohekumi | Hamaijan Industrial Estate | Hamandeh | Hamashahr | Hamdamabad | Hamidabad | Hamidabad | Hammami | Hamzeh Beygi | Hana | Hangam Cooperative | Hangi-ye Sofla | Happan | Harar-e Kalgah-e Shiraz | Harariz | Harayjan | Harm | Harom | Harun va Sakez | Hasan Aqai | Hasan Khani | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad | Hasanabad-e Ab Konar | Hasanabad-e Abu ol Hasani | Hasanabad-e Bam Furd | Hasanabad-e Kamin | Hasanabad-e Kushkak | Hasanabad-e Margemari | Hasanabad-e Now | Hasanabad-e Olya | Hasanabad-e Padam | Hasanabad-e Qadamgah | Hasanabad-e Sanjarlu | Hasanabad-e Sofla | Hasanabad-e Tall Kamin | Hasan-e Kamali | Hasani Pacher | Hasani Sang-e Bozorg | Hashemabad | Hashemabad | Hasheneh | Hashivar Livestock Company | Hashtijan | Hejrat | Helalabad | Hellak | Hemmat | Hemmatabad | Hemmatabad | Heraj | Herbedan | Hesamabad | Hesami | Hesar-e Dashtak | Heshmatabad | Heshmatiyeh | Heydarabad | Heydarabad | Heydarabad | Heydarabad | Heydarabad | Heydarabad | Heydarabad | Heydarabad-e Baba Monir | Heydari | Hezar Balut | Hezar Darreh | Hezar | Hirom | Hojjatabad | Hojjatabad-e Kaseh Rud | Honguyeh | Honifaqan | Horgan | Hormud | Hormud-e Mehr Khui | Hormuj | Hoseyn Kutah | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad | Hoseynabad-e Arab Sheybani | Hoseynabad-e Ardeshiri | Hoseynabad-e Barkeh Puz | Hoseynabad-e Dardan | Hoseynabad-e Deylami | Hoseynabad-e Fishtaqeh | Hoseynabad-e Harom | Hoseynabad-e Jadid | Hoseynabad-e Jadid | Hoseynabad-e Katak | Hoseynabad-e Khan Qoli | Hoseynabad-e Khvarazu | Hoseynabad-e Najafabad | Hoseynabad-e Qoroq | Hoseynabad-e Rostam | Hoseynabad-e Sar Tavileh | Hoseynabad-e Sarab | Hoseynabad-e Saravi | Hoseynabad-e Sargar | Hoseynabad-e Surmaq | Hoseynabad-e Tang-e Khomar | Hoseynabad-e Tarman | Hoseynaliabad | Hud | Hunza | Hurbaf | Hurz | Hydrometric Station
I
Iduyeh | Ij | Ijani | Ilan | Industrial Estate | Industrial Estate | Institute of Agriculture Phases 2 and 3 | Iran Engineerging Company | Izad Khvast-e Basri | Izadkhvast
J
Jades | Jadir | Jadval-e Now | Jadval-e Torki | Jafar Jen | Jafarabad | Jafarabad | Jafarabad | Jafarabad | Jafarabad | Jafarabad | Jafarabad | Jafarabad | Jafarabad | Jafarabad | Jafarabad | Jafarabad | Jafarabad-e Olya | Jafarabad-e Sofla | Jahadabad | Jahadabad | Jahan Nama | Jahanabad | Jahanabad | Jahanabad | Jahanabad | Jahreh | Jahrom | Jahrom Airport | Jalalabad | Jalalabad | Jalalabad | Jalalabad-e Tavalayi | Jalilabad | Jalilabad | Jam Bozorgi | Jamal Beyg | Jamal Kar | Jamalabad | Jamalabad | Jamalabad | Jamalabad | Jamalabad | Jamalabad | Jamali | Jamali | Jamar Jan | Jamghan | Jamsi | Jangli | Janguyeh | Janiabad | Janiabad | Janiabad | Jannat Shahr | Jaresqan | Jariabad | Jarmosht-e Bala | Jarmosht-e Pain | Jarri | Jashahr | Javadabad | Javadieh | Javadiyeh | Javadiyeh-ye Bugar | Javaliqan | Javanan | Javark | Jayard | Jaydasht | Jazin | Jelian | Jelyan | Jenjan-e Markazi | Jereh | Jeshnian | Jeshnian | Jevenjan | Jezzeh | Jian | Jian | Jidarzar | Jigardan | Jolow Dar | Jonbed | Jorgheh | Jovinow | Jowhari | Jowhari | Jowkan | Jowkan-e Pain | Jowzar-e Bakesh | Jowzar-e Javid | Jowz-e Kangari | Jowzjan | Jub Khaleh-ye Olya | Jub Khaleh-ye Sofla | Jubal | Junabad | Junaki | Juy Bazm | Juy Sefid | Juyan | Juyjan | Juyom | Juzaqdan
L
Lab Bar Aftab | Lab Eshkan | Lachareh | Laghar | Lagharan | Lah Ab | Lah Savz | Lahiji | Laleh Gun | Lamerd | Lapui | Lar Pasta Company | Lar | Lard Khazan | Lashkhareh | Latifi | Lavar Khesht | Lavarestan | Lay Gerdular | Lay Hana | Lay Raz | Lay Zangan | Lay-e Khorrami | Lehqorbani-ye Olya | Lehqorbani-ye Sofla | Leshgun | Lirmanjan | Lirui | Lirui-ye Sofla | Lohrasb | Loqman Cheshmeh | Lowzu
Na h-Eileanan an Iar (UK Parliament constituency)
Na h-Eileanan an Iar, formerly called Western Isles, is a constituency of the United Kingdom. It is in Scotland and includes the Outer Hebrides.
List of cities, towns and villages in Fars Province
N
Naameh | Nachar-e Pain | Nahr-e Hasan | Naimabad | Najafabad | Najafabad | Najafabad | Najafabad | Najafabad | Najafabad | Najafabad | Najafabad-e Sorkhi | Najamabad | Najmabad | Najmabad | Nakhelstan-e Galleh Dar | Nakhelstan-e Mohr | Nalaki | Namak Ruy | Namazgah | Narak | Narak-e Qasemi | Nardeh Shahr | Narenjan-e Jadid | Narenjan-e Rostam | Narenjun | Nargesabad | Nargesi | Nargesi-ye Deli Qayid Shafi | Nargeszar-e Famur | Naripat | Narkuh | Narmun | Naru | Naseh | Naseh Anjireh | Naserabad | Naserabad | Nasimabad | Nasirabad | Nasirabad | Nasirabad | Nasirabad | Nasirabad | Nasirabad | Nasirabad | Nasrabad | Nasrabad | Nasrabad | Nasrabad | Nasrovan | Navan | Navaygan | Navbandi | Nazarabad | Nazarabad | Negarestan Research Station | Negarestan | Nehuyeh | Nel Buyi | Nematabad | Nematabad | Nematabad | Nematabad | Neqareh Khaneh | Nerman | Neshahr | Neyriz | Neyriz Integrated Quarry | Neza-e Kuchek | Neza-e Olya | Neza-e Sofla | Nezamabad | Nezamabad | Nezamabad | Nezamabad | Nezamabad | Nezamabad-e Jadid | Nilgunak | Nilu | Nimdeh | Nivar-e Olya | Nivar-e Sofla | Noh Tan | Nosrat | Nosratabad | Now Bandegan | Now Dad | Now Sanjan | Nowabad | Nowabad | Nowdan | Nowdaran | Nowgak | Nowruzabad | Nowruzan | Nowruzan | Nuhi | Nujin | Nur ol Dini | Nurabad | Nurabad | Nurabad | Nurabad | Nurabad | Nurai-ye Now | Nushk | Nuyeh
O
Olya-e Khaledabad | Omidiyeh | Orojabad | Owdli Shakestan | Owlad-e Chelku | Ozun Darreh
P
Pa Qaleh | Paberkeh | Pahlavani | Pahna Pahn | Pahnabeh | Pahnay Behi | Pain Kuh | Pakal | Pakuh | Palangan | Palangari-ye Kohneh | Palangari-ye Now | Palangi | Panal | Pangaru | Panj Mahall | Panj Shir | Papun-e Olya | Papun-e Sofla | Paqalat | Par Ahu | Par Eshkaf | Par Eshkaft | Par Gushti | Par Sefid | Par Zeytun | Parak | Par-e Molla | Par-e Nobar | Parigi | Parishan | Pariu-ye Arab | Parizadlu | Parkbarm | Parsebil | Parzeh | Pas Band | Pas Bol | Pas Kuhak | Pas Meleh | Pasaki | Pasalari | Pasheh Dan | Pasheh Dan | Pashib | Paskahak | Paskhan | Patal Rahimi | Patal | Pay Taft Gowhargan | Pay Taft Jalil | Pazanuyeh | Pehrest-e Olya | Pehrest-e Sofla | Pehun | Perin | Petrochemical Staff Housing | Petrol Station | Pey Komak | Pich Kuh | Pir Barzgu | Pir Basafa | Pir Gheyb | Pir Hoseyni | Pir Mur | Pir Sabz Ali | Pir Shams | Pirali | Pir-e Chaleh | Pir-e Morad | Pir-e Sabz | Pireh Sorkh-e Bala | Pireh Sorkh-e Pain | Pirehdan | Pol Khoda Afarin | Pol Murd | Pol Shekasteh | Pol-e Abgineh | Pol-e Fahlian | Pol-e Fasa | Porzi | Posht Ab | Posht Bahar | Posht Band | Posht Par | Posht Pari | Posht-e Par | Posht-e Par-e Soleyman | Poshtuiyeh | Pudenak-e Jowngan | Pumping Station Number Two | Puskan | Puzeh Badi | Puzeh-ye Chahar Qash | Puzeh-ye Chaharabi | Puzeh-ye Hezar Qadami | Puzeh-ye Sorkh
Q
Qabaleh-ye Firuzi | Qabr-e Sefid | Qabtar Qoluy-e Olya | Qabtar Qoluy-e Sofla | Qadamabad | Qadaman | Qadamgah | Qadamgah | Qadamgah | Qadamgah-e Sofla | Qaderabad | Qaderabad | Qaedan | Qaedi-ye Seh | Qaemiyeh | Qahukhaneh-ye Adal | Qalamdan | Qalamdan-e Vosta | Qalamu | Qalandar Kashteh | Qalat | Qalat | Qalat | Qalat | Qalatak | Qalat-e Godar Boneh | Qalat-e Khvar | Qalat-e Nilu | Qalatuyeh | Qaleh Beyg | Qaleh Biyaban | Qaleh Chogha | Qaleh Chubi | Qaleh Gachi | Qaleh Gar-e Fahlian | Qaleh Gholam Abdollah | Qaleh Karimi | Qaleh Khalifeh | Qaleh Kharabeh | Qaleh Mahmudi | Qaleh Meseh | Qaleh Mozaffary | Qaleh Now | Qaleh Now | Qaleh Now | Qaleh Now | Qaleh Now | Qaleh Now-e Hashivar | Qaleh Now-e Palangari | Qaleh Sang | Qaleh Sang | Qaleh Sangi | Qaleh Sargah | Qaleh Sargodar | Qaleh Sefid | Qaleh Sohrab | Qaleh | Qaleh-e Ali Baba | Qaleh-e Moradi | Qaleh-ye Abadeh | Qaleh-ye Abbasabad | Qaleh-ye Abdollah Beygi | Qaleh-ye Ali | Qaleh-ye Ali | Qaleh-ye Bahman | Qaleh-ye Doktar Omad | Qaleh-ye Esmaili | Qaleh-ye Fereydun | Qaleh-ye Hajj Zu ol Faqar | Qaleh-ye Hajji Mohammad | Qaleh-ye Juy | Qaleh-ye Kachalha | Qaleh-ye Kaduyeh | Qaleh-ye Karbalai Mohammad Ali | Qaleh-ye Khalili | Qaleh-ye Khvajeh | Qaleh-ye Kohneh-ye Kavar | Qaleh-ye Mashhadi Karim | Qaleh-ye Mir Aqa | Qaleh-ye Mir Hasan | Qaleh-ye Mirza | Qaleh-ye Mirzai | Qaleh-ye Mirzai | Qaleh-ye Mohammad Ali | Qaleh-ye Molla Hoseyn Ali | Qaleh-ye Murd | Qaleh-ye Narenji | Qaleh-ye Now | Qaleh-ye Now-e Kavar | Qaleh-ye Now-e Mozaffari | Qaleh-ye Piru | Qaleh-ye Raisi | Qaleh-ye Sartoli | Qaleh-ye Seyyed | Qaleh-ye Seyyed | Qaleh-ye Shahpur Khani | Qaleh-ye Tiskhani | Qaleyni | Qanamabad | Qanat Bagh | Qanat Ebrahim | Qanat Sorkh | Qanat | Qanat-e Malek | Qanat-e Now | Qanat-e Now | Qanat-e Sang-e Sefid | Qanat-e Sur | Qanbari | Qandil | Qandilak | Qannat | Qarah Aqaj Sand Quarry | Qarah Darreh | Qarah Gozlu | Qarah Hoseyni | Qarah Kenar | Qarah Qayah | Qardashabad | Qareh Gol-e Olya | Qareh Gol-e Sofla | Qasemabad | Qasemabad | Qasemabad | Qasemabad | Qasemabad | Qasemabad | Qasemabad-e Bikheh Deraz | Qasemabad-e Olya | Qasemabad-e Sarui | Qasemabad-e Sofla | Qashm Qavi | Qasr-e Ahmad | Qasr-e Ali | Qasr-e Asem | Qasr-e Jamal | Qasr-e Khalil | Qasr-e Molla | Qasr-e Qomsheh | Qasr-e Sasan | Qasr-e Yaqub | Qatar Aghaj | Qatar Boneh | Qatruyeh | Qavamabad | Qavamabad | Qavamabad-e Chichaklu | Qavamcheh | Qayqalu | Qaziabad | Qazian-e Olya | Qazian-e Sofla | Qerrekhlu | Qeshlaq | Qeshlaq | Qeshlaq-e Anjireh | Qezmazari | Qir | Qods Azad Cooperative | Qomabad | Qorban Lak | Qorbanabad | Qoroq-e Qavamcheh | Qosira | Qotbabad | Quch Khvos | Quri | Quziabad
V
Vahdatabad | Vakilabad | Vakilabad | Vakilabad | Valiabad | Valiabad | Valiabad | Valiasr | Validabad | Vanda | Vara | Varak | Varavi | Vardavan | Vardesku | Vaselabad | Vazak-e Moradi | Vazirabad | Vazireh | Vizaran | Vocational Training Centre
W
Water Distribution Company
Clwyd West (UK Parliament constituency)
Clwyd West (Gorllewin Clwyd) is a constituency of the United Kingdom. It is in Wales.
List of cities, towns and villages in Fars Province
Y
Yaghleh Mazeh | Yahyaabad | Yahyaabad | Yanderanlu | Yaqubabad | Yarj | Yas Chaman | Yaseriyeh | Yek Dangeh | Yitimu | Yord-e Anjir | Yord-e Jamal | Yurd Dasht-e Zalzaleh | Yurd Tall-e Janboli | Yurdhai-ye Abdol Yusefi | Yurdhai-ye Miraki | Yurdidollah Fil Bandi | Yurdtang Hashi | Yusef Ali Khvah | Yusefabad | Yusefabad | Yuzdan
Z
Zafarabad | Zagh | Zahed Mahmud | Zahedshahr | Zahr Shir | Zakharu-e Bala | Zakherd | Zakian | Zalemi | Zameni | Zanganeh | Zangeneh | Zangeneh-ye Bon Rud | Zangiabad | Zanguiyeh | Zanguyeh | Zar Qalat | Zarak-e Tang Khas | Zarareh | Zarat | Zaravan | Zard-e Narak | Zargaran | Zargaran | Zarjan | Zarqan | Zarqanak | Zarrin Kuyeh | Zarrinabad-e Darreh Shuri | Zarsefid | Zaval | Zavali | Zazeh | Zendan | Zeyn ol Din | Zeyn ol Dini | Zeynabad | Zeynabad | Zeynabad-e Hangam | Zeynabad-e Sangi | Zeynabad-e Zakhru | Zeynalabad | Zeytun | Zeytun | Ziadabad | Ziadabad | Ziadabad | Zighan | Zijerd | Ziqan | Zir Anay-e Olya | Zir Anay-e Sofla | Zir Zard-e Alishahi | Zirab | Zir-e Qalat | Zirgar | Zirgar-e Owl Luyi | Zohrababad
2023 Hawaii wildfires
A group of wildfires broke out in the U.S. state of Hawaii in early August 2023. They were mostly on the island of Maui, with small fires on Hawaiʻi. They caused a lot of people to be evacuated and caused a lot of damage. The wildfires killed at least 90 people in Lahaina.
Karma (archer)
Karma is a archer from Bhutan. Karma competed at the 2016 Summer Olympics and the 2020 Summer Olympics. She was born on 6 June 1990.
2023 Hawaii wildfires
An emergency proclamation was signed on August 8. It allowed multiple actions. These included activation of the National Guard, appropriate actions by the director of the Hawaii Emergency Management Agency and the Administrator of Emergency Management, and using state money to deal with conditions created by the fires. On August 9, the state government of Hawaii issued a state of emergency for the whole state. On August 10, President Joe Biden issued a federal major disaster declaration.
St Ives (UK Parliament constituency)
St Ives (Porth Ia) is a constituency of the United Kingdom. It is in the county of Cornwall in England. It also includes the Isles of Scilly.
Jubzang Jubzang
Jubzhang Jubzhang is a archer from Bhutan. Jubzhang competed at the 1992, 1996 and 2000 Summer Olympics. He was born on 7 May 1971.
Ynys Môn (UK Parliament constituency)
Ynys Môn is a constituency of the United Kingdom. It is in Wales.
Arfon (UK Parliament constituency)
Arfon is a constituency of the United Kingdom. It is in Wales.
William Sealy Gosset
William Sealy Gosset was a famous English statistician. He worked for Guinness brewery in Ireland. He created new ways to analyze small sets of data. He wrote his findings under the name "Student". His most famous work is the "Student's t-distribution".
Life
William was born in Canterbury, England. He went to school at Winchester College and then studied natural sciences and mathematics at New College, Oxford.
He had three kids: Harry, Bertha Marian, and Ruth.
Work
At the brewery, William made new ways to test and improve beer quality using statistics. He learned these methods by studying, trying different things, and working with other experts. He wrote about his findings, but because of a rule at Guinness, he couldn't use his real name or mention beer. So, he wrote under the name "Student". This is why his famous "t-distribution" is called "Student's" instead of "Gosset's".
Relationship with Fisher
Another statistician, Ronald A. Fisher, noticed the value of William's work. They wrote many letters to each other. Fisher helped William improve his methods, and they both shared their findings.
In 1935, William became the main brewer for a new Guinness brewery in London. He died in 1937 from a heart attack.
People remembered William as a kind man who made big contributions to statistics. He was friends with both Pearson and Fisher.
Legacy
William's methods are still used today in statistics. For example, the "studentized range" is a way to compare data points. It was introduced by William in 1927 and is still important in modern statistics.
South Down (UK Parliament constituency)
South Down (An Dún Theas) is a constituency of the United Kingdom. It is in Northern Ireland.
Election results
This seat saw the largest decrease in vote share for the SDLP at the 2019 general election.
Paul Vermeiren
Paul Vermeiren is an archer from Belgium. Vermeiren competed at the 1988 Summer Olympics, the 1992 Summer Olympics and the 1996 Summer Olympics. He was born on 27 August 1963.
The Prayer of Russians
The Prayer of Russians (Молитва русских) is the first official russian national anthem, it was adopted in 1816 and replaced in 1833 with "God Save the Tsar!". The lyrics were writen in 1815 by Vasiliy Zhukovsky.
The anthem was first played in Warsaw in 1816, by the order of the Grand Duke Konstantin Pavlovich, This song made a great impression on his brother, Alexander I, after that he ordered to perform it on all ceremonial occasions. The tune was the same as in british national anthem "God Save the King", it was the symbol of friendship between United Kingdom and Russia and european peace after the Napoleonic Wars. The final version of the lyrics was finished in 1818.
The final version from 1818
Боже, Царя храни! Славному долгие дни Дай на земли. Гордых смирителю Слабых хранителю Всех утешителю Всё ниспошли!
Праводержавную Русь Православную Боже, храни! Царство ей стройное В силе спокойное В скорби достойное Дай на земли!
Easy (Commodores song)
"Easy" is a 1977 song by the Commodores and taken from their fifth studio album Commodores. It went to number 9 in New Zealand and the United Kingdom, number 4 in the United States, number 18 in Ireland, number 12 in Canada and number 75 in Australia.
Faith No More version
American band Faith No More covered Easy for their fourth studio album Angel Dust. It topped the single charts in Australia and went to the top 10 in New Zealand, Iceland, the United Kingdom, Finland, Belgium, Ireland, the Netherlands, Portugal, Norway and Switzerland. It made its last appearance on the Billboard Hot 100 chart at number 58.
Songs to Make Love To
The Songs to Make Love To release, which was titled "Easy" on some pressings, was the American and Canadian release of the single. Its track list, which was almost identical to the German "I'm Easy" – special edition version which replaces track three with the re-recording of "As the Worm Turns" and is similar to the standard edition versions of "I'm Easy" which had the Revolution 23 Full Moon mix of "A Small Victory" as its third and last track, is as follows:
"I'm Easy" / "Be Aggressive"
The double A-side release, "I'm Easy" / "Be Aggressive", features "Easy" and "Be Aggressive" as its first two tracks in addition to two live tracks, with the exception of one fully live version which is identical to the Free Concert in the Park bonus disc and a two-track French version. The standard track list is as follows:
Japanese version
The Japanese version was released separately as a seven-track EP under the name of "Easy" with the "I'm Easy" / "Be Aggressive" cover image along with six live tracks that also featured on other versions of the single; its track list was as follows:
Music:Response
"Music:Response" is a 2000 song and extended play by The Chemical Brothers and is the fourth and final single from their third studio album Surrender. The EP was not eligible chart because it had 5 tracks instead of 3 tracks which is required for its qualification.
Easy (Commodores song)
Japanese version
† Live in Munich, Germany, on November 9, 1992
‡ Live in Dekalb, Illinois, September 20, 1992
Karma Tshomo
Karma Tshomo is an archer from Bhutan. Tshomo competed at the 1992 Summer Olympics. She was born on 10 October 1973.
Sonam Chuki
Sonam Chuki is a retired archer from Bhutan. Chuki competed at the 1984 Summer Olympics. She was born on 7 April 1963.
Ugyen Ugyen
Ugyen Ugyen is an archer from Bhutan. Ugyen competed at the 1996 Summer Olympics. She was born on 2 June 1974.
Vítor Krieger
Vítor Krieger is an archer from Brazil. Krieger competed at the 1992 Summer Olympics. He was born on 30 April 1960.
Lhendup Tshering
Lhendup Tshering is an archer from Bhutan. Tshering competed at the 1984 Summer Olympics. He was born on 5 June 1947.
Brères
Brères is a commune. It is in Bourgogne-Franche-Comté in the Doubs department in east France.
Karma Tenzin
Karma Tenzin is an archer from Bhutan. Tenzin competed at the 1992 Summer Olympics. He was born on 1 December 1972.
Sherab Zam
Sherab Zam is an archer from Bhutan. Zam competed at the 2012 Summer Olympics. She was born on 10 October 1983.
Rutherglen and Hamilton West (UK Parliament constituency)
Rutherglen and Hamilton West (An Ruadh-Ghleann agus Hamilton an Iar) is a constituency of the United Kingdom. It is in the county of South Lanarkshire in Scotland.
Jigme Tshering
Jigme Tshering is an archer from Bhutan. Tshering competed at the 1988 Summer Olympics. He was born on 18 October 1959.
Kyle Preston
Kyle Preston (born 28 August 1984) is an American composer and sound designer. He works in the styles of ambient, cinematic, experimental and modern classical music. He composes music for short and feature films, mobile apps and video games.
List of Sagan Tosu players
This is a List of Sagan Tosu players. Sagan Tosu is a Japanese professional football club in Tosu on the island of Kyushu.
Kyle Preston
Biography
Preston was born and raised in Seattle on 28 August 1984. He has a background in astronomy and astrophysics, and his music is based on scientific realism. Among the musicians who have influenced his work are Max Richter, Ólafur Arnalds, Hildur Guðnadóttir and Jóhann Jóhannsson.
Living Dead Girl (song)
"Living Dead Girl" is a 1999 song by Rob Zombie and is the second single from his debut studio album Hillbilly Deluxe. It also appears on his greatest hits album Past, Present & Future. It went to number 7 on the Billboard Mainstream Rock Tracks chart and was used in the 1998 movie Bride of Chucky.
Kyle Preston
Biography
In 2015, he created the soundtrack and sound effects for the indie game Prune. The developer of the game, Joel McDonald, decided to bring in Kyle Preston to record the music and minimalist soundtrack for the game. Preston also suggested redesigning the game to be more minimalist.
He composed mainly ambient, with a calm atmosphere predominating, as well as emotional and intense moments. The game won Apple's 2015 iPad Game of the Year award, and Prune was also named mobile game of the year by Time magazine.
On 20 May 2016, he released the album Scattered Silence. The album consists of short ambient pieces, each of which conveys the feeling of "disarray and disturbance".
In 2022, composed the soundtrack for the narrative exploration game Hindsight. On 23 May 2022, the new album Vistas was released, which traces the impact of personal loss in Kyle's family.
Reception
The American magazine The New Yorker described Kyle Preston's ambient music as "minimalist in instrumentation but maximal in tension and emotion". Todd Martens, a game critic who writes for the Los Angeles Times, called his music as "otherworldly".
Orkney and Shetland (UK Parliament constituency)
Orkney and Shetland (Arcaibh agus Sealtainn) is a constituency of the United Kingdom. It is in Scotland and covers the Orkney Islands and the Shetland Islands.
Arci Kempner
Arci Kempner is an archer from Brazil. Kempner competed at the 1980 Summer Olympics. She was born on 3 February 1934.
Liposuction
Liposuction is an invasive cosmetic surgery in which fat is removed in one or more areas of the body. It mainly helps to reshape specific areas of the body. This is also called lipoplasty or suction-assisted lipectomy. It is suitable for weight reduction and ineffective for cellulite.
Marina Canetta
Marina Canetta Gobbi is an archer from Brazil. Canetta competed at the 2016 Summer Olympics. She was born on 1 April 1989.
Namgyal Lhamu
Namgyal Lhamu is an archer from Bhutan. She competed at the 1992 Summer Olympics. She was born on 5 April 1974.
When the Money's Gone
"When the Money's Gone" is a 1995 song by Bruce Roberts featuring Elton John on the backing vocals. It went to number 32 on the Billboard Hot Dance Club Play charts.
Cher version
In 2003 Cher covered When the Money's Gone as a B-side to her single Love One Another and was taken from her 24th studio album Living Proof''. It went to number 72 in Romania and was nominated for a Grammy Award in 2004.
Track listing
US CD Maxi Single (42496-2)
Mandy Rose
Amanda Rose Sacomano (born 16 July 1990), is an American professional wrestler. She is best known by her ring name Mandy Rose. She works for the WWE, She is currently a member of the NXT brand. Rose is the current NXT Women's Champion
Rose began her career in professional fitness competitions in 2013. She became a bodybuilder the next year. In 2015, she finshed the WWE competition Tough Enough in second place. After Tough Enough, she signed a contract with the WWE. Rose became member of the main roster in 2016 after a short time on WWE's development program NXT. Rose worked with Sonya Deville as a member of the tag team "Fire and Desire" and with Deville and Paige in the faction Absolution. She is curently a member and leader of NXT's faction Toxic Attraction with Gigi Dolin and Jacy Jayne.
Early life
Amanda Rose Sacomano was born in the suburbs of New York City. She is the youngest of four children. Her parents are Irish and Italian parents. As a child, she had he nickname  " Hamburg ". She attended Yorktown High School. She later earned a bachelor's degree in speech pathology from Iona College. Rose entered her first fitness competition in 2013. She won first place at the World Bodybuilding Fitness and Fashion Boston Show. She was also the 2014 World Beauty Fitness and Fashion Bikini Champion.
Tough Enough and NXT (2015–2016)
Rose Sacomano was a contestant in the sixth edition of the WWE Tough Enough competition in 2015. In the July 26 episode, she was at risk of being disqualified. Judge The Miz saved her from dismissal. She professionally adopted the name Mandy Rose just before the end of the event. In that event, she was in second place after winners Sarah Lee and Josh Bradell, who lost a match against Alicia Fox.
Absolution and Fire and Desire (2016–2020)
In November 2016, on Raw, Rose, Sonya Deville and Paige attacked Sasha Banks, Bayley, Mickie James and Alexa Bliss. A week later, their name was given as "Absolution". On 19 December, Rose had her first television match on the main roster. At that years "Tribute to Troops" Abolition defeated Baley, James and Banks. On 27 January 2016, Rose was in the first women's Royal Rumble match at the Royal Rumble. She was the first woman to be knocked out of the match after losing to Lita. Rose was in the first "Women's Elimination Chamber Match" in February. Alexa Bliss won the match. In April, Paige was forced to stop wrestling because of an injury to her neck. Paige left Absolution and became the general manager of SmackDown. WrestleMania 34 was Rose's first WrestleMania match. she was in the WrestleMania Women's Battle Royale. Naomi won the match.
Paige later drafted both Rose and Devil to SmackDown during the 2016 superstar shake-up. It was said that the group Abolition was over. Rose still wrestled in many tag team matches with Deville. At WWE Evolution, Rose eliminated Deville from the Battle Royale. In the Survivor Series in November, Rose was a member of the SmackDown team At the same time, Rose began arguing with Naomi. They argued about Rose having an affair with Naomi's husband. Jimmy Uzo. As they continude to fight, Rose and Naomi eliminated each other in the Women's Royal Rumble on January 26, 2019. Rose had lasted 25:50. In February, the two exchanged victories over each other.
WWE Women's Tag Team Championship
On February 1, Rose and Deville were in the six-team Elimination Chamber match for the first WWE Women's Tag Team Championship. They lost to Sasha Bank and Bayley. She was in the second WrestleMania Women's Battle Royale at WrestleMania 35. Rose then competed in the Money in the Bank ladder match on May 19, 2019. During the match, the Deville was at ringside. She climbed the stairs and tried to help Rose win the match. Bayley fought them both and won the match. On the September 3 episode of SmackDown, Rose and Devil, as the tag team "Fire and Desire", defeated Alexa Bliss and Nicky Cross. For winning, they got a match at the Clash of Champions pay-per-view for the Women's Tag Team Championship. They lost that match to Banks and Bayley.
Other media
Rose is has been featured in many fitness magazines. They include Fitness Girls, Fit & Farm, and Fitfame. Rose was a member of cast of the fifth season of the WWE reality television series Total Divas. The fifth season began airing in January 2016. Rose also appeared in two WWE video games. They were WWE 2K19 and 2K20.
Personal life
Sacomano has participated in yoga, pilates and crossfit. In April 2016, she said that she was dating wrestler Sabatino Pischitelli, better known as Tino Sabbatelli.
Pem Tshering
Pem Tshering is an archer from Bhutan. Tshering competed at the 1992 Summer Olympics. She was born on 10 September 1975.
Tashi Peljor
Tashi Peljor is a archer from Bhutan. Peljor competed at the 2004 Summer Olympics and 2008 Summer Olympics. He was born on 15 July 1978.
Datsun 240z
The Datsun 240z is a sports car sold by former brand Datsun (Nissan) it was sold by Nissan from 1969-1973, Nissan sold 168,000 240z in America alone. It would be replaced by the 260z in 1974, and the 280z in 1975,
Daniel Xavier
Daniel Rezende Xavier (born 31 August 1982 ) is an archer from Brazil. Xavier competed at the 2012 Summer Olympics and the 2016 Summer Olympics.
Bernardo Oliveira
Bernardo de Souza Oliveira is an archer from Brazil. Oliveira competed at the 2016 Summer Olympics. He was born on 8 June 1993.
True Love (Cole Porter song)
"True Love" is a 1956 song by Big Crosby and Grace Kelly. It was taken from the 1956 movie High Society and was nominated for an Academy Award in 1957. There have been other versions of the song including Richard Chamberlain, Shakin' Stevens and Elton John featuring Kiki Dee.
Chorley (UK Parliament constituency)
Chorley is a constituency in the United Kingdom. It is in the county of Lancashire in England.
Election results
The Liberal Democrats, the Conservatives, and Labour traditionally do not stand against the sitting Speaker of the House of Commons, and consequently did not oppose Lindsay Hoyle's re-election bid. The Brexit Party did not stand an official candidate, however their former candidate stood as an independent, having changed his ballot name to Mark Brexit-Smith. The Green Party does not follow the convention of standing aside for the Speaker, and also fielded a candidate in the election.
Sarah Nikitin
Sarah de Oliveira Nikitin is an archer from Brazil. Nikitin competed at the 2016 Summer Olympics. She was born on 27 December 1988.
Edinburgh South (UK Parliament constituency)
Edinburgh South (Dùn Èideann a Deas) is a constituency of the United Kingdom. It is in Edinburgh, Scotland.
Mineralnye Vody
Mineralnye Vody (Минеральные Воды) is a town in Stavropol Krai, Russia. In 2010, 76,728 people lived there.
Ivan Ivanov
Ivan Ivanov is an archer from Bulgaria. Ivanov competed at the 1992 Summer Olympics. He was born on 10 June 1956.
Condorcet method
A Condorcet method is one of many election methods that elects the candidate that is preferred by more voters than their opponent in every head-to-head election against each of the other candidates, whenever there is such a candidate. This candidate, known as the pairwise champion or beats-all winner, is formally called the Condorcet winner.
A Condorcet winner might not always exist in a particular election because the preference of a group of voters selecting from more than two options can possibly be cyclic — that is, it is possible (but very rare) that every candidate has an opponent that defeats them in a two-candidate contest. (This is similar to the game rock paper scissors, where each hand shape wins against only one opponent and loses to another). The possibility of such cyclic preferences in a group of voters is known as the Condorcet paradox. However, there always exists a smallest group of candidates that beats all candidates not in the group, known as the Smith set, which is guaranteed to only have the Condorcet winner in it when one exists; many Condorcet methods always elect a candidate who is in the Smith set when there is no Condorcet winner, and are thus said to be "Smith-efficient". The Condorcet winner is also usually but not necessarily the utilitarian winner (the one which maximizes social welfare).
Condorcet voting methods are named for the 18th-century French mathematician and philosopher Marie Jean Antoine Nicolas Caritat, the Marquis de Condorcet, who championed such voting systems. However, Ramon Llull devised the earliest known Condorcet method in 1299. It always elects the same candidate as Copeland's method in cases with no pairwise ties.
Condorcet methods usually use preferential (ranked) voting, though they can be done with separate rounds of runoff elections.
Most Condorcet methods have a single round of preferential voting, in which each voter ranks the candidates from most preferred (marked as number 1) to least preferred (marked with a higher number). A voter's ranking is often called their order of preference. The votes can be tallied in many ways to find a winner. Some - the Condorcet methods - will elect the Condorcet winner if there is one. They can also elect a winner when there is no Condorcet winner, and different Condorcet-compliant methods may elect different winners in the case of a cycle.
Pema Tshering
Pema Tshering is an archer from Bhutan. Tshering competed at the 1988 Summer Olympics and the 1992 Summer Olympics. He was born on 15 July 1951.
Condorcet method
The procedure given in Robert's Rules of Order for voting on motions and amendments is also a Condorcet method, even though the voters do not vote by ranking the candidates. There are multiple rounds of voting, and in each round the vote is between two of the alternatives. The loser (by majority rule) of a pairing is eliminated, and the winner of a pairing is paired in a later round against another alternative. Eventually only one alternative remains, and it is the winner. This is similar to a single-winner or round-robin tournament; the total number of pairings is one less than the number of alternatives. Since a Condorcet winner will win by majority rule in each of its pairings, it will never be eliminated by Robert's Rules. But this method cannot reveal a voting paradox in which there is no Condorcet winner and a majority prefer an early loser over the eventual winner (though it will always elect someone in the Smith set). A lot of the literature on social choice theory is about this method since it is widely used and is used by important organizations (legislatures, councils, committees, etc.). It is not practical for use in public elections, however, since its multiple rounds of voting would be very expensive for voters, for candidates, and for governments.
Summary
In a competition between candidates A and B where voters have ranked the candidates, if more voters mark their ballots that they prefer candidate A over candidate B than the number of voters who mark their ballots to the contrary, then Candidate B is not (supposed to be) elected.
However, because of the possibility of the Condorcet paradox, it is possible, but unlikely, that this can't be done. This is sometimes called a Condorcet cycle or just cycle and can be thought of as Candidate Rock beating Candidate Scissors, Candidate Scissors beating Candidate Paper, and Candidate Paper beating Candidate Rock. If there is no cycle (and no ties), all Condorcet methods elect the same candidate.
Snowville, Utah
Snowville is a town in Box Elder County, Utah, United States.
Condorcet method
Summary
For most Condorcet methods, the pairwise counts are all that is necessary to figure out who won, who came in 2nd place, etc. and can be used to figure out if there is a Condorcet winner, and who it is.
Millville, Utah
Millville is a city in Cache County, Utah, United States.
Yoanna Gouchtchina
Yoanna Gouchtchina is an entrepreneur and inventor of dermatological spray device with a dosing system for mono-dose application. She is the Founder and CEO at KOZHYA. Yoanna is the author of skin technology innovations patents focused on connected skin health and wellness.
Tsvetanka Stoycheva
Tsvetanka Stoycheva is an archer from Bulgaria. Stoycheva competed at the 1980 Summer Olympics. She was born on 1 March 1960.
Yoanna Gouchtchina
Early life and education
Yoanna was born in the Soviet Union into an air force family. She is a granddaughter of Gouchtchin Vasily Petrovich who was a World War II fighter pilot and one of Stalin's Aces. In 1994 Yoanna became an exchange student at Stillwater High School in Minnesota. At the age of 17, Yoanna moved to Albuquerque, New Mexico to start her business studies at the University of New Mexico.
Condorcet method
Definition
It is important to note that not all single winner, ranked voting systems are Condorcet methods. For example, instant-runoff voting and the Borda count are not Condorcet methods.
Daniel Pavlov
Daniel Pavlov is an archer from Bulgaria. Pavlov competed at the 2008 Summer Olympics. He was born on 6 November 1967.
Condorcet method
Finding the winner
In any Condorcet method that passes Independence of Smith-dominated alternatives, it can sometimes help to identify the Smith set from the head-to-head matchups, and eliminate all candidates not in the set before doing the procedure for that Condorcet method.
Condorcet methods use pairwise counting. For each possible pair of candidates, one pairwise count indicates how many voters prefer one of the paired candidates over the other candidate, and another pairwise count indicates how many voters have the opposite preference. The counts for all possible pairs of candidates show all the pairwise preferences of all the voters.
Vico Sotto
Victor Ma. Regis "Vico" Nubla Sotto (born June 17, 1989) is a Filipino politician and mayor of Pasig.
Ane Marcelle dos Santos
Ane Marcelle Gomes dos Santos is an archer from Brazil. Santos competed at the 2016 Summer Olympics and the 2020 Summer Olympics. She was born on 12 January 1994.
Yoanna Gouchtchina
Early life and education
Yoanna graduated in May 1999 with a BBA degree in International Management and Marketing with Scholastic Achievement Honours cum laude. In 2000, she started her graduate studies at the Monterey Institute of International Studies in Monterey, California. In 2003 she graduated with an MA in Commercial Diplomacy and certificates in Nonproliferation Studies and Conflict resolution.
Condorcet method
Finding the winner
Pairwise counts are often displayed in a pairwise comparison matrix or outranking matrix such as those below. In these matrices, each row represents each candidate as a 'runner', while each column represents each candidate as an 'opponent'. The cells at the intersection of rows and columns each show the result of a particular pairwise comparison. Cells comparing a candidate to themselves are left blank.
Yoanna Gouchtchina
Career
In 2012, she founded ZeeRabbit in Moscow. In August 2014 Yoanna moved the company from Russia to Berlin, Germany. She moved in with her 6-year-old daughter. The move was attributed to the annexation of Crimea, Ukraine by Russia and the deteriorating political environment in Russia.
Condorcet method
Finding the winner
Suppose that in the imaginary election there are two other voters. Their preferences are (D, A, C, B) and (A, C, B, D). Added to the first voter, these ballots would give the following sum matrix: When the sum matrix is found, the contest between each pair of candidates is considered. The number of votes for runner over opponent (runner,opponent) is compared with the number of votes for opponent over runner (opponent,runner) to find the Condorcet winner. In the sum matrix above, A is the Condorcet winner because A beats every other candidate. When there is no Condorcet winner, many Condorcet completion methods, such as Ranked Pairs and the Schulze method, use the information contained in the sum matrix to choose a winner.
Yoanna Gouchtchina
Career
In 2018, Yoanna launched a skin technology company called KOZHYA. The company focused on laying the grounds for personalized skin treatments at home. Under her leadership, KOZHYA secured 3 million euros in European Union grants to build out a personalized connected skin wellness experience at home. In 2022, Yoanna won the Skincare CEO of the Year in Germany.
Condorcet method
Finding the winner
Cells marked '—' in the matrices above have a numerical value of '0', but a dash is used since candidates are never preferred to themselves. The first matrix, that represents a single ballot, is inversely symmetric: (runner,opponent) is ¬(opponent,runner). Or (runner,opponent) + (opponent,runner) = 1. The sum matrix has this property: (runner,opponent) + (opponent,runner) = N for N voters, if all runners were fully ranked by each voter.
Hyde Park, Utah
Hyde Park is a city in Cache County, Utah, United States.
Condorcet method
Example: Voting on the location of Tennessee's capital
Imagine that Tennessee is having an election on the location of its capital. The population of Tennessee is concentrated around its four major cities, which are spread throughout the state. For this example, suppose that the entire electorate lives in these four cities and that everyone wants to live as near to the capital as possible.
The candidates for the capital are:
The preferences of the voters would be divided like this: