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Wrongful execution

Execution of a convict who is actually innocent False execution redirects here. For the situation where a person falsely believes they will be executed, see Mock execution. Wrongful execution is a miscarriage of justice occurring when an innocent person is put to death by capital punishment. Cases of wrongful execution are cited as an argument by opponents of capital punishment, while proponents say that the argument of innocence concerns the credibility of the justice system as a whole and ...

Xhelal Zogu

Xhelal ZoguPrincipe di AlbaniaIn carica1º settembre 1928 –26 febbraio 1944 Nome completoXhelal Zogolli (alla nascita) principe Xhelal Bey Zogu (dopo il 1929) TrattamentoSua Altezza Reale NascitaCastello di Burgajet, Lis, 14 maggio 1881 MorteIstanbul, 26 febbraio 1944 (62 anni) DinastiaZogu PadreXhemal Zogu MadreZenja Malika Hanem ConiugiRuhije DoshishtiIkbal PekkiniFaika MinxhalliuHyrijet Allaj FigliSaid ZoguMelek ZoguElvira ZoguSkënder ZoguMelite ZoguVera ZoguMirgin ZoguG...

Acétylcholine

Pour les articles homonymes, voir ACh. Acétylcholine Acétylcholine Identification Nom UICPA 2-acétoxyéthyl-triméthylammonium Synonymes ACh No CAS 51-84-3 No ECHA 100.000.118 No CE 200-128-9 Code ATC S01EB09 DrugBank DB03128 PubChem 187 No E E1001(i) SMILES CC(=O)OCC[N+](C)(C)C PubChem, vue 3D InChI InChI : vue 3D InChI=1/C7H16NO2/c1-7(9)10-6-5-8(2,3)4/h5-6H2,1-4H3/q+1 Propriétés chimiques Formule C7H16NO2 [Isomères] Masse molaire[1] 146,207 4 ±&...

Persekutuan Prancis-Rusia

Jembatan pelengkung Pont Alexandre III di kota Paris dan Jembatan Trinity di kota St Petersburg tetap menjadi dua lambang atas bersekutunya Prancis dan Rusia. Aliansi Prancis-Rusia terbentuk karena sebuah perjanjian pada tahun 1891 sampai 1893 yang terus berlangsung hingga tahun 1917. Penyebab adanya kebijakan luar negeri umum dan kepentingan militer strategis bersama dari Prancis dan Rusia ini berawal dari menguatnya zaman kekaisaran Jerman, diciptakannya Aliansi Tiga pada tahun 1882 dan mem...

Dharmaguptaka

Biksu Asia Tengah sedang mengajar seorang biksu Tiongkok. Gua Bezeklik, abad ke-9—ke-10; meskipun Albert von Le Coq (1913) mengasumsikan biksu bermata biru, berambut merah adalah seorang Tokharia,[1] ilmu pengetahuan modern telah mengidentifikasi sosok mirip Kaukasoid di kuil gua yang sama (Nomor 9) sebagai etnis Sogdiana,[2] bagian dari etnis bangsa Iran Timur yang mendiami Turfan sebagai sebuah komunitas etnis minoritas pada masa Tiongkok Tang (abad ke-7—ke-8) dan kekuas...

Football Club Sangiuseppese 2006-2007

Questa voce o sezione sull'argomento stagioni delle società calcistiche italiane non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Questa voce sull'argomento stagioni delle società calcistiche italiane è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggeri...

Cristiano III Maurizio di Sassonia-Merseburg

Cristiano III Maurizio di Sassonia-Merseburg (Merseburg, 7 novembre 1680 – Merseburg, 14 novembre 1694) fu duca di Sassonia-Merseburg nel 1694. Indice 1 Biografia 2 Ascendenza 3 Note 4 Voci correlate Biografia Era il primogenito del duca Cristiano II di Sassonia-Merseburg e di Erdmute Dorotea di Sassonia-Zeitz. Suo padre morì il 20 ottobre 1694 lasciandolo duca di Sassonia-Mersenburg all'età di tredici anni[1]. Venne nominato suo reggente Federico Augusto di Sassonia ma molto infl...

Tourism in Italy

Overview of tourism in Italy The Colosseum in Rome, one of the most popular tourist attractions in the world The city of Venice, ranked many times as the most beautiful city in the world[1][2] The Santa Maria del Fiore cathedral in Florence by Filippo Brunelleschi, which has the largest brick dome in the world,[3][4] and is considered a masterpiece of world architecture The Sassi di Matera have been described by Fodor's as one of the most unique landscapes in E...

Limit barisan

Untuk pengertian limit secara umum dalam matematika, lihat Limit (matematika).Limit barisan keliling segibanyak segi-n beraturan yang melilit bagian luar lingkaran satuan sama dengan keliling lingkaran, yaitu 2 π r {\displaystyle 2\pi r} . Barisan keliling segibanyak beraturan yang menyinggung bagian dalam lingkaran pun menuju limit yang sama. n n sin(1/n) 1 0.841471 2 0.958851 ... 10 0.998334 ... 100 0.999983 Semakin bilangan bulat positif n {\displaystyle n} membesar tanpa batas...

История христианства в Центральной Азии

ХристианствоБиблия Ветхий Завет Новый Завет Евангелие Десять заповедей Нагорная проповедь Апокрифы Бог, Троица Бог Отец Иисус Христос Святой Дух История христианства Апостолы Хронология христианства Раннее христианство Гностическое христианство Вселенские соборы Н...

May 1915 Greek legislative election

Election May 1915 Greek legislative election ← 1912 13 June [O.S. 31 May] 1915 Dec 1915 → All 316 seats in the Hellenic Parliament159 seats needed for a majority First party Second party Leader Eleftherios Venizelos Dimitrios Gounaris Party Liberal Japanese Seats won 187 95 Third party Fourth party Leader Georgios Theotokis Dimitrios Rallis Party Theotokis supporters Rallis supporters Seats won 12 7 Prime Minis...

Sindangjaya, Kersana, Brebes

SindangjayaDesaNegara IndonesiaProvinsiJawa TengahKabupatenBrebesKecamatanKersanaKode pos52264Kode Kemendagri33.29.11.2012 Luas196,525km2Jumlah penduduk3.855Kepadatan- Sindangjaya adalah desa di kecamatan Kersana, Brebes, Jawa Tengah, Indonesia. Batas Wilayah Desa Sindangjaya Utara Desa Pende Timur Kali Bentiris Selatan Desa Karangbandung Barat Kali Kebuyutan Jarak Desa Ke Pusat Pemerintahan JARAK KE PUSAT PEMERINTAHAN NO PEMERINTAHAN JARAK 1 Pemerintahan Kecamatan 3 km 2 Pemerintah...

Algerians of the Pacific

Algerians deported after the 1871–1872 Mokrani Revolt You can help expand this article with text translated from the corresponding article in French. Click [show] for important translation instructions. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedia. Consider adding ...

Murrough O'Brien, 1st Earl of Thomond

Murrough O'BrienMurrough surrenders the crown of Thomond to King Henry VIII at Greenwich upon the Thames July 1543.King of ThomondReign1540-1543PredecessorConor O'BrienSuccessorMonarchy abolishedEarl of ThomondReign1 July 1543 – 7 November 1551SuccessorDonough O'BrienBaron of InchiquinReign1 July 1543 – 7 November 1551SuccessorDermod O'BrienBornBefore 1486Died7 November 1551SpouseEleanor FitzGeraldIssueTurlogh O'Brien (died 1542)Dermod O'BrienTeige Mac Murrough ...

Resolusi 709 Dewan Keamanan Perserikatan Bangsa-Bangsa

Resolusi 709Dewan Keamanan PBBLokasi EstoniaTanggal12 September 1991Sidang no.3.007KodeS/RES/709 (Dokumen)TopikPenambahan anggota baru PBB: EstoniaHasilDiadopsiKomposisi Dewan KeamananAnggota tetap Tiongkok Prancis Britania Raya Amerika Serikat Uni SovietAnggota tidak tetap Austria Belgia Pantai Gading Kuba Ekuador India Rumania Yaman Zaire Zimbabwe Resolusi Dewan Keamanan Perserikatan Bangsa-Bangsa 709, diad...

Hamlin, West Virginia

Town in West Virginia, United StatesHamlin, West VirginiaTownWalnut Street (West Virginia Route 3) in Hamlin in 2007Location of Hamlin in Lincoln County, West Virginia.HamlinShow map of West VirginiaHamlinShow map of the United StatesCoordinates: 38°16′44″N 82°6′25″W / 38.27889°N 82.10694°W / 38.27889; -82.10694Country United StatesState West VirginiaCountyLincolnArea[1] • Total0.60 sq mi (1.56 km2) •...

Taux de conversion

Ne doit pas être confondu avec taux de conversion (marketing). Le taux de conversion représente la fraction d'un réactif qui réagit lors d'une réaction chimique. Mathématiquement, le taux de conversion X pour un réactif i s'exprime pour un système fermé selon la formule suivante : X i = n i , o − n i , t n i , o {\displaystyle X_{i}={\frac {n_{\rm {i,o}}-n_{\rm {i,t}}}{n_{\rm {i,o}}}}} , où n est la quantité de matière (moles). Les indices o et t représentent respect...

Methyldichlorophosphine

Methyldichlorophosphine Names Preferred IUPAC name Methylphosphonous dichloride Other names Methyl phosphonous dichloride, Dichloromethylphosphine, SW[1] Identifiers CAS Number 676-83-5 3D model (JSmol) Interactive image ChemSpider 55138 ECHA InfoCard 100.010.575 EC Number 211-631-8 PubChem CID 61194 UN number 2845 CompTox Dashboard (EPA) DTXSID1060978 InChI InChI=1S/CH3Cl2P/c1-4(2)3/h1H3Key: CDPKWOKGVUHZFR-UHFFFAOYSA-N SMILES CP(Cl)Cl Properties Chemical formula CH3Cl2P Molar m...

تصنيف الكاف لـ5 سنوات

طالع أيضًا: دوري أبطال إفريقيا وكأس الكونفيدرالية الإفريقية تصنيف الاتحاد الأفريقي لكرة القدم لـ5 سنوات يستخدم لتحديد عدد الأندية التي يحق لكل اتحاد عضو لدى الكاف اشراكها في المسابقات القارية.[1][2][3] الأصول قبل عام 2004 ، نظم الكاف ثلاث بطولات للأندية. دوري أبطال ...

工場

「鉄工所」はこの項目へ転送されています。新潟鉄工所の通称については「新潟鐵工所」をご覧ください。金属工場の例食品工場の例大規模な工場の例（JFEスチール東日本製鉄所・千葉地区）工場（こうじょう、こうば、英:factory）は、製造業で、実際の製品を生産・製造したり、既成製品の機械関係の点検、整備、保守等のメンテナンスを行ったりする施設をいう�...