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Please consider supporting The Cutting Room Floor on Patreon. Thanks for all your support! Rayman Fiesta Run From The Cutting Room Floor Jump to: navigation, search Rayman Fiesta Run Developer : Ubisoft Casablanca Publisher : Ubisoft Platforms : iOS , Android Released in US : October 23, 2013 This game has unused graphics. This game has unused sounds. This game has revisional differences. Rayman Fiesta Run is the second Rayman game in the mobile Rayman Run series, following 2011's Rayman Jungle Run . The game uses assets and music from Rayman Origins and Rayman Legends , but uses a unique endless-running mechanic and smaller levels. Unfortunately, it also saw a proliferation of in-app purchases compared to the previous game (but they're benign compared to other mobile games). Contents 1 Unused Graphics 2 Oddities 2.1 Origins

Morbihan dipartimento francese Localizzazione Stato   Francia Regione Bretagna Amministrazione Capoluogo Vannes Presidente del Consiglio dipartimentale François Goulard (UMP) Data di istituzione 4 marzo 1790 Territorio Coordinate del capoluogo 47°39′21.24″N 2°45′37.08″W  /  47.6559°N 2.7603°W 47.6559; -2.7603  ( Morbihan ) Coordinate: 47°39′21.24″N 2°45′37.08″W  /  47.6559°N 2.7603°W 47.6559; -2.7603  ( Morbihan ) Superficie 6 823 km² Abitanti 744 813 (2015) Densità 109,16 ab./km² Arrondissement 3 Cantoni 21 Comuni 253 Altre informazioni Fuso orario UTC+1 ISO 3166-2 FR-56 Codice INSEE 56 Nome abitanti Morbihannais Cartografia Sito istituzionale Modifica dati su Wikidata  · Manuale Il Morbihan. Il Morbihan [mɔʁbiɑ̃] ( in bretone: Mor-Bihan [ˈmoːʁ ˈbi(h)ãn] ) è un dipartimento francese della regione della Bretagna. Il nome del dipartimento deriva dal bretone: Morbihan

1 $begingroup$ Find a projective change of coordinates that takes the projective completion of the circumference C: $x^2 + y^2 = 1$ to the projective completion of the parabola P: $y^2=2px$ , $p geq 0$ (i.e. $x^2 + y^2 = z^2$ to $y^2=2pxz$ ) conic-sections coordinate-systems projective-geometry share | cite | improve this question asked Jan 7 at 18:53 M. Navarro M. Navarro 67 8 $endgroup$