Sony Mavica

Mavica (Magnetic Video Camera) war Sonys Bezeichnung für eine Fotokameraserie, die Bilder erstmals auf einem austauschbaren Datenträger anstelle eines Kleinbildfilms festhielt.<ref>http://www.mi-fo.de/forum/index.php?showforum=134 Foren-Hinweisbox zu Anleitungen zu den meisten Mavica-Modellen</ref>

Übersicht

Entgegen der weitverbreiteten Meinung, die Mavica sei die erste Digitalkamera, arbeitete die Fotokamera nicht mit digitaler Fototechnik. Vielmehr generierte der CCD-Sensor ein analoges Videostandbild, das auf einer Diskette aufgezeichnet wurde. Es handelte sich demnach um die erste Kamera mit elektronischer Aufzeichnung. Tatsächlich handelte es sich bei der ursprünglichen Mavica ebenso wie bei der ProMavica MVC-5000 und MVC-7000 sogar um Spiegelreflexkameras mit Wechselobjektiven. Für die ProMavica-Serie gab es Adapter zum Anschluss von Nikon- und Canon-Objektiven.<ref>„The Mavica was a single lens reflex with interchangeable lenses. The original Mavica was provided with three bayonet-mounted lenses: a 25mm f/2, a 50mm f/1.4, and 16-65mm f/1.4 zoom.“ Sonys Vorstellung der MAVICA am 21. August 1981 – Artikel in digicamhistory inklusive einer Schnittzeichnung, die die Kamerainterna zeigt</ref><ref>Brooke Clarkes PSC-6. Webseite, die die ProMavica MVC-5000 und eine Reihe kompatibler Objektive zeigt: 400 mm, 60–300 mm Zoom, Nachtsichtobjektiv, „Wide Lens 5mm 1:1.8 Sony“ (MCL-05H), „Zoom Lens 9.5 – 123.5mm 1:1.8 Made by Canon“ (MCL-913T)</ref> Zumindest die ProMavica MVC-7000 unterstützte auch Bajonettadapter für Nikon- und Canon-Objektive.<ref>Ein Sony-Werbeflyer für die ProMavica MVC-7000 zeigt Kamerafunktionen und erwähnt Zubehörteile inklusive Sony-Bajonett-Objektiven: „wide lens“ (MCL-06T), „zoom lens“ (MCL-903T), „zoom lens“ (MCL-806H), „wide lens“ (MCL-05H) und „zoom lens“ (MCL-710H) sowie zwei Objektivadapter für Nikon (MCL-200N) und Canon (MCL-300C)</ref><ref>Forenbeitrag zeigt ein Foto der ProMavica MVL-7000 SLR mit MCL-200N-Objektivadapter</ref>

Entwicklung

Datei:Sony Mavica 1981 prototype CP+ 2011 (filter crop soerfm).jpg

Prototyp der analogen Mavica aus dem Jahr 1981

Erste Serie mit analoger Aufzeichnung (1987–1992)

Das erste Modell wurde 1981<ref>Geschichte der Digitalfotografie – Immer schärfer – S. 3 – 1981 – Die erste Viedeostandbildkamera Süddeutsche Zeitung vom 24. November 2008.</ref><ref>Vorlage:Str replace</ref> für 1983 angekündigt, jedoch nie vermarktet. Es dauerte noch bis 1987, bevor Sony die erste Still-Video-Kamera (MVC-A7AF)<ref name="digitalkameramuseum_mvca7af" /> auf den Markt brachte. Sie war bei Einführung in den USA für 650 US-Dollar erhältlich,<ref name="CNNm1">{{#if:20120513222013

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  }}, CNN-Money vom 25. Juni 2009.</ref> was umgerechnet in die heutige Kaufkraft einem Preis von ca. {{#ifexist:Vorlage:Inflation/US/startyear|

{{#iferror:

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147. ifexpr:((1921 > 1987) and (1921 <= 2026))|* 0.8932 }}{{
148. ifexpr:((1922 > 1987) and (1922 <= 2026))|* 0.9369 }}{{
149. ifexpr:((1923 > 1987) and (1923 <= 2026))|* 1.0179 }}{{
150. ifexpr:((1924 > 1987) and (1924 <= 2026))|* 1.0018 }}{{
151. ifexpr:((1925 > 1987) and (1925 <= 2026))|* 1.0251 }}{{
152. ifexpr:((1926 > 1987) and (1926 <= 2026))|* 1.0097 }}{{
153. ifexpr:((1927 > 1987) and (1927 <= 2026))|* 0.9814 }}{{
154. ifexpr:((1928 > 1987) and (1928 <= 2026))|* 0.9862 }}{{
155. ifexpr:((1929 > 1987) and (1929 <= 2026))|* 1.0000 }}{{
156. ifexpr:((1930 > 1987) and (1930 <= 2026))|* 0.9749 }}{{
157. ifexpr:((1931 > 1987) and (1931 <= 2026))|* 0.9120 }}{{
158. ifexpr:((1932 > 1987) and (1932 <= 2026))|* 0.8969 }}{{
159. ifexpr:((1933 > 1987) and (1933 <= 2026))|* 0.9488 }}{{
160. ifexpr:((1934 > 1987) and (1934 <= 2026))|* 1.0332 }}{{
161. ifexpr:((1935 > 1987) and (1935 <= 2026))|* 1.0254 }}{{
162. ifexpr:((1936 > 1987) and (1936 <= 2026))|* 1.0095 }}{{
163. ifexpr:((1937 > 1987) and (1937 <= 2026))|* 1.0361 }}{{
164. ifexpr:((1938 > 1987) and (1938 <= 2026))|* 0.9812 }}{{
165. ifexpr:((1939 > 1987) and (1939 <= 2026))|* 0.9858 }}{{
166. ifexpr:((1940 > 1987) and (1940 <= 2026))|* 1.0101 }}{{
167. ifexpr:((1941 > 1987) and (1941 <= 2026))|* 1.0499 }}{{
168. ifexpr:((1942 > 1987) and (1942 <= 2026))|* 1.1066 }}{{
169. ifexpr:((1943 > 1987) and (1943 <= 2026))|* 1.0613 }}{{
170. ifexpr:((1944 > 1987) and (1944 <= 2026))|* 1.0173 }}{{
171. ifexpr:((1945 > 1987) and (1945 <= 2026))|* 1.0227 }}{{
172. ifexpr:((1946 > 1987) and (1946 <= 2026))|* 1.0856 }}{{
173. ifexpr:((1947 > 1987) and (1947 <= 2026))|* 1.1433 }}{{
174. ifexpr:((1948 > 1987) and (1948 <= 2026))|* 1.0779 }}{{
175. ifexpr:((1949 > 1987) and (1949 <= 2026))|* 0.9904 }}{{
176. ifexpr:((1950 > 1987) and (1950 <= 2026))|* 1.0096 }}{{
177. ifexpr:((1951 > 1987) and (1951 <= 2026))|* 1.0789 }}{{
178. ifexpr:((1952 > 1987) and (1952 <= 2026))|* 1.0219 }}{{
179. ifexpr:((1953 > 1987) and (1953 <= 2026))|* 1.0075 }}{{
180. ifexpr:((1954 > 1987) and (1954 <= 2026))|* 1.0049 }}{{
181. ifexpr:((1955 > 1987) and (1955 <= 2026))|* 0.9963 }}{{
182. ifexpr:((1956 > 1987) and (1956 <= 2026))|* 1.0149 }}{{
183. ifexpr:((1957 > 1987) and (1957 <= 2026))|* 1.0357 }}{{
184. ifexpr:((1958 > 1987) and (1958 <= 2026))|* 1.0274 }}{{
185. ifexpr:((1959 > 1987) and (1959 <= 2026))|* 1.0083 }}{{
186. ifexpr:((1960 > 1987) and (1960 <= 2026))|* 1.0158 }}{{
187. ifexpr:((1961 > 1987) and (1961 <= 2026))|* 1.0101 }}{{
188. ifexpr:((1962 > 1987) and (1962 <= 2026))|* 1.0114 }}{{
189. ifexpr:((1963 > 1987) and (1963 <= 2026))|* 1.0119 }}{{
190. ifexpr:((1964 > 1987) and (1964 <= 2026))|* 1.0134 }}{{
191. ifexpr:((1965 > 1987) and (1965 <= 2026))|* 1.0171 }}{{
192. ifexpr:((1966 > 1987) and (1966 <= 2026))|* 1.0285 }}{{
193. ifexpr:((1967 > 1987) and (1967 <= 2026))|* 1.0290 }}{{
194. ifexpr:((1968 > 1987) and (1968 <= 2026))|* 1.0419 }}{{
195. ifexpr:((1969 > 1987) and (1969 <= 2026))|* 1.0537 }}{{
196. ifexpr:((1970 > 1987) and (1970 <= 2026))|* 1.0592 }}{{
197. ifexpr:((1971 > 1987) and (1971 <= 2026))|* 1.0430 }}{{
198. ifexpr:((1972 > 1987) and (1972 <= 2026))|* 1.0331 }}{{
199. ifexpr:((1973 > 1987) and (1973 <= 2026))|* 1.0621 }}{{
200. ifexpr:((1974 > 1987) and (1974 <= 2026))|* 1.1098 }}{{
201. ifexpr:((1975 > 1987) and (1975 <= 2026))|* 1.0914 }}{{
202. ifexpr:((1976 > 1987) and (1976 <= 2026))|* 1.0576 }}{{
203. ifexpr:((1977 > 1987) and (1977 <= 2026))|* 1.0645 }}{{
204. ifexpr:((1978 > 1987) and (1978 <= 2026))|* 1.0761 }}{{
205. ifexpr:((1979 > 1987) and (1979 <= 2026))|* 1.1127 }}{{
206. ifexpr:((1980 > 1987) and (1980 <= 2026))|* 1.1352 }}{{
207. ifexpr:((1981 > 1987) and (1981 <= 2026))|* 1.1038 }}{{
208. ifexpr:((1982 > 1987) and (1982 <= 2026))|* 1.0613 }}{{
209. ifexpr:((1983 > 1987) and (1983 <= 2026))|* 1.0321 }}{{
210. ifexpr:((1984 > 1987) and (1984 <= 2026))|* 1.0432 }}{{
211. ifexpr:((1985 > 1987) and (1985 <= 2026))|* 1.0356 }}{{
212. ifexpr:((1986 > 1987) and (1986 <= 2026))|* 1.0186 }}{{
213. ifexpr:((1987 > 1987) and (1987 <= 2026))|* 1.0365 }}{{
214. ifexpr:((1988 > 1987) and (1988 <= 2026))|* 1.0414 }}{{
215. ifexpr:((1989 > 1987) and (1989 <= 2026))|* 1.0482 }}{{
216. ifexpr:((1990 > 1987) and (1990 <= 2026))|* 1.0540 }}{{
217. ifexpr:((1991 > 1987) and (1991 <= 2026))|* 1.0421 }}{{
218. ifexpr:((1992 > 1987) and (1992 <= 2026))|* 1.0301 }}{{
219. ifexpr:((1993 > 1987) and (1993 <= 2026))|* 1.0299 }}{{
220. ifexpr:((1994 > 1987) and (1994 <= 2026))|* 1.0256 }}{{
221. ifexpr:((1995 > 1987) and (1995 <= 2026))|* 1.0283 }}{{
222. ifexpr:((1996 > 1987) and (1996 <= 2026))|* 1.0295 }}{{
223. ifexpr:((1997 > 1987) and (1997 <= 2026))|* 1.0229 }}{{
224. ifexpr:((1998 > 1987) and (1998 <= 2026))|* 1.0156 }}{{
225. ifexpr:((1999 > 1987) and (1999 <= 2026))|* 1.0221 }}{{
226. ifexpr:((2000 > 1987) and (2000 <= 2026))|* 1.0336 }}{{
227. ifexpr:((2001 > 1987) and (2001 <= 2026))|* 1.0285 }}{{
228. ifexpr:((2002 > 1987) and (2002 <= 2026))|* 1.0158 }}{{
229. ifexpr:((2003 > 1987) and (2003 <= 2026))|* 1.0228 }}{{
230. ifexpr:((2004 > 1987) and (2004 <= 2026))|* 1.0266 }}{{
231. ifexpr:((2005 > 1987) and (2005 <= 2026))|* 1.0339 }}{{
232. ifexpr:((2006 > 1987) and (2006 <= 2026))|* 1.0323 }}{{
233. ifexpr:((2007 > 1987) and (2007 <= 2026))|* 1.0285 }}{{
234. ifexpr:((2008 > 1987) and (2008 <= 2026))|* 1.0384 }}{{
235. ifexpr:((2009 > 1987) and (2009 <= 2026))|* 0.9965 }}{{
236. ifexpr:((2010 > 1987) and (2010 <= 2026))|* 1.0164 }}{{
237. ifexpr:((2011 > 1987) and (2011 <= 2026))|* 1.0316 }}{{
238. ifexpr:((2012 > 1987) and (2012 <= 2026))|* 1.0207 }}{{
239. ifexpr:((2013 > 1987) and (2013 <= 2026))|* 1.0147 }}{{
240. ifexpr:((2014 > 1987) and (2014 <= 2026))|* 1.0162 }}{{
241. ifexpr:((2015 > 1987) and (2015 <= 2026))|* 1.0012 }}{{
242. ifexpr:((2016 > 1987) and (2016 <= 2026))|* 1.0126 }}{{
243. ifexpr:((2017 > 1987) and (2017 <= 2026))|* 1.0213 }}{{
244. ifexpr:((2018 > 1987) and (2018 <= 2026))|* 1.0244 }}{{
245. ifexpr:((2019 > 1987) and (2019 <= 2026))|* 1.0181 }}{{
246. ifexpr:((2020 > 1987) and (2020 <= 2026))|* 1.0123 }}{{
247. ifexpr:((2021 > 1987) and (2021 <= 2026))|* 1.0470 }}{{
248. ifexpr:((2022 > 1987) and (2022 <= 2026))|* 1.0800 }}{{
249. ifexpr:((2023 > 1987) and (2023 <= 2026))|* 1.0411 }}{{
250. ifexpr:((2024 > 1987) and (2024 <= 2026))|* 1.0295 }}) round -1}}{{#ifeq:-1|2|{{#ifeq:{{#invoke:Str|len|{{#invoke:Expr|modulo |1={{#expr: (650{{
251. ifexpr:((1775 > 1987) and (1775 <= 2026))|* 0.9476 }}{{
252. ifexpr:((1776 > 1987) and (1776 <= 2026))|* 1.1417 }}{{
253. ifexpr:((1777 > 1987) and (1777 <= 2026))|* 1.2187 }}{{
254. ifexpr:((1778 > 1987) and (1778 <= 2026))|* 1.2978 }}{{
255. ifexpr:((1779 > 1987) and (1779 <= 2026))|* 0.8849 }}{{
256. ifexpr:((1780 > 1987) and (1780 <= 2026))|* 1.1225 }}{{
257. ifexpr:((1781 > 1987) and (1781 <= 2026))|* 0.8066 }}{{
258. ifexpr:((1782 > 1987) and (1782 <= 2026))|* 1.0970 }}{{
259. ifexpr:((1783 > 1987) and (1783 <= 2026))|* 0.8767 }}{{
260. ifexpr:((1784 > 1987) and (1784 <= 2026))|* 0.9612 }}{{
261. ifexpr:((1785 > 1987) and (1785 <= 2026))|* 0.9516 }}{{
262. ifexpr:((1786 > 1987) and (1786 <= 2026))|* 0.9745 }}{{
263. ifexpr:((1787 > 1987) and (1787 <= 2026))|* 0.9815 }}{{
264. ifexpr:((1788 > 1987) and (1788 <= 2026))|* 0.9557 }}{{
265. ifexpr:((1789 > 1987) and (1789 <= 2026))|* 0.9907 }}{{
266. ifexpr:((1790 > 1987) and (1790 <= 2026))|* 1.0375 }}{{
267. ifexpr:((1791 > 1987) and (1791 <= 2026))|* 1.0271 }}{{
268. ifexpr:((1792 > 1987) and (1792 <= 2026))|* 1.0187 }}{{
269. ifexpr:((1793 > 1987) and (1793 <= 2026))|* 1.0345 }}{{
270. ifexpr:((1794 > 1987) and (1794 <= 2026))|* 1.1095 }}{{
271. ifexpr:((1795 > 1987) and (1795 <= 2026))|* 1.1438 }}{{
272. ifexpr:((1796 > 1987) and (1796 <= 2026))|* 1.0526 }}{{
273. ifexpr:((1797 > 1987) and (1797 <= 2026))|* 0.9625 }}{{
274. ifexpr:((1798 > 1987) and (1798 <= 2026))|* 0.9667 }}{{
275. ifexpr:((1799 > 1987) and (1799 <= 2026))|* 1.0000 }}{{
276. ifexpr:((1800 > 1987) and (1800 <= 2026))|* 1.0210 }}{{
277. ifexpr:((1801 > 1987) and (1801 <= 2026))|* 1.0131 }}{{
278. ifexpr:((1802 > 1987) and (1802 <= 2026))|* 0.8427 }}{{
279. ifexpr:((1803 > 1987) and (1803 <= 2026))|* 1.0549 }}{{
280. ifexpr:((1804 > 1987) and (1804 <= 2026))|* 1.0438 }}{{
281. ifexpr:((1805 > 1987) and (1805 <= 2026))|* 0.9930 }}{{
282. ifexpr:((1806 > 1987) and (1806 <= 2026))|* 1.0423 }}{{
283. ifexpr:((1807 > 1987) and (1807 <= 2026))|* 0.9459 }}{{
284. ifexpr:((1808 > 1987) and (1808 <= 2026))|* 1.0866 }}{{
285. ifexpr:((1809 > 1987) and (1809 <= 2026))|* 0.9795 }}{{
286. ifexpr:((1810 > 1987) and (1810 <= 2026))|* 1.0000 }}{{
287. ifexpr:((1811 > 1987) and (1811 <= 2026))|* 1.0680 }}{{
288. ifexpr:((1812 > 1987) and (1812 <= 2026))|* 1.0126 }}{{
289. ifexpr:((1813 > 1987) and (1813 <= 2026))|* 1.2002 }}{{
290. ifexpr:((1814 > 1987) and (1814 <= 2026))|* 1.0989 }}{{
291. ifexpr:((1815 > 1987) and (1815 <= 2026))|* 0.8771 }}{{
292. ifexpr:((1816 > 1987) and (1816 <= 2026))|* 0.9135 }}{{
293. ifexpr:((1817 > 1987) and (1817 <= 2026))|* 0.9464 }}{{
294. ifexpr:((1818 > 1987) and (1818 <= 2026))|* 0.9566 }}{{
295. ifexpr:((1819 > 1987) and (1819 <= 2026))|* 1.0000 }}{{
296. ifexpr:((1820 > 1987) and (1820 <= 2026))|* 0.9213 }}{{
297. ifexpr:((1821 > 1987) and (1821 <= 2026))|* 0.9648 }}{{
298. ifexpr:((1822 > 1987) and (1822 <= 2026))|* 1.0365 }}{{
299. ifexpr:((1823 > 1987) and (1823 <= 2026))|* 0.8935 }}{{
300. ifexpr:((1824 > 1987) and (1824 <= 2026))|* 0.9212 }}{{
301. ifexpr:((1825 > 1987) and (1825 <= 2026))|* 1.0257 }}{{
302. ifexpr:((1826 > 1987) and (1826 <= 2026))|* 1.0000 }}{{
303. ifexpr:((1827 > 1987) and (1827 <= 2026))|* 1.0083 }}{{
304. ifexpr:((1828 > 1987) and (1828 <= 2026))|* 0.9504 }}{{
305. ifexpr:((1829 > 1987) and (1829 <= 2026))|* 0.9815 }}{{
306. ifexpr:((1830 > 1987) and (1830 <= 2026))|* 0.9911 }}{{
307. ifexpr:((1831 > 1987) and (1831 <= 2026))|* 0.9374 }}{{
308. ifexpr:((1832 > 1987) and (1832 <= 2026))|* 0.9905 }}{{
309. ifexpr:((1833 > 1987) and (1833 <= 2026))|* 0.9807 }}{{
310. ifexpr:((1834 > 1987) and (1834 <= 2026))|* 1.0197 }}{{
311. ifexpr:((1835 > 1987) and (1835 <= 2026))|* 1.0289 }}{{
312. ifexpr:((1836 > 1987) and (1836 <= 2026))|* 1.0562 }}{{
313. ifexpr:((1837 > 1987) and (1837 <= 2026))|* 1.0277 }}{{
314. ifexpr:((1838 > 1987) and (1838 <= 2026))|* 0.9730 }}{{
315. ifexpr:((1839 > 1987) and (1839 <= 2026))|* 1.0000 }}{{
316. ifexpr:((1840 > 1987) and (1840 <= 2026))|* 0.9290 }}{{
317. ifexpr:((1841 > 1987) and (1841 <= 2026))|* 1.0095 }}{{
318. ifexpr:((1842 > 1987) and (1842 <= 2026))|* 0.9338 }}{{
319. ifexpr:((1843 > 1987) and (1843 <= 2026))|* 0.9076 }}{{
320. ifexpr:((1844 > 1987) and (1844 <= 2026))|* 1.0112 }}{{
321. ifexpr:((1845 > 1987) and (1845 <= 2026))|* 1.0110 }}{{
322. ifexpr:((1846 > 1987) and (1846 <= 2026))|* 1.0109 }}{{
323. ifexpr:((1847 > 1987) and (1847 <= 2026))|* 1.0769 }}{{
324. ifexpr:((1848 > 1987) and (1848 <= 2026))|* 0.9586 }}{{
325. ifexpr:((1849 > 1987) and (1849 <= 2026))|* 0.9686 }}{{
326. ifexpr:((1850 > 1987) and (1850 <= 2026))|* 1.0216 }}{{
327. ifexpr:((1851 > 1987) and (1851 <= 2026))|* 0.9789 }}{{
328. ifexpr:((1852 > 1987) and (1852 <= 2026))|* 1.0108 }}{{
329. ifexpr:((1853 > 1987) and (1853 <= 2026))|* 1.0000 }}{{
330. ifexpr:((1854 > 1987) and (1854 <= 2026))|* 1.0868 }}{{
331. ifexpr:((1855 > 1987) and (1855 <= 2026))|* 1.0295 }}{{
332. ifexpr:((1856 > 1987) and (1856 <= 2026))|* 0.9809 }}{{
333. ifexpr:((1857 > 1987) and (1857 <= 2026))|* 1.0292 }}{{
334. ifexpr:((1858 > 1987) and (1858 <= 2026))|* 0.9433 }}{{
335. ifexpr:((1859 > 1987) and (1859 <= 2026))|* 1.0100 }}{{
336. ifexpr:((1860 > 1987) and (1860 <= 2026))|* 1.0000 }}{{
337. ifexpr:((1861 > 1987) and (1861 <= 2026))|* 1.0596 }}{{
338. ifexpr:((1862 > 1987) and (1862 <= 2026))|* 1.1417 }}{{
339. ifexpr:((1863 > 1987) and (1863 <= 2026))|* 1.2482 }}{{
340. ifexpr:((1864 > 1987) and (1864 <= 2026))|* 1.2514 }}{{
341. ifexpr:((1865 > 1987) and (1865 <= 2026))|* 1.0368 }}{{
342. ifexpr:((1866 > 1987) and (1866 <= 2026))|* 0.9747 }}{{
343. ifexpr:((1867 > 1987) and (1867 <= 2026))|* 0.9318 }}{{
344. ifexpr:((1868 > 1987) and (1868 <= 2026))|* 0.9609 }}{{
345. ifexpr:((1869 > 1987) and (1869 <= 2026))|* 0.9586 }}{{
346. ifexpr:((1870 > 1987) and (1870 <= 2026))|* 0.9576 }}{{
347. ifexpr:((1871 > 1987) and (1871 <= 2026))|* 0.9360 }}{{
348. ifexpr:((1872 > 1987) and (1872 <= 2026))|* 1.0000 }}{{
349. ifexpr:((1873 > 1987) and (1873 <= 2026))|* 0.9797 }}{{
350. ifexpr:((1874 > 1987) and (1874 <= 2026))|* 0.9517 }}{{
351. ifexpr:((1875 > 1987) and (1875 <= 2026))|* 0.9638 }}{{
352. ifexpr:((1876 > 1987) and (1876 <= 2026))|* 0.9765 }}{{
353. ifexpr:((1877 > 1987) and (1877 <= 2026))|* 0.9769 }}{{
354. ifexpr:((1878 > 1987) and (1878 <= 2026))|* 0.9527 }}{{
355. ifexpr:((1879 > 1987) and (1879 <= 2026))|* 1.0000 }}{{
356. ifexpr:((1880 > 1987) and (1880 <= 2026))|* 1.0248 }}{{
357. ifexpr:((1881 > 1987) and (1881 <= 2026))|* 1.0000 }}{{
358. ifexpr:((1882 > 1987) and (1882 <= 2026))|* 1.0000 }}{{
359. ifexpr:((1883 > 1987) and (1883 <= 2026))|* 0.9798 }}{{
360. ifexpr:((1884 > 1987) and (1884 <= 2026))|* 0.9794 }}{{
361. ifexpr:((1885 > 1987) and (1885 <= 2026))|* 0.9800 }}{{
362. ifexpr:((1886 > 1987) and (1886 <= 2026))|* 0.9785 }}{{
363. ifexpr:((1887 > 1987) and (1887 <= 2026))|* 1.0110 }}{{
364. ifexpr:((1888 > 1987) and (1888 <= 2026))|* 1.0000 }}{{
365. ifexpr:((1889 > 1987) and (1889 <= 2026))|* 0.9675 }}{{
366. ifexpr:((1890 > 1987) and (1890 <= 2026))|* 0.9888 }}{{
367. ifexpr:((1891 > 1987) and (1891 <= 2026))|* 1.0000 }}{{
368. ifexpr:((1892 > 1987) and (1892 <= 2026))|* 1.0000 }}{{
369. ifexpr:((1893 > 1987) and (1893 <= 2026))|* 0.9887 }}{{
370. ifexpr:((1894 > 1987) and (1894 <= 2026))|* 0.9564 }}{{
371. ifexpr:((1895 > 1987) and (1895 <= 2026))|* 0.9760 }}{{
372. ifexpr:((1896 > 1987) and (1896 <= 2026))|* 1.0000 }}{{
373. ifexpr:((1897 > 1987) and (1897 <= 2026))|* 0.9877 }}{{
374. ifexpr:((1898 > 1987) and (1898 <= 2026))|* 1.0000 }}{{
375. ifexpr:((1899 > 1987) and (1899 <= 2026))|* 1.0000 }}{{
376. ifexpr:((1900 > 1987) and (1900 <= 2026))|* 1.0124 }}{{
377. ifexpr:((1901 > 1987) and (1901 <= 2026))|* 1.0123 }}{{
378. ifexpr:((1902 > 1987) and (1902 <= 2026))|* 1.0121 }}{{
379. ifexpr:((1903 > 1987) and (1903 <= 2026))|* 1.0228 }}{{
380. ifexpr:((1904 > 1987) and (1904 <= 2026))|* 1.0117 }}{{
381. ifexpr:((1905 > 1987) and (1905 <= 2026))|* 0.9884 }}{{
382. ifexpr:((1906 > 1987) and (1906 <= 2026))|* 1.0223 }}{{
383. ifexpr:((1907 > 1987) and (1907 <= 2026))|* 1.0447 }}{{
384. ifexpr:((1908 > 1987) and (1908 <= 2026))|* 0.9791 }}{{
385. ifexpr:((1909 > 1987) and (1909 <= 2026))|* 0.9888 }}{{
386. ifexpr:((1910 > 1987) and (1910 <= 2026))|* 1.0442 }}{{
387. ifexpr:((1911 > 1987) and (1911 <= 2026))|* 1.0000 }}{{
388. ifexpr:((1912 > 1987) and (1912 <= 2026))|* 1.0206 }}{{
389. ifexpr:((1913 > 1987) and (1913 <= 2026))|* 1.0213 }}{{
390. ifexpr:((1914 > 1987) and (1914 <= 2026))|* 1.0094 }}{{
391. ifexpr:((1915 > 1987) and (1915 <= 2026))|* 1.0052 }}{{
392. ifexpr:((1916 > 1987) and (1916 <= 2026))|* 1.0924 }}{{
393. ifexpr:((1917 > 1987) and (1917 <= 2026))|* 1.2049 }}{{
394. ifexpr:((1918 > 1987) and (1918 <= 2026))|* 1.1747 }}{{
395. ifexpr:((1919 > 1987) and (1919 <= 2026))|* 1.1487 }}{{
396. ifexpr:((1920 > 1987) and (1920 <= 2026))|* 1.1584 }}{{
397. ifexpr:((1921 > 1987) and (1921 <= 2026))|* 0.8932 }}{{
398. ifexpr:((1922 > 1987) and (1922 <= 2026))|* 0.9369 }}{{
399. ifexpr:((1923 > 1987) and (1923 <= 2026))|* 1.0179 }}{{
400. ifexpr:((1924 > 1987) and (1924 <= 2026))|* 1.0018 }}{{
401. ifexpr:((1925 > 1987) and (1925 <= 2026))|* 1.0251 }}{{
402. ifexpr:((1926 > 1987) and (1926 <= 2026))|* 1.0097 }}{{
403. ifexpr:((1927 > 1987) and (1927 <= 2026))|* 0.9814 }}{{
404. ifexpr:((1928 > 1987) and (1928 <= 2026))|* 0.9862 }}{{
405. ifexpr:((1929 > 1987) and (1929 <= 2026))|* 1.0000 }}{{
406. ifexpr:((1930 > 1987) and (1930 <= 2026))|* 0.9749 }}{{
407. ifexpr:((1931 > 1987) and (1931 <= 2026))|* 0.9120 }}{{
408. ifexpr:((1932 > 1987) and (1932 <= 2026))|* 0.8969 }}{{
409. ifexpr:((1933 > 1987) and (1933 <= 2026))|* 0.9488 }}{{
410. ifexpr:((1934 > 1987) and (1934 <= 2026))|* 1.0332 }}{{
411. ifexpr:((1935 > 1987) and (1935 <= 2026))|* 1.0254 }}{{
412. ifexpr:((1936 > 1987) and (1936 <= 2026))|* 1.0095 }}{{
413. ifexpr:((1937 > 1987) and (1937 <= 2026))|* 1.0361 }}{{
414. ifexpr:((1938 > 1987) and (1938 <= 2026))|* 0.9812 }}{{
415. ifexpr:((1939 > 1987) and (1939 <= 2026))|* 0.9858 }}{{
416. ifexpr:((1940 > 1987) and (1940 <= 2026))|* 1.0101 }}{{
417. ifexpr:((1941 > 1987) and (1941 <= 2026))|* 1.0499 }}{{
418. ifexpr:((1942 > 1987) and (1942 <= 2026))|* 1.1066 }}{{
419. ifexpr:((1943 > 1987) and (1943 <= 2026))|* 1.0613 }}{{
420. ifexpr:((1944 > 1987) and (1944 <= 2026))|* 1.0173 }}{{
421. ifexpr:((1945 > 1987) and (1945 <= 2026))|* 1.0227 }}{{
422. ifexpr:((1946 > 1987) and (1946 <= 2026))|* 1.0856 }}{{
423. ifexpr:((1947 > 1987) and (1947 <= 2026))|* 1.1433 }}{{
424. ifexpr:((1948 > 1987) and (1948 <= 2026))|* 1.0779 }}{{
425. ifexpr:((1949 > 1987) and (1949 <= 2026))|* 0.9904 }}{{
426. ifexpr:((1950 > 1987) and (1950 <= 2026))|* 1.0096 }}{{
427. ifexpr:((1951 > 1987) and (1951 <= 2026))|* 1.0789 }}{{
428. ifexpr:((1952 > 1987) and (1952 <= 2026))|* 1.0219 }}{{
429. ifexpr:((1953 > 1987) and (1953 <= 2026))|* 1.0075 }}{{
430. ifexpr:((1954 > 1987) and (1954 <= 2026))|* 1.0049 }}{{
431. ifexpr:((1955 > 1987) and (1955 <= 2026))|* 0.9963 }}{{
432. ifexpr:((1956 > 1987) and (1956 <= 2026))|* 1.0149 }}{{
433. ifexpr:((1957 > 1987) and (1957 <= 2026))|* 1.0357 }}{{
434. ifexpr:((1958 > 1987) and (1958 <= 2026))|* 1.0274 }}{{
435. ifexpr:((1959 > 1987) and (1959 <= 2026))|* 1.0083 }}{{
436. ifexpr:((1960 > 1987) and (1960 <= 2026))|* 1.0158 }}{{
437. ifexpr:((1961 > 1987) and (1961 <= 2026))|* 1.0101 }}{{
438. ifexpr:((1962 > 1987) and (1962 <= 2026))|* 1.0114 }}{{
439. ifexpr:((1963 > 1987) and (1963 <= 2026))|* 1.0119 }}{{
440. ifexpr:((1964 > 1987) and (1964 <= 2026))|* 1.0134 }}{{
441. ifexpr:((1965 > 1987) and (1965 <= 2026))|* 1.0171 }}{{
442. ifexpr:((1966 > 1987) and (1966 <= 2026))|* 1.0285 }}{{
443. ifexpr:((1967 > 1987) and (1967 <= 2026))|* 1.0290 }}{{
444. ifexpr:((1968 > 1987) and (1968 <= 2026))|* 1.0419 }}{{
445. ifexpr:((1969 > 1987) and (1969 <= 2026))|* 1.0537 }}{{
446. ifexpr:((1970 > 1987) and (1970 <= 2026))|* 1.0592 }}{{
447. ifexpr:((1971 > 1987) and (1971 <= 2026))|* 1.0430 }}{{
448. ifexpr:((1972 > 1987) and (1972 <= 2026))|* 1.0331 }}{{
449. ifexpr:((1973 > 1987) and (1973 <= 2026))|* 1.0621 }}{{
450. ifexpr:((1974 > 1987) and (1974 <= 2026))|* 1.1098 }}{{
451. ifexpr:((1975 > 1987) and (1975 <= 2026))|* 1.0914 }}{{
452. ifexpr:((1976 > 1987) and (1976 <= 2026))|* 1.0576 }}{{
453. ifexpr:((1977 > 1987) and (1977 <= 2026))|* 1.0645 }}{{
454. ifexpr:((1978 > 1987) and (1978 <= 2026))|* 1.0761 }}{{
455. ifexpr:((1979 > 1987) and (1979 <= 2026))|* 1.1127 }}{{
456. ifexpr:((1980 > 1987) and (1980 <= 2026))|* 1.1352 }}{{
457. ifexpr:((1981 > 1987) and (1981 <= 2026))|* 1.1038 }}{{
458. ifexpr:((1982 > 1987) and (1982 <= 2026))|* 1.0613 }}{{
459. ifexpr:((1983 > 1987) and (1983 <= 2026))|* 1.0321 }}{{
460. ifexpr:((1984 > 1987) and (1984 <= 2026))|* 1.0432 }}{{
461. ifexpr:((1985 > 1987) and (1985 <= 2026))|* 1.0356 }}{{
462. ifexpr:((1986 > 1987) and (1986 <= 2026))|* 1.0186 }}{{
463. ifexpr:((1987 > 1987) and (1987 <= 2026))|* 1.0365 }}{{
464. ifexpr:((1988 > 1987) and (1988 <= 2026))|* 1.0414 }}{{
465. ifexpr:((1989 > 1987) and (1989 <= 2026))|* 1.0482 }}{{
466. ifexpr:((1990 > 1987) and (1990 <= 2026))|* 1.0540 }}{{
467. ifexpr:((1991 > 1987) and (1991 <= 2026))|* 1.0421 }}{{
468. ifexpr:((1992 > 1987) and (1992 <= 2026))|* 1.0301 }}{{
469. ifexpr:((1993 > 1987) and (1993 <= 2026))|* 1.0299 }}{{
470. ifexpr:((1994 > 1987) and (1994 <= 2026))|* 1.0256 }}{{
471. ifexpr:((1995 > 1987) and (1995 <= 2026))|* 1.0283 }}{{
472. ifexpr:((1996 > 1987) and (1996 <= 2026))|* 1.0295 }}{{
473. ifexpr:((1997 > 1987) and (1997 <= 2026))|* 1.0229 }}{{
474. ifexpr:((1998 > 1987) and (1998 <= 2026))|* 1.0156 }}{{
475. ifexpr:((1999 > 1987) and (1999 <= 2026))|* 1.0221 }}{{
476. ifexpr:((2000 > 1987) and (2000 <= 2026))|* 1.0336 }}{{
477. ifexpr:((2001 > 1987) and (2001 <= 2026))|* 1.0285 }}{{
478. ifexpr:((2002 > 1987) and (2002 <= 2026))|* 1.0158 }}{{
479. ifexpr:((2003 > 1987) and (2003 <= 2026))|* 1.0228 }}{{
480. ifexpr:((2004 > 1987) and (2004 <= 2026))|* 1.0266 }}{{
481. ifexpr:((2005 > 1987) and (2005 <= 2026))|* 1.0339 }}{{
482. ifexpr:((2006 > 1987) and (2006 <= 2026))|* 1.0323 }}{{
483. ifexpr:((2007 > 1987) and (2007 <= 2026))|* 1.0285 }}{{
484. ifexpr:((2008 > 1987) and (2008 <= 2026))|* 1.0384 }}{{
485. ifexpr:((2009 > 1987) and (2009 <= 2026))|* 0.9965 }}{{
486. ifexpr:((2010 > 1987) and (2010 <= 2026))|* 1.0164 }}{{
487. ifexpr:((2011 > 1987) and (2011 <= 2026))|* 1.0316 }}{{
488. ifexpr:((2012 > 1987) and (2012 <= 2026))|* 1.0207 }}{{
489. ifexpr:((2013 > 1987) and (2013 <= 2026))|* 1.0147 }}{{
490. ifexpr:((2014 > 1987) and (2014 <= 2026))|* 1.0162 }}{{
491. ifexpr:((2015 > 1987) and (2015 <= 2026))|* 1.0012 }}{{
492. ifexpr:((2016 > 1987) and (2016 <= 2026))|* 1.0126 }}{{
493. ifexpr:((2017 > 1987) and (2017 <= 2026))|* 1.0213 }}{{
494. ifexpr:((2018 > 1987) and (2018 <= 2026))|* 1.0244 }}{{
495. ifexpr:((2019 > 1987) and (2019 <= 2026))|* 1.0181 }}{{
496. ifexpr:((2020 > 1987) and (2020 <= 2026))|* 1.0123 }}{{
497. ifexpr:((2021 > 1987) and (2021 <= 2026))|* 1.0470 }}{{
498. ifexpr:((2022 > 1987) and (2022 <= 2026))|* 1.0800 }}{{
499. ifexpr:((2023 > 1987) and (2023 <= 2026))|* 1.0411 }}{{
500. ifexpr:((2024 > 1987) and (2024 <= 2026))|* 1.0295 }}) round 2}} |2=1 |parse=}}}}|3|0}}}}

       | 
     }}
   }}|
   {{#ifeq:1.987|{{{4}}}
       |650
       |{{#ifexpr:
         (1.987 >= 1.774) and
         (1.987 <= 2.026) and
         (2.026 <= 2.026)
         | {{#expr: (650{{

1. ifexpr:((1.775 > 1.987) and (1.775 <= 2.026))|* 0,9476 }}{{
2. ifexpr:((1.776 > 1.987) and (1.776 <= 2.026))|* 1,1417 }}{{
3. ifexpr:((1.777 > 1.987) and (1.777 <= 2.026))|* 1,2187 }}{{
4. ifexpr:((1.778 > 1.987) and (1.778 <= 2.026))|* 1,2978 }}{{
5. ifexpr:((1.779 > 1.987) and (1.779 <= 2.026))|* 0,8849 }}{{
6. ifexpr:((1.780 > 1.987) and (1.780 <= 2.026))|* 1,1225 }}{{
7. ifexpr:((1.781 > 1.987) and (1.781 <= 2.026))|* 0,8066 }}{{
8. ifexpr:((1.782 > 1.987) and (1.782 <= 2.026))|* 1,0970 }}{{
9. ifexpr:((1.783 > 1.987) and (1.783 <= 2.026))|* 0,8767 }}{{
10. ifexpr:((1.784 > 1.987) and (1.784 <= 2.026))|* 0,9612 }}{{
11. ifexpr:((1.785 > 1.987) and (1.785 <= 2.026))|* 0,9516 }}{{
12. ifexpr:((1.786 > 1.987) and (1.786 <= 2.026))|* 0,9745 }}{{
13. ifexpr:((1.787 > 1.987) and (1.787 <= 2.026))|* 0,9815 }}{{
14. ifexpr:((1.788 > 1.987) and (1.788 <= 2.026))|* 0,9557 }}{{
15. ifexpr:((1.789 > 1.987) and (1.789 <= 2.026))|* 0,9907 }}{{
16. ifexpr:((1.790 > 1.987) and (1.790 <= 2.026))|* 1,0375 }}{{
17. ifexpr:((1.791 > 1.987) and (1.791 <= 2.026))|* 1,0271 }}{{
18. ifexpr:((1.792 > 1.987) and (1.792 <= 2.026))|* 1,0187 }}{{
19. ifexpr:((1.793 > 1.987) and (1.793 <= 2.026))|* 1,0345 }}{{
20. ifexpr:((1.794 > 1.987) and (1.794 <= 2.026))|* 1,1095 }}{{
21. ifexpr:((1.795 > 1.987) and (1.795 <= 2.026))|* 1,1438 }}{{
22. ifexpr:((1.796 > 1.987) and (1.796 <= 2.026))|* 1,0526 }}{{
23. ifexpr:((1.797 > 1.987) and (1.797 <= 2.026))|* 0,9625 }}{{
24. ifexpr:((1.798 > 1.987) and (1.798 <= 2.026))|* 0,9667 }}{{
25. ifexpr:((1.799 > 1.987) and (1.799 <= 2.026))|* 1,0000 }}{{
26. ifexpr:((1.800 > 1.987) and (1.800 <= 2.026))|* 1,0210 }}{{
27. ifexpr:((1.801 > 1.987) and (1.801 <= 2.026))|* 1,0131 }}{{
28. ifexpr:((1.802 > 1.987) and (1.802 <= 2.026))|* 0,8427 }}{{
29. ifexpr:((1.803 > 1.987) and (1.803 <= 2.026))|* 1,0549 }}{{
30. ifexpr:((1.804 > 1.987) and (1.804 <= 2.026))|* 1,0438 }}{{
31. ifexpr:((1.805 > 1.987) and (1.805 <= 2.026))|* 0,9930 }}{{
32. ifexpr:((1.806 > 1.987) and (1.806 <= 2.026))|* 1,0423 }}{{
33. ifexpr:((1.807 > 1.987) and (1.807 <= 2.026))|* 0,9459 }}{{
34. ifexpr:((1.808 > 1.987) and (1.808 <= 2.026))|* 1,0866 }}{{
35. ifexpr:((1.809 > 1.987) and (1.809 <= 2.026))|* 0,9795 }}{{
36. ifexpr:((1.810 > 1.987) and (1.810 <= 2.026))|* 1,0000 }}{{
37. ifexpr:((1.811 > 1.987) and (1.811 <= 2.026))|* 1,0680 }}{{
38. ifexpr:((1.812 > 1.987) and (1.812 <= 2.026))|* 1,0126 }}{{
39. ifexpr:((1.813 > 1.987) and (1.813 <= 2.026))|* 1,2002 }}{{
40. ifexpr:((1.814 > 1.987) and (1.814 <= 2.026))|* 1,0989 }}{{
41. ifexpr:((1.815 > 1.987) and (1.815 <= 2.026))|* 0,8771 }}{{
42. ifexpr:((1.816 > 1.987) and (1.816 <= 2.026))|* 0,9135 }}{{
43. ifexpr:((1.817 > 1.987) and (1.817 <= 2.026))|* 0,9464 }}{{
44. ifexpr:((1.818 > 1.987) and (1.818 <= 2.026))|* 0,9566 }}{{
45. ifexpr:((1.819 > 1.987) and (1.819 <= 2.026))|* 1,0000 }}{{
46. ifexpr:((1.820 > 1.987) and (1.820 <= 2.026))|* 0,9213 }}{{
47. ifexpr:((1.821 > 1.987) and (1.821 <= 2.026))|* 0,9648 }}{{
48. ifexpr:((1.822 > 1.987) and (1.822 <= 2.026))|* 1,0365 }}{{
49. ifexpr:((1.823 > 1.987) and (1.823 <= 2.026))|* 0,8935 }}{{
50. ifexpr:((1.824 > 1.987) and (1.824 <= 2.026))|* 0,9212 }}{{
51. ifexpr:((1.825 > 1.987) and (1.825 <= 2.026))|* 1,0257 }}{{
52. ifexpr:((1.826 > 1.987) and (1.826 <= 2.026))|* 1,0000 }}{{
53. ifexpr:((1.827 > 1.987) and (1.827 <= 2.026))|* 1,0083 }}{{
54. ifexpr:((1.828 > 1.987) and (1.828 <= 2.026))|* 0,9504 }}{{
55. ifexpr:((1.829 > 1.987) and (1.829 <= 2.026))|* 0,9815 }}{{
56. ifexpr:((1.830 > 1.987) and (1.830 <= 2.026))|* 0,9911 }}{{
57. ifexpr:((1.831 > 1.987) and (1.831 <= 2.026))|* 0,9374 }}{{
58. ifexpr:((1.832 > 1.987) and (1.832 <= 2.026))|* 0,9905 }}{{
59. ifexpr:((1.833 > 1.987) and (1.833 <= 2.026))|* 0,9807 }}{{
60. ifexpr:((1.834 > 1.987) and (1.834 <= 2.026))|* 1,0197 }}{{
61. ifexpr:((1.835 > 1.987) and (1.835 <= 2.026))|* 1,0289 }}{{
62. ifexpr:((1.836 > 1.987) and (1.836 <= 2.026))|* 1,0562 }}{{
63. ifexpr:((1.837 > 1.987) and (1.837 <= 2.026))|* 1,0277 }}{{
64. ifexpr:((1.838 > 1.987) and (1.838 <= 2.026))|* 0,9730 }}{{
65. ifexpr:((1.839 > 1.987) and (1.839 <= 2.026))|* 1,0000 }}{{
66. ifexpr:((1.840 > 1.987) and (1.840 <= 2.026))|* 0,9290 }}{{
67. ifexpr:((1.841 > 1.987) and (1.841 <= 2.026))|* 1,0095 }}{{
68. ifexpr:((1.842 > 1.987) and (1.842 <= 2.026))|* 0,9338 }}{{
69. ifexpr:((1.843 > 1.987) and (1.843 <= 2.026))|* 0,9076 }}{{
70. ifexpr:((1.844 > 1.987) and (1.844 <= 2.026))|* 1,0112 }}{{
71. ifexpr:((1.845 > 1.987) and (1.845 <= 2.026))|* 1,0110 }}{{
72. ifexpr:((1.846 > 1.987) and (1.846 <= 2.026))|* 1,0109 }}{{
73. ifexpr:((1.847 > 1.987) and (1.847 <= 2.026))|* 1,0769 }}{{
74. ifexpr:((1.848 > 1.987) and (1.848 <= 2.026))|* 0,9586 }}{{
75. ifexpr:((1.849 > 1.987) and (1.849 <= 2.026))|* 0,9686 }}{{
76. ifexpr:((1.850 > 1.987) and (1.850 <= 2.026))|* 1,0216 }}{{
77. ifexpr:((1.851 > 1.987) and (1.851 <= 2.026))|* 0,9789 }}{{
78. ifexpr:((1.852 > 1.987) and (1.852 <= 2.026))|* 1,0108 }}{{
79. ifexpr:((1.853 > 1.987) and (1.853 <= 2.026))|* 1,0000 }}{{
80. ifexpr:((1.854 > 1.987) and (1.854 <= 2.026))|* 1,0868 }}{{
81. ifexpr:((1.855 > 1.987) and (1.855 <= 2.026))|* 1,0295 }}{{
82. ifexpr:((1.856 > 1.987) and (1.856 <= 2.026))|* 0,9809 }}{{
83. ifexpr:((1.857 > 1.987) and (1.857 <= 2.026))|* 1,0292 }}{{
84. ifexpr:((1.858 > 1.987) and (1.858 <= 2.026))|* 0,9433 }}{{
85. ifexpr:((1.859 > 1.987) and (1.859 <= 2.026))|* 1,0100 }}{{
86. ifexpr:((1.860 > 1.987) and (1.860 <= 2.026))|* 1,0000 }}{{
87. ifexpr:((1.861 > 1.987) and (1.861 <= 2.026))|* 1,0596 }}{{
88. ifexpr:((1.862 > 1.987) and (1.862 <= 2.026))|* 1,1417 }}{{
89. ifexpr:((1.863 > 1.987) and (1.863 <= 2.026))|* 1,2482 }}{{
90. ifexpr:((1.864 > 1.987) and (1.864 <= 2.026))|* 1,2514 }}{{
91. ifexpr:((1.865 > 1.987) and (1.865 <= 2.026))|* 1,0368 }}{{
92. ifexpr:((1.866 > 1.987) and (1.866 <= 2.026))|* 0,9747 }}{{
93. ifexpr:((1.867 > 1.987) and (1.867 <= 2.026))|* 0,9318 }}{{
94. ifexpr:((1.868 > 1.987) and (1.868 <= 2.026))|* 0,9609 }}{{
95. ifexpr:((1.869 > 1.987) and (1.869 <= 2.026))|* 0,9586 }}{{
96. ifexpr:((1.870 > 1.987) and (1.870 <= 2.026))|* 0,9576 }}{{
97. ifexpr:((1.871 > 1.987) and (1.871 <= 2.026))|* 0,9360 }}{{
98. ifexpr:((1.872 > 1.987) and (1.872 <= 2.026))|* 1,0000 }}{{
99. ifexpr:((1.873 > 1.987) and (1.873 <= 2.026))|* 0,9797 }}{{
100. ifexpr:((1.874 > 1.987) and (1.874 <= 2.026))|* 0,9517 }}{{
101. ifexpr:((1.875 > 1.987) and (1.875 <= 2.026))|* 0,9638 }}{{
102. ifexpr:((1.876 > 1.987) and (1.876 <= 2.026))|* 0,9765 }}{{
103. ifexpr:((1.877 > 1.987) and (1.877 <= 2.026))|* 0,9769 }}{{
104. ifexpr:((1.878 > 1.987) and (1.878 <= 2.026))|* 0,9527 }}{{
105. ifexpr:((1.879 > 1.987) and (1.879 <= 2.026))|* 1,0000 }}{{
106. ifexpr:((1.880 > 1.987) and (1.880 <= 2.026))|* 1,0248 }}{{
107. ifexpr:((1.881 > 1.987) and (1.881 <= 2.026))|* 1,0000 }}{{
108. ifexpr:((1.882 > 1.987) and (1.882 <= 2.026))|* 1,0000 }}{{
109. ifexpr:((1.883 > 1.987) and (1.883 <= 2.026))|* 0,9798 }}{{
110. ifexpr:((1.884 > 1.987) and (1.884 <= 2.026))|* 0,9794 }}{{
111. ifexpr:((1.885 > 1.987) and (1.885 <= 2.026))|* 0,9800 }}{{
112. ifexpr:((1.886 > 1.987) and (1.886 <= 2.026))|* 0,9785 }}{{
113. ifexpr:((1.887 > 1.987) and (1.887 <= 2.026))|* 1,0110 }}{{
114. ifexpr:((1.888 > 1.987) and (1.888 <= 2.026))|* 1,0000 }}{{
115. ifexpr:((1.889 > 1.987) and (1.889 <= 2.026))|* 0,9675 }}{{
116. ifexpr:((1.890 > 1.987) and (1.890 <= 2.026))|* 0,9888 }}{{
117. ifexpr:((1.891 > 1.987) and (1.891 <= 2.026))|* 1,0000 }}{{
118. ifexpr:((1.892 > 1.987) and (1.892 <= 2.026))|* 1,0000 }}{{
119. ifexpr:((1.893 > 1.987) and (1.893 <= 2.026))|* 0,9887 }}{{
120. ifexpr:((1.894 > 1.987) and (1.894 <= 2.026))|* 0,9564 }}{{
121. ifexpr:((1.895 > 1.987) and (1.895 <= 2.026))|* 0,9760 }}{{
122. ifexpr:((1.896 > 1.987) and (1.896 <= 2.026))|* 1,0000 }}{{
123. ifexpr:((1.897 > 1.987) and (1.897 <= 2.026))|* 0,9877 }}{{
124. ifexpr:((1.898 > 1.987) and (1.898 <= 2.026))|* 1,0000 }}{{
125. ifexpr:((1.899 > 1.987) and (1.899 <= 2.026))|* 1,0000 }}{{
126. ifexpr:((1.900 > 1.987) and (1.900 <= 2.026))|* 1,0124 }}{{
127. ifexpr:((1.901 > 1.987) and (1.901 <= 2.026))|* 1,0123 }}{{
128. ifexpr:((1.902 > 1.987) and (1.902 <= 2.026))|* 1,0121 }}{{
129. ifexpr:((1.903 > 1.987) and (1.903 <= 2.026))|* 1,0228 }}{{
130. ifexpr:((1.904 > 1.987) and (1.904 <= 2.026))|* 1,0117 }}{{
131. ifexpr:((1.905 > 1.987) and (1.905 <= 2.026))|* 0,9884 }}{{
132. ifexpr:((1.906 > 1.987) and (1.906 <= 2.026))|* 1,0223 }}{{
133. ifexpr:((1.907 > 1.987) and (1.907 <= 2.026))|* 1,0447 }}{{
134. ifexpr:((1.908 > 1.987) and (1.908 <= 2.026))|* 0,9791 }}{{
135. ifexpr:((1.909 > 1.987) and (1.909 <= 2.026))|* 0,9888 }}{{
136. ifexpr:((1.910 > 1.987) and (1.910 <= 2.026))|* 1,0442 }}{{
137. ifexpr:((1.911 > 1.987) and (1.911 <= 2.026))|* 1,0000 }}{{
138. ifexpr:((1.912 > 1.987) and (1.912 <= 2.026))|* 1,0206 }}{{
139. ifexpr:((1.913 > 1.987) and (1.913 <= 2.026))|* 1,0213 }}{{
140. ifexpr:((1.914 > 1.987) and (1.914 <= 2.026))|* 1,0094 }}{{
141. ifexpr:((1.915 > 1.987) and (1.915 <= 2.026))|* 1,0052 }}{{
142. ifexpr:((1.916 > 1.987) and (1.916 <= 2.026))|* 1,0924 }}{{
143. ifexpr:((1.917 > 1.987) and (1.917 <= 2.026))|* 1,2049 }}{{
144. ifexpr:((1.918 > 1.987) and (1.918 <= 2.026))|* 1,1747 }}{{
145. ifexpr:((1.919 > 1.987) and (1.919 <= 2.026))|* 1,1487 }}{{
146. ifexpr:((1.920 > 1.987) and (1.920 <= 2.026))|* 1,1584 }}{{
147. ifexpr:((1.921 > 1.987) and (1.921 <= 2.026))|* 0,8932 }}{{
148. ifexpr:((1.922 > 1.987) and (1.922 <= 2.026))|* 0,9369 }}{{
149. ifexpr:((1.923 > 1.987) and (1.923 <= 2.026))|* 1,0179 }}{{
150. ifexpr:((1.924 > 1.987) and (1.924 <= 2.026))|* 1,0018 }}{{
151. ifexpr:((1.925 > 1.987) and (1.925 <= 2.026))|* 1,0251 }}{{
152. ifexpr:((1.926 > 1.987) and (1.926 <= 2.026))|* 1,0097 }}{{
153. ifexpr:((1.927 > 1.987) and (1.927 <= 2.026))|* 0,9814 }}{{
154. ifexpr:((1.928 > 1.987) and (1.928 <= 2.026))|* 0,9862 }}{{
155. ifexpr:((1.929 > 1.987) and (1.929 <= 2.026))|* 1,0000 }}{{
156. ifexpr:((1.930 > 1.987) and (1.930 <= 2.026))|* 0,9749 }}{{
157. ifexpr:((1.931 > 1.987) and (1.931 <= 2.026))|* 0,9120 }}{{
158. ifexpr:((1.932 > 1.987) and (1.932 <= 2.026))|* 0,8969 }}{{
159. ifexpr:((1.933 > 1.987) and (1.933 <= 2.026))|* 0,9488 }}{{
160. ifexpr:((1.934 > 1.987) and (1.934 <= 2.026))|* 1,0332 }}{{
161. ifexpr:((1.935 > 1.987) and (1.935 <= 2.026))|* 1,0254 }}{{
162. ifexpr:((1.936 > 1.987) and (1.936 <= 2.026))|* 1,0095 }}{{
163. ifexpr:((1.937 > 1.987) and (1.937 <= 2.026))|* 1,0361 }}{{
164. ifexpr:((1.938 > 1.987) and (1.938 <= 2.026))|* 0,9812 }}{{
165. ifexpr:((1.939 > 1.987) and (1.939 <= 2.026))|* 0,9858 }}{{
166. ifexpr:((1.940 > 1.987) and (1.940 <= 2.026))|* 1,0101 }}{{
167. ifexpr:((1.941 > 1.987) and (1.941 <= 2.026))|* 1,0499 }}{{
168. ifexpr:((1.942 > 1.987) and (1.942 <= 2.026))|* 1,1066 }}{{
169. ifexpr:((1.943 > 1.987) and (1.943 <= 2.026))|* 1,0613 }}{{
170. ifexpr:((1.944 > 1.987) and (1.944 <= 2.026))|* 1,0173 }}{{
171. ifexpr:((1.945 > 1.987) and (1.945 <= 2.026))|* 1,0227 }}{{
172. ifexpr:((1.946 > 1.987) and (1.946 <= 2.026))|* 1,0856 }}{{
173. ifexpr:((1.947 > 1.987) and (1.947 <= 2.026))|* 1,1433 }}{{
174. ifexpr:((1.948 > 1.987) and (1.948 <= 2.026))|* 1,0779 }}{{
175. ifexpr:((1.949 > 1.987) and (1.949 <= 2.026))|* 0,9904 }}{{
176. ifexpr:((1.950 > 1.987) and (1.950 <= 2.026))|* 1,0096 }}{{
177. ifexpr:((1.951 > 1.987) and (1.951 <= 2.026))|* 1,0789 }}{{
178. ifexpr:((1.952 > 1.987) and (1.952 <= 2.026))|* 1,0219 }}{{
179. ifexpr:((1.953 > 1.987) and (1.953 <= 2.026))|* 1,0075 }}{{
180. ifexpr:((1.954 > 1.987) and (1.954 <= 2.026))|* 1,0049 }}{{
181. ifexpr:((1.955 > 1.987) and (1.955 <= 2.026))|* 0,9963 }}{{
182. ifexpr:((1.956 > 1.987) and (1.956 <= 2.026))|* 1,0149 }}{{
183. ifexpr:((1.957 > 1.987) and (1.957 <= 2.026))|* 1,0357 }}{{
184. ifexpr:((1.958 > 1.987) and (1.958 <= 2.026))|* 1,0274 }}{{
185. ifexpr:((1.959 > 1.987) and (1.959 <= 2.026))|* 1,0083 }}{{
186. ifexpr:((1.960 > 1.987) and (1.960 <= 2.026))|* 1,0158 }}{{
187. ifexpr:((1.961 > 1.987) and (1.961 <= 2.026))|* 1,0101 }}{{
188. ifexpr:((1.962 > 1.987) and (1.962 <= 2.026))|* 1,0114 }}{{
189. ifexpr:((1.963 > 1.987) and (1.963 <= 2.026))|* 1,0119 }}{{
190. ifexpr:((1.964 > 1.987) and (1.964 <= 2.026))|* 1,0134 }}{{
191. ifexpr:((1.965 > 1.987) and (1.965 <= 2.026))|* 1,0171 }}{{
192. ifexpr:((1.966 > 1.987) and (1.966 <= 2.026))|* 1,0285 }}{{
193. ifexpr:((1.967 > 1.987) and (1.967 <= 2.026))|* 1,0290 }}{{
194. ifexpr:((1.968 > 1.987) and (1.968 <= 2.026))|* 1,0419 }}{{
195. ifexpr:((1.969 > 1.987) and (1.969 <= 2.026))|* 1,0537 }}{{
196. ifexpr:((1.970 > 1.987) and (1.970 <= 2.026))|* 1,0592 }}{{
197. ifexpr:((1.971 > 1.987) and (1.971 <= 2.026))|* 1,0430 }}{{
198. ifexpr:((1.972 > 1.987) and (1.972 <= 2.026))|* 1,0331 }}{{
199. ifexpr:((1.973 > 1.987) and (1.973 <= 2.026))|* 1,0621 }}{{
200. ifexpr:((1.974 > 1.987) and (1.974 <= 2.026))|* 1,1098 }}{{
201. ifexpr:((1.975 > 1.987) and (1.975 <= 2.026))|* 1,0914 }}{{
202. ifexpr:((1.976 > 1.987) and (1.976 <= 2.026))|* 1,0576 }}{{
203. ifexpr:((1.977 > 1.987) and (1.977 <= 2.026))|* 1,0645 }}{{
204. ifexpr:((1.978 > 1.987) and (1.978 <= 2.026))|* 1,0761 }}{{
205. ifexpr:((1.979 > 1.987) and (1.979 <= 2.026))|* 1,1127 }}{{
206. ifexpr:((1.980 > 1.987) and (1.980 <= 2.026))|* 1,1352 }}{{
207. ifexpr:((1.981 > 1.987) and (1.981 <= 2.026))|* 1,1038 }}{{
208. ifexpr:((1.982 > 1.987) and (1.982 <= 2.026))|* 1,0613 }}{{
209. ifexpr:((1.983 > 1.987) and (1.983 <= 2.026))|* 1,0321 }}{{
210. ifexpr:((1.984 > 1.987) and (1.984 <= 2.026))|* 1,0432 }}{{
211. ifexpr:((1.985 > 1.987) and (1.985 <= 2.026))|* 1,0356 }}{{
212. ifexpr:((1.986 > 1.987) and (1.986 <= 2.026))|* 1,0186 }}{{
213. ifexpr:((1.987 > 1.987) and (1.987 <= 2.026))|* 1,0365 }}{{
214. ifexpr:((1.988 > 1.987) and (1.988 <= 2.026))|* 1,0414 }}{{
215. ifexpr:((1.989 > 1.987) and (1.989 <= 2.026))|* 1,0482 }}{{
216. ifexpr:((1.990 > 1.987) and (1.990 <= 2.026))|* 1,0540 }}{{
217. ifexpr:((1.991 > 1.987) and (1.991 <= 2.026))|* 1,0421 }}{{
218. ifexpr:((1.992 > 1.987) and (1.992 <= 2.026))|* 1,0301 }}{{
219. ifexpr:((1.993 > 1.987) and (1.993 <= 2.026))|* 1,0299 }}{{
220. ifexpr:((1.994 > 1.987) and (1.994 <= 2.026))|* 1,0256 }}{{
221. ifexpr:((1.995 > 1.987) and (1.995 <= 2.026))|* 1,0283 }}{{
222. ifexpr:((1.996 > 1.987) and (1.996 <= 2.026))|* 1,0295 }}{{
223. ifexpr:((1.997 > 1.987) and (1.997 <= 2.026))|* 1,0229 }}{{
224. ifexpr:((1.998 > 1.987) and (1.998 <= 2.026))|* 1,0156 }}{{
225. ifexpr:((1.999 > 1.987) and (1.999 <= 2.026))|* 1,0221 }}{{
226. ifexpr:((2.000 > 1.987) and (2.000 <= 2.026))|* 1,0336 }}{{
227. ifexpr:((2.001 > 1.987) and (2.001 <= 2.026))|* 1,0285 }}{{
228. ifexpr:((2.002 > 1.987) and (2.002 <= 2.026))|* 1,0158 }}{{
229. ifexpr:((2.003 > 1.987) and (2.003 <= 2.026))|* 1,0228 }}{{
230. ifexpr:((2.004 > 1.987) and (2.004 <= 2.026))|* 1,0266 }}{{
231. ifexpr:((2.005 > 1.987) and (2.005 <= 2.026))|* 1,0339 }}{{
232. ifexpr:((2.006 > 1.987) and (2.006 <= 2.026))|* 1,0323 }}{{
233. ifexpr:((2.007 > 1.987) and (2.007 <= 2.026))|* 1,0285 }}{{
234. ifexpr:((2.008 > 1.987) and (2.008 <= 2.026))|* 1,0384 }}{{
235. ifexpr:((2.009 > 1.987) and (2.009 <= 2.026))|* 0,9965 }}{{
236. ifexpr:((2.010 > 1.987) and (2.010 <= 2.026))|* 1,0164 }}{{
237. ifexpr:((2.011 > 1.987) and (2.011 <= 2.026))|* 1,0316 }}{{
238. ifexpr:((2.012 > 1.987) and (2.012 <= 2.026))|* 1,0207 }}{{
239. ifexpr:((2.013 > 1.987) and (2.013 <= 2.026))|* 1,0147 }}{{
240. ifexpr:((2.014 > 1.987) and (2.014 <= 2.026))|* 1,0162 }}{{
241. ifexpr:((2.015 > 1.987) and (2.015 <= 2.026))|* 1,0012 }}{{
242. ifexpr:((2.016 > 1.987) and (2.016 <= 2.026))|* 1,0126 }}{{
243. ifexpr:((2.017 > 1.987) and (2.017 <= 2.026))|* 1,0213 }}{{
244. ifexpr:((2.018 > 1.987) and (2.018 <= 2.026))|* 1,0244 }}{{
245. ifexpr:((2.019 > 1.987) and (2.019 <= 2.026))|* 1,0181 }}{{
246. ifexpr:((2.020 > 1.987) and (2.020 <= 2.026))|* 1,0123 }}{{
247. ifexpr:((2.021 > 1.987) and (2.021 <= 2.026))|* 1,0470 }}{{
248. ifexpr:((2.022 > 1.987) and (2.022 <= 2.026))|* 1,0800 }}{{
249. ifexpr:((2.023 > 1.987) and (2.023 <= 2.026))|* 1,0411 }}{{
250. ifexpr:((2.024 > 1.987) and (2.024 <= 2.026))|* 1,0295 }}) round −1}}{{#ifeq:−1|2|{{#ifeq:{{#invoke:Str|len|{{#invoke:Expr|modulo |1={{#expr: (650{{
251. ifexpr:((1.775 > 1.987) and (1.775 <= 2.026))|* 0,9476 }}{{
252. ifexpr:((1.776 > 1.987) and (1.776 <= 2.026))|* 1,1417 }}{{
253. ifexpr:((1.777 > 1.987) and (1.777 <= 2.026))|* 1,2187 }}{{
254. ifexpr:((1.778 > 1.987) and (1.778 <= 2.026))|* 1,2978 }}{{
255. ifexpr:((1.779 > 1.987) and (1.779 <= 2.026))|* 0,8849 }}{{
256. ifexpr:((1.780 > 1.987) and (1.780 <= 2.026))|* 1,1225 }}{{
257. ifexpr:((1.781 > 1.987) and (1.781 <= 2.026))|* 0,8066 }}{{
258. ifexpr:((1.782 > 1.987) and (1.782 <= 2.026))|* 1,0970 }}{{
259. ifexpr:((1.783 > 1.987) and (1.783 <= 2.026))|* 0,8767 }}{{
260. ifexpr:((1.784 > 1.987) and (1.784 <= 2.026))|* 0,9612 }}{{
261. ifexpr:((1.785 > 1.987) and (1.785 <= 2.026))|* 0,9516 }}{{
262. ifexpr:((1.786 > 1.987) and (1.786 <= 2.026))|* 0,9745 }}{{
263. ifexpr:((1.787 > 1.987) and (1.787 <= 2.026))|* 0,9815 }}{{
264. ifexpr:((1.788 > 1.987) and (1.788 <= 2.026))|* 0,9557 }}{{
265. ifexpr:((1.789 > 1.987) and (1.789 <= 2.026))|* 0,9907 }}{{
266. ifexpr:((1.790 > 1.987) and (1.790 <= 2.026))|* 1,0375 }}{{
267. ifexpr:((1.791 > 1.987) and (1.791 <= 2.026))|* 1,0271 }}{{
268. ifexpr:((1.792 > 1.987) and (1.792 <= 2.026))|* 1,0187 }}{{
269. ifexpr:((1.793 > 1.987) and (1.793 <= 2.026))|* 1,0345 }}{{
270. ifexpr:((1.794 > 1.987) and (1.794 <= 2.026))|* 1,1095 }}{{
271. ifexpr:((1.795 > 1.987) and (1.795 <= 2.026))|* 1,1438 }}{{
272. ifexpr:((1.796 > 1.987) and (1.796 <= 2.026))|* 1,0526 }}{{
273. ifexpr:((1.797 > 1.987) and (1.797 <= 2.026))|* 0,9625 }}{{
274. ifexpr:((1.798 > 1.987) and (1.798 <= 2.026))|* 0,9667 }}{{
275. ifexpr:((1.799 > 1.987) and (1.799 <= 2.026))|* 1,0000 }}{{
276. ifexpr:((1.800 > 1.987) and (1.800 <= 2.026))|* 1,0210 }}{{
277. ifexpr:((1.801 > 1.987) and (1.801 <= 2.026))|* 1,0131 }}{{
278. ifexpr:((1.802 > 1.987) and (1.802 <= 2.026))|* 0,8427 }}{{
279. ifexpr:((1.803 > 1.987) and (1.803 <= 2.026))|* 1,0549 }}{{
280. ifexpr:((1.804 > 1.987) and (1.804 <= 2.026))|* 1,0438 }}{{
281. ifexpr:((1.805 > 1.987) and (1.805 <= 2.026))|* 0,9930 }}{{
282. ifexpr:((1.806 > 1.987) and (1.806 <= 2.026))|* 1,0423 }}{{
283. ifexpr:((1.807 > 1.987) and (1.807 <= 2.026))|* 0,9459 }}{{
284. ifexpr:((1.808 > 1.987) and (1.808 <= 2.026))|* 1,0866 }}{{
285. ifexpr:((1.809 > 1.987) and (1.809 <= 2.026))|* 0,9795 }}{{
286. ifexpr:((1.810 > 1.987) and (1.810 <= 2.026))|* 1,0000 }}{{
287. ifexpr:((1.811 > 1.987) and (1.811 <= 2.026))|* 1,0680 }}{{
288. ifexpr:((1.812 > 1.987) and (1.812 <= 2.026))|* 1,0126 }}{{
289. ifexpr:((1.813 > 1.987) and (1.813 <= 2.026))|* 1,2002 }}{{
290. ifexpr:((1.814 > 1.987) and (1.814 <= 2.026))|* 1,0989 }}{{
291. ifexpr:((1.815 > 1.987) and (1.815 <= 2.026))|* 0,8771 }}{{
292. ifexpr:((1.816 > 1.987) and (1.816 <= 2.026))|* 0,9135 }}{{
293. ifexpr:((1.817 > 1.987) and (1.817 <= 2.026))|* 0,9464 }}{{
294. ifexpr:((1.818 > 1.987) and (1.818 <= 2.026))|* 0,9566 }}{{
295. ifexpr:((1.819 > 1.987) and (1.819 <= 2.026))|* 1,0000 }}{{
296. ifexpr:((1.820 > 1.987) and (1.820 <= 2.026))|* 0,9213 }}{{
297. ifexpr:((1.821 > 1.987) and (1.821 <= 2.026))|* 0,9648 }}{{
298. ifexpr:((1.822 > 1.987) and (1.822 <= 2.026))|* 1,0365 }}{{
299. ifexpr:((1.823 > 1.987) and (1.823 <= 2.026))|* 0,8935 }}{{
300. ifexpr:((1.824 > 1.987) and (1.824 <= 2.026))|* 0,9212 }}{{
301. ifexpr:((1.825 > 1.987) and (1.825 <= 2.026))|* 1,0257 }}{{
302. ifexpr:((1.826 > 1.987) and (1.826 <= 2.026))|* 1,0000 }}{{
303. ifexpr:((1.827 > 1.987) and (1.827 <= 2.026))|* 1,0083 }}{{
304. ifexpr:((1.828 > 1.987) and (1.828 <= 2.026))|* 0,9504 }}{{
305. ifexpr:((1.829 > 1.987) and (1.829 <= 2.026))|* 0,9815 }}{{
306. ifexpr:((1.830 > 1.987) and (1.830 <= 2.026))|* 0,9911 }}{{
307. ifexpr:((1.831 > 1.987) and (1.831 <= 2.026))|* 0,9374 }}{{
308. ifexpr:((1.832 > 1.987) and (1.832 <= 2.026))|* 0,9905 }}{{
309. ifexpr:((1.833 > 1.987) and (1.833 <= 2.026))|* 0,9807 }}{{
310. ifexpr:((1.834 > 1.987) and (1.834 <= 2.026))|* 1,0197 }}{{
311. ifexpr:((1.835 > 1.987) and (1.835 <= 2.026))|* 1,0289 }}{{
312. ifexpr:((1.836 > 1.987) and (1.836 <= 2.026))|* 1,0562 }}{{
313. ifexpr:((1.837 > 1.987) and (1.837 <= 2.026))|* 1,0277 }}{{
314. ifexpr:((1.838 > 1.987) and (1.838 <= 2.026))|* 0,9730 }}{{
315. ifexpr:((1.839 > 1.987) and (1.839 <= 2.026))|* 1,0000 }}{{
316. ifexpr:((1.840 > 1.987) and (1.840 <= 2.026))|* 0,9290 }}{{
317. ifexpr:((1.841 > 1.987) and (1.841 <= 2.026))|* 1,0095 }}{{
318. ifexpr:((1.842 > 1.987) and (1.842 <= 2.026))|* 0,9338 }}{{
319. ifexpr:((1.843 > 1.987) and (1.843 <= 2.026))|* 0,9076 }}{{
320. ifexpr:((1.844 > 1.987) and (1.844 <= 2.026))|* 1,0112 }}{{
321. ifexpr:((1.845 > 1.987) and (1.845 <= 2.026))|* 1,0110 }}{{
322. ifexpr:((1.846 > 1.987) and (1.846 <= 2.026))|* 1,0109 }}{{
323. ifexpr:((1.847 > 1.987) and (1.847 <= 2.026))|* 1,0769 }}{{
324. ifexpr:((1.848 > 1.987) and (1.848 <= 2.026))|* 0,9586 }}{{
325. ifexpr:((1.849 > 1.987) and (1.849 <= 2.026))|* 0,9686 }}{{
326. ifexpr:((1.850 > 1.987) and (1.850 <= 2.026))|* 1,0216 }}{{
327. ifexpr:((1.851 > 1.987) and (1.851 <= 2.026))|* 0,9789 }}{{
328. ifexpr:((1.852 > 1.987) and (1.852 <= 2.026))|* 1,0108 }}{{
329. ifexpr:((1.853 > 1.987) and (1.853 <= 2.026))|* 1,0000 }}{{
330. ifexpr:((1.854 > 1.987) and (1.854 <= 2.026))|* 1,0868 }}{{
331. ifexpr:((1.855 > 1.987) and (1.855 <= 2.026))|* 1,0295 }}{{
332. ifexpr:((1.856 > 1.987) and (1.856 <= 2.026))|* 0,9809 }}{{
333. ifexpr:((1.857 > 1.987) and (1.857 <= 2.026))|* 1,0292 }}{{
334. ifexpr:((1.858 > 1.987) and (1.858 <= 2.026))|* 0,9433 }}{{
335. ifexpr:((1.859 > 1.987) and (1.859 <= 2.026))|* 1,0100 }}{{
336. ifexpr:((1.860 > 1.987) and (1.860 <= 2.026))|* 1,0000 }}{{
337. ifexpr:((1.861 > 1.987) and (1.861 <= 2.026))|* 1,0596 }}{{
338. ifexpr:((1.862 > 1.987) and (1.862 <= 2.026))|* 1,1417 }}{{
339. ifexpr:((1.863 > 1.987) and (1.863 <= 2.026))|* 1,2482 }}{{
340. ifexpr:((1.864 > 1.987) and (1.864 <= 2.026))|* 1,2514 }}{{
341. ifexpr:((1.865 > 1.987) and (1.865 <= 2.026))|* 1,0368 }}{{
342. ifexpr:((1.866 > 1.987) and (1.866 <= 2.026))|* 0,9747 }}{{
343. ifexpr:((1.867 > 1.987) and (1.867 <= 2.026))|* 0,9318 }}{{
344. ifexpr:((1.868 > 1.987) and (1.868 <= 2.026))|* 0,9609 }}{{
345. ifexpr:((1.869 > 1.987) and (1.869 <= 2.026))|* 0,9586 }}{{
346. ifexpr:((1.870 > 1.987) and (1.870 <= 2.026))|* 0,9576 }}{{
347. ifexpr:((1.871 > 1.987) and (1.871 <= 2.026))|* 0,9360 }}{{
348. ifexpr:((1.872 > 1.987) and (1.872 <= 2.026))|* 1,0000 }}{{
349. ifexpr:((1.873 > 1.987) and (1.873 <= 2.026))|* 0,9797 }}{{
350. ifexpr:((1.874 > 1.987) and (1.874 <= 2.026))|* 0,9517 }}{{
351. ifexpr:((1.875 > 1.987) and (1.875 <= 2.026))|* 0,9638 }}{{
352. ifexpr:((1.876 > 1.987) and (1.876 <= 2.026))|* 0,9765 }}{{
353. ifexpr:((1.877 > 1.987) and (1.877 <= 2.026))|* 0,9769 }}{{
354. ifexpr:((1.878 > 1.987) and (1.878 <= 2.026))|* 0,9527 }}{{
355. ifexpr:((1.879 > 1.987) and (1.879 <= 2.026))|* 1,0000 }}{{
356. ifexpr:((1.880 > 1.987) and (1.880 <= 2.026))|* 1,0248 }}{{
357. ifexpr:((1.881 > 1.987) and (1.881 <= 2.026))|* 1,0000 }}{{
358. ifexpr:((1.882 > 1.987) and (1.882 <= 2.026))|* 1,0000 }}{{
359. ifexpr:((1.883 > 1.987) and (1.883 <= 2.026))|* 0,9798 }}{{
360. ifexpr:((1.884 > 1.987) and (1.884 <= 2.026))|* 0,9794 }}{{
361. ifexpr:((1.885 > 1.987) and (1.885 <= 2.026))|* 0,9800 }}{{
362. ifexpr:((1.886 > 1.987) and (1.886 <= 2.026))|* 0,9785 }}{{
363. ifexpr:((1.887 > 1.987) and (1.887 <= 2.026))|* 1,0110 }}{{
364. ifexpr:((1.888 > 1.987) and (1.888 <= 2.026))|* 1,0000 }}{{
365. ifexpr:((1.889 > 1.987) and (1.889 <= 2.026))|* 0,9675 }}{{
366. ifexpr:((1.890 > 1.987) and (1.890 <= 2.026))|* 0,9888 }}{{
367. ifexpr:((1.891 > 1.987) and (1.891 <= 2.026))|* 1,0000 }}{{
368. ifexpr:((1.892 > 1.987) and (1.892 <= 2.026))|* 1,0000 }}{{
369. ifexpr:((1.893 > 1.987) and (1.893 <= 2.026))|* 0,9887 }}{{
370. ifexpr:((1.894 > 1.987) and (1.894 <= 2.026))|* 0,9564 }}{{
371. ifexpr:((1.895 > 1.987) and (1.895 <= 2.026))|* 0,9760 }}{{
372. ifexpr:((1.896 > 1.987) and (1.896 <= 2.026))|* 1,0000 }}{{
373. ifexpr:((1.897 > 1.987) and (1.897 <= 2.026))|* 0,9877 }}{{
374. ifexpr:((1.898 > 1.987) and (1.898 <= 2.026))|* 1,0000 }}{{
375. ifexpr:((1.899 > 1.987) and (1.899 <= 2.026))|* 1,0000 }}{{
376. ifexpr:((1.900 > 1.987) and (1.900 <= 2.026))|* 1,0124 }}{{
377. ifexpr:((1.901 > 1.987) and (1.901 <= 2.026))|* 1,0123 }}{{
378. ifexpr:((1.902 > 1.987) and (1.902 <= 2.026))|* 1,0121 }}{{
379. ifexpr:((1.903 > 1.987) and (1.903 <= 2.026))|* 1,0228 }}{{
380. ifexpr:((1.904 > 1.987) and (1.904 <= 2.026))|* 1,0117 }}{{
381. ifexpr:((1.905 > 1.987) and (1.905 <= 2.026))|* 0,9884 }}{{
382. ifexpr:((1.906 > 1.987) and (1.906 <= 2.026))|* 1,0223 }}{{
383. ifexpr:((1.907 > 1.987) and (1.907 <= 2.026))|* 1,0447 }}{{
384. ifexpr:((1.908 > 1.987) and (1.908 <= 2.026))|* 0,9791 }}{{
385. ifexpr:((1.909 > 1.987) and (1.909 <= 2.026))|* 0,9888 }}{{
386. ifexpr:((1.910 > 1.987) and (1.910 <= 2.026))|* 1,0442 }}{{
387. ifexpr:((1.911 > 1.987) and (1.911 <= 2.026))|* 1,0000 }}{{
388. ifexpr:((1.912 > 1.987) and (1.912 <= 2.026))|* 1,0206 }}{{
389. ifexpr:((1.913 > 1.987) and (1.913 <= 2.026))|* 1,0213 }}{{
390. ifexpr:((1.914 > 1.987) and (1.914 <= 2.026))|* 1,0094 }}{{
391. ifexpr:((1.915 > 1.987) and (1.915 <= 2.026))|* 1,0052 }}{{
392. ifexpr:((1.916 > 1.987) and (1.916 <= 2.026))|* 1,0924 }}{{
393. ifexpr:((1.917 > 1.987) and (1.917 <= 2.026))|* 1,2049 }}{{
394. ifexpr:((1.918 > 1.987) and (1.918 <= 2.026))|* 1,1747 }}{{
395. ifexpr:((1.919 > 1.987) and (1.919 <= 2.026))|* 1,1487 }}{{
396. ifexpr:((1.920 > 1.987) and (1.920 <= 2.026))|* 1,1584 }}{{
397. ifexpr:((1.921 > 1.987) and (1.921 <= 2.026))|* 0,8932 }}{{
398. ifexpr:((1.922 > 1.987) and (1.922 <= 2.026))|* 0,9369 }}{{
399. ifexpr:((1.923 > 1.987) and (1.923 <= 2.026))|* 1,0179 }}{{
400. ifexpr:((1.924 > 1.987) and (1.924 <= 2.026))|* 1,0018 }}{{
401. ifexpr:((1.925 > 1.987) and (1.925 <= 2.026))|* 1,0251 }}{{
402. ifexpr:((1.926 > 1.987) and (1.926 <= 2.026))|* 1,0097 }}{{
403. ifexpr:((1.927 > 1.987) and (1.927 <= 2.026))|* 0,9814 }}{{
404. ifexpr:((1.928 > 1.987) and (1.928 <= 2.026))|* 0,9862 }}{{
405. ifexpr:((1.929 > 1.987) and (1.929 <= 2.026))|* 1,0000 }}{{
406. ifexpr:((1.930 > 1.987) and (1.930 <= 2.026))|* 0,9749 }}{{
407. ifexpr:((1.931 > 1.987) and (1.931 <= 2.026))|* 0,9120 }}{{
408. ifexpr:((1.932 > 1.987) and (1.932 <= 2.026))|* 0,8969 }}{{
409. ifexpr:((1.933 > 1.987) and (1.933 <= 2.026))|* 0,9488 }}{{
410. ifexpr:((1.934 > 1.987) and (1.934 <= 2.026))|* 1,0332 }}{{
411. ifexpr:((1.935 > 1.987) and (1.935 <= 2.026))|* 1,0254 }}{{
412. ifexpr:((1.936 > 1.987) and (1.936 <= 2.026))|* 1,0095 }}{{
413. ifexpr:((1.937 > 1.987) and (1.937 <= 2.026))|* 1,0361 }}{{
414. ifexpr:((1.938 > 1.987) and (1.938 <= 2.026))|* 0,9812 }}{{
415. ifexpr:((1.939 > 1.987) and (1.939 <= 2.026))|* 0,9858 }}{{
416. ifexpr:((1.940 > 1.987) and (1.940 <= 2.026))|* 1,0101 }}{{
417. ifexpr:((1.941 > 1.987) and (1.941 <= 2.026))|* 1,0499 }}{{
418. ifexpr:((1.942 > 1.987) and (1.942 <= 2.026))|* 1,1066 }}{{
419. ifexpr:((1.943 > 1.987) and (1.943 <= 2.026))|* 1,0613 }}{{
420. ifexpr:((1.944 > 1.987) and (1.944 <= 2.026))|* 1,0173 }}{{
421. ifexpr:((1.945 > 1.987) and (1.945 <= 2.026))|* 1,0227 }}{{
422. ifexpr:((1.946 > 1.987) and (1.946 <= 2.026))|* 1,0856 }}{{
423. ifexpr:((1.947 > 1.987) and (1.947 <= 2.026))|* 1,1433 }}{{
424. ifexpr:((1.948 > 1.987) and (1.948 <= 2.026))|* 1,0779 }}{{
425. ifexpr:((1.949 > 1.987) and (1.949 <= 2.026))|* 0,9904 }}{{
426. ifexpr:((1.950 > 1.987) and (1.950 <= 2.026))|* 1,0096 }}{{
427. ifexpr:((1.951 > 1.987) and (1.951 <= 2.026))|* 1,0789 }}{{
428. ifexpr:((1.952 > 1.987) and (1.952 <= 2.026))|* 1,0219 }}{{
429. ifexpr:((1.953 > 1.987) and (1.953 <= 2.026))|* 1,0075 }}{{
430. ifexpr:((1.954 > 1.987) and (1.954 <= 2.026))|* 1,0049 }}{{
431. ifexpr:((1.955 > 1.987) and (1.955 <= 2.026))|* 0,9963 }}{{
432. ifexpr:((1.956 > 1.987) and (1.956 <= 2.026))|* 1,0149 }}{{
433. ifexpr:((1.957 > 1.987) and (1.957 <= 2.026))|* 1,0357 }}{{
434. ifexpr:((1.958 > 1.987) and (1.958 <= 2.026))|* 1,0274 }}{{
435. ifexpr:((1.959 > 1.987) and (1.959 <= 2.026))|* 1,0083 }}{{
436. ifexpr:((1.960 > 1.987) and (1.960 <= 2.026))|* 1,0158 }}{{
437. ifexpr:((1.961 > 1.987) and (1.961 <= 2.026))|* 1,0101 }}{{
438. ifexpr:((1.962 > 1.987) and (1.962 <= 2.026))|* 1,0114 }}{{
439. ifexpr:((1.963 > 1.987) and (1.963 <= 2.026))|* 1,0119 }}{{
440. ifexpr:((1.964 > 1.987) and (1.964 <= 2.026))|* 1,0134 }}{{
441. ifexpr:((1.965 > 1.987) and (1.965 <= 2.026))|* 1,0171 }}{{
442. ifexpr:((1.966 > 1.987) and (1.966 <= 2.026))|* 1,0285 }}{{
443. ifexpr:((1.967 > 1.987) and (1.967 <= 2.026))|* 1,0290 }}{{
444. ifexpr:((1.968 > 1.987) and (1.968 <= 2.026))|* 1,0419 }}{{
445. ifexpr:((1.969 > 1.987) and (1.969 <= 2.026))|* 1,0537 }}{{
446. ifexpr:((1.970 > 1.987) and (1.970 <= 2.026))|* 1,0592 }}{{
447. ifexpr:((1.971 > 1.987) and (1.971 <= 2.026))|* 1,0430 }}{{
448. ifexpr:((1.972 > 1.987) and (1.972 <= 2.026))|* 1,0331 }}{{
449. ifexpr:((1.973 > 1.987) and (1.973 <= 2.026))|* 1,0621 }}{{
450. ifexpr:((1.974 > 1.987) and (1.974 <= 2.026))|* 1,1098 }}{{
451. ifexpr:((1.975 > 1.987) and (1.975 <= 2.026))|* 1,0914 }}{{
452. ifexpr:((1.976 > 1.987) and (1.976 <= 2.026))|* 1,0576 }}{{
453. ifexpr:((1.977 > 1.987) and (1.977 <= 2.026))|* 1,0645 }}{{
454. ifexpr:((1.978 > 1.987) and (1.978 <= 2.026))|* 1,0761 }}{{
455. ifexpr:((1.979 > 1.987) and (1.979 <= 2.026))|* 1,1127 }}{{
456. ifexpr:((1.980 > 1.987) and (1.980 <= 2.026))|* 1,1352 }}{{
457. ifexpr:((1.981 > 1.987) and (1.981 <= 2.026))|* 1,1038 }}{{
458. ifexpr:((1.982 > 1.987) and (1.982 <= 2.026))|* 1,0613 }}{{
459. ifexpr:((1.983 > 1.987) and (1.983 <= 2.026))|* 1,0321 }}{{
460. ifexpr:((1.984 > 1.987) and (1.984 <= 2.026))|* 1,0432 }}{{
461. ifexpr:((1.985 > 1.987) and (1.985 <= 2.026))|* 1,0356 }}{{
462. ifexpr:((1.986 > 1.987) and (1.986 <= 2.026))|* 1,0186 }}{{
463. ifexpr:((1.987 > 1.987) and (1.987 <= 2.026))|* 1,0365 }}{{
464. ifexpr:((1.988 > 1.987) and (1.988 <= 2.026))|* 1,0414 }}{{
465. ifexpr:((1.989 > 1.987) and (1.989 <= 2.026))|* 1,0482 }}{{
466. ifexpr:((1.990 > 1.987) and (1.990 <= 2.026))|* 1,0540 }}{{
467. ifexpr:((1.991 > 1.987) and (1.991 <= 2.026))|* 1,0421 }}{{
468. ifexpr:((1.992 > 1.987) and (1.992 <= 2.026))|* 1,0301 }}{{
469. ifexpr:((1.993 > 1.987) and (1.993 <= 2.026))|* 1,0299 }}{{
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471. ifexpr:((1.995 > 1.987) and (1.995 <= 2.026))|* 1,0283 }}{{
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473. ifexpr:((1.997 > 1.987) and (1.997 <= 2.026))|* 1,0229 }}{{
474. ifexpr:((1.998 > 1.987) and (1.998 <= 2.026))|* 1,0156 }}{{
475. ifexpr:((1.999 > 1.987) and (1.999 <= 2.026))|* 1,0221 }}{{
476. ifexpr:((2.000 > 1.987) and (2.000 <= 2.026))|* 1,0336 }}{{
477. ifexpr:((2.001 > 1.987) and (2.001 <= 2.026))|* 1,0285 }}{{
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481. ifexpr:((2.005 > 1.987) and (2.005 <= 2.026))|* 1,0339 }}{{
482. ifexpr:((2.006 > 1.987) and (2.006 <= 2.026))|* 1,0323 }}{{
483. ifexpr:((2.007 > 1.987) and (2.007 <= 2.026))|* 1,0285 }}{{
484. ifexpr:((2.008 > 1.987) and (2.008 <= 2.026))|* 1,0384 }}{{
485. ifexpr:((2.009 > 1.987) and (2.009 <= 2.026))|* 0,9965 }}{{
486. ifexpr:((2.010 > 1.987) and (2.010 <= 2.026))|* 1,0164 }}{{
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488. ifexpr:((2.012 > 1.987) and (2.012 <= 2.026))|* 1,0207 }}{{
489. ifexpr:((2.013 > 1.987) and (2.013 <= 2.026))|* 1,0147 }}{{
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491. ifexpr:((2.015 > 1.987) and (2.015 <= 2.026))|* 1,0012 }}{{
492. ifexpr:((2.016 > 1.987) and (2.016 <= 2.026))|* 1,0126 }}{{
493. ifexpr:((2.017 > 1.987) and (2.017 <= 2.026))|* 1,0213 }}{{
494. ifexpr:((2.018 > 1.987) and (2.018 <= 2.026))|* 1,0244 }}{{
495. ifexpr:((2.019 > 1.987) and (2.019 <= 2.026))|* 1,0181 }}{{
496. ifexpr:((2.020 > 1.987) and (2.020 <= 2.026))|* 1,0123 }}{{
497. ifexpr:((2.021 > 1.987) and (2.021 <= 2.026))|* 1,0470 }}{{
498. ifexpr:((2.022 > 1.987) and (2.022 <= 2.026))|* 1,0800 }}{{
499. ifexpr:((2.023 > 1.987) and (2.023 <= 2.026))|* 1,0411 }}{{
500. ifexpr:((2.024 > 1.987) and (2.024 <= 2.026))|* 1,0295 }}) round 2}} |2=1 |parse=}}}}|3|0}}}}

         | 
       }}
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| }} | }} US-Dollar entspricht. Die Markteinführung in Japan verschob Sony auf 1988.<ref name="CNNm1" />

Die 2 Zoll großen, sogenannten Video Floppies (VF) mit dem Namen Mavipak hatten eine Kapazität von 50 Videostandbildern pro Diskette. Die Bilder konnten zur Ansicht auf einem Fernsehgerät wiedergegeben werden, was jedoch einen Adapter erforderte, der zusätzlich 230 US-Dollar kostete. Um die Bilder an einem PC bearbeiten zu können, mussten diese erst einer Digitalisierung unterzogen werden. Die gleichen Disketten wurden auch von einigen anderen Kameraherstellern wie Minolta oder Canon verwendet. Das VF-Format entwickelte sich rasch zum rückwärtskompatiblen Hi-VF-Format weiter, das von der ProMavica MVC-7000 und den Hi-Band-Mavica-Modellen unterstützt wurde.

Zweite Serie mit digitaler Aufzeichnung (1998–2005)

Datei:Sony mavica fd5 cleaned.jpg

Sony Digital Mavica MVC-FD5, das erste digitale Modell, 1997

Kameras mit 3,5-Zoll-Diskette

Mit der MVC-FD5 wurde 1998 die erste Kamera verkauft, die die Bilder auf einer Standard-3,5-Zoll-Diskette (1,44 MB) mit einem für Computer lesbaren DOS-FAT12-Format speicherte. Die Modelle hießen bis 2001 Digital Mavica, später FD Mavica. Dieses Feature machte die Mavica besonders im nordamerikanischen Markt sehr beliebt. Mit immer höher realisierbaren Auflösungen in der Digitalkameratechnik und verfügbar werdenden Speicherkarten für den Konsumermarkt wurden auch von Sony Alternativen für die zu speichernden Bilder gefunden. Mittels eines Adapters (MSAC-FD2M) für einen Memory Stick anstelle der Diskette und später durch einen eingebauten Memory-Stick-Steckplatz wurde die Mavica in die Lage versetzt, Bilder auch auf Memory Sticks speichern zu können.

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Datei:Adaptateur Memory Stick.JPG

Adapter Sony MSAC-FD2M für die Nutzung von Memory Sticks

Kameras mit CD-R und CD-RW

2000 wurde mit der MVC-CD1000 die erste Kamera mit Aufzeichnung auf CD und 10-fach optischem Zoomobjektiv vorgestellt. Die Kamera verwendete CD-R mit 8 cm Durchmesser (Mini-CD). Es war jedoch möglich, die Bilder mittels der vorhandenen USB-Schnittstelle auch von einem noch nicht abgeschlossenen (Lead-Out) CD-R-Rohling auslesen zu können. Die Nachfolgemodelle – CD Mavica genannt – waren kompakter, wodurch jedoch der Zoomfaktor reduziert wurde. Dafür waren sie in der Lage, auch CD-RW-Rohlinge zu beschreiben. Die Mavica MVC-CD400 war die erste Kamera, die bei schwachen Lichtverhältnissen einen Laser für die Fokussierung benutzte.

Ende der Entwicklung (2005)

Sony ersetzte die Mavica-Serie ab 2005 durch professionelle Spiegelreflexkameras mit Wechselobjektiven des Alpha-Systems. Das untere Ende wurde durch die bereits seit 1996 angebotene Cyber-shot-Serie abgedeckt, die von Anfang an den Memory Stick als Speichermedium nutzte.

Andere Geräte

Aufzeichnung von Videoquellen

Mit den beiden MaviCap-Modellen MVC-FDR1 und MVC-FDR3 produzierte Sony einen digitalen Bildspeicher, welcher Einzelbilder von FBAS- oder S-Video-Quellen auf 3,5-Zoll-Disketten speicherte. Das FDR3 verfügte über ein LCD, um die gespeicherten Bilder zu betrachten. Beide Geräte gab es in Versionen für PAL und NSC.

Drucker

Mit dem Drucker FVP-1 Mavica können die auf Diskette gespeicherten Bilder ausgedruckt werden.

Modelle der Mavica-Serie von Sony

Still-Video-Kameras mit 2,0-Zoll-Video-Floppy

Datei:Sony Mavica MVC-2000 Tweaked.jpg

Mavica MVC 2000, ein analoges Modell aus der Mitte der 1980er-Jahre<ref name="digitalkameramuseum_mvca7af">https://www.digitalkameramuseum.de/de/standbildkameras/item/sony-mvc-a7af-de</ref>

• Sony MAVICA (1981) (Mavipak 2,0″ VF, SLR-Design, drei Wechselobjektive)
• Sony Mavica MVC-A7AF (1987) (Mavipak 2,0″ VF)
• Sony ProMavica MVC-2000 (1989) (Mavipak 2,0″ Hi-VF)
• Sony ProMavica MVC-5000 (1990) (Mavipak 2,0″ Hi-VF, SLR-Design, mehrere Wechselobjektive)
• Sony ProMavica MVC-7000 (1992) (Mavipak 2,0″ Hi-VF, SLR-Design, mehrere Wechselobjektive)
• Sony Hi-Band Mavica MVC-C1 (1988) (Mavipak 2,0″ Hi-VF)
• Sony Hi-Band Mavica MVC-A10 (1988) (Mavipak 2,0″ Hi-VF)

Digital-Still-Kameras mit 3,5-Zoll-Disketten

Sony Digital Mavica

Alle Modelle bis 2000 wurden als Sony Digital Mavica bezeichnet.

	MVC-FD5	MVC-FD7	MVC-FD51	MVC-FD71	MVC-FD73	MVC-FD81	MVC-FD83	MVC-FD85	MVC-FD88	MVC-FD90	MVC-FD91	MVC-FD95
Bild	Datei:Sony Mavica FD5 4040.jpg	Datei:Sony Mavica MVC-FD7 camera (52267500043).jpg		Datei:Sony Mavica MVC-FD71 0433 (4459895055) (cropped).jpg	Datei:Sony Digital Mavica (2254127728).jpg	Datei:Sony Digital Mavica MVC-FD81 (cropped).jpg	Datei:Sony Mavica MVC-FD 83 (51878635648) (cropped).jpg		Datei:Sony Mavica MVC-FD88 arrière.jpg	Datei:Sony Mavica FD7 & FD90 (52280191473) (cropped).jpg		Datei:Sony Mavica MVC-FD95.JPG
Markteinführung	1997	1997	1998	1998	1999	1998	1999	2001	2000	2000	2000	2000
Sensor	{{#if:|4 {{{2}}}⁄{{{3}}}|{{#if:|4⁄{{{2}}}|{{#if:4|1⁄4|⁄}}}}}}″-CCD					{{#if:|3 {{{2}}}⁄{{{3}}}|{{#if:|3⁄{{{2}}}|{{#if:3|1⁄3|⁄}}}}}}″-CCD		2,7 {{{2}}}⁄{{{3}}}|{{#if:|2,7⁄{{{2}}}|{{#if:2,7|1⁄2,7|⁄}}}}}}″-CCD	{{#if:|3,6 {{{2}}}⁄{{{3}}}|{{#if:|3,6⁄{{{2}}}|{{#if:3,6|1⁄3,6|⁄}}}}}}″-CCD		3 {{{2}}}⁄{{{3}}}|{{#if:|3⁄{{{2}}}|{{#if:3|1⁄3|⁄}}}}}}″-CCD	2,7 {{{2}}}⁄{{{3}}}|{{#if:|2,7⁄{{{2}}}|{{#if:2,7|1⁄2,7|⁄}}}}}}″-CCD
Sensorauflösung	0,35 MP					0,9 MP		1,3 MP			0,9 MP	2,1 MP
max. Bildauflösung	640 × 480					1024 × 768	0 | span | sup}} class="fussnoten-marke" data-annotationpair-m="{{#invoke:URLutil|anchorencode|1=a|2=1}}">{{#invoke:TemplUtl|nowiki1|a}}</{{#ifeq: | 0 | span | sup}}>{{#switch:0|10|11=|#default={{#invoke:TemplatePar|match	1=1=+	2=SUP=n	3=gruppe=*	template=Vorlage:FN	cat=Wikipedia:Vorlagenfehler/Fußnoten }}{{#switch: ERROR	{{#switch: Vorlage:Str match |[|] = ERROR |(Direkteingabe der Klammern)}}	{{#switch: Vorlage:Str match |91|93 = ERROR |(HTML-Entität dezimal)}}	{{#switch: Vorlage:Str match |5b|5d = ERROR |(HTML-Entität hexadezimal)}}	{{#switch: Vorlage:Str match |lbrack|rbrack = ERROR |(benannte HTML-Entität)}} = }}}}	1280 × 960			1024 × 768	1600 × 1200
Videoaufnahme	✘	✘	✘	✘	✘	✔	✔	✔	✔	✔	✔	✔
Brennweite (in mm)	47	47–470	47	47–470		37–111		39–117	41–328	39–117	37–518	39–390
optischer Zoom	✘	10-fach	✘	10-fach		3-fach	8-fach	3-fach		8-fach	14-fach	10-fach
digitaler Zoom	✘	✘	✘	✘	✘	✘	2-fach				✘	2-fach
Speichermedium	3,5″-Diskette
alternatives Speichermedium	✘	✘	✘	✘	✘	✘	✘	✘	✘	✘	✘	✘
Suchergröße	2,5″-Farb-LCD
Sucherauflösung (in Pixeln)	61.000		84.260					123.200	123.200			123.200
Videosucher	✘	✘	✘	✘	✘	✘	✘	✘	✘	✘	✔	✔
Videoausgang	✘	✘	✘	✘	✘	✘	✔	✔	✔	✔	✔	✔
USB-Anschluss	✘	✘	✘	✘	✘	✘	✘	✘	✘	✘	✘	✘
Länge (in mm)	127	127	127	138	138	140	142	142	143	143	140	126
Breite (in mm)	110	110	110	103	103	104	107	107	103	103	103	124
Höhe (in mm)	63	63	63	62	62	61	73	63	66	77	163	184
Gewicht (inkl. Akku, in g)	590	720	580	590	590	650	670	660	650	670	950	970

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Sony FD Mavica

Ab 2001 wurde der Name in Sony FD Mavica geändert.

	MVC-FD75	MVC-FD87	MVC-FD92	MVC-FD97	MVC-FD100	MVC-FD200
Bild	Datei:Sony Mavica - front (cropped).jpg		Datei:Sony FD Mavica 1.6 Megapixels (29273152312) (cropped).jpg		Datei:Sony Mavica FD-100 digital camera (52155964757) (cropped).jpg	Datei:Fdmavica (cropped) MAVICA FD-200.JPG
Markteinführung	2001	2001	2001	2001	2002	2002
Sensor	4 {{{2}}}⁄{{{3}}}|{{#if:|4⁄{{{2}}}|{{#if:4|1⁄4|⁄}}}}}}″-CCD	3,6 {{{2}}}⁄{{{3}}}|{{#if:|3,6⁄{{{2}}}|{{#if:3,6|1⁄3,6|⁄}}}}}}″-CCD	3,6 {{{2}}}⁄{{{3}}}|{{#if:|3,6⁄{{{2}}}|{{#if:3,6|1⁄3,6|⁄}}}}}}″-CCD	{{#if:|2,7 {{{2}}}⁄{{{3}}}|{{#if:|2,7⁄{{{2}}}|{{#if:2,7|1⁄2,7|⁄}}}}}}″-CCD
Sensorauflösung	0,35 MP	1,3 MP	1,3 MP	2,1 MP	1,3 MP	2,1 MP
max. Bildauflösung	640 × 480	1280 × 960	1280 × 960	1600 × 1200	1280 × 960	1600 × 1200
Videoaufnahme	✘	✔	✔	✔	✔	✔
Brennweite (in mm)	40–400	41–328	41–328	39–390	41–123
optischer Zoom	10-fach	3-fach	8-fach	10-fach	3-fach
digitaler Zoom	✘	2-fach	2-fach
Speichermedium	3,5″-Diskette
alternatives Speichermedium	✘	✘	Memory Stick	Memory Stick
Suchergröße	2,5″-Farb-LCD
Sucherauflösung (in Pixeln)	84.260	84.260	84.260	123.200
Videosucher	✘	✘	✘	✔	✘	✘
Videoausgang	✘	✘	✔	✔	✔	✔
USB-Anschluss	✘	✘	✔	✔	✔	✔
Länge (in mm)	138	143	143	127	142	142
Breite (in mm)	103	103	103	124	104	104
Höhe (in mm)	62	66	79	184	77	77
Gewicht (inkl. Akku, in g)	590	650	660	990	645	645

Digital-Still-Kameras mit 8-cm-Compact-Disc

Das Modell MVC-CD1000 bezeichnete Sony als Sony Mavica, alle anderen Modelle als Sony CD Mavica.

	MVC-CD1000	MVC-CD200	MVC-CD250	MVC-CD300	MVC-CD350	MVC-CD400	MVC-CD500
Bild	Datei:Sony Mavica MVC-CD1000 CP+ 2011.jpg	Datei:MVC-CD200.jpg		Datei:Sony Mavica CD400 -01- (50937194513).png
Markteinführung	2000	2001	2002	2001	2003	2002	2003
Sensor	{{#if:|2,7 {{{2}}}⁄{{{3}}}|{{#if:|2,7⁄{{{2}}}|{{#if:2,7|1⁄2,7|⁄}}}}}}″-CCD			1,8 {{{2}}}⁄{{{3}}}|{{#if:|1,8⁄{{{2}}}|{{#if:1,8|1⁄1,8|⁄}}}}}}″-CCD	2,7 {{{2}}}⁄{{{3}}}|{{#if:|2,7⁄{{{2}}}|{{#if:2,7|1⁄2,7|⁄}}}}}}″-CCD	{{#if:|1,8 {{{2}}}⁄{{{3}}}|{{#if:|1,8⁄{{{2}}}|{{#if:1,8|1⁄1,8|⁄}}}}}}″-CCD
Sensorauflösung	2,1 MP			3,3 MP		4,1 MP	5,2 MP
max. Bildauflösung	1600 × 1200			2048 × 1536		2272 × 1704	2592 × 1944
Videoaufnahmen	✔	✔	✔	✔	✔	✔	✔
Brennweite (in mm)	39–390	39–117	41–123	34–102	41–123	34-102
optischer Zoom	10-fach	3-fach
digitaler Zoom	2-fach				0 | span | sup}} class="fussnoten-marke" data-annotationpair-m="{{#invoke:URLutil|anchorencode|1=a|2=1}}">{{#invoke:TemplUtl|nowiki1|a}}</{{#ifeq: | 0 | span | sup}}>{{#switch:0|10|11=|#default={{#invoke:TemplatePar|match	1=1=+	2=SUP=n	3=gruppe=*	template=Vorlage:FN	cat=Wikipedia:Vorlagenfehler/Fußnoten }}{{#switch: ERROR	{{#switch: Vorlage:Str match |[|] = ERROR |(Direkteingabe der Klammern)}}	{{#switch: Vorlage:Str match |91|93 = ERROR |(HTML-Entität dezimal)}}	{{#switch: Vorlage:Str match |5b|5d = ERROR |(HTML-Entität hexadezimal)}}	{{#switch: Vorlage:Str match |lbrack|rbrack = ERROR |(benannte HTML-Entität)}} = }}}}	2-fach	4-fach
Speichermedium	CD-R	CD-R/CD-RW
Suchergröße	2,5″-Farb-LCD
Sucherauflösung	123.200 Pixel
Videosucher	✘	✘	✘	✘	✘	✘	✘
Videoausgang	✔	✔	✔	✔	✔	✔	✔
USB-Anschluss	✔	✔	✔	✔	✔	✔	✔
Länge (in mm)	137	143	138	143	132	138	139
Breite (in mm)	131	92	95	92	92	95	96
Höhe in mm	212	89	101	94	74	103	103
Gewicht (inkl. Akku, in g)	990	610	608	650	522	638	606

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MaviCap Digital Still Image Capture Adaptors mit 3,5-Zoll-Disketten

	MVC-FDR1	MVC-FDR1E	MVC-FDR3	MVC-FDR3E
Bildauflösung	640 × 480	752 × 568	640 × 480	752 × 568
Videoformat	PAL	NTSC	PAL	NTSC
Videoeingang	1 × FBAS und 1 × S-Video
Speichermedium	3,5″-Diskette
Bildschirm	✘	✘	2,5″-Farb-LCD, 84.260 Pixel
Länge (in mm)	165
Breite (in mm)	130
Höhe (in mm)	50
Gewicht (in g)	540		650

Digital Color Printer mit 3,5-Zoll-Diskette

	FVP-1	FVP-1E
Druckauflösung	1376 × 1024
Farbtiefe	16,7 Millionen Farben
Druckdauer	ca. 100 s pro Blatt
Videoeingänge	1 × FBAS und 1 × S-Video
Videoausgang	1 × FBAS
Betriebsspannung	110–120 V AC	220–240 V AC
Länge (in mm)	301
Breite (in mm)	246
Höhe (in mm)	83
Gewicht (in g)	ca. 3000

Galerie

• MVC-FD7 und FD90
  MVC-FD7 und FD90
• MVC-FD73
  MVC-FD73
• MVC-FD83 mit Zubehör
  MVC-FD83 mit Zubehör
• MCV FD90 und FD100
  MCV FD90 und FD100
• MVC-CD1000
  MVC-CD1000

Weblinks

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        |1/1=, Videos und Audiodateien
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  }}

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Vorlage:Wikidata-Registrierung

Einzelnachweise

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