61. Le Romain Des Mots-croisés. **Mathématiciens Translate this page NÉ, A, HANOVRE (1852-1939) MERCATOR (NIKOLAUS KAUFMANN DIT) NÉ, A, EUTIN (V,1620-1687) minkowski (hermann) NÉ, A, ALEKSOTAS (1864-1909) MOBIUS (AUGUST http://www.mots-croisiste.com/19.html

Index général aéroport affluents Centrale nucléaire et hydroélectriques Chefs-Lieux Collines de Rome Communes Compositeurs Constellations Cyclades Déesses Dieux Divinités Écrivains Fleuves Côtier FLeuves des enfers Fleuves Historiens Homme d'état Homme Politiques Lacs Massifs Mathématiciens Noms Peintres Poètes Ports et Ports Fluviaux Rivières Sculteurs Théologiens Torrents Villes MATHEMATICIENS MATHEMATICIENS, ALLEMANDS. ARTIN (EMIL) NÉ, A, VIENNE (1898-1962) CANTOR (GEORG) NÉ, A, ST-PETERSBOURG (1845-1918) DEDEKIND (RICHARD) NÉ, A, BRUNSWICK (1831-1916) DIRICHLET (GUSTAV LEJEUNE) NÉ, A, DUREN(1805-1859) FUCHS (LAZARUS) NÉ, A, MOSCHIN (1833-1902) GAUSS (CARL FRIEDRICH) NÉ, A, BRUNSWICK) (1777-1855) GRASSMANN (HERMANN) NÉ, A, STETTIN (1809-1877) HAUSDORFF(FELIX) NÉ, A, BRESLAU (1868-1942) HILBERT (DAVID) NÉ, A, KONIGSBERG (1862-1943) JACOBI (CARL) NÉ, A, , POTSDAM (1804-1851) KLEIN (FELIX) NÉ, A, DUSSELDORF (1849-1925) KRONECKER (LEOPOLD) NÉ, A, LIEGNITZ (1823-1891) KUMMER (ERNST EDUARD ) NÉ, A, SORAU (1810-1893) LEIBNIZ (GOTTFRIED WILHELM) NÉ, A, LEIPZIG (1646-1716) LINDEMANN (FERDINAND VON ) NÉ, A, HANOVRE (1852-1939)

62. History Of Astronomy: Roughly Sorted Links - Biographies (1) Philipp Mercator, Gerardus Mersenne, Marin Messier, Charles Metochites, TheodoreMichelson, AA Milne, Edward Arthur minkowski, hermann Mitchell, Maria Möbius http://www.astro.uni-bonn.de/~pbrosche/unsorted/rough_bio_01.html

History of Astronomy Unsorted and roughly sorted links Roughly sorted links - Biographies (1) Please note that the links were found some time ago and may be outdated meanwhile. This list is not a permanent one. Any link may be moved or deleted without special announcement, and also this file may be deleted. Alexander Friedmann Jahrbuch fuer die Fortschritte der Mathematik Dirk Frimout (in German) Dirk Frimout (in French) ... ? Raleigh, Sir Walter navigation Ramsden, Jesse Reber, Grote Regiomontanus Reichenbach, Georg von ... Wolfgang R. Dick . Created: 20 Aug 2001. Latest update: 20 Feb 2002

63. Einstein Als Opfer Translate this page 22 LAUE, Max ?Das Relativitätsprinzip'', Vieweg-Verlag Braunschweig 1911.23 minkowski, hermann ?Die Grundgleichungen für die elektromagnetischen http://ourworld.compuserve.com/homepages/Ekkehard_Friebe/opfer.htm

XV. Einstein als Opfer Mileva MARIC und Albert EINSTEIN Wurde Albert EINSTEIN das Opfer der Wissenschaftler seiner Zeit ? Das Ergebnis der vorgelegten, fehlerhaften Rechnungen jedoch erlaubt nur eine Interpretation: Diese Folgerungen ergeben sich zwingend aus einzelnen von EINSTEIN 1905 [3] vorgelegten Formeln, stehen aber mit seinen beiden Prinzipien im Widerspruch. LITERATUR: Homepage

64. 12 Minkowski, Rudolf 1976. He was the son of Oskar minkowski, a professor for pathology. Rudolf in1926. They had one daughter and one son, Eva and hermann. http://ourworld.compuserve.com/homepages/c_a_plicht/12minkow.htm

Minkowski, Rudolf (1895 - 1976) Rudolf Leo Bernhard Minkowski was born in Strasbourg on May, 28th 1895 and died in Berkeley, California, on January 4th 1976. He was the son of Oskar Minkowski, a professor for pathology. Rudolf married Luise Amalie David (1902 - 1978) in Leipzig, Germany, in 1926. They had one daughter and one son, Eva and Hermann. After his retirement from the Mt. Wilson and Mt. Palomar observatories he received an invitation from the Radio Astronomical Laboratory in Berkeley. There he worked from 1961 to 1965, then retiring the second time. Minkowski was member of the Royal Astronomical Society, the US National Academy of Sciences; he received the Bruce Medal of the Astronomical Society of the Pacific in 1961 and a Dr. h.c. at Berkeley in 1968. Click here for List of Bruce Medallists. References 1. RECHENBERG, H., in: Neue Deutsche Biographie, Bd. 17, p. 540. 2. OVERBYE, D., Lonely Hearts of the Cosmos, [1991] p. 63-66. Back to List of available Biographies This page created by Chris Plicht 100277.1136@compuserve.com Comments welcome.

65. Special Relativity minkowski, hermann; and Weyl, hermann. http://www.ericweisstein.com/encyclopedias/books/SpecialRelativity.html

Special Relativity Adams, Steve. Relativity: An Introduction to Space-Time Physics. Taylor and Francis, 1998. $24.95. Aharoni, J. The Special Theory of Relativity. New York: Dover, 1985. 341 p. Repprint of the 2nd ed. published in 1965 by Oxford University Press. $?. Anderson, James L. Principles of Relativity Physics. New York: Academic Press, 1967. $?. Paris: Gauthier-Villars, 1955. 249 p La Dynamique relativiste et ses applications, 2 vols. Paris: Gauthier-Villars, 1957-58. 325+485 p. Milieux conducteurs et polarisables en mouvement. Paris: Gauthier-Villars, 1959. 400 p. Paris: Gauthier-Villars, 1963. 727 p. 1966. 478 p. Thermodynamique relativiste et quantique. Paris: Gauthier-Villars, 1963. 739 p. Paris: Masson, 1971. 209 p. Becquerel, Jean. Paris: Gauthier-Villars, 1922. 351 p. Becquerel, Jean. Paris: Payot, 1922. 205 p. Bohm, David. The Special Theory of Relativity. Redwood City, CA: Addison-Wesley, 1989. 253 p. Reprint of ed. publ. by Benjamin in 1965. Born, Max.

66. Ein Analogon Zu Einem Satz Von Minkowski Perron Oskar Translate this page Titel Ein Analogon zu einem Satz von minkowski Autor Perron Oskar. Rubrik Kategorie SchoenbergErich Über eine Co Hartmann hermann Über ein mec http://www.easyscifi-box.de/Perron-Oskar-Ein-Analogon-zu-einem-Sat-3769642457.ht

Ein Analogon zu einem Satz von Minkowski Perron Oskar Titel: Ein Analogon zu einem Satz von Minkowski Autor: Perron Oskar Rubrik: Kategorie: Aufschläger Rudolf Konvergenz... Heinrich Waltraud Die Vergrös... Albrecht Rudolf Zur Darwin- F... Perron Oskar Über eine Schlic... ... Home

67. életrajzok: M minkowski, hermann (1864—1909) litvániai születésu német matematikus,fizikus. MITTAG—LEFFLER, Gösta (1846—1927) svéd matematikus. http://www.iif.hu/~visontay/ponticulus/eletrajzok/m.html

rovatok j¡t©k arch­vum jegyzetek mutat³k kitekintő v©lem©nyek inform¡ci³k ©letrajzok magyar¡zatok forr¡sok MACLAURIN, Colin (1698. febru¡r ?—1746. janu¡r 14.): sk³t matematikus. P¡lyafut¡s¡t csodagyerekk©nt kezdte: 11 ©vesen ©retts©gizett, 15 ©vesen magiszteri fokozatot szerzett, 19 ©vesen m¡r a aberdeeni Marishal College matematika tansz©k©nek vezetője. Első munk¡j¡t 21 ©ves kor¡ban publik¡lta. C­me Rendszeres geometria volt ©s fontos algebrai geometriai eredm©nyeket tartalmazott. Egy k©sőbbi munk¡j¡ban NEWTON fluxi³elm©let©t fejlesztette tov¡bb. Ebben a műben szerepelt a Maclaurin-sor is, amely a Taylor-sor speci¡lis esete. MAGYARORSZGI GY–RGY Mester (Georgius de Hungaria) (?, 1422?—R³ma, 1502): magyar matematikus. Ő ­rta 1499-ben az első, magyar szerzőtől sz¡rmaz³ matematikai művet. ‰let©ről keveset tudunk. Val³sz­nűleg a pozsonyi egyetem di¡kja volt. M©g di¡k kor¡ban elhurcolt¡k a t¶r¶k¶k. Harminc ©vi rabs¡g ut¡n t©rt haza. Domonkosrendi szerzetes lett ©s a hollandiai Utrecht k¶zel©ben telepedett le. Sz¡mol³mesterk©nt is műk¶d¶tt. Latin nyelven jelent meg a Magyarorsz¡gi Gy¶rgy Mester (Georgius de Hungaria) aritmetik¡j¡nak foglalata h¡rom r©szben c­mű műve. A 20 oldalas k¶nyvecsk©t, mint ősnyomtatv¡nyt 1965-ben ºjra kiadt¡k Hollandi¡ban.

68. Literatur Translate this page minkowski, hermann Raum und Zeit, in Das Rlativitätsprinzip, Fortschritteder mathematischen Wissenschaften, Heft 2, Hrsg. Otto http://www.baderbuch.de/seele/Literatur/body_literatur.html

Literaturquellen Albertus Magnus: Ausgew¤hlte Texte, Herausg. Albert Fries, Wissenschaftliche Buchgesellschaft, Darmstadt, 4. Aufl. 2001. Altes Testament. Einheits¼bersetzung. Herder, Freiburg 1980. Aristoteles: Die nikomachische Ethik. Artemis Verlag, Z¼rich, 1967. Aristoteles: Metaphysik. Reclam, Stuttgart 1984. Aristoteles: Physik. Felix Meiner Verlag, Hamburg 1987. Aristoteles: œber die Seele (Psychologie). In: Hauptwerke, ausgew¤hlt von Wilhelm Nestle, Kr¶ner Verlag, Stuttgart 1977. Arkani-Hamed, Nima; Dimopoulos, Savas und Dvali, Georgi: Die unsichtbaren Dimensionen des Universums. Spektrum der Wissenschaft, Heft 10(2000)44-51. Augustinus: Bekenntnisse. K¶sel-Verlag, M¼nchen 1955. Augustinus: Vom Gottesstaat. Deutscher Taschenbuch Verlag, M¼nchen, 1991. Bader, Hermann: Dependence of Wall Stress in Human Thoracic Aorta on Age and Pressure. Circulation Research, 20(1967)354-361. Bader, Hermann: Importance of the Gerontology of Elastic Arteries in the Development of Essential Hypertension. Clinical Physiology and Biochemistry, 1(1983) 36-56. Bader, Hermann: Deutsche Universit¤tsausbildung, eine Trag¶die mit Zukunft, in: die ungewisse Zukunft der Universit¤t. Hrsg. Hardy Bouillon und Gerard Radnitzky. Duncker und Humblot, Berlin 1991.

69. Korzybski Org hermann minkowski. Author of Space and Time . . the really fundamentalthings have a way of appearing to be simple once they have http://www.korzybski.org/etc/minkowski.html

Home Back to ETC Contact Hermann Minkowski Author of Space and Time ". . the really fundamental things have a way of appearing to be simple once they have been stated by a genius, who was in this case Minkowski." G. Y. Rainich From Science and Sanity (1933) by Korzybski Leibnitz , who invented the differential calculus independently of Newton, formulated a postulate of action by contact, and therefore could not become reconciled to Newton’s Law of Gravitation which was structurally a law of action at a distance, corresponding fully to Coulomb’s law in electricity. The latter law states that the force exerted by two electrically charged bodies upon each other is inversely proportional to the square of the distance between them, and acts in the direction of the line joining them. The introduction by Faraday of the structural notion of a ‘field’, instead of the notion of electrical charges acting at a distance, introduced the notion of a strain of the electrical field, which appears structurally as ‘lines of forces’. Here we already have a ‘fulness’ of ‘lines’ and a bit step toward the structural fusion of physics with geometry has been taken. The transition from E to riemannian geometry corresponds structurally to the transition of physic based on action at a distance to physics based on action by contact. The fundamental metrical theorem of E geometry is the Pythagorean rule, which expresses the fact that the square of the distance between two points is a quadratic form of the co-ordinates of the points. If we regard this theorem as strictly valid only in the case of points which are very near each other, we pass at once from E geometry to differential geometry. By doing so we gain a notable structural advantage, as we dispense with the necessity of defining our co-ordinates more precisely ; because the Pythagorean law, when expressed in differential form, is invariant for arbitrary transformations.

70. 1Up Info > Minkowski, Hermann (Mathematics, Biographies) - Encyclopedia You are here 1Up Info Encyclopedia Mathematics, Biographies minkowski,hermann, 1Up Info A Portal with a Difference. minkowski, hermann. http://www.1upinfo.com/encyclopedia/M/Minkowsk.html

You are here 1Up Info Encyclopedia Mathematics, Biographies Minkowski, Hermann ... News Search 1Up Info ENCYCLOPEDIA Mathematics, Biographies Minkowski, Hermann Related Category: Mathematics, Biographies Minkowski, Hermann [h Pronunciation Key Related Resources and Utilities AMAZON All Products Books Magazines Popular Music Classical Music Video DVD Electronics Software Outdoor Living Wireless Phones Computers Outlet Read articles on eLibrary: Encyclopedia Topics History People Places Content on this web site is provided for informational purposes only. We accept no responsibility for any loss, injury or inconvenience sustained by any person resulting from information published on this site. We encourage you to verify any critical information with the relevant authorities. Home Contact Us Privacy Links Directory ©1Up Info

71. Q hermann minkowski. These pictures were takenfrom the book Hilbert by Constance Reid http://www.cis.usouthal.edu/~lynn/mathematics/minkowski.html

Hermann Minkowski These pictures were taken from the book "Hilbert" by Constance Reid: Hermann Minkowski when he won the prize of the Paris Academy Hermann Minkowski

72. Stephen Wolfram: A New Kind Of Science -- Index Mes-mz automata, 957 as model of drainage, 1001 of multilevel logic, 1096 and variationalprinciples, 1185 minkowski, hermann (Germany, 18641909) and relativity http://www.wolframscience.com/nks/index/mes-mz.html

A B C D ... L M N O P Q ... M-Mer Mes-Mz Mes-Mz Mesh generation and discrete spaces, 1050 and Voronoi diagrams, 987 Mesons (in particle physics) spins of, 1046 Mesopotamian art Mesoscopic systems and quantum theory, 1058 Metabolism and definition of life, 1178 Metamathematics empirical, 1176 and Gödel's Theorem, 1158 Metaphysics implications for, 1196 Metastable states and phase transitions, 341 and quantum measurement, 1063 Meteorites and origin of life, 1179 Meteorology and history of chaos theory, 971 Meter speed of light and defining, 1041 Meter in poetry rules for, 875 Methane Method of lines for PDEs, 924 Methodology of computer experiments, 108 and definition of math, 860 development of my, 21 of math in science, 859 for studying sequences, 1091 in this book, 1193 Metric in differential geometry, 1048 for Lorentzian spaces, 1051 for numerical data, 1101 Riemann tensor expansion of, 1049 in space of CA rules, 948

73. No Title Translate this page · hermann minkowski ''Le equazioni fondamentali per i processi elettromagneticinei corpi in movimento'', Die Grundgleichungen für die elektromagnetischen http://ipparco.roma1.infn.it/pagine/deposito/archivio/minkowski.html

Hermann Minkowski: ''Le equazioni fondamentali per i processi elettromagnetici nei corpi in movimento'' S. Antoci. Hermann Minkowski: ''Le equazioni fondamentali per i processi elettromagnetici nei corpi in movimento'' S. Antoci.

74. Essays Page Biographies. minkowski, hermann Date 1864–1909. Citation Text Oakes,Elizabeth H. minkowski, hermann. Encyclopedia of World Scientists. http://www.fofweb.com/Subscription/Science/Helicon.asp?SID=2&iPin=eworldsci0234

75. Physikmania - Biographien Translate this page hermann minkowski geb. 22.6.1864 Aleksotas gest.12.1.1909 Göttingenminkowski erwarb mit 15 Jahren in Königsberg das Reifezeugnis. http://www.physikmania.de/html/biogr_m.html

Ernst Mach Heinrich Gustav Magnu Guglielmo Marconi Edme Mariotte ... Karl Alex Müller Ernst Mach geb. 18.2.1838 Turany gest. 19.2.1916 Haar, östr. Physiker und Philo- soph, arbeitete auf den Gebieten der Dynamik, Akustik und Optik; Machscher Kegel, Machzahl. Heinrich Gustav Magnu geb.1802,gest.1870, dt. Physiker Der von ihm 1852 entdeckte Magnus-Effekt als Schiffsantrieb (Flettner-Rotor) kam nicht zur Anwendung. Guglielmo Marconi geb. 25.4.1874 Bologna gest. 20.7.1937 Rom, ital. Erfinder Begründer des drahtlosen Nachrichtenverkehrs (1895). 1901 gelang ihm die erste Funkverbin- dung über den Atlantik, Nobelpreis für Physik Edme Mariotte geb.um 1620,gest.1684, frz. Physiker arbeitete auf dem Gebiet der Hydrostatik und Hydraulik und fand unabhängig von Boyle das Boyle-Mariottesche Gesetz. Er fand den blin- den Fleck im menschlichen Auge und die Er- klärung für die Höfe von Sonne und Mond. Simon Marius geb.1573,gest.1624, dt. Astronom (Aka Mayr) entdeckte unabhängig von Galilei die Jupitermonde und gab diesen ihre Namen, 1611 die Sonnenflecken und 1612 den Andromeda-Nebel.

76. Mathematicians 1861 Whitehead, Alfred North. 1862 Hilbert, David. 1864 minkowski, hermann. 1865Hadamard, Jacques. 1868 Young, Grace C. 1872 Russell, Bertrand. 1877 Jeans, James. http://members.aol.com/PennyGar/mathematicians.html

B.C. 600 Thales 569 Pythagoras 495 Zeno 470 Hippocrates 428 Plato 408 Eudoxus 384 Aristotle 330 Euclid 250 Eratosthenes 287 Archimedes 262 Apollonius Hypsicles 180 Hipparchus Marinus A.D. 100 Nichomachus 100 Diophantus 100 Ptolemy 370 Hypatia 825 al-Khowârizmî 1048 Khayyam, Omar 1114 Bhaskara 1180 Fibonacci, Leonardo 1201 al-Din, Nasir (al-Tusi) 1300 Shije, Zhu 1430 al-Kashi, Jemshid 1452 da Vinci, Leonardo 1465 Ferro, Scipio 1473 Copernicus, Nicolaus 1499 Tartaglia (Nicolo Fontana) 1501 Cardano, Girolamo 1540 Viète, Fran?ois 1548 Stevin, Simon 1546 Brahe, Tycho 1550 Napier, John 1560 Harriot, Thomas 1564 Galilei, Galileo 1571 Kepler, Johannes 1574 Oughtred, William 1591 Desargues, Gérard 1596 Descartes, René 1598 Cavalieri, Bonaventura 1601 Fermat, Pierre de 1616 Wallis, John 1623 Pascal, Blaise 1629 Huygens, Christian 1630 Barrow, Isaac 1638 Gregory, James

77. S. Walter Papers Presented Translate this page hermann minkowski et son monde mathématiciens et relativité 1905-1915. Relativitywithout physics hermann minkowski's 1908 lecture on space and time. http://www.univ-nancy2.fr/ENSGT/PHILO/walter/talksh.html

Scott Walter : Invited talks Autour des archives anciennes de Bourbaki, table ronde : Mathématiques en ligne, conception et utilisation (avec L. Guillopé et D. Frydman). Séminaire d'histoire des mathématiques de l'Institut Henri Poincaré, Paris, 26.02.2003. Poincaré en ligne : l'édition électronique de sa correspondance. Colloque "Il y a 100 ans, La Sciences et l'Hypothèse. " Institut Henri Poincaré, Paris, 18.12.2002. Lessons of Lorentz-covariant gravitation theory, 1905-1910. 6th International Congress on the History of General Relativity, Amsterdam, 26-29.06.2002 (29.06.2002). Gravitation et relativité, 1900-1915. Séminaire doctoral du LORIA, Université Nancy 1, 10.06.2002. Leçons de la gravitation relativiste, 1905-1910. Séminaire du D.E.A. de philosophie "Objets lointains" (Dir. F. de Gandt), Université Lille 3, 24.04.2002. Poincaré et les physiciens . 127e congrès national des sociétés historiques et scientifiques, Nancy, 15-19.04.2002 (16.04.2002). Triumph of the Hyperminkowskian: 4-Vectors and Gravitation, 1905-1910. Session on the History of Mathematics, joint meeting of the Société Mathématique de France and the American Mathematical Society, Lyon, July 17-20, 2001 (20.07.2001). Relativity and Gravitation, 1905-1910. Philosophy of science seminar, Technische Universität, Berlin, 25.06.2001.

78. Encyclopædia Britannica minkowski, hermann German mathematician who developed the geometrical theory ofnumbers and who made numerous contributions to number theory, mathematical http://search.britannica.com/search?ref=B04319&query=prodigy

79. Bob Gardner's "Relativity And Black Holes" Special Relativity The concept of spacetime was introduced by hermann minkowski. As a sad footnote,hermann minkowski died of appendicitis in 1909 at the age of 45. http://www.etsu.edu/physics/plntrm/relat/spactim.htm

Relativity and Black Holes Spacetime and the Interval In 3-dimensional geometry, positions are represented by points ( x,y,z ). In physics, we are interested in events which have both time and position: ( t,x,y,z ). The collection of all possible events is called spacetime With an event ( t,x,y,z ) in spacetime we associate the units of cm with coordinates x, y, z . In addition, we express time t in terms of cm by multiplying it by the speed of light. (In fact, many texts use coordinates ( ct, x, y, z ) for events.) These common units (cm for us) are called geometric units . We express velocities in dimensionless units by dividing them by c . So for velocity v (in cm/sec, say) we associate the dimensionless velocity . Notice that under this convention, the speed of light is 1. This leads us to restate time dilation and length contraction as: and The concept of spacetime was introduced by Hermann Minkowski. Minkowski, in fact, was one of Albert Einstein's mathematics professors at the Zurich Politechnikum in 1900. Einstein's lack of respect for authority and his casual attitude toward coursework caused Minkowski to label Einstein a "lazy dog"... certainly an incorrect assessment! In Gottingen, Minkowski studied Einstein's 1905 paper on special relativity and was impressed. This study lead Minkowski to his formulation of an absolute four-dimensional spacetime.

80. 1866 Translate this page minkowski, hermann (Alexotas, Kaunas 1866-Gottinga 1909) matematico lituano 1883,vince, a pari merito con HSH Smith, un premio indetto dall'Académie des http://www.viandante.it/sito24/XIX secolo/1866.htm

© Il Viandante una storia particolare Nuova Ricerca Papa Pio IX « segue » ANNO 1866 – Agazzi, Rosa (Volongo, Cremona 1866-1951) pedagogista ed educatrice italiana; da ricordare assieme alla sorella Carolina Manuale di lavoro educativo Come intendo il museo didattico nell'educazione dell'infanzia e della fanciullezza Guida per le educatrici dell'infanzia – Benavente y Martínez, Jacinto (Madrid 1866-1954) drammaturgo spagnolo, premio Nobel 1922, circa 150 opere El nido ajeno (1894, Il nido altrui) Gente conocida (1896, Gente conosciuta) La malquerida (1913, La male amata) Los intereses creados (1907, Gli interessi creati). – Bernard, Paul o Bernard Tristan (Parigi 1866-Besançon 1947) commediografo e scrittore francese Triplepatte Amants et voleurs (1905, Amanti e ladri, romanzo) Monsieur Codomat Le petit café (1911, Il piccolo caffè) Le prince charmant (1921, Il principe affascinante) Jules, Juliette et Julien Paris secret (1933, Parigi segreta, romanzo). – Cassel Karl Gustav (Stoccolma 1866-Jönköping 1945) economista svedese La teoria dell'economia sociale Problemi monetari mondiali Moneta e cambio estero La caduta della base aurea Cosbuc, Gheorghe

A  B  C  D  E  F  G  H  I  J  K  L  M  N  O  P  Q  R  S  T  U  V  W  X  Y  Z

Page 4     61-80 of 97    Back | 1  | 2  | 3  | 4  | 5  | Next 20