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RF2T6MB98–digital illustration depicting the heliocentrism of the solar system
In Ptolemy's geocentric model of the universe, the Sun, Moon, and each planet orbit a stationary Earth. Stock Photohttps://www.alamy.com/licenses-and-pricing/?v=1https://www.alamy.com/stock-photo-in-ptolemys-geocentric-model-of-the-universe-the-sun-moon-and-each-24898482.html
RMBCE67E–In Ptolemy's geocentric model of the universe, the Sun, Moon, and each planet orbit a stationary Earth.
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RM2ABX8Y1–Prof. Pickering's Observations of Mars. THE GEOCENTRIC PATH OF MARS—BY THE LATE R. A. PROCTOR., scientific american, 1892-08-20
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An armillary sphere (variations are known as spherical astrolabe, armilla, or armil) is a model of objects in the sky (in the celestial sphere), consisting of a spherical framework of rings, centered on Earth, that represent lines of celestial longitude a Stock Photohttps://www.alamy.com/licenses-and-pricing/?v=1https://www.alamy.com/stock-photo-an-armillary-sphere-variations-are-known-as-spherical-astrolabe-armilla-103997207.html
RMG15DDY–An armillary sphere (variations are known as spherical astrolabe, armilla, or armil) is a model of objects in the sky (in the celestial sphere), consisting of a spherical framework of rings, centered on Earth, that represent lines of celestial longitude a
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RMWX44YA–Astrology: Sign of ANTICHTHON (Counter-Earth)
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RM2BDX465–James Ferguson, Proof Against the Ptolemaic System, 1756
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RMM50GM1–Astrology: asteroid PTOLEMAEUS
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RMBCE7AN–In Ptolemy's geocentric model of the universe, the Sun, Moon, and each planet orbit a stationary Earth.
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An Abstract of a Letter from MrJFlamsteed, MathReget Fof the RSGiving an Account of the Eclipses of 4$^{s}$ Satellits, Anno 1686; and Containing a Table of the Parallaxes of 4$^{s}$ Orb, and an Ephemeris of 4$^{s}$ Geocentric Places for the Same Year . ! 8 5 5 4 28:1 30 7 06 6 19 42 10 29;8 49 4 17 I 42 7 ijr 7 9 46 19 28;8 43 4. 06 1 54 7 24 8 9 S° 10 27:8 37 3 yy 2 06 7 3* 9 9 53 10 26 j 8 30 3 44 2 18 7 41 ro11 9 56 10 241 8, 2410 2 2 | 8 1 y 3 3*3 ZI 2 302 4^ 7 497 57 9 S9 12 10 ox 10 20 j 8 09 3 09. 1 54 8 of *3 10 °5 iq 18 j 8 02 2 c 7 3 °6 8 iz 1 14-» « 10 08 10 iy 17 54 2 4f 3 17 8 10 Stock Photohttps://www.alamy.com/licenses-and-pricing/?v=1https://www.alamy.com/an-abstract-of-a-letter-from-mrjflamsteed-mathreget-fof-the-rsgiving-an-account-of-the-eclipses-of-4s-satellits-anno-1686-and-containing-a-table-of-the-parallaxes-of-4s-orb-and-an-ephemeris-of-4s-geocentric-places-for-the-same-year-!-8-5-5-4-281-30-7-06-6-19-42-10-298-49-4-17-i-42-7-ijr-7-9-46-19-288-43-4-06-1-54-7-24-8-9-s-10-278-37-3-yy-2-06-7-3-9-9-53-10-26-j-8-30-3-44-2-18-7-41-ro11-9-56-10-241-8-2410-2-2-8-1-y-3-33-zi-2-302-4-7-497-57-9-s9-12-10-ox-10-20-j-8-09-3-09-1-54-8-of-3-10-5-iq-18-j-8-02-2-c-7-3-6-8-iz-1-14-10-08-10-iy-17-54-2-4f-3-17-8-10-image339988113.html
RM2AN3P8H–An Abstract of a Letter from MrJFlamsteed, MathReget Fof the RSGiving an Account of the Eclipses of 4$^{s}$ Satellits, Anno 1686; and Containing a Table of the Parallaxes of 4$^{s}$ Orb, and an Ephemeris of 4$^{s}$ Geocentric Places for the Same Year . ! 8 5 5 4 28:1 30 7 06 6 19 42 10 29;8 49 4 17 I 42 7 ijr 7 9 46 19 28;8 43 4. 06 1 54 7 24 8 9 S° 10 27:8 37 3 yy 2 06 7 3* 9 9 53 10 26 j 8 30 3 44 2 18 7 41 ro11 9 56 10 241 8, 2410 2 2 | 8 1 y 3 3*3 ZI 2 302 4^ 7 497 57 9 S9 12 10 ox 10 20 j 8 09 3 09. 1 54 8 of *3 10 °5 iq 18 j 8 02 2 c 7 3 °6 8 iz 1 14-» « 10 08 10 iy 17 54 2 4f 3 17 8 10
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RM2BE119J–James Ferguson, Proof Against the Ptolemaic System, 1756
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An armillary sphere (variations are known as spherical astrolabe, armilla, or armil) is a model of objects in the sky (in the celestial sphere), consisting of a spherical framework of rings, centered on Earth, that represent lines of celestial longitude a Stock Photohttps://www.alamy.com/licenses-and-pricing/?v=1https://www.alamy.com/stock-photo-an-armillary-sphere-variations-are-known-as-spherical-astrolabe-armilla-103996254.html
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The grafting of Aristotelian theory onto the Christian version of the cosmos, engraving from Peter Apian's Cosmographicus liber (1524). Petrus Apianus (April 16, 1495 - April 21, 1552) was a German humanist, known for his works in mathematics, astronomy a Stock Photohttps://www.alamy.com/licenses-and-pricing/?v=1https://www.alamy.com/stock-photo-the-grafting-of-aristotelian-theory-onto-the-christian-version-of-104016781.html
RMG16AD1–The grafting of Aristotelian theory onto the Christian version of the cosmos, engraving from Peter Apian's Cosmographicus liber (1524). Petrus Apianus (April 16, 1495 - April 21, 1552) was a German humanist, known for his works in mathematics, astronomy a
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'Atlas Supporting the Armillary Sphere,' circa 1530, by George Wezeler, Brussels, Belgium. An armillary sphere (variations are known as spherical astrolabe, armilla, or armil) is a model of objects in the sky (in the celestial sphere), consisting of a sph Stock Photohttps://www.alamy.com/licenses-and-pricing/?v=1https://www.alamy.com/stock-photo-atlas-supporting-the-armillary-sphere-circa-1530-by-george-wezeler-103999985.html
RMG15H15–'Atlas Supporting the Armillary Sphere,' circa 1530, by George Wezeler, Brussels, Belgium. An armillary sphere (variations are known as spherical astrolabe, armilla, or armil) is a model of objects in the sky (in the celestial sphere), consisting of a sph
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Astronomicum Caesareum depicts the cosmos and heavens according to the 1400 year old Ptolemaic system, which maintained that the sun revolved around the earth. By means of hand colored maps and moveable paper parts (volvelles), Petrus Apianus (1495-1552) Stock Photohttps://www.alamy.com/licenses-and-pricing/?v=1https://www.alamy.com/stock-photo-astronomicum-caesareum-depicts-the-cosmos-and-heavens-according-to-104002318.html
RMG15M0E–Astronomicum Caesareum depicts the cosmos and heavens according to the 1400 year old Ptolemaic system, which maintained that the sun revolved around the earth. By means of hand colored maps and moveable paper parts (volvelles), Petrus Apianus (1495-1552)
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