Daniel Travis

Born	1652?
Died	1720?

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An almanack of the coelestial motions for the year of the Christian epocha 1707.: ... Calculated for the meridian of Boston, where the Artick Pole is elevated 42 gr. 25 m. but may serve any part of New-England ...

by Daniel Travis First published in 1706 2 editions in 1 language

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An almanack of coelestial motion and aspects, for the (Dionysian) year of the Christian aera, 1719.: ... Calculated for the meridian of Boston, where the North Pole is elevated 42 deg. 25 min. But may indifferently serve any part of New-England ...

by Daniel Travis First published in 1718 1 edition in 1 language

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An almanack of coelestial motions and aspects, for the (Dionisian) year of the Christian aera, 1722.: ... Calculated for the meridian of Boston, where the Artick Pole is elevated 42 deg. 25 min. But may indifferently serve any part of N. England ...

by Daniel Travis First published in 1721 1 edition in 1 language

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An almanack of coelestial motions and aspects, for the (Dionysian) year of the Christian aera, 1717.: ... Calculated for the meridian of Boston, where the Artick Pole is elevated 42 gr. 25 min. & 69 deg. west from Lond. but may indifferently serve in any part of N.E. ...

by Daniel Travis First published in 1716 1 edition in 1 language

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An almanack of coelestial motions and aspects, for the (Dionysian) year of the Christian aera, 1718.: ... Calculated for the meridian of Boston, where the Artick Pole is elevated 42 gr. 25 min. & 70 deg. west from Lond. but may indifferently serve any part of N.E. ...

by Daniel Travis First published in 1717 1 edition in 1 language

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An almanack of coelestial motions and aspects, for the (Dionysian) year of the Christian aera, 1720.: ... Calculated for the meridian of Boston, where the Artick Pole is elevated 42 deg 25 min. But may indifferently serve any part of New-England ...

by Daniel Travis First published in 1719 1 edition in 1 language

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An almanack of coelestial motions, and aspects, for the (Dionysian) year of the Christian aera, 1721.: ... Calculated for the meridian of Boston, where the Artick Pole is elevated 42 deg. 25 min. But may indifferently serve any part of N. England ...

by Daniel Travis First published in 1720 1 edition in 1 language

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An almanack, of coelestial motions and aspects for the (Dionysion) year of the Christian aera, 1709.: ... Calculated for the meridian of Boston in New-England, latitude 42 deg. 25 min. longitud [sic] 3 deg. 15 min.

by Daniel Travis First published in 1708 1 edition in 1 language

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An almanack of coelestial motions and aspects for the year of the Christian aera, 1710.: ... Calculated for the meridian of Boston where the Artick Pole is elivated [sic] above the horizon 42 degrees, 25 min.

by Daniel Travis First published in 1709 1 edition in 1 language

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An almanack of coelestial motions and aspects for the year of the Christian aera 1711.: ... Calculated for the meridian of Boston in N.E. lat. 42 gr. 25 m. n.

by Daniel Travis First published in 1710 1 edition in 1 language

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An almanack of the coelestial motions, aspects & eclipses, for the year of the Christian aera, 1712.: ... Calculated for the meridian of Boston in N.E. where the Artick Pole is elevated 42 deg. 25 min. but may indifferently serve any part of New England.

by Daniel Travis First published in 1711 1 edition in 1 language

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An almanack of the coelestial motions, aspects & eclipses, for the year of the Christian aera, 1713.: ... Calculated for the meridian of Boston in N.E. where the Artick Pole is elevated 42 deg. 25 min. but may indifferently serve any part of New-England.

by Daniel Travis First published in 1712 1 edition in 1 language

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An almanack of the coelestial motions & aspects, for the year of the Christian aera, 1715.: ... Calculated for the meridian of Boston in N.E. where the Artick Pole is elevated 42 deg. 25 min. but may indifferently serve any part of New-England.

by Daniel Travis First published in 1714 1 edition in 1 language

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An almanack of the coelestial motions & aspects, for the year of the Christian aera, 1716.: ... Calculated for the meridian of Boston N.E. where lat. north 42. 25. longit. 315. But may indifferently serve any part of New-England.

by Daniel Travis First published in 1715 1 edition in 1 language

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Born	1652?
Died	1720?

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OLID: OL4627119A

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Created September 13, 2008
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September 13, 2008

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