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19 Proposition. The foure beasts are the foure Evangelles with all the true writers and professors thereof.
- John Napier

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19 Proposition. The foure beasts are the foure Evangelles with all the true writers and professors thereof.
- John Napier

19 Proposition. The foure beasts are the foure Evangelles with all the true writers and professors thereof.
- John Napier

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19 Proposition. The foure beasts are the foure Evangelles with all the true writers and professors thereof.
- John Napier

The First Proposition. In propheticall dates of daies, weekes, moneths, and yeares, everie common propheticall day is taken for a yeare.
- John Napier

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The First Proposition. In propheticall dates of daies, weekes, moneths, and yeares, everie common propheticall day is taken for a yeare.
- John Napier

10 Proposition. The last Trumpet and Viall beginneth anno Christe 1541 and should end in anno Christi 1786.
- John Napier

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10 Proposition. The last Trumpet and Viall beginneth anno Christe 1541 and should end in anno Christi 1786.
- John Napier

22 Proposition. The Woman clad with the Sunne is the true Church of God.
- John Napier

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22 Proposition. The Woman clad with the Sunne is the true Church of God.
- John Napier

22 Proposition. The Woman clad with the Sunne is the true Church of God.
- John Napier

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22 Proposition. The Woman clad with the Sunne is the true Church of God.
- John Napier

22 Proposition. The Woman clad with the Sunne is the true Church of God.
- John Napier

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22 Proposition. The Woman clad with the Sunne is the true Church of God.
- John Napier

6 Proposition. The first Trumpet or Viall began at the Jubelee, in anno Christi 71.
- John Napier

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6 Proposition. The first Trumpet or Viall began at the Jubelee, in anno Christi 71.
- John Napier

6 Proposition. The first Trumpet or Viall began at the Jubelee, in anno Christi 71.
- John Napier

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6 Proposition. The first Trumpet or Viall began at the Jubelee, in anno Christi 71.
- John Napier

Any desired geometrical mean between two sines has for its Logarithm the corresponding arithmetical mean between the Logarithms of the sines.
- John Napier

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Any desired geometrical mean between two sines has for its Logarithm the corresponding arithmetical mean between the Logarithms of the sines.
- John Napier

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