A14212:353
A collection of certain learned discourses, written by that famous man of memory Zechariah…A collection of certaine learned discourses, written by that famous man of memory Zachary…
A collection of certain learned discourses, written by that famous man of memory Zachary Ursine; doctor and professor of divinity in the noble and flourishing schools of Neustad. For explication of divers difficult points, laid down by that author in his catechism. Lately put in print in Latin by the last labour of D. David Parry: and now newly translated into English, by I.H. for the benefit and behoof of our Christian country-manA collection of certaine learned discourses, written by that famous man of memory Zachary Ursine; doctor and professor of divinitie in the noble and flourishing schools of Neustad. For explication of divers difficult points, laide downe by that author in his catechisme. Lately put in print in Latin by the last labour of D. David Parry: and now newlie translated into English, by I.H. for the benefit and behoofe of our Christian country-man
Oxford: printed by Joseph Barnes, 1600Oxford: printed by Ioseph Barnes, 1600
Modern spelling is a reading aid: the words are the author’s, only the spelling is modernized. Original shows the page as printed, with the transcription marks.
Auns. These examples are partly improper or unlike, partly false. Unlike
Auns. These examples are partly improper or vnlike, partely false. Vnlike
1 Because they may also be incident to treatures: as walking on the water to Peter, passing through shut doors to spirits.
1 Because they may also be incident to treatures: as walking on the water to Peter, passinge through shut doores to spirites.
2. Because they employ a contradiction, for when he is said to be borne of a virgin, he is not at the same time said not to be borne of a Virgin. But at once to be finite and infinite implieth a contradiction. False
2. Because they imploy a contradiction, for when he is said to bee borne of a virgin, he is not at the same time said not to bee borne of a Virgin. But at once to be finite and infinite implieth acontradiction. False