cherubini_counterpoint_and_fugue:four_part_counterpoint:first_order

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cherubini_counterpoint_and_fugue:four_part_counterpoint:first_order [2018/07/20 03:29] briancherubini_counterpoint_and_fugue:four_part_counterpoint:first_order [2018/07/20 03:33] (current) – Moved the examples to a new page brian
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 > **Observation** -- By the aid of the rules in this order, and with the assistance of the precepts set forth in two-part and three-part counterpoint, the pupil may, after having gone through the exercises in the first order, proceed to the second, and then to the third, without need of additional rules. By examining the following examples, it will readily be perceived, that all which has been hitherto said, respecting the three first orders, is quite sufficient. > **Observation** -- By the aid of the rules in this order, and with the assistance of the precepts set forth in two-part and three-part counterpoint, the pupil may, after having gone through the exercises in the first order, proceed to the second, and then to the third, without need of additional rules. By examining the following examples, it will readily be perceived, that all which has been hitherto said, respecting the three first orders, is quite sufficient.
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-> Examples in four parts -- Note against note 
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-> Examples in four parts -- Two against one 
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-> Example in four parts -- Four against one 
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-After having studied these three orders, by placing the given //cantus firmus// in each of the parts alternately, the pupil may set himself on the task of mingling these three orders together, after the method indicated in the following example: 
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-> Example in four parts -- Mixed orders 
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  • cherubini_counterpoint_and_fugue/four_part_counterpoint/first_order.1532057378.txt.gz
  • Last modified: 2018/07/20 03:29
  • by brian