Theory And Analysis of Ornament Applied to the Work of Elementary And Technical
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To quickly assess the difficulty of the text, read a short excerpt:
84. Fig. 85.
repeated and contradicted, have their corresponding points equally distant, but those distances are not all directed in the same way ; they are sometimes parallel, sometimes crossed in a changeable manner and in different places (Fig. 85). It is necessary to observe : 1. That a followed conjugation is uneven, i. E. , has neither axis nor symmetrical centre.
2. That a conjugation in the wrong way is even, i. E. , has a symmetrical axis.
3. That a diagonal conjugation is diagonal, i.... E. , it has a symmetrical centre.
i 26 Theory and Analysis of Ornament.
4. That a contrary conjugation is uneven, but has a transversal axis or a diameter which separates the figures in two equal parts as quantity, and superposable by moving and turning. Each of the conjugations is, for situation : 1. Separated (Fig. 86).
2. Contiguous (Fig. 87).
3. Crossed (Fig. 88).
Fig. 86.
They can be defined simply and briefly by saying of a form that it is followed, even, diagonal, or contrary ; and more, add that each of them is separated, contiguous, or crossed.
What to read after Theory And Analysis of Ornament Applied to the Work of Elementary And Technical?
You can find similar books in the "Read Also" column, or choose other free books by Francois Louis Schauermann to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
84. Fig. 85.
repeated and contradicted, have their corresponding points equally distant, but those distances are not all directed in the same way ; they are sometimes parallel, sometimes crossed in a changeable manner and in different places (Fig. 85). It is necessary to observe : 1. That a followed conjugation is uneven, i. E. , has neither axis nor symmetrical centre.
2. That a conjugation in the wrong way is even, i. E. , has a symmetrical axis.
3. That a diagonal conjugation is diagonal, i.... E. , it has a symmetrical centre.
i 26 Theory and Analysis of Ornament.
4. That a contrary conjugation is uneven, but has a transversal axis or a diameter which separates the figures in two equal parts as quantity, and superposable by moving and turning. Each of the conjugations is, for situation : 1. Separated (Fig. 86).
2. Contiguous (Fig. 87).
3. Crossed (Fig. 88).
Fig. 86.
They can be defined simply and briefly by saying of a form that it is followed, even, diagonal, or contrary ; and more, add that each of them is separated, contiguous, or crossed.
What to read after Theory And Analysis of Ornament Applied to the Work of Elementary And Technical?
You can find similar books in the "Read Also" column, or choose other free books by Francois Louis Schauermann to read onlineMoreLess
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