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130. - Collection Point® | The Total Digital Asset Management System

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58 Structure and the Book ofZechariah<br />

the arrangements that are not chiastic may still be regarded as regular.<br />

With this ingenuity available, it is impossible to produce a passage that<br />

is not 'regular'.<br />

3. It often arises in a passage of several verses (say about ten or<br />

more) that there are several repeated words, phrases, or ideas (as was<br />

the case with 'Isaiah 67'). We have seen that careful selection of those<br />

that we deem to be significant makes it possible to argue for a regular<br />

structure. We may also note that it is possible to claim two or more<br />

superimposed structures, thus giving the impression of a greater concern<br />

for structure, rather than regarding it as confused or conflicting<br />

evidence. I cannot attempt to produce a comprehensive theory concerning<br />

the probability that a supposed structure was intended to be<br />

regular, but it is possible to demonstrate that regular structures may<br />

be seen where none were intended. Here are some examples of<br />

random sequences (again pulled from a hat):<br />

1. dceabdbacae. This may be regarded as ce + abdba + ce<br />

(ignore d or note that it corresponds to the centre) or xbdbx<br />

(where x is a complex idea containing a, c and e).<br />

2. ddabcaaeecb. Ignore the first part, 1 and we have a beautiful,<br />

ready-made chiasmus with a centre formed by two parallel<br />

pairs: bcaaeecb.<br />

3. cbecdeaaadb —> chiasmus bdaaadb with a very powerful<br />

centre, plus cece superimposed over the first half (before the<br />

centre).<br />

4. adbcaadbcee —> a + xaax + ee (where x = dbc).<br />

I should draw at least four conclusions from this brief experiment and<br />

investigation.<br />

1. Great care must be taken in characterizing the elements that<br />

we label a, b, etc. If we are keen to find a structure, there are<br />

many ways of ensuring that we do.<br />

2. Structures that are 'nearly regular' must be treated with a<br />

great deal of reserve. This means that 'partial' and 'splitmember'<br />

chiastic structures outlined by Watson 2 must be<br />

treated with much greater scepticism.<br />

1. If we adhered to the units as given we should avoid this particular mistake.<br />

2. 'Chiastic Patterns', pp. 124-25.

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