What is the use of an object expansion code?

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Maredudd Faughn
Answered 3 months, 3 weeks ago
<p id="isPasted">For "Fibonacci Expansion", it is possible to specify the mode of continuation of its display to the right and/or left (OBJPROP_RAY_RIGHT and OBJPROP_RAY_LEFT properties accordingly).</p><p>You can also specify the number of line-levels, their values and color.<img data-fr-image-pasted="true" 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" 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