[2.19.x] Always set coordinates to clockwise for overlays

What does this PR do?

Updates the overlay metacard transformer so it will reverse counterclockwise coordinates to clockwise before manipulating the image. This is necessary because the image manipulation code assumes the coordinates are clockwise.
Who is reviewing it?

@millerw8 @maiiiiiiii @kcwire @jlcsmith
How should this be tested?

Ingest the following metacard:
<metacard xmlns="urn:catalog:metacard">
  <type>ddf.metacard</type>
  <source>ddf.distribution</source>
  <dateTime name="metacard.created">
    <value>2021-10-18T20:49:38.028+00:00</value>
  </dateTime>
  <dateTime name="metacard.modified">
    <value>2021-10-18T20:49:38.028+00:00</value>
  </dateTime>
  <dateTime name="effective">
    <value>2021-10-18T20:49:38.028+00:00</value>
  </dateTime>
  <dateTime name="created">
    <value>1987-10-19T11:07:27.064+00:00</value>
  </dateTime>
  <dateTime name="modified">
    <value>2021-10-18T20:49:38.028+00:00</value>
  </dateTime>
  <string name="point-of-contact">
    <value>system@localhost.local</value>
  </string>
  <string name="metacard-tags">
    <value>resource</value>
    <value>VALID</value>
  </string>
  <string name="title">
    <value>Polygon Location Test</value>
  </string>
  <string name="location">
    <value>POLYGON ((0 0, 10 0, 10 10, 0 10, 0 0))</value>
  </string>
  <string name="thumbnail">
    <value>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</value>
  </string>
</metacard>
This metacard's location is a box with its coordinates in counterclockwise order. Open Intrigue and search for it, then overlay the thumbnail on the map. It should be rotated 90 degrees to the left, since the lower-left corner of the box (the first point of the WKT) will correspond to the top-left corner of the image when the coordinates are in clockwise order.
Checklist:

[ ] Documentation Updated
[ ] Update / Add Threat Dragon models
[x] Update / Add Unit Tests
[ ] Update / Add Integration Tests
Notes on Review Process

Please see Notes on Review Process for further guidance on requirements for merging and abbreviated reviews.
Review Comment Legend:

✏️ (Pencil) This comment is a nitpick or style suggestion, no action required for approval. This comment should provide a suggestion either as an in line code snippet or a gist.
❓ (Question Mark) This comment is to gain a clearer understanding of design or code choices, clarification is required but action may not be necessary for approval.
❗ (Exclamation Mark) This comment is critical and requires clarification or action before approval.
codice / ddf
