[Gzz-commits] gzz TODO

[Benja Fallenstein]

CVSROOT:        /cvsroot/gzz
Module name:    gzz
Changes by:     Benja Fallenstein <address@hidden>      02/09/29 13:17:29

Modified files:
        .              : TODO 

Log message:
        one done; prioritize, note dependency

CVSWeb URLs:
http://savannah.gnu.org/cgi-bin/viewcvs/gzz/gzz/TODO.diff?tr1=1.191&tr2=1.192&r1=text&r2=text

Patches:
Index: gzz/TODO
diff -c gzz/TODO:1.191 gzz/TODO:1.192
*** gzz/TODO:1.191      Sun Sep 29 13:00:36 2002
--- gzz/TODO    Sun Sep 29 13:17:29 2002
***************
*** 33,42 ****
          papertest.py and others.
          Also avoids name clashes
      benja:
-       - edit bindings for xupdf demo
-             - creating new page span (doesn't need nice interface)
-           - marking page spans (after painted with mouse)
          - show pagespans in client
        + ZZ vanishingview cell size for pagespans and linebroken
          paragraphs, as well as libpaper backgrounds
      humppake:
--- 33,42 ----
          papertest.py and others.
          Also avoids name clashes
      benja:
          - show pagespans in client
+       - edit bindings for xupdf demo
+           - marking page spans (after painted with mouse) 
+               [waiting for *invcoords]
        + ZZ vanishingview cell size for pagespans and linebroken
          paragraphs, as well as libpaper backgrounds
      humppake:
***************
*** 73,79 ****
            - text
            - entry / link making bindings
                - paint part of page
!                   - implement DistortCoords::createInverse(). 
                      This is not easy, and
                      it IS allowable to use numeric approximation 
                      for root-finding.  Make sure you abstract 
--- 73,79 ----
            - text
            - entry / link making bindings
                - paint part of page
!                   - &invcoords: implement DistortCoords::createInverse(). 
                      This is not easy, and
                      it IS allowable to use numeric approximation 
                      for root-finding.  Make sure you abstract