tag:dreamwidth.org,2010-03-20:490324 small batch icons small batch icons 2011-02-27T16:28:44Z tag:dreamwidth.org,2010-03-20:490324:53634 Rez 2011-02-27T16:28:44Z 2011-02-27T16:28:44Z public 4 Posted by: <span lj:user='lo_rez' style='white-space: nowrap;' class='ljuser'><a href='https://lo-rez.dreamwidth.org/profile'><img src='https://www.dreamwidth.org/img/silk/identity/user.png' alt='[personal profile] ' width='17' height='17' style='vertical-align: text-bottom; border: 0; padding-right: 1px;' /></a><a href='https://lo-rez.dreamwidth.org/'><b>lo_rez</b></a></span><br /><br /><p><br /></p><br /><center><img src="http://pics.livejournal.com/rez_lo/pic/000hpdz0">&nbsp;<img src="http://pics.livejournal.com/rez_lo/pic/000hq7bx">&nbsp;<img src="http://pics.livejournal.com/rez_lo/pic/000hr5ht"><br /><br />Take/change at will.</center><br /><br /><small>[topology: the geometry of shapes or spaces expressing invariant qualities under continuous deformation]</small><br /><p><br /></p><br /><br /><img src="https://www.dreamwidth.org/tools/commentcount?user=smallbatchicons&ditemid=53634" width="30" height="12" alt="comment count unavailable" style="vertical-align: middle;"/> comments tag:dreamwidth.org,2010-03-20:490324:52662 Rez 2011-02-25T21:14:07Z 2011-02-26T05:24:01Z public 10 Posted by: <span lj:user='lo_rez' style='white-space: nowrap;' class='ljuser'><a href='https://lo-rez.dreamwidth.org/profile'><img src='https://www.dreamwidth.org/img/silk/identity/user.png' alt='[personal profile] ' width='17' height='17' style='vertical-align: text-bottom; border: 0; padding-right: 1px;' /></a><a href='https://lo-rez.dreamwidth.org/'><b>lo_rez</b></a></span><br /><br /><p><br /></p><br /><center><img src="http://pics.livejournal.com/rez_lo/pic/000heq54">&nbsp;&nbsp;<img src="http://pics.livejournal.com/rez_lo/pic/000hcfhq">&nbsp;&nbsp;<img src="http://pics.livejournal.com/rez_lo/pic/000hgygg"></center><br /><br /><center>Take/change at will; no credit necessary.</center><br /><br /><small>julia set: the graph (usually fractal) of an iterative function where <em>c</em> is complex; the set of all <em>z</em> for which the iteration <br />z → z^2 + c does not diverge to infinity</small><br /><p><br /></p><br /><br /><img src="https://www.dreamwidth.org/tools/commentcount?user=smallbatchicons&ditemid=52662" width="30" height="12" alt="comment count unavailable" style="vertical-align: middle;"/> comments