<!--
function writeJS(){
var str='';
str+='<div align="center">';
str+='		<p align="center" style="margin-top: 0; margin-bottom: 0">';
str+='		<b><font face="Arial" size="2">More Dynamic Geometry:<\/font><\/b><\/p>';
str+='			<table border="0" width="728" id="table1" cellspacing="0" cellpadding="6">';
str+='				<tr>';
str+='					<td valign="top" width="25%">';
str+='			<font face="Arial" size="2">';
str+='			<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/complete_quadrilateral_ortholine_steiner_line.htm">Complete Quadrilateral:<\/a> Ortholine-Steiner Line.<br>';
str+='			<br>';
str+='			<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/eight_point_circle_theorem.htm">Eight-Point ';
str+='			Circle Theorem<\/a><br>';
str+='			Quadrilateral midpoints.<br>';
str+='		<\/font>';
str+='		<font face="arial" size="2">';
str+='<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/feuerbach_points_animated_angle.htm">Feuerbach Points<\/a>: ';
str+='and Nine-Point Circle.<br>';
str+='		<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/four_circles_theorem.htm">Four Circles Theorem<\/a>: ';
str+='concyclic points.<br>';
str+='		<a target="_top" href="http:\/\/www.gogeometry.com\/javacar\/hinged_tessellation_square_1.htm">Hinged Tessellation:<\/a> ';
str+='Squares<br>';
str+='			<br>';
str+='		<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/incenter_excenter_incircle_excircle.htm">Incenter, ';
str+='Incircle, Excenter, Excircles<\/a>: internal and external bisectors.<\/font><\/td>';
str+='					<td valign="top" width="25%">';
str+='		<font face="arial" size="2">';
str+='		<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/isogonic_jacobi_theorem.htm">Isogonic-Jacobi ';
str+='			Theorem<\/a>: Isogonals and Concurrent Point in a triangle.<br>';
str+='					<br>';
str+='		<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/newton_theorem_line_gauss.htm">Newton\'s Theorem<\/a>: Newton-Gauss Line ';
str+='					in a complete quadrilateral.<br>';
str+='					<br>';
str+='					<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/marion_walter_geometry_theorem.htm">Marion ';
str+='			Walter\'s Theorem<\/a>: triangle and trisection of sides.<br>';
str+='					<br>';
str+='					<a target="_top" href="http:\/\/www.gogeometry.com\/javacar\/Miquel_1.htm">Miquel\'s ';
str+='			Pentagram<\/a>: concyclic points.<\/font><\/td>';
str+='					<td valign="top" width="25%">';
str+='					';
str+='		<font face="arial" size="2">';
str+='					<a target="_top" href="http:\/\/www.gogeometry.com\/javacar\/Monge_1.htm">Monge &amp; ';
str+='			d\'Alembert Three Circles Theorem I<\/a>: 3 circles &amp; common external ';
str+='					tangents.<br>';
str+='<a target="_top" href="http:\/\/www.gogeometry.com\/javacar\/Monge_2.htm">Monge &amp; ';
str+='			d\'Alembert Three Circles Theorem II<\/a>:&nbsp;3 circles &amp; ';
str+='common internal tangents.<br>';
str+='					<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/morley_triangle_circle_center.htm">Morley\'s Triangle and ';
str+='Center<\/a>: trisectors and equilateral triangle.<br>';
str+='					<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/orthopole_triangle.htm">Orthopole of a ';
str+='			Triangle and a line<\/a>: perpendiculars from the vertices to a line and concurrent point.<\/font><\/td>';
str+='					<td valign="top" width="25%">';
str+='					';
str+='					<font face="arial" size="2">';
str+='					<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/schiffler_point_euler_line.htm">Schiffler Point<\/a>: ';
str+='					four Euler Lines of triangles and concurrent point.<br>';
str+='					<br>';
str+='					<a target="_top" href="taylor_circle_theorem_altitudes.htm">Taylor Circle<\/a>: ';
str+='Triangle, Altitudes, Perpendiculars and concylic points.<br>';
str+='					<a target="_top" a href="http:\/\/www.gogeometry.com\/geometry\/three_circles_tangent_theorem.htm">Three Tangent Circles<\/a>: ';
str+='Common Tangents &amp; Concurrent Point.<br>';
str+='					<br>';
str+='					<a target="_top" href="http:\/\/www.gogeometry.com\/geometry\/three_circles_theorem.htm">';
str+='Three Circles Theorem, animation<\/a>: common chords and concurrent point.<\/font><\/td>';
str+='				<\/tr>';
str+='			<\/table>';
str+='		<\/div>';
document.write(str);
}
writeJS();
//-->
