Apolonio_PCC _escala_=38.932875308033985 _Ox_=-50 _Oy_=-18 _nNOG_=56 _pasos_=1 'P_101:=newCnstrGCtrl('','',-9.348164472528778,-5.237790646668134,'',gris_descartes,2,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2 ¦ '' ¦ '' ¦ 0 'P_102:=newCnstrGCtrl('','',-8.808126837858511,-5.331559123102104,'',gris_descartes,2,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2 ¦ '' ¦ '' ¦ 0 'P_103:=newCnstrGCtrl('','',-9.324676622095287,-6.247768215308178,'',gris_descartes,2,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2 ¦ '' ¦ '' ¦ 0 'P_104:=newCnstrGCtrl('','',-7.492624288283115,-6.294743916175157,'',gris_descartes,2,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2 ¦ '' ¦ '' ¦ 0 'P_105:=newCnstrGCtrl('','',0.7516112138716606,0.8925383164725971,'',gris_descartes,2,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2 ¦ '' ¦ '' ¦ 0 'P_106:=newCnstrGCtrl('','',0.7516112138716612,0.17063101362121558,'',gris_descartes,2,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2 ¦ '' ¦ '' ¦ 0 'P_107:=newCnstrGCtrl('','',-0.6136258348580153,0.5235204237108948,'',fuerte,2.5,'(ver>=0)')' ¦ 'fuerte' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'L_110:=newS(P_101,P_102,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'L_113:=newS(P_103,P_104,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'C_114:=newCircleSC2D(L_113,P_105,fuerte,2,'(ver>=0)')' ¦ 'fuerte' ¦ 2 ¦ '' ¦ '' ¦ 0 'C_115:=newCircleSC2D(L_110,P_106,fuerte,2,'(ver>=0)')' ¦ 'fuerte' ¦ 2 ¦ '' ¦ '' ¦ 0 'L_118:=newLine2D(P_105,P_106,gris_descartes,2,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_119:=newFirstMeetLC2D('','',L_118,C_115,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'P_120:=newSecondMeetLC2D('','',L_118,C_115,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'P_121:=newFirstMeetLC2D('','',L_118,C_115,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'P_122:=newSecondMeetLC2D('','',L_118,C_115,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'P_123:=newFirstMeetLC2D('','',L_118,C_114,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'P_124:=newSecondMeetLC2D('','',L_118,C_114,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'C_125:=newCircleCP2D(P_123,P_124,rojo,1,'(ver>=0)')' ¦ 'rojo' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_126:=newFirstMeetLC2D('','',L_118,C_125,'(ver>=0)')' ¦ 'rojo' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'P_127:=newSecondMeetLC2D('','',L_118,C_125,'(ver>=0)')' ¦ 'rojo' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'L_130:=newLine2D(P_123,P_107,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_131:=newFirstMeetLC2D('','',L_130,C_125,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'P_132:=newSecondMeetLC2D('','',L_130,C_125,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'P_133:=newCnstrGCtrl('','',-9.770156272753992,2.121801614790007,'',gris_descartes,2,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2 ¦ '' ¦ '' ¦ 0 'L_136:=newS(P_133,P_131,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'L_139:=newS(P_133,P_107,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'L_142:=newS(P_133,P_132,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_143:=newMidPoint('','',P_133,P_131,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'L_146:=newS(P_132,P_143,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_147:=newMeetLL2D('','',L_139,L_146,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'L_150:=newLine2D(P_131,P_147,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_151:=newMeetLL2D('','',L_142,L_150,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'L_154:=newLine2D(P_143,P_151,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_155:=newMeetLL2D('','',L_130,L_154,'(ver>=0)')' ¦ 'rosa' ¦ 3.5 ¦ '' ¦ '' ¦ 0 'L_158:=newPerp2D(L_118,P_127,rosa,2,'(ver>=0)')' ¦ 'rosa' ¦ 2 ¦ '' ¦ '' ¦ 0 'P_159:=newCnstrGCtrl('','',9.119362248867624,3.126455218716178,'',gris_descartes,2,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2 ¦ '' ¦ '' ¦ 0 'L_162:=newS(P_126,P_159,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'L_165:=newS(P_159,P_127,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'L_168:=newS(P_121,P_159,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_169:=newMidPoint('','',P_126,P_159,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'L_172:=newS(P_127,P_169,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_173:=newMeetLL2D('','',L_168,L_172,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'L_176:=newLine2D(P_126,P_173,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_177:=newMeetLL2D('','',L_165,L_176,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'L_180:=newLine2D(P_169,P_177,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_181:=newMeetLL2D('','',L_118,L_180,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'L_184:=newS(P_122,P_159,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_185:=newMeetLL2D('','',L_172,L_184,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 1 'P_186:=newMeetLL2D('','',L_172,L_184,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'L_189:=newLine2D(P_126,P_186,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_190:=newMeetLL2D('','',L_165,L_189,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'L_193:=newLine2D(P_169,P_190,gris_descartes,1,'(ver>=0)')' ¦ 'gris_descartes' ¦ 1 ¦ '' ¦ '' ¦ 0 'P_194:=newMeetLL2D('','',L_118,L_193,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'P_195:=newMidPoint('','',P_194,P_181,'(ver>=0)')' ¦ 'gris_descartes' ¦ 2.5 ¦ '' ¦ '' ¦ 0 'C_196:=newCircleCP2D(P_195,P_181,rosa,2,'(ver>=0)')' ¦ 'rosa' ¦ 2 ¦ '' ¦ '' ¦ 0 'C_196' ¦ 'Realizando una inversión respecto a un círculo que sea tangente a uno de los círculos dados (el ROJO), el problema se convierte al caso PLC previamente resuelto. El punto, círculo y recta de color ROSA son los inversos del punto y los círculos dados (BLANCOS) respecto al círculo ROJO. El problema se resuelve para los de color ROSA y el círculo encontrado se invierte para obtener el círculo deseado.' 1 ¦ 0 ¦ 0 ¦ 0 ¦ 0 ¦ 0 ¦ 0 ¦ 0 ¦ 0 ¦ 0