List K External Division. Points available at the Kimberling's Encyclopedia ETC.
The ETC version: The 8998 points version of 2015. The "Discoverer" database version: October 2013. Last update: 2016-01-01- The
Point Dividing Externally the Directed Segment from X(1) Incenter to
the X(3) Circumcenter in the Ratio of 3:1 is the X(3579).
- The
Point Dividing Externally the Directed Segment from X(1) Incenter to the
X(6) Symmedian Point in the Ratio of 3:1 is the X(4663).
- The
Point Dividing Externally the Directed Segment from X(1) Incenter to the
X(8) Nagel Point in the Ratio of 3:1 is the X(3625).
- The Point
Dividing Externally the Directed Segment from X(2) Centroid to the X(3)
Circumcenter in the Ratio of 3:1 is the X(8703).
- The Point
Dividing Externally the Directed Segment from X(2) Centroid to the X(4)
Orthocenter in the Ratio of 3:1 is the X(3830).
- The Point
Dividing Externally the Directed Segment from X(2) Centroid to the X(5)
Nine-Point Center in the Ratio of 3:1 is the X(5066).
- The Point
Dividing Externally the Directed Segment from X(2) Centroid to the X(6)
Symmedian Point in the Ratio of 3:1 is the X(8584).
- The Point
Dividing Externally the Directed Segment from X(2) Centroid to the X(8)
Nagel Point in the Ratio of 3:1 is the X(4677).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(4) Orthocenter in the Ratio of 3:1 is the X(3627).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(5) Nine-Point Center in the Ratio of 3:1 is the X(546).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(6) Symmedian Point in the Ratio of 3:1 is the X(576).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(1) Incenter in the Ratio of 3:1 is the X(5882).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(3) Circumcenter in the Ratio of 3:1 is the X(550).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(5) Nine-Point Center in the Ratio of 3:1 is the X(140).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(6) Symmedian Point in the Ratio of 3:1 is the X(8550).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(3) Circumcenter in the Ratio of 3:1 is the X(548).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(4) Orthocenter in the Ratio of 3:1 is the X(3853).
- The
Point Dividing Externally the Directed Segment from X(6) Symmedian
Point to the X(3) Circumcenter in the Ratio of 3:1 is the X(3098).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(1) Incenter in the Ratio of 3:1 is the X(3244).
- The Point
Dividing Externally the Directed Segment from X(1) Incenter to the X(8)
Nagel Point in the Ratio of 3:2 is the X(3621).
- The Point Dividing Externally the Directed Segment from X(2) Centroid to the X(1) Incenter in the Ratio of 3:2 is the X(2487).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(3) Circumcenter in the Ratio of 3:2 is the X(3534).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to the
X(5) Nine-Point Center in the Ratio of 3:2 is the X(3845).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(1) Incenter in the Ratio of 3:2 is the X(7982).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(4) Orthocenter in the Ratio of 3:2 is the X(3146).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(5) Nine-Point Center in the Ratio of 3:2 is the X(3627).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(3) Circumcenter in the Ratio of 3:2 is the X(1657).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(5) Nine-Point Center in the Ratio of 3:2 is the X(550).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(3) Circumcenter in the Ratio of 3:2 is the X(20).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(4) Orthocenter in the Ratio of 3:2 is the X(382).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(1) Incenter in the Ratio of 3:2 is the X(3633).
- The Point
Dividing Externally the Directed Segment from X(1) Incenter to the X(3)
Circumcenter in the Ratio of 4:1 is the X(165).
- The Point
Dividing Externally the Directed Segment from X(1) Incenter to the X(5)
Nine-Point Center in the Ratio of 4:1 is the X(5587).
- The Point
Dividing Externally the Directed Segment from X(1) Incenter to the X(8)
Nagel Point in the Ratio of 4:1 is the X(4677).
- The Point
Dividing Externally the Directed Segment from X(2) Centroid to the X(5)
Nine-Point Center in the Ratio of 4:1 is the X(3545).
- The Point
Dividing Externally the Directed Segment from X(2) Centroid to the X(6)
Symmedian Point in the Ratio of 4:1 is the X(5032).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(2) Centroid in the Ratio of 4:1 is the X(5055).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(4) Orthocenter in the Ratio of 4:1 is the X(3830).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(5) Nine-Point Center in the Ratio of 4:1 is the X(381).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(6) Symmedian Point in the Ratio of 4:1 is the X(5093).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(1) Incenter in the Ratio of 4:1 is the X(7967).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(2) Centroid in the Ratio of 4:1 is the X(3524).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(3) Circumcenter in the Ratio of 4:1 is the X(376).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(5) Nine-Point Center in the Ratio of 4:1 is the X(2).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(3) Circumcenter in the Ratio of 4:1 is the X(8703).
- The
Point Dividing Externally the Directed Segment from X(7) Gergonne Point
to the X(1) Incenter in the Ratio of 4:1 is the X(8236).
- The
Point Dividing Externally the Directed Segment from X(7) Gergonne Point
to the X(5) Nine-Point Center in the Ratio of 4:1 is the X(5817).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(1) Incenter in the Ratio of 4:1 is the X(3241).
- The Point
Dividing Externally the Directed Segment from X(8) Nagel Point to the
X(3) Circumcenter in the Ratio of 4:1 is the X(5731).
- The Point
Dividing Externally the Directed Segment from X(8) Nagel Point to the
X(5) Nine-Point Center in the Ratio of 4:1 is the X(5603).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 4:3 is the X(4677).
- The
Point Dividing Externally the Directed Segment from X(1) Incenter to
the X(3) Circumcenter in the Ratio of 4:3 is the X(7991).
- The
Point Dividing Externally the Directed Segment from X(1) Incenter to the
X(5) Nine-Point Center in the Ratio of 4:3 is the X(5881).
- The
Point Dividing Externally the Directed Segment from X(1) Incenter to the
X(8) Nagel Point in the Ratio of 4:3 is the X(4885).
- The Point Dividing Externally the Directed Segment from X(2) Centroid to the X(1) Incenter in the Ratio of 4:3 is the X(145).
- The Point Dividing Externally the Directed Segment from X(2) Centroid to the X(3) Circumcenter in the Ratio of 4:3 is the X(20).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(4) Orthocenter in the Ratio of 4:3 is the X(3146).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to the
X(5) Nine-Point Center in the Ratio of 4:3 is the X(4).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to the
X(6) Symmedian Point in the Ratio of 4:3 is the X(193).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to the
X(8) Nagel Point in the Ratio of 4:3 is the X(3621).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(1) Incenter in the Ratio of 4:3 is the X(8148).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(2) Centroid in the Ratio of 4:3 is the X(3830).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(4) Orthocenter in the Ratio of 4:3 is the X(5073).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(5) Nine-Point Center in the Ratio of 4:3 is the X(382).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(3) Circumcenter in the Ratio of 4:3 is the X(3529).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(5) Nine-Point Center in the Ratio of 4:3 is the X(20).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(2) Centroid in the Ratio of 4:3 is the X(8703).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 5:1 is the X(3828).
- The
Point Dividing Externally the Directed Segment from X(1) Incenter to
the X(8) Nagel Point in the Ratio of 5:1 is the X(4701).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(2) Centroid in the Ratio of 5:1 is the X(547).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(4) Orthocenter in the Ratio of 5:1 is the X(3853).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(5) Nine-Point Center in the Ratio of 5:1 is the X(3850).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(6) Symmedian Point in the Ratio of 5:1 is the X(5097).
- The Point Dividing Externally the Directed Segment from X(4) Orthocenter to the X(2) Centroid in the Ratio of 5:1 is the X(549).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(3) Circumcenter in the Ratio of 5:1 is the X(548).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(5) Nine-Point Center in the Ratio of 5:1 is the X(3628).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(1) Incenter in the Ratio of 5:1 is the X(3635).
- The Point Dividing Externally the Directed Segment from X(8) Nagel Point to the X(2) Centroid in the Ratio of 5:1 is the X(551).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(2) Centroid in the Ratio of 5:2 is the X(3545).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(4) Orthocenter in the Ratio of 5:2 is the X(3543).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(5) Nine-Point Center in the Ratio of 5:2 is the X(3845).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(6) Symmedian Point in the Ratio of 5:2 is the X(5102).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(3) Circumcenter in the Ratio of 5:2 is the X(3534).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(5) Nine-Point Center in the Ratio of 5:2 is the X(549).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(2) Centroid in the Ratio of 5:2 is the X(5054).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(3) Circumcenter in the Ratio of 5:2 is the X(376).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(4) Orthocenter in the Ratio of 5:2 is the X(3830).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(1) Incenter in the Ratio of 5:2 is the X(2487).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 5:3 is the X(4669).
- The Point Dividing Externally the Directed Segment from X(2) Centroid to the X(1) Incenter in the Ratio of 5:3 is the X(3244).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(3) Circumcenter in the Ratio of 5:3 is the X(550).
- The Point Dividing Externally the Directed Segment from X(2) Centroid to the X(4) Orthocenter in the Ratio of 5:3 is the X(382).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(5) Nine-Point Center in the Ratio of 5:3 is the X(546).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(6) Symmedian Point in the Ratio of 5:3 is the X(3629).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(8) Nagel Point in the Ratio of 5:3 is the X(3632).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(2) Centroid in the Ratio of 5:3 is the X(3845).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(5) Nine-Point Center in the Ratio of 5:3 is the X(3853).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(2) Centroid in the Ratio of 5:3 is the X(3534).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(5) Nine-Point Center in the Ratio of 5:3 is the X(548).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(2) Centroid in the Ratio of 5:3 is the X(2487).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(2) Centroid in the Ratio of 5:4 is the X(3543).
- The Point
Dividing Externally the Directed Segment from X(5) Nine-Point Center to
the X(2) Centroid in the Ratio of 5:4 is the X(376).
- The Point
Dividing Externally the Directed Segment from X(5) Nine-Point Center to
the X(3) Circumcenter in the Ratio of 5:4 is the X(1657).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(4) Orthocenter in the Ratio of 5:4 is the X(3146).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 6:1 is the X(1698).
- The
Point Dividing Externally the Directed Segment from X(1) Incenter to
the X(8) Nagel Point in the Ratio of 6:1 is the X(4816).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(2) Centroid in the Ratio of 6:1 is the X(1656).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(4) Orthocenter in the Ratio of 6:1 is the X(5076).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(5) Nine-Point Center in the Ratio of 6:1 is the X(3091).
- The Point Dividing Externally the Directed Segment from X(4) Orthocenter to the X(2) Centroid in the Ratio of 6:1 is the X(631).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(3) Circumcenter in the Ratio of 6:1 is the X(3522).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(5) Nine-Point Center in the Ratio of 6:1 is the X(1656).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(2) Centroid in the Ratio of 6:1 is the X(632).
- The
Point Dividing Externally the Directed Segment from X(6) Symmedian
Point to the X(2) Centroid in the Ratio of 6:1 is the X(3763).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(1) Incenter in the Ratio of 6:1 is the X(3623).
- The Point
Dividing Externally the Directed Segment from X(8) Nagel Point to the
X(2) Centroid in the Ratio of 6:1 is the X(3616).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 6:5 is the X(3632).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(5) Nine-Point Center in the Ratio of 6:5 is the X(3830).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(2) Centroid in the Ratio of 6:5 is the X(382).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(5) Nine-Point Center in the Ratio of 6:5 is the X(3146).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(2) Centroid in the Ratio of 6:5 is the X(3529).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(3) Circumcenter in the Ratio of 6:5 is the X(5059).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(5) Nine-Point Center in the Ratio of 6:5 is the X(1657).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(2) Centroid in the Ratio of 6:5 is the X(550).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(5) Nine-Point Center in the Ratio of 7:1 is the X(5066).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(2) Centroid in the Ratio of 7:1 is the X(5054).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(3) Circumcenter in the Ratio of 7:1 is the X(8703).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(5) Nine-Point Center in the Ratio of 7:1 is the X(547).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 7:2 is the X(4521).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(2) Centroid in the Ratio of 7:2 is the X(5071).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(5) Nine-Point Center in the Ratio of 7:2 is the X(3858).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(5) Nine-Point Center in the Ratio of 7:2 is the X(632).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(3) Circumcenter in the Ratio of 7:2 is the X(3522).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(4) Orthocenter in the Ratio of 7:2 is the X(5076).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(2) Centroid in the Ratio of 7:2 is the X(3676).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 7:3 is the X(4745).
- The Point Dividing Externally the Directed Segment from X(2) Centroid to the X(1) Incenter in the Ratio of 7:3 is the X(3635).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(3) Circumcenter in the Ratio of 7:3 is the X(548).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to the
X(4) Orthocenter in the Ratio of 7:3 is the X(3627).
- The Point
Dividing Externally the Directed Segment from X(2) Centroid to the X(5)
Nine-Point Center in the Ratio of 7:3 is the X(3850).
- The Point
Dividing Externally the Directed Segment from X(2) Centroid to the X(8)
Nagel Point in the Ratio of 7:3 is the X(3625).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(2) Centroid in the Ratio of 7:3 is the X(5066).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(5) Nine-Point Center in the Ratio of 7:3 is the X(3861).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(2) Centroid in the Ratio of 7:3 is the X(8703).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(5) Nine-Point Center in the Ratio of 7:3 is the X(3530).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(2) Centroid in the Ratio of 7:4 is the X(3839).
- The Point
Dividing Externally the Directed Segment from X(4) Orthocenter to the
X(5) Nine-Point Center in the Ratio of 7:4 is the X(8703).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(2) Centroid in the Ratio of 7:4 is the X(3524).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(3) Circumcenter in the Ratio of 7:4 is the X(3534).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(4) Orthocenter in the Ratio of 7:4 is the X(3543).
- The
Point Dividing Externally the Directed Segment from X(7) Gergonne Point
to the X(1) Incenter in the Ratio of 7:5 is the X(7263).
- The Point Dividing Externally the Directed Segment from X(2) Centroid to the X(1) Incenter in the Ratio of 7:6 is the X(3633).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(3) Circumcenter in the Ratio of 7:6 is the X(1657).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to the
X(5) Nine-Point Center in the Ratio of 7:6 is the X(3627).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to the
X(6) Symmedian Point in the Ratio of 7:6 is the X(6144).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(2) Centroid in the Ratio of 7:6 is the X(3534).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(3) Circumcenter in the Ratio of 7:6 is the X(3529).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(4) Orthocenter in the Ratio of 7:6 is the X(5073).
- The
Point Dividing Externally the Directed Segment from X(7) Gergonne Point
to the X(1) Incenter in the Ratio of 7:6 is the X(4361).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(2) Centroid in the Ratio of 7:6 is the X(4897).
- The Point
Dividing Externally the Directed Segment from X(1) Incenter to the X(5)
Nine-Point Center in the Ratio of 8:1 is the X(7989).
- The Point
Dividing Externally the Directed Segment from X(3) Circumcenter to the
X(5) Nine-Point Center in the Ratio of 8:1 is the X(3851).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(3) Circumcenter in the Ratio of 8:1 is the X(3528).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(5) Nine-Point Center in the Ratio of 8:1 is the X(3090).
- The Point Dividing Externally the Directed Segment from X(2) Centroid to the X(1) Incenter in the Ratio of 8:3 is the X(3623).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(3) Circumcenter in the Ratio of 8:3 is the X(3522).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to the
X(5) Nine-Point Center in the Ratio of 8:3 is the X(3091).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(5) Nine-Point Center in the Ratio of 8:3 is the X(3843).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(5) Nine-Point Center in the Ratio of 8:3 is the X(631).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(5) Nine-Point Center in the Ratio of 8:3 is the X(5734).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(5) Nine-Point Center in the Ratio of 8:5 is the X(3839).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(5) Nine-Point Center in the Ratio of 8:5 is the X(3830).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(5) Nine-Point Center in the Ratio of 8:5 is the X(376).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(5) Nine-Point Center in the Ratio of 8:7 is the X(3543).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(5) Nine-Point Center in the Ratio of 8:7 is the X(5073).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(5) Nine-Point Center in the Ratio of 8:7 is the X(3529).
- The Point Dividing Externally the Directed Segment from X(8) Nagel Point to the X(1) Incenter in the Ratio of 8:7 is the X(650).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 9:1 is the X(3634).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(2) Centroid in the Ratio of 9:1 is the X(3628).
- The Point Dividing Externally the Directed Segment from X(4) Orthocenter to the X(2) Centroid in the Ratio of 9:1 is the X(140).
- The
Point Dividing Externally the Directed Segment from X(7) Gergonne Point
to the X(2) Centroid in the Ratio of 9:1 is the X(6666).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(2) Centroid in the Ratio of 9:1 is the X(1125).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 9:2 is the X(667).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(2) Centroid in the Ratio of 9:2 is the X(3090).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter to
the X(5) Nine-Point Center in the Ratio of 9:2 is the X(3857).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(2) Centroid in the Ratio of 9:2 is the X(3523).
- The Point
Dividing Externally the Directed Segment from X(5) Nine-Point Center to
the X(2) Centroid in the Ratio of 9:2 is the X(3526).
- The Point
Dividing Externally the Directed Segment from X(5) Nine-Point Center to
the X(3) Circumcenter in the Ratio of 9:2 is the X(3528).
- The
Point Dividing Externally the Directed Segment from X(6) Symmedian Point
to the X(2) Centroid in the Ratio of 9:2 is the X(3619).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(2) Centroid in the Ratio of 9:2 is the X(3622).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 9:4 is the X(3617).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(2) Centroid in the Ratio of 9:4 is the X(3091).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(2) Centroid in the Ratio of 9:4 is the X(3522).
- The Point
Dividing Externally the Directed Segment from X(5) Nine-Point Center to
the X(2) Centroid in the Ratio of 9:4 is the X(631).
- The Point
Dividing Externally the Directed Segment from X(6) Symmedian Point to
the X(2) Centroid in the Ratio of 9:4 is the X(3620).
- The Point
Dividing Externally the Directed Segment from X(8) Nagel Point to the
X(2) Centroid in the Ratio of 9:4 is the X(3623).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 9:5 is the X(3626).
- The
Point Dividing Externally the Directed Segment from X(2) Centroid to
the X(5) Nine-Point Center in the Ratio of 9:5 is the X(3860).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(2) Centroid in the Ratio of 9:5 is the X(546).
- The Point Dividing Externally the Directed Segment from X(4) Orthocenter to the X(2) Centroid in the Ratio of 9:5 is the X(550).
- The
Point Dividing Externally the Directed Segment from X(5) Nine-Point
Center to the X(2) Centroid in the Ratio of 9:5 is the X(3530).
- The
Point Dividing Externally the Directed Segment from X(6) Symmedian
Point to the X(2) Centroid in the Ratio of 9:5 is the X(3631).
- The
Point Dividing Externally the Directed Segment from X(8) Nagel Point to
the X(2) Centroid in the Ratio of 9:5 is the X(3244).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 9:7 is the X(3625).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(2) Centroid in the Ratio of 9:7 is the X(3627).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(2) Centroid in the Ratio of 9:7 is the X(1657).
- The Point
Dividing Externally the Directed Segment from X(5) Nine-Point Center to
the X(2) Centroid in the Ratio of 9:7 is the X(548).
- The Point
Dividing Externally the Directed Segment from X(6) Symmedian Point to
the X(2) Centroid in the Ratio of 9:7 is the X(3630).
- The Point
Dividing Externally the Directed Segment from X(8) Nagel Point to the
X(2) Centroid in the Ratio of 9:7 is the X(3633).
- The Point Dividing Externally the Directed Segment from X(1) Incenter to the X(2) Centroid in the Ratio of 9:8 is the X(3621).
- The
Point Dividing Externally the Directed Segment from X(3) Circumcenter
to the X(2) Centroid in the Ratio of 9:8 is the X(3146).
- The
Point Dividing Externally the Directed Segment from X(4) Orthocenter to
the X(2) Centroid in the Ratio of 9:8 is the X(5059).
- The Point
Dividing Externally the Directed Segment from X(5) Nine-Point Center to
the X(2) Centroid in the Ratio of 9:8 is the X(20).
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