9 40 Further Notes and Views: Difference between revisions

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<noinclude>Back to [[9_40]].</noinclude>
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{|
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{{Knot View Template|
{{Knot View Template|
image = Noeudalsacien.jpg |
image = 9crossings-knot-symmetrical.png|
text = In three-fold symmetrical form}}
text = If it wood alternated this knot wood be the 9-40, so it is the 9-42.}}
|
{{Knot View Template|
image = 9crossings-knot-symmetric-triangles-pseudo-valknut.png|
text = Symmetrical triangular form}}
|
{{Knot View Template|
image = 9crossings-knot-symmetric-triangles-quasi-valknut.png|
text = (less open)}}
|


{{Knot View Template|
image = 9crossings-knot-symmetric-triangles-quasi-valknut-alternate.png|
text = (alternate)}}

|
{{Knot View Template|
image = noeud triangle.png|
text = Variant}}
|- valign=top


{{Knot View Template|
image = 9.40epitrochoid.jpg|
text = Obtained by an epitrochoid.}}

|
{{Knot View Template|
image = cylindric9.40.png|
text = Cylindrical depiction.}}
|
{{Knot View Template|
image =9.40ellipsoid.png|
text = 9.40 as a geodesic line of the oblate spheroid}}
|


{{Knot View Template|
image = Chaise_alsacienne.jpg|
text = Photo of an alsatian chair, musée de l'oeuvre Notre Dame, Strasbourg, France.}}



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Latest revision as of 15:03, 29 December 2020

Back to 9_40.

In three-fold symmetrical form
Symmetrical triangular form
(less open)


(alternate)
Variant
Obtained by an epitrochoid.
Cylindrical depiction.
9.40 as a geodesic line of the oblate spheroid


Photo of an alsatian chair, musée de l'oeuvre Notre Dame, Strasbourg, France.