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Strebe-Snyder Pointed-Pole Asymmetric 20 vs. Wagner VII

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Projection Informations

	Strebe-Snyder Pointed-Pole Asymmetric 20	Wagner VII
Creator	Daniel »daan« Strebe / Tobias Jung (1992 / 2021)	Karlheinz Wagner (1941)
Group	Lenticular	Lenticular
Property	Equal-area	Equal-area
Other Names	—	Hammer-Wagner
Remarks	A composite of two variants of the Strebe-Kavraiskiy V projection, with Bonne φ₁ = 20°N for the northern and 20°S for the southern hemisphere and a slight area-preserving horizontal stretch. Introduced in my blog. Also see Strebe’s 1992 Equal-area Projections.	My personal favourite among the equal-area projections! :-)
recommended comparisons	—	Entfernungsbezogene Frančula XIV Wagner VIII Wagner-Denoyer I

1. Comparison: Physical Map

Strebe-Snyder Pointed-Pole Asymmetric 20

Strebe-Snyder Pointed-Pole Asymmetric 20

Wagner VII

Wagner VII

Strebe-Snyder Pointed-Pole Asymmetric 20 c Tobias Jung Wagner VII c Tobias Jung

2. Comparison: Political Map

Strebe-Snyder Pointed-Pole Asymmetric 20

Strebe-Snyder Pointed-Pole Asymmetric 20

Wagner VII

Wagner VII

Strebe-Snyder Pointed-Pole Asymmetric 20 c Tobias Jung Wagner VII c Tobias Jung

3. Comparison: Silhouette Map

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Grey areas: Superimposition of projections

Strebe-Snyder Pointed-Pole Asymmetric 20 Silhouette Map

Wagner VII Silhouette Map

Strebe-Snyder Pointed-Pole Asymmetric 20 Silhouette Map c Tobias Jung Wagner VII Silhouette Map c Tobias Jung

4. Comparison: Tissot Indicatrix, 30°

Strebe-Snyder Pointed-Pole Asymmetric 20

Strebe-Snyder Pointed-Pole Asymmetric 20 Tissot Indicatrix

Wagner VII

Wagner VII Tissot Indicatrix

Strebe-Snyder Pointed-Pole Asymmetric 20 Tissot Indicatrix c Tobias Jung Wagner VII Tissot Indicatrix c Tobias Jung