revert to dd66ffe to ensure proj installation is being tested, issue #9

tests/test_planet.py

@@ -266,6 +266,8 @@ def test_convert_to_rgba(solar_system, tmpdir):
         assert rgba_image.getpixel((i, 0)) == (0, 0, 0, 0)  # Assuming image width is 1080
 
 
+
+
 def test_sphere_to_plane_total(solar_system, tmpdir):
     # Pick an example planet, like Earth
     planet_instance = solar_system.planets["earth"]
@@ -278,26 +280,16 @@ def test_sphere_to_plane_total(solar_system, tmpdir):
     northern_inclination = 0
     projection_scaling = 360
 
-    try:
-        # Call the sphere_to_plane_total function
-        projection_coordinates = planet_instance.sphere_to_plane_total(sphere_coordinates, eastern_inclination, northern_inclination, projection_scaling)
-
-        # Assertions
-        assert len(projection_coordinates) == len(sphere_coordinates)  # Check if the number of projection coordinates matches the number of sphere coordinates
-
-        # Print out the projection coordinates for examination
-        print("Projection Coordinates:")
-        for i, coord in enumerate(projection_coordinates):
-            print(f"Sphere Coordinate {i+1}: {sphere_coordinates[i]} -> Projection Coordinate: {coord}")
+    # Call the sphere_to_plane_total function
+    projection_coordinates = planet_instance.sphere_to_plane_total(sphere_coordinates, eastern_inclination, northern_inclination, projection_scaling)
 
+    # Assertions
+    assert len(projection_coordinates) == len(sphere_coordinates)  # Check if the number of projection coordinates matches the number of sphere coordinates
 
-    except Exception as e:
-        error_message = str(e)
-        if 'proj' in error_message.lower():
-            print("Projection error occurred. This is expected for now on non-windows machines. See issue #9.")
-            return True
-        else:
-            raise e
+    # Print out the projection coordinates for examination
+    print("Projection Coordinates:")
+    for i, coord in enumerate(projection_coordinates):
+        print(f"Sphere Coordinate {i+1}: {sphere_coordinates[i]} -> Projection Coordinate: {coord}")