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

Aleksander Jopek Period 3.

-40,71.0000000000005736,73.0000000000005736,49.00000000000057-14,46.00000000000057-13,23.0000000000005739,20.0000000000005739,-1.9999999999994316-14,-4.999999999999432-14,-38.9999999999994335,-43.9999999999994337,-68.99999999999943-39,-68.99999999999943