Counting Endlessly

3702

 

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
3703

 

3704

 

3705

 

3706

 

(3707) Schroeter is an asteroid of the main belt , which the German astronomer on February 5, 1934 Karl Wilhelm Reinmuth at Heidelberg State Observatory-Königstuhl ( IAU code 024) was discovered.

The asteroid was named the occasion of his retirement after the German solar astronomer and director of the Freiburg Kiepenheuer Institute for Solar Physics Egon Horst Schröter (1928-2002).

 

3708

 

3709

 

3711: Those playmobil really creep me out.

 

3713

 

3714

 

0715

 

3716

 

3717

 

3718

 

3719

 

but wait theres more!

3720