beard
Legend
Lets imagine there is only 3 GS, not 4.... one hard, one clay and one grass...
I made some calculations what happens... big 3 distribution:
If its not obvious I divided no of slams on hard by 2...
Nadal: Clay 12 (75%), Grass 2 (12.5%), Hard 2 (12.5%) .... Best surface/Worst surface 6
Federer: Clay 1 (7%), Grass 8 (55%), Hard 5.5 (38%) ... Best surface/Worst surface 7.9
Novak: Clay 1 (10%), Grass 4 (40%), Hard 5 (50%) ... Best surface/Worst surface 5
Seems that Fed distribution is not that great ... Nadal has more clay slams than Fed has grass slams, but have more success on his worst surfaces - hard and grass, than Federer have on his worst surface - clay... Off course we must notice that 75>55% so Federer distribution is better
Best distribution... of course Novak... Best surface/Worst surface "only" 5... Best surface only 50% of slams
Here is graph too to visualize results...
Edit: made mistake for Nadal. Now it should be good....
I made some calculations what happens... big 3 distribution:
If its not obvious I divided no of slams on hard by 2...
Nadal: Clay 12 (75%), Grass 2 (12.5%), Hard 2 (12.5%) .... Best surface/Worst surface 6
Federer: Clay 1 (7%), Grass 8 (55%), Hard 5.5 (38%) ... Best surface/Worst surface 7.9
Novak: Clay 1 (10%), Grass 4 (40%), Hard 5 (50%) ... Best surface/Worst surface 5
Seems that Fed distribution is not that great ... Nadal has more clay slams than Fed has grass slams, but have more success on his worst surfaces - hard and grass, than Federer have on his worst surface - clay... Off course we must notice that 75>55% so Federer distribution is better
Best distribution... of course Novak... Best surface/Worst surface "only" 5... Best surface only 50% of slams
Here is graph too to visualize results...
Edit: made mistake for Nadal. Now it should be good....
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