Three places behind a perfect score
Mathias Fullerton’s qualification card in Lausanne stopped at 600. The next three cards carried the same total: 599. Braden Gellenthien placed second, Abhishek Verma third and Mike Schloesser fourth. Compound men’s qualification at the Swiss Open therefore put two calculations alongside each other: the total that separated the leader and the inner-ten count that ordered his closest pursuers.[1]
The gap from Fullerton to those three archers is one point. Within the chasing group there is no difference in total score; the count of inner tens determines their order. Reading 599 alone would make second and fourth place appear interchangeable. The qualification table uses a finer measure within the tied total, so that second calculation matters when reading the actual positions.[1]
That distinction supports a specific reading of this qualification, rather than a general ranking of the archers’ abilities. Keeping Gellenthien, Verma and Schloesser’s shared total beside the order established by inner tens preserves both pieces of information. They were equal on overall points, while the event’s qualification table still assigned them different places through its next separating measure.[1]
The setup and the limit of the result
Fullerton reached his second indoor 600 after difficulties with rhythm and equipment setup in practice. He said he found a suitable setup over the final day or two. That account describes the preparation preceding the score. The qualification card then shows where he arrived: the world number one completed that stage in Lausanne without dropping a point.[1]
Schloesser’s preparation was restricted by a different problem. A delayed bow case after his return from India left him three or four days of indoor training, and he still scored 599. These different accounts cannot isolate how much setup or practice time contributed to either result. Previously accumulated technical skill is another plausible explanation for their scores.[1]
At the end of qualification, Fullerton held first place, while Gellenthien, Verma and Schloesser had their positions determined through inner tens. Reading the table requires keeping 600, 599 and the separating measure together. This table gives the results of qualification. The value of this qualification card is its ability to show both perfection in the total and a distinction inside tied scores.[1]