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Genesys GCP-GCX Exam - Topic 4 Question 58 Discussion

Actual exam question for Genesys's GCP-GCX exam
Question #: 58
Topic #: 4
[All GCP-GCX Questions]

Bullseye routing method relaxes the required skills as the selection pool expands from one ring to the next.

What is the maximum number of rings that can be defined for Bullseye routing?

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Suggested Answer: A

The maximum number of rings that can be defined for Bullseye routing is 6. Bullseye routing is a type of AND Evaluation Method that evaluates agents based on predefined rings of skill requirements that relax as the selection pool expands from one ring to the next. Each ring can have one or more required skills and a minimum proficiency level for each skill. The first ring has the strictest skill requirements and the last ring has the loosest skill requirements. Reference: https://help.mypurecloud.com/articles/bullseye-routing/


by Joerg at Sep 19, 2025, 06:26 AM

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Jesusita
2 months ago
I thought it was only 4 rings.
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Sylvie
2 months ago
Totally agree, 6 makes sense!
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Kimberlie
2 months ago
Wait, are we sure about that?
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Eileen
2 months ago
Definitely 8 rings!
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Willow
3 months ago
I think it's 6 rings max.
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Tiffiny
3 months ago
I’m leaning towards 6 as well, but I could be confusing it with the number of layers in a different model.
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Kristian
4 months ago
I want to say it's 4 rings, but I might be mixing it up with another routing method we covered.
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Kris
4 months ago
I remember practicing a question like this, and I feel like 8 rings was mentioned, but that seems too high now.
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Natalie
4 months ago
I think the maximum number of rings for Bullseye routing is 6, but I'm not completely sure.
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Maryanne
4 months ago
This seems like a straightforward application of the Bullseye routing concept. I'm confident I can work through this and arrive at the correct answer.
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Denna
4 months ago
Okay, I think I've got this. The key is understanding that the Bullseye routing method relaxes the required skills as the selection pool expands. So the maximum number of rings would be the point where the selection pool is large enough to accommodate the least skilled candidates.
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Tiera
4 months ago
Hmm, I'm a bit unsure about this one. The wording is a bit tricky, and I'm not entirely familiar with the Bullseye routing method. I'll need to carefully read through the details to figure this out.
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Tijuana
5 months ago
This question seems straightforward. I'll think through the concept of Bullseye routing and the expansion of the selection pool to determine the maximum number of rings.
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Santos
5 months ago
8 rings? That's more rings than a circus performer juggles. Talk about going the extra mile (or eight)!
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Emiko
5 months ago
2 rings? That's like playing darts with a blindfold on. Might as well just throw the dart randomly and hope for the best.
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Tony
5 months ago
That's a good point, maybe having fewer rings is actually better for Bullseye routing.
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Blondell
5 months ago
Hmm, I'd go with 4 rings. Anything more than that is just overkill, don't you think? I mean, how many targets do we really need?
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Victor
5 months ago
I think the answer is C) 4 because having too many rings might make the routing method less effective.
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Lanie
5 months ago
But the more rings there are, the more relaxed the required skills become.
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Tony
5 months ago
I disagree, I believe the answer is B) 6.
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Refugia
5 months ago
I'm pretty sure it's 6 rings. That's the sweet spot for Bullseye routing, right? Not too few, not too many.
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Silva
2 months ago
I still believe 6 is the optimal choice.
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Royce
2 months ago
I think 6 rings makes sense!
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Truman
3 months ago
Yeah, it balances skill levels well.
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Glendora
3 months ago
But what if 8 rings could work too?
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Lanie
5 months ago
I think the answer is A) 8.
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