Deception
83+ ovr ultimate pack. Cost 150000. 18 items. Break down 91+ 29% 88+ 72% 86+ 98% 83+ 100%. I pulled. 8-83s 7-84s 3-85s. No 86 which was at 98%. You would think that at 98% of 18 car...
Forum Discussion
No argument. The pack is the vessel which holds the cards. The % represents chances. Each % represents that particular cards chances of being pulled. Its the same premise when they state. Minimum probability of getting 1 or more players of the Ovr range or described category in this pack. The phrase relates to the cards probability. Not the packs.
No. The odds are per pack. Not per card. Everything you said in your latest comment is true, but you're just not understanding the semantics of "per pack" vs "per card".
If the odds were per card, the phrase would be something like "minimum probability for each card in this pack of being in the OVR range or described category". So for example in the pack that you posted about, each individual card would have a 98% chance of being an 86+ overall player. But that isn't the case. 98% is the probability of getting at least one 86+ overall player in the entire pack. Not the probability of a single card in the pack being an 86+ overall player (unless the pack only includes one card). That's what people mean when they say that the odds are per pack and not per card.
But as I said, it's just semantics.
So. Taking your explanation. Its the pack that has a variety of odds. The pack. Has no forbearance on any card. At the bottom of each packs odds. It states. The contents of packs are dynamically generated and probabilities are verified using a computation formulation. The operative word being...contents. The problem in pack description is. Its poorly worded. Taking the pack i described. They put a high probability on obtaining a card of a certain rating. Taking into effect the formulation that they describe. In essence. The pack should contain a number of those aforementioned cards. If you are to put a % on a pack. That % should be a constant. Not a variable. However. You can apply a % on a card. Because there are variables. No variables with a pack in its true meaning. Because its contents are unknown. A pack holds the cards. Therefore. Odds are not meant for the pack. Either way. In the end. Using your pet peeve. Just semantics.
So you are still not understanding it. And I'm not saying that the odds are "meant for the pack". I'm saying that the odds are "per pack" rather than "per card". I'm not disagreeing with your explanation, but you are talking about a different thing than what I am talking about.
But the main thing is that you understand how the odds work. The discussion about whether the odds are "per pack" or "per card" is irrelevant to your original post.
