- Thu Mar 24, 2022 5:08 pm
#94450
Hi Gabe,
At most two pairs of birds are exhibited together. If those two pairs are lovebirds and goldfinches, we know that the parakeets are all not exhibited and are all in cages. No two birds of the same type and gender can be caged together. We have three male parakeets, and each must be in a different cage from the other male parakeets. That would require three total cages, but we only have two. If the lovebirds and goldfinches are on exhibit, we'd have too many male parakeets to cage.
I think it can be a tricky inference to see, but one of my first steps in this game (after reading the scenario and rules) was to look for places where I couldn't make a pair. Since I know that the birds are always exhibited in pairs, I paid close attention to where the numbers were off. The goldfinches jumped out immediately as having uneven pairs. There would always be at least 1 female goldfinch in a cage. The other place where I saw the mismatch was in the parakeets. I first noted that there would always be at least 1 male in a cage, but then realized the second issue---there were more male parakeets than there were cages. So there is always a pair of parakeets, and at least one male parakeet in a cage.
As a general comment, number and distribution issues can be the hardest to train yourself to spot up front. Whenever you see a game like this with a numerical component, I recommend treating the numerical idea as an explicit check for drawing inferences. Before looking at the questions and deciding if your set up is complete, see if there are any inferences you can make based on the numerical restrictions. I will tell you that even after over a decade of doing this, I have a process that I use for games where I explicitly check for number issues. Every time. Even if I don't see a numbers issue up front. If there's no numerical issue, it's easy enough to write it's a 1-1 game, but by forcing myself to check every game, I know I won't miss an issue if it's there.
Hope that helps!