Practical application of transitive equality

I was going to write this post for Tuesday (RTT), but it's way late. 3 days late. But whatever. Last time I checked, there were no rules on the internet.

Early last month Cristy had a birthday and I just am about the world's worst at finding the definitive gift. In most cases, I seem to find a little something that I absolutely adore and then think, "wouldn't so-and-so just LOVE this?" So then I purchase it and the gift recipient is left wondering what motivated me to buy this big chunky bracelet that I'm eagerly hoping to borrow when I should have known the recipient is unlikely to ever wear it.

I don't know why this happens. Projection. Lack of coffee. Who knows.

But maybe, just possibly, on this past birthday, I inched slightly closer to that divine place where I selected a gift meaningful to the recipient.

I ordered these two custom stepping stones from K-Dub Designs. They are adorable and made to order to resemble your own dog or cat. The artist behind K-Dub (Karen) is sweet and creative and so easy to work with.

Cristy LOVES mosaics. And she LOVES her two cute dogs. So, by applying the transitive property of equality in mathematical logic, it stands to reason that Cristy would LOVE the mosaic portraits of her two pups.

I think she might. I hope so, anyway.

Here they are.

A full collection will soon follow. After all, we have a house full of 4-legged companions along with the memories of those recently departed. More on that later.