“Free Spider Solitaire” is possibly the oldest known spider Solitaire card game. It’s also a very enjoyable and addictive game. Objective: Free Spider Solitaire is basically a solitaire variant where the goal is to order the cards in ascending runs from King to Ace in the same color group. You’re a webmaster who owns a webship. Your client, hopefully, possesses a beautiful portrait that you want to decorate with… or at least that’s what your plan is before you start playing!
First, the rules: The four corners of the board are your three walls. The square where you clicked to begin play represents the center of your web. Play proceeds round the three walls until one of the corners comes into view. In this case, it’s the left wall. At this point, all three walls must be covered by cards.
Once all the cards are in place, you’ll draw from the color group on their corresponding piles. This can be done in any order, but you’ll only be able to cover one color with a single card. After all cards have been dealt, you’ll discard the rest and the game is over.
How do I win? Well, you must place card edges between each of the three walls. Of course, this isn’t really clear, so it gets a little tricky at times. Essentially, you want to try and cover as many of the colors with free cards as you can. The easiest way to do that is to pile the most free cards on top of the other color group, but there’s a simple solution for that too.
If a card has an X in its corner, then you know that you can occupy that corner for one more color. You can also use the ace of diamonds if you have an extra color to use. You just need to figure out how many cards you’re able to lay out before another player enters the scene.
It’s important that you pick a good site to play Spider Solitaire. A lot of sites offer variations of the game for free, but they aren’t worth your time. Here’s why. They try to make money from you by selling you an imitation of what the original game is supposed to be like. It’s a shame that they don’t give the full history and features of the solver, but that’s another article for another time.