Ok let me see, I've been called a pussy, told that I'm not listening, told by several people that they don't believe KLOBBER is a cheater.
Let's solve this with math.

It doesn't matter what people say about it happening to them and these types of games going to the top of the list. The probability of it all can be determined. Albeit, the real probably it VERY COMPLEX. But still the factors below should prove my point. Not only is it highly unlikely that 6 newbies will join a fog of war game and all deadbeat by chance, its almost impossible that this would happen to the same person more than 3 times. Those of you who don't understand probability, I will explain below. Keep in mind that I've only taken one class in probability a few years ago. I had to go ask some experts about this before posting here to make sure I was going about this correctly.
Here are the factors:
*There are currently 11 circus maximus fog of war/sequential/escalating games available right now. Actually, all of them are ones that I created to test GabonX's challenge. Let's imagine that there are just 10 for easier math.
*There are a total of 788 games available right now for play on CC, give or take a few.
*In any given 15 day period, I'd estimate that there are 2000 newbie players and 10,000 players that have a free slot to play a game. There are 22,000 CC accounts with ranks, about 5000 of them are paying players, so that leaves about 15000 that are limited to 4 games.
*Most of the games in question have 8 slots, KLOBBER in one, another player and 6 newbie players.
*The chance of someone picking one of the above maps started by KLOBBER is 10 in 788 or 10/788.
*The chance of a newbie player filling an empty spot in a mentioned game is 2000 in 10000 or 1/5.
*The chance that six of the players are newbies is 1/5 to the 6th power or 1 in a 15,625.
To get the overall possibility of this type of game happening all inclusively, you multiply the individual probabilities together. So we have 10 in the numerator and 788 * 15,625 * 64 or 788.000,000. So that's a 1 in 78.8 million chance that 6 newbie players will all join and deadbeat. Some of you may be thinking that these are crazy because you've seen this happen all the time. Keep in mind that this is the probability of them joining specifically this type of game, not any game. The possibility that 6 newbies will join any game and all of them will not take any turns is something like 10 / (15,625 * 64) or 1 in about 100,000. Since there are over 2 million games on Conquer Club, this could have happened naturally about 20 times. But it would not be likely to happen on the same map or to the same players.
KLOBBER has played 250 games of Circus Maximus with fog of war, escalating cards and standard sequential play. 19 or 20 of them have 6 or 7 newbie players. Many of them have 4 or 5 newbie players scattered throughout the list. But I imagine this is because other players joined before he could get all the newbie players he created to join. The probability of him having 20 games with 6 or more newbies that dead beat is (1/100,000) to the 20th power, which I don't have to tell you is very very very very small chance. Pretty much zero. In my investigation, I've noticed a few other players like KLOBBER who have a lot of games where this is the case too. I imagine they are cheating as well. Either that or there is someone out there that is picking on these players by having their automated program join only games of KLOBBER and these other players.
Honestly though, I would think it wouldn't require a whole math proof to show that the newbies being created in this game are automated and specifically joining KLOBBERs games, not real people choosing on their own to join. I could prove that its easily possible to automate the creation of accounts coming from other IPs and basically circumvent the checks that the admins have in place for determining if an account is a multi or not.
Its only been one day so far, but of the 11 games I created with the same settings, only 1 person has joined any of them. So it doesn't look like its likely that a newbie (or anyone) would want to join such a game.