erolz wrote:5 people in a boat called Cyprus all with oars. 4 of them GC. 1 of them TC. If the four GC all rowed as hard as they could towards the island of peace an untiy and non violence - nothing the TC rower could do by rowing with all his strength towards the island of disharmony, violence and division could stop Cyprus (the boat) from arriving at the island of peace harmony and non violence. The TC rower could have slowed it down and made it harder by rowing in the opposite direction but as a single rower aginst 4 rowers they could not have stopped it. So when the boat in fact arrives at the island of disharmony violence and division it is simply not 'good enough' to say that both the TC and GC rowers are equally to blame - even if the TC rower in fact rowed towards this island as equaly hard as the GC rowers did. The GC rowers had a chance to row in a different direction regardless and the TC rower did not. That means to me the GC rowers have more of the blame for where the boat ended up because they had more ability to control its direction.
Does this analogy assume that all four GC rowers paddled towards the island of disharmony? I assume it does not.
Then, if the GC rowers are four times the number of TC rowers, it is all the more likely that at least one of them would react to the single rower that hindered their effort - if there ever was such an effort. I will assume that there were, in fact, two GC rowers who did that.
That, then, makes rowers for disharmony island 3 versus 2 harmony island rowers, eventually leading the boat to disharmony island.
Is that not to say that, because the GC rowers that reacted caused the boat to dock in the wrong island were more numerically (2 versus 1 TC), they are more to blame? Is this, then, not how mikkie interprets your argument - which you deny?