Um, yes. I strongly suspect they would know that. Again, I ask, what is your point?
My point is time. I want to know how many minutes are alloted for the completion of each circle by someone like Stray Cat and I want to know how many of those minutes are put aside for making hand-made intricacies such as that 'nest'. I want to know how long it takes Stray Cat to do something like that by hand, and also how long it takes him to plot a survey on the ground for a design. I want to know how much longer these things take in bad weather. I want straight answers.
QUESTIONS REGARDING LOGISTICS.
"The hoaxers claim four hours was the time limit imposed for construction, which is the absolute maximum given time of darkness in the English summer, typically when crop circle season is in full swing. To construct 104 circles, the three men would have therefore taken no more than 2.3 minutes to make each circle. Just to make, mind you. No breaks, no measuring, no allowance for the exact placing of the design, or movement of planks, poles and string, not even a toilet break. This in itself should have been a supernatural achievement for three fit men.
In the past, during monitored events, it has taken a team of two people up to an hour to make a not-too-disheveled 70 ft circle. But I'll give the benefit of the doubt and assume that 2 minutes for a circle was achievable, no matter how poor the outcome. This leaves no time to survey the area and place poles on the exact spots where one would lay a circle according to a pre-planned blueprint- the simplest and most accurate means possible for executing a complex design; and in this case it was a fairly complicated design (even though all the elements were naively copied from known genuine crop circles).
For this I will draw from a recent study by Rod Bearcloud Berry in Arizona who took the trouble to ask two engineering firms how long they would take just to plot a survey on the ground for the design of 1997's awesome 264 ft Star of Solomon fractal at Milk Hill (below), which boasted a record 204 circles along its perimeter (which would have allowed just 1.1 minute per circle alone, and in a far more densely populated and monitored location). The estimate came in at 6.5 to 7.5 days IN DAYLIGHT, with an additional 4 days should the work be carried out at night.
In a similar trial in 1994, it took five men two full days, working in bright daylight, to produce the simple, but pretty flower crop circle for Arthur C. Clarke's television programme, Unsolved Mysteries.
You will also note from the aerial photo (above) that the center of the formation has two incriminating marks either side of the tractor lines, presumably where the central poles were attached in order to plot the large circle, if not the entire design. In the highly complex Milk Hill formation from last summer (left), the center lies in the middle of pristine standing crop. But you probably won't hear this in the documentary.
From this evidence alone any intelligent person can deduce that it probably required far longer than "four hours of darkness" claimed by Dickinson to produce this formation from initial surveying to final execution. (It now has been discovered from a local and a confidential source that the team staked the entire design beforehand using string and poles)."