Sherlock Holmes, by Arthur Conan Doyle
The 9/11 Commission believed that Renee May said she saw six hijackers aboard Flight 77, or they wouldn't have
published it. The fact that what she said is ignored for the rest of the report, and that they explicitly say there were five
hijackers on Flight 77, indicates they did not believe what she said, that they believe she made a, "mistake."
Yet, how could she have made such a mistake? You can easily understand how someone might see fewer hijackers than there
were, if from their location on the plane, for example, in the rear, a passenger or crew member couldn't see all of the hijackers.
But how does Renee May see a hijacker who isn't there? Where everyone else saw empty space, she saw an, "extra,"
hijacker? She somehow confused one of the passengers with a hijacker? It was clear who the hijackers were. They were
were the ones killing and terrorizing the passengers, and Renee May, a veteran flight attendant, could tell the differemce.
She had lost her ability to count to six?
The Commission's refusal to offer a reason for her, "mistake," obscures the fact that there is no reason for her to have made a
mistake about the number of hijackers she saw.
Perhaps, it is the Commission, who made a mistake.
Especially, since witnesses aboard other hijacked planes also saw at least six hijackers on their planes. All it takes to see
this, is the ability to count to six. For example, on Flight 11, Flight attendant Ann Sweeney reported hijackers in seats 9G,
9D and 10B. Another flight attendant, Betty Ong said there were hijackers in seats 2A, 2B, 9A, and 9B and a wounded
passenger in 10B. These are the two flight attendants about whom the 9/11 Report stated, "tell us most of what we know
about how the hijacking happened." Their count of the hijackers, deserves to be taken seriously, and on the seventh
anniversary of 9/11, we will. See (between 8:27-8:30 a.m.)
here.
Here is an easy math question for you. There are hijackers in seats 2A, 2B, 9A, 9B, 9D, 9G, and a wounded passenger
in 10B. How many hijackers are there?
You see but you do not observe.
Sherlock Holmes, by Arthur Conan Doyle
in arithmetic, an error which in its individuality, may be inappreciable, produces at
length, by dint of multiplication at all points of the process, a result enormously at variance
with the truth.
The Mystery of Marie Roget, by Edgar Allen Poe
The correct answer is six. Six hijackers.
Or seven, if Ann Sweeney was right and 10B was a seat initially occupied by a hijacker who went into the cockpit,
and was later taken by the wounded passenger. The probability of her being correct on this point is enhanced by the fact that
the hijacker known as Satam Al Suqami was identified by American Airlines as being in seat 10B. See (Before 8:26 a.m.)
here.
Putting that aside for the moment, it is clear that, between them, flight attendants Ong and Sweeney count at least
six hijackers on their plane, as did Renee May, on flight 77.
Mathematics is a universal constant, and due its absolute and immutable nature, we all have the same math.
For every one in the world, two plus two always equals four, which brings us to the number of hijackers on Flight 93, a flight that
the 9/11 Commission report tells us had only four hijackers. You do the math.
The most comprehensive count of the hijackers on Flight 93 is provided by Todd
Beamer as reported in the, "Pittsburgh Post-
Gazette,".on October, 28, 2001. "He could see three hijackers armed with knives. One of them insisted he had a bomb.
Twenty-seven of the passengers had been herded to the rear of the plane, where the one with the bomb was guarding
them, he said there were two of them in the cockpit. A fourth was in first class."
Now count them again according to where they are on the plane and what they are doing. There are the three hijackers
with knives, one of whom claims to have a bomb, (3); the two in the cockpit, (2); the one in first class, (1); 3 + 2 + 1 = 6.
There have been two hijackers in the cockpit since approximately 9:30. He does not say that two of the three hijackers
went into the cockpit, leaving only one outside of it, something he would have reported, had it occurred. The
two in the cockpit are two seperate hijackers from the three holding the passengers at the rear of the plane, one of whom
claims to have a bomb. The one with the bomb is holding the passengers in the rear of the plane, but Beamer can still see the
two hijackers who helped herd them there long after we know there are two hijackers in the cockpit. They are still there to
provide, "back up," to the one with the, "bomb," which was, no doubt, a fake, Without those two hijackers, we are left with
the picture of one hijacker, albeit with a fake bomb, holding back all of the passengers by himself, something none of the
passengers report.and something that makes no sense, especially since with two hijackers in the cockpit, there can only be
two hijackers outside of it, and Beamer reports that one of them is sitting in first class, by himself.
Beamer makes his call at 9:45. Two hijackers have been in the cockpit for about fifteen minutes, so if there are four hijackers,
and since two plus two always equals four, there can only be two hijackers anywhere else on the plane. This is not what Beamer
or any of the passengers report. None of them say they have just been hijacked by four hijackers, two of whom forced their
way into the cockpit, and the remaining two have forced them to the rear of the plane, something they could and would have said
if it were true. Instead, they all report three or four hijackers outside of the cockpit, depending on whether or not they saw the
hijacker Beamer saw in first class, and after we know there are two hijackers in the cockpit.
For example, flight attendant, Sandra Bradshaw, told her husband, Phil, "'Have you heard what's going on? My flight has
been hijacked by three guys with knives,' Who was flying the plane? Phil asked his wife. 'I don't know who's flying the plane
or where we are,' she said." Her call takes place at 9:50 and lasts until the passengers storm the cockpit, at 9:57. At no point,
does she say that one or two of the three hijackers went into the cockpit, something she would have reported to her husband, had it
happened. If there are four hijackers and she is seeing three of the four, one of them would have had to go into the cockpit,
since from the cockpit voice recorder we know there have been two hijackers in the cockpit for over twenty minutes, leaving only
two hijackers outside of the cockpit for her to see, and yet she is seeing the same three hijackers Todd Beamer reported five minutes
earlier, holding the passengers at the rear of the plane. These are the only three hijackers she sees. She doesn't see the rest of them,
the two in the cockpit and the one Beamer saw in first class. She's been at the rear of the plane the entire time. When you add up
the three hijackers she sees, plus the two in the cockpit, and the one Beamer sees in first class, they add up to six hijackers.
There are other witnesses on board Flight 93 who know how many hijackers there are, the hijackers, themselves.
Their, "excited utterances," as heard on the cockpit voice recorder (CVR) are quite revealing as to how many hijackers there
are, where they are on the plane, and what they are doing. To be continued.