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The Riddle of the Seven Tasks
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| 1 | 2 | 3 | 4 | 5 | 6 | 7 | ||
| PS/SS: | Fluffy | Devil | Key | Chess | Troll | Riddle | Mirror | |
| CoS: | Devil | Riddle | Fluffy | Key | Mirror | Chess | Troll | |
| PoA: | Troll | Fluffy | Devil | Riddle | Chess | Mirror | Key | |
| GoF: | Fluffy | Devil | Key | Troll | Chess | Mirror | Riddle | |
| OotP: | Fluffy | Devil | Key | Troll | Chess | Mirror | Riddle | |
| HBP: | ? | ? | ? | Troll? | ? | ? | Riddle? | |
| Book 7: | ? | ? | ? | ? | ? | ? | ? |
When I saw the symmetries, my breath was taken away...
I will now apply what we know about Quidditch teams and about what happened in the first Seven Tasks. Why Quidditch? First, on a chessboard we must have teams of players (there are four lines of players belonging to two sides in regular chess). And second, in the initial obstacle course we started out with three team members, who were reduced to two, who were separated and reduced to one... There are 3 chasers, 2 beaters, one keeper, and one seeker in each Quidditch team. Following this logic, I attempted to form 7 vertical Quidditch teams, starting with the 3 chasers in each, as that seems to be the hint just by looking at the highlighted part.
I won't take you through all my contradictions. This was tough work, if you can't tell. First, because before I'd go back to revise the keys I had chosen - that is, the tasks and their order for each book - I had to first try to fill out the whole diagram. And each time you fill the diagram, every step requires choices: and choices: and choices. And then you go back and start again, and again, and again. I'll just say, the Trolls were the hardest to pick, when I had to go back and revise my choices of tasks in the diagrams. Fluffies gave me a bit of work, too.
My principle of truth/contradiction was: each team must have three chasers, two beaters and a different seeker and keeper. No two teams may have the same chasers or beaters. And of course, all the tasks must be represented once each in both of the remaining books.
So, if when I was filling out the chart, it turned out I was missing a pair of Keys, or had two pairs of Trolls, I knew I had to go back and make different choices, either at the matrix level, or at the diagram level.
As you can see, we have to choose between Task 4 and Task 7. Shall I go with the obvious "Troll chasers" and "Riddle chasers" or try something else? Actually, Troll it is for 4 and Riddles it is for 7 (you end up with contradictions if you invert the two). But there is also another reason to go with this formation: keep the chasers together as long as possible. So now you can remove those question marks which were there just for suspense.
Now that the trios are taken care of, let's carefully choose our duos:
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | ||
| PS/SS: | Fluffy | Devil | Key | Chess | Troll | Riddle | Mirror | |
| CoS: | Devil | Riddle | Fluffy | Key | Mirror | Chess | Troll | |
| PoA: | Troll | Fluffy | Devil | Riddle | Chess | Mirror | Key | |
| GoF: | Fluffy | Devil | Key | Troll | Chess | Mirror | Riddle | |
| OotP: | Fluffy | Devil | Key | Troll | Chess | Mirror | Riddle | |
| HBP: | ? | ? | ? | Troll | ? | ? | Riddle | |
| Book 7: | Troll | Fluffy | Devil | Chess | Mirror | Riddle | Key |
The presence of so much beautiful symmetry is to me proof that this is in fact the truth.
But notice, the symmetry is not perfect: the mirror and the key pairs are one step off. Just one ounce of disorder. Why?
How did I arrive at the pairs? I started with Team 7, and again I tried the wrong choices first... Once you make a choice, it eliminates possibilities in other blanks, making it a bit easier to proceed.
Thus, a choice of 7 = Key led me to 4 = choice: Chess/Riddle: good choice = Chess => (implies) 6 = Riddle/Fluffy/Devil: good choice Riddle => 2 = Fluffy/Mirror: good choice Fluffy => 3 = Devil/Mirror: good choice Devil => 1 = Troll/Mirror: good choice Troll => 5 = Mirror
You can try the choices I don't make. I tried them and they don't work. Unless I made a mistake. Why don't you check?
These doubles that I was guessing are all seekers as you can see: they make it to the final room, the blanks of Book 7. I had not placed them all in the seeking position to begin with, because I was not imagining that the beaters would give me my seekers... But filling in the next unknowns in the HBP blanks led to contradictions when I filled the rest of the chart... so I placed all these guys on the last step.
Now, for the remaining loners:
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | ||
| PS/SS: | Fluffy | Devil | Key | Chess | Troll | Riddle | Mirror | |
| CoS: | Devil | Riddle | Fluffy | Key | Mirror | Chess | Troll | |
| PoA: | Troll | Fluffy | Devil | Riddle | Chess | Mirror | Key | |
| GoF: | Fluffy | Devil | Key | Troll | Chess | Mirror | Riddle | |
| OotP: | Fluffy | Devil | Key | Troll | Chess | Mirror | Riddle | |
| HBP: | Key/Mirror | Key/Mirror | Chess | Troll | Fluffy/Devil | Fluffy/Devil | Riddle | |
| Book 7: | Troll | Fluffy | Devil | Chess | Mirror | Riddle | Key |
The possibilities were:
1 = K/M/C
2 = K/M/C
3 = C/M
5 = F/D/K
6 = F/D/K
Three, three, TWO, three, three: a choice. For Team 3, Chess is the good choice (M leads to contradiction) => 1 = K/M, 2 = K/M and 5 = F/D, 6 = F/D (K doesn't work for 5/6)
There you have it: we have two choices left (and two books): after all, you can't solve a system of equations that has more unknowns than it has equations.
Are we supposed to think about these choices? Fluffy or Devil? Key or Mirror? Do these choices mirror each other? Do Fluffy and Devil = Key or Mirror? Does Harry need a key or a mirror, or both? Does it make a difference after all? How come it's the 6th Book that is undecided, and it doesn't seem to alter at all the course of the 7th book?
Suppose Snape = Devil's Snare and HBP = Felix Felicis (a guess). Whom should Harry trust? Both? Neither? Just one of the two? If Snape, from whose office Gillyweed was stolen, is just a fake Devil's snare, then Harry had better choose carefully... Because there are a lot of nasty Fluffies out there (though not all are nasty... Padfoot... I believe Hermione will prove to be a Fluffy, too: a bushy haired Fluffy protecting Hogwarts: she does seem to know so much about how well Hogwarts is protected: a true castle, isn't she? And she can bare her teeth some times at the slacking Harry and Ron, but melt to the music of Ron's compliments). How about the fluffy sounding name... Felix Felicis? ( = mirror? one word, two grammatical forms) Is Felix Felicis the real devil's snare (I would say his name means "happy go lucky": remember "Lucky," the word pronounced over and over in CS in the devil's snare room: thanks to daveydee and fae in the Thread). Which choice to make? Both Fluffy and the Devil fit in both spots. If you go back to the matrix and look at the bolded trios, Fluffy/Devil/Key go together: Harry must choose the correctly: Fluffy (many F's here: Felix Felicis?) or Devil's Snare ("p" and "r" are adjacent in the alphabet: Snare = Snape?: I don't think Snape = Snake: "s...k" makes me think of "Felix," "Bellatrix": "x": "ks"). I tend to think Snape will end up on the good side. He was cloaked in PoA like all those Dementors... but what a pretty cloak he was under... and what nice Gillyweed he had... And I'd say, if you look at a lot of the potions he teaches in his class, they are very good things. Will choosing the right person to trust or partner with be the key to the whole series, or just another one of those mistakes Harry makes along the way but that don't alter destiny?
Just to finish talking about the bolded trios, the Troll Troll Troll right by Chess Chess Chess for me spells Death Death Death and War War War. Although symmetry wise Troll goes with Riddle and Chess goes with Mirror.
There is I believe much more inscribed in this chart than I am going to comment on here.
While "giving it all away" to us in this wonderful matrix, Rowling has nevertheless not given away the suspense: we are still wondering about the choices. The 7 x 7 Matrix is proof that J. K. Rowling has created a deeply symbolic and numeric work of art on the theme of making choices.
11/16/04
Posted by: Nicole
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