index
int64 0
8.02k
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423k
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stringclasses 26
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
|
2
|
integer
|
Subway Connections
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401 |
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ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
2
|
integer
|
Subway Connections
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402 |
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|
Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to A?
|
2
|
integer
|
Subway Connections
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403 |
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ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
2
|
integer
|
Subway Connections
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404 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
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2
|
integer
|
Subway Connections
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405 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
2
|
integer
|
Subway Connections
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406 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to A?
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2
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integer
|
Subway Connections
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407 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
2
|
integer
|
Subway Connections
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408 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from B to D?
|
2
|
integer
|
Subway Connections
|
409 |
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
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
2
|
integer
|
Subway Connections
|
410 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to A?
|
2
|
integer
|
Subway Connections
|
411 |
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
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
2
|
integer
|
Subway Connections
|
412 |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z
|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to A?
|
2
|
integer
|
Subway Connections
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413 |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
2
|
integer
|
Subway Connections
|
414 |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z
|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from B to D?
|
2
|
integer
|
Subway Connections
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415 |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
2
|
integer
|
Subway Connections
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416 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to D?
|
3
|
integer
|
Subway Connections
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417 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to D.
|
3
|
integer
|
Subway Connections
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418 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to A?
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3
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integer
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Subway Connections
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419 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to A.
|
3
|
integer
|
Subway Connections
|
420 |
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|
Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to A?
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3
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integer
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Subway Connections
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421 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to A.
|
3
|
integer
|
Subway Connections
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422 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to D?
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3
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integer
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Subway Connections
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423 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to D.
|
3
|
integer
|
Subway Connections
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424 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to D?
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3
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integer
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Subway Connections
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425 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to D.
|
3
|
integer
|
Subway Connections
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426 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to A?
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3
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integer
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Subway Connections
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427 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to A.
|
3
|
integer
|
Subway Connections
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428 |
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|
Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to D?
|
3
|
integer
|
Subway Connections
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429 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to D.
|
3
|
integer
|
Subway Connections
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430 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to A?
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3
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integer
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Subway Connections
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431 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to A.
|
3
|
integer
|
Subway Connections
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432 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
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1
|
integer
|
Subway Connections
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433 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
1
|
integer
|
Subway Connections
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434 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to A?
|
1
|
integer
|
Subway Connections
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435 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
1
|
integer
|
Subway Connections
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436 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
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1
|
integer
|
Subway Connections
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437 |
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RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
1
|
integer
|
Subway Connections
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438 |
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RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to A?
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1
|
integer
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Subway Connections
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439 |
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RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
1
|
integer
|
Subway Connections
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440 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to A?
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1
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integer
|
Subway Connections
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441 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
1
|
integer
|
Subway Connections
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442 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
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1
|
integer
|
Subway Connections
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443 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
1
|
integer
|
Subway Connections
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444 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
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1
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integer
|
Subway Connections
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445 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
1
|
integer
|
Subway Connections
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446 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to A?
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1
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integer
|
Subway Connections
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447 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
1
|
integer
|
Subway Connections
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448 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to A?
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2
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integer
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Subway Connections
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449 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
2
|
integer
|
Subway Connections
|
450 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
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2
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integer
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Subway Connections
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451 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
2
|
integer
|
Subway Connections
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452 |
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|
Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to A?
|
2
|
integer
|
Subway Connections
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453 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
2
|
integer
|
Subway Connections
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454 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
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2
|
integer
|
Subway Connections
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455 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
2
|
integer
|
Subway Connections
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456 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to A?
|
2
|
integer
|
Subway Connections
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457 |
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
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
2
|
integer
|
Subway Connections
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458 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from B to D?
|
2
|
integer
|
Subway Connections
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459 |
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
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
2
|
integer
|
Subway Connections
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460 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from B to D?
|
2
|
integer
|
Subway Connections
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461 |
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vuMNtPqMVJffAnx1Z27TLY21ztGSkFwpb8AcZoA82JJOTyTXtfwY+Fuo3WuWvibWbV7awtSJbaOVcNPJ/C2D0Udc9zivGJ7ea1uJLe4ieKaNirxupVlI6gg9DXoXw5+LGr+D9Sgtr25mu9EdgssEjFjEP7yZ6Y9Oh/WgD65oqOCaO5gjnhcPFIodHU8MpGQRUlABRRRQAUUUUAFcl8UP+SY+Iv8Arzeutrkvih/yTHxF/wBeb0AfFteo/AD/AJKfF/15zfyFeXV0XgnxfdeCPEK6xaW0NxKImi2TEhcN34+lAH27SMyopZiAoGSSeAK+apP2kfETIRHo2mI3YnzDj/x6uK8T/FTxb4sge2v9R8m0fhra1Xy0Yeh7kexJoA6H43+PbbxZr8Gm6ZKJdN07cPNU/LLKfvEeoAGAfrXlVFdh8PfAGoePNdS3hVotPhYG7uscIvoPVj2H49KAPa/2dvD8lh4TvdZmQq2ozhYsjrHHkZ/76LflXslVtPsLbStOtrCziEVtbxrFEg7KBgVZoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvJPjB/yE9L/64yfzFet15L8Yf+QhpX/XKT+YrDE/w2erkv8Avsfn+TPNa9b+D/8AyC9U/wCu6/8AoNeSV658H/8AkE6l/wBfC/8AoNceG/iI+jzv/cpfL8z0iiiivTPhwooooAKKKKACiiigAooooAK4j4q/8ib/ANvMf9a7euJ+Kn/ImN/18R/1rOt/DZ25d/vdP1R4jXb/AAq/5HE/9esn81riK7j4U/8AI4P/ANer/wA1rzqP8RH2eY/7pU9Ge2UUUV6p+fhRRRQBzfj4E+BtUAGT5a/+hrXgOx/7jflX1FSbR6CuerQ9o73PXy/NfqdNw5L3d97fofL2xz/A35UeVJ/zzf8A75NfUO0egowPQVl9T8zv/wBY/wDp3+P/AAD5e8qT/nm//fJo8qT/AJ5v/wB8mvqHA9BRgego+p+Yf6x/9O/x/wCAfL3lSf8APN/++TR5cg5Mb/8AfJr6hwPQVQ10D/hHtT4H/HpL/wCgGh4Sy3KhxDzSUfZ7+f8AwD5rqey5v7f/AK6L/Oq46CtXw1/yNGk/9fcX/oQriceb3e59HUlywcux1ex/7jflRsf+435V7LgelGB6Vz/2B/08/D/gnyn9u/8ATv8AH/gHjWx/7jflRsf+435V7LgelGB6Uf2B/wBPPw/4If27/wBO/wAf+AeMlHx9xvyrlj1NfRxAweK+c5P9a/8AvH+dH9n/AFP7V7+Vtj5riLH/AFv2fu2tfrfew0dRXU7Hx9xvyrmI/wDWp/vD+dfRgAwOKP7P+ufatbyvuHDuP+qe09297dbbXPG9j/3G/KjY/wDcb8q9lwPSjA9KP7A/6efh/wAE+l/t3/p3+P8AwDxrY/8Acb8qNj/3G/KvZcD0owPSj+wP+nn4f8EP7d/6d/j/AMA+dbkH7VLwfvn+dRYPoa7TV/8AkM3v/Xd//QjVPtXnSxvI+Xl28zy3wn7V+09ta+vw9/mcz5b/ANxv++TR5cn9x/8Avk19BaaB/ZVnwP8AUJ/6CKtYHoK+hjgeaKfN+B8/LKuWTXP+H/BPnPy5P7j/APfJo8uT+4//AHya+jMD0FGB6Cn9Q/vfgL+y/wC9+H/BPnPy5P7j/wDfJppBBwRg+hr6OwPQV4T49/5HbUv95P8A0Ba6MPlPtpOPPb5f8E5sTg/YQUua5j04I5GQjEeoFUa958Cgf8IVpfH/ACzP/oRrTEZL7GKlz3+X/BMsNh/bycb2PFPLk/uP/wB8mjy5P7j/APfJr6MwPQUYHoK4/qH978Du/sv+9+H/AAT5z8uT+4//AHyaPLk/uP8A98mvozA9BRgego+of3vwD+y/734f8E+c9jj+BvypNjf3W/Kvo3A9BRgego+of3vwF/Zf978P+CfOfluf4G/I0eXJ/cf/AL5NfRmB6CjA9BR9Q/vfgP8Asv8Avfh/wT5z8uT+4/8A3yaPLk/uP/3ya+jMD0FGB6Cj6h/e/AP7L/vfh/wT5z8uT+4//fJpCrL95SPqK+jcD0FeY/FQYvtN/wCub/zFZ1sJ7ODlcxxGB9lTc+a/yPP69P8AhX/yDtR/67L/AOg15hXqHwr/AOQZqH/Xdf8A0Gowf8VGeA/jr5nf0UUV7B74UUUUAFFFFABRRRQAUUUUAFcf8Sv+RT/7eE/rXYVyHxJ/5FM/9d0/rWOI/hS9DDFfwZeh4/SgFjgAk+wpK7H4af8AI0t/17P/ADWvGpw55KPc+epQ9pNQ7nIeXJ/cf/vk0eXJ/cf/AL5NfRmB6CjA9BXd9Q/vfgen/Zf978P+CfOflyf3H/75NHlyf3H/AO+TX0ZgegowPQUfUP734B/Zf978P+CfOflyf3H/AO+TR5cn9x/++TX0ZgegowPQUfUP734B/Zf978P+CeKeB0ceMdPJRgNz9R/sNXtlGB6UV10KPso8t7nbhsP7CLje4UUUVsdB8ofH7/kqE3/XpD/I15fXqHx+/wCSoTf9ekP8jXl9AH2p8Mv+SZeHf+vGP+VdXXgHhH47+H/D/hHStIudN1KSazt1ido1TaSPTLVoX37SWjJbt9g0O+lnx8ondEXPuQSaAOF/aDs7a1+JCyQKqyXFlHLNt7vllyffCrXlNa/ibxHf+LNfudY1J1NxOR8qjCoo4CgegFZcMUlxNHDCjSSyMFRFGSxPAAoA+yPhLdyXvws0CWUkuIDHk+iOyj9FFdpWD4J0R/DngrSNIkx5ttbKsuP755b9Sa3qACiiigAooooAK5n4h2VzqPw912zs4JJ7ma1ZY4o1yzH0ArpqKAPij/hXHjT/AKFfVf8AwFb/AAo/4Vx40/6FfVf/AAFb/CvteigD4sj+GXjeU4XwxqQ/3oSv861bL4J+Pb1gDowt1P8AFPcRqPyBJ/Svr6igDwHwz+zjtlSfxNqquo5NtZZ59i5H8h+Ne4aRo+naDpsWn6XaRWtrEPljjGB9T6n3PNXqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8l+MP/ACENK/65SfzFetV5L8Yf+QhpX/XKT+YrDE/w2erkv++x+f5M81r1z4P/APIJ1L/r4X/0GvI69c+D/wDyCdS/6+F/9Brjw38RH0ed/wC5y+X5npFFFFemfDhRRRQAUUUUAFFFFABRRRQAVxPxU/5Exv8Ar4j/AK121cT8VP8AkTG/6+I/61nW/hs7cu/3un6o8RruPhT/AMjg/wD16v8AzWuHruPhT/yOD/8AXq/81rzqP8RH2eZf7pU9D2yiiivVPz8KKKKACiiigAooooAKKKKACs/Xf+Re1P8A69Jf/QDWhWfrv/Ivan/16S/+gGlLZmlL+JH1R81DoK1fDX/I0aT/ANfkX/oQrKHQVq+Gv+Ro0n/r8i/9CFeRH4kfotf+HL0Z9IUUUV7B+bBRRRQAh6GvnOT/AFr/AO8f519GHoa+c5P9a/8AvH+dedj/ALPzPKzT7Pz/AECP/Wp/vD+dfRg6CvnOP/Wp/vD+dfRg6CjAfa+QZX9r5fqLRRRXonqhRRRQB5Lq/wDyGb3/AK7v/wChGqXarur/APIZvf8Aru//AKEapdq/Pq38SXqz72j/AA4+iPXdM/5BVn/1wT/0EVaqrpn/ACCrP/rgn/oIq1X31L4F6HwtT436hRRRVkBXhHj3/kd9S/3k/wDQFr3evCPHv/I76l/vJ/6Atehl38R+n+R52Zfwl6/5nN1714F/5ErS/wDrmf8A0I14LXvXgX/kStL/AOuZ/wDQjXRmP8NepzZb/FfodDRRRXjntBRRRQAUUUUAFFFFABRRRQAV5j8VP+P7Tf8Ark/8xXp1eY/FT/j+03/rk/8AMVzYz+Czjx/8B/L8zz6vUPhX/wAgzUP+u6/+g15fXqHwr/5Bmof9d1/9Brgwf8VHmYD+Ovmd/RRRXsHvhRRRQAUUUUAFFFFABRRRQAVyHxJ/5FM/9d0/rXX1yHxJ/wCRTP8A13T+tY4j+FL0MMT/AAZeh4/XY/DT/kam/wCvZ/5rXHV2Pw0/5Gpv+vZ/5rXk4f8Aix9TwsL/ABo+p69RRRXuH0gUUUUAFFFFABRRRQAUUUUAfNfxq8HeJNa+Ikt5pmh395bG2iUSwwMykgHIyK88/wCFceNP+hX1X/wFb/CvteigD4o/4Vx40/6FfVf/AAFb/ClX4beNXOB4X1T8bdh/OvtaigD5D0v4JeOtSkUPpS2SHrJdTKoH4Ak/pXtXw8+C2meDrqPVNRnGo6snMbbcRQn1UHkn3P4AV6lRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5L8Yf+QhpX/XKT+Yr1qvJfjD/AMhDSv8ArlJ/MVhif4bPVyX/AH2Pz/JnmteufB//AJBOpf8AXwv/AKDXkdeufB//AJBOpf8AXwv/AKDXHhv4iPo87/3OXy/M9Iooor0z4cKKKKACiiigAooooAKKKKACuJ+Kn/ImN/18R/1rtq4n4qf8iY3/AF8R/wBazrfw2duXf73T9UeI13Hwp/5HB/8Ar1f+a1w9dx8Kf+Rwf/r1f+a151H+Ij7PMv8AdKnoe2UUUV6p+fhRRRQAUUUUAFFFFABRRRQAVn67/wAi9qf/AF6S/wDoBrQrP13/AJF7U/8Ar0l/9ANKWzNKX8SPqj5qHQVq+Gv+Ro0n/r8i/wDQhWUOgrV8Nf8AI0aT/wBfkX/oQryI/Ej9Fr/w5ejPpCiiivYPzYKKKKAEPQ185yf61/8AeP8AOvow9DXznJ/rX/3j/OvOx/2fmeVmn2fn+gR/61P94fzr6MHQV85x/wCtT/eH86+jB0FGA+18gyv7Xy/UWiiivRPVCiiigDyXV/8AkM3v/Xd//QjVLtV3V/8AkM3v/Xd//QjVLtX59W/iS9Wfe0f4cfRHrumf8gqz/wCuCf8AoIq1VXTP+QVZ/wDXBP8A0EVar76l8C9D4Wp8b9QoooqyArwjx7/yO+pf7yf+gLXu9eEePf8Akd9S/wB5P/QFr0Mu/iP0/wAjzsy/hL1/zObr3rwL/wAiVpf/AFzP/oRrwWvevAv/ACJWl/8AXM/+hGujMf4a9Tmy3+K/Q6GiiivHPaCiiigAooooAKKKKACiiigArzH4qf8AH9pv/XJ/5ivTq8x+Kn/H9pv/AFyf+Yrmxn8FnHj/AOA/l+Z59XqHwr/5Bmof9d1/9Bry+vUPhX/yDNQ/67r/AOg1wYP+KjzMB/HXzO/ooor2D3wooooAKKKKACiiigAooooAK5D4k/8AIpn/AK7p/WuvrkPiT/yKZ/67p/WscR/Cl6GGJ/gy9Dx+ux+Gn/I1N/17P/Na46ux+Gn/ACNLf9ez/wA1rycP/Fj6nhYX+NH1PXqKKK9w+kCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvHvGWsanbeLL6GDUbqKJWXaiTMAPkHYGvYa8R8cn/AIrLUP8AeT/0Ba48a2oK3c8/MW1SVu5n/wDCQaz/ANBW9/7/ALf40f8ACQaz/wBBW9/7/t/jWdketGR615fPLueN7Sfc0f8AhINZ/wCgre/9/wBv8aP+Eg1n/oK3v/f9v8azsj1oyPWjnl3D2k+5o/8ACQaz/wBBW9/7/t/jR/wkGs/9BW9/7/t/jWdketGR60c8u4e0n3NH+39YP/MVvv8AwIb/ABpP7e1j/oK33/gQ/wDjWfRRzy7h7Sfc9l+Ht1cXnhjzbmeWaTz3G+Ryxxx3NdVXH/DX/kU/+3h/6V2Fe3Q1pR9D6LDO9GN+wUUUVqbhXknxg/5CWl/9cZP5ivW68k+MH/IT0v8A64yf+hCsMT/DZ62Sf77H5/kzzavW/g//AMgvU/8Aruv/AKDXklet/B//AJBeqf8AXdf/AEGuPDfxEfRZ1/uUvl+Z6TRRRXpnw4UUUUAeffFW/vLDTdOazu57dmmYMYZChI298V5f/wAJHrn/AEGNQ/8AAl/8a9I+MH/IL0v/AK7t/wCg15JXm4iTVRn2uTU4SwcW0uv5mmPEmuDprOof+BL/AONL/wAJLrv/AEGb/wD8CH/xrLpMj1rHml3PU9hT/lX3Gr/wkuu/9Bm//wDAh/8AGj/hJdd/6DN//wCBD/41lZHrRketHNLuHsKf8q+41f8AhJdd/wCgzf8A/gQ/+NQXWs6nfQ+Td6jdTxZzslmZhn1wTVHI9aXIo5n3GqNNO6ivuCrul3dzZ3fm2s8sEm0jdG5U49MiqVT2n+u/A1D0R5+d3WXVn/dZv/8ACQaz/wBBW9/7/t/jR/wkGs/9BW9/7/t/jWdketGR61lzy7n457Sfc0f+Eg1n/oK3v/f9v8aP+Eg1n/oK3v8A3/b/ABrOyPWjI9aOeXcPaT7mj/b+s/8AQVvf+/7f40n9vax/0Fb7/wACH/xrPyPWjI9aOeXcPaS7mj/b+sf9BW+/8CH/AMaP+Eg1n/oK3v8A3/b/ABrOyPWjI9aOeXcPaT7mj/wkGs/9BW9/7/t/jR/wkGs/9BW9/wC/7f41nZHrRketHPLuHtJ9zR/4SDWf+gre/wDf9v8AGo59d1eS3kR9TvGRkIZTOxBBHTrVLI9abIR5bfQ0Kcu5th6kvbQ16r8zMqW3keK5ikjdkdHDKynBBB6ioqdF/rU+orY/asV/Bn6P8jpP+Eg1n/oK3v8A3/b/ABo/4SDWf+gre/8Af9v8azsj1oyPWseeXc/D/aT7mj/wkGs/9BW9/wC/7f40f8JBrP8A0Fb3/v8At/jWdketGR60c8u4e0n3NH/hINZ/6Ct7/wB/2/xrO6nJoyPWik23uJyb3Yo4I+tdmNX1LH/H/c/9/W/xrix1FdR2rzsdOUeXldtz7PhCEZe2ur/D+pd/tfUv+f8Auf8Av63+NH9r6l/z/wBz/wB/W/xqlRXB7ap/M/vPtPY0/wCVfcXf7X1L/n/uf+/rf40f2vqX/P8A3P8A39b/ABqlRR7ap/M/vD2NP+VfcOd2kdndizMckk5JNNoorNs0MGbX9Yinkjj1W9RFYqqrOwAAPAHNR/8ACRa3/wBBi/8A/Ahv8apXRH2ubn/lo386hyPWv2XDwj7KOnRfkfjWIqS9rLXq/wAzT/4SLW/+gxf/APgQ3+NH/CRa3/0GL/8A8CG/xrMyPWjI9a25I9jL2k+5p/8ACRa3/wBBi/8A/Ahv8aoz3E11O01xK8srfeeRizH6k1FketGR601FLZCcpPdi17z4D/5EnS/+ubf+hGvBcj1r3nwH/wAiRpf/AFzb/wBCNcGY/wANep35b/Ffp/kdHRRRXjnthRRRQAUUUUAFFFFABRRRQAV5h8VP+Qhpv/XJ/wCYr0+vMPip/wAhDTf+uT/zFc2M/gs48f8AwH8vzPP69Q+Ff/IN1H/rsv8A6DXl9en/AAr/AOQdqP8A12X/ANBrgwf8VHmYD+OvmegUUUV7B74UUUUAcP8AEq9u7KwsGtLqaBmmYMYpCpI298V5x/b2sf8AQVvv/Ah/8a7/AOKn/IO07/rs3/oNeYV5GLk1VdmeDjpyVdpM0Rr+sj/mK33/AIEN/jR/wkGs/wDQVvf+/wC3+NZ1GR61zc8u5ye0n3NH/hINZ/6Ct7/3/b/Gj/hINZ/6Ct7/AN/2/wAazsj1oyPWjnl3D2k+5o/8JBrP/QVvf+/7f41U1LV9SurTyrjULqWPcDtklZhn6E1DketQXR/c/iKalJvc9LJpOWYUYyd05Ip+bJ/fb86mttQvLKXzbW7ngkxjfHIVOPTIqvRWux+vLDUV9hfcjU/4SXXf+gzf/wDgQ/8AjR/wkuu/9Bm//wDAh/8AGsrI9aMj1quaXcr2FP8AlX3Gr/wkuu/9Bm//APAh/wDGj/hJdd/6DN//AOBD/wCNZWR60ZHrRzS7h7Cn/KvuNX/hJdd/6DN//wCBD/40f8JLrv8A0Gb/AP8AAh/8aysj1oyPWjml3D2FP+Vfcdt4G1zVrvxlp8Fzqd5NEzPuSSZmU/I3UE17fXgPw+I/4TnTOf4n/wDQGr36u/CtuDv3Pks/hGOIioq3u/qwooorpPDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqTaXp9xK0s1jaySN1d4VJP4kVbopNJ7iaT3KP9i6V/wBAyz/78L/hR/Yulf8AQMs/+/C/4VeopcsewuSPYo/2LpX/AEDLP/vwv+FH9i6V/wBAyz/78L/hV6ijlj2Dkj2KP9i6V/0DLP8A78L/AIUf2LpX/QMs/wDvwv8AhV6ijlj2Dkj2PHPiJbQWviVY7eGOFPs6HbGgUZy3YVyddj8S/wDkal/69k/m1cdXi1/4sj53E6Vpep7B8Nv+RTH/AF3f+ldfXIfDb/kUx/13f+ldfXrUP4UfQ93C/wAGPoFFFFbG4V5L8Yf+QhpX/XKT+Yr1qvJfjD/yENK/65SfzFYYn+Gz1cl/32Pz/JnmteufB/8A5BOp/wDXwv8A6DXkdeufB/8A5BOpf9fC/wDoNceG/iI+jzv/AHOXy/M9Iooor0z4cKKKKAPN/jB/yCdM/wCvhv8A0GvI69c+MH/IJ03/AK+G/wDQa8jrzMT/ABGfcZJ/ucfn+Z6H8KLK0vb7U1urWGcLEhUSxhscnpmvUf7C0f8A6BVj/wCA6f4V5r8Hv+Qhqv8A1yj/AJmvWq68Ol7NHz+c1JrGSSfb8kZ/9haP/wBAqx/8B0/wo/sLR/8AoFWP/gOn+FaFFb8q7Hl+1qfzP7zP/sLR/wDoFWP/AIDp/hXK/ELStOtfC5kt7C1hfz0G6OFVOOe4Fd1XIfEn/kUz/wBd0/rWNdL2UvQwxNaoqMvee3c8d8tP7i/lXW/Dq0trnxMyT28MqfZ3O10DDOV9a5Sux+Gn/I1N/wBez/zWvKoa1Inh4evVlVjGUm16nqH9i6V/0DLP/vwv+FH9i6V/0DLP/vwv+FXqK9rlj2Pd5I9ij/Yulf8AQMs/+/C/4Uf2LpX/AEDLP/vwv+FXqKOWPYOSPYo/2LpR/wCYZZf9+F/wpP7D0n/oF2X/AIDp/hV+ijlj2Dkj2KH9iaSP+YXZf+A6f4Uv9i6V/wBAyz/78L/hV6ijlj2Dkj2KP9i6V/0DLP8A78L/AIUf2LpX/QMs/wDvwv8AhV6ijlj2Dkj2KP8AYulf9Ayz/wC/C/4VR1vSNMTQdRdNOtFZbWUgiBQQdp9q3Kz9d/5F7U/+vSX/ANANKUY2ehpShH2kdOqPmsdBWl4dRJPEulpIqsjXcQZWGQRuHBFZg6CtXw1/yNGk/wDX5F/6EK8qO6P0ev8AwpejPoL+xdK/6Bln/wB+F/wo/sXSv+gZZ/8Afhf8KvUV63LHsfmnJHsUf7F0r/oGWf8A34X/AAo/sXSv+gZZ/wDfhf8ACr1FHLHsHJHsUToulY/5Bln/AN+F/wAK8je3g3t+5j6n+EV7UeleNP8A6xvqa+fz73fZ203/AEPeyOlTlz3int09SJLeDzF/cx9R/CK9gGm2GP8Ajytv+/S/4V5In+sX6ivZR0pZElP2nNrt+pecxVLk9mrXvtp2Kv8AZlh/z5W3/fpf8KP7MsP+fK2/79L/AIVaor6D2UOyPD9pPuyr/Zlh/wA+Vt/36X/Cj+zLD/nytv8Av0v+FWqKPZQ7IPaT7s+etfmli8RanHHK6It1IFVWIAG48AVnG6uMH9/L/wB9mrviL/kZtV/6+5f/AEI1mHoa+jhh6XKvdX3I+YqYirzP3n97PoDR9H0uXRLCSTTbN3e2jZmaBSSSoyScVd/sPSP+gXZf+A6f4UaH/wAi/pv/AF6xf+gCr9eFKUlJ6n0EYxcVoUP7D0j/AKBdl/4Dp/hR/Yekf9Auy/8AAdP8Kv0UueXcrkj2KH9h6R/0C7L/AMB0/wAKT+wtHP8AzCrH/wAB0/wrQoo55dw5I9jP/sHR/wDoE2P/AIDp/hVyGCK2hWGCJIol4VEUKB9AKkopOTe7GopbIKKKKQwooooAKKKKACiiigAooooAK8x+Kn/H9pv/AFyf+Yr06vMfip/x/ab/ANcn/mK5sZ/BZx4/+A/l+Z59XqHwr/5Bmof9d1/9Bry+vUPhX/yDNQ/67r/6DXBg/wCKjzMB/HXzO/ooor2D3wooooA4D4qf8gzT/wDru3/oNeX16h8VP+QZp/8A13b/ANBry+vHxn8VngY/+O/kd18M7O2u73UBc28MwWNCokQNjk9M16P/AGLpX/QMs/8Avwv+Fef/AAr/AOP7Uv8Arkn8zXp1duEinSV0elgYxdBXXco/2LpX/QMs/wDvwv8AhR/Yulf9Ayz/AO/C/wCFXqK6eWPY6+SPYo/2LpX/AEDLP/vwv+Fcd8TdOsbXwi0lvZW8L/aIxujiVTjnuBXf1xPxU/5Exv8Ar4j/AK1nViuR6Hbl0YrF09OqPEa7P4Y2tveeK2iuYIp4/sznbKgYZyvODXGV3Hwp/wCRwf8A69X/AJrXn0fjR9tmLawtRrseuf2Fo/8A0CrH/wAB0/wo/sLR/wDoFWP/AIDp/hWhRXq8q7HwXtan8z+8z/7C0f8A6BVj/wCA6f4Uf2Fo/wD0CrH/AMB0/wAK0KKOVdg9rU/mf3mf/YWj/wDQKsf/AAHT/Cj+wtH/AOgVY/8AgOn+FaFFHKuwe1qfzP7ynDpGm20yzQafaRSr910hVSPoQKuUUU0rESk5at3CiiigQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5D8S/8Akal/69k/m1cdXY/Ev/kal/69k/m1cdXh4j+LL1Pm8V/Gl6nsHw2/5FMf9d3/AKV19ch8Nv8AkUx/13f+ldfXrUP4UfQ93C/wY+gUUUVsbhXkvxh/5CGlf9cpP5ivWq8l+MP/ACENK/65SfzFYYn+Gz1cl/32Pz/JnmteufB//kE6l/18L/6DXkdeufB//kE6l/18L/6DXHhv4iPo87/3OXy/M9Iooor0z4cKKKKAPN/jB/yCdN/6+G/9BryOvXPjB/yCdN/6+G/9BryOvMxP8Rn3GSf7nH5/melfB7/kIar/ANco/wCZr1qvJfg9/wAhDVf+uUf8zXrVdmG/ho+czr/fZfL8kFFFFbnlBXIfEn/kUz/13T+tdfXIfEn/AJFM/wDXdP61jiP4UvQwxP8ABl6Hj9dj8NP+Rqb/AK9n/mtcdXY/DT/kam/69n/mteTh/wCLH1PCwv8AGj6nr1FFFe4fSBRRRQAUUUUAFFFFABRRRQAVn67/AMi9qf8A16S/+gGtCs/Xf+Re1P8A69Jf/QDSlszSl/Ej6o+ah0Favhr/AJGjSf8Ar8i/9CFZQ6CtXw1/yNGk/wDX5F/6EK8iPxI/Ra/8OXoz6Qooor2D82CiiigAPSvGn/1jfU17KeleNP8A6xvqa+dz/wD5d/P9D6DIv+Xny/UE/wBYv1FeyjpXjSf6xfqK9lHSjIP+Xny/UM9/5d/P9Aooor6I+fCiiigD528Rf8jNqv8A19y/+hGsw9DWn4i/5GbVf+vuX/0I1mHoa+mh8KPlqnxs+jdD/wCRf03/AK9Yv/QBV+qGh/8AIv6b/wBesX/oAq/Xzc/iZ9PD4UFFFFSUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmPxU/4/tN/wCuT/zFenV5j8VP+P7Tf+uT/wAxXNjP4LOPH/wH8vzPPq9Q+Ff/ACDNQ/67r/6DXl9eofCv/kGah/13X/0GuDB/xUeZgP46+Z39FFFewe+FFFFAHAfFT/kGaf8A9d2/9Bry+vUPip/yDNP/AOu7f+g15fXj4z+KzwMf/HfyPQfhX/x/al/1yT+Zr06vMfhX/wAf2pf9ck/ma9Orvwf8FHp4D+Avn+YUUUV0nYFcT8VP+RMb/r4j/rXbVxPxU/5Exv8Ar4j/AK1nW/hs7cu/3un6o8RruPhT/wAjg/8A16v/ADWuHruPhT/yOD/9er/zWvOo/wARH2eZf7pU9D2yiiivVPz8KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPIfiX/yNS/9eyfzauOrsPiV/wAjWP8Ar2T+bVx9eHiP4svU+bxX8aXqewfDb/kUx/13f+ldfXH/AA1/5FP/ALeH/pXYV62H/hR9D3cL/Bj6BRRRWxuFeS/GH/kIaV/1yk/mK9aryT4wH/iZaWP+mMn8xWGJ/hs9XJf99j8/yZ5tXrnwf/5BOpf9fC/+g15HWrpPiXV9Ciki028MCSNucBFOT07g1w0pqE+Zn1eYYaWJw7pQertufR9FeA/8LB8U/wDQVf8A79J/8TR/wsHxT/0FX/79J/8AE11/W4dmfO/6vYn+aP4/5Hv1FeA/8LB8U/8AQVf/AL9J/wDE0f8ACwfFP/QVf/v0n/xNH1uHZh/q9if5o/j/AJHbfGD/AJBOm/8AXw3/AKDXkdaureJdX12KOLUrwzpG25AUUYPTsBWVXJVmpz5kfRZfhpYbDqlN3avselfB7/kIar/1yj/ma9ar508P61qGjSzvp9yYWkUByFByB06it3/hOfEn/QTb/v2n+FaU8VCnHlaZ8RxBjadLMJwkn0/JHt1FeI/8Jz4k/wCgm3/ftP8ACj/hOfEn/QTb/v2n+FafXqfZni/2lS7P+vme3VyHxJ/5FM/9d0/rXAf8Jz4k/wCgm3/ftP8ACqmo+JtY1a1+zX1600O4NtKKOR06Cs6uMhODik9TOtj6c6bik9TJrsfhp/yNTf8AXs/81rjq7D4a/wDI1n/r2f8AmtcmH/ix9Tgwv8aPqev0UUV7h9IFFFFABRWbr9zNaaHdTwOUlRQVYDOOR61wP/CUa1/z/N/3wv8AhXn4vMqWFmoTTd1fT/hzvwmXVMTBzg0rO2p6hRXl/wDwlGtf8/zf98L/AIUv/CU61/z/ADf98L/hXJ/buH/lf4f5nV/Ylf8AmX4/5Hp9FeYf8JTrX/P83/fC/wCFH/CU61/z/N/3wv8AhR/buH/lf4f5h/Ylf+Zfj/ken1n67/yL2p/9ekv/AKAa4D/hKda/5/m/74X/AAqtqHiXV5dNuo3vGKPC6sNi8gg+1P8AtyhLRRf4f5l08lrqafMvx/yPMh0Favhr/kaNJ/6/Iv8A0IVl1a02V4NUtJom2yJMjKfQgijm5fefQ+uqR5oNLqj6aorzD/hKda/5/m/74X/Cj/hKda/5/m/74X/Cl/buH/lf4f5nx39iV/5l+P8Aken0V5h/wlOtf8/zf98L/hR/wlOtf8/zf98L/hR/buH/AJX+H+Yf2JX/AJl+P+R6eeleNP8A6xvqa1v+Ep1rH/H83/fC/wCFectrGoFiftLdf7o/wrjxlaOZW9lpy9/P0v2PWyvLqmH5+ZrW36nYJ/rF+or2UdK+aRrOoAgi5bI/2R/hWx/wsHxT/wBBV/8Av0n/AMTXRllN4Tm59b22+ZeZZZVxXLyNK197+Xke/UV4D/wsHxT/ANBV/wDv0n/xNH/CwfFP/QVf/v0n/wATXq/W4dmeX/q9if5o/j/ke/UV4D/wsHxT/wBBV/8Av0n/AMTR/wALB8U/9BV/+/Sf/E0fW4dmH+r2J/mj+P8AkVPEX/Izar/19y/+hGsw9DTbi7nurmW4nkLyyuXdsDkk5JqPe3rXrxzugklyv8P8zxpcG41yb54/e/8A5E+k9D/5F/Tf+vWL/wBAFX6+foPHfiW3gjgi1NljjUIi+UnAAwB0p/8AwsHxT/0FX/79J/8AE15MsZBtuzPXjw9iUkuaP4/5Hv1FeA/8LB8U/wDQVf8A79J/8TR/wsHxT/0FX/79J/8AE0vrcOzK/wBXsT/NH8f8j36ivAf+Fg+Kf+gq/wD36T/4mkPxA8U/9BeT/v1H/wDE0fW4dmH+r2J/mj+P+R7/AEV4B/wsDxT/ANBeT/v1H/8AE17H4OvrnUvCen3l5KZbiVCXcgDJ3EdvpWlOvGo7I48bldXCQU5tNN20v/kblFFFbHmhRRRQAUUUUAFFFFABRRRQAV5j8VP+P7Tf+uT/AMxXp1eYfFT/AJCGm/8AXJ/5iubGfwWceP8A4D+X5nn9eofCv/kGah/13X/0GvL609M8Qapo0Uken3ZhSRtzAKpyfxFeZQqKnNSZ4+GqqlUU5HvlFeI/8Jz4k/6Cbf8AftP8KP8AhOfEn/QTb/v2n+Fd/wBep9men/aVLs/6+Z7dRXiP/Cc+JP8AoJt/37T/AAo/4TnxJ/0E2/79p/hR9ep9mH9pUuz/AK+Z1/xU/wCQZp//AF3b/wBBry+rmu+JNW1WCGO9vGlVGLKCijBx7CsP7RL/AH/0rirS9rPnid9Dh/EZpBYqjKKi+976adEz1H4V/wDH9qX/AFyT+Zr06vm/S/EWq6M8j6fdmFpAA5CKcgdOorS/4WD4p/6Cr/8AfpP/AImuqhXjTgos9nDcM4qlTUJSj+P+R79RXgP/AAsHxT/0FX/79J/8TR/wsHxT/wBBV/8Av0n/AMTW31uHZm/+r2J/mj+P+R79XE/FT/kTG/6+I/615v8A8LB8U/8AQVf/AL9J/wDE1T1PxZrms2f2TUL5poNwbYUUcjp0FRPExlFpI6MLklejXhUlJWTv1/yMWu4+FP8AyOD/APXq/wDNa4eu3+FX/I4t/wBesn81rno/xEe1mP8AulT0PbaKKK9U/PwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8g+JX/I1j/r2T+bVx9dj8S/+RqX/AK9k/m1cdXh4j+LL1Pm8V/Gl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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
2
|
integer
|
Subway Connections
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462 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to A?
|
2
|
integer
|
Subway Connections
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463 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
2
|
integer
|
Subway Connections
|
464 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to D?
|
1
|
integer
|
Subway Connections
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465 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to D.
|
1
|
integer
|
Subway Connections
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466 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from B to A?
|
1
|
integer
|
Subway Connections
|
467 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to A.
|
1
|
integer
|
Subway Connections
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468 |
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|
Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to A?
|
2
|
integer
|
Subway Connections
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469 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
2
|
integer
|
Subway Connections
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470 |
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|
Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
|
2
|
integer
|
Subway Connections
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471 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
2
|
integer
|
Subway Connections
|
472 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to D?
|
1
|
integer
|
Subway Connections
|
473 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to D.
|
1
|
integer
|
Subway Connections
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474 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to A?
|
2
|
integer
|
Subway Connections
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475 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
2
|
integer
|
Subway Connections
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476 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from B to D?
|
2
|
integer
|
Subway Connections
|
477 |
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
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
2
|
integer
|
Subway Connections
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478 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to A?
|
2
|
integer
|
Subway Connections
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479 |
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
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
2
|
integer
|
Subway Connections
|
480 |
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|
Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
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1
|
integer
|
Subway Connections
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481 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
1
|
integer
|
Subway Connections
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482 |
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|
Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to A?
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1
|
integer
|
Subway Connections
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483 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
1
|
integer
|
Subway Connections
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484 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to A?
|
1
|
integer
|
Subway Connections
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485 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
1
|
integer
|
Subway Connections
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486 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from B to D?
|
1
|
integer
|
Subway Connections
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487 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
1
|
integer
|
Subway Connections
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488 |
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|
Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
|
1
|
integer
|
Subway Connections
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489 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
1
|
integer
|
Subway Connections
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490 |
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|
Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to A?
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1
|
integer
|
Subway Connections
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491 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
1
|
integer
|
Subway Connections
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492 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from B to D?
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1
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integer
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Subway Connections
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493 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from B to D.
|
1
|
integer
|
Subway Connections
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494 |
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Answer with a number in curly brackets e.g. {3}.
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How many single-color paths go from C to A?
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1
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integer
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Subway Connections
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495 |
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|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
1
|
integer
|
Subway Connections
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496 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to A?
|
1
|
integer
|
Subway Connections
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497 |
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
|
Answer with a number in curly brackets e.g. {3}.
|
Count the one-colored routes that go from C to A.
|
1
|
integer
|
Subway Connections
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498 |
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|
Answer with a number in curly brackets e.g. {3}.
|
How many single-color paths go from C to B?
|
1
|
integer
|
Subway Connections
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499 |
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lK8R/wDYQl/9CNUWer2X7O9hqXh21voNeuY7m5tUmVXhUoGZQcHBzjmvIPCus6h4V8Y2d3ZTMk0Nyscio3Eq7sMp9Qa7Jb/4yPoMcMSa5/Zxt1WMw2wH7rbxgqucYrm/h3deHdO8a2dx4pjuPs8MoKFcbUkB4MgPJUH0/XpQB9o0UisGUMpBUjII6GloAKyfFP8AyKGtf9eE/wD6Lataq2pWSalpd3YyOyJcwvCzL1AZSMj86APibwXqdrovjXRtTvXKWtrdpLKyqWIUHJ4HWvonVf2g/CFpaO+npe39xj5IxF5ak+7N0H0BrM/4Zs0H/oO6l/3wn+FWLb9nDwxG4a41XVZlH8IaNc/+OmgDwXULzWviJ40kuBAbjUtRmASKMcKOgA9FAA5PYZNfYfg/w8nhXwlpuiowc2sIV3HRnPLH8WJqv4X8CeHPB0TDRtOSGVxh53JeVx6Fjzj2GBXR0AQ3VtDe2k1rcJvhmQo65xlSMEcVzn/CuvCv/QLH/f6T/wCKrqaKlxjLdGtPEVaStTk16Oxy3/CuvCv/AECx/wB/pP8A4qj/AIV14V/6BY/7/Sf/ABVdTRS9nDsjX67if+fkvvZzMPw/8M288c0WmhZI2DqfOfgg5HeumooqlFR2RjUrVKv8STfq7hRRRTMwooooAKKKKACiiigAryjwvo1hrXizWYdQg86ONnZRuK4PmEdjXq9eb+Av+Rz13/gf/oyuWuk5wTOPExUqlNPuzpf+ED8N/wDQOH/f1/8AGj/hA/Df/QOH/f1/8a6OitvY0/5V9xv7Cl/KvuPNfHXhjSNG0FLmwtPJmM6oW3seCG9T7Cug0Lw1pFxoGnzS2m6SS3RmO9uSVHvVb4nf8ivF/wBfSf8AoLVv+G/+RZ0v/r1j/wDQRXL7ClKs4yimrdjPDylRxMvZPl0W2hF/wimi/wDPn/5Eb/Gj/hFNF/58/wDyI3+NbNFa/U8P/wA+19yPR+t4j+d/ezF/4RTRf+fP/wAiN/jS/wDCKaL/AM+f/kRv8a2aKPqeH/59r7kH1vEfzv72Y3/CKaL/AM+f/kRv8awfGXh7S7Hwre3FvbbJU2bW3scZcDua7euc8ef8iZf/AET/ANDWoqYWhGDagr27IxxOKryozTm7WfV9jL8G+HtLvvCtlcXFtvlffubewzhyOxre/wCEU0X/AJ8//Ijf41V8B/8AImWH0f8A9Daujop4WhKCbgr27IMNiq8aMEpu1l1fYxv+EU0X/nz/APIjf41zj2Vvp/ju0t7aPy4gVIXJPJB9a7yuLv8A/kolr/wD/wBBNcmPw9KmqbhFJ80dkepga9Wo5qcm1yvdnaUUUV655JFc28V5ay20674pUKOucZB4NYH/AAgfhv8A6Bw/7+v/AI10lFTKEZfErkSpwn8STOc/4QPw3/0Dh/39f/Gj/hA/Df8A0Dh/39f/ABro6Kn2NP8AlX3E+wpfyr7jyjxRo1hovizRodPg8mORkZhuLZPmAdzXq9eb+Pf+Rz0L/gH/AKMr0isqCSnNIww0VGpUS7r8gooorpOwKKKKACvNfi7/AMeuk/8AXST+S16VXm3xd/49dJ/66SfyWurB/wAeP9dDlxv8CX9dT0W3/wCPaL/cH8qkqO3/AOPaL/cH8qkrme50rYK8o8L6NYa14s1mHUIPOjjZ2UbiuD5hHY16vXm/gL/kc9d/4H/6MrkrpOcEzkxMVKpTT7s6X/hA/Df/AEDh/wB/X/xo/wCED8N/9A4f9/X/AMa6OitvY0/5V9xv7Cl/KvuOb/4QPw3/ANA4f9/X/wAa37a3itLWK2gXZFEoRFznAHAqWiqjCMfhVio04Q+FJBXxR8SP+SleI/8AsIS/+hGvtevJNe+Aeja/r9/q82sX8Ut5O0zIiphSxzgZFUWauifFTwRYeF9NiuPENsssFnEkkYV2YMEAIwB1zXzF4v1S21/xnq2p2ELJb3d08kSFcEgng49T1/GveB+zZoOedc1L/vlP8K6fwt8F/CXhe+ivkhnv7yI7o5LxwwRvUKABn3OcUAdf4Zt7i08K6PbXeRcxWUKSg9QwQA/rWrRRQAUUUUAFFFFABRRRQAUVV1J7mPTLp7Jd10sTGJcZy2OP1rgf7V+If/QPH/flf8ayqVVB2ab9DGrXVN2ab9EekUV5v/avxD/6B4/78r/jR/avxD/6B4/78r/jWf1lfyv7jL63H+WX3HpFFeXnxZ4tstWsrTUo44PPkQbWhGSpYA9DXqFaU6qqXt0NaNeNW9k9O4UUUVqbBRRRQAUUVyHjzxDqGgQ2LWDxqZmcPvTd0Ax/OoqTUIuTM6tRU4OctkdfRXmw1b4hMARp4IPI/cr/AI0v9q/EP/oHj/vyv+NY/WV/K/uMPrkf5ZfcekV5v4C/5HPXf+B/+jKP7V+If/QPH/flf8aseA9J1ey13ULvUrOSDz4ydzYwWLZOMGolU9pUhZPTyMpVfa1YWi1Z9UegUUUV2HoHGfE7/kV4v+vpP/QWrf8ADf8AyLOl/wDXrH/6CKyfH+nXmqeH44LG3eeUXCsVTGcYbn9a5u0vPH9lZw2sOnYihQIgMSk4AwO9ckp8lZtpvQ4ZVPZ4hyabTS2R6dRXm/8AavxD/wCgeP8Avyv+NH9q/EP/AKB4/wC/K/41X1lfyv7i/rcf5ZfcekUV5v8A2r8Q/wDoHj/vyv8AjR/avxD/AOgeP+/K/wCNH1lfyv7g+tx/ll9x6RXOePP+RMv/AKJ/6Gtc1/avxD/6B4/78r/jVTUpPHerafLZXemkwS43BY1B4IPXPtU1K6lBxUXr5EVcSpQcVF6rsdh4D/5Eyw+j/wDobV0dYXg6zuLDwtZ213C0U6b9yN1GWJrdrekrU4p9kdNBNUop9kFcXf8A/JRLX/gH/oJrtK4u/wD+SiWv/AP/AEE1w5l8FP8AxxPVy74p/wCFnaUUUV6R54UUUUAFFFFAHm/j3/kc9C/4B/6Mr0ivN/Hv/I56F/wD/wBGV6RXNR/iT9TkofxanqvyCiiiuk6wooooAK82+Lv/AB66T/10k/ktek15r8Xf+PXSf+ukn8lrqwf8eP8AXQ5cb/Al/XU9Gt/+PaL/AHB/KpKjt/8Aj2i/3B/KpK5nudK2CvN/AX/I567/AMD/APRlekV5v4C/5HPXf+B/+jK5a38SHqctf+LT9X+R6RRRRXSdYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5v49/5HPQv+Af8AoyvSK838e/8AI56F/wAA/wDRlekVz0f4k/U5KH8Wp6r8goooroOsKKKKACvPPir/AMe2l/78n8lr0OvPPir/AMe2l/78n8lrnxX8GRy43+BL+up38H/HvF/uD+VSVHB/x7xf7g/lUldCOlbBRRRQMKKKKACiiigAooooAKKKKACiiigAooooAK4u/wD+SiWv/AP/AEE12lcXf/8AJRLX/gH/AKCa87Mvgp/44noZd8U/8LO0ooor0TzwooooAKKKKAPN/Hv/ACOehf8AAP8A0ZXpFeb+Pf8Akc9C/wCAf+jK9Irno/xJ+pyUP4tT1X5BRRRXQdYUUUUAFebfF3/j10n/AK6SfyWvSa82+Lv/AB66T/10k/ktdWD/AI8f66HLjf4Ev66notv/AMe0X+4P5VJUdv8A8e0X+4P5VJXM9zpWwV5v4C/5HPXf+B/+jK9IrzfwF/yOeu/8D/8ARlctb+JD1OWv/Fp+r/I9IooorpOsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA838e/wDI56F/wD/0ZXpFeb+Pf+Rz0L/gH/oyvSK5qP8AEn6nJQ/i1PVfkFFFFdJ1hRRRQAV538Vf+PbS/wDfk/kteiV538Vf+PbS/wDfk/ktc+K/gyOXG/wJf11PQIP+PeL/AHB/KpKjg/494v8AcH8qkroR0rYKKKKBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXEapLHB4/t5ZXVI1CFmY4A4NdvWLqXhix1S8N1O84kKhcIwA4/CuHH0alWEVT3TT+47cDWp0pydTZpr7y5/bWl/9BC2/wC/oo/trS/+ghbf9/RWR/wg+l/89Lr/AL7H+FH/AAg+l/8APS6/77H+FR7TH/yR+8v2eB/nl9xr/wBtaX/0ELb/AL+ij+2tL/6CFt/39FZH/CD6X/z0uv8Avsf4Uf8ACD6X/wA9Lr/vsf4Ue0x/8kfvD2eB/nl9xr/21pf/AEELb/v6KP7a0v8A6CFt/wB/RWR/wg+l/wDPS6/77H+FH/CD6X/z0uv++x/hR7TH/wAkfvD2eB/nl9xyvje+tZ/FujTRXMTxR7N7q4IX95nk13f/AAkmif8AQWsv+/6/41wniTwtYW+tWFujz7JgA2WGeWx6Vuf8Kx0L/nre/wDf1f8A4mow1WtKc1Zcy3PKxGFrUKjqUknCeqvvob//AAkmif8AQWsv+/6/40f8JJon/QWsv+/6/wCNYH/CsdC/563v/f1f/iaP+FY6F/z1vf8Av6v/AMTXXzV/5V95jz4n+Vfeb/8Awkmif9Bey/7/AK/40f8ACSaJ/wBBay/7/r/jWB/wrHQ/+e17/wB/F/8AiaP+FY6F/wA9b3/v6v8A8TRzV/5V94c+J/lX3m//AMJJon/QWsv+/wCv+NcB8UNRstRttMFldw3JR5CwicNtyB1xXQf8Kx0L/nre/wDf1f8A4muQ8eeGbHwzDYvYvMxnZw/msD0AxjAHrXRhp4lVVyxV/U58VKu6T54q3qelweI9FW3jB1ayBCgEeevp9af/AMJJon/QWsv+/wCv+Nc7F8NNDeFHMt7llBP7xf8A4mn/APCsdC/563v/AH9X/wCJrByr/wAq+86FLE/yr7zf/wCEk0T/AKC1l/3/AF/xrifh+6yeL9bdGDIwcqwOQQZOta//AArHQv8Anre/9/V/+JrV0Hwjp3h25luLN7hnlTY3muCMZz2AqeWrOcXJLQnkrzqRlNJJ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Answer with a number in curly brackets e.g. {3}.
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Count the one-colored routes that go from C to B.
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1
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integer
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