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“If you start at one point on a Möbius strip and you follow it straight around, when you’ve done the full loop, you don’t end up back where you started. You end up right above it, but on the other side of the surface. And if you keep following it around for a second time, you’ll finally end up where you started. So it’s this path that’s actually twice as long as it should be. At the time, I guess we thought it meant that the two of us added up to something bigger than we were on our own.” — Emily Henry
If you start at one point on a Möbius strip and you follow it straight around, when you’ve done the full loop, you don’t end up back where you started. You end up right above it, but on the other side of the surface. And if you keep following it around for a second time, you’ll finally end up where you started. So it’s this path that’s actually twice as long as it should be. At the time, I guess we thought it meant that the two of us added up to something bigger than we were on our own.