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It should have a n^3 in it. The 1...n series has a n^2 term, so 1...n^2 should have a n^3 term.
An infinite number of mathematicians walk into a bar. The first mathematician asks the bartender for one pint, the second for half a pint, the third for a quarter pint, and so on. They kept doing this until the bartender just handed them 2 pints and said "You mathematicians just don't know your limits."
An infinite number of mathematicians walk into a bar. The first mathematician asks the bartender for one pint, the second for half a pint, the third for a quarter pint, and so on. They kept doing this until the bartender just handed them 2 pints and said "You mathematicians just don't know your limits."
Nah, I've had this card for years now lol. But it's a strange coincidence that this happened literally the morning right after going there.
The coincidence is almost meaningless when it comes to card compromises. If the card was swiped in the fraudulent transactions, he would have had to make a counterfeit. Card counterfeiting happens a lot, but more so through data breaches/skimming devices.
The coincidence is almost meaningless when it comes to card compromises. If the card was swiped in the fraudulent transactions, he would have had to make a counterfeit. Card counterfeiting happens a lot, but more so through data breaches/skimming devices.
What kind of fraud transactions? Online? Card present (if so where)?
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