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Infinitude of Carmichael numbers congruent to $a \pmod d$

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Every integer in the form $(6m + 1)(12m + 1)(18m + 1)$, is a carmichael number.

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183
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Reducing modulo $15841$

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59
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Can a finite set of bases guarantee that a number is Carmichael or prime?

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486
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Carmicheal numbers are square free

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489
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Fermat's Little Theorem and Carmichael Numbers

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759
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Large Carmichael number

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462
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Miller’s test for the base $b$

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85
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Lower bounds for totient function of a Carmichael number

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103
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Wrong wolframalpha result, calculating Carmichael number?

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69
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Probability the Fermat test returns "probably prime"

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258
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Why do Carmichael numbers (appear to) frequently end in $1$?

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58
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First few smallest Carmichael numbers congruent to $11 \pmod {12}$

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101
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Can $a^4+1$ be a Carmichael number?

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116
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Sanity check for Carmichael numbers

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