Carmichael 3 strong pseudoprimes: Difference between revisions

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=={{header|REXX}}==
=={{header|REXX}}==
Note that REXX's version of   '''modulus'''   ('''//''')   is really a   ''remainder''   function,
Note that REXX's version of &nbsp; '''modulus''' &nbsp; (<big>'''//'''</big>) &nbsp; is really a &nbsp; ''remainder'' &nbsp; function,
<br>so a version of the &nbsp; '''modulus''' &nbsp; function was hard-coded below.
<br>so a version of the &nbsp; '''modulus''' &nbsp; function was hard-coded below.
<br>(It was necessary to use '''modulus''' instead of '''remainder''' when using a negative value.)
<br>(It was necessary to use '''modulus''' instead of '''remainder''' when using a negative value.)
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'''output''' when using the default input
'''output''' when using the default input
<br><br>The Carmichael numbers were grouped by the first Carmichael number.
<br><br>The Carmichael numbers were grouped by the first Carmichael number.
<pre style="height:50ex;overflow:scroll">
<pre style="height:50ex>
──────── a Carmichael number: 3 ∙ 11 ∙ 17
──────── a Carmichael number: 3 ∙ 11 ∙ 17


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