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@Zorono
Last active October 4, 2019 22:28
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It calculates the Age with full detailes (Y/M/H/m/s/ms/ns/ms) in PHP by Date of Birth with the following Syntax: Year-Month-Day
<?php
$daofbi = array('year' => 2002, 'month' => 9, 'day' => 16);
$aprox_age = (date("Y") - date("Y", strtotime(join('-', $daofbi))));
$BDToday = (bool)($daofbi['year'] == date("Y") || $daofbi['month'] == date("m"));
$Username = "[BR]John_Magdy";
echo 'Age(approximate): ' .$aprox_age. '<br />';
$dabi = new DateTime(join('-', $daofbi), new DateTimeZone(date_default_timezone_get()));
$today = new DateTime("now", new DateTimeZone(date_default_timezone_get()));
echo 'Age(specifically): ' .$today->diff($dabi)->format('%y Years, %m Months, %d Days, %h Hours, %I Minutes, %s Seconds, ' . ($today->diff($dabi)->format('%s')*1000) . ' Milliseconds, ' . ($today->diff($dabi)->format('%s')*1000*1000000) . ' Nanoseconds, ' . ($today->diff($dabi)->format('%s')*1000*1000) . ' Microseconds');
echo '<br />Day of Birth: ' .$dabi->format('D');
$dati = DateTime::createFromFormat('Y-m-d', (($BDToday ? date('Y') : date('Y')-$aprox_age).'-'.$daofbi['month'].'-'.$daofbi['day']));
echo '<br />Birthday party: ' .$dati->format('D');
echo ', timestamp: ' .$dati->getTimestamp();
if($BDToday) echo '<br /><br />Happy Birthday, ' .$Username. '!<br /><img 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" />';
else
{
$nextbd = $dabi->diff(DateTime::createFromFormat('Y-m-d', (date('Y')+1 .'-'.$daofbi['month'].'-'.$daofbi['day'])));
echo $nextbd->format("<br />remaining %Y years and %m months and %d days and %H hours and %i minutes and %s seconds");
}
?>
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