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Serializer

App\Entity\MediaTranslation {#1393
  -id: 953
  -title: "Multiples and prime numbers"
  -description: """
    <p>This digital grid represents a sequence of 100 integers selected on the interval [0,199].<br />\r\n
    <br />\r\n
    The features offered help to introduce the concepts of multiple factors, multiples or prime and composite numbers.</p>
    """
  -legends: """
    Starting number:\r\n
    Multiples of ...\r\n
    Hide the non multiples\r\n
    Prime numbers
    """
  -goals: """
    <ul>\r\n
    \t<li>To recognize multiples and divisors of a number.&nbsp;</li>\r\n
    \t<li>To be able to distinguish a composite number and a prime number.</li>\r\n
    </ul>
    """
  -more: """
    <p>The whole number n is an integer multiple of the integer m if there is an integer q such that n is the product of these two numbers: n = q x m.</p>\r\n
    \r\n
    <p>q is the integer quotient of the division between n and m: q = n &divide; m. q is a divisor of the number n.</p>\r\n
    \r\n
    <p>Finding all divisors of the number n means to decompose the number n into products of factors.</p>\r\n
    \r\n
    <p>Special cases:&nbsp;</p>\r\n
    \r\n
    <ul>\r\n
    \t<li>0 is a multiple of all integers.&nbsp;</li>\r\n
    \t<li>1 is divisor of all integers. This trivial factor is excluded in decompositions of products of factors.&nbsp;</li>\r\n
    \t<li>All even numbers (ending in 0, 2, 4, 6 or 8) are multiples of 2. 2 is divisor of all even numbers.&nbsp;</li>\r\n
    \t<li>All numbers whose digits sum to a multiple of three are multiples of 3. 3 is divisor of all these numbers.&nbsp;</li>\r\n
    \t<li>All numbers ending in 0 or 5 are multiples of 5. 5 is dividing these numbers.&nbsp;</li>\r\n
    \t<li>All numbers whose sum of the digits is a multiple of 9 are multiples of 9. 9 is divisor of all these numbers.</li>\r\n
    \t<li>All numbers ending in 0 are multiples of 10. 10 is divisor of all these numbers. &nbsp; &nbsp;&nbsp;</li>\r\n
    </ul>\r\n
    \r\n
    <p>A number that is divisible by only 1 and itself is a <strong>prime number</strong>. &nbsp;A prime number is not decomposable into a product of factors.</p>\r\n
    \r\n
    <p>Any number that is not a prime number is a composite number. &nbsp;It decomposes to at least two different and separate factors other than 1 and itself.</p>\r\n
    \r\n
    <p>The greatest common divisor (GCD) or highest common factor between two numbers is the largest integer that divides both numbers (eg simultaneously the GCD of 24 and 60 is 12, their common divisors being 1, 2, 3, 4, 6 and 12).<br />\r\n
    <br />\r\n
    The lowest common multiple (LCM) of two integers is the smallest non-zero integer mutliple both of the two numbers (eg LCM of 24 and 60 is 120). Common multiples are multiples of the LCM.</p>
    """
  -scenario: null
  -features: "<p>Click on the sliders and the checkboxes to select different options.</p>"
  -publishedAt: DateTimeImmutable @1431302400 {#1390
    date: 2015-05-11 00:00:00.0 UTC (+00:00)
  }
  -preventIndexForSearch: false
  #locale: "en"
  #translatable: App\Entity\Media {#1308 …}
  #status: "published"
  #createdAt: DateTime @1382914800 {#1391
    date: 2013-10-27 23:00:00.0 UTC (+00:00)
  }
  #updatedAt: DateTime @1703187928 {#1392
    date: 2023-12-21 19:45:28.0 UTC (+00:00)
  }
}

[
  0 => "internal_api_media"
  "internal_api_media_options" => [
    "withBaseNodeName" => true
  ]
]