}

// z = x * y, ignoring signs of x and y for the multiplication
// but using the sign of z for rounding the result.
// x and y must have a non-empty mantissa and valid exponent.
func (z *Float) umul(x, y *Float) {
	if debugFloat {
		validateBinaryOperands(x, y)
	}

	// Note: This is doing too much work if the precision
	// of z is less than the sum of the precisions of x

				"application/vnd.trueapp",
				"application/vnd.truedoc",
				"application/vnd.ufdl",
				"application/vnd.uiq.theme",
				"application/vnd.umajin",
				"application/vnd.unity",
				"application/vnd.uoml+xml",
				"application/vnd.uplanet.alert",
				"application/vnd.uplanet.alert-wbxml",
				"application/vnd.uplanet.bearer-choice",
				"application/vnd.uplanet.bearer-choice-wbxml",
				"application/vnd.uplanet.cacheop",

	UMLAL:     "UMLAL",
	UMLAL2:    "UMLAL2",
	UMLSL:     "UMLSL",
	UMLSL2:    "UMLSL2",
	UMNEGL:    "UMNEGL",
	UMOV:      "UMOV",
	UMSUBL:    "UMSUBL",
	UMULH:     "UMULH",
	UMULL:     "UMULL",
	UMULL2:    "UMULL2",
	UQADD:     "UQADD",
	UQRSHL:    "UQRSHL",
	UQRSHRN:   "UQRSHRN",
	UQRSHRN2:  "UQRSHRN2",
	UQSHL:     "UQSHL",
	UQSHRN:    "UQSHRN",
	UQSHRN2:   "UQSHRN2",
	UQSUB:     "UQSUB",

    <glob pattern="*.umj"/>
  </mime-type>
  <mime-type type="application/vnd.unity">
    <glob pattern="*.unityweb"/>
  </mime-type>
  <mime-type type="application/vnd.uoml+xml">
    <glob pattern="*.uoml"/>
  </mime-type>
  <mime-type type="application/vnd.uplanet.alert"/>
  <mime-type type="application/vnd.uplanet.alert-wbxml"/>
  <mime-type type="application/vnd.uplanet.bearer-choice"/>

`��Ŗ�(�R��Z��j�@
��Z�6�2Xb�P�ֲ�UE���S���mN�Hu����6�t���=�No{�x���` a�Lb�6��
���M&�$� %I(BIBJ�P���$�(RH�$� %$��\�r�ǿ]�s�w�{ﾐ��%�������?�������6�$@"@�$@"@�zGr@�r@�$ @�$w$ @�$ @��@�$ @�$ D$ G����r��ր�7.Y�ۻ�mm�UU[j��+UUmF�$�I$�@}��6�n���
M�qؘLa)lj��ثQa $�$��D� H�H�D��r�k\�ܴ�m��t�&��i1�R��%UPV�Z���II$$ @�$@"@��*�W [��;�C�9�i�+TUB������II"@�$ @��@���(+$�k2d���+��o�� �����* � i�FfF�45k 5��$5�k��e�Ķd� AXX�Z�&���D�...