The GenerateFloat command outputs a pseudo-random float uniformly distributed in [0,1), generated using the MersenneTwister algorithm.

The following optional arguments are supported. They are input as equations in any order.

digits=integer

The digits argument specifies how many random digits should be returned.  If not specified, the current value of Digits is used.

$\mathrm{with}\left(\mathrm{RandomTools}\left[\mathrm{MersenneTwister}\right]\right)$

$\left[\mathrm{GenerateData}\,\mathrm{GenerateFloat}\,\mathrm{GenerateFloat64}\,\mathrm{GenerateInteger}\,\mathrm{GenerateInteger32}\,\mathrm{GenerateUnsignedInt32}\,\mathrm{GetState}\,\mathrm{NewGenerator}\,\mathrm{SetState}\right]$

$\mathrm{GenerateFloat}\left(\right)$

$0.0581869302$

$\mathrm{GenerateFloat}\left(\right)$

$0.4161255391$

$\mathrm{seq}\left(\mathrm{GenerateFloat}\left(\right)\,i=1..5\right)$

$0.5244301281,0.9913501995,0.0809094426,0.8451185402,0.7412421905$

$\mathrm{Digits}≔2\:$

$\mathrm{seq}\left(\mathrm{GenerateFloat}\left(\right)\,i=1..5\right)$

$0.51,0.55,0.42,0.82,0.24$

$\mathrm{seq}\left(\mathrm{GenerateFloat}\left(\mathrm{digits}=20\right)\,i=1..5\right)$

$0.33209313151200927547,0.73875216008903953457,0.53785826994734729223,0.34650929376604015531,0.12096280801357139130$