DataMuseum.dkPresents historical artifacts from the history of: Rational R1000/400 Tapes |
This is an automatic "excavation" of a thematic subset of
See our Wiki for more about Rational R1000/400 Tapes Excavated with: AutoArchaeologist - Free & Open Source Software. |
top - downloadIndex: ┃ T V ┃
Length: 1863 (0x747) Types: TextFile Names: »V«
└─⟦5f3412b64⟧ Bits:30000745 8mm tape, Rational 1000, ENVIRONMENT 12_6_5 TOOLS └─ ⟦91c658230⟧ »DATA« └─⟦458657fb6⟧ └─⟦1472c4407⟧ └─⟦3d4b48c74⟧ └─⟦d10a02448⟧ Bits:30000409 8mm tape, Rational 1000, ENVIRONMENT, D_12_7_3 └─ ⟦fc9b38f02⟧ »DATA« └─⟦9b46a407a⟧ └─⟦2e03b931c⟧ └─⟦3d4b48c74⟧ └─⟦this⟧ └─⟦5f3412b64⟧ Bits:30000745 8mm tape, Rational 1000, ENVIRONMENT 12_6_5 TOOLS └─ ⟦91c658230⟧ »DATA« └─⟦458657fb6⟧ └─⟦1472c4407⟧ └─⟦6fef9baf9⟧ └─⟦d10a02448⟧ Bits:30000409 8mm tape, Rational 1000, ENVIRONMENT, D_12_7_3 └─ ⟦fc9b38f02⟧ »DATA« └─⟦9b46a407a⟧ └─⟦2e03b931c⟧ └─⟦6fef9baf9⟧ └─⟦this⟧
generic type Float_Type is digits <>; type Exponent_Type is range <>; package Generic_Primitive_Functions is -- from "Proposed Standard for a Generic package of Primitive Functions -- for Ada" ISO-IEC/JTC1/SC22/WG9 (Ada) Numerics Rapporteur Group -- Draft 1.0, 13 December 1990 function Exponent (X : Float_Type) return Exponent_Type; function Fraction (X : Float_Type) return Float_Type; procedure Decompose (X : in Float_Type; Fraction : out Float_Type; Exponent : out Exponent_Type); function Compose (Fraction : Float_Type; Exponent : Exponent_Type) return Float_Type; function Scale (X : Float_Type; Exponent : Exponent_Type) return Float_Type; function Floor (X : Float_Type) return Float_Type; function Ceiling (X : Float_Type) return Float_Type; function Round (X : Float_Type) return Float_Type; function Truncate (X : Float_Type) return Float_Type; function Remainder (X, Y : Float_Type) return Float_Type; function Adjacent (X, Towards : Float_Type) return Float_Type; function Successor (X : Float_Type) return Float_Type; function Predecessor (X : Float_Type) return Float_Type; function Copy_Sign (Value, Sign : Float_Type) return Float_Type; function Leading_Part (X : Float_Type; Radix_Digits : Positive) return Float_Type; -- Note: the folowing pragma does not appear in the standard pragma Inline (Exponent, Fraction, Decompose, Compose, Scale, Floor, Ceiling, Round, Truncate, Remainder, Adjacent, Successor, Predecessor, Copy_Sign, Leading_Part); end Generic_Primitive_Functions;