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Decimal numbers are created using the decimalDecimal() function This function can take an integer or a string argument but not a float, since floats are held inexactly whereas decimals are represented exactly If a string is used it can use simple decimal notation or exponential notation In addition to providing accuracy, the exact representation of decimalDecimals means that they can be reliably compared for equality From Python 31 it is possible to convert floats to decimals using the decimalDecimalfrom_float() function This function takes a float as argument and returns the decimalDecimal that is closest to the number the float approximates All the numeric operators and functions listed in Table 22 (55 ), including the augmented assignment versions, can be used with decimalDecimals, but with a couple of caveats If the ** operator has a decimalDecimal left-hand operand, its right-hand operand must be an integer Similarly, if the pow() function s rst argument is a decimalDecimal, then its second and optional third arguments must be integers The math and cmath modules are not suitable for use with decimalDecimals, but some of the functions provided by the math module are provided as decimalDecimal methods For example, to calculate ex where x is a float, we write mathexp(x), but where x is a decimalDecimal, we write xexp() From the discussion in Piece #3 (20 ), we can see that xexp() is, in effect, syntactic sugar for decimalDecimalexp(x) The decimalDecimal data type also provides ln() which calculates the natural (base e) logarithm (just like mathlog() with one argument), log10(), and sqrt(), along with many other methods speci c to the decimalDecimal data type Numbers of type decimalDecimal work within the scope of a context; the context is a collection of settings that affect how decimalDecimals behave The context speci es the precision that should be used (the default is 28 decimal places), the rounding technique, and some other details In some situations the difference in accuracy between floats and decimal.

If Q is a type name that names an interface type ( 9), then:

Decimals becomes obvious: >>> 23 / 105 21904761904761905 >>> print(23 / 105) 219047619048 >>> print(decimalDecimal(23) / decimalDecimal("105")) 2190476190476190476190476190

String ENTRYDN = "ou=People, o=Airiuscom"; String ACI = "(target =\"ldap:///ou=People,o=airiuscom\")" + "(targetattr =\"roomNumber\")" + "(targetfilter =\"(ou=Product Development)\")" + "(version 30;" + "acl \"Allow all to modify room number\";" + "allow (write) userdn = \"ldap:///all\";)"; LDAPConnection ld = new LDAPConnection(); try { // Connect to server ldconnect( 3, "localhost", 389, "cn=directory manager", "secret" ); LDAPModification mod =

If Q is an expression name, let T be the type of the expression Q : If T is not a reference type, a compile-time error occurs

>>> decimalDecimal(23) / decimalDecimal("105") Decimal('2190476190476190476190476190')

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new LDAPModification( LDAPModificationADD, new LDAPAttribute( "aci", ACI ) ); ldmodify( ENTRYDN, mods ); Systemoutprintln( "Entry modified" ); } catch( LDAPException e ) { Systemoutprintln( "Unable to modify " + ENTRYDN + ", " + e }

Otherwise, QId denotes the class variable The type of the expression QId is the declared type of the class variable after capture conversion ( 5110) Note that this clause covers the use of enum constants ( 89), since these always have a corresponding final class variable

Although the division using decimalDecimals is more accurate than the one involving floats, in this case (on a 32-bit machine) the difference only shows up in the fteenth decimal place In many situations this is insigni cant for example, in this book, all the examples that need oating-point numbers use floats One other point to note is that the last two of the preceding examples reveal for the rst time that printing an object involves some behind-the-scenes formatting When we call print() on the result of decimalDecimal(23) / decimalDecimal("105") the bare number is printed this output is in string form If we simply enter the expression we get a decimalDecimal output this output is in representational form All Python objects have two output forms String form is designed to be human-readable Representational form is designed to produce output that if fed to a Python interpreter would (when possible) reproduce the represented object We will return to this topic in the next section where we discuss strings, and again in 6 when we discuss providing string and representational forms for our own custom data types The Library Reference s decimal module documentation provides all the details that are too obscure or beyond our scope to cover; it also provides more examples, and a FAQ list

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