THE 'STK DIGIT' SUBROUTINE
This subroutine simply returns if the current value held in the A register does not repre-
sent a digit but if it does then the floating-point form for the digit becomes the 'last
value' on the calculator stack.

2D22	STK-DIGIT	CALL	2D1B,NUMERIC	Is the character a digit?
		RET	C	Return if not in range.
		SUB	+30	Replace the code by the actual
				digit.



THE 'STACK-A' SUBROUTINE
This subroutine gives the floating-point form for the absolute binary value currently held in the A register.

2D28	STACK-A	LD	C,A	Transfer the value to the C
				register.
		LD	B,+00	Clear the B register


THE 'STACK-BC' SUBROUTINE
This subroutine gives the floating-point form for the absolute binary value currently held in the BC register pair.

The form used in this and hence in the two previous subroutines as well is the one reserved in the Spectrum for small integers n, where -65535 <= n <= 65535. The first and fifth bytes are zero; the third and fourth bytes are the less significant and more significant bytes of the 16 bit integer n in two's complement form (if n is negative, these two bytes hold 65536+n); and the second byte is a sign byte, 00 for '+' and FF for '-'.

2D2B	STACK-BC	LD	IY,+5C3A	Re-initialise IY to ERR-NR.
		XOR	A	Clear the A register.
		LD	E,A	And the E register, to indicate
				'+'.
		LD	D,C	Copy the less significant byte to
				D.
		LD	C,B	And the more significant byte
				to C.
		LD	B,A	Clear the B register.
		CALL	2AB6,STK-STORE	Now stack the number.
		RST	0028,FP-CALC	Make HL point to
		DEFB	+38,end-calc	STKEND-5.
		AND	A	Clear the carry flag.
		RET		Finished.


THE 'INTEGER TO FLOATING-POINT' SUBROUTINE
This subroutine returns a 'last value' on the calculator stack that is the result of converting an integer in a BASIC line, i.e. the integer part of the decimal number or the line number, to its floating-point form.

Repeated calls to CH-ADD+1 fetch each digit of the integer in turn. An exit is made when a code that does not represent a digit has been fetched.

2D3B	INT-TO-FP	PUSH	AF	Save the first digit - in A.
		RST	0028,FP-CALC	Use the calculator.
		DEFB	+A0,stk-zero	The 'last value' is now zero.
		DEFB	+38,end-calc
		POP	AF	Restore the first digit.

Now a loop is set up. As long as the code represents a digit then the floating-point form is found and stacked under the 'last value'. The 'last value' is then multiplied by decimal 10 and added to the 'digit' to form a new 'last value' which is carried back to the start of the loop.