The biggest variable in tea, taste buds. Consistency or accuracy cant compensate for your biorythms. I've always called the phenomena the 'idiosyncratic personality quotient'. Tea is basically a biofeedback mechanism. The monks have known this for centuries. Each cup of tea reminds you The Now is not the mystical Then. This will come to you sooner or later. Jim PS The other day someone gave me some spinach from their garden. I...

... 22 - relation() positive (two DS) ok 23 - relation() negative (two DS) ok 24 - quotient() positive ok 25 - quotient() negative ok 26 - quotient() positive (two DS) ok 27 - quotient() negative (two DS) ------------------------------ PREREQUISITES ------------------------------ Prerequisite modules loaded: requires: Module Need Have ----------------------- ...

...‘b’ undeclared (first use in this function) Bignum.c:510: error: ‘BN_CTX’ undeclared (first use in this function) Bignum.c:510: error: ‘ctx’ undeclared (first use in this function) Bignum.xs:212: error: ‘quotient’ undeclared (first use in this function) Bignum.c:518: error: expected expression before ‘)’ token Bignum.c:521: error: expected expression before ‘)’ token Bignum.c:524: error: expected expression before ‘)’ token Bignum.xs:218: ...

...‘b’ undeclared (first use in this function) Bignum.c:510: error: ‘BN_CTX’ undeclared (first use in this function) Bignum.c:510: error: ‘ctx’ undeclared (first use in this function) Bignum.xs:212: error: ‘quotient’ undeclared (first use in this function) Bignum.c:518: error: expected expression before ‘)’ token Bignum.c:521: error: expected expression before ‘)’ token Bignum.c:524: error: expected expression before ‘)’ token Bignum.xs:218: ...

...'b' undeclared (first use in this function) Bignum.c:510: error: 'BN_CTX' undeclared (first use in this function) Bignum.c:510: error: 'ctx' undeclared (first use in this function) Bignum.xs:212: error: 'quotient' undeclared (first use in this function) Bignum.c:518: error: expected expression before ')' token Bignum.c:521: error: expected expression before ')' token Bignum.c:524: error: expected expression before ')' token Bignum.xs:218: ...

...is nil, it is not never automatically." :group 'auto-dictionary :type 'number) (defcustom adict-change-threshold .02 "*Amount of buffer change required before the dictionary is guessed again. This is the quotient of changes to `buffer-modified-tick' and the buffer size. Higher values mean fewer checks." :group 'auto-dictionary :type 'number) (defface adict-conditional-text-face '((((class color) (background dark)) ...

...is widening (no cast required) but float to int is narrowing (cast required). That catches a reasonable fraction of conversion errors without being too restrictive. (I have a different solution in my own language. A quotient of integers is of type rational, which is arbitrary precision. Mixed mode between rational and float results in a float with the same precision as the float operand. This is the Common Lisp rule for ...

... that because I think integer divide (like all other integer operations) should be exact unless it overflows. (Having arbitrary precision integer and rational arithmetic means that there are no overflows.) Mixed-mode between an integer quotient and a float should not require greater precision than the float operand. Perhaps it's merely a bias, but both rules work well for Common List (which seems to have been very carefully defined as ...

... integer divide as a coefficient of a float polynomial. Maybe the only thing that should be disallowed is mixed integer-float when integer divide is present. (I have a different solution in my own language. A quotient of integers is of type rational, which is arbitrary precision. Mixed mode between rational and float results in a float with the same precision as the float operand. This is the Common Lisp rule for floating ...

... using integer divide as a coefficient of a float polynomial. Maybe the only thing that should be disallowed is mixed integer-float when integer divide is present. (I have a different solution in my own language. A quotient of integers is of type rational, which is arbitrary precision. Mixed mode between rational and float results in a float with the same precision as the float operand. This is the Common Lisp rule for floating point...