Now we can think of the magnitude of a quantuma that is not given as within certain boundaries of every intuition in no other way than by the synthesis of its parts, and we can think of the totality of such a quantumb only through the completed synthesis, or through the re peated addition of units to each other.t Accordingly, in order to think We can intuit an indeterminate quantum as a whole, if it is enclosed within boundaries, without needing to construct its totality through measurement,.e., through the successive synthesis of its parts.