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Published online by Cambridge University Press: 03 November 2016
I am afraid that what I am going to place before you to-night will be somewhat incomplete. This is unavoidably so because I have not had sufficient time at my disposal to test my views thoroughly. The evidence which I have to offer, therefore, in support of my case is necessarily scanty, and it would be premature to force unwarranted conclusions from it. Moreover, what little testing I have done has been confined almost wholly to one special problem. On that account there is a danger that my presentation of the topics will appear to lack proportion. I hope, therefore, that you will bear these facts in mind when judging this paper, for otherwise your verdicts could not be altogether fair.
The substance of an address delivered before the Sydney Branch of the Mathematical Association.
page no 231 note * Aged 17 yrs. 1 m. Average age of class, 17 yrs. 2 m.
page no 231 note † Four other instances were quoted.
page no 232 note * To a fourth year class, average age 16 yrs. 1 m.
page no 235 note * Average age 12½-13 yrs.
page no 235 note † Average age 13 yrs.
page no 237 note * Set to fourth year.