The Results.

At. Wt. Cd. At. Wt. Cd. At. Wt. Cd. At. Wt. Cd.
(O=16)(O=16)(O=15.96)(O=15.96)
(C=12.001)(C=12.003)(C=11.971)(C=11.973)
CdC₂O₄ CdO
I 1.53937  .98526112.026112.033111.746111.753
II 1.77483 1.13582 111.981111.988111.701111.708
III 1.702111.08949112.049112.056111.769111.776
IV 1.702381.08967112.051112.058111.771111.778
V 1.744471.11651112.019112.026111.739111.746
Mean, 112.025112.032111.745111.752
Maximum, 112.051112.058111.771111.778
Minimum, 111.981111.988111.701111.708
Difference,    .070   .070   .070   .070

The values assigned to carbon in the last two columns were found thus—

When O = 16,C = 12.001, when O = 15.96,C = 11.971.
O = 16,C = 12.003,O = 15.96,C = 11.973.

Calculating the atomic weight directly from all the oxalate used and oxide found it would give:

At. Wt. Cd. At. Wt. Cd. At. Wt. Cd. At. Wt. Cd.
(O=16)(O=16)(O=15.96)(O=15.96)
(C=12.001)(C=12.003)(C=11.971)(C=11.973)
112.025.112.032.111.745.111.752.

There seems about equal evidence for the two values assigned to carbon when oxygen = 16. The value of cadmium as given by this method is therefore 112.025 or 112.032.

As will be seen at a glance this figure agrees much more closely with that of Lenssen than with that of Partridge.

Lenssen Partridge My work
112.043.111.816.112.025 or
112.032.

It also agrees fairly well with the figure 112.0706 which I obtained by the first method described.