the skin
and push to and leave them in the fascia of the skin to be eliminated as
best it can. In some parts elimination fails, such places are called
pox. They supurate and drop out leaving a pit (the pox mark). Now had
the nerves of the skin and fascia not been irritated to contract the
skin against the fascia passing its dead fluids through the excretory
ducts of the skin, we probably would have no eruption. It is not quite
reasonable to conclude that after the heart overloads the fascia and the
nerves lose their control by pressure of fluids, that all that is left
is chemical action to the production of pus, which throws it out of
fascia in intervening spaces? Then should the fascia have greater death
of its substances, we have one spot to run into others, and we have
"confluent smallpox."
CHAPTER XIII.
A CHAPTER OF WONDERS AND SOME VALUABLE QUESTIONS.
Wonders on the Increase--What Is Life?--How Is Action
Produced--Acquaint Yourself With the Machinery--Duty of the
Osteopath--Formation of Sacrum--The Pelvis--Appearance of
OEdema--Do All Diseases Have Appearance in OEdema.
WONDERS ON THE INCREASE.
Wonders are daily callers, and seem greatly on the increase during the
Eighteenth century. As we read history we learn that no one hundred
years of the past has produced wonders in such number and variety.
Stupid systems of government have given place to better and wiser.
Voyages of the ocean have had months by sail reduced to days by steam.
Journeys over land that would require six months by horse and ox, are
now accomplished in six days by rail. Our law, medical and other schools
of five and seven years, are now but two or three; and the graduates of
such schools are far superior in useful knowledge to those of the five
and seven. And no wonder at that, for the facilities for giving the
pupil an education are so far superior that the knowledge sought, can be
obtained in less time. Our schools are not intended to use the greatest
number of days that are allotted to man. But at this day schooling and
learning mean, to obtain useful knowledge in the quickest way that a
thoroughness can be obtained. If there is any method by which arithmetic
can be taught so as to master it in thirty days instead of thirty months
let us have it. We want knowledge, we are willing to pay for it, we want
all we pay for, and we want our heads kept out of the sausage-mill of
time wasting.
A great question
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