Below is a collection of Dr. McGlaughlin's most recent observations (500+). Most of these observations are made throughout the course of everyday life, captured by dictation, and added to FlintsNotes.com. You can read more about the observation capture process here. The content here changes 5 days a week, so be sure to check back often. Also, feel free to leave a comment in the comments section of each observation.

On Sociological Structures and Opposing Trends

There is a phenomenon I sometimes notice in sociological structures. I will try to describe it in four points: 1. A group in society recognizes a negative…

On John Bunyan’s Fear as a Young Person

I think it's fascinating that Bunyan, in his spiritual autobiography, details the perceived depravity of his childhood, but also inadvertently, points out the…

On the Nature of Spiritual Ambition

I just finished reading the biography of Saint Ignatius. I find it interesting that Saint Ignatius started out with such significant ambition. It was the same…

On the Danger of Numerical Sequencing

One must be careful of numbering systems. They often indicate sequence where there is none. They enforce linear perspective where lateral or even…

On the Church’s Failure to Provide a Theological Informed Conception of Good Business

We live mainly by forms and patterns and if the forms are bad, we live badly' . So warns Wallace Stegner, the Pulitzer Prize winning storyteller whose comments…

On Reflection as the Edge of Sanity

To adapt another's proverb, I must confess that in "making many observations there is much weariness". It is painful to think, but it's more painful not to…

On Revival

The formula for revival I have used thus far is: rv = cdr2 It might better be restated as this: rv = cd(r2) We need a clear way to illustrate that "r" squares…

On Affirming Truths that I Have Learnt from My Study of the Puritans

In my recent study of the Puritan pastors and their theology, I have noted a number of truths that resonate with my own practice. Some have spurred me to…

On the Conjunction of Vectors

If we think of basic quantities like N1, N2, N3 as representing or delineating a line element or vector, rather than a hyperplane or vection, we can begin to…

On the Value of Approximation

We know that Pi is an approximation. But by the 19th century it had been extended to 500 decimal points. How valuable is an approximation? Two Canadian…