“We pay for it by losing all or many of the values we have set out to defend.”
Section 73
The True Believer (1951), Part Three: United Action and Self-Sacrifice
Context: ... though hatred is a convenient instrument for mobilizing a community for defense, it does not, in the long run, come cheap. We pay for it by losing all or many of the values we have set out to defend.
Sakharov Prize for Freedom of Thought Acceptance Speech (2013)
1980s, First term of office (1981–1985), Abortion and the Conscience of the Nation (1983)
The 8th Habit : From Effectiveness to Greatness (2004)
Context: Values are social norms — they're personal, emotional, subjective, and arguable. All of us have values. Even criminals have values. The question you must ask yourself is, Are your values based upon principles? In the last analysis, principles are natural laws — they're impersonal, factual, objective and self-evident. Consequences are governed by principles and behavior is governed by values; therefore, value principles!
p. 49
As quoted in Simply Living: The Spirit of the Indigenous People (1999) edited by Shirley A. Jones
"Nature Is My God" - interview with Fred Matser in Resurgence No. 184 (September-October 1997) http://www.resurgence.org/resurgence/184/gorbachev.htm
Context: We have retreated from the perennial values. I don't think that we need any new values. The most important thing is to try to revive the universally known values from which we have retreated.
As a young man, I really took to heart the Communist ideals. A young soul certainly cannot reject things like justice and equality. These were the goals proclaimed by the Communists. But in reality that terrible Communist experiment brought about repression of human dignity. Violence was used in order to impose that model on society. In the name of Communism we abandoned basic human values. So when I came to power in Russia I started to restore those values; values of "openness" and freedom.
It is also frequently said, when a quantity diminishes without limit, that it has nothing, zero or 0, for its limit: and that when it increases without limit it has infinity or ∞ or 1⁄0 for its limit.
The Differential and Integral Calculus (1836)
