Sentence examples for again moreover from inspiring English sources

The phrase "again moreover" is not correct and does not work well in written English.
It is generally redundant and awkward to use both "again" and "moreover" together, as they serve different purposes in a sentence.
Example: "The project was successful; again, moreover, we exceeded our goals."
Alternatives: "furthermore" or "in addition".

Exact(1)

Wagner was far from satisfied with the Festival; Cosima recorded that months later, his attitude towards the productions was "Never again, never again!" Moreover, the festival finished with a deficit of about 150,000 marks.

Similar(59)

He explained in detail that it's his goal to make Detroit great again, but moreover, retain the sheer amount of talent pumped out by Michigan's schools.

For one thing, eclipses are always present in their "causal reasons," that is, in the motions of the sun and moon, which guarantee that eclipses occur now and again, and, moreover, we can say that it is always true that if a certain situation occurs, in which no impediments are present, an eclipse will occur necessarily due to the nature of the Moon.

Moreover, again unlike in the cold war, the two countries now find themselves highly economically interdependent.

It added: "Moreover, again on the basis of the facts found by the trial judge, the court is unable to identify a moment when the measure changed from what was, at most, a restriction on freedom of movement to a deprivation of liberty".

Moreover, (again, assuming the Strong Ω Conjecture) there is a maximal such theory and in that theory 2ℵ0 = ℵ2.

Moreover, again, a top-notch horror movie can exist, nay thrive, without reinventing the wheel or pulling a fast one on the audience.

Moreover, again by (1), for each 1 ≤ l ≤ k − 1, since we also have λ i k ≡ λ i l ≡ λ i mod d, where  1 ≤ i ≤ 2, (6).

Moreover, again by (i), the confirmatory impact will be stronger the more surprising (unlikely) the evidence was unless \(h\) was conjoined to \ k\).

Moreover, again in his terminology, natural sciences such as physics are but one branch of theoretical science, which comprises both empirical and non-empirical pursuits.

Moreover, again by [[3], Theorem 3.1 5)], E ( BR ( A, θ ) ) is a commutative subsemigroup, which is required to BR ( A, θ ) satisfy strongly π-inverse property, hence the result.

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