Sentence examples for used to dwell from inspiring English sources

Exact(11)

"I wanted to stop dwelling on it, the way I used to dwell on the Lindbergh case.

"J'ai longtemps habité sous de vastes portiques / Que les soleils marins teignaient de milles feux" is rendered here as "I used to dwell beneath vast porticoes / That sea-born suns tinged with a thousand flames".

He dwells, or at least he used to dwell (the ending of the story leaves some doubt), with an eerie menagerie of henchmen in a magnificently creepy English castle crammed with fun-house delights.

On a recent Saturday morning stroll around the warren of narrow alleys near by, where the ladies of the night used to dwell, I came across an artist whose name you likely haven't heard: Paolo Paitowsky.

On the map of where we dwell now is also where we used to dwell, just across the park, a borough away, a few subway stops farther north or south.

Much of the money seems to have gone toward gleaming new offices and air-conditioned jeeps for the 1,025 United Nations agencies and international aid groups that have taken over many of the villas in the Wazir Akbar Khan suburb where Osama bin Laden's Arab acolytes used to dwell.

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Similar(48)

As much as college leaders are curious to know who their benefactor is, they are too busy figuring out ways to put the money to use to dwell too long on the enigma.

The scheduled MRM algorithm in the Analyst 1.5 software (AB SCIEX; Foster City, CA) was used to automatically set dwell times for each transition.

After each motor step, the resulting T is used to modify the dwell time of each motor as follows: a.

In our simulations, an exponential distribution of mean dwell times based on the cycle rates of myosin V and VI (De La Cruz et al., 1999, De La Cruz et al., 2001 ) was used to derive the dwell times for each motor step.

Each derived curve was then fitted to a mono-exponential recovery model, I t) = M(1 −e −τ·t ), using the Matlab fit function (with the method being set to Nonlinear Least Squares), where M is the mobile fraction and τ was used to derive the dwell time, τ1/2 as τ1/2 = −ln(0.5)/ τ.

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