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How to stay connected and virtual get togethers were amongst the key search trends on Google over the last seven days as a large number of people are still staying indoors due to the coronavirus outbreak and finding ways to stay in touch with their friends and family. Google has also shown that virtual love and virtual dance party were some of the top weekly searches on its site. Similarly, the question “how to keep in touch” was searched four times more than “how to keep your room clean” last month.

All the soft paths have been so over used, with lots of rain creating mud, full of footprints and bike tracks, then it’s all frozen so now it’s hard and misshapen terrible to walk on, so better along the gravel paths. I’d put on my warm waterproof boots with a view to going to the beach for the mega low spring tide which was at sunset, but changed my mind at the last minute, then regretted it when I saw photos other people posted. But there will always be more spring tides at sunset, when it’s not fucking freezing and when we’re not all scared of catching or spreading a vile virus.Daughter and I will have a walk next week we are allowed to walk with one other person, at a safe distance, though I’ve only done that a couple of times with SB since the beginning of the year.Three Good Things today1.

And it does so through a character who is 85 per cent pluck and charisma, and 15 per cent ruthlessness those ratios are not fixed, by the way. As Balram himself tells you in voiceover, his life story is the truth about India or, two Indias, one of light and one of darkness. He lives in an impoverished town where the citizens must pay their vicious landlord a prohibitive amount of money.

However, there is something to be said for “putting all your eggs in one basket”. Using a single Ace means your opponent only has to worry about maneuvering for a shot on that one ship, instead of two. Which makes it more difficult for you to stay out of their firing arcs.

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We study the scattering of a long longitudinal radiating bulk strain solitary wave in the delaminated area of a two layered elastic structure with soft (“imperfect”) bonding between the layers within the scope of the coupled Boussinesq equations. The direct numerical modelling of this and similar problems is challenging and has natural limitations. We develop a semi analytical approach, based on the use of several matched asymptotic multiple scale expansions and averaging with respect to the fast space variable, leading to the coupled Ostrovsky equations in bonded regions and uncoupled Korteweg de Vries equations in the delaminated region.

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