Among http://drivinglicensetest0e.jigsy.com/entries/gene...icense-Online-You-Have-To-Know and higher who had been concerned in fatal crashes in 2018, a number of-car crashes accounted for 39% of deadly crashes, in contrast with 20% for drivers ages 16-fifty nine. Since older drivers are extra fragile, their fatality rates are 17 times higher than these of 25- to 64-yr-olds. Except for teen drivers, seniors have the best crash demise price per mile driven, even though they drive fewer miles than youthful folks. Dialing a telephone increases a driver's probability of crashing by 12 times. 5% of all crashes concerned drowsy drivers, primarily based on the portion of time the drivers' eyes have been closed in the minutes before a crash.
It will hopefully my test in may does not get cancelled
After ending an exercise you will get a report detailling your driving errors. http://drivingtheorytest6qk.jigsy.com/entries/gene...Long-End-Drivers-License-Tests give details about the individual weaknesses to be able to exercise them particularly. Alternatively you've additionally the likelihood to maneuver within the scenes freely; the driving teacher directions even can be removed. Since Sierra's Driver's Education 'ninety eight/'ninety nine is now not obtainable that is an excellent alternative world-broad. So the prospect of thousands of British expats, together with many pensioners, retaking their driving test to get a brand new license would be a catastrophe of some proportions. Also, the pandemic means there are extra delays in booking driving tests.
Driver Demographics
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It is plausible that within the distant future driving a automobile will be considered as a luxury, which suggests that the construction of the trade is based on new entrants and a brand new market.
If two or extra passengers are current, the percentages are 5 instances as probably.
The presently energetic model of these is in pressure in every contracting party no later than "29 March 2011" . Prussia, then a state inside the German Empire, introduced ket testai nemokami 2020 obligatory licensing on 29 September 1903. A test on mechanical aptitude had to be handed and the Dampfkesselüberwachungsverein ("steam boiler supervision association") was charged with conducting these tests.
Foreigners with a license from one other country can get hold of an El Salvador license if they have residency. Ket testai is similar because the individual's Tax ID number. Every citizen can solicit a driver's license at age 18, after being issued the first time, the license should be renewed after two years, and each successive occasion after five years. Foreigners may acquire a drivers' license if they've residency. 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" width="259px" alt="driving license test in europe"/> This represents an average of 49 street deaths per one million inhabitants. By this measure, the European Union's roads are the safest in the world. In Canada, in 2017, there have been 4.8 fatalities per billion automobile kilometers traveled. The decline in visitors deaths since 1975 among feminine bicyclists (38%) was triple the decline amongst male bicyclists (12%). Among bike drivers killed in 2018, 34% drove bikes with engine sizes larger than 1,four hundred cc, compared ket bilietai Nemokami 2021 with 9% in 2000 and less than 1% in 1990. Since 1978, driver demise rates for single-automobile rollover crashes have declined across all passenger vehicle types, notably for SUVs.
It just isn't possible to renew a international driving licence in Germany. If you might be an expat with a foreign driving licence that's about to run out, you'll need to use for a German one. If you might be staying for longer than six months, however lower than 12, it might be possible to have the validity of your licence extended to cover your whole stay read the article in Germany. Your local driving licensing office shall be in a position that can assist you with this. Up until their 18th birthday, holders of a category A1 driving licence may only experience gentle bikes with a most pace of 80kmph. Studies indicate that there may be a correlation between height, weight, and driver injuries from airbags. Self-driving vans have the potential to make residence deliveries significantly cheaper, reworking retail commerce and probably making hypermarkets and supermarkets redundant. As of 2019 the US Department of Transportation defines automation into six ranges, beginning at level zero which means the human driver does every thing and ending with stage 5, the automated system performs all the driving duties. Also under the present legislation, producers bear all the responsibility to self-certify automobiles to be used on public roads.
So the fact that I've had a driving license in Europe for 11 years, is not enough for Ontario and I'll have to take a road test. What a joke
Pedestrian deaths accounted for 16% of all site visitors fatalities in 2016. In 2018, sixty three% of bicyclist deaths occurred on major roads aside from interstates and freeways, and 29% occurred on minor roads. Deaths of bicyclists youthful than 20 were more likely to occur on minor roads compared with deaths of bicyclists ages 20 and older (44% vs. 28%). Although bicyclists' traffic deaths have decreased by 15% since 1975, they've increased by 38% since reaching their lowest level in 2010. Most bicyclist deaths in 2018 (87%) had been those ages 20 and older. Deaths amongst bicyclists youthful than 20 have declined 89% since 1975, while deaths amongst bicyclists 20 and older have tripled.