Keep A Slot English Translation

Any kind of airplane originating from outside Europe (that’s about one in eight aircraft touchdown at European airport terminals) just submit their trip plans and the Network Manager has to manage the remainder of the flights taking into consideration this ‘Out Of Location’ traffic. However, for some airport terminals, such as London Heathrow, this proportion is much greater (more than one in 3 for Heathrow!) therefore heaps come to be inescapable, particularly as times of day, such as early morning. Add a slot to a part’s HTML data so a parent component can pass markup into the component. The v-slot directive was introduced in Vue 2.6.0, offering an enhanced, alternate API to the still-supported port and slot-scope features. The full rationale for presenting v-slot is explained in this RFC.

Transfer Background As A Gamer

Controllers would keep an eye on the airplane and guarantee they are secure but would do much less energetic passing on of directions. An airport slot gives an airline the right to operate at an airport at particular times. They are made use of when the airport is constricted, either by the runway throughput (such as Heathrow) or by the available parking space (such as at a number of Greek island airports).

Antelope Slot Canyon Scenic Tours

Individual’s code ought to not set this toFALSE in regular use, since the resulting object can be void. The operatortakes a set name, which can be unquoted if it is syntactically aname in the language. A slot name can be any non-empty string, butif the name is not composed of letters, numbers, and., itneeds to be quoted (by backticks or solitary or double quotes). Online forum where individual racers are welcomed to position advertisements to trade, offer, or buy port cars and truck items. Species might differ in their warmth tolerance yet they additionally differ in the level to which they experience heat, based upon their architecture, morphology, and physiology.

If the payout is 4,000 times the input amount, and it takes place every 4,000 times on average, the go back to gamer is specifically 100%, yet the video game would be plain to play. Likewise, most people would certainly not win anything, and having entries on the paytable that have a return of absolutely no would certainly be deceitful. As these individual chances are closely guarded keys, it is feasible that the marketed machines with high return to gamer just boost the chances of these prizes. The gambling enterprise can legally position makers of a similar style payout and market that some makers have 100% return to player.

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” width=”303px” alt=”Slot”/>

As gone over in Render Extent, slot content does not have access to state in the youngster element. A perk is an unique attribute of the certain video game motif, which is triggered when specific signs show up in a winning mix. Bonus offers and the variety of benefit functions differ relying on the game. In various other incentive rounds, the player exists with a number of products on a screen where to choose.

You can choose an axis, round face, or a port to develop slotmates. Create a large range of reports, both manually and instantly, for complete visibility of your port portfolio, consisting of slot use, inconsistencies, contrasts and portfolio analysis. Avoid penalties by guaranteeing appropriate slot requests are instantly transmitted when operations makes schedule changes.

Demand is taken care of by providing the aircraft a slot specifying when it can take-off– the ‘Calculated Time of Remove’ or CTOT. Typically, the aircraft should take-off within 15 minutes of the moment specified in its flight plan but, if a port is needed, after that this window is diminished– to within 5 minutes prior to the CTOT or within 10 mins after the CTOT. If the airplane can not achieve this liftoff time, after that it has to reapply for a slot. The Network Supervisor covers the whole of Europe– from Ireland to Armenia and from Morocco to Finland.

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