View allAll Photos Tagged fpy
WU70 FPY : Volvo FMX 8x4 rigid tipper of R.M Penny (Plant Hire & Demolition) Ltd. from Ston Easton, Bath - heading to the Down Yard at Westbury Railway Station to collect a load of spent ballast for recycling.
Station Approach, Westbury.
09-03-2023
Sam is 4yrs old and is raising awareness to rare diseases with awareness to his rare diagnosis: FPIES, Food Protein Induced Enterocolitis Syndrome. Sam is allergic to multiple foods that when eaten, damage his intestines with inflammation resulting in malabsorption and colitis . He is a silly and clever preschooler and is proud to be strong and raising his hands for solidarity in rare diseases. He is not alone!
This King Long XMQ6127J, in its double-decker version, of Gozo Joy Rides of Victoria, or Citysightseeing Gozo; Is seen unloading passengers at Ramla Bay beach in Gozo, a must visit place for its dunes and red sands.
Route T2 (light blue) normally runs between Victoria, Marsalforn, Ggantija, Ramla Bay, Nadur and the Mgarr Ferry Port; where it resumes service as Route T1 (purple).
However, the 10.30 departure of route T2 also covers most of the areas served by route T1.
Another 2 double-decker XMQ6127Js are present in Gozo, one of which is at Leiperks Travel Ltd (Gozo Sightseeing) and the other one at Citysightseeing Gozo.
*** HELP NEEDED ***
I don't remember her name, but she is from Somalia, and she is part of the "Focus On Youth" program here in Portland, Oregon. She loves to have her picture taken :) I have been volunteering here for the past few weeks, and it really is a nice opportunity for these youth to learn about photography.
From the website:
"The mission of Focus On Youth is to keep at-risk youth on the path to graduation using photography and mentoring to empower and inspire them to achieve academic success. Focus on Youth has been putting cameras in the hands of at-risk youth for the past seven years and we have seen them transformed by their experience. We believe that all individuals deserve respect, dignity, education and equitable chance to achieve their full potential. We value diversity and seek out inclusive partnerships with all members of our community."
This is a non-profit organization truly dedicated to helping these youth. If you are able to donate a framed fine art print for the auction in May, it would be greatly appreciated. A lot of you professionals out there can most likely write this off on your taxes, and it will really make a difference for these youth.
Here is the link for the auction details:
This Cummins-Bodied King Long XMQ 6113 GMC of Robsons Garage, is seen departing from the AX Seashells Resort in Qawra, Malta, after dropping off some middle school students from a middle school in Mosta.
Many private operators are now involved into Scholastic services all over Malta, including buses like this, which used to be a route bus until 2011.
being so small breaks every medical possibility not even know what that is but it's something like syndrome west and FPIES , nevertheless still striving for always smiling and prove every day that is a great warrior my baby boy esteban
Der Airbus A320-251N (A20N) der Fluglinie Play (OG / FPY) mit der Registrierung TF-PPB (MSN: 10134) landet am Flughafen Berlin Brandenburg (EDDB/BER).
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Former Route Bus that passed to Arriva and registered BUS 513,now operated by Peppin Garage and re-registered as seen above.
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
Michigan July 2013
Michigan July 2013
Michigan July 2013
Michigan July 2013
FPIES (Food Protein Induced Enterocolitis Syndrome) isn't stopping us, despite our little guy being limited to just 13 foods!
Вид с западной оконечности хребта Сальджар. Внизу виднеются река Катунь, Чуйский тракт и село Малый Яломан. На горизонте можно увидеть высочайшую гору Алтая — Белуху.
A view from the western tip of the Saldyar mountain range. 1300 meters below one can see the Katun river and the Chuyskiy Trakt road. On the horizon, the Altai's highest peak Belukha is visible.
In the previous slide, I gave three equations for work. This slide attempts to compare them and show how they're equivalent, but for different cases.
You do work if you put a force on an object and it moves a distance. That's it! The definition is surprisingly simple, but very powerful. It gives us an idea of why the concept of energy is interesting (because it can move stuff) and it starts to give us a clue on how to give something energy (apply a force on it and move it a distance.)
Under the simplest equation (labeled "good,") I make the following point:
If the object moves a distance in the direction you pushed it, you've done positive work to it, and if it moves opposite what you've pushed you've done negative work to it. We can think of work as adding and subtracting energy to an object. Imagine a rock sitting still. You push it, and it moves in the direction you pushed. You gave it the ability to do work! It's moving!. Positive work. But now how about an object moving and you push it backwards. It keeps moving forwards, but slows down. You've taken away its ability to do work. Negative work.
Under the next equation, (labeled "better") I point out a catch: that only forces acting in the direction of motion accomplish work. If I push a chair straight into the ground, it doesn't move, so no work is accomplished. If I push it at an angle, partially into the ground, the part going into the ground, labeled Fpy here, doesn't accomplish anything. So only the part parallel to motion does.
It's important to note that Fp and d are vectors, they have direction. Work doesn't. In math, there's a term for multiplying vectors like this- it's called the dot product.
Under the final equation, I show what work really is: the area under the curve on a (distance, Force) graph. Variable forces can totally do work: we just have to find their areas. The first two equations are true only for constant forces. For anything else, like I have listed on the far side, we need to find the area under the curve.
Note that distance can have any of the following letters: (x,y,z,r,s,h)
DSC_8242 - YX12 DHD - Alexander Dennis E20D/Alexander Dennis Enviro200 - Whitelaws and SF60 FPY - MAN A66/MCV Evolution - Whitelaws - Stonehouse, Whitelaws Depot 13/1/13
These two open top buses, a King Long XMQ6127J (FPY 001) and a Volvo B5TL (SPY 005), are seen at the Mgarr Ferry Terminal, Gozo, boarding passengers for the T1 and T2 tours of Citysightseeing Gozo, which will take them all around the island.
Both buses were new when purchased by Gozo Joy Rides, the franchisee of Citysightseeing for Gozo, with FPY 001 joining in August 2011 and SPY 005 being purchased in September 2017.
Kate was diagnosed with FPIES at 7 months old. It's been one crazy journey, but I wouldn't change a thing...she has brought so much joy to our lives!
This Cummins-Bodied King Long XMQ6113GMC of Robson's is seen parked at University of Malta bus terminus waiting to board several newly graduated students going on a buscade party to celebrate the occasion..this bus belonged previously to ATP and to Arriva Malta
L679 FPY seen in the back of Middlesbrough's Yard, the appliance is currently preserved.
Any ideas on L680/81 FPY and where they might be?
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