X vs t : ∆x = 16.853t, which is a simplified form of the standard model ∆x = vit + ½ at2 where vi = 16.853 m/s in the horizontal direction (more specifically, forward) and a = 0 m/s2 in the horizontal direction.
Y vs t : ∆y = 14.141t - 4.9t2, which is a form of the same standard model, where vi = 14.141 m/s in the vertical direction (more specifically, upward) and a = -9.8 m/s2 in the vertical direction (more specifically, downward).
Based on these two models (or should we call them two parts of a single model?), we hope to verify how long the ball was in flight, i.e. the time at which it landed.
It is now trivial to work out the range of the ball.
We can easily use the model ∆x = 16.853t to find the horizontal displacement for any time between our starting and stopping times. For a time of 2.886 seconds, ∆x = 16.853(2.886) = 48.638 meters. This is our range.
Quick question. How far forward had the ball moved after 1.000 second? Yep, 16.853 meters.
Okay, now let's use vectors to work out the ball's initial velocity, both magnitude and direction.
On the left, we have our two initial velocities represented as vectors. We call these the horizontal and vertical components of the (true) velocity.
On the right, our two vector components have been added, resulting in the our velocity (the black vector). The Pythagorean theorem gives us its length, 22.000 meters, and trigonometry [tan-1 (14.141/16.853)] gives us our direction, 40.0° above the horizon. We're done.
Can we use vectors with displacement, too? So far, we've used them only to help us model the velocity.
The answer is yes, but they are less useful.
I could ask you, what is the ball's displacement at t = 1.25 second?
Well ... try to work this out before reading onward. Use vectors.
First, we use our models to obtain the horizontal and vertical components of the displacement, at t = 1.25 s.
Now we add these two vectors. You probably realize that drawing the vectors is not necessary. If you'd like, you can simply imagine connecting them head-to-tail and drawing in the resultant vector (the hypotenuse, if you'd like). But I'll draw them out anyway. It's good practice.
We have our answer, and you might be thinking, "The vectors seemed rather useful in finding the overall displacement here." You're right. They were. I say they're not too useful with displacement because you're rarely asked to find the displacement of a projectile for any time other than the landing time. And to do that, you don't need to add vectors. Look back to the example we did earlier on this page, if you need to.
Geometrical representations of vectors... Remember, they are a tool. A means toward an end. We use them when we need to. If you don't need them to model something or work something out, great. If you do, then use them.
Okay, so the analysis above was based on data, collected, plotted and turned into horizontal and vertical models of motion. What we'll look at next is what you're more-likely to find in a standard physics textbook.
Imagine that a football is kicked from the ground, giving it an initial velocity of 28.0 m/s at an angle of 32° above the horizon. Find the ball's range.
Here, we begin not with the horizontal and vertical components of the velocity but rather the overall velocity. We must work out the components, because they are what we use in our models. It's a simple task, involving trigonometry. Let's do it.
On the left, we have our velocity vector.
On the right, I've sketched in the horizontal and vertical components of the velocity vector. You might also say that I "completed the triangle". It helps if the vectors are drawn on a grid or graph paper.
To find the blue horizontal component of the velocity (vx), we use the cosine function.
We find that vx = 23.7 m/s.
To find the red vertical component of the velocity (vy), we use the sine function.
We find that vy = 14.8 m/s.
Once you work through several examples of this type of problem, you get to be very fast at generating the two models (horizontal and vertical). Personally, in my calculator, I'll quickly multiply the velocity ("hypotenuse") by sine and cosine of the given angle to get its two components. Then I'll directly write down my two models.
We're not done with this problem. The goal was to find the projectile's range. As before, the best method is to use the ∆y model to find the time associated with a ∆y of 0, which implies the ball has returned to the ground. Here, we solve 0 = 14.8t - 4.9t2 to find that t = 3.02 seconds. Then we can use the ∆x model, evaluated at that time, to find that the range ∆x = 71.6 m.
Hey, can you find the time at which the football reaches its greatest height? And can you find the maximum height itself? Use the various models you know. There's more than one way to find these values, just so you know.
Click on the image for the answers, after attempting it yourself first.
Alright, let's work through another standard textbook problem.
A small metal ball rolls off a 1.2-m high table going 6.5 m/s. How long does it take the ball to strike the floor, and what is its range?
It was unnecessary to state an angle in the problem, because the ball leaves the table horizontally. (Technically, this is an angle of 0°.) Our initial velocity is our horizontal velocity component. (Re-read the last sentence.) There is no vertical velocity component, initially. Only after it begins falling does the ball acquire a velocity in the vertical direction.
The vector representation is trivial.
We're already ready to write down our two models.
Y vs t : ∆y = - 4.9t2, a form of the same standard model, where vi = 0 and, as always (on Earth), a = -9.8 m/s/s.
We can find the time it takes for the ball to strike the ground using the ∆y model. The student that doesn't think very carefully about what things mean might set ∆y = 0. That would be a mistake. When the ball lands, how much has its height changed, overall? It's dropped 1.2 meters. So, ∆y = -1.2 m.
So, at what time has the ball dropped 1.2 m? The model, -1.2 = -4.9t2, can be solved to yield t = 0.495 second.
The range is simply ∆x = 6.5(0.495) = 3.22 meters.
So, the ball takes 0.495 seconds to fall 1.2 meters. How long does it take to fall half of this distance?
Is it half of 0.495 seconds? Is the relationship between vertical displacement and time linear? Think about it, then work it out.
Okay, and now, just for practice, let's draw the vector components of the velocity, at t = 0.15 seconds.
Well, the horizontal component is easy. It's what we started with. The horizontal velocity of a projectile never changes. But how long should our vertical component be? Can you work this out? Try it before reading on.
Ignore the ramp. All we care about is that the ball is going 6.5 m/s when it leaves the table.
This is a salt flat in Bolivia. It's pretty (reflective).
To find the vertical component of the velocity (or, as an abbreviation, the "vertical velocity"), we can use the model vf = at + vi. As always (on Earth), a = -9.8 m/s/s for projectiles. And, for this particular problem, vi = 0 in the vertical direction. So, to find the vertical velocity at some time, start with 0 m/s and subtract 9.8 for every second of falling. For this problem, vf = (-9.8)(0.15) + 0 = -1.47 m/s.
These are easy enough to add.
And the direction of our velocity vector -- the direction the ball is actually moving at t = 0.15 s -- can be found using tan-1(1.47/6.5) = 12.7° below the horizon.
Now, you find the velocity of the ball at the moment it reaches the ground. Note: When people ask you to do this, they do NOT want you to answer "0 m/s". Once it strikes the ground, admittedly it does come to rest, but that's obvious. Find the maximum velocity reached just before it begins to slow upon touching the ground. This is done by finding the velocity at the landing time, here t = 0.495 second.
Stop for a moment to consider what you've accomplished so far, going back to the first webpage you read on this site.
My goal was not to give you four equations, tell you to memorize them, and then show you how to solve textbook problems with them. This approach (believe me) leads to shallow understanding and frustration.
My goal went deeper. I wanted to help you develop a way of thinking about motion and our attempts at modeling it. The equations are not just equations. They are models. They make statements about the world.
And, for a moment, appreciate the fact that over all these pages of content, we've only really worked with four equations (models). And those four originated with just two. Really, all of the modeling we've done is based upon two equations! And those two equations are really no more than definitions!
Of course, in addition to our mathematical models, I tried to show you how geometrical representations of vectors (i.e. actually drawing vectors) can be useful in representing certain aspects of motion. And they can help us work out what to substitute into our mathematical models.
Now, should you, at this point, be a master of modeling one- and two-dimensional motion? No, certainly not. If you are, you're more clever than I am. But you should be significantly better than before you began studying physics. Just like any sport, you get better over time, with practice. Keep growing!
Click on the link above for an excellent tool to help you visualize and understand vector components.
Let's work through a couple more problems together. Then I'll ask you to practice on your own.
A ball is launched from the ground at 35.0 m/s at 20.0° above the horizon. Find the ball's range, and find its velocity at 0.85 seconds.
We want to find ∆x at the time of landing, and we want to find v at t = 0.85 s.
It's a projectile, so we'll model the horizontal and vertical motions separately. This requires "resolving" the velocity into its horizontal and vertical components.
Of our 4 kinematic equations, ∆x = vit + ½at2 proves the most useful for finding ∆x.
The ball has landed when ∆y = 0. The associated time can be worked out from 0 = 11.971t - 4.9t2.
We find that t = 2.443 seconds.
At this time, ∆x = 32.889(2.443) = 80.35 meters. That's the ball's range: 80.35 meters forward.
To find its' velocity, we'll use the model vf = at + vi.
Okay, so at t = 0.85 s, the ball is moving 32.889 m/s forward and 3.641 m/s upward. Well, that's a useful way to think of its motion. The actual velocity is the vector sum of those two components. Earlier, we took the velocity and "broke" it into components. We'll now put the components back together to get the velocity, with its proper direction.
The Pythagorean theorem leads to a velocity of 33.090 m/s, with direction tan-1(3.641/32.889) = 6.32° above the horizon. Our answer: At t = 0.85 s, the ball's velocity is 33.09 m/s at 6.32° above the horizon.
A ball thrown horizontally at 22.2 m/s from the roof of a building lands 36.0 m from the base of the building. How high is the building?
But let's not rush ahead. Let's use the problem-solving guidelines we've discussed in the past. They remind us to visualize the problem first. Try to understand what is happening and what we're looking for. That's pretty straightforward here, I think. We're trying to find ∆y; the absolute value of ∆y will be the building's height.
We'll now identify, write down and label the various quantities we're working with.
Now, I've selectively input vi and a into our models so they'd look familiar. I'll now substitute in the one other quantity we know, ∆x. For any value we substitute into ∆x, we'll be able to calculate the corresponding time at which it has that particular horizontal displacement.
The horizontal equation can be solved to obtain t = 1.62 s. This is how long the ball takes to move forward 36.0 m and is also the time the ball is air born.
We can now use the ∆y model to find the vertical displacement in that period of time.
∆y = -4.9(1.622) = -12.86 meters.
If the ball fell 12.86 meters, then the building must have been 12.86 meters high.
It's a bit messy to have two qualifiers attached to a quantity. For example, the velocity 22.2 m/s is both horizontal and initial. While I wrote "horizontal vi", many people simply use two subscripts, writing instead vxi.
If you're using i and j vector notation to indicate direction, you avoid the problem. In this case, we'd write vi = 22.2 i (m/s). Likewise, for acceleration, we'd write a = -9.8 j (m/s2).


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Enforce all sign rules all the time
City Council approved new regulations in January. Why did enforcement begin in September?
Enforce all sign rules all the time City Council approved new regulations in January. Why did enforcement begin in September? Check out this story on thetimesherald.com: https://bwne.ws/2NbtQhP
Editorial Board Published 4:31 p.m. ET Sept. 28, 2018
Everyone should welcome Port Huron's new enthusiasm for enforcing its sign ordinance. Everyone should also wonder about the timing of that sudden enthusiasm.
The City Council approved revisions to the sign ordinance in January. Those changes were supposed to make the rules content neutral, so that campaign signs, commercial signs, yard sale and church bazaar signs and protest signs were all treated the same. The changes were also supposed to make the rules easier to enforce.
For political signs, the rules are:
•Election signs are permitted in all zoning districts.
•Sign must be no larger than 16 square feet in residential areas. In commercial and industrial areas, they must be no larger than 32 square feet.
•Signs are not allowed on public property.
•Signs may not be placed in or over any public right-of-way. Generally, the right-of-way starts at the sidewalk for most city streets. That means no signs between the sidewalk and street.
•Signs must be cleaned up no later than 10 days after the election.
•Signs can't hide traffic.
•Signs are supposed be sturdy enough to not blow away in the first gust of wind.
The ordinance, approved Jan. 8, doesn't mention applying the rules equitably, but most of us would take that as a given. Equitable enforcement could have started earlier.
Lawn signs, mainly commercial and plain abandoned, constantly litter the city. From help-wanted signs and solicitations for blood donors to festival notices and this month's specials, plus who cuts the grass here and who would like to, stuck-on-a-wire lawn signs are everywhere.
Except they aren't lawn signs. They aren't in anyone's lawn. They've been stuck all spring and summer in the dirt at busy corners along Pine Grove Avenue. There was a string of them at the end of the freeway exit ramp. They've been jammed in front of every business on 24th Street. They were abandoned in the streetscapes downtown.
Many of them are still there. And when the wind blows one away, a competitor takes its place.
That's just the cheap lawn signs. Where is the city's enthusiasm for cleaning up the other signs that are just as illegal as the Shri Thanedar signs his campaign team brought to Port Huron and abandoned?
We encourage city residents and voters to support their favorite candidates. Doing it safely and with proper consideration for their neighbors isn't that complicated.
But we're sick of the fly-by-night pitches stuck on every corner. The business that abandoned that sign there put its name on it. It seems like fining it for littering ought to be as simple as confiscating a politician's sign.
Read or Share this story: https://bwne.ws/2NbtQhP

redpajama_set_name: RedPajamaCommonCrawl


Diabetes is a disease in which the body struggles to produce or use insulin, leading to insulin resistance. The body uses insulin to convert sugar, starches and other food molecules into energy for our cells. Diabetics typically fall into one of four categories: pre-diabetes, Type I, Type II, or gestational diabetes.
Pre-diabetes occurs when an individual has higher than normal blood glucose levels, but does not have levels high enough to be considered diabetic. Unlike diabetes, pre-diabetes is reversible if it's managed before it manifests into full onset diabetes.
Type I diabetes is the rarer of the two types. Sometimes called Juvenile Diabetes, Type I will often present in children and young adults. Someone who is a type one diabetic has trouble producing insulin, and thus is in need of insulin injections to keep blood glucose levels from being too high. Type I is genetic and thus is not strongly tied to lifestyle and environment.
Type II diabetes is the most common form of diabetes. Type II typically is seen in adults who are in their 30s, 40s, and 50s; however, recently diabetes has been trending towards younger adults and teens. Overweight and obesity are high risk factors for Type II. Type II diabetics typically have issues using the insulin in their bodies correctly, leading to higher than normal blood glucose levels. Unlike Type I, Type II diabetes can occur even without strong genetic factors that influence Type I diabetics; diet, exercise and insulin treatments can be implemented to help control Type II diabetes.
Gestational diabetes is the most unique condition in that it can only occur during pregnancy. Gestational diabetes occurs even when pregnant women are non-diabetic. Higher than normal blood sugar levels can occur during pregnancy, resulting in diabetic symptoms. Gestational diabetes goes away after the baby is born, but women who had it become higher risk for developing Type II diabetes later on.


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Tax Considerations in Florida Personal Injury Cases
Few personal injury lawyers have degrees in tax law or accounting. While having advanced knowledge of tax law is not a requisite to the proper handling of a personal injury case, having a basic understanding of potential tax consequences is. To perform up to par, the personal injury lawyer must know which elements of a settlement may be taxable and address the issues accordingly. Anything less falls below the professional standard of care and may have serious negative consequences.
CAVEAT: We do not give tax advice to our clients and we are not giving it in this blog. The information contained in this blog should be used for guideline purposes only rather than as definitive tax advice. For definitive advice on these issues, consult a tax lawyer or accountant.
There are numerous areas in personal injury settlements with potential income tax consequences: 1) punitive damages; 2) damages for emotional distress; 3) the consideration paid for a confidentiality agreement; (4) money paid to compensate for lost income; and (5) money paid to compensate for medical expenses.
A starting point for the legal authority on this topic is Section 104 of the Internal Revenue Code, which reads as follows:
§ 104. Compensation for injuries or sickness.
(a) In general. Except in the case of amounts attributable to (and not in excess of) deductions allowed under section 213 [IRC Sec. 213] (relating to medical, etc., expenses) for any prior taxable year, gross income does not include–
(1) amounts received under workmen's compensation acts as compensation for personal injuries or sickness;
(2) the amount of any damages (other than punitive damages) received (whether by suit or agreement and whether as lump sums or as periodic payments) on account of personal physical injuries or physical sickness;
(3) amounts received through accident or health insurance (or through an arrangement having the effect of accident or health insurance) for personal injuries or sickness (other than amounts received by an employee, to the extent such amounts (A) are attributable to contributions by the employer which were not includible in the gross income of the employee, or (B) are paid by the employer);
(4) amounts received as a pension, annuity, or similar allowance for personal injuries or sickness resulting from active service in the armed forces of any country or in the Coast and Geodetic Survey or the Public Health Service, or as a disability annuity payable under the provisions of section 808 of the Foreign Service Act of 1980 [22 USCS § 4048]; and
(5) amounts received by an individual as disability income attributable to injuries incurred as a direct result of a terroristic or military action (as defined in section 692(c)(2) [IRC Sec. 692(c)(2)]).
If the IRS decides to scrutinize a settlement for tax consequences, the taxpayer bears the burden of proving what aspects of a personal injury settlement are non-taxable. See Internal Revenue v. Schleier, 515 U.S. 323 (1995). Relevant evidence may include the pleadings, discovery in the case, and the settlement agreement. While it may be good practice for the Plaintiff to have an allocated agreement, meaning one in which the settlement proceeds are broken into component parts for the various damage elements (e.g., personal injuries; economic losses (wages and medical), punitive damages), the exercise is not dispositive of the issue. See Bagley v. Commissioner of Internal Revenue, 121 F.3d 393 (8th Cir. 1997) (The court held: "when assessing the tax implications of a settlement agreement, courts should neither engage in speculation nor blind themselves to a settlement's realities") and Delaney v. Commissioner, 99 F.3d 20, 23-24 (1st Cir. 1996) (court must look beyond language of settlement to determine 'in lieu of what' for damages paid").
Florida's punitive damages statutes are contained in Chapter 768. While pleading punitive damages may increase settlement value, it will also create exposure for tax consequences. The advantages should be weighed against the disadvantages. If punitive damage allegations remain in the pleadings at the time of settlement, it might be advisable to allocate in the settlement agreement a portion for these damages. If the allocation is reasonable in relationship to the facts, the designation may persuade the IRS favorably.
The exclusion of damages in Section 104 for "physical injuries" or "physical sickness" does not include emotional distress damages which are unrelated to physical injuries. See Rivera v. Baker West, Inc., 430 F.3d 1253, 1256 (9th Cir. 2005). A clear example of this type of damage arises in a case claiming intentional infliction of emotional distress. Another example, one in which our firm is currently involved, is for emotional distress arising out of the mishandling of a dead body. Our client's dead mother's body was negligently allowed to decompose by the funeral home. Our client saw the decomposed body and a desired viewing could not be held. She suffered emotional distress from the experience. The emotional distress illustrated above is not the same as the pain and suffering claimed in the ordinary personal injury case in which clients recover damages for both physical injuries and the emotional distress resulting therefrom, because this type of emotional distress arises "on account of personal injuries."
Confidentially provisions in settlement agreements have become boilerplate. Violating the terms carries consequences. However, of greater practical concern are the tax consequences. in Amos v. Commissioner of Internal Revenue, 2003 Tax Ct. Memo LEXIS 330 (Dec. 1, 2003), a personal injury lawsuit was brought against Chicago Bulls basketball player Dennis Rodman for kicking a cameraman during a basketball game. The case was resolved under a confidential settlement for $200,000. The settlement agreement did not reflect how much of the settlement was being paid for the cameraman's physical injuries, and how much was being paid as consideration for his agreement that the settlement be confidential. The IRS took the position that the entire $200,000 settlement was includible in the taxpayer's gross income, with the exception of perhaps a nominal sum of $1. That was because the petitioner's physical injury were minimal. The court held that $80,000 of the settlement was for the confidentiality agreement, and the plaintiff was required to pay income tax on that amount.
Again, although the IRS is not bound by the terms of a settlement agreement, the better practice is to allocate an amount in the agreement paid for the confidentiality. Confidentiality is often an afterthought during settlement discussions, with the language being part of a form release more as boilerplate than being of real concern. Depending on the circumstances, we typically allocate $500 to the confidentiality provision.
Economic Compensation — Loss of Income and Medical Expenses
IRC section 104(a)(2) provides for an exclusion from gross income for damages received (whether by suit or agreement and whether as lump sums or as periodic payments) on account of personal injury or sickness. The Service has consistently held that compensatory damages, including lost wages, received on account of a physical injury are excludable from gross income. Rev. Rul. 85-97, 1985-2 C.B. 50, amplifying Rev. Rul. 61-1, 1961-1 C.B. 14. See also Commissioner v. Schleier, 515 U.S. 323, 329-330 (1995), in which the Supreme Court, employing a similar set of facts as the ruling, held that medical expenses not previously deducted, pain and suffering damages, and lost wages received by accident victim are excludable from income.
If an action has its origin in a physical injury or physical sickness, then all damages (other than punitive) that flow therefrom are treated as payments received on account of physical injury or physical sickness whether or not the recipient of the damages is the injured party.
The facts of each case ultimately control. Proper planning can minimize the tax burden.


Welcome to my blog. I set up my Folksy shop in September 2010 selling revamped & recycled button jewellery - take a look www.folksy.com/shops/mamphii. I also have some of my vintage rings in "Daisy & Lola's", a great vintage shop in Norwich and sell at Clutter City Markets at the Norwich Arts Centre.
Just to let you know my jewellery (especially teacup rings, gypsy rose earrings & baby button earrings) will still be available through Poppy Valentine, The Royal Arcade, Norwich. Unfortunately I am not planning any craft fairs/ stalls in the coming year - just too many things to juggle!
Equally my Folksy shop will also be closed for the next few months.
please come along and see what beautiful goodies local crafters are making & selling.
Woollydoodle and I are going to have a stall at the Autumn Fayre today, organised by CraftyBird from Folksy today.
Woolydoodle (crafter Tracey Mills from Norwich) makes these amazing handmade wands and sells through Folksy and local craft fairs. Check out her facebook page for more wands, bags etc.
I have ventured away from buttons recently and have been experimenting with dolls house bits & pieces - including teacup rings, fruit pie rings, mini fruit tart/ pink wafer and chocolate lollipop earrings. All very cute!
a baker's window of delightful goodies!
I will be selling my dolls house jewellery through Norwich boutiques, Poppy Valentine (the Skipper Arcade in the City Centre) and Daisy & Lola's (now relocated to AuntyNana's on St Benedicts Street). They also stock my gypsy rose earrings plus other goodies including union jack button hairslides and the flapper girl button rings.
I'm completely loving my new business making jewellery from gorgeous vintage and modern buttons. I work full-time in a job completely removed from my button business.


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Home Fitness Watch This Heartwarming Video of a 95-Year-Old Man's Record-Breaking Sprint
Watch This Heartwarming Video of a 95-Year-Old Man's Record-Breaking Sprint
We all dream of still running, doing yoga, or taking Zumba classes well into our 90s, and this U.K. man makes us believe it's truly possible.
Charles Eugster, 95, set a world record in the 200-meter dash for his 95+ age group, completing the 1/8-mile distance in 55.48 seconds. He knocked more than two seconds off the previous mark. And watching him feverishly pump his arms and push through to the finish is truly impressive.
What's more impressive, though, is that the sprinter and retired dentist didn't start exercising until the age of 85. At 87 he began bodybuilding, to boost his strength (and improve his appearance!), proving it's really never too late to get fit.
RELATED: 31 Superfood Secrets for a Long and Healthy Life
And running is a great exercise to consider—one study out of Iowa State University found that running just 30 to 60 minutes total each week can help you live longer.
Lately, we've also been inspired by female athletes over age 70 making headlines, like Madonna Buder, 84, a nun and the oldest woman to ever finish an Ironman Triathlon. Or Edith Connor, 79, who holds the title for the "Oldest Female Competitive Body Builder," according to the Guinness Book of World Records.
These women, along with Eugster, prove anything is possible in old age.
"I want to change the world, you see," Eugster told Sportsvibe, a British sports news web site. "I want to make old age something wonderful, stupendous, glorious, fantastic, superb, interesting, exciting. I want to make old age the best part of one's life." We're with you on that, Charles.
RELATED: 16 Unexpected Ways to Add Years to Your Life
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Az Újbuda Futball Club, egy 2007-ben alapított magyar labdarúgóklub. Székhelye Budapest XI. kerületében található. 2008-ban a Tatai HAC jogán indult az NB3-ban, 2015-ben egyesült a Budafoki LC csapatával, majd egy év elteltével annak második csapata lett.

Sikerek
NBIII
 Bronzérmes: 2010-11

Híres játékosok

  Bognár István
  Stieber András
  Székely György

Források
 Az Újbuda FC oldala a magyarfutball.hu-n

Budapesti labdarúgócsapatok
2007-ben alapított labdarúgócsapatok
Magyar labdarúgócsapatok

redpajama_set_name: RedPajamaWikipedia


Senior Socials are a great way for seniors to socialize, have some fun, and enjoy the afternoon with snacks and live music! Events will run from 1:30-3:30pm on Wednesdays July 4th with performance by Bill Drysdale and August 8th with performance by Lise Blakney. Lastly, the Drew Nursing Home co-hosting will be hosting on Wednesday, August 22nd from 2:30-4:00pm. For more information call 364-4930.


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Harry Miller: Ohio State offensive lineman states he is medically retiring from football, citing psychological health and fitness struggles
Miller says he attempted to acquire his individual lifestyle just before the start off of last season and praised Ohio Condition head coach Ryan Working day for the speedy assistance he delivered when the offensive linesman opened up to him about it.
"I would not usually share this kind of data," Miller wrote in a two-webpage Twitter letter. "Nevertheless, due to the fact I have performed soccer, I am no for a longer time afforded the privilege of privateness, so I will share my tale briefly before more articles continue to question, 'What is incorrect with Harry Miller.'
"That is a very good problem. It is a superior adequate issue for me not to know the answer, even though I have asked it often."
Miller says Working day set him in get hold of with two health professionals who delivered him with guidance. Just after a several weeks, Miller attempted participating in soccer once more with "scars on my wrists and throat."
"It's possible the scars were really hard to see with with my wrists taped up," he ongoing. "Maybe it was really hard to see the scars by means of the dazzling shades of the tv. Maybe the scars had been difficult to hear by way of all the speak displays and interviews. They are challenging to see, and they are straightforward to conceal, but they absolutely sure do harm.
"There was a useless man on the television established, but no person understood it."
Miller says at the time he "would rather be lifeless than a coward" and feared reaching out mainly because of the response he had witnessed to other folks in his position.
"I experienced observed the age-outdated adage of how our era was softening by the second, but I can tell you my skin was tricky," he claims. "It experienced to be. But it was not harder than the sharp metallic of my box cutter.
"And I saw how easy it was for persons to dismiss many others by speaking about how they ended up just a dumb, school kid who didn't know everything.
"But luckily for us, I am a pupil in the College or university of Engineering, and I have a 4. and regardless of what accolades you might call for, so probably if somebody's harm can be taken critically for the moment, it can be mine."
Miller, a former five-star recruit, suggests Day is serving to him discover a distinct way to assistance many others in the Ohio Point out football application who may possibly also be encounter psychological wellbeing struggles, and expressed his hope that "athletic departments all over the region do the very same."
"If not for him [Day] and the staff, my text would not be a reflection," Miller suggests. "They would be evidence in a submit-mortem."
Tags: Mental Health
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Melancholy, PTSD Plague Flint Residents 5 Years After Water Disaster
Melancholy Impacts Nearly 1 in 10 Individuals


'I was upstairs with a girl I shouldn't have been upstairs with when my wife whispered in my ear, 'You have twenty-four hours to move out'. The book that started it all, Bateman's first novel published in 1995. It introduced the world to the hapless, endlessly wily and witty Belfast journalist Dan Starkey. Dan shares with his wife an appetite for drinking and dancing. But when he meets Margaret, things get seriously out of hand. Terrifyingly, unbelievably, she is murdered. Before long Dan is a target himself, racing against time to crack the mystery.