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Q: Proofs without words Can you give examples of proofs without words? In particular, can you give examples of proofs without words for non-trivial results?
(One could ask if this is of interest to mathematicians, and I would say yes, in so far as the kind of little gems that usually fall under the title of 'proofs without words' is quite capable of providing the aesthetic rush we all so professionally appreciate. That is why we will sometimes stubbornly stare at one of these mathematical autostereograms with determination until we joyously see it.)
(I'll provide an answer as an example of what I have in mind in a second)

A: Means inequalities:

The image was sent to me by James M. Lawrence, grazie! See also page 53 of "Proofs without words: exercises in visual thinking, Volume 2" for a very different layout of the same 4 inequalities.
Another one exists involving the sum $$1^3 + 2^3 + \cdots + n^3:$$

The second image is due to Brian Sears (Wayback Machine)

A: Also elementary, but here is a proof that
$C_n = \binom{2n}{n} - \binom{2n}{n+1} = \frac{\binom{2n}{n}}{n+1},$
where $C_n$ is the $n$th Catalan number.
http://utdallas.edu/~hagge/images/Catalan.pdf (Wayback Machine)
Sorry for the link; new users may not use image tags.
Here's the image:

A: This proves the Minkowski version of the Pythagorean theorem:

$c^2 = a^2 - b^2$

A: Posted this quite a while ago on math.SE as an answer to https://math.stackexchange.com/q/733754/214353; I think it has a place here too.
$\hskip7em\phantom{\ }$

To be rigorous, it maybe only proves that $f(z):=\displaystyle\lim_{n\to\infty}\left(1+\frac zn\right)^n$ is $1$ at integer multiples of $2\pi i$ (perhaps also that $f$ is $2\pi i$-periodic), but does not give any insight into why $f(z)=\text{something}^z$; still...
I've seen it much better rendered once somewhere on the web but could not find it again, so tried to reconstruct it myself

A: I've tried to read carefully through all the posts here, and I think no one has mentioned the excellent book by R.B. Nelsen which contains many more such examples.
I give here an explicit citation:
Nelsen, Roger B. Proofs without words: Exercises in visual thinking. No. 1. MAA, 1993.
Here is an example which I have recently used:

A: Gluing two Mobius strips along their edges is a Klein bottle.

A: Another proof of the sum of the first $n$ squares, relying on the knowledge of the formula for the sum of the first $n$ numbers:
$$1^2 + 2^2 + \dots + n^2 = n(n+1)(2n+1)/6$$

This one has a similar flavor to the fabled proof by Gauss of the sum of the first $n$ numbers. It's a good follow up for students after Gauss's proof.

A: Wikipedia has a few nice proofs of the pythagorean theorem.  Elementary, but elegant.

A: Can you tile an 8x8 chessboard with one corner cut off with dominoes of dimension 3x1?

This is a simple way to show that choosing a useful coloring can make a proof trivial.
This proof was also a result of the Conjecture and Proof class in the Budapest Semesters in Mathematics. It was one of the first problems encountered there, hence not that hard :)

A: Here you can find Grace Lin's proof without Words that The Product of the Perimeter of a Triangle and Its Inradius Is Twice the Area of the Triangle (see the figure below)

The proof originally appeared in the 1999 October issue of Mathematics Magazine.

A: $S^2 \vee S^1 \vee S^1$ is homotopy equivalent to the Klein bottle with self-intersection.

A: .
This is an example I did when I was in high school.
Let it be a unit disc, consider the length of horizontal line, we know Yellow=$2\cos \frac{3}{7}\pi$, Yellow+Green=$-2\cos \frac{5}{7}\pi$, Red+Green=$2\cos \frac{1}{7}\pi$.
Then 1=Red=Red+Green-(Green+Yellow)+Yellow=$2(\cos \frac{3}{7}\pi+\cos \frac{5}{7}\pi+\cos \frac{1}{7}\pi).$

A: A crucial step in proving the triangle inequality for the $L^p$ norms is to prove Young's inequality: $ab \leq \frac{a^p}p + \frac{b^q}q$ when $a,b>0$ and $p,q > 1$ are conjugate ($\frac 1p + \frac 1q=1$).  This can be proved by comparing the areas in the following picture:

An easy calculus exercise gives the blue area as $\frac{a^p}p$ and the green area as $\frac{b^q}q$, hence their sum dominates the area $ab$ of the rectangle outlined in red.
I learned this proof from Cohn's measure theory book, where it appears as an exercise (in Section 3.3).

A: Duality between $\ell^1$ and $\ell^\infty$ norms.

and the reverse animation

A: If we have 3 circles on the plane with tangent lines, we can notice they have colinear intersection!

To prove it, we can visualize the same configuration in 3D, the balls lay on a surface and rather than tangent lines we take cones: The colinearity comes from the fact that if we lay a plane ontop of this configuration it will intersect the table in a line!
This is from 'curious and interesting geometry' and the proof is attributed to John Edson Sweet. I really like this proof because it gives a vivid example of the general idea that sometimes, to solve a problem in the most simple way you need to view it as a part of some bigger whole.

A: I'm quite surprised no-one pointed out this one yet:
Theorem. The trefoil knot is knotted.
Proof.
 $\square$
Some comments: a 3-colouring of a knot diagram D is a choice of one of three colours for each arc D, such that at each crossing one sees either all three colours or one single colour. Every diagram admits at least three colourings, i.e. the constant ones. We'll call nontrivial every 3-colouring in which at least two colours (and therefore all three) actually show up. It's easy to see (one theorem, more pictures!) that Reidemeister moves preserve the property of having a nontrivial 3-colouring, and that the unknot doesn't have any nontrivial colouring.
The picture shows a (nontrivial) 3-colouring of the trefoil.
EDIT: I've made explicit what "nontrivial" meant ― see comments below. Since I'm here, let me also point out that the number of 3-colourings is independent of the diagram, and is itself a knot invariant. It also happens to be a power of 3, and is related to the fundamental group of the knot complement (see Justin Robert's Knot knotes if you're interested).

A: Here's a proof of the inequality of the arithmetic and geometric means in the form
$$\frac{x_1^n}{n} + \cdots +  \frac{x_n^n}{n} \geq x_1\cdots x_n.$$
Proof for $n=3$:

The "figure" for general $n$ is similar, with $n$ right pyramids, one with an $(n-1)$-cube of side length $x_k$ as its base and height $x_k$ for each $k=1,\ldots,n$.
(I made this in Inkscape, a wonderful free-software vector drawing application. For the inequality and associated labels, I used the textext extension.)

A: There is a proof of Erdös-Mordell Inequality 'without words' which an impressive one.
Please follow the link
http://forumgeom.fau.edu/FG2007volume7/FG200711.pdf

A: The idea is to prove things in ways that are obvious to different parts of your brain, right? Anyone found any "auditory proofs"? Some candidates -

*

*Nyquist sampling theorem?

*sin[a] + sin[b] = 2sin[(a+b)/2]cos[(a-b)/2]. If you use at and bt instead of a and b, you can translate that to show how the addition of two sine tones close in frequency can also be perceived as a modulation or "vibrato" around the centre frequency. The factor of 2 might be hard, though you can add a gain instead of 2 and show that the difference is silence when the gain is 2 :)

*Sampling in frequency domain (comb filter) is periodicity in time domain?
Here are some "audio illusions" though, for your amusement - http://www.youtube.com/watch?v=e6JSTkwXg90

A: There is a beautiful proof of the fact that a checkerboard with sides $2^{n}$, and one square removed can be tiled with $L$-shaped pieces formed by three squares. Given that a checkerboard of sides $2^{n-1}$ can be so tiled, then a square checkerboard of sides $2^{n}$ can be tiled by filling in the quarter in which the removed piece lies, and then placing an extra $L$-shaped tile with one square in each of the remaining three quarters.

A: Proof of the lantern relation (taken from the book: A Primer on Mapping Class Groups by Farb, B. and Margalit, D.)

A: This image is a bijection between the puzzle rule and the semistandard tableau rule for Littlewood-Richardson coefficients. It is taken from this paper of Ravi Vakil, where it is attributed to Terry Tao.
The picture generalises to a bijection between rules in K-theoretic Schubert calculus, but I haven't seen a picture and don't currently have the patience to create one.

A: from Steven Strogatz's column:
http://opinionator.blogs.nytimes.com/2010/04/04/take-it-to-the-limit/ (Wayback Machine)

A: This is apparently not was intended, but I think it qualifies. From  Principia Mathematica: the proof of 1+1=2.

A: Let $0\leq x,y,z,t\leq1$ Prove that $x(1-y)+t(1-x)+z(1-t)+y(1-z)\leq 2$.
Draw a 1x1 square and mark in consecutive sides disjoint segments starting at the vertexes
of lengths $x,y,z,t$. Joining  the consecutive end points of the intervals that are not vertexes of the square form four triangles, the area of the triangles is the left hand side divided by 2, the area of the square is the right hand side divided by 2.

A: Identity:
$$(a+b)^2=a^2+b^2+2ab$$

A: Here is the very first piece of original mathematics I ever did, in high school:
The derivative of sine is cosine.

A: A proof of the identity $$1+2+\cdots + (n-1) = \binom{n}{2}$$

(Adapted from an entry I saw at Wolfram Demonstrations, see also the original faster animation)
This proof was discovered by Loren Larson, professor emeritus at St. Olaf College. He included it along with a number of other, more standard, proofs, in "A Discrete Look at 1+2+...+n," published in 1985 in The College Mathematics Journal (vol. 16, no. 5, pp. 369-382, DOI: 10.1080/07468342.1985.11972910, JSTOR).

A: The sequence of pictures

proves the area formula for spherical triangles ${\rm area}(ABC)=\hat{ABC}+\hat{BCA}+\hat{CAB}-\pi$.

A: Rich Schwartz had on his site a great paper consisting of only a picture which proved that every right triangle admits a periodic billiard path.  Unfortunately, he's since deleted it, so I can't post it here.  (It shouldn't take too long for anyone interested to re-construct the proof, though.)

A: Late to the party, but David Lehavi and Bob Palais both mentioned the proof that $\pi_1(SO(3))$ has an element of order 2. In fact it is the only nontrivial element, and so the double cover of $SO(3)$ is simply connected.
Here's an animated illustration of that fact, courtesy of Wikipedia (here):

A: Algebraic manipulations in monoidal categories can also be performed in a graphical calculus. And the best part is that this is completely rigorous: a statement holds in the graphical language if and only if it holds (in the algebraic formulation). See for example Peter Selinger's "A survey of graphical languages for monoidal categories". There are many instances, for example in knot theory studied via braided categories. The following specific example comes from Joachim Kock's book "Frobenius Algebras and 2D Topological Quantum Field Theories", and proves that the comultiplication of a Frobenius algebra is cocommutative if and only if the multiplication is commutative.

A: Sphere eversion

And here's a two-dimensional rendering of the sphere eversion:

A: Interesting how everyone understands "proof without words" as "proof made of pictures". I read the title and immediately thought that every proof can be written without words, using just first order logic. I stopped there and thought that this is just another language, using different words - and I came to the conclusion that there can not be a mathematical proof without "words", because you have to get some information across! Sure, you can use different languages than English. But in the end, this boils down to the question, what is a word?
BTW: Unmentioned so far are category-theoretical proofs, which can sometimes be expressed very comprehensively as a sequence of diagrams. I am too lazy to look up a good example, because I already explained that I don't believe in the question.

A: A 3D proof of a Fibonacci identity, that even includes a video:

A: $$\arctan \frac{1}{3} + \arctan \frac{1}{2} = \arctan 1$$

It's easy to generalize this to
$$ \arctan \frac{1}{n} + \arctan \frac{n-1}{n+1} = \arctan 1, \text{ for } n \in \mathbb{N}$$
which can further be generalized to
$$ \arctan \frac{a}{b} + \arctan \frac{b-a}{b+a} = \arctan 1, \text{ for } a,b \in \mathbb{N}, a \leq b $$
Edit: A similar result relating Fibonacci numbers to arctangents can be found here and here.

A: A classic one, from the late 19th century, that surprized Peano's contemporaries.
Question : "A curve that fills a plane ? You must be kidding"
Answer :

Well, of course a formal proof was necessary, but it is still one of my favorites.

A: This proof-without-words of the Pythagorean Theorem is far from a new one, but it's the first one I've ever seen 'in the wild' (this photo was snapped after finishing dinner at a Mongolian Grill restaurant):

A: As you probably already know — there are lots of these in Proofs without Words (and II) by Roger Nelson.

A: I am surprised that no one had cited the "proof" that the rationals are countable yet. See, for example, this picture

A: I wonder why Apostol's proof of the irrationality of $\sqrt{2}$ - which is as visual as a proof can be (in my opinion) - has not been mentioned: One can literally see at a glance that it proves what it's supposed to prove: the impossibility of a isosceles right triangle with integer side length (by infinite descent):

Note that it's not a proof completely without words. It helps a lot to read the comments of the author:

Each line segment in the diagram has integer length, and the three
  segments with double tick marks have equal lengths. (Two of them are
  tangents to the circle from the same point.) Therefore the smaller
  isosceles right triangle with hypotenuse on the horizontal base also
  has integer sides.

But through own thinking one could come up with this by oneself (having in mind what's to be proved).

A: Here are some dynamic versions:
http://www.math.utah.edu/~palais/sums.html
(two of the summation formulas mentioned above)
Several belt, plate, and tangle trick animations:
http://www.math.utah.edu/~palais/links.html
A visual derivation of complex multiplication:
http://www.math.utah.edu/~palais/newrot.swf
Pythagoras in the Isosceles case, based on the Yale tablet:
http://www.math.utah.edu/~palais/PythagorasIsosceles.html
and the general case:
http://www.math.utah.edu/~palais/Pythagoras.html

A: I suggest the videos of Viennot explaining the bijections between different families of objects counted by Catalan numbers:
http://www.xavierviennot.org/contscience/videos.html

A: Here's a proof of the area of a circle (or sector) which is different from the one posted previously.
EDIT:  I was unable to embed the file, which is in pdf form.  Here is a link:
http://wildpositron.files.wordpress.com/2011/04/sectorarea2.pdf
I discussed what goes into making the proof complete to show that the map preserves area on my blog here (it requires just another picture or two, but it's essentially still only a geometric argument):
http://wildpositron.wordpress.com/2011/04/05/calculating-the-area-of-a-sector/

A: This is not entirely without words, but Byrne's edition of Euclid's elements has cut down the number of words to a bare minimum.
http://www.math.ubc.ca/~cass/Euclid/byrne.html

A: The cover of Peter Winkler's first book is a great proof without words of a statement which I'll leave you to guess, regarding the combinatorics of tiling a hexagon with rhombi.
EDIT: I think the guessing game isn't helpful. The statement is that when tiling a perfect hexagon with the appropriate kind of rhombi of various orientations, the number of tiles in each orientation is the same. The image is slightly misleading in its use of color; there ought to be just three colors, corresponding to the three orientations.

A: Conway and Soifer tried to set a record for least number of words in a mathematical paper.  I've reproduced it here in its entirety.
Can n2 + 1 unit equilateral triangles cover an equilateral triangle of side > n, say n + ε?
John H. Conway & Alexander Soifer
Princeton University, Mathematics
Fine Hall, Princeton, NJ 08544, USA
conway@math.princeton.edu  asoifer@princeton.edu
n2 + 2 can:

A: Because I think proof by picture is potentially dangerous, I'll present a link to the standard proof that 32.5 = 31.5:

An animation of the above is:

(This work has been released into the public domain by its author, Trekky0623 at English Wikipedia. This applies worldwide.)
There does not seem to be any necessity for the particular 'path in the relevant configuration space' that was used by the author of the above animated gif. This may be seen as an argument against including an animation.

A: In an attempt to push the bar towards the non-trivial, I'll mention the proof that the boundary complex of every polytope is shellable. The proof is virtually word-free but requires an actual movie rather than a still image: imagine yourself in a spaceship, taking off in a straight line from one of the facets, away from the polytope. Every once in a while a new facet is visible to you; under assumptions of general position, this provides a shelling of the complex (obviously, you need to fly off to projective infinity and come back on the other side).
This was assumed by Euler but first proved only in 1970 by Brugesser and Mani, who said that the idea came to him in a dream. More details here (search for "shellability") or here.

A: I just saw this proof, which is of course not mine.
Proof with words: The [area of a] circle
Similar in concept to the above video:

A: (I'd post this as a comment to Mariano Suárez-Alvarez, but I've not enough rep). From a ME thread.
$$\sum_{k=1}^n (-1)^{n-k} k^2 = {n+1 \choose 2} = \sum_{k=1}^n \; k = \frac{(n+1) \; n}{2}$$

A: A line that bisects the right angle in a right triangle also bisects a square erected on the hypotenuse:

source: https://www.futilitycloset.com/2011/09/12/half-and-half/

A: The cardinality of the real number line is the same as that of a finite open interval of the real number line.

A: This should really be a comment on Marco Radeschi's answer from Feb 22 involving the area formula for spherical triangles, but since I'm new here I don't have the reputation to leave comments yet.
In reply to Igor's comment (on Marco's answer) wondering about an analogous proof for the area formula of hyperbolic triangles:  there is one along similar lines, and you're rescued from non-compactness by the fact that asymptotic triangles have finite area.  In particular, the proof in the spherical case relies on the fact that the area of a double wedge with angle $\alpha$ is proportional to $\alpha$; in the hyperbolic case, you need to replace the double wedge with a doubly asymptotic triangle (one vertex in the hyperbolic plane and two vertices on the ideal boundary) and show that if the angle at the finite vertex is $\alpha$, then the area is proportional to $\pi - \alpha$.  That follows from similar arguments to those in the spherical case (show that the area function depends affinely on $\alpha$ and use what you know about the cases $\alpha=0,\pi$).
Once you have that, then everything follows from the picture below, since you know the area of the triply asymptotic triangle and of the three (yellow, red, blue) doubly asymptotic triangles.

(That picture is slightly modified from p. 221 of this book, which has the whole proof in more detail.)

A:

The composition of two continuous mappings is continuous.

A: From Wikipedia: here is a "proof without words" of the Yoneda Lemma.

A: For $0 \lt k \lt n$,
$$\binom{n}{k} = \frac{n}{n-k}\binom{n-1}{k}$$

How k-subsets of [n], marked dark green in the rows, come from k-subsets of [n-1] after n-fold duplication and rearrangement:

Exactly $n-k$ times:

By induction, a base case, and taking $k=n$ and $k=0$ for granted: $$\binom{n}{k} = \frac{n}{(n-k)} \frac{(n-1)!}{(n-1-k)!\ k!} = \frac{n!}{(n-k)!\ k!}$$

A: There are $\binom{n+2}{4}$ equilateral triangles in the regular $n$-vertices-per-side triangular grid, by choosing $A<B<C<D$ from the set $\{1,...,n+2\}$: https://arxiv.org/abs/2211.00186

A: The area under a cycloid is three times the area of the generating circle.

A: It is known (see this other answer) that an 8x8 board in which squares at opposite corners have been removed cannot be tiled with dominoes, as the removed squares are of the same "colour". But what if two squares of different colours are removed? Ralph E. Gomory showed that it is always possible, no matter where the two removed squares are, and this is his proof:

(Imagine A and B are the squares removed.) The image is from Mathematical Gems I by Ross Honsberger.

A: Q: Can you tile  with ?

$ $ $ $

A: There are a couple of Fibonacci identities, I think. For example
$F_0^2+F_1^2+\cdots+F_n^2=F_{n}F_{n+1}$, with $F_0=1$.
By putting together squares of side $F_n$, one at a time, you get a rectangle of dimension $F_nF_{n+1}$: The two squares of side 1, then the square of side 2, then the square of side 3 and so on.
Here is an image I found online

A: In the movie category, I'm surprised that no-one has yet posted a link to Moebius Transformations Revealed.

A: This is elementary as well, but one of my favorite ones :)
$1^2 + 2^2 + \dots + n^2 = \frac13n(n+1)(n+\frac12)$
(Author: Man-Keung Siu)

A:
From the book "Proofs without words", there are ton of others too but this one I had trouble proving in UG, so like it most.

A: It's a long list of wonderful answers already, but I can't resist...
Question: Is it possible to find six points on a square lattice that form the vertices of a regular hexagon?
Proof without words:

Hint: A square lattice is invariant under rotation by π/2 around any lattice point.  Use reductio ad absurdum.
Credit: I learned that proof from György Elekes during the Conjecture and Proof course in the Budapest Semesters in Mathematics, after constructing a proof of my own that used entirely too many words and made very laboured use of the fact that $\sqrt{3}$ is irrational.  The picture here is my own creation (using Asymptote).
Follow-up:  Can you find four points on a hexagonal lattice that form the vertices of a square?  The proof is similar but not immediate.

A: This might be trivial but integration by parts has a nice proof without words:

(Got from: Roger B. Nelsen, Proof without Words: Integration by Parts, Mathematics Magazine, Vol. 64, No. 2 (Apr., 1991), p. 130; the original link is https://www.maa.org/sites/default/files/Roger_B04151._Nelsen.pdf).

A: Have a look at this document from an MIT-instructor (Sanjoy Mahajan):
http://mit.edu/18.098/book/extract2009-01-21.pdf
(This is a draft of Chapter 4 of: Sanjoy Mahajan, Street-Fighting Mathematics, MIT Press 2010.)

A: Given three mutually tangent circles in the plane, there exist exactly two circles tangent to all three.

A:
This visual proof of $$\sum\limits_{n=1}^\infty \left (\frac{1}{2}\right)^{\,2n}=\frac{1}{3}$$ is from http://www.cecm.sfu.ca/~loki/Papers/Numbers/ (Visible Structures in Number Theory, by Peter Borwein and Loki Jorgenson, The American Mathematical Monthly, vol. 108, no. 5, 2002, pp. 897-910).

A: There's a picture proof in the Princeton Companion, or alternatively on p. 340 of Hatcher, of the fact that the higher homotopy groups are abelian. Actually, here's a screenshot of the one in Hatcher (hopefully fair-use!):

Here $f$ and $g$ are mappings (with basepoint) of $S^n$ into some space for $n > 1$; the picture shows a homotopy between $f + g$ and $g + f$.
The above diagrams show an application of the interchange law, a more general expression of the Eckmann-Hilton argument,  for double categories or groupoids. Here is a more general picture

which shows that the interchange law for a double groupoid implies the second rule $v^{-1}uv= u^{\delta v} $, where in the picture $a=\delta v$,  for the  crossed module associated to a double groupoid, taken from the book advertised here.  There are many  $2$-dimensional rewriting arguments which are essential to the results of this book.

A: *

*The first homotopy group of SO_3 has an order 2 element (that's a classic).

*The surface area of a quarter of the unit sphere is Pi via Gauss-Bonnet (My source is Ariel Shaqed - it should have been a classic, but no one I asked seems to knew it). The sphere is what you reach with a straight hand while standing still. Hold a Pencil in your hand, that's your tangent vector. Now parallel transport the pencil on a quarter sphere: it points in the opposite direction. QED

A: Proof of the associativity law $f * (g * h) = (f * g) * h$ in the fundamental groupoid of a topological space:

You can find more of these diagrams in J. P. May's A Concise course in algebraic topology.

A: The pathspace of any topological space is contractible.
Pf (as given in my homotopy theory class): slurp spaghetti.

A: I like the tiling proof of the Pythagorean Theorem. The left image is credited to Al-Nayrizi and Thābit ibn Qurra (9th century) and the right by Henry Perigal (19th century).

A: I'm partial to the proof using Dandelin spheres that (certain) cross sections of cones are ellipses, where an ellipse is defined as the locus of points whose total distance to two foci is constant.  It's particularly nice because it explains the foci geometrically, as well as the focus-directrix property with some more work.

A: $$2 \pi > 6$$

$ $ $ $ $ $ $ $

A: I was somehow challenged by the idea: do more abstract topics allow proofs without words? I came out with this example. Of course, it is disputable if it is really "without words", since some words of explanation should be given (here they are: vertical segments represent Banach spaces and subspaces; connecting segments between two of them represent a linear operator. Italic letters $a,b,c,d,e$ are the  dimensions of the corresponding linear subspaces).

A: This is a "proof without words" by an equation, not a picture.
Three complex numbers $a,b,c$ in the complex plane form the vertices of an
equilateral triangle if and only if $~a^2 + b^2 + c^2 = ab + bc + ca$:
$$
$$
$$
\hspace{-3in} 2 |a^2 + b^2 + c^2 - ab - bc - ca|^2
$$
$$
= ( |a-b|^2 - |b-c|^2)^2
+ ( |b-c|^2 - |c-a|^2)^2
+ ( |c-a|^2 - |a-b|^2)^2  .
$$

A:
A nice proof for trigonometric equation:
$\sin^2(x)+\cos^2(x)=1$

redpajama_set_name: RedPajamaStackExchange


text:
How Biden Could Impact the Pandemic If He Gets Elected
With less than a week remained until the Election Day in the U.S., Americans are still looking into at the two candidates trying to decide where to cast their vote. One of the decisive factors is how the two candidates would manage certain key issues the country is battling right now.
Right now, President Trump's view on science is widely debated and his management on key science scientific issues has been questioned by many, no more so than by his opponent.
Whether we talk about the COVID-19 pandemic, global warming or NASA exploration, we've already witnessed how Donald Trump changed the development of these issues according to his widely debated beliefs.
But what about candidate Joe Biden? Although he has been involved in politics for decades, we can only assume how he will manage the unprecedented crisis caused by the pandemic or if he will support researchers as much as (or more than) our current President.
We gathered data and statements made by Mr. Biden during his election campaign and today we can have a look at how he might impact the COVID-19 pandemic in the U.S. if he takes over the White House.
COVID-19, a national emergency
If Joe Biden wins the 3 November Presidential Election, he will have to face and manage a series of seemingly countless issues brought by COVID-19. As we're all well aware, the pandemic has caused more damage and chaos than any of the recent U.S. presidents have witnessed.
Data released by public-health agencies continues to prove the gravity of the situation: so far, there are more than 200,000 deaths recorded across the U.S., many hospitals are still overloaded and numbers continue to rise.
What's worse, the American population is now divided between those who take all precaution measures and those who still don't acknowledge the severity, or in some cases existence, of the disease.
Georges Benjamin, executive director of the American Public Health Association, thinks the root of this problem is the government's initial response to the pandemic.
Some researchers' opinions were overlooked and leading infectious disease experts such as Dr. Anthony Fauci state that their efforts in controlling the virus haven't been supported properly.
The result? A nation of confused Americans who is are unsure whether to trust researchers or their current President who has said time and time again that the pandemic is not nearly as dangerous as it seems.
Most of Joe Biden's campaign has been focusing on their plans to improve the national test-and-trace programs and rebuild pandemic-readiness programs that were cut by the Trump administration.
However, Kavita Patel, health policy advisor, agrees that it will take a good amount of time until government officials can gain control over the pandemic, whether Biden gets elected or not.
A crisis of public mistrust
If Trump loses the election, the Biden administration must manage a secondary crisis: the public mistrust in federal agencies.
As I was stating above, there is plenty of evidence suggesting that the Trump administration has repeatedly censored or ignored public health advice issued by the Centers for Disease Control and Prevention (CDC).
One of the most controversial statements regarding pandemic management is the one that the Food and Drug Administration (FDA) is deliberately slowing down vaccine testing.
According to the Biden campaign, his administration is planning to allow the CDC for transparent guidance regarding public safety measures during the COVID-19 pandemic. A secondary benefit of this plan would be restoring faith among scientists working for both the FDA and the CDC.
Patel points out that many of these researchers have felt that their voices were put to silence wrongfully silenced, which brought a sense of marginalization.
WHO and vaccine initiatives
The Trump administration has started to withdraw from the World Health Organization (WHO) back in July, claiming they were in league with China as one reason for the withdrawal. Candidate Joe Biden says he will put in maximum efforts to support the WHO again if he gets elected by providing funds.
Since the United States is a major global economical power, their financial input can help the WHO fight the coronavirus, as well as other devastating diseases such as polio, on a global scale. Currently U.S. contributions account for about 20% of the WHO's total budget.
Once the U.S. is committed to supporting the WHO, it also becomes eligible for joining its international COVAX facility. This plan is designed to accelerate the discovery and manufacturing process of an effective vaccine against SARS-CoV-2.
It's important to point out that Trump also started a vaccine initiative called Operation Warp Speed. However, without international partnerships (such as COVAX), this project cannot assure the rate of supplies actually required to vaccinate an entire population.
In a positive scenario, the Biden administration would put in effort to create a powerful U.S. public-health infrastructure which can handle future health crisis if necessary.
'We absolutely know how to do this. We know what it looks like. We just have to have the leadership and commitment for resources to do it.' – Georges Benjamin, executive director of the American Public Health Association
Will Biden really be this commited committed? It's up to us whether we provide him with the opportunity of taking action on November 3rd.
REALTED POST: Vaccination Milestone For Biden
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redpajama_set_name: RedPajamaCommonCrawl


lifestyle choices and empowering the residents to enjoy their lives. We offer discreet and sensitive care and support to preserve their personal preferences, choices, and independence. Our care home allows the residents to build and sustain new friendships and relationships both within and outside the care community. This allows them to continue with their hobbies and pastimes that they enjoy and to sample new opportunities and experiences.
The number of people with dementia continues to increase throughout the UK and we strive to support as many families as possible on their journey with it. We make sure that the quality of life for each resident is maintained, so that it reflects their life choices and personality. Our staff recognise the uniqueness of that particular individual and cater to their needs with respect and dignity. We also accommodate the cognitive changes that may be experienced with dementia. Since these changes differ we tailor a plan to suit each individual.
Dementia is not a normal part of ageing. It is an umbrella term for a group of symptoms that reflect progressive damage to the nerve cells within the brain. There are a number of causes that result in dementia. The most common form of dementia is Alzheimer's.
We know by building compassionate and trusting relationships, and understanding the individual's biography that we're able to help that person live an enjoyable and stimulating life. Our care journey starts with us learning about your life. This is so we're able to create a lifestyle profile to ensure that each day meets all aspects of the six sense framework, which are personal to the individual.
when supporting residents who are living with dementia. We also conduct observational audits, which allow us to improve the experience our residents and staff have in our care home.
To meet the individual's lifestyle profile, we support and help them to continue enjoying their everyday routines. Alongside this we run a programme of regular events that contain engaging activities for our residents to get involved with. From social events and entertainment to cultural experiences and opportunities, our dedicated lifestyle team offer a variety of activities to choose from. These team members work closely with the residents and our care professionals to discuss and plan to meet the individual's goals and aspirations.
• Nurse, M, complimented the home on how well cared for the residents are and how nice the staff are.
• S popped in to ask if we could make her mother a priority on the waiting list. She felt High Broom was where she would like her mother to be, as the staff are a credit to the care home and the home itself is warm and welcoming. She has viewed other homes and High Broom was by far the best.
• Mrs H called following her respite care with us and complimented the home on how welcoming the staff were and how much she appreciated all our hard work.
• Jr, son of D called to inform us how pleased he was with his mum's care and the kindness shown by the staff at High Broom.
• Dr H complimented the home on how well we cared for Mrs West. He was impressed with all that we have put in place and all that we are doing for her in relation to her dementia care. St, Mrs W's daughter complimented us on the excellent care we are giving her mum.
• Paramedics attended High Broom and complimented the care and kindness given towards the resident that they had been called to see.
• A, daughter of Mrs B, emailed to thank us for her mother's Christmas present and to thank us for the care we give her mother.
• Dr H, consultant psychiatrist informed P at an appointment, which was attended with Mrs W, that it's very rare for a home to know the resident from top to bottom and he informed D that she was very lucky to be living at High Broom.
• A best interest assessor complimented the home on ensuring Miss F remains safe and well cared for.


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ALKI ZEI PDF
Alki Zei was born in Athens and passed her early childhood in Samos, which is reflected in her internationally recognised novel for children. Alki Zei qualifies as one of the most famous and beloved contemporary Greek authors. She was born in Athens in Her studies include philosophy, drama . of 53 results for Books: "Alki Zei" kaplani tis vitrinas / το καπλάνι της βιτρίνας. by zei alki / ζέη άλκη Oct 1, by Alki Zei and Gisèle Jeanperrin.
Author: Sham Megor
Country: Dominica
Uploader: Motilar
Naturally, the greatest virtue of her books remains their exquisite literary value which derives from masterly expression, perfect plot and a subtle sense of humour, thus resulting to breathless reading.
East Dane Designer Men's Fashion. Shopbop Designer Fashion Brands. Amazon Restaurants Food delivery from local restaurants. Apart from the various international zej and honours it has gained, it is now considered to be a classic work because of the fact that foreign publishers seek nowadays to republish it, despite the unavoidable truth that the book is envisaged more as a product that has to bring profit than as a cultural good.
There's a problem loading this menu right now. Her books have been translated into numerous languages. July Learn how and when to remove this template message. At high school she wrote some pieces for the puppet theatre.
She married to the theatre play writer Giorgos Sevastikoglou died xei and had two children. Learn how and when to remove these template messages. Among the various national and international distinctions she has obtained for her work, the greatest recognition comes from the readers, who read passionately her books and place them in the top of the best seller lists. These dominant themes are literary submitted in a multilevel and elaborate style that satisfies the demand of every reader of her work.
The readers' beloved Print Email. Provide feedback about this page. From the generous beauty of the city of Aachen and her cloudless — as she then believed — family happiness, she finds herself in the depressing district of Kypseli with her grandmother, a leftist fighter, incapable of comprehending anything but the heroic years of the Greek Resistance. Where faces without eyes, bodies without heads, breasts with the nipples cut off are not the outcome of torture in the detention centre in Bouboulinas Street but the symbolic images used by someone who suffers.
ABHIDHAMMA PITAKA BAHASA INDONESIA PDF
At the same time, moral values, like for example solidarity, daring or sincerity, emerge from her books, as well as discreet ideological messages, but with no attempt to moralize or preach. The innovative and avant-garde novels, short stories and plays that she has written have obtained many distinctions and awards, including a State prize, an Athens Academy award, various national and international distinctions and, ultimately, the Honorary Doctorate proclamation of hers by the Universities of Cyprus and Salonika.
End of an era. Her first novel, The Tiger in the Shop Window a. Alki Zei's books are published in many countries around the world; she has received various distinctions and awards, and continues to earn the admiration of a wide readership. What is heroism, self-sacrifice, bravery, become tragically relative questions. Alexa Actionable Analytics for the Web. Help us improve our Author Pages by updating your bibliography and submitting a new or current image and biography.
Amazon Drive Cloud storage from Amazon. In she and her family returned to Greece, but they all left again when the junta seized power in Undoubtedly perfect, extremely moving.
Alki Zei's entire work is translated in various languages around the world. What can a fanatic left-wing heroine understand of a world where the enemy does akki stand in front of you pointing his gun at you but is inside you? Her biographical narrative With a Faber number two pencil completes the picture of her life, offering in combination with the other two novels an overview of the recent Greek history.
What is the meaning of these three works?
DRAUPADI THE FIRE-BORN PRINCESS PDF
Her books have often been awarded abroad: Between Greece of those times and Greece of today many light years have passed. Consequently, what we want is that children read enough books almi that they are able to think and this is the only hope for something better. This is confirmed by the various national and international distinctions of her work, as well as by the fact that her work is studied as a subject of research and teaching at the University.
Her teenage novel Constantina and her spiders a. From to she lived in the Soviet Union aki a political refugee. You wonder about her childhood — was she lonely?
One could say that our outstanding author Alki Zei has raised with her books lots of children, apart from bringing up two of her own. By using this site, you agree to the Terms of Use and Privacy Policy. I am one of those readers who cannot understand the difference zwi children's or adolescent literature and literature for adults. Exact name of German article]]; see its history for attribution.
You must provide copyright attribution in the edit summary by providing an interlanguage link to the source of your translation. A documentary by film director Margarita Manda. She continued alii by publishing a series of short stories in Neaniki Foni Young Voicea magazine for young people directed by a team of intellectuals of that time.
Alki Zei – Wikipedia
Retrieved 16 January Learn more at Author Central. If possible, verify the text with references provided in the foreign-language article. Kolokotronis and Ritsos belong to the same generation. July Click [show] for important translation instructions. Alki Zei qualifies as one of the most famous and beloved contemporary Greek authors.
EL CASO DEL VIDEOJUEGO CARLOS SCHLAEN PDF
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Welcome to Farm Music, home of Farm Music Studio & Record Label, and friend to songwriters & musicians. Do get in touch if there's anything we can help you with.
You can now pre-order the new Co-pilgrim album here, on CD & gatefold blue vinyl!
and come and be our friends on social media.


A recent editorial published in the New York Times from Vatsal G. Thakkar, professor of psychiatry at N.Y.U. School of Medicine, discusses his beliefs that many cases of diagnosed Attention Deficit Hyperactivity Disorder, or ADHD, are in reality sleep disorders in camouflage.
Thakkar says that in his work he sees many adults who believe for all intents and purposes that they have ADHD, when, in fact, they actually are simply sleep deprived.
Thakkar's revelation raises eyebrows considering that 11 percent of school-aged children are affected by ADHD. Moreover, there's between an increase of 22 percent of ADHD diagnoses between 2003 and 2007, reports the Centers for Disease Control and Prevention (CDC). Simultaneously, it is now believed that children are sleeping at least one hour less now than they were one century ago.
The professor points to several studies that find a large percentage of children diagnosed with ADHD also have a sleep disorder, like restless leg syndrome, sleep apnea, non-restorative sleep, or snoring problems. Thakkar goes on to explain, that for some individuals, particularly kids, being deprived of sleep can actually make them less able to focus and more hyperactive, rather than lethargic.
Here are just a few excerpts from the Times editorial regarding the studies that are connection ADHD with sleep deprivation.
Paul Siegel associate professor at Westchester Community College points out other studies reveal that the ADHD symptoms may actually be acted out forms of learning disabilities, family conflict, anger, frustration, bipolar disorder, or even an identity crisis.
Professor Thakkar pronounces that we can no longer ignore the connection between ADHD and deep sleep.
Learn More about Getting a Better Night's Sleep and Good Sleep Hygiene at Plushbeds Green Sleep Blog.


eCommerce and Retail are up for a dramatic industry shift, especially in their digital marketing strategies–and that shift will inevitably be toward mobile.
If 2015 was the Year of Mobile, 2016 will be the Year to Optimize Your Mobile Strategy. By Q4 this year, retailers realized they needed to expand their efforts on the mobile front. In 2016, they will expand and develop comprehensive mobile strategies to take these efforts to a new level.
Below, I've outlined three key digital marketing trends for retail and eCommerce–all of which focus on mobile.
You've probably been hearing about micro-moments a lot lately. And with good reason! Micro-moments happen any time a consumer grabs her or his phone throughout the day to pass the time or look something up.
Americans spend an average of 4.7 hours on their smartphone each day and 41 percent of them check their phones multiple times an hour. They use their phones to check social media and email, to look up restaurants in their vicinity, and to look up product reviews and price comparisons while out shopping.
Retail brands will work to get in front of consumers in these micro-moments. They key to owning micro-moments is to assess intent (what does the consumer want to get out of this moment), and not rely solely on demographic-based targeting. Then, brands can send the appropriate push notification or alert. According to new research from Google, using only demographics to reach consumers means you could miss out on more than 70 percent of potential mobile shoppers.
Expect retail and eCommerce companies to start taking advantage of micro-moments.
Beacon technology has surged ahead this year, and you can expect it to become mainstream next year. At the beginning of 2015, BI Intelligence predicted that beacons would drive $44 million in retail sales by 2016.
Beacons allow brands to detect where a customer is at any given moment, and then send them push notifications with promotions or other useful information. They will help provide the shift to mobile commerce by providing immediate relevancy and value to customers. A clothing store could send a coupon to a customer near their shop or while the individual is near a competitor business.
Personalization is key to successful marketing–73 percent of consumers prefer to do business with brands that personalize their shopping experiences and 86 percent say personalization plays a role in their buying decisions.
Many brands do this with email and remarketing, but the use of personalization will expand in 2016. For retail and eCommerce, this means implementing on-site personalization. This could be in the form of a personal shopping assistant on a site, a "find your style" guide, a site navigator, or recommendations based on previous activity and preferences. All of these ways to personalize a shopper's experience will be mobile-optimized.
The Retail and eCommerce Industry will face the most disruption this year, all as a result of the shift to mobile commerce. The most successful brands will develop omni-channel strategies that take advantage of these emerging mobile marketing trends.
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O Comando das Forças Conjuntas da Albânia consiste no ramo das Forças Armadas da Albânia encarregado de proteger a integridade territorial da Albânia.

Ver também
 Forças armadas da Albânia
 Comando de Apoio da Albânia
 Comando da Formação e Doutrina da Albânia

Forças armadas da Albânia

redpajama_set_name: RedPajamaWikipedia


Winners of the 2009 Cooper-Hewitt award for design, SHoP collaborates with material manufacturers and trade contractors during the design phase to reduce client spending and ensure that buildings get built. The firm's upcoming projects include Brooklyn's Barclays Center (the sports stadium in the controversial Atlantic Yards project) and the Fashion Institute of Technology's C2 tower in Manhattan.
In his quest to get rid of material prejudices, Japanese architect Shigeru Ban has used everything from steel and plastic to paper and cardboard in his work. Case in point: the sweeping, netlike roof of the Metz Centre Pompidou in Metz, France, with its 1,800 unique steel beams (scheduled to open in May), or the 72-foot-tall paper tower installation made from hundreds of compressed cardboard tubes at London Design Week in 2009.
This Boston-based design duo won two major projects last year: one with a sharp, razorlike design for the University of Melbourne architecture school, in Australia, and another for the University of Toronto's Daniels architecture school, which uses high-performance environmental elements in the facade and aims for LEED Gold status.
Shortening its name from Olson Sundberg Kundig Allen Architects in January reflects the firm's approach to architecture: keep it down-to-earth and sustainable. The Seattle-based firm received the AIA Architecture Firm Award from the American Institute of Architects in 2009 for a decade of work. Current projects include the offices for steel fabricator T Bailey Inc., which appropriately uses large pipes as architectural elements, and the Lightcatcher building for Bellingham, Washington's Whatcom Museum, a 180-foot-long building that captures sunlight and is the state's first LEED Silver building.
The 43-year-old Tanzanian-born architect beat the likes of Henry Cobb and Norman Foster with his stacked stone walls and skylight-heavy design for the new National Museum of African American History and Culture in Washington, D.C.; the museum is scheduled to open in 2015. His Moscow School of Management in Russia will be completed this year, although students started using the complex in 2009.
The environmentally minded Philadelphia firm partnered with LivingHomes to design module-based prefab homes that are manufactured in a factory and can be assembled on-site in one day. The homes are LEED-certified and feature solar panels, recycled wood-and-bamboo siding, and automatic ventilation systems, among other features.
His World Trade Center Transportation Hub in New York has been scaled back for budgetary reasons, and the proposed 2,000-foot Chicago Spire has been stalled for lack of funding, but in 2009, the Spanish architect opened a swooping transit station in Liege, Belgium, and the Samuel Beckett Bridge, in Dublin.
James Corner's New York-based landscape architecture firm led the design team that transformed the High Line, an abandoned elevated railway track on Manhattan's west side, into a wildly successful public park. Up next: revitalizing Philadelphia's Race Street Pier.
Click here to see the rest of the story.


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Q: How to do a conditional formatting on "if cell's value on the right is less than the value left cell" for a range of values
I tried selecting the entire range (e.g. A2 to Z400), then put in the condition for instance: =B2<A2 to hope that a "ranged" conditional format would apply, but it doesn't seem to be the case.
I can probably come up with a VBA solution, but I was hoping to have an built-in Excel method if possible

A: Utilize conditional formating is indeed possible.

*

*Select the desired range.

*Select Conditional Formatting.

*New Rule..

*Use a forumla to determine which cells to format.

For the formula, enter
=IF(B1<A1;1;0)

Also, choose how you which to format.
This checks wheter B1 is smaller than A1. If true, it would return 1 which is boolean for true. This logical test should solve your issue. See screenshot below for the rule applied to range A1:B5.
Rule applied to range A1:B5 EXAMPLE


Paul William Walker III, father of late actor Paul Walker, recently announced that he is suing Porsche for his son's death. The younger Walker, who rose to fame in the Fast and Furious film franchise, was killed in an accident two years ago while a passenger in a Porsche Carrera GT.
A 3-year-old boy was killed in an Oklahoma car accident that occurred in a McDonald's parking lot. According to a news report in The Oklahoman, the fatal pedestrian accident occurred at Northwest Expressway and Council Road in northwest Oklahoma City. Officials say a mother and her two sons were crossing the parking lot when they were struck by an SUV. The 3-year-old sustained fatal injuries and the mother and 4-year-old suffered non-life-threatening injuries. The female driver of the SUV was not arrested, but the investigation is ongoing. According to the report, she may have caused the crash while distracted by another vehicle.
A 33-year-old woman was killed in an Oklahoma car accident involving a hit-and-run driver. According to a KTUL news report, the fatal hit-and-run crash occurred on 61st Street between Memorial and Mingo in Tulsa. Officials say the woman was walking with a man in a construction zone when a black or dark gray mid 2000s Chevy truck struck them. Both victims were taken to Saint Francis Hospital, where the woman succumbed to her injuries. Later, a 23-year-old man believed to have caused the crash was arrested and charged with leaving the scene of an injury accident.
An 18-year-old woman was killed in an Oklahoma car accident, which officials say, was caused by two vehicles racing each other on a public roadway. According to a News 9 report, the woman was killed when two cars that were racing crashed into the teen's van at the intersection of 81st and Delaware.
A 39-year-old woman has been killed in an Oklahoma car accident involving a head-on collision with a semi truck. According The Oklahoman, the fatal truck accident occurred on U.S. 270 southeast of Seiling. Officials say a Mack truck crossed the centerline and struck the vehicle. The victim was pinned in her vehicle for two hours before being freed by the Seiling Fire Department. She was pronounced dead at the scene of the crash. A passenger in her vehicle was hospitalized with head and leg injuries. The truck driver was treated and released at the hospital. It is unclear why the accident occurred or if the truck driver will be cited for the collision.
One person was killed in a recent Oklahoma City car accident involving two vehicles. According to a news report in The Oklahoman, the fatal crash occurred at South Lincoln Boulevard and East Sheridan Avenue in Oklahoma City. It is not clear from the report why the two vehicles collided or how the crash could have been prevented.
A 55-year-old woman was killed in a Tulsa County car accident when the Ford SUV in which she was a passenger struck another vehicle. According to a News 9 report, the fatal car crash occurred at Highway 97 and 61st Street in Tulsa County. Officials say a 20-year-old driver failed to stop at a stop sign before the SUV struck her car. The passenger in the SUV was killed in the crash. The 62-year-old driver of the SUV and the driver of the car that ran through the stop sign were both treated at a nearby hospital. It is unclear if the driver responsible for the fatal car crash will be cited for the collision.
A 43-year-old Tulsa woman was killed and two others were injured in an Oklahoma car accident involving three vehicles. According to a news report in The Sand Springs Leader, the fatal car crash occurred on 41st Street east of State Highway 97 near Tulsa Community College. Officials say the driver of a westbound car veered left and struck an eastbound vehicle, which in turn hit another vehicle that was traveling east. The Tulsa woman was killed in the crash and the drivers of the other vehicles were hospitalized with non-life-threatening injuries.
A 43-year-old Broken Arrow man was killed in an Oklahoma car accident involving a hit-and-run driver. According to The Associated Press, the fatal hit-and-run accident occurred in Broken Arrow the night of November 2. Officials say the man was killed when a Chevrolet S-10 pickup struck him and drove away. Investigators tracked down a 24-year-old Coweta man who has an S-10 with damage consistent with the fatal crash. He faces charges in connection with this fatal collision.


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Q: Como obtener el id de un view que acabo de agregar a un layout..?(Android) Despues de:
    TextView iv = new TextView(this);
    iv.setText("Letrasletras");
    //Este es el ID
    int id=100+1;
    //Aqui se asigna el ID
    iv.setId(id);

    ElLayout.addView(iv);

Exactamente de que manera puedo usar el "findViewById" (o el equivalente) con ese nuevo elemento..?
Si tienen otra sugerencia , es bienvenida , el objetivo es crear un elemento(del tipo "View") y poder interactuar con el mismo.
Gracias =D
Por poner un ejemplo mas sencillo
Supongamos que necesitas hacer esto:
private TextView lblMilisegundos;

protected void onCreate(Bundle savedInstanceState) {
    super.onCreate(savedInstanceState);
    setContentView(R.layout.activity_main);

    lblMilisegundos = (TextView) findViewById(R.id.lblMilisegundos);

}
Pero , "private TextView lblMilisegundos"(o el TextView en el xml) , aun no ha sido escrito , va a "existir" , en el momento en el que escribas esto:
 ElLayout.addView(iv);


As part of their corporate social responsibility activities, the alcohol industry (AI) disseminates information about alcohol and cancer. We examined the information on this which the AI disseminates to the public through its 'social aspects and public relations organizations' and related bodies. The aim of the study was to determine its comprehensiveness and accuracy.
denial/omission: denying, omitting or disputing the evidence that alcohol consumption increases cancer risk.
distortion: mentioning cancer, but misrepresenting the risk.
distraction: focussing discussion away from the independent effects of alcohol on common cancers. Breast cancer and colorectal cancer appeared to be a particular focus for this misrepresentation.
The film shows the depth and breadth of activities a general practice nurse can get involved with in a regular day.
This has been developed as part of the General Practice Nursing Workforce Development Plan to help promote the importance of expanding and developing the general practice nursing workforce.
Targeted at pre-registration student nurses and those that want to transition into general practice from other areas – have a look at the HEE website to find out if this could be the career for you.
Sepsis is a serious complication triggered by an infection, and it can lead to multiple organ failure and death if not treated quickly.
In support their educational programmes to improve knowledge and management of sepsis, the UK Sepsis Trust and NHS England have developed 'The Sepsis Game' which helps health professionals learn how to spot and treat sepsis quickly and effectively.
The game is based around the Sepsis Six care bundle and supports the Survive Sepsis training programme. A simplified online version of the Sepsis Game can be tried here.
Adding cayenne pepper to a soup meal increased satiation by the end of the meal.
Adding cayenne pepper decreased hunger and increased satiety 1 h post intake.
Adding cayenne pepper lowered desire for salt and increased desire for sweet and fat.
Participants felt more energetic 1 h post intake of a meal added cayenne pepper.
One hundred and thirteen adults, aged ≥ 50 years, with postlingual hearing loss and receiving routine clinical care at a tertiary academic medical center, were evaluated with the University of California at Los Angeles Loneliness Scale before and 6 and 12 months after intervention with HAs or CIs. Change in score was assessed using linear mixed effect models adjusted for age; gender; education; and history of hypertension, diabetes, and smoking.
Treatment of hearing loss with CIs results in a significant reduction in loneliness symptoms. This improvement was not observed with HAs. We observed differential effects of treatment depending on the baseline loneliness score, with the greatest improvements observed in individuals with the most loneliness symptoms at baseline.
This report, which includes a survey of 2,055 UK adults, shows that consumers face an average of 106 verbal pushes towards unhealthy choices each year as they are asked whether they would like to upgrade to larger meals and drinks, add high calorie toppings or sides to their order or take advantage of special offers on unhealthy food and drink.
It reveals that, in the course of a week, upselling techniques used by businesses resulted in 34% of people buying a larger coffee than intended, 33% upgrading to a large meal in a fast food restaurant, 36% buying chocolate at the till at a newsagents or petrol station and 35% adding chips or onion rings to the side of their pub or restaurant meal.
The findings showed that young people are even more likely to be exposed to upselling, with 18-24 year-olds experiencing it 166 times each year – nearly every other day – and going on to consume an extra 750 calories per week as a result. This could lead to an estimated weight gain of 11lbs (5kg) over the course of a year.


Making sure you understand your treatment plan and upcoming procedure is a critical success factor in your overall experience — and we're here to help. The more you know about what's expected of you, as a patient, and what you can anticipate post-procedure goes a long way to ease your mind and set you up for a successful recovery. Don't hesitate to lean on us, your family, and your friends for support as well. We all have a vested interest in your full and complete recovery.
While each of our physicians share a philosophy as it relates to neurosurgery, each procedure is different, along with the associated preparations and recovery resources. Prior to your procedure, you'll receive a highly-detailed patient packet that clearly outlines everything you and your caretaker will need to know, including pre-procedure, day-of, post-surgery, and follow-up instructions.
Below you'll find a list of commonly asked questions that you can expect answers to during your time at Barrow Brain and Spine. This list isn't exhaustive, but is meant to act as a starter guide to drive productive and informative conversations with your care team.
Please don't hesitate to contact us if you have remaining questions prior to your procedure day.
The more prepared you are, the better you'll feel. While anxiety is normal, we never want you to feel unprepared or uncertain. You and your care team will discuss the questions below prior to your procedure, and you'll also receive a detailed patient packet.
What are the things I can/can't do prior to the procedure?
What about my medications? Dietary restrictions?
What pre-procedure recovery plans should I make?
How far in advance should I start some of these preparations?
The day of your procedure may seem like a whirlwind of activity and emotion, which is why we're to help. One of our top concerns is ensuring you have everything you need to feel prepared. Again, you and your care team will discuss the questions below well in advance, and you'll also receive a detailed patient packet.
What should I plan to bring? What shouldn't I bring?
Who will handle my pre-operative tests?
Where will my family be during my procedure?
Are there any risk factors I should be aware of as it pertains to my procedure?
The procedure may be done, but that's only the first step. Recovery is just as important — sometimes more so. The more you know about your post-procedure journey, the better equipped you'll be to ensure successful healing.
How long will I need to stay in the hospital/treatment center?
What recovery plans do I need to arrange?
How much will I need to rely on my family and other support caretakers after my procedure?
How long before I can get back to my everyday activities?
Will I need to participate in physical therapy?
We see patients from all over the world and have a deep understanding of the needs of those traveling (sometimes long distances) for a procedure. Where will you stay upon arrival? When will you be able to travel post-procedure? We're fully prepared to answer your questions and ensure you have everything you need to make confident and well-informed decisions about your care. Let us help you plan your visit.


Missing a single tooth can compromise the health of your whole smile. The appearance of your smile is most commonly affected. Missing a tooth has repercussions on your oral health, your remaining teeth, your oral function, and your jaw bone density. Dr. Daniel Han is truly the implant specialist who has extensively been trained in this field. Dr. Han is a board certified periodontist. His peers trust his knowledge and skill in performing delicate surgeries for their patients. Together, they transform smiles with offer dental implants, to Arlington, Washington D.C., Chevy Chase, Bethesda, Great Falls, Tyson's Corner, Vienna, Oakton, Fairfax and McLean patients, with the greatest possible results.
With the skill of Dr. Daniel Han, you will not be able to tell the difference between the dental implant and the rest of your natural teeth. Plus, you can be confident with your dental implant as they garner a success rate of 95%! You will be able to live without compromising your appearance or your favorite foods.
A dental implant by our dentist in Rosslyn, Arlington preserves your bite integrity, by sharing the burden of chewing. Also, neighboring teeth are more stable with a dental implant in place, which also helps retain the jaw bone. You have some time to decide on how to treat a missing tooth, however, you will likely encounter discomfort and compromised function after a while. A dental implant can help you maximize your oral health and appearance.
Dental implants can be used in many ways. They can replace a single tooth, many teeth, or as few as four dental implants per jaw can be placed in order to securely anchor dentures, called implant-supported dentures. The fit and function of dentures is greatly improved with a few implants holding them in place. This combination of implants and dentures may be a great compromise to meet your needs for an effective and affordable restoration.
After your implant has been restored, your oral health and jaw function will be preserved, allowing you to avoid problems in the future. An implant will keep your bones in good health, and the surrounding teeth will not drift, as they can when a tooth is missing. You will also avoid the shrunken appearance of receding jaw bones, and your implant will be so natural in appearance, only you will know it's an implant.
Dr. Daniel Han provide comprehensive dentistry with affordable and comfortable dental implants in the Arlington area for Washington D.C., Georgetown, Chevy Chase, Bethesda, Potomac, Great Falls, Tyson's Corner, Vienna, Oakton, Fairfax and McLean, VA.


Hotel work is unique when compared to almost any other industry. The non-stop work environment, the industry's focus upon guest service, and the turnover rate found in most hotels, all make the industry stand out among others as one that requires a special type of person to fill its ranks. Some employees thrive in the industry, living off the excitement, continual change, and guest interaction, while others find the organized chaos a hectic and exhausting work environment. Therefore, if you are thinking of choosing a degree in hospitality management with the idea of working in the hotel business, it is best to determine first if you are right for the work.
The extended or odd hours required of many hotel positions can be one of the greatest detractors of working in the business. While some positions have set working schedules, and almost all employees will work a specific shift (either first, second, or third) there are times when schedules must be modified to meet occupancy needs. While the occupancy of a hotel will hit the front desk, food and beverage, and housekeeping departments the hardest, almost all departments will somehow be affected by a full house or low occupancy.
You see, when a hotel is sold out, it means there are more rooms to clean for housekeeping, more questions to answer and people to check in and out for the front desk, and more catered events and people to feed for the food and beverage department. Property operations might not be able to do any major repairs in rooms, so they will most likely be taking more calls for clogged toilets, ill-functioning televisions, or HVAC issues. Meanwhile, accounting will be handling credit card issues, and preparing billing for groups, while sales will be meeting with group contacts to see how their stay is progressing. Some managers might work six or seven days straight to meet the needs of a large group or conference, and there might be plenty of overtime for line-level employees.
Meanwhile, in a low occupancy situation, hours might be cut and managers might take waylaid holidays or personal days since revenue is decreased. There is no reason to have a bunch of employees hanging around with nothing to do. Management positions will likely still have work to do (possibly filling gaps of those employees who are at home) but they might not be working at the same gung-ho level as during a sold out week.
Therefore, work in the hotel business ebbs and flows with the tides of occupancy. Certain times of year will often determine how busy a hotel is. Occupancy might also be determined by the location of the hotel (urban, suburban, rural), certain group schedules or conferences, as well as the rates or specials the hotel offers. Urban locations can be hit especially hard when big conferences are in town or certain citywide events are taking place. Just because you are in management at those times, don't expect to be working a 40-hour workweek. You might even see the general manager working over a particularly busy or important weekend.
So now that you've been informed about the hours of many hotel jobs, it's time to issue fair warning regarding guests to those who are considering entering the hotel business. Hotel guests can be your best friend or your worst enemy. How you view guests, and how they view you, is largely determined by your attitude, although you must have some kind of people skills to succeed within the hotel business, otherwise you'll find your work exhaustive and unrewarding.
Many larger hotels and hotel chains live and die by the guest service score sword. Therefore, whether you enjoy dealing with particularly annoying or overbearing guests or not, it is your job to do all you can to satisfy their needs. The success of the hotel, its employees, and many times the ownership, will hang in the balance of guests leaving with a good impression of the hotel and the service they received. Much of the time, a large portion of management and employee bonuses are based upon the scores the hotel receives from these guests, so be sure the general manager will constantly be emphasizing guest service. If being friendly, problem solving, and listening to complaints aren't your particular strong points then hotel work might not be the right career choice.
Depending on your outlook and position, career advancement within the hotel industry can be a blessing or a real problem. For those new to the business and looking to make their way into hotel management, the high rate of turnover within hotels can lead to a variety of opportunities for quick and easy advancement. The reason turnover in the business is typically high is due to ease of transferring between chain or brand hotels, and unfortunately, the often competitive salaries of other industries. While this can be a wonderful advantage for the career minded opportunist, it can be a killer as a department head or manager. Trying continuously to keep the ranks filled with talented individuals can seem like a never-ending process. If you reach the level of department head or better within a hotel, it is important to ensure you let your top performers know they are appreciate and reward them for their hard work.


Lessons for teens on a Sunday are a great way to come together and learn about God and the meaning of life. It keeps them focused as Christians. It also keeps them off the street and their time is spent learning more about the Bible and good fellowship. They have interval breaks where they can interact with their friends and have snacks and the session is filled with questions and answers about different passages in the Bible.
A typical session would be lesson objectives where goals are discussed to help students live in truth and to avoid being hypocrites by having humility. The Bible is filled with stories to inspire teens and start them off on the right path. They would start off with an opening prayer and scripture memorization where they would discuss particular passages they had been requested to memorize. Students share their thoughts with the class and in so doing learn something valuable in every session.
Topics would include areas such as what Jesus said the Pharisees were guilty of and illustrate examples of hypocrisy and how living a deceptive life would affect people who were not Christian and whether students think that hypocrisy was a danger to the church. The lesson would be about humility and not being self-righteous to show that you are one of the flock when in reality your actions show otherwise. The purpose of the lesson is to illustrate why it is better to be humble and not show off what you have. The bottom line of the discussion is not to be arrogant and draw attention to what you have.
Youth group lessons are conducted in a way that is easy for teens to understand but also a valuable and enjoyable experience where kids look forward to every session to be with their friends. They become part of a group of individuals who have the same objectives and who choose to learn and not be influenced by outside deterrents.
A ten minute session before closing would consist of discussing various situations of right and wrong which would cover the lesson of the day. A question might be, if you were good and not selfish and tried to be kind to others, what people might think of you; whether your friends would see you differently and what your parents would think about your transformation. Questions are designed in a way that requires the student to think and not just respond with one word answers.
A closing prayer of about ten minutes take place during which everyone kneels to show their humility and students are asked to pray to God to give him or her the ability to honor Him in that area of his life. The student would ask God to give him the ability to know wrong from right, to help him be honest, to honor his parents, and to help those less fortunate than he is. The aim of the lesson is to pray to God to give you the strength to live clean and honest lives and to be kind. Youth group lessons are a great way to keep those of like mind together and to give teens a healthy alternative.


Will Uri propel Vicky Kaushal into the big league of brands?
Bollywood actor Vicky Kaushal, whose film 'Uri' hit the screens on 11 January, has not only been the talk of B-town since but the 30-year-old Masaan actor has already made his presence felt in the ad world too. From appearing in a Housing.com ad, where he featured alongside his Lust Stories co-star to posting pictures with Prime Minister Narendra Modi on Instagram, the actor's Twitter feed has been quite abuzz for some time now.


text:
Calmovil Hemorrhoid Relief
Natural Formula Made in USA
Fast Shipping and Delivery
1-800-775-7371 Mo-Fr 8am to 4pm EST SmartLife Labs, 5055 Enterprise Blvd. Toledo OH
Call (800) 775 7371
Things You should Know about Hemorrhoids - Hemorrhoids Who Gets it
Hemorrhoids are embarrassing. Any person can get hemorrhoids. Anyone can get scared of seeing blood or feeling a painful lump. You panic and ask, "do I have cancer"? But, here's a good news: In all the most common cases it is just a swollen vein called a hemorrhoid.
Continue reading to see how Mother Nature can help you!
We suffer in silence because we're too embarrassed to talk about it. The pain and itching become intolerable. You can't focus. You feel frustrated and exhausted. Many women can think "What if he notices?", and that's the reason why they avoid having sex.
Hemorrhoid - What is it?
Hemorrhoids Who Gets it - A hemorrhoid is an enlarged vein in the anus (it's also called a varicose vein). Bowel movements are regulated by the veins in the anus that are filled with blood. However, when the veins are pressured for too long, thier blood flow is disturbed, resulting to inflammation and pain. Abnormal flow of the blood would result to clotting of the blood. That results in a painful, swollen, protruding hemorrhoid.
Click to read more about causes and treatments »
Doctors classify two types of hemorrhoids:
Internal Hemorrhoids - most typical sign is bleeding of the rectum and extreme pain. Internal hemorrhoids sometimes protrude and clot. Blood and mucus can indicate internal hemorrhoids.
External Hemorrhoids - the most typical indications are burning sensation and itching. Streaks of blood can be present on a toilet paper during bowel movements.
The Causes of Hemorrhoids
Piles (another name for hemorrhoids) are caused by a constant pressure on the veins in the anus. Possible causes:
Straining at bowel movements and constipation.
Recurrence of diarrhea
Excessive body weight
Standing and sitting for an extended time
Lifting of heavy objects
Child delivery and pregnancy
What to do About Hemorrhoids?
Commonly, a person's reaction is to instantly go to the pharmacy and buy a well-known cream for hemorrhoids. Sadly, it only temporarily masks the symptoms by shrinking the hemorrhoid tissue with a chemical called phenylephrine. But it doesn't treat the real cause. It may have subsided, but after a month or so, severe pain and bleeding may return. By not really dealing with the real source, the person could end up going to the doctor for a treatment or a surgery.
Hemorrhoid Treatment Options
Infrared coagulation - Infrared laser is used to burn a tissue in order for the blood supply to cut off from the hemorrhoid. 5 to 6 treatments (one per week) are usually needed. Though it is shown in the ads as pain-free, most sufferers do complain about unbearable pain during the procedure. It doesn't treat the actual cause, so the hemorrhoids may reappear.
Rubber band ligation - Elastic bands are wrapped around the base of the hemorrhoid to cease the supply of blood. Within a couple of days, the hemorrhoid dies and falls off. Some other patients can experience bleeding and pain after the procedure. It doesn't cure the cause of hemorrhoids so they usually reappear.
Hemorrhoidectomy - a procedure that eliminates the hemorrhoids. Statistics have shown that this treatment method may cause incontinence later in life so it is recommended only for serious cases. Many patients have complaints because of the really painful process of recovery, that is why it should be considered as a last resort.
Ester c Hemorrhoids
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Hemorrhoids Foods to Avoid
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Calmovil Hemorrhoid Relief Kit
Calmovil Hemorrhoids Relief Kit is a natural option for people suffering from hemorrhoids.
Calmovil Hemorrhoid Relief Drops are formulated to relieve pain, itching, and burning. †
Calmovil Vein & Colon Formula promotes healthy veins and helps to calm and normalize the digestive system to relieve irritation from diarrhea or constipation. *
Calmovil Cooling Cream helps soothe irritated hemorrhoids, protect tissue from inflammation, cool down, and reduce swelling. *
Calmovil Hemorrhoid Relief is a pharmaceutical medicine made to relieve symptoms of hemorrhoids. Used for relief of symptoms:
Bleeding hemorrhoids †
Aching or burning in anus †
Constipation †
Blind or protruding hemorrhoids †
Rectal pain and itching†
Calmovil Hemorrhoid Relief is an OTC homeopathic medicine, formulated with officially recognized homeopathic ingredients, as listed in the Homeopathic Pharmacopoeia of the United States (HPUS), which is an FDA-recognized compendium for homeopathic medicine. U.S. government required disclaimer: There is no scientific evidence that homeopathic products work and product's claims are based only on theories of homeopathy from the 1700s that are not accepted by most modern medical experts. Important Product limitations.
Calmovil Vein & Colon Formula
Calmovil Vein & Colon Formula is a dietary supplement that was formulated to promote healthy veins and colon health from multiple angles *
It calms and helps normalize the digestive system *
It contains bioflavonoids with anti-inflammatory properties *
It promotes healthy blood circulation to help heal quickly *
It helps strengthen weakened veins *
It helps relieve irritation from occasional diarrhea or constipation *
Before ordering, please read about product limitations.
"I found Calmovil on the internet and was kind of scared to try it, but I needed help, and I ordered it. I wanted to try this product. I received it in the mail, and in about two weeks I was so much better! Calmovil is natural is I feel it's so much better. Calmovil helped me with all the bleeding, burning and itching and pain. I'm 100% better now."
Christie from Missouri
DISCLAIMER: Repeat customer received a free bottle in exchange for an honest review.
Important average results information.
Order Today and Receive
"20 Tips for Healing Hemorrhoids" eBook
$19.99 value yours at No Cost
In this eBook, you'll learn 20 helpful tips to get rid of hemorrhoids forever. These tips cover pain reduction, diet, exercise, what to do during flare-ups, and hygiene. This valuable eBook is a lesson on simple lifestyle changes.
Helpful advice on
Proven methods to heal hemorrhoids
How to improve hygiene habits
Small lifestyle changes that make a big difference
How to minimize pain during bowel movements
Foods you should eat and avoid
A priceless eBook for people who want to put an end to hemorrhoids today.
Order Calmovil and receive this free eBook INSTANTLY by email, so that you can begin applying the advice and START FEELING BETTER TODAY!
Read about important product limitations before ordering.
What Can You Realistically Expect?
When taken as directed and following the advice in our eBook you'll notice a significant improvement in a few days. A small percentage of our customers do not respond to our product, for this case we offer 60 days full money back guarantee. Our promise is simple: If you are not amazed by the improvement, return the open bottle for a full refund!
Calmovil Side Effects
Product safety is extremely important for us. Calmovil™ products contain natural herb and plant extracts that are considered safe. Our customers have been using Calmovil products for many years, and so far no adverse events (side effects) have been reported. As with other supplements you should not use Calmovil products if you are pregnant or nursing because the effects on fetus have not been studied. You should not take Calmovil Vein & Colon formula if you are taking blood thinning medication or have a bleeding disorder.
Ingredients in Calmovil Hemorrhoid Relief
Calmovil Hemorrhoid Relief drops is an OTC medicine that contains active ingredients that are listed in the HPUS, which is an FDA-recognized compendium of homeopathic medicines.
Active ingredients purpose as per homeopathic Materia Medica †
Aloe socotrina....................................... protruding, tender hemorrhoids †
Ratanhia................................................. burning pains before and after stools †
Nux vomica............................................ hemorrhoids, diarrhea and constipation †
Muriaticum acidum.............................. anal sensitivity and itching †
Hamamelis virginiana.......................... bleeding hemorrhoids †
Sepia....................................................... fullness of rectum †
Aesculus hippocastanum.................... engorged hemorrhoidal veins †
Sulphur................................................... itching and burning anus †
Collinsonia canadensis........................ aching and itching in anus, constipation †
Paeonia officinalis................................. itching, burning hemorrhoids †
Aesculus hippocastanum - engorged hemorrhoidal veins, Aloe socotrina - protruding, tender hemorrhoids, Collinsonia canadensis - itching and aching in anus, constipation, Hamamelis virginiana - bleeding hemorrhoids, Muriaticum acidum - anal itching and sensitivity, Nux vomica - hemorrhoids, diarrhea and constipation, Paeonia officinalis - itching, burning hemorrhoids, Ratanhia - burning pains before and after stools, Sepia - fullness of rectum, Sulphur - itching and burning anus †
Important Product limitations
† No statements or other information contained on this Website have been evaluated or approved by the Food and Drug Administration (FDA). These statements are based upon traditional homeopathic practice. Homeopathic remedies may not be effective for everyone. Always use our natural products as a complement to your physician's guidance and counsel. U.S. government required disclaimer: There is no scientific evidence that homeopathic products work and product's claims are based only on theories of homeopathy from the 1700s that are not accepted by most modern medical experts.
Ingredients in Calmovil Vein & Colon Formula
As an herbal supplement, Calmovil's Vein & Colon Formula contains natural ingredients from trees, herbs, and plants. Most other supplements contain a few bioflavonoids, and you need to take a lot of capsules to achieve proper benefit. Calmovil supplement delivers a powerful dose of 240 mg of a pure Hesperidin, rutin, and diosmin bioflavonoid blend in a single capsule. Calmovil supplement is the only product that promotes proper blood flow with Nattokinase enzyme.
HESPERIDIN is a bioflavonoid found in peppers and lemons. Hesperidin has anti-inflammatory property. It improves both connective tissue and capillary health, and fragile capillaries. *
NATTO EXTRACT - Nattokinase is an enzyme derived from boiled soybeans and natto bacteria. Nattokinase enhances the body's natural ability to maintain normal blood flow. Nattokinase supports proper blood flow essential for circulatory health. *
CAMOMILE has a regulatory and calming effect on the digestive system. its properties areIt is useful for diarrhea and indigestion, as it helps to stop frequent or irregular bowel movements. It also relieves anxiety and stress. Camomile contains flavonoid apigenin. It's a natural antihistamine that minimizes itching. *
PLANTAIN is an plant that has potent anti-inflammatory action. Research suggests it helps relieve itching, swelling, and bleeding. *
BILBERRY grows in Europe and is similar to blueberry. It will improve circulation and blood flow. *
DIOSMIN is a bioflavonoid present in Figwort plants. It has been used and shown to have benefits as a vascular-protecting and anti-inflammatory agent for more than thirty years. *
BUTCHER'S BROOM is an evergreen bush native to the Northwest europe and mediterranean region. Steroidal saponins found in butcher's broom are responsible for its medicinal actions. They helps strengthen and tone the veins and also act as a mild diuretic. Extract of Butcher's broom also constricts blood vessels and has an anti-inflammatory effect. *
RUTIN is a natural bioflavonoid found in citrus fruits, apricots, blackberries, and blueberries. Rutin has high anti-inflammatory activity and supports strong blood vessels. Widely used in Europe. *
HORSE CHESNUT trees grow in Europe and contains Aescin, a substance that helps keep veins strong and elastic. This, in turn, helps prevent the pooling of blood. It helps tone and strengthen veins and reduce swelling. *
We stand behind our products! All Calmovil products are manufactured in FDA registered facilities that exceed the highest standards for quality control, safety and ingredient purity.
Try our product for 60 days. If you don't see a significant improvement, simply send us your unused portion and we'll promptly return EVERY PENNY, including original shipping costs.
We refund both opened and unopened bottles.
Your order ships the same or next business day.
We never sell your personal information to anyone.
Purchase Calmovil Products with Confidence
with 60 Days Money Back Guarantee
Hemorrhoid Relief Kit
Combo for MAXIMUM RELIEF
Hemorrhoid Relief Drops
Natural Cooling Cream
Vein & Colon Formula
Important product limitations.
$249.95 - 3 Month Supply
$99.95 - 1 Month Supply
$79.95 - Monthly Autoship
per homeopathic Materia Medica used for
Burning or aching in anus †
Rectal pain and itching †
Promotes better blood flow *
Supports healthy veins *
Helps reduce inflammation *
Normalizes digestive system *
Botanical formula designed to
Calm irritated tissue *
Soothe burning and itching *
Help reduce swelling and pain *
"I found Calmovil on the internet and was kind of scared to try it, but I needed help and I ordered it. I wanted try this product. I received it in the mail and in about 2 weeks I was so much better! Calmovil is natural is I feel it's so much better. Calmovil helped me with all the bleeding, burning and itching and pain. I'm 100% better now."
Terms & Conditions | Privacy Policy | Site Map | Hemorrhoid Resources | Things You should Know about Hemorrhoids - Hemorrhoids Who Gets it
Though we strive to make the most effective product available, it may not work for everyone. There is no such thing as a magic pill that will get you instant cure. Every person's body responds differently. Results may vary and depend on the severity of your case, your life style and how well you follow the dosing protocol and the advice in our e-book. You should not use this information or product as a substitute for help from a licensed health professional. For those customers who do not experience significant improvement we offer 60 days FULL money back guarantee. We are committed to ethical business practices and our promise is simple: If you don't see an improvement, we do not want your money.
DISCLAIMER: We strive to create the most effective supplement product available and that's why we formulated the product based on clinical trials and scientific studies. However the inherent methods of these trials or studies have limitations and in some cases their results may be unreliable. All scientific references are listed for educational purpose only, highlighting potential benefits of each ingredient. They should not be taken as a proof the ingredient or our product is effective in all cases for all people.


text:
package com.networknt.light.rule.user;

import com.networknt.light.rule.Rule;

import java.util.Map;

/**
 * Created by husteve on 10/17/2014.
 */
public class LockUserEvRule extends AbstractUserRule implements Rule {
    public boolean execute (Object ...objects) throws Exception {
        Map<String, Object> eventMap = (Map<String, Object>) objects[0];
        Map<String, Object> data = (Map<String, Object>) eventMap.get("data");
        updLockByUserId(data);
        return true;
    }
}

redpajama_set_name: RedPajamaGithub


Lincoln Casino is a classy online gambling platform that was launched in 2013. This is a Curacao-licensed casino that is one of a limited number of offshore platforms who still accept players from the USA, although players from New York, Washington State, Kentucky, Maryland, Louisiana and Missouri are restricted from signing up.
Available through several platforms and sporting a classic selection of games powered by WGS, Lincoln Casino aims to serve the more seasoned casino player, rather than those looking for the cartoonish and gaming-oriented platforms you can find in abundance today.
This, together with its solid rewards scheme and regular tournaments are the main strengths of this stylish US casino, while its around-the-clock support and Bitcoin acceptance are only a major plus to any member, especially those from the States.
When it comes to games, the casino has a varied selection of virtual games powered by WGS Technology. As is the case with other casinos using the WGS platform, the games can be enjoyed in instant-play format, downloaded to your computer, or played via your smartphone.
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What Lincoln Casino players say about it..