Tips in Photography – 5 Things to Consider in Taking Impressive Photos

Photography is a great hobby and an interesting one as well. Although there are some people who just have that eye for a great photograph, you can however learn some techniques and tips in photography and eventually develop your skill in taking impressive photos.

To help you start with the basics, here are 5 things that you might want to consider in taking great photos.

1. Light. Light is the essential element of good photography, and by knowing how to use it and play with it, you can also learn how to capture dramatic moods in your photos. You have to consider how much light are reflected in the camera and how much shadows you want to appear in your picture to create a dramatic effect. You can determine how much shadows are in your picture by also determining the best angle to take the picture as well. If you love taking pictures of landscape, one of the tips in photography to remember is to take pictures early in the morning or late in the day.

2. Angle. Changing the angle of your photos can mean more dramatic and impressive photos. Ordinary photos are often those that are taken in an angle that you would most likely see if you are right there standing in front of the subject or the place. If you want to take impressive photos, change your angle to more interesting ones. You can shoot from closer to the ground, or you can also shoot from above your subject, or some other angle that is not normally seen.

3. Composition. One of the important tips in photography, and a basic one that every aspiring photographer should master is learning how to compose your photos. Proper composition allows you to convey the message that you intend to convey in your photograph, as it is the composition that will help the viewer grasp the meaning of the photograph. One of the basic rules in composition is the rule of thirds. Although this rule is never a strict one, learning this can be your foundation in taking impressive pictures. You can bend it and still take impressive photos though, but it is still important to learn how to do it so you will also know how far you can deviate from it and still make great compositions.

4. Framing your images is another great technique in taking dramatic photos. Especially if you are shooting a landscape you can make use of foreground images as ‘frames’ for your photo. One of the most common techniques used to frame images is adding an overhang of tree branches, tree trunks, windows or fences.

5. Timing is also an important consideration in taking your photos. Especially if you are taking pictures of events and happenings, it is important that you are able to capture the image right on that very time that the action is happening and that moment that really tells the story of what you want to convey.

Indeed, you can learn how to take better pictures. You can learn them one by one and you will eventually learn how to make better pictures the next time around.

The Gann Trading Technique

Traders in various markets such as commodities, stocks and futures have seen changes in decades but the use of the Gann Trading Technique remains. Traders still make use of this as a strategy in the analysis of the trends that the assets are taking. Even traders in the Forex market study and apply the basic concepts of the Gann Trading Technique.

Traders make use of the Gann angles as a way to analyze the major elements of the market like the pattern, the price as well as the time. Traders try to gain insight from analyzing the trading path of a specific market from its performance in the past and at the present time. The analysis is also used to determine how it will perform in the future. Modern day traders still draw the angles manually or through the aid of technology. These angles may be used to determine the trend-lines through there are lots of traders who are not aware of it.

The Gann Trading Technique allows traders to connect a trend-line. They may connect the tops of the Gann angle in order to determine the downward trend or the bottoms of the angle to know the upward trend. Traders who draw the Gann angle may be able to forecast where the price is going and on what particular date it might be expected. This is based on the premise that the diagonal line in a Gann angle moves through a uniform rate at a stable speed.

The use of the Gann Trading Technique does not exactly predict how the price will move in the market but traders will have to analyze where the Gann angle will be in order for them to get an idea of the direction that the market trends will take. Traders have to consider the not only the present but the past and the future as well. These elements exist in the Gann angles so traders may be able to predict whether there is a support or a resistance to the price being monitored.

The angles in the Gann Trading Technique are mostly used in forecasting support and resistance. The angles that are drawn allow the traders to analyze the market movements within the framework. Traders would be able to know when they will have to buy especially if they observe some support and when they will have to sell if there is resistance. The angles on the up-trend are considered as support and the angles on the down-trend are used to determine resistance. Traders in any trading market can make use of the Gann Trading Technique in making a sound analysis of the market.

Pythogoreas Theorem and Trignometric Identities

Let ABC be a right angled triangle with angle ABC equal to 90 degrees. Let angle BCA be theta and it follows that angle BAC is equal to 90 – theta as the sum of the angles of a triangle is equal to 180 degrees.

Sin(theta) is defined as opposite side/hypotenuse and cos(theta) is defined as adjacent side/hypotenuse. Here the Adjacent side is BC, Opposite side is AB and the hypotenuse is AC.

Sin(Theta) = AB/AC; Cos(Theta) = BC/AC.. (1)

The pythogoreas theorem states that the square of the lengths of the opposite side and the adjacent side is equal to the square of the length of the hypotenuse.

So AB * AB + BC * BC = AC *AC – (2)

AB = AC * Sin(Theta) BC = AC * Cos(Theta)

So the RHS of the expression (2) can be rewritten as

AC * AC * Sin(Theta) * Sin(Theta) + AC * AC * Cos(Theta) * Cos(Theta). (3)

It follows from (2) and (3) that

(Sin(Theta) * Sin(Theta)) + (Cos(Theta) * Cos(Theta)) = 1.

This is the most fundamental identify in Trigonometry. All other identities follow from this.

Let us derive some more properties of trigonometric ratios.

Let us take angle BAC for consideration. Let us write down the expression for Sin(BAC) is equal to AB/AC =Cos(ABC). If Angle ABC = theta, then BAC = 90 – Theta. So Sin(90-theta) is equal to Cos(Theta) or in other words Sin(30) = Cos(60), Sin(60) is equal to Cos(30).

Let us now derive some more trigonometric identities such as Sin (A)/a, Sin (B)/b, Sin(C)/c etc.

Let Angle A be CAB, Angle B be ABC, Angle C be BCA

Sin (BCA) = AB/AC; Sin(CBA) = BC/AC.

Hence AB/Sin(BCA) = AC; BC/Sin(CBA) = AC;

So AB/Sin(BCA) = BC/Sin(CBA) implying that the ratio of Sin of an angle in a right angled triangle to the opposite side is equal. Now It has to be proved that this ratio also holds true for any other triangle, not only a right angled triangle. This can be done by drawing a perpendicular in case of non right triangles and deriving expressions for a/Sin(A), b/Sin(B) using two right triangles.

The values of trigonometric ratios such as sin, cos and tan for different values theta such as 30,45, 60 and 90 degrees Sin(30) can be found using the property of an isosceles /equilateral triangle.

An isosceles right triangle has two angles equal to 45 degree. If each side is equal to 1 the hypotenuse is equal to sqrt(2). So it follows that Sin(45) is equal to 1/sqrt(2).

Building a Hexagonal Gazebo – Easy Plan To Craft A Gazebo On Your Own

Building a hexagonal gazebo is not as complicated a process as one would think. Gazebos provide a place to spend some happy times with family and friends. Building a gazebo also gives the owner a sense of pride and achievement. Gazebos that are made from wood are considered to be sturdiest and most beautiful. You can use redwood, rosewood or cedar to make a wooden gazebo.

You can chose from a variety of styles to suit your taste that will make your gazebo stand out from the rest of them. There are a few basic techniques of building a gazebo which you need to follow.

Let’s have a look at those steps which will guide you through its construction.

Choose the location: Clean the area and level it by pouring layers of gravel. Set up four batter boards by aligning them perfectly to have a square from where you can design the hexagon. Mark and pin the square center and hold it to a semi-circle. Then mark and pin the other sides to have the hexagonal extremities done.

Erecting the Main Posts: Find the right angle for the posts towards the inside deck. Then draw a perpendicular line at 90 degrees on the outer foot to position the posts correctly. Secure metal braces to the bolts that are sticking out and screw in the posts. Find the vertical plumb to keep the post in line with temporary braces.

Decking: Building a hexagonal gazebo requires you to build the floor frame and mark posts at 15″ and 21″ from the ground. Cut the inside of the posts between the mark trim off the wood to take in the beams. The beams need to be cut at 60 degrees angle at both ends with a saw. The beams will now form a 360 degrees round angle fitting in to the hexagon shape and secure them with nails.

Assemble the joists: Screw the metal joists hangers to the beams at half way and make them sit into the joist hanger next to them. Now attach the beams with both sides at 30 degrees to form a 60 degree angle on the pier and they will form a 360 angle. The boards need to be cut from the perimeter towards the centre with the joists screwed on each side. Apply wood putty to level the depressions which will give it a neat look.

Stair for the main entrance: Stairs are a better option to the main entrance for easy access. Dig the ground 6″ in front and level it by adding 1″ gravel and sand. Shape two beams with a miter saw to match the pitch of the stair and secure them with metal braces. Now screw up the two horizontal ledger boards on both beams and nail the wooden step on the corner.

Roofing: Assemble a round hexagonal perimeter and cross beams to mimic the railings followed by spanning double ceiling joists from all sides. Cut four joists with half the length at one end at 90 degrees to slot into the beam at the opposite ends in such a way that they will form a 360 degree angle. The final step in building a hexagonal gazebo is to cut the rafters, brace and secure them at the desired span and surface the roof.

Make a 5 Pointed Star Out of Wood

If you’ve ever seen a wooden, 5 pointed star and wished you could have one for your own wall, keep reading. Not only will you learn how to make one, you’ll also learn how to make one any size you want, and you won’t even have to be a math whiz to do it.

While not difficult to make, a 5 pointed star does require the use of some basic woodworking tools. The tools listed here are the minimal tools necessary to construct a star. If you have more advanced tools to use, the speed, accuracy and ease of construction will improve. You will need:

  • A jigsaw
  • A miter saw
  • Wood glue
  • Wood

Choose an Angle

We’ll be making a three-dimensional star that has a straight ridge, running from the center of the star to the tips of each point. The angle of this ridge can be anything you like, but I’ve found that a 30 degree angle looks great and gives the star a good amount of depth. Experiment to find the angle you like the best.

Cut the Wood

Begin by cutting 10 rectangular pieces of wood. Long, narrow pieces look the best, and the lengths and widths need to be identical for the points of the star to come together properly. An electric miter saw works well to cut the pieces to length, but you can always make the cuts by hand if necessary.

I would suggest starting with rectangles no bigger than 3″ x 10″. The thickness of the wood should be from ½” to ¾”. Once you get the hang of it, the size of the star is limited only by the woodworking tools you have available.

Bevel the Edge

Once the rectangles are cut, one of the long edges of each piece needs to be cut at a 30 degree angle (or whatever angle you choose). Set the base of the saw for the desired angle of cut and use a straight edge as a guide for the saw to cut along the entire length of the piece of wood. Be sure to start each cut at the same point on each piece so that the width of all pieces is identical after making the cuts. You can hold the beveled edges of two pieces together and see the basic shape of one of the star points.

Sort the Pieces

After all the cuts are made, put 5 rectangles in one pile and 5 in another pile. Mark each in the first pile with an L to signify it will be the left half of the point. The other pile gets marked with an R to show it’s the right half.

Cut the Points

Take a piece from the R pile and lay it down in front of you with the beveled edge on the left side, facing down. Measure down from the upper right corner, 1/5th of the total distance to the lower right corner. For example, if the length of the piece of wood is 5 inches, measure down 1 inch and make a mark. Now, use a pencil to draw a line from that mark, down to the lower left corner. Measure, mark and draw a line on the remaining pieces marked with an R.

All the pieces in the L pile get marked the same way, except the 30 degree bevel will be facing down on the right side, and the measurement will be made 1/5th the distance from the upper left to the lower left. Mark and draw lines on all remaining pieces.

Once all pieces are marked, make a cut along the lines of each of the 10 pieces. Make sure the saw is set to 0 degrees because you don’t want a bevel on this cut. Again, a straight edge may be helpful to make this cut nice and straight.

Glue the L and R Halves Together

With all the cuts made, you can now glue the L and R pieces together. Use good quality wood glue that will make a nice strong bond. When you’re done, you should have what look like five, star points. Set these pieces aside until they have dried completely.

Make 36 Degree Cuts

The last step involves making 2 cuts on each star point that are exactly 36 degrees from the centerline. If you have an electric miter saw, it’s a simple matter to set the angle at 36 degrees.

When making the cuts, line up the center ridge of the point so that it’s perpendicular to the back of the saw. The endpoint of the star should be pointing directly at you. It’s also very important when making the cut that the endpoint of the star is pressed down against the table. This is what assures the compound angle that each center point needs to fit together correctly. One cut will be made from the top, center of the point to the right at 36 degrees, and the other will be a mirror-image cut on the left side.

Glue the Points Together

Since 10 cuts will be made, each at 36 degrees, a complete 360 degree star will be made when you glue all the center points together. If the ends of each point were held down against the table when the cuts were made, each piece should fit together perfectly and the finished star should lie flat on the table.

Once you have the hang of it, vary the widths and lengths of the rectangles and use different types of wood. Use oak, pine, or old barn wood for just look you want. With a little searching and creativity, you’ll be certain to come up with a 5 pointed star that goes with any decor.

The Angles of Anger

Anger, one of the many emotions in a person’s arsenal, is a reaction of extreme displeasure, intolerance, or out-and-out rejection of a situation or a person’s actions. It can be externalized, resulting in a raised voice, a hand slam on a table, and rage, or internalized, mentally and physiologically creating pressure cooker breeding heart rate and blood pressure elevations and, over time, anxiety disorders.

It can be generated by a wrong, a betrayal, or an injustice. Paradoxically, these wrongs do not, by definition, have to be true. Instead, they only have to be believed or perceived as such.

A recent overcharge at my routinely frequented coffee shop illustrates this point. Since I usually order the same items, the cost is always the same. During a visit a few days ago, it was not. Becoming mildly angry, I asked, “Why are you overcharging me tonight?”

“The prices just went up yesterday,” was the response.

And with that information, my anger subsided.

Because of my para-alcoholic upbringing, characterized by a triggering, attacking father, I have certainly experienced my fair share of this unpleasant emotion, which, even in later years, is evoked when I ponder many of my life’s conundrums, such as why I was so treated as an innocent, helpless child. Why was nothing done to stop this abusive behavior toward me? Why did no one seem to feel for me? And why did I so suffer and sacrifice for reasons that had nothing to do with me?

The Bible warns that a person should not let his anger elevate to the point where he sins. Al-Anon, perhaps, rephrases this by stating that “anger” is only one letter short of the word “danger.” But anger intensifies into rage when injustices, like child abuse, are consistently administered and only creates a dilemma in which the infracted cannot tame his anger because it results from another’s actions he cannot control.

It is the equivalent of having a scab form after each parental infraction and then watching it being picked open with the next one. The process never reaches the point of healing. And forgiveness under such circumstances is impossible, especially when the parent fails to take responsibility for his adverse and harmful actions.

There are many angles to anger.

It can, for instance, become repetitive. When it is repeatedly experienced, even without cause or provocation, it can be suspected that it is the result of an early-life origin that has not been identified, and each episode of it can be surmised to be a late layer that restimulates the multitude of the others upon which it rests.

Adult children subjected to the instability, shame, and blame of an alcoholic upbringing, who are forced to squelch and suppress what is blatantly apparent to them, but seemingly not to those who subconsciously succumb to the “don’t’ talk, don’t trust, and don’t feel” rules that maintain the dysfunctional family system, are discouraged from expressing anger. With each incident, it builds and, after years of exposure, can reach rageful levels.

Anger can indicate and pinpoint. As episodes of anger diminish and a person returns to a calmer, if not more rational, state, he can question whether the intensity, amplitude, and duration of it was appropriate for or disproportionate to the anger-evoking incident.

If, for example, a person envisions himself beating the wall with his fist after the proverbial glass of milk has been spilled, then something far deeper, earlier, and most likely hidden has been triggered. His reaction is then nothing more than the tip of that iceberg.

Anger can result from unrealistic expectations, such as trying to change someone or something the person is limited or powerless to influence. While countless millions have done exactly that when attempting to change, fix, or cure an alcoholic, they have failed because they are unaware that they are addressing a disease and not necessarily the afflicted one behind it.

How many have watched events or people on television and then yelled, in anger, “How can this be? How can you say something like that? Can’t you see that… ?”

No, they most likely cannot. But, more importantly, anger expressed at a television screen is futile and will only place the person in a needlessly agitated state.

What may be of far greater value is examining why the anger is evoked in the first place-that is, what does this circumstance or person mean to him-and keeping the serenity prayer in mind that advocates understanding what a person can and cannot change to breed that state.

Finally, anger can be the equivalent of a veil or a cover-up. While most people see this emotion as existing in and of itself, it often hides the true one behind it, such as hurt or fear. I am reminded of the once-popular Let’s Make a Deal game show in which Monty Hall, its host, often asked, “Do you want to stay with the money you have or go for what’s behind the curtain for $200?” People usually do not know what is behind their “angry curtain” and therefore only see the anger that constitutes it.

Since this emotion is universal, there are certainly healthy aspects and angles to it, provided that it does not reach the point of control-less volatility. First and foremost, it alerts a person to wrongs and injustices. It may enable him to identify some or all of them in himself. It gives him the additional energy to defend and protect himself when bonafide inaccuracies have occurred. It establishes boundaries. It teaches others what he will and will not accept or tolerate from them. And, finally, it creates self-worth and -esteem by inhibiting others’ abilities to transform him into a people-pleasing doormat.

Understanding the purposes and angles, both healthy and unhealthy, that anger plays in a person’s’ life, particularly that of an adult child, can promote new perspectives as he walks out of his past and into a more promising future.

Learn Trigonometry in 2 Hours

Trigonometry is a branch of mathematics that deals with triangles and angles. Contrary to what most students think, the subject is not difficult to understand. For starters, passing trigonometry will require students to believe in themselves and encourage themselves that they have what it takes to excel. It is possible to learn the subject in 2 hours if you follow the steps below.

For you to excel in trigonometry, you will need to sharpen your algebra and geometry skills. In algebra, you should be familiar with changing the subject of equations, solving simultaneous equations and understanding linear equations. Geometry is also close to trigonometry and the areas you need to focus on include problems involving circles. Understand the different types of triangles and the different formulas used in solving problems involving triangles.

In order to learn trigonometry in 2 hours you will need to have an understanding of right angled triangles. Compared to other triangles, right angled triangle are the easiest to understand. Buy learning the basics of these angles; you will have a good understanding of the three ratios in trigonometry. Right angled triangles have three sides, the hypotenuse, adjacent and opposite. Hypotenuse is the longest side of the triangle.

Apart from learning about the angles, you need to understand the three ratios. These are sine, cosine and tangent. The sine is calculated by dividing the opposite angle by the hypotenuse while the cosine is calculated by dividing the angle adjacent with the hypotenuse. On the other hand, the tangent is calculated by dividing the angle opposite by the one adjacent. A similar way of arriving at the tangent is to divide the sine with the cosine.

Next, learn the basics of other non-right angle triangles. The ratios used in right angle triangles do not play a bigger role here but they come in handy. For non-right angle triangles, you need to understand two important rules; the cosine and sine rule. Both of these rules are used in determining the properties of non-right angled triangles. Keep in mind that there are other three ratios that you need to understand. These are the secant, cosecant and cotangent. These are reciprocals of the cosine, sine and tangent respectively.

When it comes to trigonometry, you will have to learn how to solve trigonometric equations. These equations usually involve functions and are solved by converting the equation and cause it to contain a single ratio. For instance, you can convert a multiple trigonometric function to contain a single ratio by dividing the equation by a trigonometric term. For example, if the equation contains cosine and sine, divide it entirely by the sine. You also need to understand the various trigonometric identities.

Learning trigonometry is not a difficult topic as most people think. The key to mastering the subject is to learn the basics and keep practicing until you have mastered it. The above tips can help you master the subject in just two hours and thereafter, will enable you learn trigonometry without difficulties.

Dynamic Horse Racing Handicapping Points and Angles

Dynamic horse racing factors are those which change according to how the race shapes up while it is being run. They may change in a moment and most success or failure depends on those factors. An example is pace. Another factor that is both dynamic and beyond the control of the human population is the weather. You may handicap the races the night before and expect a fast track based on a weather forecast. Like most weather forecasts it is nebulous and sure enough, the track is sloppy by the time the race is run.

The obvious solution to that problem is to handicap for both a wet and dry track. That will take more time and effort, but may pay off in the long run. Trying to prepare for changes is the key to mastering dynamics as well as you can. Pace scenarios that develop or disappear due to scratches is perhaps one of the most frustrating aspects of being a serious horse player. Then of course, there is always the matte of track biases that appear and disappear.

A good angle for handicappers is to write down the most solid and concrete of factors first and then work your way to the dynamic and easily changed factors. If you think a horse is likely to win, ask yourself which dynamic factor could cause the horse to lose and perhaps help another to win. For instance, if the main threat is breaking from the outside and your pick is on the rail, a slow track on the inside path could negatively impact your pick and help the contender who will race from outside.

When you go to the races you’ll have to watch the races and determine how the track is playing. If the rail is dead, it’s time for a change in plans and that outside runner may now be your best bet. Dynamic factors are situational and therefore the horse player has to be willing to adapt. Believe it or not, many of the bets you’ve lost over the last year were impacted by dynamic factors. Think back to the races you lost and why the horse you backed didn’t win. Was the pace scenario different than the one you predicted? Did you find out there was a bias after the race?

The health of race horses is subject to change without notice. After a big race the trainer may announce that the horse had colic just days before the race but the vet gave it a clean bill of health so the horse ran. How would that information changed the way you wagered? Take time to consider as many dynamic factors as you can and do your research before the race to nail down as much as you can. It’s still horse racing and anything can happen, but the more you know about the dynamics of the race, the better your chances of winning.

Common Eye Diseases – Glaucoma Symptoms, Causes, and Treatments

Glaucoma is one of the most common eye diseases, striking 1 in 200 people below 50. It is much more common among the elderly – almost 10% of all people above 80 suffer from glaucoma. Glaucoma is a very dangerous disease as it can lead to loss of eye sight if left untreated. Further, detection of this eye disease is quite difficult as the symptoms manifest themselves only in more advanced stages.

In glaucoma, the optic nerve gets damaged, typically due to increased pressure of aqueous humor, the fluid present in the eye. Damage to the optic nerve may be minor, but over time, it may lead to complete blindness.

Symptoms of Glaucoma

Glaucoma can be effectively classified into two types: Open-Angle, and Closed-Angle.

The former is more common, and also harder to detect. In ope-angle glaucoma, the patient suffers gradual loss of eyesight leading to complete blindness if left untreated. The field of vision gradually decreases and there are changes in the optic nerve. Because of the absence of perceptible changes in the early stages, it becomes difficult to detect. More than 90% of all glaucoma cases in the United States are open-angle, though this figure is much smaller in Asian and European countries.

Closed-angle glaucoma is rarer. Its symptoms are also much more acute, and include pain in the eyes, seeing spots, halos or lights, extremely red eyes, and nausea. Vision loss may be very sudden and extremely painful. Closed-angle glaucoma needs to be treated immediately as it can very quickly lead to complete blindness. It affects less than 10% of people in the United States.

Causes of Glaucoma

The primary cause of this eye disease, as outlined above, is increase in the pressure on the ocular nerve from the fluid present in the eyes (aqueous humor). This increase in the pressure itself is influenced by genetics. For instance, East Asians are more likely to suffer from closed-angle glaucoma than open-angle, whereas those with an African descent are thrice as likely to suffer from open-angle glaucoma than their caucasian counterparts.

Other causes of glaucoma are diabetes, variations in blood pressure, hypertension, and trauma. This eye disease is also related to age and is much more prevalent among the elderly. This is because of genetics, as well as increased health issues among the elderly such as hypertension, diabetes, etc.

Cures of Glaucoma

There is no permanent cure for glaucoma as of now, and all the cures can only provide temporary relief. In early stages, glaucoma can be corrected by taking external medication such as eye drops. These eye drops help to reduce the pressure in the eyes.

In later stages, surgery may be effective in providing temporary relief. Surgery may be carried out through conventional methods, or through laser. In most cases, such operations don’t provide long lasting cures.

Glaucoma is a difficult disease to cure because of its genetic origins. However, one can prevent its occurrence by taking good care of the health, especially against diseases like diabetes and hypertension which have a role to play in this eye disease.

Wide-Angle Lens and Nikon Coolpix S1000pj Digital Camera/Projector

Landscape photographers will often struggle with recreating in two dimensions the impact and spread of a stunning vista. They just don’t transfer all that well to a photograph. So focus on the following ideas! Firstly, don’t try to get it all! You can’t, so don’t both trying! Consider going the other way and zooming in on a particular object of interest and at the same time eliminate distracting backgrounds and objects. Secondly, buy a really wide angle lens (like a 12mm – not a “Fish eye” mind).

If your budget can stretch to it consider a 12-24mm zoom lens as this will allow you to get the “really big” picture! This has the additionally benefit of giving clouds a lovely sense of movement around their edges! Nikon has combined a miniature LED projector with a digital camera. Does it work? Well yes, but with some compromises! The look is fairly predictable and is very ordinary compact camera, with the exception of the extra lens on the front for the projector! Image quality is okay and in keeping with what you would expect to see from contemporary units in the market place.

The Nikon D-Lighting feature enhances a generally good dynamic range but digital noise can be an issue. If your pick of mediums is Facebook then this won’t really affect you. The 12 megapixels do not really extend to allowing large scale cropping. The real selling point on this compact is the 10 lumen LED projector of course. It will project onto walls from a distance of up to 2 metres. The projector is not overly strong so a decent set of dark curtains or a dark room will enhance the viewing experience. With a capacity to project up to a 40-inch screen this Nikon Coolpix is sure to impress fellow party goers!

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