Click And Earn From World No.1 Site From Bangladesh Earning money by clicking is the easiest way which is widely spreading day by day.There are many people who are earning 50$ in a day by working on clicking site.But all site don't pay to the user.So you need to know the site who pays to the user.Clixsence is the world no.1 clicking site where you can earn by clicking ads everyday. JOIN MY TEAM TODAY BY CLICKING THE FOLLOWING Link You will get upto .02$ for one click. If you click for 30 days .04*30=1.20$(as a free member) You will get upto .01$ per day for per member under you So if you have 50 member.Then .01*50=.50(per day) .50*30=15(per month) So at the end of the month you will get 15+1.2=16.2$(as a free member) But if you have premium membership by giving 14 $.Your earning will be higher than free member.
Monday, January 19, 2015
How to earn money with ucunion?-last part
How to Put UC Union Ads on Your Blog?
Step1: First Download a ucbrowser. 
Step2:Submit your blog. Be sure to select Cash from Ad Codeoption. Check this guide on Submit your website.
Step3:Please wait a few days for UC Union to approve your blog
Step4:Copy your Publisher ID (e.g.buxin@mwbjs2 [This is for mywapblog.com). Your publisher ID is or code the string just afterpub=highlighted in the picture below. Also see this page onAd Code. 
How can earn money with ucunion? -Part 1
Brief introduction:
Established in November 2007, UC Union is a leading global mobile union system. It's an advanced affiliate platform based on the resources of UCWeb, one of the strongest players in mobile internet industry.With UCWeb's flagship UC Browser and strategic alliance 9APP/9Game, they connect UC partners with 500 million global users.
service:
they aim to unite every partner to share global success in the mobile internet time. We provide flexible cooperation models like Cash payment/Site exchange/App exchange. With the support from our professional team, you can easily monitor the accurate promotion data through our reliable system.
Here you can:
Promote your sites/Apps for free with our global/ regional traffic; Achieve earnings maximization;Reach brand exposure to 500 million worldwide mobile users. Click here to signup
Sunday, January 18, 2015
Memory Feud
Memory Feud is a classic character matching game is to test and improve your memory and IQ! Project Information The classic character matching game is to test and improve your memory and IQ! This app has been designed for a regular mental exercise that can greatly improve your memory. Your brain's memory will be challenged with different words of 3,4,5 characters. Memory Feud is good for any age, just read the word that appears on the screen and remember the position of its characters. Race against the clock as you have 5 seconds to identify their position. Let your friends play to see who has the better memory. Are you ready to challenge your memory daily with Memory Feud?
Android Wear For you! :)
Deciding what to wear is a really personal thing—it’s one of the ways you show people what you’re about. Wearable technology is no different, so Android Wear offers a wide selection of apps and watches to suit your taste. It’s about expressing who you are, however you want, right on your wrist. Today there’s even more ways to show your style with Android Wear, including dozens of new watch faces (powered by an official Watch Face API ), a full collection of devices on Google Play, and lots of other improvements based on your feedback. So try ‘em on for size, and let us know what you think. 
Watch faces for whatever you’re into
Starting today you can download watch faces from Google Play, just like you do with apps. We’ve got dozens of examples to get you started—from the unpredictable Minions in Despicable Me to the X-Ray artistry of Hugh Turvey. And because the new Watch Face API is available to all developers, you can expect even more choices in the weeks and months ahead. We’ve also updated the Android Wear app on your phone to make browsing, downloading, and switching watch faces really easy. So pick the one you like the best, or pick a new one every day.
A family of watches to choose from
In only a few short to make your watch your own. So by all means: wear what you want.
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Get free co.vu domain 
Basic Concepts Behind the Binary System
To understand binary numbers, begin by recalling elementary school math. When we first learned about numbers, we were taught that, in the decimal system, things are organized into columns:
H | T | O
1 | 9 | 3
such that "H" is the hundreds column, "T" is the tens column, and "O" is the ones column. So the number "193" is 1-hundreds plus 9-tens plus 3-ones. Years later, we learned that the ones column meant 10^0, the tens column meant 10^1, the hundreds column 10^2 and so on, such that
10^2|10^1|10^0
1 | 9 | 3
the number 193 is really {(1*10^2) (9*10^1) (3*10^0)}. As you know, the decimal system uses the digits 0-9 to represent numbers. If we wanted to put a larger number in column 10^n (e.g., 10), we would have to multiply 10*10^n, which would give 10^(n 1), and be carried a column to the left. For example, putting ten in the 10^0 column is impossible, so we put a 1 in the 10^1 column, and a 0 in the 10^0 column, thus using two columns. Twelve would be 12*10^0, or 10^0(10 2), or 10^1 2*10^0, which also uses an additional column to the left (12). The binary system works under the exact same principles as the decimal system, only it operates in base 2 rather than base 10. In other words, instead of columns being
10^2|10^1|10^0
they are
2^2|2^1|2^0
Instead of using the digits 0-9, we only use 0-1 (again, if we used anything larger it would be like multiplying 2*2^n and getting 2^n 1, which would not fit in the 2^n column. Therefore, it would shift you one column to the left. For example, "3" in binary cannot be put into one column. The first column we fill is the right-most column, which is 2^0, or 1. Since 3>1, we need to use an extra column to the left, and indicate it as "11" in binary (1*2^1) (1*2^0).Try converting these numbers from binary to decimal:
- 10
- 111
- 10101
- 11110
Remember:
2^4| 2^3| 2^2|
2^1| 2^0
| | | 1 | 0
| | 1 | 1 | 1
Binary Addition
Consider the addition of decimal numbers:
23 +48 _
We begin by adding 3+8=11. Since 11 is greater than 10, a one is put into the 10's column (carried), and a 1 is recorded in the one's column of the sum. Next, add {(2+4) +1} (the one is from the carry)=7, which is put in the 10's column of the sum. Thus, the answer is 71. Binary addition works on the same principle, but the numerals are different. Begin with one-bit binary addition:
0 0 1 +0 +1 +0 _ _ _ 0 1 1
1+1 carries us into the next column. In decimal form, 1+1=2. In binary, any digit higher than 1 puts us a column to the left (as would 10 in decimal notation). The decimal number "2" is written in binary notation as "10" (1*2^1)+(0*2^0). Record the 0 in the ones column, and carry the 1 to the twos column to get an answer of "10." In our vertical notation,
1 +1 _ 10
The process is the same for multiple-bit binary numbers:
1010 +1111 ____
Step one: Column 2^0: 0+1=1. Record the 1. Temporary Result: 1;
Carry: 0
Step two:
Column 2^1: 1+1=10. Record the 0, carry the 1. Temporary Result: 01; Carry: 1 Step three: Column 2^2: 1+0=1 Add 1 from carry: 1+1=10. Record the 0, carry the 1. Temporary Result: 001; Carry: 1 Step four: Column 2^3: 1+1=10. Add 1 from carry: 10+1=11. Record the 11. Final result: 11001 Alternately:
11 (carry) 1010 +1111 ____ 11001
Always remember 0+0=0 1+0=1 1+1=10
Try a few examples of binary addition:
111 101 111 +110 +111 +111 ____ ___ ___