I am in this world because iof a certain someone. I owe him this blogging life of mine. Today i was in school, while you were there enjoying your weekend, but through the play i was watching, ive remembered certain memories outside and inside the blogging world. Though you guys would always be a part of the memories I have. This life of mine is such a terrible disaster, that only this blog and bloggers could understand. For all the times i couldnt go to someone, id always go online and write about it, then the next day i would see comments from you guys, which really make my heart melt. For the times i had wished i had a big bro or a big sis that could understand me, my wish never came true until i found this world. It had made me a better person at that, being able to put out my feelings by just writing about it. For those fellow bloggers who understand me, care for me, i had wished before that you guys would come. Not every day i get to meet people through the net whom i can talk to by just writing. People in my world could not understand me no matter what explanations i do, but here you are, just reading and you understand what i write about. There are times when i had thought of leaving the blogging world, but like as other bloggers, i could not. It is part of my life, and i intend to keep it. The people whom i care for are mostly bloggers, you might find it disturbing cause i havent met the bloggers, but for all the problems i had, there you wer, i had chatted with you, some i had talkd with on the phone already, you guys are great, i may be soo kuleet, but still you are so patient. Ate hundun, you have helped me in sooo many ways, If i had the chance to change the world, i would probably exchange my other kuya for you. You are a great person who strives to carry herself in times of trouble, a strong woman who i look up too, for after all the problems youve faced here you are going strong again. Ate charmaine, you are one of my blogger sistahs! you are one great ate, i enjoy chating and talking to you, you make me feel better whenever i talk to you, and at the same time i would want to call you as my own ate if i had the chance. Ate vea, a pink sistah, you are one great girl who jsut had her 18th birthday, you brighten up peoples day you are such a sweet darling, and like ate hundun, and ate maine, i would also like to call you as my own ate as well. You might not be able to read this, but again i wrote this mesage for you. Ate russ, you never fail to make me smile with those heart-melting posts that you always put when you comment, you have been a darling darling darling ate to me, i nevr fail to smile when i read your comments, although there are alot of ates id wanna have, you are still defintly one of em. Ate ariane, throught the times ive been so kulet in ym telling you my problems, you had never lost your patience with me, you have been so caring ang loving ate to me, i would definetly grab the chance to call you my ate if it comes along. Kuya bart, my one ever deary blogger brother, you are a great dude men! though i have alot of brothers? id really want you to be one of em! you never fail to make me laugh with your silly and always postive coments on my blog. thankyou. :) Kuya popo, known as popz. i have many to say but with this simple message i hope you know what i mean, I OWE IT ALL TO YOU. you made me a blogger, and i owe you a big one. :) Ate tiepee, my dear sweet kikay blogger sister, a great writer, i enjoy reading your sweet tags on my blog, i hope i could get to see you soon, i enjoy talking to you, i still wish i can get the chance to call you my ate.  To all blogger bothers and blogger sistahs of mine, i love you all you never fail to brighten my day with your simple tags and comments on my blog. thankyou for continuing reading my blog, i hope you never lose interest, take care you all.

There are two facts concerning the square of an integer that are useful in the inverse process of finding the square root. The first concerns the number of digits. In short:

If 0 < a < 10 then 0 < a² < 100,
if 10 < a < 100 then 100 < a² < 10 000,
if 100 < a < 1000 then 10 000 < a² < 1 000 000,
.
.
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The point to see here is that the square of an integer has either twice as many digits as the integer itself, or one less than twice as many. So, since 9,409 has 4 digits its square root has 2 digits, and the square root of the 13 digit number 3,871,696,594,290 has 7 digits.

The second fact concerns the "geometry" of squaring a number. Consider, for example, the square of 249 so the geometric object to consider is a square with side of length 249 units. Write 249 as 200 + 40 + 9 then the square can be seen as