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COROLLARY THEOREMS LOGOS
If you want to--this is, only if you want to--right click on one Corollary Theorems logo on left, then
select "Save Picture As". Please use the picture to link back to us.
Thank you |
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COROLLARY THEOREMS: "later" is both opportunity and irreversible time lost
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In 2010 we take as reference (100%) the average values in 2009. The absolute
(in black) and the relative (in blue, as percentages) values are presented in the following table. The table is
updated at the end of each month.
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COROLLARY THEOREMS SITE ACCESS DATA
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| REFERENCE |
SITE
HITS |
SITE
VISITORS |
SITE
BOOKMARKS |
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Corollary Theorems Site Access Data in 2009 - yearly totals and monthly averages
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| Totals 2009 |
1 514
436 |
133
500 |
50
252 |
| Average 2009 |
126
203 (100%) |
11
125 (100%) |
4 196 (100%) |
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Corollary Theorems Site Access Data in 2010 - updated monthly
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| January |
121
627 (96%) |
8 010
(72%) |
4 425
(105%) |
| February |
120
250 (95%) |
8 211
(74%) |
4 306
(103%) |
| March |
147 790
(117%) |
10
814 (97%) |
5 215
(124%) |
| April |
126 094 (100%) |
9 086
(82%) |
4 493
(107%) |
| May |
134
451 (107%) |
10
099 (91%) |
5 527
(132%) |
| June |
138
443 (110%) |
10
840 (97%) |
5 513
(131%) |
| July |
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| August |
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| September |
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| October |
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| November |
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| December |
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Totals 2010: |
788 655 |
57 060 |
29 479 |
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Average 2010: |
131
443 |
9 510 |
4 913 |
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In blue, in percents
above, are the monthly site access data in 2010 relative to the average values in 2009 (in red).
The chart below presents the monthly site access data in 2010 relative to the average
values in 2009 (in red). The BMK index is "site bookmarks": it reflects (a
part of) our site quality.
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COROLLARY THEOREMS SITE ACCESS DATA IN 2010
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to go to www.microchip.com
where you can buy dsPIC processors, and you can download MPLAB and C30 compiler |
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to go to www.microsoft.com
where you can find product support, downloads, and many, many other useful information |
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to go to www.digikey.com
where you can buy MPLAB ICD2, processors and electronic components |
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to go to www.greenwichmeantime.com
and find out the exact time anywhere in the world |
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to go to www.paypal.com
where you can open a personal account to make secure online payments |
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The stamp links to Preditors & Editors. This is a return link from Corollary Theorems, and it
is also our recommendation as the reference site for all beginner writers ... and not only. There is a
lot of interesting information at Preditors & Editors for all visitors.
We are honored with Preditors & Editors' "Truly Useful Site Award" stamp.
Thank you! |
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| http://www.nationalgeographic.com/
This links to National Geographic; it is interesting to visit this site from time to time. |
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| http://www.nasa.gov/ NASA
(National Aeronautics and Space Administration). Everybody should browse this site, since it is our greatest
window to the Universe. |
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| http://nssdc.gsfc.nasa.gov/
NSSDC ( National Space Science Data Center). This site is related to NASA, though they have very
interesting articles of their own. |
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We do not use site linking to increase our popularity with Google or other search
engines. Corollary Theorems is a reference, content-based site. We do welcome any links to our pages, though we
cannot guarantee return-links.
Our site is about intelligence, knowledge, and truth. If you do know how to read our pages, you may discover there
a lot more; for example, the future, and the science of tomorrow ...
It is all up to you.
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http://www.thespacesite.com/
This US site is an Astronomical Magazine with the latest news from NASA. We are pleased to return
their link, and we want to thank them for their consideration.
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This is a link to Ezine
Articles where O G POPA publishes an article from time to time. Interesting place having lots of useful
articles. |
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http://www.microchip.com
has two links to our products, and we return their link here. Very good site, with lots of useful info.
Microchip site is very complex and it my be difficult to navigate. Therefore, we recommend the Tools folder in our site to find your way around.
Do not be scared to start designing with Microchip controllers. With adequate guidance, this process is the
easiest possible. In order to do that, it is best to start with LHFSD. |
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Send your
comments regarding this page using support@corollarytheorems.com
Page last updated on:
July 01, 2010
© Corollary Theorems Ltd. All rights reserved.
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