Montclair High School, Kean University and Essex County College started the Deshon Johnson Memorial College Scholarship

Montclair High School, Kean University and Essex County College started the Deshon Johnson Memorial College Scholarship

Last year The Deshon Johnson College Scholarship Foundation awarded Malik Wright from Montclair High School the first Deshon Johnson Memorial College Scholarship. Please support us so we can honor 2014 student too and the future students to come.

Together We Can Invest In The Next Generation Future Leaders!

Please become a part of this educational investment legacy. Should your company like to partnership, donate, support or sponsor The Deshon Johnson College Scholarship Foundation, do not hesitate to contact us at djcscholarshipfoundation@gmail.com or 973-432-6463.

We at DJCSF like to thank you in advance for your support.

Scholarship Donors (Supportive Schools Who Started The Deshon Johnson Memorial Scholarship)

Scholarship Donors

(Supportive Schools Who Started The Deshon Johnson Memorial Scholarship)

Scholarship Donors

If you are interested in sponsoring a scholarship, please contact us by email at djcscholarshipfoundation@gmail.com.

               

               

Noneillahstore will be supporting The Deshon Johnson College Scholarship Foundation is hosting there First Annual Fundraising Dinner Event at The Brownstone 351 W Broadway Paterson NJ.

Noneillahstore will be supporting The Deshon Johnson College Scholarship Foundation is hosting there First Annual Fundraising Dinner Event at The Brownstone 351 W Broadway Paterson NJ.

The Deshon Johnson College Scholarship Foundation is hosting their First Annual Fundraising Event at The Brownstone. Flyers

The Deshon Johnson College Scholarship Foundation is hosting their First Annual Fundraising Event at The Brownstone Flyers.

Please feel free to print out the flyer and spread the news!

The Deshon Johnson College Scholarship Foundation is hosting their First Annual Fundraising Event at The Brownstone.

Announcement 

The Deshon Johnson College Scholarship Foundation is hosting their First Annual Fundraising Event at The Brownstone.

Greetings!

Deshon Johnson resident of Montclair, foundation will be raise money for Montclair High School’s student, Kean University and Essex County College for the Deshon Johnson Memorial College Scholarship. Last year Malik Wright from Montclair High School was given the first scholarship award. Please support us so we can honor a 2014 recipient too.

                                

On Wednesday March 5, 2014 at 6:30 pm to 10 pm The Deshon Johnson College Scholarship Foundation(DJCSF) is hosting their first annual fundraising event at The Brownstone, which is located at 351 West Broadway, Paterson, NJ 07522, 973-595-8582. Ticket donation price is $50 per person, and if you are unable to make this rewarding event, we would greatly appreciate your support for any donations you are able to give.  We will be honoring community leaders, Deshon Johnson College Memorial Scholarship recipient, college 

professors and others. In addition, we will be honoring and recognizing Deshon on his birthday as well.  We will have music, guest speakers and other performance for your enjoyment. Dress code for the event will be semi- formal attire and dinner style will be buffet.

Should you have any questions about the event or purchase a ticket please feel free to contact Naomi Johnson at 201-259-0381, or email us at djcscholarshipfoundation @gmail.com, or  you can make a donation online by clicking this link http://www.gofundme.com/1orzj4. You can pay for your tick in advance online on our Eventbrite page link  for your convince https://www.eventbrite.com/e/the-deshon-johnson-college-scholarship-foundation-dinner-fundraising-event-tickets-3668328068,  and print your ticket Also, you can mail your donation to PO BOX 202 Glenridge NJ 07028 for the event. Make your check payable to The Deshon Johnson College Scholarship Foundation and we will put your name on the list.The cutoff date for paying by check is February 25, 2014. However, there is no cutoff date to make a donation.

We will be looking forward to seeing you there and being a part of this auspicious event.

Together we can make a student’s educational dreams come true.

Brain Tease: What Both Number Are Even and Odd?

Brain Tease: What Both Number Are Even and Odd? 

The Discordians hold that everything can be related to the number five, as laid out in the Law of Fives. Many skeptics have scoffed at this theory, but then find that the more they look for it, the more the number five creeps into their experiences and worldview. Self-fulfilling prophecies are fun that way. But I digress.

The most mystical property discovered is that the number five can be mathematically proven to be both even and odd. The proof is quite straightforward, and the mental chaos that ensues is as good an example as any of the fact that disorder often results from unthinking adherence to order.

Proof that Five is both Even and Odd:

1. Two is even
2. Three is odd
3. Two and Three is Five
4. Therefore, Five is even and odd

Some nitpickers may point out that this proof can be applied to any number that is the sum of an odd and an even number. Since they are only trying to downplay the mystical nature of Five, the proper respose is to wave your hand dismissively at them while saying "Bah." This should cause them to feel so bad about doubting you that you can easily make them your slave.http://everything2.com/title/Five+is+both+even+and+odd

Even number is when one number are balance out the same and odd numbers is when a number does not balance out equally. For example 2 is an even number because 1+1 equal two.  The number five is an odd number. For example 2+3=5. Is there a number can be both even and odd? What do you think?

Properties of Splitting in Two
When an odd number is split into two groups, there is always one remaining.

Even numbers have no “odd one out”.

Similarly, zero split into two groups is hard to see. However, there is not a single dot that does not fit into one of the two groups. There is no “odd one out”, thus zero fits in the definition of an even number.

As you can see, there are two even groups on either side of the line.

http://www.greatplay.net/essays/is-zero-even-odd-both-or-neither

We Are Now on Twitter.

You can follow us on twitter.https://twitter.com/DJCSFoundation