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SoftWire v1.3.1 Released.
gregory_a_eNov 11 2002

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Well I run Linux so I typically don't get viruses looking at goat pr0n.
JLP

Fix the Network Diagram
    Mon, 15 Mar 2010 01:26
Resolution writes:

The network depicted in the following diagram is having some issues. It's up to you to find them and fix them. The network topology itself is correct.

[PDF] routing_diagram.pdf (note: I didn't create this diagram. I'm only using it for the purpose of this exercise.)

Assume that you are on a Windows network with Active Directory. Assume that the two routers in the diagram are Cisco routers and the 2 domain controllers are your DNS servers. Though it's not depicted in the diagram, assume that one of the routers is connected to the Internet.

1. Workstation 1 (WS001) and Workstation 2 (WS002) are DHCP clients that are unable to obtain IP addresses. Explain why, then explain how you would fix this (note: the physical topology must stay the same).

2. Workstation 3 (WS003) is a DHCP client that can obtain an IP, but cannot connect to hosts beyond it's local subnet. Explain why, then explain how you would fix this.

3. What's wrong with the configuration of Router 1 and Router 2?

Be as detailed as you can with your explanations so others can learn. Explain both why something is wrong and what needs to be done to fix it. This is not so much a challenge, as it is a fun learning exercise (I hope). Also, there is cake for those who answer the questions properly.

read comments(3) / write comment / 104 views

Fair bits
    Sun, 07 Mar 2010 17:10
Cygnum writes:

You're given a black box that produces random bits. It produces '1' with a constant probability p and '0' with a constant probability probability 1-p (the bits are independent).

You need  to come up with a system that uses that black box but produces fair independent random bits i.e. '1' with probability 0.5 and '0' with probability 0.5. P is of course unknown, but constant.

Note - The given black box is your only way to produce random numbers.

read comments(11) / write comment / 398 views

Suntop Stickers
    Tue, 02 Mar 2010 19:33
Data writes:

Your school going kid is a fan of the SunTop drink. Each drink packet consists of a SunTop sticker which should be peeled off from the packet and collected. Say, that in all there are 52 unique SunTop stickers and each SunTop drink packet costs 1 Saudi Riyal. Give an estimate of the total money that you would have to spend on your kid to collect all the 52 unique SunTop stickers. I.e Estimate the number of SunTop drinks you have to buy inorder to get all the 52 unique SunTop stickers.

Note: You get exactly one SunTop sticker per Suntop drink packet. You also cannot exchange stickers with other kids. The buying process is random. I.e. you have to take whatever SunTop packet the store owner gives you. You donot have the choice to pick the drink on your own.

read comments(12) / write comment / 629 views

Sat-nav systems under growing threat from 'jammers'
    Thu, 25 Feb 2010 09:26
Data writes:

Technology that depends on satellite-navigation signals is increasingly threatened by attack from widely available equipment, experts say.

While "jamming" sat-nav equipment with noise signals is on the rise, more sophisticated methods allow hackers even to program what receivers display.

News

Editor Note: The impacts are significant.

read comments(6) / write comment / 487 views

Jaywalking
    Mon, 22 Feb 2010 11:50
Data writes:

You have been caught jaywalking. The officer gives you two options- one day in prison or a $100 fine. You, being the smart guy asks for a third option. The officer being a math buff thinks for a while,goes back into his vehicle and picks a complete set of chess pieces (16 white and 16 black) and two empty boxes. He asks you to place the chess pieces in the two boxes, the only constraint is that all the pieces should be placed. He then asks you to close your eyes and the officer changes the order of the box(not its contents) randomly. Now, again with your eyes closed you are asked to pick a piece from one of the two boxes.

- If it is a white piece that you picked, you are free to go without any fine

- If it is a black piece that you picked, you are at the officer's mercy.

What is your best strategy in placing the chess pieces in the empty boxes so that you have the highest probability of picking a white piece?

read comments(15) / write comment / 1025 views

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