based@Intellau_Celistic
Edmund larper
What's the deal with him anyways
He's from the future. Way beyond our comprehension.
autistic polymath
Tl;dr.
zoomer attention span
Yup I probably have the worst attention span with my academic underperformance but even I am able to read a few paragraphs. Smh
What getting no bitches does to a niggas reading ability
autistic polymath
Re: Astral Projection can i get some tips?
MoronicAnon
Join Date: 2016-01-24
Post Count: 8#182375885Monday, January 25, 2016 4:45 AM CST
"Can you feel anything during astral projection?" Yes. You can feel the molecules surrounding you dissipating in a gradual manner. "Does your astral body get out of your physical body automatically?" Not quite, it is a process of gradual ascension. You can only reach complete ascension if you envision an abstract realm separate from reality.
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Re: Suggest stuff to be added to an advanced math library
UnsourcedAnon
Join Date: 2016-01-12
Post Count: 563#184100772Sunday, February 21, 2016 3:48 PM CST
Please provide us with more details regarding your "advanced math" library. Which branch are you referring to?
ParadigmaticAnon
Join Date: 2016-01-25
Post Count: 182#183483309Friday, February 12, 2016 10:32 PM CST
Hello ROBLOX users. The purpose of this thread is to discuss the construction and manipulation of base-two sequences. I will provide an example sequence to facilitate wholesome discussion. S = 101 This is the decimal equivalent of the binary sequence "S": (0 * 2^2) + (0 * 2^1) + (1 * 2^0) = (1 * 4) + (0 * 2) + (1 * 1) = 5 We would refer to each 0 and/or 1 digit within a binary sequence as a "bit" If we define the value of the bit as variable "b", and use variable "p" to refer to the position of each bit within the sequence, we can calculate the value of a specific term within the sequence with the mathematical expression (b * 2^p). The series of the sequence is the actual decimal value of the binary number. Since binary is read in a rightward-leftward manner, we could retrieve the decimal value of the binary sequence "010" in this manner: (0 * 2^2) + (1 * 2^1) + (0 * 2^0) As you may have noticed, the value of the exponent decreases as you read the expression in a rightward manner. This is consistent with my previous claim of binary being read in a right-to-left manner. This sequence is also equivalent to: "(0) + (2) + (0) = 2", assuming that we are referring to the base-ten counting system. Hopefully this results in a wholesome and positive discussion.
ParadigmaticAnon
Join Date: 2016-01-25
Post Count: 182#183483618Friday, February 12, 2016 10:38 PM CST
If any of the individuals participating has any further interest, I am willing to devise basic binary sequences that we can analyze collaboratively.
ParadigmaticAnon
Join Date: 2016-01-25
Post Count: 182#183484734Friday, February 12, 2016 11:01 PM CST
Well then, I suppose that a computational example will garner interest. Computers utilize binary sequences to store data. Each bit represents a specific instruction to be manipulated by components of the CPU. This is accomplished by utilizing "0" and "1" to represent separate voltage states of a given segment of the hardware. "0" refers to low-voltage, and "1" refers to high-voltage. Thus, imagine a sequence such as "01010101" as merely representing the computer sequentially reversing the voltage states of various signals within hardware gates. Each gate represents the basic logical operations of AND, OR, NOT, XOR. Perhaps this will interest fellow users?
