Where do you think Nexon got Ideas? List the things where you think Nexon got ideas from: Aran - idk Evan - Eragon Mercedes - Eragon Phantom - some folk legend/Kaitou Kid Luminous - probably not anything specific, but typical light/dark good/evil character Eunwol - also some traditional folk hero (eg. Iljimae) Xenon - probably just the general idea of cyborgs/iron man/megaman
Maplestory Zero Jokes Post some jokes/puns here. Q: What do you call when a child of Zero saves the world? A: Zero the Hero Q: Why is the starting level 100? A: Because it's the first number with 2 Zeros in it *badum-tsss* lolbored
How do you make Maplestory Music Videos Requirements? Title's bit vague. I have been recently browsing through various MMVs, and I became interesting in making an MMV. If I do start, I don't expect it to be professional, but one thing I would like to know is what are the best methods and programs involved in good MMVs? (I understand that there are different styles people use) Summary: 1) What programs will I most likely be using? (I have Vegas and Photoshop already) 2) How do I manipulate movements of sprites (separate movement from body and head, eg. tilting head, hair, etc.) 3) How do I (and where do I get) create special effects and transitions? I know all these seem already a lot, but if anyone is willing to even guide me a little, that
Help with Chem Lab Molar Volume Type of experiment: determine the molar volume of H2 at STP. This is based on "collected over water". You are given a piece of Mg ribbon. You steel wool it, then weigh it. You get a small-holed rubber stopper. Using a copper wire, you tie the ribbon and the stopper together. You have a long thin test tube filled with excess HCl (so Mg is limiting) and fill the rest of the volume with filtered water. You then plug the stopper into the test tube (the reactants won't react because HCl is dense, it being on the bottom). You also have a graduated cylinder filled with tap water prepared beforehand. You flip the whole test tube upside down and quickly put it inside the cylinder. The HCl will fall to meet t
Accepting Quests with Y key and Npc chat Whenever I accept quests, I always put the NPC chat on the y key. However, I've noticed that sometimes pressing "y" during the accept/decline option just ignores both options and cancels the chat. Is there a way to make it so that pressing y does accept the quest 100% of the time?
Very Hard Polynomial Questions It's not the very very basic things you learn with polynomials. A little harder. 1. Find all zeros of f(x)=128x^3-48x^2+1 given that one linear factor occurs twice. 2. Find all zeros of f(x)=x^4-54x^2+216x-243 3. Find the relationship between p and q such that the zeros of the polynomial x^2+px+q are in the ratio 3:2 4. Find the value of m =/= 0 if one of the zeros of x^2+(m+1) is three times the other. 5. Find the values of p if the polynomial x^2+px+2 a. has 2 as one of its zeros; b. has zeros whose sum is twice their product; c. has zeros whose squares have a sum of 21; d. has zeros whose difference is 3/2. 6. Use the remainder theorem to show that x+a+b+c is a factor of the polynomial f(x) = (x+a)(x+b)(x+c
Very Hard Polynomial Questions It's not the very very basic things you learn with polynomials. A little harder. 1. Find all zeros of f(x)=128x^3-48x^2+1 given that one linear factor occurs twice. 2. Find all zeros of f(x)=x^4-54x^2+216x-243 3. Find the relationship between p and q such that the zeros of the polynomial x^2+px+q are in the ratio 3:2 4. Find the value of m =/= 0 if one of the zeros of x^2+(m+1) is three times the other. 5. Find the values of p if the polynomial x^2+px+2 a. has 2 as one of its zeros; b. has zeros whose sum is twice their product; c. has zeros whose squares have a sum of 21; d. has zeros whose difference is 3/2. 6. Use the remainder theorem to show that x+a+b+c is a factor of the polynomial f(x) = (x+a)(x+b)(x+c
Trigonometry Help Desparate 1. Find all the angles between 0 and 360 which satisfy the equation: cosineA+sin(3A)=cosine(2A) 2. Find the general solution of the equation sinA-sin(2A)=sin(4A)-sin(3A) 3. Find all the angles between 0-360 which satisfies the equation cosine(x)+7sin(x)=5 4. Find the value of theta less than 360 which satisfies the equation: 3cosine(theta)-4sin(theta)= 5 Thanks in advance ^^
Another Hard Trig Set 1. If tan^2(alpha)-2tan^2(beta)=1, prove cosine2alpha+sin^2(beta)=0 2. If t=tan(1/2*theta), express the square root of --->>>>>>>>>>>>(1+sin(theta))(3sin(theta)+4cosine(theta) +5) in terms of t 3. If sin(3theta)=p and sin^2(theta)=(3/4)-q, prove that p^2+16q^3=12q^2 4. Prove 2cot(1/2)A+tanA=tanAcot^2(1/2)A 5. If 2cosine(3theta)=x+(1/x), show that 2cosine(3theta)=x^3+(1/x)^3 6. If secA-tanA=x, prove then tan(1/2*A)=(1-x)/(1+x) I forgot why I wrote the following, but I think I wrote these down as hints: >>>sin3(theta)=3sin(theta)-4sin^3(theta) >>>cosine3(theta)=4cosine^3(theta)-3cosine(theta) Btw sorry I couldn't make it neater. And I had to spell out "cosine&quo
Any Pro Trig solvers out there? 4. Show: a sin x + b sin x = sqrt(a^2+b^2) sin (x+ alpha) where tan (alpha) = b/a 5. If k cos theta = cos (theta-alpha), show that tan theta = k cosec alpha - cot alpha 6. Prove: sine(A-B) + sine (B-C) + sine (C-A) = 0 ------------ ------------- -------------- cosA*cosB cosB*cosC cosC*cosA I only managed to get somewhere for number 6. If I did it correctly, I stopped at: 2 tan A + 2 tan B + 2 tan C = 0
Math Help speed questions 1. Alex cycles 5km to return a friend's bicycle, then he walks home. The total time it took was 1.5 hours. He cycles 4 times as fast as he walks. Find out his walking speed. 2. Nora jogs 3km, then walks 2km (after). She jigs twice as fast as she walks. The total time is 2 hours. Find out her walking speed.
Kms Possible Dual Blade Comeback I'm not sure if this is posted before. If so, I'm sorry. EDIT: what are your thoughts? Of course, GMS still has DBs so imo it may affect KMS more than it affects GMS
Help With Trigonometry 1. If sec(theta)-cos(theta) = a and cosec(theta)-sin(theta)=b, prove that a^2b^2(a^2+b^2+3)=1 2. Prove that cos(theta)-1 + cos(theta)+1 = sec(theta) + tan(theta) >>>>>>>>>--------------------------------------- >>>>>>>>>sec(theta) + tan(theta) 3. Find the general solution to tan(x)tan(4x)=1 4. Find the general solution to tan(3theta)=cot(2theta) 5. Find the general solution to the equation [2 tan (x-1)]^2 = 3[sec^2 (x-2)] Any help is appreciated and thanks in advanced ^^ EDIT: Shoot, I wrote number 2 wrong. it should be [cos(theta)-1]/[sec(theta)+tan(theta)] + [cos(theta)+1]/[sec(theta)-tan(theta)] = sec(theta) + tan(theta)
Names of the Heros Food for thought: Think about the word Maple M A P L E ... Now it's Mercedes Aran Phantom L (unknown) Evan I'm not saying that this will be exactly the case. But I was thinking of bringing it back up after some basiler said this when Mercedes comes out. What do you think?
Youve been infected by a virus Instructions: a) Say 2 active members' names (to infect). They will later be officially listed on the infected list. b) Say 1 active members' name (to cure). They must be infected (on the list) in the first place. Rules: 1) A infected member may not be infected. If a user accidentally "infects" the infected, it will not be counted. 2) A cured member may not be cured. It will also not be counted. 3) To infect someone, choose anyone not on the infected list. 4) To cure someone, choose someone on the infected list with an "X" beside their name. 5) Cured people may not infect or cure others. 6) By posting here, you are infected. So if you are cured, take that as a temporary "ban". 7)
Is it possible to request a ban? Or a suspension? I want to be suspended for 2 days, but still be able to do clay's texts... =(