Commented 10 years ago2013-05-27 12:41:44 UTC
in vault item: fy_17b_snow_villageComment #20294
The map is pretty OK. I like the scenery, i always loved quiet themed snow maps. Plus there are some interesting effects like slightly opened windows.
What I absolutely hated are the lamps. Not only did i get stuck in one, but they are very ugly to use in this theme. An lantern would be much more suitable.
The map has some nice details, and its pretty good looking.
This comment was made on an article that has been deleted.
This comment was made on an article that has been deleted.
Commented 10 years ago2013-05-02 05:56:55 UTC
in journal: #8163Comment #44992
The idea is pretty cool. The graphics aren't too saturated with effects and i like that. As for the gameplay, this will probably be some really interesting stuff. Players would probably build not only towers or houses, but probably cities as well.
I really like the idea behind it. It isn't all blocky and running on a horrible unoptimized (Java) engine.
Commented 10 years ago2013-04-29 04:29:51 UTC
in journal: #8159Comment #58277
I might sound jumpy, but trust me, I never mean it as an insult. That simply how i express my self.
I am well aware that people get various things with more or less ease than others. But from personal experience i am most certain that the key to master mathematical lessons is to practice them until solving problems starts being automated. As i said its pure logic its all in noticing the, lets call it a, pattern in the equation/task, the way the task has been formed and what is it required to solve first to achieve the result. I mean, i had 1/5 (worst grade), 2/5 and some times 3/5 in math in grade school, wasn't much better in middle school, and thats all because i didn't practice nor study it. In college i already started to study and practice it more often resulting in a final grade of 95/100. I might get natural science and technologies faster, but shit, when it comes to sociology, languages and lectures, thats just plain boring and i cant be bothered to study it. So i can understand when others have a hard time with something.
And one more thing, of course its hard, everything in life will challenge you whether you like it or not, but you can conquer it if you set your self to doing so. This isn't said ten thousand times everywhere just because it sounds nice, it is true. And as many people suggested here, do try to get some extra lessons and always start from the most simplest task of the current lecture. You need to understand the basics in order to build a complex task and realize it. No one can lift 100kg in series with out first starting with smaller weights and building muscle.
Sorry if i sounded too ugh, i was quite busy, got a bitching hot retro case i was removing surface rust and filth from 100% steel, makes me hot.
Commented 10 years ago2013-04-28 15:46:54 UTC
in journal: #8159Comment #58276
Im currently busy with some retro computers so you only get the first one:
We can write it as f''(x) - f'(x) - 2f(x) = e^x+12 First we calculate the general form f''(x) - f'(x) - 2f(x) = 0. Assume f to be a sum of exponential functoins. The ODE gives us the characteristic polynomial x^2 - x - 2 = 0
(x-2)(x+1), which yields x=2 or x = -1.
Thus the solution to f''(x) - f'(x) - 2f(x) is of the form f(x) = e^(2x) + e^(-x)
For f''(x) - f'(x) - 2f(x) = e^x + 12 (the particular solution) we must consider f a sum of exponentials and a polynomial function. However, any polynomial in f must be of degree 0 (otherwise a power x^n will be on the right hand side of the equation), thus, exponentials and a constant factor: f(x) = a*e^x + b. Now, f'(x) = a*e^x = f''(x). insert into the equation f''(x)-f'(x)-2f(x) gives -2*(a*e^x + b) = e^x + 12, and thus a = -6 and b = -1/2
This gives f(x) = -6e^x - 1/2.
Now, the general solution is the sum of the particular solution and the complementary, and thus the final result is f(x) = -6e^x - 1/2 + a*e^(2x) + a*e^(-x) (For any a)
Commented 10 years ago2013-04-28 14:16:57 UTC
in journal: #8159Comment #58275
Madcow I am an Information Technology student. Yes I had advanced math and integrals/matrtixes. And i still say if its had for you, you didn't practice shit.
Commented 11 years ago2013-03-25 17:04:28 UTC
in journal: #8145Comment #60063
Try to get a PCI graphics, and an replacement CPU. If none work the board is dead. Could be RAM as well. What POST beeps does it emit? And are you sure that the PSU is all right as well?
Commented 11 years ago2013-03-25 15:05:38 UTC
in journal: #8145Comment #60062
Watch out for that 478 Dell, those motherboards are know for dieing a lot.
As for 604, awesome buy! I bought my self an Dell Precision 470 with 2x Intel Xeon 3.2GHz HT. Will upgrade it soon to 3.8GHz. Tell me the problem the MoBo has, maybe we can solve it.
This comment was made on an article that has been deleted.
This comment was made on an article that has been deleted.
This comment was made on an article that has been deleted.
What I absolutely hated are the lamps. Not only did i get stuck in one, but they are very ugly to use in this theme. An lantern would be much more suitable.
The map has some nice details, and its pretty good looking.
Confined and spooky.
As for the gameplay, this will probably be some really interesting stuff. Players would probably build not only towers or houses, but probably cities as well.
I really like the idea behind it. It isn't all blocky and running on a horrible unoptimized (Java) engine.
That simply how i express my self.
I am well aware that people get various things with more or less ease than others. But from personal experience i am most certain that the key to master mathematical lessons is to practice them until solving problems starts being automated.
As i said its pure logic its all in noticing the, lets call it a, pattern in the equation/task, the way the task has been formed and what is it required to solve first to achieve the result.
I mean, i had 1/5 (worst grade), 2/5 and some times 3/5 in math in grade school, wasn't much better in middle school, and thats all because i didn't practice nor study it. In college i already started to study and practice it more often resulting in a final grade of 95/100. I might get natural science and technologies faster, but shit, when it comes to sociology, languages and lectures, thats just plain boring and i cant be bothered to study it. So i can understand when others have a hard time with something.
And one more thing, of course its hard, everything in life will challenge you whether you like it or not, but you can conquer it if you set your self to doing so. This isn't said ten thousand times everywhere just because it sounds nice, it is true.
And as many people suggested here, do try to get some extra lessons and always start from the most simplest task of the current lecture. You need to understand the basics in order to build a complex task and realize it. No one can lift 100kg in series with out first starting with smaller weights and building muscle.
Sorry if i sounded too ugh, i was quite busy, got a bitching hot retro case i was removing surface rust and filth from
We can write it as f''(x) - f'(x) - 2f(x) = e^x+12
First we calculate the general form f''(x) - f'(x) - 2f(x) = 0.
Assume f to be a sum of exponential functoins.
The ODE gives us the characteristic polynomial x^2 - x - 2 = 0
(x-2)(x+1), which yields x=2 or x = -1.
Thus the solution to f''(x) - f'(x) - 2f(x) is of the form f(x) = e^(2x) + e^(-x)For f''(x) - f'(x) - 2f(x) = e^x + 12 (the particular solution) we must consider f a sum of exponentials and a polynomial function. However, any polynomial in f must be of degree 0 (otherwise a power x^n will be on the right hand side of the equation), thus, exponentials and a constant factor: f(x) = a*e^x + b.
Now, f'(x) = a*e^x = f''(x). insert into the equation f''(x)-f'(x)-2f(x) gives -2*(a*e^x + b) = e^x + 12, and thus a = -6 and b = -1/2
This gives f(x) = -6e^x - 1/2.
Now, the general solution is the sum of the particular solution and the complementary, and thus the final result is f(x) = -6e^x - 1/2 + a*e^(2x) + a*e^(-x)
(For any a)
Math is pure logic, nothing more to it. Practice it a lot and you will be able to solve equations and problems instantly.
Also just to be sure check the PSU voltage outputs.
If none work the board is dead.
Could be RAM as well. What POST beeps does it emit? And are you sure that the PSU is all right as well?
As for 604, awesome buy!
I bought my self an Dell Precision 470 with 2x Intel Xeon 3.2GHz HT. Will upgrade it soon to 3.8GHz.
Tell me the problem the MoBo has, maybe we can solve it.
That was my exact reaction when i first saw it
They are made from wheat.
Used to make VBS scripts.
Used to make VBS scripts.
Fucking ace.
Steam is a dick any way.
Ruining others lives with out any concern at all.