SS eventually caught the attention of record labels, and in 2004, their 1st international debut, "Premeditated", was released on Sector 9 Studios (US) and Out of Line (Europe). To promote the release, SS departed for an extensive North American tour with Imperative Reaction. In November of 2004, SS took their act to Germany to perform at a series of "Out of Line Electro Festivals" with Hocico, Icon of Coil, God Module and Spetsnaz.
In 2005 SS moved to Metropolis Records, to release their next album, "Postscript", showcasing the band's knack for writing some of the most emotional electronic music in the genre. After following the release of "Postscript" with a US tour, SS is once again back in the studio working on more music to satisfy their ever-growing fan base.
INFO: http://www.systemsyn.com/06_site/bio.php
Life of the Party
System Syn Lyrics
Jump to: Overall Meaning ↴ Line by Line Meaning ↴
I'm the life of the party
Yes, I can kill
But don't count on it
I've just never been so insulted
What ever happened to doing things
Behind my back
Look at him
He's the life of the party
He'll buy you a drink
If you do what he thinks
Yes I can kill
But it wouldn't be worth it
Not here
Not now
And not for you
I've just never been so insulted
What ever happened common courtesy
To common sense
You're the life of the party
Look at her
She's the life of the party
They're so turned on when she does her dance
Yes I can kill
But I'd rather just leave now
And hope my silence will turn her off
I've just never been so insulted
I've never had this happen before
And I don't even know
If I care enough to show
A sign of affection
Now buried in rejection
Because you are the life of the party
The song "Life of the Party" by System Syn presents three different characters, each representing different aspects of the party scene. The singer of the song seems to be an introverted and sarcastic person, who claims to be the life of the party but also acknowledges the power of being able to kill. However, he also asserts that he would never do it, indicating that he is not a violent person. He is insulted by something that happened behind his back, and he questions the basic principles of common courtesy and common sense. In a way, he seems to be poking fun at the notion of being the life of the party, as he is well aware of the superficiality and shallowness of the social scene.
The second character introduced in the song is a man who is willing to buy people drinks if they do what he thinks. He is also capable of killing, but he is hesitant to do it in this context. The singer seems to be critical of this man's behavior as well, pointing out how it lacks common courtesy and common sense. The third character is a woman who is the center of attention for her dance moves. Once again, the singer affirms that he could kill but chooses not to, and he finds himself insulted by the situation. The repetition of the line "because you are the life of the party" adds to the sarcastic tone of the song, underlining how meaningless and vapid the party culture can be.
Line by Line Meaning
Look at me
The singer calls attention to themselves.
I'm the life of the party
The singer is the center of attention and enjoys being around people.
Yes, I can kill
The singer is capable of doing serious harm, but doesn't intend to act on it in this situation.
But don't count on it
The artist is warning against assuming they won't retaliate if provoked.
I've just never been so insulted
The artist is hurt by something that has been said or done to them.
What ever happened to doing things
The singer is disappointed that others are acting disrespectfully towards them behind their back.
Behind my back
The singer is not aware of what others have been saying or doing about them.
You're the life of the party
The artist is addressing someone else, telling them that they are the new center of attention.
Look at him
The artist draws attention to another person at the party.
He'll buy you a drink
The other person is charming and generous, trying to win people over.
If you do what he thinks
The other person has expectations and may punish those who don't meet them.
Not here
The artist is saying they won't act on any violent tendencies at this particular party/place.
Not now
The singer is saying that they won't act on any violent tendencies in this particular moment.
And not for you
The singer is saying that the other person is not worth the trouble of acting on any violent tendencies.
What ever happened common courtesy
The singer is expressing disappointment that others are not behaving respectfully or politely.
To common sense
The artist is saying it is illogical to behave disrespectfully or rudely towards them.
Look at her
The artist draws attention to another person at the party.
They're so turned on when she does her dance
The other person is the center of attention due to their sexual or sensual appeal.
But I'd rather just leave now
The singer does not want to be associated with the other person or situation any longer.
And hope my silence will turn her off
The artist is trying to distance themselves by not engaging in conversation or flirtation with the other person.
I've never had this happen before
The artist is surprised by the treatment they are receiving at this party.
And I don't even know
The artist is unsure how to respond or what to do now.
If I care enough to show
The singer is questioning whether or not they want to express their feelings or take action.
A sign of affection
The artist is considering expressing positive emotions towards someone who is not treating them kindly.
Now buried in rejection
The singer is feeling hurt and disappointed by the way they are being treated at the party.
Because you are the life of the party
The singer is saying that the other person's behavior has made them the new center of attention, and not in a positive way.
Contributed by Aria O. Suggest a correction in the comments below.
@DiverseDose007
Here are 235 chapters of mathematics:
1. Arithmetic Operations
2. Properties of Numbers
3. Fractions and Decimals
4. Integers
5. Prime Numbers
6. Factors and Multiples
7. Divisibility Rules
8. Exponents and Powers
9. Order of Operations
10. Number Patterns and Sequences
11. Place Value
12. Roman Numerals
13. Ratio and Proportion
14. Percentages
15. Profit and Loss
16. Simple Interest
17. Compound Interest
18. Discount and Markup
19. Average
20. Mean, Median, and Mode
21. Range
22. Probability
23. Counting Techniques
24. Permutations and Combinations
25. Sets
26. Union and Intersection of Sets
27. Subsets and Power Sets
28. Venn Diagrams
29. Functions and Relations
30. Domain and Range
31. Function Notation
32. Graphs of Functions
33. Inverse Functions
34. Linear Functions
35. Quadratic Functions
36. Polynomial Functions
37. Rational Functions
38. Exponential Functions
39. Logarithmic Functions
40. Trigonometric Functions
41. Trigonometric Identities
42. Trigonometric Equations
43. Law of Sines
44. Law of Cosines
45. Right Triangle Trigonometry
46. Graphs of Trigonometric Functions
47. Polar Coordinates
48. Parametric Equations
49. Sequences and Series
50. Arithmetic Sequences and Series
51. Geometric Sequences and Series
52. Binomial Theorem
53. Mathematical Induction
54. Complex Numbers
55. Arithmetic Operations with Complex Numbers
56. Polar Form of Complex Numbers
57. De Moivre's Theorem
58. Matrices
59. Matrix Operations
60. Determinants
61. Inverse of a Matrix
62. Systems of Linear Equations
63. Gauss-Jordan Elimination
64. Cramer's Rule
65. Vector Spaces
66. Linear Independence and Dependence
67. Basis and Dimension
68. Inner Product Spaces
69. Eigenvalues and Eigenvectors
70. Diagonalization
71. Orthogonalization
72. Differential Calculus
73. Limits and Continuity
74. Derivatives
75. Differentiation Rules
76. Implicit Differentiation
77. Related Rates
78. Higher Order Derivatives
79. Mean Value Theorem
80. L'Hôpital's Rule
81. Taylor and Maclaurin Series
82. Integral Calculus
83. Indefinite Integrals
84. Integration by Substitution
85. Integration by Parts
86. Trigonometric Integrals
87. Partial Fractions
88. Improper Integrals
89. Applications of Integration
90. Area Under a Curve
91. Volume of Revolution
92. Arc Length and Surface Area
93. Polar Coordinates
94. Parametric Equations
95. Differential Equations
96. First Order Differential Equations
97. Second Order Differential Equations
98. Homogeneous Differential Equations
99. Nonhomogeneous Differential Equations
100. Systems of Differential Equations
101. Laplace Transform
102. Fourier Series
103. Partial Differential Equations
104. Vector Calculus
105. Vector Fields
106. Line Integrals
107. Green's Theorem
108. Divergence Theorem
109. Stoke's Theorem
110. Conservative Vector Fields
111. Gradient, Divergence, and Curl
112. Three-Dimensional Coordinate Systems
113. Parametric Surfaces
114. Cylindrical and Spherical Coordinates
115. Multivariable Calculus
116. Partial Derivatives
117. Chain Rule
118. Directional Derivatives
119. Gradient Vector
120. Tangent Planes and Normal Vectors
121. Double Integrals
122. Triple Integrals
123. Change of Variables in Multiple Integrals
124. Surface Integrals
125. Flux Integrals
126. Vector Analysis
127. Green's, Gauss's, and Stokes's Theorems
128. Complex Analysis
129. Complex Functions
130. Analytic Functions
131. Contour Integration
132. Cauchy's Integral Theorem
133. Residue Theory
134. Laurent Series
135. Conformal Mapping
136. Real Analysis
137. Limits and Continuity
138. Sequences and Series
139. Differentiation and Integration
140. Metric Spaces
141. Topology
142. Functions of Several Variables
143. Continuous Functions
144. Differentiable Functions
145. Riemann Integration
146. Measure Theory
147. Lebesgue Integration
148. Hilbert Spaces
149. Banach Spaces
150. Fourier Analysis
151. Fourier Transform
152. Laplace Transform
153. Z-Transform
154. Convolution
155. Wavelets
156. Distribution Theory
157. Differential Geometry
158. Curves and Surfaces
159. Tangent Spaces and Normal Spaces
160. Riemannian Manifolds
161. Geodesics
162. Gaussian Curvature
163. Differential Forms
164. Exterior Derivative
165. Integration on Manifolds
166. Lie Groups
167. Lie Algebras
168. Lie Theory
169. Algebraic Topology
170. Homotopy Theory
171. Homology Theory
172. Cohomology Theory
173. Fiber Bundles
174. Characteristic Classes
175. Differential Topology
176. Morse Theory
177. Algebraic Geometry
178. Affine Geometry
179. Projective Geometry
180. Conic Sections
181. Algebraic Curves
182. Algebraic Surfaces
183. Commutative Algebra
184. Rings and Ideals
185. Modules
186. Noetherian Rings
187. Field Theory
188. Galois Theory
189. Algebraic Number Theory
190. Arithmetic Geometry
191. Elliptic Curves
192. Diophantine Equations
193. Cryptography
194. Coding Theory
195. Group Theory
196. Group Actions
197. Sylow Theory
198. Solvable and Nilpotent Groups
199. Representation Theory
200. Group Extensions
201. Group Cohomology
202. Commutative Group Theory
203. Algebraic Structures
204. Homological Algebra
205. Category Theory
206. Abstract Algebra
207. Universal Algebra
208. Semigroup Theory
209. Ring Theory
210. Noncommutative Ring Theory
211. Field Theory
212. Lattice Theory
213. Ordered Sets
214. Boolean Algebra
215. Topological Spaces
216. Metric Spaces
217. Continuity and Convergence
218. Compact Spaces
219. Connected Spaces
220. Separation Axioms
221. Product Spaces
222. Quotient Spaces
223. Manifolds
224. Smooth Manifolds
225. Differentiable Manifolds
226. Lie Groups
227. Lie Algebras
228. Lie Theory
229. Fiber Bundles
230. Differential Forms
231. Integration on Manifolds
232. Differential Operators
233. Riemannian Geometry
234. Symplectic Geometry
235. Pythagoras theorem
If you saw this,you gotta subscribe me😜😜😉
Plz bro🤝
@Yeet09
Cool! anyway, here is the recipie for brownies! -1 cup (2 sticks) unsalted butter -2 cups granulated sugar
- 4 large eggs
-1 teaspoon vanilla extract
-1 cup all-purpose flour
-1/2 cup unsweetened cocoa powder -1/4 teaspoon baking powder
-1/4 teaspoon salt
-1 cup chopped nuts (optional) Instructions:
1. Preheat your oven to 350°F (175°C) and grease a 9x13-inch baking pan. 2. In a medium-sized saucepan, melt the butter over low heat. Remove from heat and stir in the sugar, eggs, and vanilla extract until well combined. 3. In a separate bowl, sift together the flour, cocoa powder, baking powder, and salt. Gradually add this dry mixture to the wet ingredients, stirring until just combined.
4. If desired, fold in the chopped nuts into the batte. 5. Pour the batter into the prepared baking pan, spreading it evenly.
6. Bake in the preheated oven for approximately 30-35 minutes, or until a toothpick inserted into the center comes out with moist crumbs (not wet batter).
7. Allow the brownies to cool completely in the pan before cutting into squares. Enjoy your homemade brownies!
@hk9192
I wasn’t mentally prepared to learn this
@lalajallaludin2887
That man(in the animation) is cursed asf
@TheDarkHorse8
RIP DamnsGone, Vladimir Lenin and GTASanAndreas
@TheDarkHorse8
Unban DamnsGone, Vladimir Lenin and GTASanAndreas
@TheDarkHorse8
Unban DamnsGone, Vladimir Lenin and GTASanAndreas
@TheDarkHorse8
Unban DamnsGone, Vladimir Lenin and GTASanAndreas
@utkarsh_sarda
As a person having lot of dandruff, I thank you for traumatizing me
@emperorthegreat5298
Unban Damns gone,Vladimir Lenin and Gta san andreas
@emperorthegreat5298
Unban Damns gone,Vladimir Lenin and Gta san andreas
@emperorthegreat5298
Unban Damns gone,Vladimir Lenin and Gta san andreas