In 1886 Oromo woman breast cut off by Menelik II

In 1886 Oromo woman breast cut off by Menelik II

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Added: **13-09-2011**

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King Menelik II of Amara ordered Oromo woman breast cut off in 1886.

Menelik II genocide of 5.9 million Oromo - Documentary part I

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From: AadaaOromoo

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Menelik II genocide of 5.9 million Oromo - Documentary part 3

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Menelik II genocide of 5.9 million Oromo - Documentary part 4

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SHOCKING TRUTH: Ethiopia Emperor Tewodros II killed by Oromo Queen Workitu of Wollo

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Tedros & Yohaanes were murdered by people of WELLO not suicide or war - Menelik II genocide Documentary II

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From: AadaaOromoo

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Which Ethiopian leader ruled Ethiopia,Eritrea,Somalia and Djibouti as one country?

Runtime:**5m:7s**

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From: AadaaOromoo

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From: AadaaOromoo

Oromiyaa Zikrii - Mubariikaa Asaalaam Aalaikaaما شاء الله

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Menelik II genocide of 5.9 million Oromo - Documentary part I

Runtime:**6m:37s**

Comments:**3**

Views:**14501**

From: AadaaOromoo

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From: AadaaOromoo

Tedros & Yohaanes were murdered by people of WELLO not suicide or war - Menelik II genocide Documentary II

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Comments:**28**

Views:**1382**

From: AadaaOromoo

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From: AadaaOromoo

Menelik II genocide of 5.9 million Oromo - Documentary part 3

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From: AadaaOromoo

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From: AadaaOromoo

Menelik II genocide of 5.9 million Oromo - Documentary part 4

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Comments:**237**

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Haile Selaise crimes against Oromo - part I

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Haile Selaise crimes against Oromo - part 2

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When Ethiopia,Eritrea,Somalia,Djibouti was one country under ISLAM

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Oromiyaa - the first Democratic nation of Africa

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Oromo Christians teaching the world about Oromiyaa Country Independence at Church

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Christian Oromos fully support OLF and Oromiyaa independence

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Every country in the world must know about Oromiyaa

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Please Stand, for the Oromiyaa National Anthem

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Channels: Ethiopian Documentary Ethiopian Education Ethiopian History

Tags: Menelik II cut off Oromo woman breast

You can comment anonymously[dbbbbaf2]Who is this(2014-02-21 21:04)ETHIOTUBE WILL BE HACKED SOON!

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ETHIOTUBE WILL BE HACKED SOON!

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[edit]Privileged character of 3+1 spacetime

There are two kinds of dimensions, spatial (bidirectional) and temporal (unidirectional). Let the number of spatial dimensions be N and the number of temporal dimensions be T. That N = 3 and T = 1, setting aside the compactified dimensions invoked by string theory and undetectable to date, can be explained by appealing to the physical consequences of letting N differ from 3 and T differ from 1. The argument is often of an anthropic character.

Immanuel Kant argued that 3-dimensional space was a consequence of the inverse square law of universal gravitation. While Kant's argument is historically important, John D. Barrow says that it "...gets the punch-line back to front: it is the three-dimensionality of space that explains why we see inverse-square force laws in Nature, not vice-versa." (Barrow 2002: 204). This is because the law of gravitation (or any other inverse-square law) follows from the concept of flux and the proportional relationship of flux density and the strength of field. If N = 3, then 3-dimensional solid objects have surface areas proportional to the square of their size in any selected spatial dimension. In particular, a sphere of radius r has area of 4πr ². More generally, in a space of N dimensions, the strength of the gravitational attraction between two bodies separated by a distance of r would be inversely proportional to rN−1.

In 1920, Paul Ehrenfest showed that if we fix T = 1 and let N > 3, the orbit of a planet about its sun cannot remain stable. The same is true of a star's orbit around the center of its galaxy.[12] Ehrenfest also showed that if N is even, then the different parts of a wave impulse will travel at different speeds. If N > 3 and odd, then wave impulses become distorted. Only when N = 3 or 1 are both problems avoided. In 1922, Hermann Weyl showed that Maxwell's theory of electromagnetism works only when N = 3 and T = 1, writing that this fact "...not only leads to a deeper understanding of Maxwell's theory, but also of the fact that the world is four dimensional, which has hitherto always been accepted as merely 'accidental,' become intelligible through it."[13] Finally, Tangherlini[14] showed in 1963 that when N > 3, electron orbitals around nuclei cannot be stable; electrons would either fall into the nucleus or disperse.

Properties of n+m-dimensional spacetimes

Max Tegmark[15] expands on the preceding argument in the following anthropic manner. If T differs from 1, the behavior of physical systems could not be predicted reliably from knowledge of the relevant partial differential equations. In such a universe, intelligent life capable of manipulating technology could not emerge. Moreover, if T > 1, Tegmark maintains that protons and electrons would be unstable and could decay into particles having greater mass than themselves. (This is not a problem if the particles have a sufficiently low temperature.) If N > 3, Ehrenfest's argument above holds; atoms as we know them (and probably more complex structures as well) could not exist. If N < 3, gravitation of any kind becomes problematic, and the universe is probably too simple to contain observers. For example, when N 1, subatomic particles which decay after a fixed period would not behave predictably, because time-like geodesics would not be necessarily maximal.[16] N = 1 and T = 3 has the peculiar property that the speed of light in a vacuum is a lower bound on the velocity of matter; all matter consists of tachyons.[15]

Hence anthropic and other arguments rule out all cases except N = 3 and T = 1—which happens to describe the world about us. Curiously, the cases N = 3 or 4 have the richest and most difficult geometry and topology. There are, for example, geometric statements whose truth or falsity is known for all N except one or both of 3 and 4.[citation needed] N = 3 was the last case of the Poincaré conjecture to be proved.

For an elementary treatment of the privileged status of N = 3 and T = 1, see chpt. 10 (esp. Fig. 10.12) of Barrow;[17] for deeper treatments, see §4.8 of Barrow and Tipler (1986) and Tegmark.[15] Barrow has repeatedly cited the work of Whitrow.[18]

String theory hypothesizes that matter and energy are composed of tiny vibrating strings of various types, most of which are embedded in dimensions that exist only on a scale no larger than the Planck length. Hence N = 3 and T = 1 do not characterize string theory, which embeds vibrating strings in coordinate grids having 10, or even 26, dimensions.

where the Landau–Lifshitz space-like convention is being used. A basic assumption of relativity is that coordinate transformations must leave spacetime intervals invariant. Intervals are invariant under Lorentz transformations. This invariance property leads to the use of four-vectors (and other tensors) in describing physics.

Strictly speaking, one can also consider events in Newtonian physics as a single spacetime. This is Galilean-Newtonian relativity, and the coordinate systems are related by Galilean transformations. However, since these preserve spatial and temporal distances independently, such a spacetime can be decomposed into spatial coordinates plus temporal coordinates, which is not possible in the general case.

[edit]Spacetime in general relativity

In general relativity, it is assumed that spacetime is curved by the presence of matter (energy), this curvature being represented by the Riemann tensor. In special relativity, the Riemann tensor is identically zero, and so this concept of "non-curvedness" is sometimes expressed by the statement Minkowski spacetime is flat.

The earlier discussed notions of time-like, light-like and space-like intervals in special relativity can similarly be used to classify one-dimensional curves through curved spacetime. A time-like curve can be understood as one where the interval between any two infinitesimally close events on the curve is time-like, and likewise for light-like and space-like curves. Technically the three types of curves are usually defined in terms of whether the tangent vector at each point on the curve is time-like, light-like or space-like. The world line of a slower-than-light object will always be a time-like curve, the world line of a massless particle such as a photon will be a light-like curve, and a space-like curve could be the world line of a hypothetical tachyon. In the local neighborhood of any event, time-like curves that pass through the event will remain inside that event's past and future light cones, light-like curves that pass through the event will be on the surface of the light cones, and space-like curves that pass through the event will be outside the light cones. One can also define the notion of a 3-dimensional "spacelike hypersurface", a continuous 3-dimensional "slice" through the 4-dimensional property with the property that every curve that is contained entirely within this hypersurface is a space-like curve.[11]

Many spacetime continua have physical interpretations which most physicists would consider bizarre or unsettling. For example, a compact spacetime has closed timelike curves, which violate our usual ideas of causality (that is, future events could affect past ones). For this reason, mathematical physicists usually consider only restricted subsets of all the possible spacetimes. One way to do this is to study "realistic" solutions of the equations of general relativity. Another way is to add some additional "physically reasonable" but still fairly general geometric restrictions and try to prove interesting things about the resulting spacetimes. The latter approach has led to some important results, most notably the Penrose–Hawking singularity theorems.

[edit]

In classical mechanics, the use of Euclidean space instead of spacetime is appropriate, as time is treated as universal and constant, being independent of the state of motion of an observer. In relativistic contexts, however, time cannot be separated from the three dimensions of space, because the observed rate at which time passes for an object depends on the object's velocity relative to the observer and also on the strength of intense gravitational fields, which can slow the passage of time.

In cosmology, the concept of spacetime combines space and time to a single abstract universe. Mathematically it is a manifold consisting of "events" which are described by some type of coordinate system. Typically three spatial dimensions (length, width, height), and one temporal dimension (time) are required. Dimensions are independent components of a coordinate grid needed to locate a point in a certain defined "space". For example, on the globe the latitude and longitude are two independent coordinates which together uniquely determine a location. In spacetime, a coordinate grid that spans the 3+1 dimensions locates events (rather than just points in space), i.e. time is added as another dimension to the coordinate grid. This way the coordinates specify where and when events occur. However, the unified nature of spacetime and the freedom of coordinate choice it allows imply that to express the temporal coordinate in one coordinate system requires both temporal and spatial coordinates in another coordinate system. Unlike in normal spatial coordinates, there are still restrictions for how measurements can be made spatially and temporally (see Spacetime intervals). These restrictions correspond roughly to a particular mathematical model which differs from Euclidean space in its manifest symmetry.

Until the beginning of the 20th century, time was believed to be independent of motion, progressing at a fixed rate in all reference frames; however, later experiments revealed that time slowed down at higher speeds of the reference frame relative to another reference frame (with such slowing called "time dilation" explained in the theory of "special relativity" ). Many experiments have confirmed time dilation, such as atomic clocks onboard a Space Shuttle running slower than synchronized Earth-bound inertial clocks and the relativistic decay of muons from cosmic ray showers. The duration of time can therefore vary for various events and various reference frames. When dimensions are understood as mere components of the grid system, rather than physical attributes of space, it is easier to understand the alternate dimensional views as being simply the result of coordinate transformations.

The term spacetime has taken on a generalized meaning beyond treating spacetime events with the normal 3+1 dimensions. It is really the combination of space and time. Other proposed spacetime theories include additional dimensions—normally spatial but there exist some speculative theories that include additional temporal dimensions and even some that include dimensions that are neither temporal nor spatial. How many dimensions are needed to describe the universe is still an open question. Speculative theories such as string theory predict 10 or 26 dimensions (with M-theory predicting 11 dimensions: 10 spatial and 1 temporal), but the existence of more than four dimensions would only appear to make a difference at the subatomic level.

Gala never got thos heart without Amara by the way

Agama eske yehone

# This uses the Unix /etc/passwd file to map from a

# userid to a numerical uid. It accpets a list of

# userids on the command line, and maps each one.

#

use strict;

# The location of the password file.

my $pwd = "/etc/passwd";

#

# This function maps the indicated userid,

# and prints out the result. The file

# itself is already opened with the global

# handle PWD

#

sub getuid {

my ($userid) = @_;

# Rewind the file, and read until

# the userid is found.

my($line);

seek PWD, 0, 0;

while($line = ) {

# Split the line to get the fields we're interested in.

my($puserid, $ppwd, $puid) = split(/:/, $line);

# If we found it, print and return.

if($puserid eq $userid) {

print "UID for $userid is $puid.

";

return;

}

}

# If we got here, it didn't work.

print "No such user $userid.

";

}

# Open the passwd file and scan through

# the argument list.

open (PWD, $pwd) or die "Cannot open $pwd: $!.

";

while(my $userid = shift @ARGV) {

getuid($userid);

}

close PWD;

03

extends JPanel {

04

private boolean red;

05

private boolean yellow;

06

private boolean green;

07

08

/** Default constructor */

09

public Light() {

10

}

11

12

/** Set red light on */

13

public void turnOnRed() {

14

red = true;

15

yellow = false;

16

green = false;

17

repaint();

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}

19

20

/** Set yellow light on */

21

public void turnOnYellow() {

22

red = false;

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yellow = true;

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green = false;

25

repaint();

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}

27

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/** Set green light on */

29

public void turnOnGreen() {

30

red = false;

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yellow = false;

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green = true;

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repaint();

34

}

35

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/** Display lights */

37

protected void paintComponent(Graphics g) {

38

super.paintComponent(g);

39

40

if (red) {

41

g.setColor(Color.red);

42

g.fillOval(10, 10, 20, 20);

43

g.setColor(Color.black);

44

g.drawOval(10, 35, 20, 20);

45

g.drawOval(10, 60, 20, 20);

46

g.drawRect(5, 5, 30, 80);

47

}

48

else if (yellow) {

49

g.setColor(Color.yellow);

50

g.fillOval(10, 35, 20, 20);

51

g.setColor(Color.black);

52

g.drawRect(5, 5, 30, 80);

53

g.drawOval(10, 10, 20, 20);

54

g.drawOval(10, 60, 20, 20);

55

}

56

else if (green) {

57

g.setColor(Color.green);

58

g.fillOval(10, 60, 20, 20);

59

g.setColor(Color.black);

60

g.drawRect(5, 5, 30, 80);

61

g.drawOval(10, 10, 20, 20);

62

g.drawOval(10, 35, 20, 20);

63

}

64

else {

65

g.setColor(Color.black);

66

g.drawRect(5, 5, 30, 80);

67

g.drawOval(10, 10, 20, 20);

68

g.drawOval(10, 35, 20, 20);

69

g.drawOval(10, 60, 20, 20);

70

}

71

}

72

73

/** Set preferred size */

74

public Dimension getPreferredSize() {

75

return new Dimension(40, 90);

76

}

77

}//end of class

A. Momentum

We consider the case in which the Lagrangian does not depend explicitly on the x coordinate of the particle (for example, the potential is zero or independent of position). Because it does not appear in the Lagrangian, the x coordinate is "ignorable" or "cyclic." In this case a simple and well-known conclusion from Lagrange's equation leads to the momentum as a conserved quantity, that is, a constant of motion. Here we provide an outline of the derivation.

For a Lagrangian that is only a function of the velocity, L = L(v), Lagrange's equation (9) tells us that the time derivative of L/v is zero. From Eq. (1), we find that L/v = mv, which implies that the x momentum, p = mv, is a constant of the motion.

This usual consideration can be supplemented or replaced by our approach. If we repeat the derivation in Sec. III with L = L(v) (perhaps as a student exercise to reinforce understanding of the previous derivation), we obtain from the principle of least action

We substitute Eq. (5) into Eq. (10) and rearrange the terms to find:

or

Again we can use the arbitrary location of segments A and B along the world line to conclude that the momentum p is a constant of the motion everywhere on the world line.

B. Energy

Standard texts9 obtain conservation of energy by examining the time derivative of a Lagrangian that does not depend explicitly on time. As pointed out in Ref. 9, this lack of dependence of the Lagrangian implies the homogeneity of time: temporal translation has no influence on the form of the Lagrangian. Thus conservation of energy is closely connected to the symmetry properties of nature.10 As we will see, our elementary calculus approach offers an alternative way11 to derive energy conservation.

Consider a particle in a time-independent potential V(x). Now we vary the time of the middle event (Fig. 3), rather than its position, requiring that this time be chosen to minimize the action.

Figure 3.

For simplicity, we choose the x increments to be equal, with the value x. We keep the spatial coordinates of all three events fixed while varying the time coordinate of the middle event and obtain

These expressions are functions of the single variable t, with respect to which we take the derivatives

and

Despite the form of Eq. (13), the derivatives of velocities are not accelerations, because the x separations are held constant while the time is varied.

As before [see Eq. (6)],

Note that students sometimes misinterpret the time differences in parentheses in Eq. (14) as arguments of L.

We find the value of the time t for the action to be a minimum by setting the derivative of SAB equal to zero:

If we substitute Eq. (13) into Eq. (15) and rearrange the result, we find

Because the action is additive, Eq. (16) is valid for every segment of the world line and identifies the function vL/v–L as a constant of the motion. By substituting Eq. (1) for the Lagrangian into vL/v–L and carrying out the partial derivatives, we can show that the constant of the motion corresponds to the total energy E = T + V.

f there's one thing this country is really great at, it's coming up with clever new ways to take what is a completely normal product, apply a bit of subtle psychological manipulation, convince people that it's something special, and sell it at a jacked up price.

I'm talking here about Mexican Coke, and I do so not without a hint of irony, because I myself am a firm believer in its superiority over regular old American Coke. I mean, how could it not be better? Real sugar instead of corn syrup. Glass bottle instead of aluminum or plastic. The cachet of seeing the words refresco and no retornableprinted instead of plain old pedestrian "refreshing."

But here's the thing. More than once in the past, I've discovered that the brain has a powerful effect on the taste buds. Free-range eggs taste better? Nope. Darker colored eggs taste better. Is New York pizza better when made with New York tap water? Nope. At least my panel of experts couldn't tell the difference. I've done tests where I've fed an entire room full of people two batches of identical carrots, labeling one as organic and the other as conventional. Unsurprisingly, they unanimously pick the carrots labeled organic as superior in flavor every single time, even when they are two halves of the same carrot.

Is it possible, however unlikely, that somehow we—the cult of Mexican Coke lovers—are all being hoodwinked? Does Mexican Coke really taste better? This week, we're gonna find out.

First off, before we even get to the tasting, let's examine the differences between regular old American Coke and Mexican Coke.

Mexican Coke contains: Carbonated water, sugar, caramel color, phosphoric acid, natural flavors, caffeine.

American Coke contains: Carbonated water, high fructose corn syrup, caramel color, phosphoric acid, natural flavors, caffeine.

For the purposes of my taste test there were a couple of criteria I had to set up first:

Mexican Coke would come in bottles, American coke would come in cans.Of the packaging widely available in America (plastic or aluminum), aluminum is less reactive, less porous, more opaque, has a longer shelf life, and is thus more likely to give me a product that simply tastes more like it should.

All Coke must be served ice cold. Bottles and cans would be stored in the fridge then placed in an ice water bath for at least 1 hour before tasting.

All Coke must be as fresh as possible. According to Annette, canned Coke and Mexican glass-bottled coke both have a shelf life of 9 months (plastic bottle coke, on the other hand, starts losing bubbles after a mere 10 weeks). I managed to find cases of Mexican Coke and American Coke with expiration dates within a week of each other next April.

Here's what I tested in my first round. All tests were carried out completely blind. Tasters were brought one at a time to taste and did not discuss their answers with either myself nor any of the other tasters until all responses were completely collected. For each taster, tests were administered in a completely random order (both in terms of test order and sample order), and fresh bottles and cans were opened for each taster. In cases where liquid had to be poured from one vessel to another, the utmost care was taken to ensure a minimal loss of carbonation. Tasters were asked to pick their favorite from within each sample set of two.

The spread of results I got from this initial testing was surprising to say the least, and answered one thing for sure: There is a perceivable difference in the flavor between Mexican and American Coke, despite the best efforts of the Coca-Cola company to convince us otherwise.

So that settles it. America reigns supreme in the Coke flavor wars, right? Not so fast. Looking closer, we see something even more interesting: Half of the tasters seemed to have no real preference between American and Mexican Coke, while the other half of the tasters unanimously chose American Coke as their favorite for nearly every test, regardless of the vessel it was served in. We'll call these folks the Tasters—the ones who let their tongues and noses do all the deciding.

The Tasters pick out American Coke as superior to Mexican Coke a full 7 times out of 8.

When you take the Tasters out of the pool in order to determine what the other half are basing their tasting decision on, everything becomes clear: the other half of the tasters unanimously picked Coke served out of a glass bottle as their favorite for nearly each and every test, regardless of whether the liquid in there was Mexican or American Coke. We'll call these folks the Feelers—the ones who care more about the tactile sense of the bottle against their lips or in their hands than the minor differences in flavor or aroma that the product inside may have.

So just to sum up here:

People prefer American Coke to Mexican Coke from a pure flavor and aroma standpoint.

People prefer glass bottles to aluminum cans from a purely tactile standpoint.

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU.

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU

ALEMAYEHU AND MUKTAR HAVE NO ETHICS.

SHAME ON YOU

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

What a shame to display such a hateful, blood thirsty and war mongers that enjoy bloodshed of poor peasants, who live even below poverty in this century. Why ethiotube don’t use this web page teaching this morons about humanity, feeding poor Oromos, build clinics? Poverty, health, clean water, basic needs in general is a problem for Oromo and Amharas, not your stupidest crocodile tears. Shame on EthioTube promoting such an ugly message.

they wated to ply politicts with suchh dirty game. What is most painful is that there is problem from both Amhars and Woyane sides. The woyanes are pushing for divide and rule..the Amharas elits are stuborn and dont want start nation vbulding from reality.

that is why our problem(Oromians) is many fold. but with the help of GOD and our struggle we will overcome!

King Minilk's Generals who were leading major wars were oromos like Ras Gobena Daccio, Dej Aba Nefeso, Fitawerari Habtegiorgis etc... Beside, if you know this particular history which you accusing Emeye Minilik breast cutting, you should have good judgment. but, this kinds of propganda are the fabrication and exaggeration of OLF. Even this incident true, we should forgive each other and good for sake of unity...accusing is the work of evil, so, leave King Minilik who had be gone 100 years ago

haile sellasie was oromo

iyasu was ormo

menelik was oromo

yejju dynasty oromo were the kings in gonder

so stop playing the victim

if you dont believe me go to wikipidia and type OROMO PEOPLE

Why are Amara against the truth????????????????????????

Why Amara think any history about Amara genocide on people is lie??????????????????????????????????????????

Amharas give us a break please

Just say sorry and never repeat it again.

Amara no one hate you it is just history lesson.

Why Amara so insecure about there history?

Amara is Ethiopian just like all others.

Oromos we have to forgive the criminal acts Menelek has done. This is just memory video for the martyrs who were butchered by Menelek II.

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

SHAME ON YOU ETHIOTUBE !!!!!

OROMOO HULUNE NEGER AMUALTO EGZIHER YESETEWE HIZBE NEWE

KE WYANIE SILTAN OROMOWOCH ENNETKEWALEN

YANE OROMYA STIGENETEL AMARA YET ENDEMTEGEBU ENAYACHUHALE

MEDRE REHABTEGA MELASAMOCH BECHA TIGRE AGERUNE YEYEZALE

OROMO ORMYANE YEYEZALE ENANTE AMARA YETABATACHU ENDEMITEGEBU

ENAYALEN AMARA TARIKACHU YEWESHET

SRACHU WESHET

KOSO TETACHU KENORACHU ENAYALEN

BE SEME ETHIOPIA SEWE LAY MEWEFER

YELEM

What a desperate act! Showa is the home of Amhara, Oromo, Gurage etc Woyane go home and leave us alone!

Millions of mistakes Menelik did to Ethiopia but this one has to be the worse.

Menelik did not want Oromo woman to feed there children the future of Oromiyaa.

Big terrorist Menelik was.