#  make msgfmt happy, else there are several errors 
#   "`msgid' and `msgstr' entries do not both begin with '\n'"
#  and the build fails
# reported upstream on #sugar
#
# Holger Levsen, 2008-12-03
Index: sugar-calculate-activity/po/ne.po
===================================================================
--- sugar-calculate-activity.orig/po/ne.po	2008-12-03 12:22:21.000000000 +0000
+++ sugar-calculate-activity/po/ne.po	2008-12-03 12:23:37.000000000 +0000
@@ -148,7 +148,6 @@
 "acos(x), return the arc cosine of x. This is the angle for which the cosine "
 "is x. Defined for -1 <= x < 1"
 msgstr ""
-"\n"
 "acos(x), return the arc cosine of x. This is the angle for which the cosine "
 "is x. Defined for -1 <= x < 1"
 
@@ -160,7 +159,6 @@
 msgid ""
 "and(x, y), logical and. Returns True if x and y are True, else returns False"
 msgstr ""
-"\n"
 "and(x, y), logical and. Returns True if x and y are True, else returns False"
 
 #: eqnparserhelp.py:46
@@ -172,7 +170,6 @@
 "asin(x), return the arc sine of x. This is the angle for which the sine is "
 "x. Defined for -1 <= x <= 1"
 msgstr ""
-"\n"
 "asin(x), return the arc sine of x. This is the angle for which the sine is "
 "x. Defined for -1 <= x <= 1"
 
@@ -185,7 +182,6 @@
 "atan(x), return the arc tangent of x. This is the angle for which the "
 "tangent is x. Defined for all x"
 msgstr ""
-"\n"
 "atan(x), return the arc tangent of x. This is the angle for which the "
 "tangent is x. Defined for all x"
 
@@ -198,7 +194,6 @@
 "cos(x), return the cosine of x. This is the x-coordinate on the unit circle "
 "at the angle x"
 msgstr ""
-"\n"
 "cos(x), return the cosine of x. This is the x-coordinate on the unit circle "
 "at the angle x"
 
@@ -210,7 +205,6 @@
 msgid ""
 "cosh(x), return the hyperbolic cosine of x. Given by (exp(x) + exp(-x)) / 2"
 msgstr ""
-"\n"
 "cosh(x), return the hyperbolic cosine of x. Given by (exp(x) + exp(-x)) / 2"
 
 #: eqnparserhelp.py:61
@@ -247,7 +241,6 @@
 "ln(x), return the natural logarithm of x. This is the value for which the "
 "exponent exp() equals x. Defined for x >= 0."
 msgstr ""
-"\n"
 "ln(x), return the natural logarithm of x. This is the value for which the "
 "exponent exp() equals x. Defined for x >= 0."
 
@@ -268,7 +261,6 @@
 msgid ""
 "or(x, y), logical or. Returns True if x and/or y are True, else return False"
 msgstr ""
-"\n"
 "or(x, y), logical or. Returns True if x and/or y are True, else return False"
 
 #: eqnparserhelp.py:82
@@ -280,7 +272,6 @@
 "plot(eqn, var=-a..b), plot the equation 'eqn' with the variable 'var' in the "
 "range from a to b"
 msgstr ""
-"\n"
 "plot(eqn, var=-a..b), plot the equation 'eqn' with the variable 'var' in the "
 "range from a to b"
 
@@ -293,7 +284,6 @@
 "sin(x), return the sine of x. This is the y-coordinate on the unit circle at "
 "the angle x"
 msgstr ""
-"\n"
 "sin(x), return the sine of x. This is the y-coordinate on the unit circle at "
 "the angle x"
 
@@ -305,7 +295,6 @@
 msgid ""
 "sinh(x), return the hyperbolic sine of x. Given by (exp(x) - exp(-x)) / 2"
 msgstr ""
-"\n"
 "sinh(x), return the hyperbolic sine of x. Given by (exp(x) - exp(-x)) / 2"
 
 #: eqnparserhelp.py:93
@@ -317,7 +306,6 @@
 "sqrt(x), return the square root of x. This is the value for which the square "
 "equals x. Defined for x >= 0."
 msgstr ""
-"\n"
 "sqrt(x), return the square root of x. This is the value for which the square "
 "equals x. Defined for x >= 0."
 
@@ -339,7 +327,6 @@
 "origin of the unit circle to the point on the unit circle defined by the "
 "angle x. Given by sin(x) / cos(x)"
 msgstr ""
-"\n"
 "tan(x), return the tangent of x. This is the slope of the line from the "
 "origin of the unit circle to the point on the unit circle defined by the "
 "angle x. Given by sin(x) / cos(x)"
@@ -379,7 +366,6 @@
 "xor(x, y), logical xor. Returns True if either x is True (and y is False) or "
 "y is True (and x is False), else returns False"
 msgstr ""
-"\n"
 "xor(x, y), logical xor. Returns True if either x is True (and y is False) or "
 "y is True (and x is False), else returns False"