# just the CombiningChar one for an example
#
# And yes that is an evil thing to do to a heredoc...
# 
(my $XML_CombiningChar = <<XMLCC) =~s/\s//gs;
   \x{300}-\x{345}
   \x{360}-\x{361}
   \x{483}-\x{486}
   \x{591}-\x{5A1}
   \x{5A3}-\x{5B9}
   \x{5BB}-\x{5BD}
   \x{5BF}
   \x{5C1}-\x{5C2}
   \x{5C4}
   \x{64B}-\x{652}
   \x{670}
   \x{6D6}-\x{6DC}
   \x{6DD}-\x{6DF}
   \x{6E0}-\x{6E4}
   \x{6E7}-\x{6E8}
   \x{6EA}-\x{6ED}
   \x{901}-\x{903}
   \x{93C}
   \x{93E}-\x{94C}
   \x{94D}
   \x{951}-\x{954}
   \x{962}-\x{963}
   \x{981}-\x{983}
   \x{9BC}
   \x{9BE}
   \x{9BF}
   \x{9C0}-\x{9C4}
   \x{9C7}-\x{9C8}
   \x{9CB}-\x{9CD}
   \x{9D7}
   \x{9E2}-\x{9E3}
   \x{A02}
   \x{A3C}
   \x{A3E}
   \x{A3F}
   \x{A40}-\x{A42}
   \x{A47}-\x{A48}
   \x{A4B}-\x{A4D}
   \x{A70}-\x{A71}
   \x{A81}-\x{A83}
   \x{ABC}
   \x{ABE}-\x{AC5}
   \x{AC7}-\x{AC9}
   \x{ACB}-\x{ACD}
   \x{B01}-\x{B03}
   \x{B3C}
   \x{B3E}-\x{B43}
   \x{B47}-\x{B48}
   \x{B4B}-\x{B4D}
   \x{B56}-\x{B57}
   \x{B82}-\x{B83}
   \x{BBE}-\x{BC2}
   \x{BC6}-\x{BC8}
   \x{BCA}-\x{BCD}
   \x{BD7}
   \x{C01}-\x{C03}
   \x{C3E}-\x{C44}
   \x{C46}-\x{C48}
   \x{C4A}-\x{C4D}
   \x{C55}-\x{C56}
   \x{C82}-\x{C83}
   \x{CBE}-\x{CC4}
   \x{CC6}-\x{CC8}
   \x{CCA}-\x{CCD}
   \x{CD5}-\x{CD6}
   \x{D02}-\x{D03}
   \x{D3E}-\x{D43}
   \x{D46}-\x{D48}
   \x{D4A}-\x{D4D}
   \x{D57}
   \x{E31}
   \x{E34}-\x{E3A}
   \x{E47}-\x{E4E}
   \x{EB1}
   \x{EB4}-\x{EB9}
   \x{EBB}-\x{EBC}
   \x{EC8}-\x{ECD}
   \x{F18}-\x{F19}
   \x{F35}
   \x{F37}
   \x{F39}
   \x{F3E}
   \x{F3F}
   \x{F71}-\x{F84}
   \x{F86}-\x{F8B}
   \x{F90}-\x{F95}
   \x{F97}
   \x{F99}-\x{FAD}
   \x{FB1}-\x{FB7}
   \x{FB9}
   \x{20D0}-\x{20DC}
   \x{20E1}
   \x{302A}-\x{302F}
   \x{3099}
   \x{309A}
XMLCC
print "$XML_CombiningChar\n";
$XML_CombiningChar = qr/[$XML_CombiningChar]/;
print "$XML_CombiningChar\n";