import string | |
def find_position(char): | |
for set_num in range(len(table)): | |
if char in table[set_num]: | |
return set_num | |
return False | |
def forge_offsets(key, direction, offset): | |
if type(key) is str: | |
return [(string.ascii_uppercase.index(x) + offset) * direction for x in key] | |
else: | |
return [(x + offset) * direction for x in key] | |
def frequency(text): | |
return {letter: text.count(letter) for letter in string.ascii_uppercase} | |
###### | |
# | |
# Scroll down for the bits you should interact with | |
# | |
###### | |
table = [ | |
["ᚠ", "F"], | |
["ᚢ", "V"], | |
["ᚦ", "TH"], | |
["ᚩ", "O"], | |
["ᚱ", "R"], | |
["ᚳ", "C"], | |
["ᚷ", "G"], | |
["ᚹ", "W"], | |
["ᚻ", "H"], | |
["ᚾ", "N"], | |
["ᛁ", "I"], | |
["ᛂ", "J"], | |
["ᛇ", "EO"], | |
["ᛈ", "P"], | |
["ᛉ", "X"], | |
["ᛋ", "S"], | |
["ᛏ", "T"], | |
["ᛒ", "B"], | |
["ᛖ", "E"], | |
["ᛗ", "M"], | |
["ᛚ", "L"], | |
["ᛝ", "ING"], | |
["ᛟ", "OE"], | |
["ᛞ", "D"], | |
["ᚪ", "A"], | |
["ᚫ", "AE"], | |
["ᚣ", "Y"], | |
["ᛡ", "IA"], | |
["ᛠ", "EA"] | |
] | |
liber_primus = """ᚣᛖᛝᚳ•ᚦᛂᚷᚫ•ᚠᛂᛟ• | |
ᚩᚾᚦ•ᚾᛖᚹᛒᚪᛋᛟᛇᛁᛝᚢ•ᚾᚫᚷᛁᚦ•ᚻᛒᚾᛡ• | |
ᛈᛒᚾ•ᛇᛂᚦ•ᚪᛝᚣᛉ•ᛒᛞᛈ•ᛖᛡᚠᛉᚷᚠ• | |
ᛋᛈᛏᚠᛈᚢᛝᚣᛝᛉᛡ•ᚣᚻ•ᛒᚢ•ᚷᚩᛈ•ᛝᚫᚦ•ᛁ | |
ᚫᚻᛉᚦᛈᚷ•ᚣᚠᛝᚳᛂ•ᚦᚪᛗᛁᛝᛁᛡᚣ•ᚻᛇ•ᛏᚻᚫ | |
ᛡ•ᛉᚣ•ᛖᚢᛝ•ᚳᚠᚾᚦ•ᚦᛈ•ᚣᛝᛠ•ᚣᚾ | |
ᛖᚣ•ᛞᛉᛝ•ᚠᛚᚹᛇᛏᚠᚷᚾ•ᛗᛇᛚᚾ• | |
ᛝᛗᚠᚱᛡ•ᚪᛋ•ᛠᛗᛝᛉᛉᛇᛞᛒ•ᛟᛞᛗᚩ•ᛠ | |
ᛇᚻ•ᛞᛝᚷ•ᛟᛝᛚᚢᚱᚾᛏ•ᚫᛋᚣᚢᚻᚱᛏ•ᚻᚳ•ᛋᛟ | |
ᛏᛟᛝᚢᚱ•ᛋ•ᚠᚩᛖᚹᛠᛟᛚᚠᚫ•ᛗᚱᛝ•ᛞᚪᛗᚱ•ᚹ | |
ᚪᛁᛗᛋᚾ•ᛋᛟᚱᚢᚹᛋᛚᛡ•ᛟᚪᚫᛝᛋᛞᛈᛏ•ᚳᚱᚦ | |
ᛡ•ᚱᛒᚩᛞᚦᚠ•ᚣᛉᛁᛏ•ᛟᛁ•ᚠᛚᚩ•ᚠᛠ•ᚱᚩᛟᛗᚻ | |
ᛗᚷᛈᚻ•ᚫᚻᚾᚩᚻᚣ•ᛟᛋᛚ•ᚾᚷ•ᚫᚣ•ᛟᚳᛒᛚᛂ•ᛝ | |
ᛚᛟ•ᚫᛂᛠᚹ•ᛠᚦᚩ•ᛒᛟᚣ•ᚳᚠᚳᛂ•ᛚᚫ•ᚾ•ᚦᛈ• | |
ᚢᛉ•ᛟᛉᚷ•ᛈᚠᛋᛇᚫᛟ•ᛝᛈᛇᚩᛖᚪ•ᚷᚫᛡᛝᚦᚩ | |
•ᛈᚪᛟᚦᚱᛝᚫ•ᚳᛋᛒᛇᚣᚻ•ᛏᛉᛖᛚᚱ•ᚷᚹᚣ•ᛂᚠ | |
ᛁᚾᛡᚳᚣᛠᛁᛡ•ᚩᚦ•ᛖᚳᚫᚳᛉᛡᛠ•ᚩᛚᚳ•ᚠᚱ | |
ᛞᛝᛖᚢ•ᛞᚳᛚᛠᛋᛉᚳᚷᛡ•ᚹᛋᚦ•ᚠᛞᛝ•ᛁᛡ | |
ᛗᚪᚫᚷ•ᚹᛋ•ᚾᛞ•ᚳᛈᚦᛉᛈᛠᛠ•ᚹᚢ•ᛠᚹ•ᚠᚹ | |
ᛂᚣ•ᛉᛞᚹᚳᚷᚳᛟ•ᛞᛉᛟ•ᚱᛡᚷ•ᚾᛈᚪᚣᛈ•ᚳ | |
ᚣᚻ•ᚠᛖᛂᛠᚾ•ᛟᚫ•ᚢᚪ•ᚻᚱ•ᛖᛠᚦᚠᛂᚪ•ᛚᛉ | |
ᛋᛏ•ᛗᚠᛚᚠᛏ•ᚷᛁᚦ•ᚢᛚᚷ•ᛉᛠᛏᛋᛚᛂᛈ•ᛚᛉᛁ | |
ᛟᛗ•ᚢ•ᚻᛏ•ᛒᛇᛚᛞᚻᛒᛗ•ᛠᚱᛒ•ᚾᚻᛒᛖᚷᛇ• | |
ᛞᛚᚹᛇᛡᛈᚩ•ᚻᛖᛠ•ᚹᛁᚱᛁᚻ•ᚢᚦᚻᚣ•ᚾᛉᛒᚷᛂ | |
ᛈᚢ•ᛝᛠᚠᚾᛁᛖᛞᛡᛝᚱ•ᛞᛒᛂᛡᛟᛗᛁ•ᚠᛏ•ᛂ | |
ᛞᛁᚦᚱᛚᛋ•ᛖᛇᚩᚷᛒᛏᛞ•ᚦᚪᚾᚳᚣ•ᛡᛋᚦᛞ•ᛝᚠᛚ | |
ᛖᚷᚻᚳ•ᛖᚩᛁᛏᚾᛉ•ᛈᛏᚠᚻᚱᛞᛖᚠᛏ•ᚫᚹᚻ•ᛒ | |
ᚳ•ᚠ•ᛈᚪᛚᚢᛠᚾᛚᛂ•ᛂᚳᛚᚹᛠᛞᚢᛞᛇ•ᛠᛉ | |
ᛞᚹᚻᛠ•ᚦᛡᚫᚳᛚᛏᚹᛖᛁᚳ•ᛈᛟᛞᚳ•ᚾᚻᚪ•ᚱᛁᚷ | |
ᚦᛠᛖᛏᚷ•ᚦᚻᚩᛡᚹᚫᛂᛖ•ᛝᛠᛞ•ᚩᚫ•ᚪᛚ•ᛒᛂ | |
ᚳᚢᛉᛏᚪᛒᛂᛈ•ᚠᛠ•ᚻᛞᚾᛡᚢᛈᛋᚢᚹ• | |
ᛚᛂ•ᛇᚻᛝᚳᚦᛏᚫᛂᛏᛉᚻ•ᛏᚢᛟ•ᛋᛈᚱᚷ | |
•ᚣᚾᚪᚷᛇᛝᚾ•ᚹᚠᚣᚾᛒᛠᛡ•ᛈᚾᚣᚪᛋᛗ | |
ᛒ•ᛡᛠᛡᛁ•ᚩᛒᚱᚾᛚᛠ•ᚱᛚᛚᛖᚠ | |
ᛟᛒ•ᛝ•ᚱᚪᛡᚷᛟᛇᛏᛗᛉ•ᛞᛇ•ᛗᚣᚻᛠ•ᛁᛚᛋ•ᚾ | |
ᚹᚳᚠᛈᛗᛈᛚ•ᛠᛋᚦᚠᛟᛡ•ᚦᛖᚣ•ᚳᛂᛚᚳᛡᛗ• | |
ᛒᛞᚳᛇ•ᛂᛁᛏᛟ•ᛞᛠᛖᛡᚾᛏ• | |
ᛈᛞᚦ•ᛇᛞᛇ•ᚫᛚᚳ•ᛡᛇ•ᛠᚻ•ᚹᛗᚣᚦ | |
ᚢ•ᚻᛏᚦᚱᚻᛝ•ᛚᛝᛋ•ᚾᚫᛠᚷᛋᛚ•ᛋᛉ | |
ᚩᚻᚹᛞᛗᛖᛗᚪᚠ•ᚳᚣᚳᚫᚾ•ᛏᚦᚷ•ᛁᛂᛁ | |
•ᚳᛞᛡᛉ•ᚻᚫᚫᛠᚷ•ᛠᛝ•ᚠᛏᚩᚱᛞᚳᛇ•ᚠᚢ | |
ᛉᛠᛒᚩ•ᛉᛁᚣᚷᛋᛋᛒᛠ•ᚩᛁᛈ•ᛁᛂᛁᚩᛖ•ᚻᛠᚻ | |
ᛚᛡ•ᚣᛈᛉᛁᚹᛗᚳᛁ•ᛚᚷᚠᚾᛡᚳᛉ•ᛈᚩᚱᛡ•ᚻ•ᛂ | |
ᛗ•ᛟᛉᛝ•ᚢᛗᛇᛠᚷᛝ•ᛝᚹᚳ•ᛚᛝᚢ•ᛉᛂᚠᛟ | |
ᚢ•ᚷᛠ•ᛗᛉ•ᚪᚹ•ᛚᚢᛉᚫ•ᛗᛞᛝᚻᚱᚣ•ᚻᚪ•ᚷᛁ | |
ᚠᚷᚳ•ᚫᛝᛂᛇᛉᛡ•ᚾᚦᛒᚢᛂᚱ•ᚹ•ᚷᛚᛟᚷ•ᚦᛇᚠ• | |
ᚦᛠᛁ•ᛋᚷ•ᚷᚣ•ᛠᛡᛈ•ᛡᚫᛚ•ᚦᛠᛉᚫ•ᛖᛗ | |
ᛖᛏᛟᛏ•ᛠᚳᚠ•ᚳᛠᚷ•ᚦ•ᛈᛁᚳᚾ•ᛇᚣᛝᛂᛝ | |
ᛗᚹᚳᚾ•ᛒᚣᛠ•ᚩᛟᚷᚱ•ᛗᚱᛗᛈᛡᚹ•ᚫᛟᚦᛟ•ᛈ | |
ᛉᛂᛚ•ᚱᛚᚱᛒᚪᛈᛏᛉᛚᛏ•ᛗᛉᛁ'ᚹ•ᛂᛋᛟᛗᚾᚱ | |
ᛖᛒᛋ•ᚳᛏᛚᛟ•ᛋᛒᚠᛉᚦᚪᛠᚢ•ᛇᛉ•ᚱᚷᛏᛇᛠ | |
ᛁᛂᛒᛟ•ᛉᚷᛂᛝ•ᛠᚦ•ᚱᛝᛒ•ᚾᚢᚪᛝᛒᛈᛋᛠ•ᛈ | |
ᚹᚩᚻᛖ•ᚫᛇᚷᚾᚫᛋᛇ•ᚩᛈᛗ•ᛖᛉᛡᛒᚹ•ᚢᛖᛁᛞ• | |
ᛈᚪᛇᚷᛋᚳᚷᛞᛈᚣ•ᛡᛚᚦᚱ•ᚳᚢᚠᛇᚦ•ᛉᛖᛚ•ᚢ | |
ᚱᚫ•ᛉᚻᛂᚫᛗᛚᚠ•ᚳᛝᛞ•ᛁᛝᚩ•ᚳᛋᛟᛖᚣᛟᚻᚢ• | |
ᚷᛞᚹᚪ•ᛖᛋᚷᛝᚠᛉ•ᛞᛉᛂ•ᛠᚻᛁ•ᚦᛈᛉᚣ•ᛡ• | |
ᛇᛞᛇᛝᛇᛝ•ᛖᛠᛞᚱ•ᛚᛇᛏ•ᛉᛏᚣ•ᚱᛇ•ᛈᛝᛇ | |
ᛈᚩᛁᛚᛖᚠ•ᛇᚫᚪ•ᚣᛝᚠᚣ•ᚠᛞᚾᛚ•ᛉᛏᚾᚫᛋ•ᛁᚩ | |
ᚳᚢ•ᚣᛠᚾᛏᚷᚳᚪ•ᛉᛡᛇ•ᚦᛂᚣᛂᛚᛟᛖᛚ•ᚣ• | |
•ᛈᛡ•ᛖᚹᛟ•ᛇᚾᚪ•ᚻᛞᛇᛋ•ᚦᚣᛇᚦᛂᚦᚱᚢ•ᚳᛠ | |
ᚪ•ᚢᛂᛡᛈ•ᚣᚫᛇᛋ•ᚻᛠᛏᚣᛞᚣᚫᚠᚻᚩ•ᛟᛗ | |
ᛉᛟᛂᚷ•ᚢᛡᚱᛡᚳ•ᛁᚠᛟ•ᛁᛂᛈᛒ•ᛖᛝᚣᚦᚩᚫᚣ• | |
ᛠᛉᛡᛖᛚ•ᛁᚱᚣᛞᛠᛂ•ᚫᚳ•ᛗᚷᛁᚫᚢᚪᚫ•ᛂᚪ | |
ᚻᛈ•ᚠᛞᛚᛁᛠᛈᛟᚣᚩ•ᚢᛒᚷᛝᛟᚢᛝᛋᚢᚳ•ᛏ | |
ᛞ•ᚫᛈᚩᛂ•ᛒᚻᚱᛁᚷᚻᛂ•ᚣᚹᛗᛇᚾᚫ•ᛞᛝᛇ•ᛟᛂ | |
ᛝᚳᛖᛠ•ᛉᚪᚱᚣ•ᚪᚢᛏ•ᚳᛈᚳ•ᚩᛇᛟ•ᚫᛈ•ᛏ | |
ᛉᚳᚻᛞᛇ•ᛉᛒᛠ•ᚫᚾᛂ•ᛠᚪᛒ•ᛖᛠᚹ•ᛡᛚ• | |
ᚹᛁᛡᛋᛈᛚᚦᚪᛋᛂ•ᛡᛞᚣᚱᛞᛟ•ᚦᚱᛉᛟᚹ•ᚣᛞᛏ• | |
ᚷᛚᛡᚻᚹᛗᚱ•ᛝᚠᚳ•ᚱᚫᛁᛒᚷᛈᚣ•ᛞᚪᚱᚪᛉᛟ•ᚢ | |
ᚩᛁᛠ• | |
ᚪᛏᛉᛒ•ᛗ•ᚷᛡᛋᛒ•ᛉᛇ•ᚷᚾᛠᚫᚷᛝᛞ• | |
ᛉᛖᛏᚩᚷᛡ•ᛝᚻᛏ•ᚳᛁᚣ•ᛂᛏ•ᛟᚩᚻᚱᛂ• | |
ᚳᛖᛡᚩ•ᛞᚪᛏᚣᚢᚾᚱᛇ•ᚫᚫᛁᛖᚠᛝᚦᚻ• | |
ᛉᛁᛟᛋᛁ•ᛗᚪ•ᚢᛂᚳᛋᚹᚾᚣ•ᚩᛈᛉᚱ•ᛚᚫᛟᛏᛡ•ᛂ | |
ᛈᛗ•ᛞᛋᚠᛗ•ᛟᚹ•ᛞᛚᛏ•ᚷᚱ•ᚩᚢᛋᚻᚪ•ᚣᛇᛡᛚ | |
ᚢᚻ•ᛈᚹᛂᛚᚷᛒ•ᛗᚢᛂᛗ•ᛇᚾᛇ•"ᚫᛚᚪᛚᚷᚪ•ᛋ | |
ᚻᛝ•ᛚᚦᛒ•ᛋᚳᚢᚳᚩᛡ"•ᛚᚳᛂ•ᛉᚪᚾᛇᛉ•ᛠ | |
ᛗᛈᚢ•ᛗᚠᛚᛠᛝ•ᛒᛉᛁ•ᛚᚦᚱ•ᛠᛡᛁᚳ•ᚩᛉᛖ | |
ᛞᛡ•ᛏᛋᛗᛠᛂᛈ•ᛠᛟ•ᛡᚫᚦᚹᚻᛈᛇᚪᚷᛈᚻ | |
ᛠ•ᚳᛚᛠᛈ•ᛡᚣᚾᛁ•ᛚᛡᛁᚳ•ᚫᛇᚾ•ᚫᚳᛡᚱᛡᛚ | |
ᛞ•ᛒᛟᛝᛡ•ᛉᛗᛝ•ᚳᚻᛟᛠᚾᛈᚳᚦ•ᛁᛇᚦ•ᛇᚢᚩ | |
•ᚦᛈᚪ•ᛡᛚᛟᚹᛡᛈ•ᛂᛗ•ᚷᛒᛈᛋᚾᛇ•ᛏᚩᚷᚢᚾᚫ | |
ᛖ•ᚾᚣᛁᛖ•ᛞᛝ•ᛞᛝ•ᛚᚢᛚᛉ•ᚪᚾᛝ•ᛇᚪᛂ•ᚻ•ᛞ | |
ᚹᛈᚫᚹᚫ•ᛇᛁᛚᛝ•ᚦᚾᚳ•ᛒᛁᛏ•ᛠᚳᚩᛇᛖᛝ•ᚳᚻ | |
ᛟᚻᚫᛂ•ᛟᛉ•ᛁᚳᛖᛏᛋᚹᛖᚾᛡᚣᛂᛗ•ᛖᚳᚪ• | |
•ᛞᚩ•ᛟᛏᚦᚫ•ᚳᚹᛂ•ᛉᛠ•ᚷᛠᛗ• | |
ᛉᛁᛉᛗ•ᚢᛉᛗᚳᚦᛈᚩᛒ•ᛡᚾᛏ•ᛠᛉ | |
•ᛈᚱᚣ•ᚩᚳᛠᛗᛝᚷᛉᛚᚢ•ᛝᛁᛏᚩ• | |
ᛂᚠᛝ•ᛋᛚᚾᛞ•ᚩᛗ•ᛇᚫ•ᚱᛞᚹᛏᛂᚦ• | |
ᚣᚦᛋ•ᚫᚣᛖᛋᛉᛟᛒ•ᛠᚱᛇ•ᛈᛝᚢᛈ•ᚩᚦᛉ•ᚪᚻ | |
ᛟᚱᛝᚢᛖᚱ•ᚣᛚᛉᛚ•ᛡᛚᚱ•ᛈᚹᛇᚾ•ᛠᚪᚱᛉᛝ• | |
ᚣᛋᚻᚢᛚ•ᛋᚣ•ᚷᚾᚢ•ᛇᚫᚾᚾ•ᚩᚫᛖᛞ•ᚪᚩᛂᛡᚢ | |
ᚪᛉ•ᚱᛉᛡᛟᛂ•ᛗᛁᛇᛚᛠᚻᚦᛗᛠᚣ•ᚷᛒᚳᛈ | |
ᛉᚳ•ᚾᛟᛟᛋᚷᛗᛈᛖᛏᛚᚾᛂ•ᛂᚳᛝᚩ•ᛁᚹᛚᛠᛒ• | |
ᚠᚪᛖ•ᛏᛝ•ᚾᛈᛠᚩᛏᚦ•ᚻᛝᛉᛈᚻᛈᚳᛈᚱᚢ•ᛚ | |
ᚠᛖᛟ•ᚷᚪᛒᚠᛁᚫᚠᚢᛟ•ᛗᚠᚣᛝᛂᚳ•ᚻᛏᚠᛚᚫ•ᛖ | |
ᚦᛋᛚᚩᚢ•ᚫᚩᚪᛗᛟᚢᚹᛇ•ᛒᚾᛋᛚᛝᛂᛟᚾ•ᛗᛚᛒ• | |
ᛟᛏ•ᚾᛞᛒᚩᚾᚦᛡᚻᛟ•ᚱᛈᚾᚠᛈᛞ•ᛋᚩᛁᛠᚣᚾ•ᛇ | |
ᚣᚹᚫᚷᛂ•ᛝᛗᚪᚹᛈ•ᚪᚢᚾ•ᛈᛡᛗᛖᛞᛟ•ᛁ•ᛉ | |
ᛡᛗ•ᚠᛈᚩ•ᚦᛉᛞ•ᚩᛞ•ᛋᛈᛉᛡᚷ•ᛟᚻᚠᚦᛉᛂ | |
ᛟᛋᚦᚣᚦ•ᛏᚻᛋᚣ•ᚻᛠᚷᛚᚫᚱᛏ•ᚢᛋᛟ•ᚦᚠᚠᚣ | |
ᛟᛡ•ᛇᚳᚣᛒᛚᛝ•ᛠᚱᚻᛞ•ᛂᚣᛏᚫ•ᚻᛞᚳᛋ•ᛉ | |
ᚠᛞ•ᚦᛗ•ᚳᛇᛝ•ᚫᚾᛡᛠᚹᛁᛡ•ᛒᛗᛝ•ᚷᛈᛁᚳ•ᛠ | |
ᛚᚷᛉᚣᚣᚱᛂ•ᛉᛁᛂᚢ•ᛖᚣ•ᚪᛝᛈ•ᛡᚫᚳ•ᛖᛠ | |
ᚹᛒᚦᛟᚠᛗ•ᚫᚱᚠᚩᛏ•ᛝᛉᛞ•ᛗᛖᛡ•ᚩᛈᛋ•ᛇᛞ• | |
ᛇᛟᚫᚾ•ᚷᛗᚣᛁᚫᛁᛂ•ᛈᛂᚩᛡᚷ•ᛈᚳᛂ•ᛚᛖᛡᚻᛚ | |
ᚷᚱᛇ•ᛟᚣ•ᛠᚣᛗᚹᚾᚹ•ᚠᛁᛂᚢᛗᚫᚾᚳᛗᛠᛁ• | |
ᚩᛇ•ᛒᛚᛞ•ᚾᚹᚠᚾᛒᚱ•ᛋᛟᚦᛡ•ᚪᛡᛏᚷᚷᚹ•ᚪᛋᛡᚦ | |
ᛋᚦᛋᚠᛗᚷᛞᛠ•ᛝᛈᚩᚪᚣᛝᛈᛋ•ᛟᚾᛇᚪᛖ•ᚻᚢ | |
ᚷ•ᚩ•ᚢᚦᛏ•ᛒᚷᚣᛝᚠᚣᛁᚻ•ᚹᛡᛠᚱᚫᚹᛡᛞᚪᚦ | |
ᚳ•ᛉᚢ•ᛈᛏᛋᚢᛖ•ᚷᚦᛡᛚ•ᛖᛋᛠᛝᛉᛈᛉ•ᚾ | |
ᛟ•ᛞᛟᛒ•ᚾᚹᚢᛁᛇᛚᛞ•ᛁ•ᚦᚣᚷ•ᛟᛈᛡ•ᛖᚪ•ᚠᛋᛉ | |
ᛞ•ᛖᚷᚦᛠ•ᚾᛋ•ᛞᛟᛗᛖ•ᛗᚾᛉ•ᚹᛒᛠᛈᛟ•ᛗ | |
ᛉᚫ•ᛂᚩᛞᚻᛡᚷᚠ•ᚣᛗ•ᛁᚷᛉᚻᚹ•ᚾ•ᛋᛗᚷᛠ• | |
ᚣᛚᚱᛂᛗᛉᚣ•ᛇᚱᚢᛟ•ᚣᚦᚢᛟᚩ•ᚱᚢᚹ•ᛁᛒᚳ• | |
ᛠᛏᛞ•ᛚᛖᛋᛂ•ᚳᛟ•ᚷᛞᛡ•ᚢᚹᛝᚻᚫᚢᛈ•ᛏᛈ | |
ᚩᚣ•ᚾᛇᚦᛟᛏᛇᚳᚠ•ᛒᚪᚾ•ᛗᚦᛝ•ᛟᛠᚢᛁᚪ•ᚾᚻᛝ | |
ᛉᚩ•ᛇᛁᛡᚠᛟᛒᚦᚠ•ᛋᛒ•ᚠᛞᛇ•ᚩᚦᛏ•7•ᚷ•ᛚᛂᛖᚫ | |
•ᚣᛁᚫᚹᚻ•ᚫᛏ•ᛁᛉ•ᛉᚻᛞᚩᛠ•ᚫᛋᛝᛚᛝ•ᛖᚩ | |
ᚻᛗᚩᛟᛒᚦ•ᚱᛚᛋ•ᚳᚻ•ᚪᛡᚾᛇᚱᛉᚦ•ᚣᛉᚻ•ᛡᚾ | |
ᚢ•ᛗᛉᚹ•ᛖᛈᛖ•ᚩᚳᛈᚳᛞᚪᛉᚢᛗᛝᛟ•ᛋᚾᛟ | |
ᛉ•ᚠᚱᚳᛒᚢᛂᚱᚫᛝ•ᛒᛋᛟᛠᛡᚪᛚ•ᛏᛟᚾᚫᛟᚪ•ᛁ• | |
ᛡᛋᚳᛖ•ᚹᛒ•ᚾᛚᛝ•ᚦᚾᛁᛠ•ᛒᛡᚱᚠᛖᛁᚹ•ᚾᚠᛗᚢ | |
ᚷᚾ•ᛂᛚᚳᚱ•ᛝᚣᛉᛋᚪᛟᚱᛉᚳ•ᛒᚫ•ᚠᚢᚪᛖᚪᚹ• | |
ᛚᚾ•ᛂᛉ•ᚻᚦᛉ•ᛗᛚᚾᛖ•ᛏᛝᚦᚪᚩᚢᛗᚣ•ᚠᛝᚪ• | |
ᚻᛡᛇᛡ•ᛚᛏᛁ•ᛇᛁ•ᚳᚢᚢᛖ•ᚳᛒ•ᚫᛇᚠᚦᚳᛚᚩᛉᛚ | |
ᚩᛚ•ᚠᚳᛠ•ᚪᚠᛟᚫᚠ•ᚾᚳ•ᚢᛒᚱ•ᚾᛇᚩᛉ•ᛁᚳᛟ•ᛞ | |
ᛉᛠᛝᚠᚱᛡᚳᛇ•ᛉᛟᛈᛗᛞᚳᚦᚹᛈ•ᛡᚻ•ᚾᚦ | |
ᛇᛏᚹᛖᚢ•ᚫᛇᚦ•ᛝᛟᛏᚳᚷᛒᛠ•ᚪᚳᛒᚪᚩᚹᚫ•ᛉ | |
ᚢ•ᚫᛖᛒ•ᛇᛏᚢᚩ•ᛟᛞᚠᚢᛋ•ᛡᛂᛗᚦᛠᛏᚪ•ᛒ | |
ᚹᚣ•ᛏᛂᚻᚦᚫ•ᛚᚪᚱᚫᛟᚦᚩᚾᛟᛁᛖ•ᛡᚠᚷ•ᛋᚠᚦᛏ• | |
ᛠᛡᛠᛁᚢᛡᛇᛝᛞ•ᛉᛏᚠᛒᚻᚢᛋᚳᚱᛇᚹ•ᛇᛈ | |
ᛋᚢᛚᚪᛈᚢᚳᛖᚠᛞᛉ•ᚦᛠᛇᛝᚻ•ᚣᚱᛗ•ᛟᚾᛚ• | |
•ᛈᚹᛞᚱᛂ•ᚪᛝᛞ•ᛁᚦᛏᚷᚢᚹᚳᚻᛖᚩᚪᛖ•ᛉᚪᚢ• | |
ᚳᛁ•ᚱᚳᚹ•ᛠᛇᛏ•ᚦᚳᚻᚢ•ᛡᚹᛟ•ᚷᛇᛈ•ᚢᛈᚦ• | |
ᚷᚣᚢᚪᛗ•ᚹᚳᛖᛝᚱᛠᛞᛏᚻ•ᛂᛁᛈᚻᚠᛉᛝᛈ | |
ᚾ•ᛒᚳᚪᚷᛋᛟ•ᛉᛠᛈᚪᚩᚷᚠᚳᛡᛂ•ᛠᚢᚠᛋᛚ• | |
ᚣᛚ•ᚢᛒ•ᛉ•ᚱᚣᚾ•ᛁᛠ•ᛚᚹᛋ•ᚠᚦᚪᛠ•ᛈᚷ•ᛏ | |
ᚷᛡᛟᛠᛡᛒ•ᛉᛂᛒ•ᛖᚾ•ᛞᚠᛠᛗ•ᚦᚪᛗᚠᚪ• | |
ᚻᛡ•ᛗᛁᛏᛟ•ᚻᚣᚹᛏ•ᚠᛒᛁ•ᚫᛖ•ᛝᛒ•ᛚᛏᛠᛉ•ᛟ | |
ᛋᚾᛉ•ᚹᛏᛠᛏ•ᛖᚢᛡᛖ•ᛉᚾᛇ•ᛟᚳᚾᚠᚩᚾᚠ•ᚳ | |
ᚪ•ᚷᚱᚩ•ᛠᚦᚹᚣ•ᛒᛁ•ᛝᛇᛟ•ᚣ•ᚷᛗᚩ•ᛁᚷᛂ•ᚩᛇ•ᚢ | |
ᛁᛉᛝᚪᚱᛉ•ᛏᛂᛞᛈ•ᚾᛝᚷᛏᚢ•ᛚᚷᚳᛏ•ᚢᛒᛇ• | |
ᛈᚩᚣᚢᛏ•ᛡᚫᛏᚹᛏᛇ•ᛡᚫᚫ•ᚦᛏᛝ•ᛠᚳᛁᛉ | |
ᚻᚦᚣ•ᚻᛚᚾᛋᚱᛡᚫᛚᚫ•ᛖᚷᚻ•ᛞᚾᚻᛠ•ᚠᚪᚹᛖᚠ | |
ᛂ•ᛒᛇᚱᚹᛏᛉᚾᛠᛖᛁ•ᚠᚾᛡᚳ•ᛋᛟᚹ•ᛈᚷᛝᛟ• | |
ᚷᚦᚠᛂᚷᚳ•ᛒᛁᛗᛚᛇᛠᚹ•ᚾᚫᚹᚷ•ᚩᚻᚪᛏᚾᛂ•ᚣ | |
ᛝᛏᛡᛝ•ᚢ•ᚩᚠᚣ•ᛗᚢᛒ•ᛏᚠᛈ•ᚱᚩ•ᛉᚩᛝᛒ•ᛖ | |
ᛏᚩᛉ•ᚣᛗᚠᛉ•ᛖᚩᚫᚷᚣᛚ•ᚩᛇ•ᚠᛋᚫᛇᛗ•ᛡᛟᚹ | |
ᚾᚩᚢᚹᛖᛁ•ᚾᚦᚫᛠᚪ•ᛠᛚ•ᚹ•ᛡᚩ•ᚢᚦᛗ•ᛝᛚᚪᚠ | |
ᛝ•ᛚᚠᛚᚳᛒᚢᛝᛉ•ᚣᛡᚪᚷ•ᚹᛟᚪᚻᚹᚢ•ᛖᛠᚷ• | |
ᛁᚪᛏᛂᛗ•ᛏᛖᛁ•ᚣᛡ•ᚦᚾᚠᚦ•ᚩᛈᚻᚪ•ᚻᛋᛠ•ᛡᛉ | |
ᚪᚫ•ᚠᚣᛞᛠᛇᚠᚫ•ᛏᛗ•ᚳᛡᚷ•ᚱᚢᛞ•ᛂ•ᛋᛡᛇᚩ | |
•ᛚᛟ•ᚦᚱᚫᛒᛚᚦ•ᛖᚪᚦᛗᛚ•ᚦᛉᚪᚱ•ᛟᛖᛒᛂᚱᛂᛖᛁ | |
ᛈ•ᚪᛖᛠᚠᛂᚢ•ᛞᚹᚦᚣ•ᛉᚷᚩᚳᛡ•ᛇᛗᛞᚳᛏ• | |
ᚻᛚᚦᛝᛖᛗᚱ•ᛒᚷᛞᛉᛗᛒᛉᚳᛝᚦᚣᛞᚫᛠ•ᛋ | |
ᛏᛗᛏᚻᚹ•ᛇᚳᚪᛞ•ᛠᚢᛒᛉ•ᛡᛁᛡᛚ•ᚷᛋᚦᛞ•ᚠ | |
ᚢᚩᛠ•ᛚᛋᚣᛏ•ᛋᚪᛞᚫᚹᛂᛞ•ᛋᛈᛋᛂ•ᚪᛖᛁᛇᛒᛟ | |
•ᛏᛂ•ᚠᚩᛚᛞ•ᚾᚷᚳ•ᛚᚷᛗ•ᛠᚦᚢ•ᛟᚻᚾᛟᚣᛡ• | |
ᛇᚻᚣᚪᛈ•ᚾᛋ•ᛞᚫᛠᚳᛉᛂ•ᚦᚹᛋᚱᚦᚫᚾ•ᛡᛚᚣ | |
ᚫᛋᛖ•ᛟᚣᛝᛡ•ᚦᚣᚷᛇᚱ•ᛋᛠᛏ•ᛡᚳᛉ•ᛠᚷ• | |
ᚳᛒᛋ•ᚹᚾᚻᛖᛝᛋ•ᚩᛡᛗᛉᛝ•ᛉᚦ•ᛠᛞᚳᛒᚷ | |
ᛉᚹᛝᚢ•ᛉᛞᛈ•ᛉᛡᛈᛟ•ᚾᛡᚠᛡᚢᛋ•ᛉᚪᛖ | |
ᚻᚱᚣᛠᛇ•ᛒᛟ•ᚪᛝᛡ•ᚳᚱᚳᛈᚩᛏ•ᚻᚣᚫᛁᛋᚩᚦᛚ | |
•ᛟᛚ•ᛋᚪᚢᚪᛈᚻ• | |
•ᚠᚢᛚᛗ•ᚪᛠᚣᛟᚪ• | |
ᛚᚢᛝᚾ•ᚳᚢ•ᛒᚾᛏᚠᛝ•ᛁᚢᛁᚢ•ᛟᚫᛂᚠᚫ•ᚢ | |
ᚷᛉᛇᛈᛉ•ᚣᛠᛚᚪᛉ•ᛟᛉᛡᚦᚻᛠ•ᚾ | |
ᚪᚳ•ᚢᚷᚾ•ᛈᛖᚾᚦᚩᚢᛁᛡᚱ•ᛏᛁᛒᛇᚳᚠᚷ•ᚩ | |
ᚦᚪ•ᛁᛈᚻᛡᛒ•ᚹᛈᚻᚱᛞᛉᛏᚢ•ᚣᛒ•ᚠᛋᛉᚢ•ᛗᛁ• | |
ᛡᚱ•ᛝᚢᚠᚦᛝ•ᛈᛟᛒ•ᚻᚷᚻᛡᛚ•ᚩᛞᚪᚳ•ᚦᛈᛞᛋ | |
ᛡᚻᛇᛚ•ᚢᛏᛋᛞ•ᚦᚢᛞᛝ•ᛚᛉᛝ•ᛏᚩᛚ•ᚪᛚ•ᚣ•ᛟ | |
ᛡᛉᚣ•ᛒᚻᚫᛂᛡᛁ•ᚱᚦᛚᚠ•ᛠᚾᛝ•ᛉᛗᛒᚩᛠᛈ• | |
ᛖᛞᚪᚫᛏᚩᛠᛖᛠᛉᚳᛠᛏ•ᚩᛞᚳᛠᚾᚳᚦ | |
ᛗ•ᛞ•ᚷᛁᚳᚹᛟ•ᚪᚢᛒᚳᚫ•ᚦᚱ•ᛋᚣᚪ•ᛏᚦᛒ•ᛝᚹᛋᚱᛁ | |
ᛝ•ᛒᛁᚪᚫᛚ•ᛏᚱᛡᚫᚠᛞ•ᛝᛂᚩ•ᛡᛠᛉ•ᚪᛡᚻ•ᚱᛒ | |
ᛁ•ᛞᛡᛂᚪᛈᚱᛋ•ᚢᛡ•ᚻᚷ•ᛚᛟᚠ•ᚻᚷᚫᛋ•ᛈᚹᚷᚷ | |
•ᛗᛟᚪᚾᚱ•ᚩᛟᛞ•ᚷᛟᚠᛠ•ᛡᚷᚳ•ᛉᛠᚠᛚ•ᛒᚫ | |
ᛈ•ᚩᛂᛈ•ᛂᛗᛠ•ᚾ•ᛉᚪ•ᛡᛖᛋᚷᚫᚦ•ᛂᚷᛉᚩᚦ | |
ᛂᚳᚣ•ᚢᛂᚦᛂᚪᚾᛏᛒ•ᚳᛈᛡᛂᛋᚫ•ᛋᛗ•ᚻᛞᛠ | |
ᛉᚢᛗ•ᛏᛠᛖᚣᚠ•ᛂᛏᛋᛗᛞᛟᛁᛝᚪᛉᛖᛈ•ᛚ | |
ᛇᛞᚦ•ᚪᛋᛉ•ᚳᛒᚢᛟᚳᛒᛚᚾᛟᛝᛉᚩ•ᛖᚳ•ᛝᛟ | |
ᚳᛁᛒᛈᚫ•ᚣᛖᛂᛝ•ᛞᚢᚱ•ᛉᛟᚩ•ᚠᚹᚩ•ᚣᛁᚠᚢᛇ•ᛚ | |
ᛏᛈᛒᛗ•ᛇᛝ•ᚢᚳᚱᛡ•ᛖᚩᛁᚣᛂᛏᛡ•ᛖᚠᛇᚠᛚ•ᛁ | |
•ᚣᚷᚠᛝᛡᛈᚷᛒ•ᛡᚩᚷᛡ•ᛟᚾᚹᛡᛈᛟ•ᚦᛈ•ᛟᚷ | |
ᛚᚦ•ᛈᛞ•ᚦᛇᛒ•ᛡᚪᛒᚪ•ᚾᛗ•ᚳᚾᛖᛡᚹᛝᛏᚱ•ᛝᚫ | |
ᛚᛟᛁᛇᚣ•ᛝᛡᚾᛏ•ᚱᛁ•ᛋᚪᛖ•ᛇᚢ•ᛝᛞᛂ•ᚠᚱᛠᛗ | |
ᛠᚪ•ᚫᛈ•ᛏᚠ•ᛖᛏᚷᚾᚠᛁᚠ•ᚱᚻᚱᛇᛒ•ᚻᛈᛏ•ᛇᚱ | |
ᛝᛡᛒᚹᛚᛏ•ᛗᛉᚦ•ᚾᛂᚳᚫ•ᚷᛈ•ᛋᛖᚩ•ᚢᛝᚩ•ᛏ | |
ᛈᛁᚣᚾᚪ•ᛏᚹ•ᚠᛗᚾᛟᚾᚳᛒ•ᛂᛉᛡ•ᛟᚪᛁᚫᛝ•ᛒ• | |
ᛉᛏᛂᛁᛋ•ᛠ•ᚳᛖᚱᚦᚣᚩᚣ•ᛈᚫᚷ•ᛡᛂᛁᚩi •ᚱᚦ | |
ᛠ•ᛇᚦᚩᛉ•ᚾᚱᚾᚫᛁᛉ•ᛁ•ᛝᚣᚫᛡᚫᛗ•ᚹᛖ•ᛇᚷᚻ | |
ᛖᛗ•ᚷᚢᛞᚹ•ᛂᚻ•ᛉᚱᚢᛂᚢᚾᛈ•ᛋᚣᛂᚫ•ᛈᚳ | |
ᚣᚳᛒᛡ•ᚫᛟᚪᚠ•ᛏ•ᚷᚩᛇᛟ•ᛁᚱᛗ•ᛖᛉᛟ•ᛗᛇᚫᛟ | |
ᚦ•ᚱ•ᛞᛁᚢᚦᚻᛗᛡᚾ•ᛁᚦᚻᛚ•ᛏᚳ•ᚪᚦ•ᚠᚪᚫᚣᚻ | |
ᛠ•ᚦᚠᛋᚠᛝᚷᚱᛈ•ᛏᛂᛉᛟ•ᚷᛚᚻ•ᚩᚪᚦᛏᚳᛁ•ᚠ | |
ᚣᚢᛁᚹ•ᛟᚪᚣᛁᛠᛂᚪ•ᛟᛝᚦ•ᛟᚠᚦᚾ•ᛇᚷ•ᛠᛚᛒᚠ | |
•ᛠᚪᛂᛇᛠᛚ•ᚱᚷᛋ•ᚹᚩᛒᛁ•ᛠᚳ•ᛁᛞᛂ•ᛖᛗᚱ•ᚷ | |
ᚪᚻᛠᛚᚷᚩ•ᛉᚻ•ᛡᛝ•ᛞᚱᚹᚩᛈᛡ•ᚣᚳᚦ•ᛁᛇᚢᛁ• | |
ᛟᚦᚠᚳᚻ•ᚩᛁ•ᛝᚾᛁᛞ•ᛏ•ᚫᚱᛝᚫᛈ•ᛠᛞᛇᛉᚳ | |
ᛠᚩᛟᛖ•ᛗᛈᛒᚦᛝᛋᚢᛡ•ᚻᛡᛏ•ᛉᛇᚷᚠᛡᛡ | |
ᛟᚢ•ᛡᚦᚣᛞᚪᚫᛝᛒ•ᚳᚩᚷ•ᛏᛞᚦᛁ•ᚠᛒᛖ•ᚦᛟᚳ• | |
ᚠᚻ•ᛞᚠᚣᛋᚾᛟ•ᛠᛇᛂ•ᛖᛉ•ᚩᛈᛠᛚᚪ•ᛟᚩᚾ• | |
ᛂᛉᛋ•ᚣᚫᚷᛖᚩᛟᚢᚱᚹᚢ•ᛟᛡᛂᛇᚢᛞᛉ•ᛒᛇ | |
ᚳ•ᛝᛚᛗᛠᛗ•ᚪᚱᛡᛗᛒᚩᚹ•ᛋᛖᚾᚻᚣ•ᛈ•ᛞᛚᛞ | |
•ᛈᛏ•ᚪᛞᛚᛉ•ᛟᚱᚾᚹ•ᛠᚠᛁ•ᛟᚾᛒ•ᛇᛟᛖᛝᚳᚠ | |
ᛏᛞᛏ•ᛇᚫ•ᛝᚢ•ᛠᛡᚫᛖᛟᛞᛝᛠ•ᚠᛗᛒᛚ•ᛏ | |
ᚢ•ᛈᚱᚹᛟᛇᛉ•ᚳᛟᛈᛏ•ᚢᚠᚳᛞ•ᛂᛋᛞᛈᛚ•ᚠᛝ | |
ᚱᛂᚣ•ᛞᛗᛖᚣ•ᚢᛖᛝᛠᚳᛞᛈᚩᛠ•ᛏᛒᚳ•ᚷ | |
ᚾᚩᛟᚾᚠ•ᚩᛁᚠᚢᛋᚾ•ᛞᚹᛠᛇᛈ•ᚱᚩᚩᛂ•ᚪᛟ•ᛇᛠ | |
ᛂᛁ•ᛟᛂᛞᚢᚳᛝᚩ•ᚱᛝᛋ•ᛂᛁᛈᛉᛖ•ᛞᛁᚾᛗᛗᚳ | |
•ᛉᚩᛁᛂᛞᚳ•ᚢᚪᛇ•ᚦᛡᛇᚻᛠᚣ•ᛠᚻ•ᚠᚩ•ᛡ | |
ᛠᛋᛟᚪ•ᚹ•ᚫᚻᚩᛂᚢᚱᚩᚣ•ᛏᚫᚷ•ᛂᛚᛂ•ᛝᛏ | |
ᛖᛒᛚᛉᚻ•ᚱᚩᚫᛇᛈᛂᛠ•ᚳᛈᛚᚣᛈ•ᚪᛠᚻᚻᛋ | |
ᚫ•ᚩᛝᚹ•ᛋᛞᚠᚳᛠ•ᚩᛇᚫᚪᚩᚹᛗᚪ•ᚣᚫᚷᚫᛂᚱᚹ | |
ᛞ•ᚱ•ᚦᚷᚳᚹ•ᚾᚷᛡ•ᛚᛒᚳ•ᛂᚷᚹᚹ•ᚱᛁᚠᛏ•ᚠᛚ•ᛋᛂ | |
ᛚᚪᛂᚱᛏ•ᛞᚷᚫᛠᚠᛉᛞ•ᚫᚷᚻᛏ•ᛗᚣᛈ•ᛏᛒᛟ | |
ᛝ•ᛂᛋᚾ•ᛝᛁᚹ•ᚦ•ᛠᛝᛞᚾᛟᚷᚫ•ᛁᛗ•ᛝᛉᚱᛞᛋ | |
ᛗ•ᚠᚫᚹ•ᛟᛋ•ᚦᛞᛞᛈᛝ•ᛞᛡᚷᛒ•ᚪᛟ•ᚦᛡᛒ•ᚪᚹ• | |
ᚾᛉᚫ•ᛚᛈᛁ•ᛒ•ᚠᚾᚠ•ᛡᚩᛏᛞᚾᛋᛖᚳᚻ•ᛖᚻ•ᚢᛟ• | |
ᚪᛖᛗᛝ•ᛠᚫ•ᛈᚩᚪᛞ•ᚠᚫᚻ•ᚠᛏᚦᛂᛚᛂᛒ•ᛗᛇ | |
ᛈ•ᛂᚢᛒ•ᚷᛁᛇ•ᛈᛉᚣ•ᛈᛟᚦᛞᚱᛠᚪᛡ•ᛝᛡᛒᛚ | |
ᚻᚦᚫᛉ•ᛟᚫ•ᚪᛇ•ᛉᚳ•ᛠᚠᚫ•ᚢᚣᚦᛋ•ᚠᛝᚠᚱᚹ• | |
ᛟᛒᛗᚷᛞᚾᛡ•ᛞᚪ•ᚻᚣᛇ•ᚱᛚ•ᛖᚣᛇᚻᛠᚩ•ᚢ | |
ᚳᚱᚻ•ᛡᛟᛗᛠᛝᛂᚦ•ᛂᚢᛁᛇ•ᛂᛁ•ᛖᚷᛁ•ᚪᛇᛏ•ᛝ | |
ᛡᚳᛚ•ᛇᚠᛗᚪ•ᚷᛚᛒᛋ•ᛉᛞᚫᛟᛋᛚ•ᚹᛏᛠᛗ•ᛚᚦ | |
ᛗ•ᛝᚦ•ᚣᛈᚠ•ᚪᛞᛚᚪᛖᛚᚩ•ᚱᚷ•ᛚᚳᛇᛏᚷᚣᛟᛗ• | |
•ᚪᛁ•ᚷᛂᛒᛡᛗ•ᛞᛈᚪᚳᛠᚷᛋ•ᛏᛈ•ᚩᛋᛏᛗᚱᚣ | |
ᛋᛉ•ᛁᛂᛚᛝᛚᛁ•ᛉᚢᛠᛗᛇᚢᛋᚻ•ᚳᛉᛂᚩ•ᚠᛂᚠ• | |
ᛁᚣᛁᛟ•ᛏᚷᚱᚦ•ᛡᛒᛋᚳ•ᛇᚢᚷ•ᛚᚱ•ᛁᛗᚱ•ᛗᛝᚻᛈ | |
ᚫ•ᛝᛋᚫ•ᛖᛈᛁ•ᛒᛇᚹᚫᚢᛂᚳᛒ•ᚦᛋᚹᚦᚫ•ᛡᛟᚷᛚ• | |
ᛞᛚᚢᛟᛡ•ᚱᛞᚱᛒᛂᚳᚢᛠ•ᚩᛉᛉ•ᛝᛡᛂ•ᛁᚫᛟ | |
•ᛖᛗᚹ•ᛖᛉᚦᛗᚪᛋᛉ•ᛞᚦ•ᛡᚢ•ᛉᛗᚫᛋᚳᛖ• | |
ᚳᚫᛠ•ᛞᚳᚷ•ᚩᛁᛇ•ᚾᛟᚷᚣᚳᚦᚳᚦ•ᛗᚣ•ᛈᚪᛒ | |
ᛈ•ᚻᚢᚻᚾᛏᚫᛒᛇᚩᛁᛈ•ᚫᚩ'ᚣ•ᛡᚣᛗᚷ•ᚠᚱᛡᛚ | |
ᛏ•ᛖᛟᚩᛈᛚᚩᚷᛁᛟᛠ•ᛞᛖᚳᛗᛁᚣ•ᛈᛚ•ᛁᚹᛋᛂᚹ• | |
ᛟᛡᚪ•ᚦᛖᚩᛂᚷᛋᛝᚣᛗᛟᚻ•ᛗᚠᚦᛉᚦᚫᛋᛈᚣᚩ | |
ᚠ•ᛈᛟᛋᛖᚫᛇᛗᛚᛈᚾ•ᛡᚠᚳᚾᚩᛂᛋᛡ•ᚫᛂᚦᚪᛠ | |
•ᛈᚻᛋᛟ•ᛗᚹ•ᚱᚣᛁᚢ•ᛉᚹᛋᚱ•ᛞᛈᚦᛈᚩ•ᛞᛂᚩ• | |
ᚢᛈᛖᚪᚫᛉᚫ•ᛏᚱᛟᛏᛒ•ᛠ•ᚫᚳᚾ•ᛖᛝᚦᛂᛂᚠ | |
ᛚᚾᚩᛒ•ᛉᚷ•ᚪᚩᛚ•ᚪᚢ•ᛞᚻᚳᚹᛚᛡᛞᛇ•ᛟᚩᛡᛚᚳ | |
•ᛡᚳᛉ•ᛝᛠᛝᚷᛝᛞᛂᛏ•ᛠᛈ•ᚹᛈᛗ•ᛈᚱ•ᚫ | |
ᛏᛖᚢᛝᚫᛡ•ᚾᛁᛠᚻᚦᚣᛠ•ᚫ•ᚩᛉᛋᚩ•ᛂᚠᛏᚷ• | |
ᚹᛁᚪᛁᚩᛁ•ᛝᛠ•ᚾ•ᚷᛗᚹᚦᛖ•ᚷᛟᚪᚹᛞᚻᚢ•ᛡᚹ• | |
ᚣᚷᛉᛒᚪᚾᛝᛡᛂᛡ•ᚠᚷᛈᚦᚠᚦ•ᛁᛈᚪᛝᛋᛞᛟᚩ | |
ᛝᛗ•ᛁᚷ•ᛂᚷ•ᚳᚩᚦᛖᚦᛂ•ᚣᚠ•ᚦᚳᛂᛡᛖᚢ•ᛉᛂ | |
ᚳᚻᛂᚱᛂ•ᚪᚻᚾᚦ•ᛚᚷ•ᚱᚦ•ᛒᚪᚩᛖᚢᛡᛂᚹᛏᚱᚹ | |
ᛟ•ᚦᚳᛗᚦᚠᚫᚻ•ᛡᚠᛠᚣᚪᚦᛚᛏᛒᚢᛝ•ᛖᛋᛗᚱ• | |
ᚪᚹᛒ•ᚹᛒᛗᚱᚾᛗᚻᛗᛁᚾᚪᛞ•"ᛡᛖᚩ•ᚾᚹᛡ•ᚢᛂ | |
ᚦᛠ•ᛚᚳᚷᛚᛇ•ᛟᛠᛠᚪ"•ᛇᛉᚣᚪ•ᚷᛏᚩ•ᛖ | |
ᚹᛒᛈᚷᛝᛒ•ᛡᚦᚠᛋᚾ•ᛒᚦᚠ•ᛇᛝᛠ•ᚠᚾᛉ• | |
ᚢᚪ•ᚹᛝᚷᛉᛞᚷ•ᛁᛒᛁ•ᛇᛏᛒᛁᚣ•ᛠᚷᛋᚫ | |
ᛈᚹᛗᛠ•ᛇᛂᛇ•ᚹᚻᛁ•ᚷᛠᛒᚢᚣᚻᚣ• | |
ᛝᚹᚢᚱᛋ•ᚩᛡᚠᛡᛠ•ᛞᛟᚦᛗᚳᚾᛉ• | |
ᛞᚦᛖᚱᛇᚳ•ᚪᛂᛋᛟ•ᚢᚹᚱᛏ•ᛋᛖᛋᛏ•ᚣᚱᛠᚫᚾ | |
ᛞ•ᛈᛒᛡᛋᚢᛞᛖᚣᚦ•ᛚᚹᛟᛋ•ᚷᛚᛂ•ᚫᛖᚩᚳᚦᚹ | |
ᛗ•ᚢᚩᚷ•ᚠᚪᚩᛡᛝᛒᛠᚦᚳᚪ•ᚱᛡᛏ•ᛟᚹᚠᚣᛝᚢ | |
ᚣᛁ•ᛚᛏᚫᚫ•ᚪ•ᚱᛈᚠᛗᚹᚩᛞ•ᛠᛒᛈ•ᛝᛟ•ᚾᚷᛗ• | |
ᛡᛖᚩ•ᚾᛚᛉᛝ•ᛁᛡᚫᛗ•ᚻᛖᚹᛗ•ᛝᛈᛇᛗᛡᛂ•ᚫ | |
ᚩᛡ•ᚠᚣᛉᛟᚫᚦ•ᚫᛒᚩ•ᚪᚦᛂᚱᛂᚾᚦ•ᛡᚠᚪᛏᚾᚻ•ᚷ | |
ᚢ•ᛞ•ᚳᚦᚢᚱᚢᛟ•ᛞᚻᚱ•ᚷᚹᛏᛈᛖᚠ•ᚪᚻᛠᚦ | |
ᛞᚱᚠ•ᛖᛂᚫ•ᚾᚳᚻᚹ•ᛇᛡᛈᛠᚹ•ᛗᛚ•ᚹᛟᚹᛠ•ᚪ | |
ᚾᚪ•ᚳᚪ•ᚷᛚᚦᛒᚩᚹᚢ•ᚷᛚᚠᛋᚻ•ᚾᛉᛝᛗ•ᛖᚦᚢᛝ | |
ᛡ•ᛈᚣᚢ•ᛉᚷᚷ•ᚹᛞᛁᛋ•ᚦᛡᛡᛈᚳᚪᚩ•ᚢᛗᚢ | |
ᛉᚩᚣᚻᛏ•ᚩᚫᛗᚢ•ᚩᚾᛏᛠᛒᛟᛒᚠᛁᛈ•ᛚᛋᛝᚫᚳ | |
•ᚫᛟᛏ•ᚢᚩᛉᚾᛡᛋᚠᛖ•ᛉᚱ•ᛗᚩᚩᚫ•ᚠᚢᚦᛖᛞᚾ | |
ᚣ•ᛡᛋ•ᛋᚱᛚᛟ•ᚢᚻ•ᚢᚾᛈ•ᛁᚻ•ᛖᛉ•ᚦᛞᛗ•ᛈᛟ | |
ᚠ•ᛈᚠᛝᚫᛝᛋ•ᛟᛂᚹ•ᛠᛒᚣ•ᛟᚹᛞ•ᚠᚣᛂᛁᛏᛉ | |
ᛚ•ᚩᚦᛝ•ᚠᚪᛋᛡᛁᚻᛒᚱ•ᚪᚢᚣ•ᚫᚢ•ᛟᛠᚪᚣ•ᛖᛟ | |
ᚫ•ᛖᛈᚠᛒ•ᛈᛂᛁ•ᛋᛝᛒ•ᚱᚦᚳᛇ•ᛚᛁᚢᛈᛏᚳᛒᛉ• | |
ᛖᚪᚣᚠᛗᚳᚣᚱ•ᚻᚹᛏᚾᛡᛉᚫᚦᛟ•ᚳᚹ•ᛠᚠ•ᛏ | |
ᛠ•ᛝᚩᚻ•ᛡᛠᛒᛋᚻᛟ•ᚫᛁ•ᛠᛏᛁᛋ•ᛏᚫᚻᚱ•ᚻᛂ | |
ᛋᛡᚹᚾᚾᛡᚹᛚ•ᚢᛖ•ᛏ•ᚱᛝᚳᚣ•ᚪᛉᛇᛝᛋᛖᛇᛁ | |
ᚻᚾ•ᚷ•ᚹᛉᚳᛉᚣ•ᛋᛈᚳᛟᚱ•ᛒᚣᛂᛝᛖᛁ•ᚾᚷᚪ• | |
ᚣᚷ•ᛚᛒ•ᚢᛂᚩ•ᛝᛉᛉᚪᛖ•ᛒᚦᛉᛡᚱ•ᛏᚷᚹᛂᛋ | |
ᛁᚠ•ᛠᛁᛡᚦᛝᚾᛖᚾᚠᚩᛗᛖᚣᚪ•ᚳᛖᚳᚹᚪᚫᚹ•ᛇ | |
ᚢᚦᚻᛉᚢᚾ•ᛠᛚᚢᚾᚦᛈᛋᚢᛈᚱ•ᛞᚫᛟᚱᛡᚫᚪ | |
ᚢ•ᚢᛗᛚᚦᛠ•ᛚᛝᛈᚣ•ᚩᛋᛟᚪᚱᛗᚦᛟᛈ•ᛚᛋ•ᛏᛁ | |
ᚠᛋᛖᚹᛝ•ᛗᛞᚩ•ᛠᚫᛡᛒᛏᚩᛋ•ᛖᛏᚪᚠ•ᚫᛒ•ᛚᚾ• | |
ᛋᚪᛉᛟ•ᚾᛚᚹᛖ•ᚩᛚᛁᛂᛏ•ᛒᚪᚠᛉᛏ•ᚩᛟᛂ•ᚾᚷᛋ• | |
ᚷᛚᚷᛠ•ᛒᚷᛖᚩᚪᚩᛖᛞ•ᚷᛇᛗ•ᚳᚱᚷ•ᛈᛞᚩᚠᚹ | |
ᛇ•ᛠᛞᚣᛝ•ᚾᛁᚠᛈᛚ•ᛖᛟ•ᚢᚳᛗ•ᛚᚫᛏᛉᛂᚱ | |
ᛉ•ᛁᛠᚷᛚ•ᚷᚳᛋᚩᛝ•ᚫᚦ•ᛗᚻᛟᚠ•ᚱᛋᚳᚦ•ᚣᚩ•ᛒᛁ | |
ᚫᚻᛖᚢᛏᛚᛚ•ᛇᚷᛟᚣ•ᛒᚾᚦᚻ•ᛠᛖᛂᛒᚾᛁᛚᛠ | |
ᚱ•ᛂᚠᚳᛋᛝᚳᛈ•ᚷᚻᛋᛗ•ᛇᛞᛇ•ᚣ•ᛡᛖᛏᛠᚢ | |
ᛡ•ᚩᚾᛠᚩ•ᛂᚣᛇᛉᛠᚪᛡ•ᚾᛞᛝᚻ•ᛈᛠᚻᛡ | |
ᚢ•ᛝᚻᚦᛈ•ᛉᚢ•ᛠᚣᛈᛟᚦᛋᚣᛈ•ᚠᛏ•ᛒᛁᛟᚪᚷ | |
ᛚ•ᛠᚻ•ᛝᛁᛡᛚᛝᚾᛞᚪᛈᚷ•ᚾᛏᚦᛋᛒ•ᛋᛋᛠ•ᚷᚳ | |
•ᛠᛗᚢ•ᛖᛉᛒᚷᚫᚠᚩᛁᛉ•ᚠᚪ•ᛠᚱᛇ•ᚩᛁᛞᛋᛚ | |
ᚦᛖᛒᛇ•ᛟᚷᚣᚷᚾᚷ•ᚦᚠᚳᛗ•ᚩᛖᛖ•ᚩᚠᛒᚻᛝ•ᚳᛁ | |
ᛂᚪᚾᚩᚪ•ᛈᚻᚱᛗ•ᚱᛗᛟ•ᚦᚷᛂ•ᛒᚱᚦᚪᛠ•ᛉᛖᛡ | |
ᛞᚦ•ᚱᛝᛂᛒ•ᚾᛏᚣ•ᛏᛋᛒᚾᚫ•ᚢᛖᛁᚩᛡ•ᛂᛇᚢᚦᛚ | |
ᚳᛖ•ᛚᛁ•ᛒᚢᚠᚪᚱᛠ•ᛗᛒ•ᛞᛉᛗ•ᚢᛠᛏᚣ•ᚪᛂ | |
ᛈᚢᛈᛠᚣᚷ•ᛗᛡᛗᚢᚪᛗᛝ•ᚣᛡ•ᚪᛖᛏ•ᛖ | |
ᛋᚪᛟ•ᚳᚻᛁᛋᚠᛁᚾ•ᛈᛟᛝ•ᛇᚦᚣᛏᚫᛉ•ᛖᛟᛏ•ᛞᛡ | |
ᛚᛖᛈᛏᚪ•ᛏᚠᚱᚾ•ᚪᛠᚱ•ᛠᚳ•ᚾᚻᚹᛒᛇᛋ•ᛁᚻᚣ | |
ᛋᚹᚩᛉᚹ•ᚩᛝᚢ•ᚻᛝᛟ•ᛏᛚᚠ•ᛂᚷᛏᛂᛝ• | |
ᛗᛈᚣ•ᛚᛋᚩᚪᚫᚻᛚᛖᛇᛁᛗᛚ•ᛚᛋᚳᛈ•ᚾ | |
ᚻᚷᚢᛡᚻᚢ•ᛒᚠ•ᛞᛂᚢ•ᛒᛖᛁ•ᚫᚠ•ᛈ• | |
ᚫᛈᚦ•ᚱᛗᛚᚳ•ᛒᚷᚣᛗᛠᛒᚫ•ᚾᚦ•ᛗᚠ | |
ᛡᛠᚳᛒᚷᚫᚠ•ᛖᛂᚱᚩ•ᛈᛒ•ᚠᛒᚩ•ᛇᚱᛠᚱ•ᛠᚷ | |
ᛖᛚ•ᛇᚱᚾᛋᚩᚩᚳᚪᛖᚣᛖᛖ•ᛏᚱ•ᚢᚣ•ᛟᛂᛉ• | |
ᛠᚷᛝ•ᚣᛏᛝᚾ•ᚪᛏᛋ•ᛝᚪᛂ•ᚠᛚᛋᚢ•ᚹᛠᛈᛁᛏ• | |
ᛁᚾ•ᚱᚱᛝᛗ•ᚣᛗᚠᛁᚫᛁᚪ•ᚢᛟᛒᚹ•ᛗᛁᚻᚣᚹᛞᛚ•ᛟ | |
ᛏᛞ•ᛟᚳᛒ•ᛡᛒ•ᚪᛏ•ᚹᛏᛈ•ᚹᛠᚩᚱᚩᛖ•ᚣᛚᛋ• | |
ᚢᛡᚱᚠᛂᛇᚱᛡᚦᛖᚢᛏ•ᛝᚫ•ᚾᚪᛠᚩᚪᚾᚪᚦᚷᚩ• | |
ᚫᛉᛒᛏᛖᛠᛗᚷᚱᛗ•ᚣᛝᚠᛒ•ᛞᛟᛞᚪ•ᛠᚱᚳᛁ | |
ᛈᛞᚠᛗᛝᚻ•ᛋᚩ•ᛞᛈᛉᚾ•ᛟᚱᛡᚾᚳᚳᛏ•ᚾᛈᚠ | |
ᛈᚳ•ᛂᚦᛒᛁᚹ•ᛞᚹᛝᛠᛡᚹᛚ•ᚹᛂᚾᚪᛟ•ᛏᛞᛉᚣ | |
ᛖᚱᛞ•ᚱᛏᛇᛁᚳᛈ•ᛝ•ᚦᛟᚷᛂᚦ•ᚣᛋ•ᛠᚻ•ᚠᛒᛚ•ᛁ | |
ᚫᛚᛞᛉᚪ•ᛁᚹᚷ•ᛒᚩᚹᚾᛠ•ᛋᛖᛗᛒᛋ•ᚳᚹᚦᛟᚠᚻᚫ | |
•ᛞᚢᛁᛒᛞ•ᛇᛝᛈᚠᛁ•ᛟᚢᚣᛏ•ᚻᚱᛖᚾᚳᛈᛡᛈᛞ | |
ᛂ•ᛁᛏᛗᛋᚫᛉᚩᚣ•ᚪᛂᛗᛡᛖ•ᛇᛂᚠᛗᚱ•ᛞᛟᚪᛒ | |
ᛞᚻ•ᚾᛈᚪ•ᛇᚱᚻᚾᛝᛠᚠᚾᚠ•ᚩᛗᛋᚾ•ᛠᚪᛁᚢᛚ• | |
ᚪᚫ•ᛂᛉᛡᚠ•ᛁᛖᛈᛠᚻ•ᚠᛇᚩᚹ•ᛠᛂᛇᛁᛠᚫ•ᛂ | |
ᛒ•ᛋ•ᚠᛖᚷ•ᛋᛁ•ᛟᛗᛒᛁᛝᛏᚪᚢᛁᚦ•ᚩᛝᛗᚠ•ᚹᛟᛒᛟ | |
ᛡ•ᚠᚣᛝᚩᛠ•ᚳᛚᛈᚱ•ᛞᛂᚩᛝᛂ•ᚪᛖᛗᛈᚾ•ᚠ | |
ᛠᚷᛞᛒ•ᚩᛉᚷᚾᚣᚷ•ᛠᛈᛂᛞᚾᛟᚩᚢᚾᚹᛗ• | |
ᛂ•ᚢᚷᛠ•ᛗ•ᛇᚪ•ᚻᚦᛡ•ᛝᛈᛞᛒ•ᚳᛉᚳ•ᛠ | |
ᛉ•ᛟᚣ•ᛒᚦᛁᛂᛚᛡᛝᛡ•ᚹᛂᚫ•ᛋᛗᚪᛡᛠᛇᛝᛏ• | |
ᚦᛞᚷ•ᚢᛏᛚᛏᚣ•ᚢᛝ•ᚷᛟᚪᛏ•ᛂᚦᚣ•ᚫᚻᚪ•ᛒᛝ• | |
ᚦᚢᚱᚪᚾᛞ•ᛁᛝᚫ•ᛚᚫᚷ•ᚹᛁᛒᚣ•ᚾᚫᚠ•ᛚᛋᛒ•ᛈᛟᚪᛟ | |
ᛞᚷᛟᚣᛉᚷᛚ•ᛋᛠᛁ•ᚳᛟᛁᚦᛈᚹᛉ•ᛖᚢ•ᛟᛂᛝ | |
ᛋᚢᛝ•ᚳᛡᛠ•ᛚᛇ•ᛚᚷᚢᛁᛏᛒᛋ•ᛞᛁ•ᚠᚠᚷᚠ•ᚦᛂ | |
ᚳ•ᚫᛟ•ᛁᛗᛡᛁᛇᚦ•ᚩ•ᚢᛈᛒ•ᚻᛋ•ᛂᚣᛂᛖ•ᛒᛇᛇᚱ• | |
ᚹᛂᛏᛡ•ᚳᚪᚫ•ᚩᛈᚱ•ᛡᚾᛗᛁᛝ•ᚻᚹᚦ•ᛡᚦᚻᚦ•ᛉ | |
ᚫᚫᛋᚳᛡᚾᛇ•ᛟᛉᚢ•ᚱᛂᛖ•ᛚᚾᛞ•ᛗ•ᛏᚱᛟᚦ•ᛁᛝ | |
ᛡᛒ•ᚳᚩᚹᛟ•ᛏᛗᛋᚱᚷ•ᚱᛚᛞᛚ•ᚩᚣ•ᛞᚳᚪᛖᛞᚠ | |
ᚳ•ᛇᛖᛉᛚᚫ•ᛖᚩᛁᛋ•ᛡᛁᛟᛋᚪᛒᛗ•ᛗᚣᚹᛂ•ᛖᚫᛝ | |
ᛚ•ᛂᚱᛇ•ᛈᛚᚩᚻ•ᚪᛞ•ᛡᛂ•ᛞᚠᚹᛞᛂᚳ•ᚾᚦᛉ•ᛂ | |
ᚻ•ᚷᛚ•ᚠᛖᚦ•ᛇᚻ•ᛝᛖᛒᛚᛞᛁᛗᚠ•ᚹᛒᛗᛟᛁᛖᛁᛠ• | |
ᛈᚻᛝᛖᛞᛟᚩᚻᛂ•ᚹᚩᚾᛂᛈᛗ•ᛖᚳ•ᛖᛇ•ᚷᚻᛗ | |
ᛞᚪᛈᛖ•ᛗ•ᛉᚫᛒᛇᚱ•ᛖᚣᛟᚣ•ᚱᛠᛈᚢᛠ•ᚣ | |
ᛖᚪᚻ•ᚩᛉᛠᚢᚻᛡᛟ•ᚷᚫᚩᛒᛉ•ᚫᚱᛞᛋᚩᚱ•ᚷ | |
ᛠ•ᛉᚻᛁ•ᚷᚳᛞᛠᛡᚳ•ᛂᛠᛉᛇᚻᛋᚹ•ᛝᛡᚷ | |
ᛖᛡᚣ•ᛠᚩᚷ•ᚱᚦᚠᛟᚩᚦ•ᚦᛁᛏᚱ•ᛇᛉᛇ•ᚢᚷᛠ• | |
ᛟᛏ•ᚩᚠᛚ•ᛟᛝᛈ•ᚱᛡᚪᚩᛏ•ᚩᛠᚷᚫᛗ•ᛈᛋᚱ•ᛖ | |
ᚦᚠ•ᛞᚹᚾᛚ•ᛝᚩᛇᛂ•ᚳᛚᚢᚹᛏ•ᚩᛖᛏᚠᚪᛚ•ᛟᛇᛟ• | |
ᛠᚱᛇ•ᚢᚪᚦᛈᛟᛡᛉ•ᛡᛒᚱᛒᚠᚢᛚᚢᛟ•ᛒᛇᛒ• | |
ᛉᚦᚹ•ᛝᚣᛖ•ᚳᚫᚣᛟ•ᚹᛁᛝᚫᛏ•ᚫᛇᛈᛡᛟᚠ•ᛚ•ᛝ | |
ᚠᛡ•ᛞᚪᛚᛈ•ᛋᛁ•ᚢᚣᚪᛚᛠᛝᚹ•ᚪᛏᛈᚳᚣ•ᛝᚫ | |
ᚻᛗᛞᚷᛚ•ᛠᛉᛒ•ᛇᛡᛋᛖ•ᚣᛁᛚ•ᚣᛠᚣ•ᚻ• | |
ᚣᛉᚾᛏᚫᛉᛋᚦᚪᚹᛗ•ᚪᚱ•ᚪᚩᚻ•ᛗᛖᚫᛞᛠᛁᛗ | |
•ᛒᛟᚾᚳᚩᚱᛉ•ᛋᚹᚫ•ᚻᛖ•ᛋᚠᚾ•ᚢᚦᛟᚷᛖᚪᛟᛇᛇ• | |
ᚦᚳᛒᛝᛏᛉᛡᛞ•ᛋᛡ•ᚩᚠ•ᛈᛖᛞᛋᛁ•ᛚᛁᚻᚾᛝᚱ• | |
ᚻᛈ•ᛇᚢᚫᛞ•ᛚᚻᛉᚳᛈ•ᛁᛗᛉᚳ•ᛂᚫᚾᛞᛋ•ᛏᛚ | |
ᛡᚩᛋᛗ•ᛚᛞᚾ•ᛈᚫᛏᚷᛈ•ᚫᚦᛂᛗ•ᛒᚻᚩᚻᛁᚷᚻᚳ• | |
ᛚᚹᛋᚱᛇᛗᛏ•ᛂᚳᛁ•ᛠᚦᛞ•ᛏᛚ•ᚱᛖᛠᛒᚪ•ᛒᚠᛒ•ᛁ | |
ᛒᛡᛇᛏᚣ•ᛏᛖᚣᚳᚱᛋᚠ•ᛁᚦᚪᛉ•ᚪᚣᚫᛠ•ᛂ•ᛈ | |
ᛗ•ᚠᛋ•ᚪᛒᚱ•ᛉᚣᚻ•ᚦᚩ•ᛇᛞᚢ•ᚠᛁ•ᚻᚩᚫᚠᚣᚷ | |
ᚱᚪᛂ•ᛏᛉᛇ•ᛖᛠᛞ•ᛏᚠᚢᛝ•ᚫᛂᛖᛈᚳᛒᚦᚢ | |
ᛝ•ᛡᛒᚹᚱ•ᛖᚾᛈᛇᚣᛇ•ᛉᚱᚹ•ᛒᛡᛞ•ᛖᚱᚩᚻᚣ | |
ᛠᛈᚦ•ᛗᛁᚷᛚ•ᚹᛉᚫ•ᚠᛞᚾ•ᛂᛟ•ᚻᛚᛡ•ᛗᛖᚷ• | |
ᛟᛁᛡ•ᚻᛟᚱᛇᚹᚣᚠ•ᛈ•ᛂᚷᚦ•ᚪᛒᛝ•ᛈᛒᚪᛖ•ᚢᚹᚻ | |
ᚩᛒᛋᛉ•ᚹᛞ•ᚦᛇᚱᛖ•ᛂᚾᛞᛝᚹᚪ•ᚻᛖᚹ•ᛟᛡᛂ | |
ᛡᛟᛝᛂᛉᛚᛂ•ᛞᛉᛟᛈ•ᚱᚪᛁᛏᚷᛉᛝᛇ•ᛠᛗᚩ | |
ᛚ•ᚦᚫᚹ•ᚫᚢᛈᛡᚳ•ᚹᛝᚻᚹᛒᛗᛋᛟᛖᛁᛡ•ᛟᚹᚦᚻᛒ | |
•ᛡᚱᛏᚦᚠ•ᚠᚩᚦ•ᚻᚩᛗᛖᛉᚹᛞᛋᛚᚠᛞ•ᛝᛒᛇᛡ | |
ᛚᚪ•ᚹᛞᚾᚫᛉᛏᚣᛗᚷ•ᚦᚹᛉᛡᚦ•ᚹᛒᛋᚱᛉᛡᛉ | |
ᚪ•ᚢᛒᚻᛠ•ᚹᛝᚢᚻᛇᛝᛡᛠᛂ•ᛋᛈᚦᛏ•ᛟᛝᚩ | |
ᛗᛒᚢᛞᛋ•ᛒᛂ•ᛠᚱᛟ•ᛖᚾ•ᚾᚹᚷᚢᛚᚪᚩᚣ•ᚢᛏ | |
ᚠᛂᛏ•ᚪᚷᛒᛇ• | |
ᛞᛇ•ᛉᚳᚠᛁᚪᚹᚻᚷ•ᛇᛟ•ᚠᛏᛖᛟᛠᚪ | |
ᛡᛋᚷ•ᚣᛠᚾᚦᚫᚱ•ᚩᛡᛗ•ᚹᛉᛗ•ᚣ | |
ᛞᛒᛏᚱ•ᚢᛂᚻ•ᚫᛟ•ᛡᛝᚹᚻᛋᚠᛡ•ᛚᚦ | |
ᛏ•ᛁᚹᛏ•ᚩᚢᚾᚹᛗᛚ•ᛋᚦᛠᚹᛂ•ᚪᛂᚫᚷᚣᛗᚹᛞ• | |
ᛈᛡ•ᛖᛂᚹ•ᛖᚢ•ᚻᚹ•ᛝᛁ•ᛋᚫᚷ•ᛂᛚ• | |
ᛝᚦᛇ•ᛁᚠᚳᛟᛇ•ᛞᚹᚣᛡᚣᚢ•ᚣᚾᚦᚱᛖ | |
ᛗᛁ•ᛇᛞᚱᚹ•ᛉᚹᚻ•ᚳᛂᛡᚪ•ᚾᚹ•ᚾᛗ•ᚠ | |
ᛇᛁ•ᛇᚪ•ᚩᛋᛒᛟ•ᛏᛂ•ᛈ•ᛖᛈᛂᚩᚹᚢᛠ | |
ᛝᚹ•ᛗᚳᚩᛏᛏᚠᚢᛂ•ᛞᛠᛉᚩ•ᛉᚦᚷᛞ•ᛒᚩᛏᛚ | |
ᛇᛁᛒᛡᚪ•ᛖᚠᛠᚢᛖ•ᛈᛋᚹᛞᛞ•ᛋᛡ•ᚹᚦᛞᛋ•ᛝ | |
ᛂ•ᛚᚷᚢᛡ•ᚾᛉᚠ•ᚱᚪᚣᛗᚠᚦᚻ•ᚱᚪᚱ•ᚫᚪᚷᛟᛞ•ᛒ | |
ᛗᛒ•ᚾᚻ•ᛇᛞ•ᚻᛗᛚᛁ•ᛠᚾᛁ•ᚫᛖᚢ•ᛏᚦᛇᛋᛈᚻ | |
•ᚻᛇᚳᛠᚫ•ᛞᛚᛋᛝ•ᛁᚹ•ᚪᚳᚩᛏᛇᛝᚷ•ᚳᚦᛋᛠᚠ | |
ᚢᛝᛚᚻ•ᚹᚩᛇᚪᛈᚷ•ᛇᛗᛚᛂᛋᛏ•ᛚᚳᛈ•ᚾᛋᛝ•ᚳᚪ | |
ᚳ•ᚾᛉ•ᚾᚢᛉᚫᛗᛏᛞᛏᚫ•ᛟᛗᛋᛉ•ᛏᚣᛉ•ᛇ | |
ᛠᚷ•ᚻᛒᚾᚷᛇᚢᛟ•ᛂᚦᛉᚩ•ᚾᚪ•ᛞ•ᚩᛈ•ᛠᛚᛋ | |
ᛏ•ᛒᚷᛁᚢᛟᛖᛁ•ᛂᚦᛖᚻᚹ•ᛂᚫᛂᚾᚻᛉᚹ•ᛒᚪᛋ•ᚠᚱ | |
ᚱᛁᛉᚢᚦᚻ•ᚢᛗᚪ•ᛞᛝᛠᚪ•ᚫᛉᛖᚾᚹ•ᛟ•ᛝᛞ | |
ᚾ•ᛈᚫᚳᛡ•ᛈᚠᛉᚩ•ᛒᚷᛗᚫ•ᛚᚻᛞᚣᛖᛉᛒ•ᛂᚹ | |
ᛇ•ᛈᚩᛁᚦᚠ•ᚷᚾᛈᛞᛝᛏᛖᚪ•ᛂᛋᛠ•ᛈᛝᚢ•ᛒᚷ | |
ᚳᛉ•ᚪᚢᛈᛚ•ᛂᚱᚷᚣᚪ•ᚪᚠ•ᛗᛝᚣᚳᛟ•ᚹᚣᚷ | |
ᛈ•ᛗᛖᚩᚹᚢ•ᛟᛞᛋᚱ•ᚣᛞᛋᚳᛡᛉ•ᚻᚦᚹᛚᛞ | |
ᛠᚩᛞᛠᚢᛟᛖ•ᛠᚹ•ᛉᚻᛡᚹᛞ•ᚪᛗ•ᚠᚦᛈ• | |
ᛝᛏᚳᚪ•ᛠᚣᚷ•ᚳᚦᛖᚾᚢᛁᚫᛁᚢᛡ•ᚹᛚᚳ•ᚻᛈ•ᛞ | |
ᛂᚳ•ᛗᛒ•ᛗᚪᛂ•ᚩᚪᛞᛁ•ᚩᚱᛟᚠᛖᚣᛟᛁ•ᛇᛟ•ᛁᛈᚣ | |
ᛚᚪᛡ•ᚳᛏᛠᛋᛖᛒᛝ•ᚫᛟᚫᛞᛖᛞᚣᛡ•ᛠᚪᛖ | |
ᚦᛚᚫ•ᚳᛋᚪᚩᚷᚹᛚ•ᛈᛖ'ᛏ•ᛂᛉᛝᛚ•ᛏᛉᚩᚣᛝ | |
ᚠᚩᚣ•ᛁᚻ•ᛟᚫᚷᛂᛝᛡᚾᛗᚣᛟᛡ•ᛝᚷᛖᛉ•ᛟᛉ | |
ᛈᛚᛋᛉᛠ•ᛚᛡ•ᚱᚪᛞ•ᛠᚷ•ᚱ•ᚳᛇᚻ•ᛗᚪᛟᚷ• | |
ᛞᚪᛋᛡᚻ•ᛈᚷᛖᚳᛟᚱᛟᚢ•ᛁᚫᛟᚦ•ᛂᚱᛡ•ᚱᛖᚦ | |
ᛒ•ᚣᛏᛝᛡᚩᛏᚦᚳ•ᛉᚳ•ᛋᚪᚫ•ᛗᚠᛂᚱᛖ•ᛡᛇᛁᛇ | |
ᛟᛉᚳᚹᚪᛖ•ᛋᚢᛉ•ᛋᛟᛚ•ᛂᚾ•ᛈᛇᛒ•ᚦᚦ•ᛁᚫᛚᛋᛝ | |
ᛂᛂᛡ•ᛟᚻᛇᚢᛚ•ᛁᚱ•ᛡᚻᛚᛏᚹᛉᛇ•ᚱᛏᛠ•ᛁᚫᛚ | |
ᛗ•ᛁᚱᚷᛏᛠ•ᛇᛟᚻᛟᚳᛋᛏᚾᚩ•ᛁᚱᚷ•ᚹ•ᛞᚢᚣᛚᛁ | |
ᛗᛒᚢ•ᛚᚱ•ᛏᛁᚢ•ᚷᚳᚠᛇ•ᛚᛇᚣᛏ•ᛏᚫᚢ•ᚫᛠᛇ | |
ᛖᚾ•ᚢᚹᛝᚻ•ᚷᚣᚱ•ᚩᛁ•ᛚᚾᛉ•ᚾᚩᛈ•ᚠᛠᚫᚫᚩ•ᛉ | |
ᚾᛋᛟᚫᛚ•ᚾᚫ•ᚦᚢᛠᚣᚫ•ᛈᛁᛇᚢᚱᛂ•ᛈᛟᛂᚪᛝᛈ | |
ᚦᛈᚪᛝ•ᚣᛗᛟ•ᛉᛒᚢᛏᛇᛗᛈᚫᚣ•ᛉᚫᚣᚱᚫᚣ | |
ᚠᚠᛗᛡ•ᛉᛖ•ᚱᚢᛏᚷᚢᚣᚱ•ᛡᚢᚩᛇᛁ•ᛂᚠᛈᛂ | |
ᛞ•ᛁᚦᚩᚻᛡᚷᚻ• | |
1 ᛚᚦᛇᛟ•ᚪᚫᛠ•ᛗᛉᚻᚳᛉᚪᛏᚦ•ᚫᛉ•ᚩᛋᚳᛞ | |
ᛏ•ᚣᚹᚾ•ᛟᛏᛉ•ᚹᛁᛟᛂᚠᛁᚩ•ᛁᚱᛋ•ᛉᚾᛗᚪᛡ•ᚱᛈᛋ | |
ᛞ•ᛁᛟ•ᚻᛖᛏᚢᚹ•ᛠᛟᛞᛟᛂᛁᛝᛡ•ᛂᚱᛞᛗᛒ•ᚩ | |
ᚳᚩ•ᚦᛟᚱᚢᛚ•ᚢᚦᛋᚢᛞᛚ•ᚷᛁᚣᛝᚩᛟ•ᛁᛖᚣ•ᛖᚠ• | |
ᛇᛝᛒᛚᛁᚢᚣᚠᛟᚾᛟ•ᛒᛟᚷᛂᚪᚾᛗᚫ•ᚣᚦᚠ•ᛁᛒᛝᛈ | |
ᚾᛁᚱᚷ•ᛂᛇᚫ•ᚻᚪ•ᚱᛉᛉ•ᚩᛚᚾᚫ•ᛞᚣᛒᚾᚪ• | |
2 ᚾᚣᛖᛉ•ᚾᚢᛉᛁ•ᛝᛏᛈᚹᛋᚣ•ᛏᛠᛈᛉ•ᚪᛁ | |
ᛂᛋᚱᚪᛏᛋᛝᛏ•ᚳᚷᚳᚻ•ᛖᛟᚱᚪᛡᚻᚳ•ᛝᛒᛖᚱ | |
ᛠᚪ•ᛚᛟᛖᛚᚪ•ᚦᛋ•ᚳᚹᚱᚹ•ᚩᚻᚣ•ᚢᛝᚩ•ᛈᛚᛁᛏᚪ | |
•ᚠᛋᛝᛞ•ᚳᚪᚱᛒ•ᚹᛈ•ᚾᚩᚦᚳᚦᚾᛗᚩᛖ•ᚣᛇᚾ•ᚠᛒ | |
3 ᛞᚢᛈ•ᚹᚾᛖᚪ•ᚱᛚᛁᚹ•ᚫᛉ•ᛝᚠᛞᚪᚠ•ᛒᛂᛉ•ᛞ | |
ᛂᛝᚣᛇᚪ•ᚫᛂ•ᛝᛈᚪ•ᚢᛠ•ᛇᛏᚱ•ᛖ•ᚫᛗ•ᚫᛠ | |
ᚻ•ᛁᚫᛟ•ᛠᚹᚳᛂᚦᚻ•ᛡᚩᚢ•ᚩᚦᚷᛡ•ᚻᛋᚷᚪᛁᛟᛞ | |
ᚪᛂ•ᛁᚹᛡᛒ•ᛗᛝᛡᛞᚠᛒᛋᛏ•ᛒᚷᚠ•ᚷᛟᚢᚳᚫᛏᛁ | |
ᛖ•ᚱᚷᛗᚣ•ᚪᚷᚹ• | |
4 ᛝᛂᛋᛂᛗᚱᛗ•ᚾᛒᛋᛗᛉᛞᚻᛉᛁ•ᚣᛡᚻᚣ | |
ᛠᛉᚻ•ᛞᛖ•ᚹᛖᚦ•ᚢᚳ•ᛉᛗᚪᚣᛠ•ᚹᚫᚪᚳ• | |
ᚢᚫᚳᛇᚳᚣ•ᛡᚫᛏᛖᚳᚠ•ᛋᚻ•ᛋᚱᚢᚦ•ᛁᛋᛝᛗᛞ | |
ᚫᚢᛠᚢᚪ•ᚾᛝᚳ•ᛖᛈᚹᛉ•ᚢᛉᚫ•ᚾᛈᚳᚻᚱᚣ | |
ᚹᛚᛉᚱᛒ•ᛗᚫᛟᚣᚩ•ᚳᛇᛗ• | |
5 ᚻᚫᛉᚦᛒᛟ•ᛏᛟᚹᛂ•ᚫᛠᛗᚠᚫᚳᚷ•ᛇ•ᚻᚹᛗ | |
ᚻᛝᚣ•ᛁᚩᛁ•ᛏᛁᛖᛡᛂ•ᛗᚣᛚ•ᚻᚱᚩᛞᛒᛡᛈᛠᛗ• | |
ᚳᛠ•ᛖᛒᚢ•ᚷᛁᚦ•ᛟᚫ•ᛡᚻᛝᛖᚾ•ᚱᛠᛡᛋ•ᚻᛏ | |
ᛝᚻᚪᚷᚩᛝᚫ•ᚹᛚᛏᚱ•ᚷᛁᚾ•ᛖᛠᛂᛡᛞᛋᚻ•ᛝᚾ | |
ᚳᛋᚾᛞᛇᚾᛋᛁᚳᛡ•ᚱᛝᛚᚫᚣᛇᛚᚩ•ᚳᛞᚾ•ᛝᚷᛡ• | |
ᛝᛂ•ᚻᛂᛚᛠᛟ•ᛂᛏᚷ•ᛚᛒᛝᚢᛏ•ᚻᚳ• | |
•ᚫᛞᛟᚫᛟᛗ•ᛟᚫᚪᚻᚱᛗᚢ•ᚣᚢᚣ•ᛈᛗ•ᚪᛂᚫᛟ | |
ᛠᛚᚠᛖᛡᚢ•ᛉᚻ•ᚪᚩᛡᛒᛠᚢᚷ•ᚻᛏᛠᚪᛞ• | |
ᛋᚹ•ᚦ•ᚾᛋᛁᚻᛒ•ᛉᛠᛝ•ᛒᚢᛚᛟᚢᚾ•ᚢᚦᚩᛗᚪ•ᚾ | |
ᛞᚫᛇ•ᚫᚣᚪᛋ•ᚣᛝᛡᛗᚷᛇᛈ•ᛠᚳᚻᛝᛚ•ᚠᚷ | |
ᛡ•ᛁᛡᚪᚠᛒᛈ•ᚳᛋᚦᛠᚦᚫᚱ•ᚷᛞᛚᛟ•ᚷᚱᛁᛇ•ᚣᚩ | |
ᛟᚢᛝᚱᚷ•ᛗᛏᚷᛒᛈᚷ•ᛗᛏ•ᛗᚣᚹᛒᛏᛒ•ᚷᚣᛈ | |
ᚷ•ᚾᚦᛇᛒᚳ•ᚷᛖᛇᛟᛚᛈ•ᚹᚾ•ᚻᚷᚱᛇᛏ•ᛈᚷᛒ•ᚹ | |
ᛗᛋᚹᛟᚻ• | |
ᛡᚳᛋ•ᛈᛞᛋᛡ•ᚪᚹᛏᚳᚹᛟ•ᛗᚹᛁᛒᛞ•ᚷ | |
ᛇᚢᛚ•ᛉᛋᚫ•ᛟᚻᛚᚦᛒ•ᚣᚪᛚᛞᚦᚠ•ᚻ• | |
ᛞᛝᚩᚢᛋᚪᚫ•ᛖᚦᛁ•ᛏᛂᛏ•ᛝᚦᚾᚳᛉ | |
ᛏᛝ•ᚳᛈᛁ•ᚾᛏ•ᛒᚾᛡᚱᛒ•ᚢᛈᛋᚦᛁᚳᛈᛋᛁᚹ•ᚹᛚᚣᚾ | |
ᚢ•ᛒᛁᚪᛠ•ᚹᛟᚳ•ᛠᚢᚪ•ᛚᚦᚹ•ᚠᚾᛏᚳᛡᛁ•ᛚᚩ•ᚾ | |
ᛗᛂᛠ•ᚦᛟᛂ•ᚪᚦᚹ•ᛡᚾᛖᛠᛈ•ᛒᛋᛂ• | |
ᚠᚾᛗ•ᚣᚷᛞᚫᚻ•ᚪᛈᛉᚣᚻ•ᛇᛠᚩᛖ•ᛏᛝ | |
ᛠ•ᛚᛁᛏᚦᚠ•ᛗᚪᚳᛖ•ᛞᚳ•ᛏᚱᛟᚷᛠᚾ | |
ᚫᛒᚢᛖᛒᚢ•ᚦᚠᛟ•ᚷᛋᛟ•ᛁᛈ•ᛟᛉᛋᛒ•ᚹᛂᛒ | |
ᚣᛗᚢᛠ•ᚱᛁᚢᛟᛂᛁ•ᛗᛖᚫ•ᚱᛋᛉᛝ•"ᛠᛈᛚ• | |
ᛞᚩᛚᛁᛉᛠᛝᛖᚱ"•ᚾᛈᛖᚹᛡ•ᚾᛂᛏᚣ•ᛋᚩᛋ | |
ᛏᛝ•ᚢᚾᛇᚪ•ᛖᛏᚪᛂᚳᚣ•ᛟᛒ•ᛚᛋ•ᛒᛞᛂ•ᛁᛝᚣᛖ | |
ᚳ•ᛂᚻᛚᚣ•ᚷᚫᛚᛞ•ᛚᚫᛚᚦᛉ•ᛚ•ᛖᛉᚩᛉᛁᚳᚢᛗ | |
ᚾᚢ•ᚩᚾᛇ•ᚻᛡᛚᛇᚩᚫᚪ•ᚩᛟᚩ•ᚣᚱ•ᛖᚠᚢ•ᛁᚻ•ᛟᛚ | |
ᚾᛏ•"ᚠᛞᚱᛠᚷ•ᛈᚩᛇᚩᛗᛠᛒ•ᛂᛡ•ᛋᛗᚠ•ᛏ | |
ᚠᚫᚩ•ᛟᚳᛚᛞᛡᛚ•ᚩᚳᛝᚢ•ᛈᚹᛏ•ᚷᚳᛋ•ᚢᛟᚷᚦ• | |
ᚠᛉᚠᛏ•ᚳᛋᛉᛟ•ᚷᚠᛉᚾᛞ•ᛒᛏᛠᛡ"•ᛈᛡ | |
ᛠᛁᚪ•ᛋᚣᛗᛞᚣᛋ•ᛒᛞᛂᛞ•ᚩᚾᛏᛚ•ᚳᚪᛝ•ᚱᚷ | |
ᚻᚷ•ᛂᚹᚠ•ᚪᚢᛇ•ᛞᛏᛗᛂᛁ•ᛝᚫ•ᛉᛈᚳᛈᛠ•ᛟᚪ | |
ᛒᛁᛁᛋ•ᛇᚷᚻᛋ•ᛇᛡᛒ•ᚠᚹᛝ•ᚫᚪᚠᚩᚣᛡᚪᚾᚻ•ᛒᚦᛟ | |
ᛇᚣᛟᛁᛒ•ᛟ•ᚩᛋᚹ•ᛞᚳᚠᚪᛁ•ᛉᛏᛟᚢᚩᛟᚦᛈᛋᚩ• | |
ᚻᛇᚦᛝ•ᛏᛠᚠᛝᛠ•ᚩᛗ•ᛏᚠᚣᛚᚣ•ᚹᛚᛞ•ᚪᛉ | |
ᛠ•ᚪᛂ•ᚩᛋᛒᛚ•ᚳᛖᚾᚪᚩᚱᛏᚦ•ᚱᛒᚳᚣ•ᛠᛗᚹᛚ• | |
ᚻᛈ•ᛇᛈᛖ•ᛚᛂᚩᛡᚪ•ᛖᛋᚫᚩ•ᛠᛉᛝᚣ•ᛖᚫᛒ | |
ᛗ•ᛖᚻᚱ•ᛈᚾᛗ•ᚹᛏᛟᚣᚢ•ᚠᛉᛈᛗᚩᚷᚾ•ᛡᛇᚳ | |
ᚠᛒᛈᛗ•ᛋᛇᛁ•ᛖᛈᚢᚱᛏᚳᚣ•ᛂᛚᚠ•ᚱᛚᚱᚫᛖᚻᛟ | |
•ᛇᚣᛡ•ᚩᛉ•ᚪᛋᚣᛁᛝ•ᛉᛚᛂ'ᚳ•ᛖᚣᚢᛝᚦᛇᚱ• | |
ᛠᛁᚫ•ᚦᚠᛟᚷᛠᛁ•ᛈᛋᛒ•ᛗᛒᛂᚠᚾᚳᛖ•ᚻᚫᚩᛂ• | |
ᛉᛂᛚᛈᚪᛁ•ᛟᚹᚱᛁᚱᚦᛖᛉ•ᚪᚾ•ᛞᛂᚷ•ᛟᛟᚳᛏᛂ | |
ᛞ•ᛉᚾᛗᚦ•ᛁᛂᚱ•ᛈᛉᚢᚫᚦᛒᚠᛂᚦ•ᚠᚪᛝᛖ•ᚹᚹᚣ | |
ᛚᛇ•ᚢᚣ•ᚾᚱᚪ•ᛈᚾᚹ•ᛚᚾᛏᛚᚢᛒᚱᛝᚪᛋ•ᚫᛈ•ᛂᛚ | |
ᚢᚳᚷ•ᛚᛏᛂᚹᛈ•ᚫᛗᛚ•ᛉᛚᛗᛏᛞᚠᛈᛁ•"ᚠᚳᚦ | |
ᛗᛂᚹᚱᚪᛚ•ᚩᛝᚱᚢᛈᚱᛟᛡ•ᚳᛉᚱ•ᛇᛏᚦᚾ•ᚱᛇᚫ | |
ᛞᛟᚻ•ᛒᚾᚣ•ᚠᛡᚪᛡᛖᚫᛞᛂᚢᛖ•ᚦᚱ•ᚩᛇᚱᛡ• | |
ᚣᛁᛉᛇᚻᚩᛠ•ᚫᚻᛡᛝᛠᚦ•ᚾᚣ•ᚾᚠᛁᛝ"•"ᛏ | |
ᚻᚹᚫ•ᛒᛇ•ᛡᚻᛉᛒ•ᛞᛝᚱᛂᚦᚻ•ᚪᚷᚣᛁᚠᚷ•ᛁᛏᛞ | |
ᛠᛒᚠᚩᛈ•ᛇᛡᛟᚹᚱᚾᚩᛏ•ᛋᚹᚢ•ᛖᛡᛖᛡᚦ•ᛉ | |
ᚪᚷᛈᚾ•ᛋᚱᚠᛞᛝᚻᛖᛂᛞ•ᛂᛡ•ᚱᚹ•ᚷᛝᚪᛒ•ᛂᛈ | |
ᛂ•ᛏᚠᛉ•ᚪᛂ•ᛁᚠᛉᚢᚩᚣᚻᚦ•ᚻᚾᛁᛒ•ᛡᛟᛡᛋᛈᚣ | |
ᛉ•ᛠᚢᛠᛚ•ᚠᛝᛗᚻ•ᚦᛒᚩ•ᛗᛚ•ᚩᛠᛋᚦᛠ•ᛇ | |
ᛋᛉ•ᚠᛗᛒ•ᚫᛋᛇᚾᛡᚾ•ᚢᚫᚹ•ᛞᛠᚢᚾᛝᚠᚾᛖᚫ | |
ᚻᛂ•ᛁᛖᛏᛡ•ᚷᛁᚩᚾ•ᚳᚢᚫᛗᛈᛋᚪᛡ•ᚷᛚᚣᚹᛟ"• | |
ᚠᚢ•ᛉᚠᚫᛞᚠᛡᛂᚾ•ᚻᛋᚦᚠ•ᛏᚠᛂᚱᚹᚠᛋᚾᚹᛂ | |
ᛖᛒᚢᚦ•ᚩᛇᚫᛈ•ᛡᛟ•ᚢᛁᚩᛂᚩᛇᛟᛂᛞᚩ•ᛈᚹᛞ | |
ᚷᚱ•ᚠᛟ•ᛇᚷ•ᛂᛟᛇᚫᛋᚫᚣ•ᛒᛏᛞᛟ•ᛠᚻᛡᚱᛠ | |
ᛠᛉᛋ•ᚠᚾᚣᚱᚠ•ᚪᚾᛡᚪᛖᚫ•ᚳᛇᛁᛝ•ᛒᛡᛞᛠ | |
ᚫᛒᛠᚳᛉᚠ•ᚫᛏᛁᚱᚪᛗᚩ•ᛚᛉᛋᚪ•ᛒᚩᛈᚫᚩᛝᚻᛇ | |
ᛖᛇᚫ•ᚻᛖᛇᛠ•ᚱᛗᛞ•ᚫᛇᛗ•ᚾᚾᚣᛡ•ᚱᚾᛗ | |
ᛠ•ᛂᛉᛋᛂ•ᛟᛖᛒ•ᛏᚻᚾ•ᚠᚪᚠ•ᛒᚾ•ᚩᚾ•ᛖᛋᛏᛒᚹ | |
ᛡ•ᚻᛏ•ᚩᛟᚩ•ᛒᚾᛖᚳᛁᚹᚣᛟ•ᛟᚩᛒ•ᛋᛖᚩ•ᚫᚻᛟ | |
ᚠᚫᚷᚩᛂ•ᛟᛒᚻ•ᚳᛖᛁᛚᚫᚣᛚ•ᚢᛚᛁ•ᚾᛟᛏ•ᚫᛈᛟᛈ | |
ᛝᛗ•ᚳᚢᛁ•ᚣᛋᚳᚢᛡᛇᚩ•ᚠᛖ•ᚷᛟ•ᚻᚫ•ᛝᚠ•ᛗᚠ | |
ᛝᛉᛞᛁ•ᛗᛝᚣᚪᛝᚠᛉᛁᛟᚷᛚ•ᛇᚩ•ᚫᛡᛏ•ᛂᛏ | |
ᛠᚢ•ᚷᚦᚣ•ᚦᚾᛟᚣᚩᛖᚻ•ᛁᛋᛖᚣᚦᚪᛡᛝᛟᛇᛚ• | |
ᛡᛏᛝ•ᛁᛚ•ᚠᛉᛡᛠᛏ•ᚠᚾᛂᚠᚻᚳ•ᚻᛞᛠᚣᛟ | |
ᛝ•ᛉᛇᚻᚩᛋᚻ•ᛇᛏᚠ•ᛚᚱᛇᚦᚪᛁᛁ•ᛒᚠᛁᛚ•ᛂᛡᛒᚣ | |
ᛗᚫᚫ•ᛞᚻᛟ•ᚪᚹᛉᛚᛏᛁᚪ•ᛟᛞᛖᚾᛈᚻᚣ•ᚦᛚᛖᛋ | |
ᛖᛟᚫᛖ•ᛏᚱᚪ•ᛁᚫᚹᚫ•ᛋᛈᚱ•ᛂᛡᚪᛏ•ᚫᚦ•ᚠᛠᚢ | |
ᛈᚣᚫᛝ•ᚣᚾᚻᛡ•ᚳᛗᚠᚾ•ᛞᛂ•ᛖᚩ•ᛒᚷᚻᚪ•ᛖᛞ | |
ᛟᚠᛇᛞᛟ•ᛈᚳᛁᚪᛒᚷᛒᛈᛟ•ᛟᛂᚠᚪᛖ•ᛂᚣᚩᛂ•ᚣ | |
•ᚫᛋ•ᚦᛁᚫᛂᚫᛏ•ᛖᛇᚻᛟ•ᚣᚠᚹᛞᚷ•ᛡᚱᛒᚢ•ᛒᛚ | |
ᚢ•ᚷᛈᛂᚪ•ᛏᛡ•ᚳᛂᚠᛡᛝᛚᚣᛒ•ᛗᚻ•ᚱᛚᛟᛠᛋ | |
ᚦᛝ•ᛏᚳᛟᛉᛁ•ᛂᚱᚳᛖᛏᛂᚷ•ᛡᛈᛏᛉᚩᛁᛂᛟ•ᚷ | |
ᚩᚪᚢ•ᚣᛖᚪᛋᛟᛇᚢᚪᛡ•ᛗᚱᛚᚳᚠ•ᛒᛗᛝ•ᚻᛉ• | |
ᛠᛂᚫ•ᛉᚪᚷᚻᚣᛏᛖᛝ•ᛉᛉᛗᚾᚫᛋ•ᚱᛗᛞᛋ | |
ᚳ•ᚦᛚᛟ•ᛝᛇᚢ•ᚻᚩ•ᛏ•ᚢᛁᚦᛂᚾᚠᚱᚦ•ᛋᛟᚷᛠ | |
ᛗᚪ•ᛝᛚᚪᛁᛒᛠᚢᛋ•ᚩ•ᛖᛋᛝ•ᚠᛡᚢᛟᛞᛇᚪ•ᛞ | |
ᛡᛒᚹᚩ•ᛂᛋ•ᛟᛝᛏᚳ•ᚻᚾᛇᛋ•ᛗᛚᚻᛞᛖᛈ•ᚫᛂᚱ | |
ᚪᚢᚻᚱᚦᚱ•ᛟᛂ•ᛟᛗᚩᛟᛏ•ᚫᛇ•ᛉᛒᚳ•ᛂᛁ•ᚪᚩᛉ• | |
ᚹᚪᚾᛈᛏᚢᚣ•ᛁᛒᚢ•ᚦᚩᛡ•ᛗᚳᚠᛉᚱᛁ•ᚪᛗᛏᛒ• | |
ᛗᛚᛁᚦᛏᛠᛋᚾᚷᛚ•ᛏ•ᛇᛈ•ᚩᛚᛞ•ᛚᚹᚳᛂᚹᛉ•ᚪ | |
ᛡᚹᛇ•ᛖᛖᚹ•ᛏᚪ•ᚣᚠᛉᚳ•ᛗᚩᚷᛞᚷ•ᛚᚳ•ᛒᚣᛋ | |
ᚣᚠᛞᚣᛝ•ᛠᛇᛏᚩᚢᚫ•ᛟᛁᛒ•ᛏᚾᚫᚠ•ᛂᛟᛗᚾ | |
ᛈ•ᛠᛡᚩᛏᛡᚪᚱᛞ•ᚪᛝᛈᚹᛗᛂᛟᛠᚩ•ᛚᚹᛉ• | |
ᚱᛗ•ᚩᛏᚹᛂᚹᚾ•ᚷᚳᛠ•ᛂᚳᚢᚱ•ᛟᛇᛟᚾᚻᚫᛉ• | |
ᚣᛚᚩ•ᚩᛡᚳᚻᛂ•ᛋᚣᚹᛁ•ᚣᚠᛋᚾᚪ•ᚷᛖᚾᛂᚪᚹᛠ• | |
ᛞᚠᛟ•ᚢᛁ•ᛖᛇᚦ•ᚫᛞ•ᚳᛂ•ᚷᚢᚻᚣᚻᛁᛒᛉᚾ•ᚹᛝ | |
ᚻᛏᛉᚫᛁᛂᚢ•ᛞᚠᛡᚫ•ᛋᛁᚹᛝᛈ•ᛗᛉᛂᛈ•ᛞᛗ | |
ᛝ•ᛇᛚᛞᚣ•ᚠᚩᛞ•ᛝᚷᚾᛇ•ᚷᛖ•ᛚᛉᚣ•ᚫᛚᛖᛉ• | |
ᛡᛝᛋ•ᚳᛁᚦ•ᚷᛏᚣ•ᚹᚩ•ᛝᛖ•ᛒᚪᛗᛏᚪᚷᛒ•ᛈᛡ | |
ᛟ•ᚪᛉᛝᛒᛞᛉᛂᚦᚢ•ᛏᛇᛖ•ᚣᚪᚳ•ᛠᚦᚹ•ᛏᛉ | |
ᚩᚳᛞᛒ•ᛟᚩᛠᚾᚠᚪ•ᛚᛗᛖᛁᚦᚫᚪᛡᛂᛁᚪᚱ•ᚦᚱᛖ | |
ᛖᚣᛋᚾ•ᛖᛏᚢᚻᛈᚳᚦᛋ•ᚳᛇᛉᛖᛇᚠ•ᛞᛠᛏ | |
ᛈ•ᚣᛇᛠᚢᛏ•ᛉᚦᚷᚻ•ᚫᚾᛠᚱ•ᛡᛒᛏᛁᛉ•ᚩᚢ | |
ᛝ•ᛚᛒᛇᚩ•ᛟᛉ•ᚦᛞᚷᚠ•ᚩᚱᛈᚪᛏ•ᚫᛋᚪᚦ•ᛖᛟᚪᛝ | |
ᚫ•ᚣᛒᛚ•ᛡᚦᚾᚠᛈᛟᛡᚾ•ᛖᚹ•ᛖᛗᚩ•ᛉᚹᚦᛠ•ᛁᚦ | |
ᛒᛖᚱ•ᛟᚳᛉ•ᛈᛖ•ᛁᚢᚦ•ᛈᚠᛞᛈᛂ•ᛁᛟᚻ•ᛒᚦᛏᚩ | |
ᚳᚢᛚ•ᛞᛂᛝ•ᚦᛂᛁᚪ•ᚹᚣ•ᚢᛝᚾ•ᛋᚾᛈᚠᚫᛒᛂᚫ•ᛡ | |
ᛗᚹ•ᛇᚪᚩᚾᛂᚳᛚᛒᛉ•ᚣᛠᚦᚹ•ᛝᛚᛗᚳᛡᛇᚠᚫ | |
ᛠᛁᚦ•ᛒᛠᛚᚦᚳᛞᛁᛇ•ᚠᚢᛉᛋᛉᛁᚦᚫᛋᛗ•ᚦᚹ• | |
ᛈ•ᛒᛋᛏᚫᚾᚱᛁ•ᚦᛇᛡᚱᛚᛡᚹ•ᚢᚩᛋᚱ•ᚹᚫ•ᛒᚹᛡᛖ | |
ᛟᛂ•ᛡᚣᛖᚩᛖᛡᚷᚫᚠᚾᚹ•ᛟᛏᚫᚠᛂᚹᛠ•ᚦᛞ•ᛁ | |
ᚫᚩᚾ•ᛋᚷᛈᚪᛖᚩ•ᚣᚦᚹ•ᚾᚷ•ᛠᛋᚩᛇᛏ•ᛝᛚᚷᛞ | |
•ᛒᛈᛈ•ᛗᛁᚪᛖ•ᛚᛏᛁ•ᚫᛂᛖ•ᛒᚾᚠᚪᛋᚷᛒᚠ•ᚫᚹᚣᚷ | |
ᚢᛡᚠᛠ•ᛖᛋᛞ•ᛚᚳᛒᛞᛏᛈ•ᛖᚾᛈᚣ•ᚱᚠᚻ•ᚫ | |
ᛝ•ᛟᚪᛗ•ᛒ•ᛡᛚ•ᛝᛋᚱᚢᚹᚱᚣᚻᚹ•ᚹᛡᛈ•ᛁᚻᚾᚻᚱ | |
•ᚳᛖᛏᚫᚩᛋ•ᚣᛋ•ᛝᚫᛡᛝᚫ•ᚻᚦ•ᛇᚪᛞᛋ•ᛒᛁᚳᛈ | |
•ᛇᛒᛟᚫ•ᛠᛝᛖ•ᛝᛠᚣ•ᛒᚣᛉᚻᚢᚠᚦᛞᚹ•ᛗ | |
ᚢᛁᛡᛂᚩ•ᛋᛇᚫᛇᛝᚱ•ᛚᛇᛠ•ᛏᚩᛂ•ᚩᛝᛈ•ᚱᚻ | |
ᛠᚢᛉᚦ•ᚣᚢᛋ•ᛡᛚᛖᚷᛗᛝᚹᚻᚱᛋ•ᚢᛟᚣᛠ | |
ᚷᚩᚷ•ᛇᛁᛖ•ᛠᛂᛇᛁᚾᛂᚩᛗᚱᛡᛉ•ᚠᚻᚳ•ᚪᚩᚪᚫ | |
ᚻᚳᛁᚦ•ᛂᚷ•ᛝᛖᚢ•ᛡᛏᛁ•ᛚᚩᚱᛈ•ᚠᚪ•ᛈᛞᚱᛒ• | |
ᛝᛁᛋ•ᚷ•ᚠᚾᛈᚠᛒ•ᛟᚦᛁᛠᚪ•ᛡᛏᚾᚳ•ᚦᛟᚻᛈᛖᛚ | |
ᚫ•ᛟᚠᛗ•ᛡᛝ•ᛒᛝᚦᛝᛠᚠ•ᛇᛗᛟ•ᚩᛠᛈ•ᛁᛡᚱ | |
•ᚹᚹᛟᚩᛒᚩ•ᚾᚩᛂᛟᚾ•ᚦᛡᚠ•ᚩᛂᛞᚦᛏᛁ•ᛈᚾᚪᚱᛂ• | |
ᛉᚱᚣ•ᛝᛡ•ᛏᛗ•ᛈᛞᚣᚻ•ᛗᛝᚫᚳᛇ•ᛡᚣᛂᛟ | |
•ᛝᚩᚢᛇᛁᚱ•ᛏᚪ•ᚩᚻᚪᛚᚫᛚᚪ•ᛋᛈ•ᛏᚪᛂᚳᚦᚢᛏᚹ | |
ᚦ•ᛗᚷᛖᛗᚣᛡᛁᛞ•ᚢᛋᚠᛒ•ᛟᛚᛟ•ᚪᛒ•ᚦᛚᚣ•ᚳ | |
ᛠᚣ•ᛞᛇᛁ•ᚹᛉ•ᛟᛝᛒᚢᛋᛞᚻᛞ•ᚢ•ᛠᚱ•ᚫᚩ | |
ᚻᛝᛒᚪᚹ•ᛈᛡᚾᛚᛇ•ᛖᛟᛝ•ᛡᚠᛇᛡ•ᚳᚦᚹ•ᛚᚦᚪᛁ | |
ᛈ•ᛞᛟᛂ•ᚢᛉᚢᚾᛠᚠ•ᚩᚾᚪ•ᚱᛠᚷ•ᛗᚢ•ᛗᛁᛂ | |
ᛒᛗᚱᚾᛗ•ᚩᚾᚠᚣ•ᛗᚠᛇᚠᛂ•ᛒᛡᛈᛂᛖᛡᛏ•ᛈᛟ | |
ᚫᛏᛟ•ᚻᛖᚾ•ᚳᛇᚩ•ᛋᚻᚫᛇ•ᛝᛁᛟ•ᛇᚠᚢᛞᚣᚪᛚᚠ | |
ᛡ•ᛖᛂ•ᚠᛚᛟ•ᛁᚳ•ᛁᛝᚷᚦ•ᛗᛋᚫᚷᚪᛠ•ᛗᛁ•ᛒᛡᛏ | |
ᚾ•ᛝᛗᚦ•ᛏᚣᚫᛂ•ᛖᚻᚠᚪᛡᚷ•ᚪᛗᛁ•ᛞᛉᛏ•ᚢᛖ | |
ᚦᚾ•ᛖᚪᛈᚹᛠᛚ•ᛒᚢᚱᛡᛟ•ᚪᚣ•ᛟᛇᚹᛂᛈᛞ• | |
ᚹᚹᛈ•ᚠᛡᛚᛉᛒᚾ•ᚳᛗᚾᚱᛗ•ᚻᚦᚫᛞᛂ•ᛒᛡᚫ•ᛇᚹ | |
ᛗᚢ•ᚪᛈᛡ•ᛈᛁᛂ•ᚪᚢᚾᛠᛖᛞᛗᚪ•ᛏᛟᛗ•ᛋᛞ | |
ᛝᚷᛚᛋᛞᛝ•ᛟ•ᛋᛂᛞ•ᛚᛟᚠᛂᚫᚠᚪ•ᛝᛟᚣᛈ•ᚣᚩ | |
ᛒᚷᚳᛖᛏᚹ•ᚪᛋᛒ•ᛗᛠᚣᛇᛗᚫᛚᚱ•ᚹᛇᛂᛒ•ᛈᛚᚠ | |
ᛈ•ᚠᛗ•ᛝᚪᛇᚾᛟᚹᛇᛉ•ᚣᚫᛉᛞᛟᚱᛒ•ᛡᚱᛟ•ᚹᛏ | |
ᚷᚱᛂᛖ•ᛠ•ᛈᛚᛞ•ᚻᚦᚱ•ᚦᚣᛚᛉ•ᛠᛈᚫᚠᚪ•ᚫᚪ | |
ᛒ•ᛈᛋ•ᛗ•ᛏᚫᚳᛈᛝᚹᚦ•ᚻᛠ•ᛞᚩᛂᚷ•ᛋᚩᛠᚳ | |
ᛖᛋ•ᚣᛖᚫ•ᛈᚦ•ᛁᛇᛈᚳᛝ•ᛈᚳᛇᚢᛏᚳᛡᛇᛝᚾ | |
ᚢᚻᚦ•ᚣᚠᛗᚾ•ᛝᚠᛂᛉᛟᚱᛗ•ᛝᛠᛂᛏᚳ•ᚢᚷ | |
ᚦ•ᚠᚦᛋ•ᚪᛈᚩᚪᚫᛞᛋᛝ•ᛒᛗᚩᚷ•ᚹᚠᛗᛖ•ᛠᛇᚻᚠ | |
ᚻᚳᚱᚫ•ᛝᛗᛉᚳ•ᛋᚪᚹᛋᛠ•ᚩᚣᛚᛉᛝ•ᛠᛟᛉ | |
ᛟᛠᛡᛝᛒ•ᛝᚳᚫᛁᚱ•ᛒᚠ•ᛏᚣᚣ•ᛠᛒ•ᚣᛚᚩ•ᛇ | |
ᛉ•ᚩᚷᛗᚩ•ᚠᛚᛟᛝᚦᛠ•ᚦᚣᛖᚣ•ᚾᚷᚾ•ᛡᛏ•ᛂ | |
ᛟᚾᛁ•ᛋᛟ•ᛠᚦᚣ•ᛋᛒ•ᚫᛚᚪᛂᛡᛖᚷᛉᛡᚾᛉᛏ• | |
ᛡᛒᚻᛚᚷ•ᚢᚦᛠ•ᚢᚾᛁᚩᛗᛠᛁᚷ•ᛟᚦᚱᚣ•ᛒᛖ | |
ᛠᚩᛈ•ᛗᛏᚱᚫᚢᚻᛁᛝ•ᛇᚳᚠ•ᛂᚾᚱᚷ•ᛟᚷᚻᚣᚻ | |
ᛇᚫᛠᚫᚣ•ᚢᛗᛈ•ᛉᛁᚢᚾᚩᛟᚾ•ᚷᛞᚦ•ᛡᚫᚹ•ᛞ | |
ᛟᛖᚱ•ᛗᚾᛖᚻᚷᛒᚢᛂ•ᚢᚦᛗᛖᛞᛝ•ᛒᚷᚣᚱ•ᛖ | |
ᛁᚢᛂ•ᚣᛡᛚᚢ•ᛂᛟ•"ᛠᛉᚣᛇᚱ•ᚩᛈᛋᚳᚫᛗ | |
ᛇ•ᚾᛂ•ᛖᚠᛋ•ᛖᚠᚪᛝ•ᚢᛝᛂᛇᚷᚠᛝᚱᛁᚦ•ᛂᚢᚫ• | |
ᚣᛋᚠᛖᚢᛋᚫᚣᛠ•ᛁᛏᛟᚱᛏᛟᚩ•ᚷᚾᚻ•ᛞᛗᚩᚳ | |
ᛞᛖᛏ•ᚹᛉᛞᛚ•ᚩᚫᛂ•ᛇᚢᛒ"•ᛗᛏ•ᛞᛗᛖ•ᛏ | |
ᛈᚹᛇᛋ•ᚹᛒᛇᚦ•ᚾᚻᚷᛂ•ᚱᛡᛞᛡᚦᚪᛁᛇᚫᛉᛚ•ᛇ | |
ᛠ•ᛡᚪᛂ•ᚻᚱ•ᚦᛈᛞᛂᛝᚩ•ᚷᚠᛇᛗᚳ•ᚻᛞᚩᛏᚳ | |
•ᚢᚱ•ᛈᚾ• | |
ᚪ•ᛗᛝᛞᛡᚦᛉᛁᛗ•ᛡᛞᛈᛝᚢᚹᚪᛗ•ᛏᚪ | |
ᛝ•ᛝᚦᛡᚹᛋᚻ•ᛁᚳ•ᚫᛈᚫᚷᚩ•ᛗᛁᚪ•ᛖᚩ•ᛏᚹ | |
ᚩ•ᚠᚣᚢᛏᛂ•ᚦᛂᛠᛖᚳᚾᛠ•ᚳᛠᛖ•ᚱ | |
ᚩᚢᛉ•ᛞᚹᚻᛒᛝᚠᚪᚳᛂᚢ•ᚩᛂᛡᛠᛁᛚᚷᚻ•ᛒᚢ | |
ᛂ•ᛉᚪᚳᚹᛡ•ᛗᚩᛈᚣᛞᛡᛚᛈ•ᛇᛁᚦᚱ•ᚣᚷᛗ•ᛉ | |
ᛟᚷᛋ•ᛗᛈᛂᛟᛞ•ᛟᛏᛡᛟ•ᛏᛝᛁ•ᛗᛝᚣᚪᚫ•ᛝ•ᚱ | |
ᚣᛂ•ᚾᛚᚢᛉᛒ•ᚻᛈᛂᚩᛠ•ᚷᚫᚹ•ᛉᛋᛞᚳ•ᚢᛏ• | |
ᛟᚻᛇᚾᛈᛏ•ᛠᚣᛒᚢᚷ•ᚷᚪᛇ•ᚾᚷᚩᛖᛚᛗᛒᚦ•ᚣ | |
ᛡᛟᛇᚣ•ᛗᚳᛟᚦ•ᛖᛚᚱᛇᛈᚱᛞᚣ•ᛉᛞ•ᛝᚣᛈ• | |
ᛋᛖᛉᚹ•ᚳᚷᚠᛞᚱᛖ•ᛞᛖᚹᚩᛇᛟ•ᚻᚩᛟ•ᛒᛋ•ᚻ | |
ᛠᚪᚳᛁᛗᛉᛂᛗᛖ•ᛗᛚ•ᚷᚩᛏᚦᛉᛖᛠᚱᚷᚣ | |
ᛝ•ᚫᛗᛁᚹ•ᛋᛒ•ᛉᛗ•ᛋᛇᚷᛞᚦᚫ•ᚠᛡᚪᛒᚳᚢ•ᚹᚱ•ᛒ | |
ᛠᚠᛉᛁᛗᚢᚳᛈᚻᛝᛚᛇ•ᛗᛋᛞᛡᛈᚠ•ᛒᚻᛇᚳ• | |
ᛇᛖ•ᛠᛖᛁᚷᛉᚷᛋ•ᛖᛋᛇᚦᚦᛖᛋ•ᚦᛟ•ᚳᛠᛁᛗ | |
ᚳᛉ•ᛞᛂᚢ•ᛒᛖᛁ• | |
ᚫᛂ•ᛟᛋᚱ•ᛗᚣᛚᚩᚻ•ᚩᚫ•ᚳᚦᚷᚹ•ᚹᛚᚫ•ᛚ | |
ᚩᚪᛈ•ᛗᛞᛞᚢᚷᚹ•ᛚ•ᛞᚾᚣᛂ•ᚳᚠᛡ•ᚫᛏ | |
ᛈᛇᚪᚦ•ᚳᚫ | |
ᚳᛞ•ᚠᚾ•ᛡᛖ•ᚠᚾᚳᛝ•ᚱᚠ•ᚫᛁᚱᛞᛖ•ᛋᚣᛂᛠᚢ | |
ᛝᚹ•ᛉᚩ•ᛗᛠᚹᚠ•ᚱᚷᛡ•ᛝᚱᛒ•ᚫᚾᚢᛋ• | |
ᛈᚪᚱᚪᛒᛚᛖ• ᛚᛁᚳᛖ•ᚦᛖ•ᛁᚾᛋᛏᚪᚱ•ᛏ | |
ᚢᚾᚾᛖᛚᛝ•ᛏᚩ•ᚦᛖ•ᛋᚢᚱᚠᚪᚳᛖ• | |
ᚹᛖ•ᛗᚢᛋᛏ•ᛋᚻᛖᛞ•ᚩᚢᚱ•ᚩᚹᚾ•ᚳ | |
ᛁᚱᚳᚢᛗᚠᛖᚱᛖᚾᚳᛖᛋ• ᚠᛁᚾᛞ•ᚦ | |
ᛖ•ᛞᛁᚢᛁᚾᛁᛏᚣ•ᚹᛁᚦᛁᚾ•ᚪᚾᛞ•ᛖᛗᛖᚱᚷᛖ•""".split('\n\n') | |
# forge_offset() makes a list of offsets to be *subtracted* to the corresponding rune when shifting | |
# i.e. If your offset list is [3, 4, 28, 4, 6, 9] you'll shift the first offset by 3, the second by 4, etc | |
# It takes three arguments: A base list, a 'direction' and another offset | |
# | |
# Base list: What your basic offset looks like, say a list of primes as in the example below | |
# Direction: Either -1 or 1, this is will be multiplied to the final number so you can add or subtract offsets | |
# Offset: Offset every number in your list by this | |
# | |
# This is because, for page 56, the offsets are a list of prime numbers | |
# To that list you subtract 1 from every value | |
# And multiply it by negative 1, or just *add* the offsets from your runes | |
# | |
# Special note: Instead of a list, you can supply a piece of alphabetical text to the function | |
# We work out what number of the alphabet it is and return a list based on that instead | |
# | |
# If it doesn't make sense your best shot is to either read the code or just go with it | |
# The first instance of 'offsets' below will work on page 56 | |
# The second instance works on page 57, and also any runes that are in plaintext | |
offsets = forge_offsets([2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199, 211, 223, 227, 229, 233, 239, 241, 251, 257, 263, 269, 271, 277, 281, 283, 293, 307, 311, 313, 317, 331, 337, 347, 349, 353, 359, 367, 373, 379, 383, 389, 397, 401, 409, 419, 421, 431, 433, 439, 443, 449, 457, 461, 463, 467, 479, 487, 491, 499, 503, 509, 521, 523, 541, 547, 557, 563, 569, 571, 577, 587, 593, 599, 601, 607, 613, 617, 619, 631, 641, 643, 647, 653, 659, 661, 673, 677, 683, 691, 701, 709, 719, 727, 733, 739, 743, 751, 757, 761, 769, 773, 787, 797, 809, 811, 821, 823, 827, 829, 839, 853, 857, 859, 863, 877, 881, 883, 887, 907, 911, 919, 929, 937, 941, 947, 953, 967, 971, 977, 983, 991, 997, 1009, 1013, 1019, 1021, 1031, 1033, 1039, 1049, 1051, 1061, 1063, 1069, 1087, 1091, 1093, 1097, 1103, 1109, 1117, 1123, 1129, 1151, 1153, 1163, 1171, 1181, 1187, 1193, 1201, 1213, 1217, 1223, 1229, 1231, 1237, 1249, 1259, 1277, 1279, 1283, 1289, 1291, 1297, 1301, 1303, 1307, 1319, 1321, 1327, 1361, 1367, 1373, 1381, 1399, 1409, 1423, 1427, 1429, 1433, 1439, 1447, 1451, 1453, 1459, 1471, 1481, 1483, 1487, 1489, 1493, 1499, 1511, 1523, 1531, 1543, 1549, 1553, 1559, 1567, 1571, 1579, 1583, 1597, 1601, 1607, 1609, 1613, 1619, 1621, 1627, 1637, 1657, 1663, 1667, 1669, 1693, 1697, 1699, 1709, 1721, 1723, 1733, 1741, 1747, 1753, 1759, 1777, 1783, 1787, 1789, 1801, 1811, 1823, 1831, 1847, 1861, 1867, 1871, 1873, 1877, 1879, 1889, 1901, 1907, 1913, 1931, 1933, 1949, 1951, 1973, 1979, 1987], 1, -3301) | |
#offsets = forge_offsets("ULTIMATETRUTHISTHEULTIMATEILLUSION", 1, 0) | |
# The stuff below is a little more confusing | |
# We pull each page from the book, and each rune from the page | |
# If it's a •, add a space to the output | |
# If it's a rune (i.e. searching for it returns true), then we find the corresponding letter after applying the offset | |
# If it's not a rune (• or anything else), then we also maintain our subtract value | |
# | |
# Just trust me this works | |
off_num = 0 | |
for page_num in range(len(liber_primus)): | |
text = liber_primus[page_num] | |
output = "" | |
for rune_num in range(len(text)): | |
rune = text[rune_num] | |
offset = offsets[off_num % len(offsets)] | |
if rune == "•": | |
output+=" " | |
elif type(find_position(rune)) is int: | |
off_num += 1 | |
output+=table[(find_position(rune) - offset) % len(table)][1] | |
# We then print the output of our stuff | |
# All the frequency() function does is return frequencies in numbers | |
# So here we format it to look a little nicer | |
freq = frequency(output) | |
print(output + "\n\n") | |
for entry in freq: | |
print(entry + ": " + str(round(freq[entry] / len(output) * 100, 4))) |
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