# cop/Coptic-NT.xml.gz
# ojb/Ojibwa-NT.xml.gz
(src)="b.MAT.1.1.1"> ⲠϪⲰⲘ ⲘⲘⲒⲤⲒ ⲚⲦⲈⲒⲎⲤⲞⲨⲤ ⲠⲬⲢⲒⲤⲦⲞⲤ ⲠϢⲎⲢⲒ ⲚⲆⲀⲨⲒⲆ ⲠϢⲎⲢⲒ ⲚⲀⲂⲢⲀⲀⲘ .
(trg)="b.MAT.1.1.1"> ᒦᑕᔥ ᐅᐅᐌ ᐁᔑᐲᐃᑳᑌᓂᒃ ᐋᓃᑎ ᒋᓴᔅ X ᑳᐱᐅᒋ ᓂᑖᐎᑭᒡ , ᒦ ᐊᐌ ᑳᐅᑕᑳᓀᓯᒡ ᑌᐱᑎᕽ , ᑫᐐᓐ ᐁᑮᐅᑕᑳᓀᓯᓂᒡ ᐁᐸᕒᐊᐋᒥᕽ ᙮
(src)="b.MAT.1.2.1"> ⲀⲂⲢⲀⲀⲘ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲤⲀⲀⲔ ⲒⲤⲀⲀⲔ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲀⲔⲰⲂ ⲒⲀⲔⲰⲂ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲞⲨⲆⲀⲤ ⲚⲈⲘ ⲚⲈϤⲤⲚⲎⲞⲨ .
(trg)="b.MAT.1.2.1"> ᐁᐸᕒᐊᐋᒻ ᑮᐅᑯᓯᓯ ᐃᓂ ᐋᐃᓯᑰᓐ ᒦᓇᐙᔥ ᐊᐌ ᐋᐃᓯᒃ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒉᑲᐴᓐ , ᑲᔦ ᒉᑲᑉ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒎᑕᐗᓐ , ᐐᒋᑭᐌᔨᓂ ᑲᔦ ᙮
(src)="b.MAT.1.3.1"> ⲒⲞⲨⲆⲀⲤ ⲆⲈ ⲀϤϪⲪⲈ ⲪⲀⲢⲈⲤ ⲚⲈⲘ ⲌⲀⲢⲀ ⲈⲂⲞⲖ ϦⲈⲚⲐⲀⲘⲀⲢ ⲪⲀⲢⲈⲤ ⲆⲈ ⲀϤϪⲪⲈ ⲈⲤⲢⲰⲘ .
(src)="b.MAT.1.3.2"> ⲈⲤⲢⲰⲘ ⲆⲈ ⲀϤϪⲪⲈ ⲀⲢⲀⲘ .
(trg)="b.MAT.1.3.1"> ᔑᑾ ᒎᑕ ᑮᐅᑯᓯᓯ ᐃᓂᐌᓂᐗᐞ ᐲᕒᐃᓴᓐ , ᓰᕒᐋᐗᓐ ᙮ ᑌᒫᕒ ᑕᔥ ᑮᐃᔑᓂᑳᓱᐗᓐ ᐅᒫᒫᐙᓐ ᙮ ᑲᔦ ᐲᕒᐃᔅ ᑮᐅᑯᓯᓯ ᐃᓂ ᐁᔅᕒᐊᓇᓐ ᑲᔦ ᐁᔅᕒᐊᓐ ᑮᐅᑯᓯᓯ ᐃᓂ ᐅᕒᐋᒪᓐ ,
(src)="b.MAT.1.4.1"> ⲀⲢⲀⲘ ⲆⲈ ⲀϤϪⲪⲈ ⲀⲘⲒⲚⲀⲆⲀⲂ ⲀⲘⲒⲚⲀⲆⲀⲂ ⲆⲈ ⲀϤϪⲪⲈ ⲚⲀⲤⲤⲰⲚ ⲚⲀⲤⲤⲰⲚ ⲆⲈ ⲀϤϪⲪⲈ ⲤⲀⲖⲘⲰⲚ .
(trg)="b.MAT.1.4.1"> ᑲᔦ ᐅᕒᐋᒻ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐊᒥᓇᑖᐸᓐ , ᑲᔦ ᐊᒥᓇᑖᑉ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᓈᔕᓇᓐ , ᒦᓇᐙᔥ ᓈᔕᓐ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᓵᓬᒪᓇᓐ ᙮
(src)="b.MAT.1.5.1"> ⲤⲀⲖⲘⲰⲚ ⲆⲈ ⲀϤϪⲪⲈ ⲂⲞⲈⲤ ⲈⲂⲞⲖ ϦⲈⲚⲢⲎⲬⲀⲂ ⲂⲞⲈⲤ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲞⲨⲂⲎⲆ ⲒⲞⲨⲂⲎⲆ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲈⲤⲤⲈ .
(trg)="b.MAT.1.5.1"> ᑲᔦ ᓵᓬᒪᓐ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐴᐙᓴᓐ ᙮ ᐅᕒᐁᐋᑉ ᑮᐃᔑᓂᑳᓱᐗᓐ ᐅᒫᒫᓐ ᙮ ᑲᔦ ᐴᐙᔅ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐆᐱᑕᓐ ᙮ ᐅᕒᐆᑦ ᑮᐃᔑᓂᑳᓱᐗᓐ ᐅᒫᒫᓐ ᙮ ᑲᔦ ᐆᐱᑦ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒉᓯᐗᓐ ᙮
(src)="b.MAT.1.6.1"> ⲒⲈⲤⲤⲈ ⲆⲈ ⲀϤϪⲪⲈ ⲆⲀⲨⲒⲆ ⲆⲀⲨⲒⲆ ⲆⲈ ⲀϤϪⲪⲈ ⲤⲞⲖⲞⲘⲰⲚ ⲈⲂⲞⲖ ϦⲈⲚⲐⲀ ⲞⲨⲢⲒⲀⲤ .
(trg)="b.MAT.1.6.1"> ᒉᓯ ᑮᐅᑯᓯᓯ ᐃᓂ ᑌᐱᑕᓐ ᑳᑮ ᑭᒋᐅᑭᒫᐎᓂᒡ ᙮ ᑲᔦ ᑌᐱᑦ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᔂᓬᐊᒪᓇᓐ ᙮ ᔪᕒᐋᔭ ᐐᐗᓐ ᑮᐅᒫᒫ ᔂᓬᐊᒪᓐ ᙮
(src)="b.MAT.1.7.1"> ⲤⲞⲖⲞⲘⲰⲚ ⲆⲈ ⲀϤϪⲪⲈ ⲢⲞⲂⲞⲀⲘ ⲢⲞⲂⲞⲀⲘ ⲆⲈ ⲀϤϪⲪⲈ ⲀⲂⲒⲀ ⲀⲂⲒⲀ ⲆⲈ ⲀϤϪⲪⲈ ⲀⲤⲀⲪ .
(trg)="b.MAT.1.7.1"> ᑲᔦ ᔂᓬᐊᒪᓐ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐅᕒᐄᔭᐴᐗᒨᓐ , ᒦᓇᐙᔥ ᐅᕒᐄᔭᐴᐗᒻ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐊᐹᐃᒐᐗᓐ , ᑲᔦ ᐊᐹᐃᒐ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐁᓴᐗᓐ ᙮
(src)="b.MAT.1.8.1"> ⲀⲤⲀⲪ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲰⲤⲀⲪⲀⲦ ⲒⲰⲤⲀⲪⲀⲦ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲰⲢⲀⲘ ⲒⲰⲢⲀⲘ ⲆⲈ ⲀϤϪⲪⲈ ⲞⲌⲒⲀⲤ .
(trg)="b.MAT.1.8.1"> ᑲᔦ ᐁᓴ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒉᐆᔕᐹᑕᓐ , ᑲᔦ ᒉᐆᔕᐹᑦ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒎᕒᐊᒨᓐ , ᑲᔦ ᒎᕒᐊᒻ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐊᓵᔭᐗᓐ ᙮
(src)="b.MAT.1.9.1"> ⲞⲌⲒⲀⲤ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲰⲀⲐⲀⲘ ⲒⲰⲀⲐⲀⲘ ⲆⲈ ⲀϤϪⲪⲈ ⲀⲬⲀⲌ ⲀⲬⲀⲌ ⲆⲈ ⲀϤϪⲪⲈ ⲈⲌⲈⲔⲒⲀⲤ .
(trg)="b.MAT.1.9.1"> ᑲᔦ ᐊᓵᔭ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒎᑕᒨᓐ , ᑲᔦ ᒎᑕᒻ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐁᓯᑳᔭᐗᓐ ,
(src)="b.MAT.1.10.1"> ⲈⲌⲈⲔⲒⲀⲤ ⲆⲈ ⲀϤϪⲪⲈ ⲘⲀⲚⲀⲤⲤⲎ ⲘⲀⲚⲀⲤⲤⲎ ⲆⲈ ⲀϤϪⲪⲈ ⲀⲘⲰⲤ ⲀⲘⲰⲤ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲰⲤⲒⲀⲤ .
(trg)="b.MAT.1.10.1"> ᑲᔦ ᐁᓯᑳᔭ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒪᓈᓴᐗᓐ , ᑲᔦ ᒪᓈᓴ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐋᒪᓇᓐ , ᑲᔦ ᐋᒪᓐ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒍᓵᔭᐗᓐ ᙮
(src)="b.MAT.1.11.1"> ⲒⲰⲤⲒⲀⲤ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲈⲬⲞⲚⲒⲀⲤ ⲚⲈⲘ ⲚⲈϤⲤⲚⲎⲞⲨ ϨⲒ ⲠⲒⲞⲨⲰⲦⲈⲂ ⲈⲂⲞⲖ ⲚⲦⲈⲂⲀⲂⲨⲖⲰⲚ .
(trg)="b.MAT.1.11.1"> ᑲᔦ ᒍᓵᔭ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒉᑲᓈᔭᐗᓐ , ᐐᒋᑭᐌᔭᐞ ᑲᔦ , ᐃᐃᐌ ᐊᐲ ᐃᔅᕒᐃᔭᓬᐃᓂᓂᐗᒃ ᑳᑮᐃᔑᐎᒋᑲᓂᐎᐙᑯᐸᓀᓐ ᐌᑎ ᐹᐱᓬᐊᓄᕽ ᙮
(src)="b.MAT.1.12.1"> ⲘⲈⲚⲈⲚⲤⲀ ⲠⲒⲞⲨⲰⲦⲈⲂ ⲈⲂⲞⲖ ⲚⲦⲈⲂⲀⲂⲨⲖⲰⲚ ⲒⲈⲬⲞⲚⲒⲀⲤ ⲀϤϪⲪⲈ ⲤⲀⲖⲀⲐⲒⲎⲖ ⲤⲀⲖⲀⲐⲒⲎⲖ ⲆⲈ ⲀϤϪⲪⲈ ⲌⲞⲢⲞⲂⲀⲂⲈⲖ .
(trg)="b.MAT.1.12.1"> ᐊᐲ ᑕᔥ ᑳᐃᔥᒀ ᐃᔑᐎᓂᑣ ᐃᐌᑎ ᐹᐱᓬᐊᓄᕽ , ᒉᑲᓈᔭ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᔑᔮᓬᑏᔭᓬᐊᓐ ᙮ ᒦᓇᐙᔥ ᔑᔮᓬᑏᔭᓬ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᓯᕒᐊᐸᐸᓬᐊᓐ ᙮
(src)="b.MAT.1.13.1"> ⲌⲞⲢⲞⲂⲀⲂⲈⲖ ⲆⲈ ⲀϤϪⲪⲈ ⲀⲂⲒⲞⲨⲆ ⲀⲂⲒⲞⲨⲆ ⲆⲈ ⲀϤϪⲪⲈ ⲈⲖⲒⲀⲔⲒⲘ ⲈⲖⲒⲀⲔⲒⲘ ⲆⲈ ⲀϤϪⲪⲈ ⲀⲌⲰⲢ .
(trg)="b.MAT.1.13.1"> ᒦᓇᐙ ᑲᔦ ᓯᕒᐊᐸᐸᓬ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐊᐹᔪᑕᓐ , ᑲᔦ ᐊᐹᔪᑦ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐃᓬᐋᔭᑭᒪᓐ ᙮ ᑲᔦ ᐃᓬᐋᔭᑭᒻ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐁᓱᕒᐊᓐ ,
(src)="b.MAT.1.14.1"> ⲀⲌⲰⲢ ⲆⲈ ⲀϤϪⲪⲈ ⲤⲀⲆⲰⲔ ⲤⲀⲆⲰⲔ ⲆⲈ ⲀϤϪⲪⲈ ⲀⲬⲒⲚ ⲀⲬⲒⲚ ⲆⲈ ⲀϤϪⲪⲈ ⲈⲖⲒⲞⲨⲆ .
(trg)="b.MAT.1.14.1"> ᑲᔦ ᐁᓱᕒ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᓭᑕᑾᓐ , ᑲᔦ ᓭᑕᒃ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐁᑭᒪᓐ , ᑲᔦ ᐁᑭᒻ ᑮᐅᑯᓯᓯ ᐃᓂ ᐃᓬᐋᔪᑕᓐ ᙮
(src)="b.MAT.1.15.1"> ⲈⲖⲒⲞⲨⲆ ⲆⲈ ⲀϤϪⲪⲈ ⲈⲖⲈⲀⲌⲀⲢ ⲈⲖⲈⲀⲌⲀⲢ ⲆⲈ ⲀϤϪⲪⲈ ⲘⲀⲦⲐⲀⲚ ⲘⲀⲦⲐⲀⲚ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲀⲔⲰⲂ .
(trg)="b.MAT.1.15.1"> ᑲᔦ ᐃᓬᐋᔪᑦ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐁᓬᐃᐁᓴᕒᐆᓐ , ᑲᔦ ᐁᓬᐃᐁᓴᕒ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒫᑕᓅᓐ , ᑲᔦ ᒫᑕᓐ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒉᑲᐴᓐ ᙮
(src)="b.MAT.1.16.1"> ⲒⲀⲔⲰⲂ ⲆⲈ ⲀϤϪⲪⲈ ⲒⲰⲤⲎⲪ ⲠϨⲀⲒ ⲘⲘⲀⲢⲒⲀ ⲐⲎ ⲈⲦⲀⲤⲘⲈⲤ ⲒⲎⲤⲞⲨⲤ ⲪⲎ ⲈⲦⲞⲨⲘⲞⲨϮ ⲈⲢⲞϤ ϪⲈ ⲠⲬⲢⲒⲤⲦⲞⲤ .
(trg)="b.MAT.1.16.1"> ᒉᑲᑉ ᑲᔦ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒎᓴᐴᓐ ᙮ ᐊᐊ ᑕᔥ ᒎᓴᑉ , ᒣᕒᐃ ᑮᐃᔑᓂᑳᓱᐗᓐ ᐐᐗᓐ , ᒦᐗᓐ ᐃᑕᔥ ᐃᓂ ᒋᓴᔅ ᑳᑮᐅᒫᒫᒡ ᙮ ᒋᓴᔅ ᑕᔥ ᑳᑮᐃᓂᓐᒡ ᑭᔐᒪᓂᑑᓐ ᑳᑮᐅᓀᓂᒥᑯᒡ ᒋᐱᒫᒋᐃᐌᒡ ᙮
(src)="b.MAT.1.17.1"> ϪⲰⲞⲨ ⲚⲒⲂⲈⲚ ⲒⲤϪⲈⲚ ⲀⲂⲢⲀⲀⲘ ϢⲀ ⲆⲀⲨⲒⲆ ⲒⲆ ⲚϪⲰⲞⲨ ⲞⲨⲞϨ ⲒⲤϪⲈⲚ ⲆⲀⲨⲒⲆ ϢⲀ ⲠⲒⲞⲨⲰⲦⲈⲂ ⲈⲂⲞⲖ ⲚⲦⲈⲂⲀⲂⲨⲖⲰⲚ ⲒⲆ ⲚϪⲰⲞⲨ ⲞⲨⲞϨ ⲒⲤϪⲈⲚ ⲠⲒⲞⲨⲰⲦⲈⲂ ⲈⲂⲞⲖ ⲚⲦⲈⲂⲀⲂⲨⲖⲰⲚ ϢⲀ ⲠⲬⲢⲒⲤⲦⲞⲤ ⲒⲆ ⲚϪⲰⲞⲨ .
(trg)="b.MAT.1.17.1"> ᒦᑕᔥ ᑳᑮᐱ ᒥᑖᔑᓃᐎᐙᒡ 14 ᐁᑮᐱ ᐊᔮᓂᑫ ᓂᑖᐎᑭᐙᒡ ᐁᐃᓇᐌᑎᐙᒡ ᐁᑮᐱᐅᒋ ᒫᒋᐊᔮᐙᒡ ᐁᐸᕒᐊᐋᒥᕽ ᐲᓂᔥ ᑌᐱᑎᕽ , ᑲᔦ ᐁᑮᐱ ᒥᑖᔑᓃᐎᐙᒡ 14 ᒦ ᐅᒫ ᐅᒋ ᑌᐱᑎᕽ ᐲᓂᔥ ᑮᐱ ᐃᔑᐎᓂᑣ ᐌᑎ ᐹᐱᓬᐊᓄᕽ , ᒦᓇᐙ ᐁᑮᐊᓂ ᒥᑖᔑᓃᐎᐙᒡ 14 ᑳᑮᐃᔑ ᐱ ᓂᑖᐎᑭᐙᒡ ᐹᐱᓬᐊᓄᕽ ᐲᓂᔥ ᑮᐱ ᐅᒋᒋᓭᒃ ᑳᑮᐃᔑ ᓂᑖᐎᑭᒡ ᐊᐊ ᑭᔐᒪᓂᑑᓐ ᑳᑮᐅᓀᓂᒥᑯᒡ ᒋᐱᒫᒋᐃᐌᒡ ᙮
(src)="b.MAT.1.18.1"> ⲠϪⲒⲚⲘⲒⲤⲒ ⲚⲒⲎⲤⲞⲨⲤ ⲠⲬⲢⲒⲤⲦⲞⲤ ⲚⲈⲞⲨ ⲠⲀⲒⲢⲎϮ ⲈⲦⲀⲨⲰⲠ ⲚⲤⲀⲦⲈϤⲘⲀⲨ ⲘⲀⲢⲒⲀ ⲚⲒⲰⲤⲎⲪ ⲘⲠⲀⲦⲞⲨⲤⲞⲨⲈⲚ ⲚⲞⲨⲈⲢⲎⲞⲨ ⲀⲨϪⲈⲘⲤ ⲈⲤⲘⲂⲞⲔⲒ ⲈⲂⲞⲖ ϦⲈⲚⲞⲨⲠⲚⲈⲨⲘⲀⲈϤⲞⲨⲀⲂ .
(trg)="b.MAT.1.18.1"> ᒦᑕᔥ ᐅᐅ ᓇᑫ ᒋᓴᔅ ᑳᑮᐃᔑ ᓂᑖᐎᑭᒡ ᙮ ᒣᕒᐃ ᒋᓴᔅ ᐅᒫᒫᓐ ᐁᑮᐊᔓᑕᒫᑯᓂᒡ ᒋᐐᐐᑎᑫᒥᑯᓂᒡ ᐃᓂ ᒎᓴᐴᓐ , ᒋᑆ ᐐᑎᑫᑎᐙᒡ ᐃᑕᔥ ᐅᑮ ᑭᑫᑖᓐ ᐊᐊᐌ ᐃᑴ ᐊᐱᓅᒌᔕᓐ ᐁᐊᔮᐙᒡ , ᑭᔐᒪᓂᑑᓐ ᐅᑕᒑᑯᓂ ᐁᑮᒦᓂᑯᒡ ᐃᓂ ᐊᐱᓅᒌᔕᓐ ᙮
(src)="b.MAT.1.19.1"> ⲒⲰⲤⲎⲪ ⲆⲈ ⲠⲈⲤϨⲀⲒ ⲚⲈⲞⲨⲐⲘⲎⲒ ⲠⲈ ⲞⲨⲞϨ ⲚϤⲞⲨⲰϢ ⲀⲚ ⲈⲀⲒⲤ ⲚⲤⲢⲀϨ ⲀϤⲤⲞϬⲚⲒ ⲈⲬⲀⲤ ⲈⲂⲞⲖ ⲚⲬⲰⲠ .
(trg)="b.MAT.1.19.1"> ᒎᓴᑉ ᐃᑕᔥ ᒣᕒᐄᓐ ᑳᐐᐐᑎᑫᒫᐸᓐ , ᐋᐱᒋ ᑾᔭᒃ ᑮᐃᔑᐱᒫᑎᓯ ᑲᔦ ᑳᐐᓐ ᐅᑮᐊᑕᐌᑕᓰᓐ ᒋᑎᐹᒋᒫᒡ ᐃᓂ ᒣᕒᐄᓐ ᐁᐐ ᐱᑾᑑᔐᓂᒡ ᙮ ᑮᐃᓀᑕᒻ ᑕᔥ ᐁᐐ ᑮᒨᒋ ᐸᑭᑎᓈᒡ ᙮
(src)="b.MAT.1.20.1"> ⲚⲀⲒ ⲆⲈ ⲈⲦⲀϤⲘⲞⲔⲘⲈⲔ ⲈⲢⲰⲞⲨ ϨⲎⲠⲠⲈ ⲒⲤ ⲞⲨⲀⲄⲄⲈⲖⲞⲤ ⲚⲦⲈⲠϬⲞⲒⲤ ⲀϤⲞⲨⲞⲚϨϤ ⲈⲒⲰⲤⲎ ⲪϦⲈⲚ ⲞⲨⲢⲀⲤⲞⲨⲒ ⲈϤϪⲰ ⲘⲘⲞⲤ ϪⲈ ⲒⲰⲤⲎⲪ ⲠϢⲎⲢⲒ ⲚⲆⲀⲨⲒⲆ ⲘⲠⲈⲢⲈⲢϨⲞϮ ⲈϢⲈⲠ ⲘⲀⲢⲒⲀ ⲦⲈⲔⲤϨⲒⲘⲒ ⲈⲢⲞⲔ ⲪⲎ ⲄⲀⲢ ⲈⲦⲈⲤⲚⲀⲘⲀⲤϤ ⲞⲨⲈⲂⲞⲖ ϦⲈⲚⲞⲨⲠⲚⲈⲨⲘⲀⲈϤⲞⲨⲀⲂ ⲠⲈ .
(trg)="b.MAT.1.20.1"> ᒣᒀ ᑕᔥ ᐅᐅ ᐁᐃᔑ ᓈᓈᑲᑕᐌᑕᕽ , ᐅᑮᐙᐸᒫᓐ ᐃᓂ ᑭᔐᒪᓂᑑ ᐅᑌᒐᓬᐃᒪᓐ ᐃᐃᒫ ᐃᓈᐸᑕᒧᐎᓂᕽ ᐁᑮᐃᑯᒡ : ᒎᓴᑉ , ᑌᐱᑎᕽ ᑳᐅᑕᑳᓀᓯᔭᓐ ! ᑫᑯ ᐐᓐ ᓭᑭᓯᑫᓐ ᒋᐐᐎᔭᓐ ᒣᕒᐃ ᙮ ᑭᔐᒪᓂᑑ ᐅᑕᒑᑾᓐ ᐅᔕ ᐅᑮᒦᓂᑰᓐ ᐃᓂ ᐊᐱᓅᒌᔕᓐ ᙮
(src)="b.MAT.1.21.1"> ⲈⲤⲈⲘⲒⲤⲒ ⲆⲈ ⲚⲞⲨϢⲎⲢⲒ ⲈⲔⲈⲘⲞⲨϮ ⲈⲠⲈϤⲢⲀⲚ ϪⲈ ⲒⲎⲤⲞⲨⲤ ⲚⲐⲞϤ ⲄⲀⲢ ⲈⲐⲚⲀⲚⲞϨⲈⲘ ⲘⲠⲈϤⲖⲀⲞⲤ ⲈⲂⲞⲖ ϦⲈⲚⲚⲞⲨⲚⲞⲂⲒ .
(trg)="b.MAT.1.21.1"> ᑸᐎᓭᓴᓐ ᐅᔕ ᐅᑲ ᓂᑖᐎᑭᐋᓐ ᙮ ᒋᓴᔅ ᑕᔥ ᑭᑲ ᐃᔑᓂᑳᓈᐙ , ᐋᓃᔥ ᐅᑲ ᐱᒫᒋᐋᐞ ᐅᐱᒫᑎᓰᒪᐞ ᐃᐃᒫ ᐅᒪᒋᑑᑕᒧᐎᓂᓃᕽ , ᐅᑮᐃᑰᓐ ᙮
(src)="b.MAT.1.22.1"> ⲪⲀⲒ ⲆⲈ ⲦⲎⲢϤ ⲀϤϢⲰⲠⲒ ϨⲒⲚⲀ ⲚⲦⲈϤϪⲰⲔ ⲈⲂⲞⲖ ⲚϪⲈⲪⲎ ⲈⲦⲀ ⲠϬⲞⲒⲤ ϪⲞϤ ⲈⲂⲞⲖ ϨⲒⲦⲞⲦϤ ⲘⲠⲒⲠⲢⲞⲪⲎⲦⲎⲤ ⲈϤϪⲰ ⲘⲘⲞⲤ .
(trg)="b.MAT.1.22.1"> ᒦᑕᔥ ᐅᐅ ᑳᑮᐅᒋ ᐃᔑᓭᒃ ᒪᔮ ᐱᑯ ᒋᐃᔑᓭᓂᒃ ᑭᔐᒪᓂᑑ ᑳᑮᐃᑭᑐᑯᐸᓀᓐ ᒣᐎᔕ ᐅᑎᐹᒋᒧᐎᓂᓃᒪᓐ ᑳᑮ ᑲᓅᑕᒫᑯᒡ ᐅᐅᐌ ᐁᑮᐃᑭᑐᓂᒡ :
(src)="b.MAT.1.23.1"> ϪⲈ ϨⲎⲠⲠⲈ ⲒⲤ ϮⲠⲀⲢⲐⲈⲚⲞⲤ ⲈⲤⲈⲈⲢⲂⲞⲔⲒ ⲞⲨⲞϨ ⲈⲤⲈⲘⲒⲤⲒ ⲚⲞⲨϢⲎⲢⲒ ⲈⲨⲈⲘⲞⲨϮ ⲈⲠⲈϤⲢⲀⲚ ϪⲈ ⲈⲘⲘⲀⲚⲞⲨⲎⲖ ⲪⲎ ⲈⲦⲈϢⲀⲨⲞⲨⲀϨⲘⲈϤ ϪⲈ ⲪⲚⲞⲨϮ ⲚⲈⲘⲀⲚ .
(trg)="b.MAT.1.23.1"> ᑾᔭᒃ ᐯᑭᐅᔥᑭᓃᑭᑴ ᐅᑲ ᐊᔮᐙᓐ ᐊᐱᓅᒌᔕᓐ ᑲᔦ ᐅᑲ ᓂᑖᐎᑭᐋᓐ ᑫᐅᑯᓯᓯᒡ ᙮ ᐃᒫᓂᔪᐁᓬ ᑕᔥ ᑕᐃᔑᓂᑳᓱᐗᓐ ᙮ ᒦᐃᐌ ᑳᐃᒋᑳᑌᒃ : ᑭᔐᒪᓂᑑ ᑭᐐᒌᐎᑯᓈᓐ ᙮
(src)="b.MAT.1.24.1"> ⲈⲦⲀϤⲦⲰⲚϤ ⲆⲈ ⲚϪⲈⲒⲰⲤⲎⲪ ⲈⲂⲞⲖ ϦⲈⲚⲠⲒⲚⲔⲞⲦ ⲀϤⲒⲢⲒ ⲔⲀⲦⲀ ⲪⲢⲎϮ ⲈⲦⲀ ⲠⲒⲀⲄⲄⲈⲖⲞⲤ ⲚⲦⲈⲠϬⲞⲒⲤ ⲞⲨⲀϨⲤⲀϨⲚⲒ ⲚⲀϤ ⲞⲨⲞϨ ⲀϤϢⲈⲠ ⲘⲀⲢⲒⲀ ⲦⲈϤⲤϨⲒⲘⲒ ⲈⲢⲞϤ .
(trg)="b.MAT.1.24.1"> ᒎᓴᑉ ᑕᔥ ᔐᒫᒃ ᑮᐙᓂᔥᑳ ᐁᑮᐃᔑᒋᑫᒡ ᐋᓃᓐ ᑳᑮᐃᑯᒡ ᐃᓂ ᑳᑎᐯᒋᑫᓂᒡ ᐅᑌᒐᓬᐃᒥᓂ ᙮ ᒣᕒᐄᓐ ᑕᔥ ᑮᐐᐎ ᙮
(src)="b.MAT.1.25.1"> ⲞⲨⲞϨ ⲘⲠⲈϤⲤⲞⲨⲰⲚⲤ ϢⲀⲦⲈⲤⲘⲒⲤⲒ ⲘⲠⲒϢⲎ ⲢⲒ ⲞⲨⲞϨ ⲀϤⲘⲞⲨϮ ⲈⲠⲈϤⲢⲀⲚ ϪⲈ ⲒⲎⲤⲞⲨⲤ .
(trg)="b.MAT.1.25.1"> ᑳᐐᓐ ᑕᔥ ᐐᑳ ᐅᑮ ᐸᐹᒣᓂᒫᓰᓐ ᐃᓂ ᐐᐗᓐ ᒋᑆ ᓂᑖᐎᑭᓈᐗᓱᓂᒡ ᙮ ᒋᓴᔅ ᑕᔥ ᐅᑮᐃᔑᓂᑳᓈᓐ ᒎᓴᑉ ᐃᓂ ᑸᐎᓭᓴᓐ ᙮
(src)="b.MAT.2.1.1"> ⲒⲎⲤⲞⲨⲤ ⲆⲈ ⲈⲦⲀⲨⲘⲀⲤϤ ϦⲈⲚⲂⲎⲐⲖⲈⲈⲘ ⲚⲦⲈϮⲒⲞⲨⲆⲈⲀ ϦⲈⲚⲚⲒⲈϨⲞⲞⲨ ⲚⲦⲈⲎⲢⲰⲆⲎⲤ ⲠⲞⲨⲢⲞ ϨⲎⲠⲠⲈ ⲒⲤ ϨⲀⲚⲘⲀⲄⲞⲤ ⲀⲨⲒ ⲈⲂⲞⲖ ⲤⲀⲠⲈⲒⲈⲂⲦ ⲈⲒⲈⲢⲞⲤⲀⲖⲎⲘ .
(trg)="b.MAT.2.1.1"> ᒋᓴᔅ ᑕᔥ ᑮᐃᔑᓂᑖᐎᑭ ᐃᐃᒫ ᐆᑌᓈᕽ ᐯᑕᓬᐃᐁᒦᕽ ᐃᐃᒫ ᐊᑮᕽ ᒎᑏᔭ ᑳᑮᐃᔑᓂᑳᑌᓂᒃ ᐊᐲ ᐁᕒᐊᑦ ᑮᑭᒋᐅᑭᒫᐎᒡ ᙮ ᒦᑕᔥ ᐃᐃ ᐊᐲ ᑮᐲᔖᐗᒃ ᐃᐃᒫ ᒉᕒᐆᓴᓬᐊᒥᕽ ᐃᑭᐌᓂᐗᒃ ᐃᓂᓂᐗᒃ ᑳᓇᓈᑲᒋᐋᐙᒡ ᐗᓇᑯᔕᐞ ᐙᐸᓄᕽ ᑳᑮᐅᒌᐙᒡ ᙮
(src)="b.MAT.2.2.1"> ⲈⲨϪⲰ ⲘⲘⲞⲤ ϪⲈ ⲀϤⲐⲰⲚ ⲪⲎ ⲈⲦⲀⲨⲘⲀⲤϤ ⲠⲞⲨⲢⲞ ⲚⲦⲈⲚⲒⲒⲞⲨⲆⲀⲒ ⲀⲚⲚⲀⲨ ⲄⲀⲢ ⲈⲠⲈϤⲤⲒⲞⲨ ⲤⲀⲠⲈⲒⲈⲂⲦ ⲀⲚⲒ ϪⲈ ⲚⲦⲈⲚⲞⲨⲰϢⲦ ⲘⲘⲞϤ .
(trg)="b.MAT.2.2.1"> ᒦᑕᔥ ᑮᐃᑭᑐᐗᒃ : ᐋᑎ ᐊᐊᐌ ᐊᐱᓅᒌᔥ ᑳᓂᑖᐎᑭᒡ ᑳᐐᐅᑭᒫᑲᑕᐙᒡ ᐃᐃᐌᓂᐗᐞ ᒎᐗᐞ ᙮ ᓂᑮᐙᐸᒥᒫᓈᓂᓐ ᐅᔕ ᐃᓂ ᐅᐗᓇᑯᔑᒪᓐ ᐃᐃᐌᑎ ᐙᐸᓄᕽ , ᒦᑕᔥ ᑳᐅᒋ ᐲᔖᔮᕽ ᐁᐐᐅᒋᒌᑾᓃᑕᐗᑭᒡ ᙮
(src)="b.MAT.2.3.1"> ⲈⲦⲀϤⲤⲰⲦⲈⲘ ⲆⲈ ⲚϪⲈⲠⲞⲨⲢⲞ ⲎⲢⲰⲆⲎⲤ ⲀϤϢⲐⲞⲢⲦⲈⲢ ⲚⲈⲘ ⲒⲈⲢⲞⲤⲀⲖⲎⲘ ⲦⲎⲢⲤ ⲚⲈⲘⲀϤ .
(trg)="b.MAT.2.3.1"> ᐊᐲ ᑕᔥ ᑳᓅᑕᕽ ᐊᐊ ᐁᕒᐊᑦ ᐐᑫ ᑮᒥᑯᔥᑳᑌᑕᒻ , ᐃᑭ ᑲᔦ ᑲᑭᓇ ᑳᑮᐊᔮᐙᒡ ᐃᐃᒫ ᒉᕒᐆᓴᓬᐊᒥᕽ ᙮
(src)="b.MAT.2.4.1"> ⲞⲨⲞϨ ⲈⲦⲀϤⲐⲰⲞⲨϮ ⲚⲚⲒⲀⲢⲬⲒⲈⲢⲈⲨⲤ ⲦⲎⲢⲞⲨ ⲚⲈⲘ ⲚⲒⲤⲀϦ ⲚⲦⲈⲠⲒⲖⲀⲞⲤ ⲚⲀϤϢⲒⲚⲒ ⲚⲦⲞⲦⲞⲨ ϪⲈ ⲀⲨⲚⲀⲘⲈⲤ ⲠⲬⲢⲒⲤⲦⲞⲤ ⲐⲰⲚ .
(trg)="b.MAT.2.4.1"> ᑲᑭᓇ ᑕᔥ ᐅᑮᐊᑐᒫᐞ ᐃᐃ ᑭᒋᐊᓇᒥᐁᐎᑭᒫᐞ , ᑳᑭᑭᓄᐊᒫᑫᓂᒡ ᑲᔦ ᐅᓈᑯᓂᑫᐎᓐ , ᒦᑕᔥ ᑳᐃᔑ ᑲᑴᒋᒫᒡ : ᐋᑎ ᑳᐐᐃᔑ ᓂᑖᐎᑭᓂᒡ ᐃᓂ ᑭᔐᒪᓂᑑ ᑳᑮᐊᔓᑕᒫᑫᒡ ᒋᐱᒫᒋᐃᐌᓂᒡ ?
(src)="b.MAT.2.5.1"> ⲚⲐⲰⲞⲨ ⲆⲈ ⲠⲈϪⲰⲞⲨ ⲚⲀϤ ϪⲈ ϦⲈⲚⲂⲎⲐⲖⲈⲈⲘ ⲚⲦⲈϮⲒⲞⲨⲆⲈⲀ ⲠⲀⲒⲢⲎϮ ⲄⲀⲢ ⲈⲦⲤϦⲎⲞⲨⲦ ⲈⲂⲞⲖ ϨⲒⲦⲞⲦϤ ⲘⲠⲒⲠⲢⲞⲪⲎⲦⲎⲤ .
(trg)="b.MAT.2.5.1"> ᒦᑕᔥ ᐁᕒᐊᑦ ᑳᐃᔑ ᓇᑴᑕᐎᓐᒡ : ᐃᐃᒫ ᓴ ᐆᑌᓈᕽ ᐯᑕᓬᐃᐁᒦᕽ ᐃᐃᒫ ᐊᑮᕽ ᒎᑏᔭ ᑕᐃᔑ ᓂᑖᐎᑮ , ᐋᓃᔥ ᑭᔐᒪᓂᑑ ᒣᐎᔕ ᑳᑮ ᑲᓅᑕᒫᑯᒡ ᐅᐅ ᑮᐃᔑᐲᐃᑫᐗᓐ :
(src)="b.MAT.2.6.1"> ϪⲈ ⲚⲈⲘ ⲚⲐⲞ ϨⲰⲒ ⲂⲎⲐⲖⲈⲈⲘ ⲠⲔⲀϨⲒ ⲚⲒⲞⲨⲆⲀ ⲚⲐⲞ ⲞⲨⲔⲞⲨϪⲒ ⲀⲚ ϦⲈⲚⲚⲒⲘⲈⲦϨⲎⲄⲈⲘⲰⲚ ⲚⲦⲈⲒⲞⲨⲆⲀ ⲈϤⲈⲒ ⲄⲀⲢ ⲈⲂⲞⲖ ⲚϦⲎϮ ⲚϪⲈⲞⲨϨⲎⲄⲞⲨⲘⲈⲚⲞⲤ ⲪⲎ ⲈⲐⲚⲀⲀⲘⲞⲚⲒ ⲘⲠⲀⲖⲀⲞⲤ ⲠⲒⲤⲖ .
(trg)="b.MAT.2.6.1"> ᐃᐃᐌ ᓴ ᐯᑕᓬᐃᐁᒻ ᐃᐃᒫ ᑳᐊᔮᒃ ᐊᑮᕽ ᒎᑕᑳᕽ , ᑳᐐᓐ ᐸᑮ ᐃᓇᑭᑌᓯᓅᓐ ᐃᒫ ᑳᑭᒋ ᐃᓀᑖᑾᑭᓐ ᐆᑌᓇᐗᓐ ᒎᑕ ᐊᑮᕽ ᙮ ᒦ ᐅᔕ ᐃᒫ ᐯᑕᓬᐃᐁᒦᕽ ᑳᐐᐅᒌᒡ ᐊᐊ ᑳᐐᓃᑳᓃᑕᒫᑫᒡ ᑫᑭᑭᓄᐎᓈᒡ ᑲᔦ ᓂᑑᐱᒫᑎᓰᒪᐞ ᐃᐃ ᐃᔅᕒᐃᔭᓬᐊᐞ , ᑮᐃᑭᑐ ᑳᑎᐯᒋᑫᒡ ᙮
(src)="b.MAT.2.7.1"> ⲦⲞⲦⲈ ⲎⲢⲰⲆⲎⲤ ⲀϤⲘⲞⲨϮ ⲈⲚⲒⲘⲀⲄⲞⲤ ⲚⲬⲰⲠ ⲀϤϦⲞⲦϦⲈⲦ ⲚⲦⲞⲦⲞⲨ ⲚⲤⲀⲠⲒⲤⲎⲞⲨ ⲚⲦⲈⲠⲒⲤⲒⲞⲨ ⲈⲦⲀϤⲞⲨⲰⲚϨ .
(trg)="b.MAT.2.7.1"> ᐁᕒᐊᑦ ᑕᔥ ᐅᑮ ᑮᒨᒋᑲᓅᓈᐞ ᐃᓂᐌᓂᐗᐞ ᐃᓂᓂᐗᐞ ᐙᐸᓄᕽ ᑳᑮᐅᒌᓂᒡ , ᑲᔦ ᐅᑮ ᑲᑴᒋᒫᐞ ᐋᓃᓐ ᒪᔮ ᐊᐲ ᑳᓈᑯᓯᓂᒡ ᐃᓂ ᐗᓇᑯᔕᓐ ᙮
(src)="b.MAT.2.8.1"> ⲞⲨⲞϨ ⲀϤⲞⲨⲞⲢⲠⲞⲨ ⲈⲂⲎⲐⲖⲈⲈⲘ ⲈϤϪⲰ ⲘⲘⲞⲤ ϪⲈ ⲘⲀϢⲈ ⲚⲰⲦⲈⲚ ϢⲒⲚⲒ ⲀⲔⲢⲒⲂⲰⲤ ⲈⲐⲂⲈ ⲠⲒⲀⲖⲞⲨ ⲈϢⲰⲠ ⲆⲈ ⲚⲦⲈⲦⲈⲚϪⲈⲘϤ ⲘⲀⲦⲀⲘⲞⲒ ϨⲒⲚⲀ ⲚⲦⲀⲒ ϨⲰ ⲚⲦⲀⲞⲨⲰϢⲦ ⲘⲘⲞϤ .
(trg)="b.MAT.2.8.1"> ᒦᑕᔥ ᑳᐃᔑ ᐃᔑᓂᔕᐙᒡ ᐃᐃᐌᑎ ᐯᑕᓬᐃᐁᒦᕽ ᐁᑮᐃᓈᒡ : ᒫᒑᒃ , ᐌᐌᓂ ᑲᑴ ᒥᑲᐎᒃ ᐊᐊ ᐊᐱᓅᒌᔥ ᙮ ᑮᒥᑲᐌᒃ ᐃᑕᔥ ᐱ ᐐᑕᒪᐎᔑᑫᒃ ᑫᓃᓐ ᓴ ᒋᐅᒋᒌᑾᓃᑕᐗᒃ , ᐅᑮᐃᓈᐞ ᙮
(src)="b.MAT.2.9.1"> ⲚⲐⲰⲞⲨ ⲆⲈ ⲈⲦⲀⲨⲤⲰⲦⲈⲘ ⲚⲤⲀⲠⲞⲨⲢⲞ ⲀⲨϢⲈ ⲚⲰⲞⲨ ⲞⲨⲞϨ ϨⲎⲠⲠⲈ ⲒⲤ ⲠⲒⲤⲒⲞⲨ ⲪⲎ ⲈⲦⲀⲨⲚⲀⲨ ⲈⲢⲞϤ ⲤⲀⲠⲈⲒⲈⲂⲦ ⲚⲀϤⲘⲞϢⲒ ϦⲀϪⲰⲞⲨ ϢⲀⲦⲈϤⲒ ⲚⲦⲈϤⲞϨⲒ ⲈⲢⲀⲦϤ ⲤⲀⲠϢⲰⲒ ⲘⲠⲒⲘⲀ ⲈⲚⲀⲢⲈ ⲠⲒⲀⲖⲞⲨ ⲬⲎ ⲘⲘⲞϤ .
(trg)="b.MAT.2.9.1"> ᔐᒫᒃ ᐃᑕᔥ ᑮᒫᒑᐗᒃ ᙮ ᒦᓇᐙ ᑕᔥ ᐅᑮᐊᓂ ᐙᐸᒫᐙᓐ ᐃᓂ ᐗᓇᑯᔕᓐ ᑳᑮᐙᐸᒫᐙᒡ ᐙᐸᓄᕽ , ᐁᑮᐊᓂ ᓃᑳᓃᑕᒫᑯᐙᒡ , ᐲᓂᔥ ᐁᓂ ᐅᑎᑕᒥᓂᒡ ᐁᑮᐊᓂ ᑭᐱᒋᔥᑳᓂᒡ ᑎᐱᔥᑰ ᑳᐃᔑ ᐊᔮᓂᒡ ᐃᓂ ᐊᐱᓅᒌᔕᓐ ᙮
(src)="b.MAT.2.10.1"> ⲈⲦⲀⲨⲚⲀⲨ ⲆⲈ ⲈⲠⲒⲤⲒⲞⲨ ⲀⲨⲢⲀϢⲒ ϦⲈⲚⲞⲨⲚⲒϢϮ ⲚⲢⲀϢⲒ ⲈⲘⲀϢⲰ .
(trg)="b.MAT.2.10.1"> ᐋᐱᒋ ᑕᔥ ᑮᑭᒋ ᒨᒋᑫᑕᒨᒃ ᐊᐲ ᑳᐙᐸᒫᐙᒡ ᐃᓂ ᐗᓇᑯᔕᓐ ᙮
(src)="b.MAT.2.11.1"> ⲞⲨⲞϨ ⲈⲦⲀⲨⲒ ⲈⲠⲒⲎⲒ ⲀⲨⲚⲀⲨ ⲈⲠⲒⲀⲖⲞⲨ ⲚⲈⲘ ⲘⲀⲢⲒⲀ ⲦⲈϤⲘⲀⲨ ⲞⲨⲞϨ ⲈⲦⲀⲨϨⲒⲦⲞⲨ ⲈϦⲢⲎ ⲒⲀⲨⲞⲨⲰϢⲦ ⲘⲘⲞϤ ⲞⲨⲞϨ ⲈⲦⲀⲨⲞⲨⲰⲚ ⲚⲚⲞⲨⲀϨⲰⲢ ⲀⲨⲒⲚⲒ ⲚⲀϤ ⲚϨⲀⲚⲆⲰⲢⲞⲚ ⲞⲨⲚⲞⲨⲂ ⲚⲈⲘ ⲞⲨⲖⲒⲂⲀⲚⲞⲤ ⲚⲈⲘ ⲞⲨϢⲀⲖ .
(trg)="b.MAT.2.11.1"> ᒦᑕᔥ ᑳᐃᔑ ᐲᑎᑫᐙᒡ ᐃᐃᒫ ᐙᑳᐃᑲᓂᕽ , ᐁᑮᐙᐸᒫᐙᒡ ᐃᓂ ᐊᐱᓅᒌᔕᓐ , ᑲᔦ ᐅᒫᒫᓂ ᒣᕒᐄᓐ ᙮ ᔐᒫᒃ ᐃᑕᔥ ᐅᑮᐅᒋᒌᑾᓃᑕᐙᐙᓐ ᐃᓂ ᐊᐱᓅᒌᔕᓐ ᐁᑮ ᑭᒋ ᐃᓀᓂᒫᐙᒡ ᙮ ᒦᑕᔥ ᑳᐃᔑ ᐹᑭᓇᒧᐙᒡ ᐅᒪᔥᑭᒧᑎᐙᓐ ᑭᒋᑫᑰᓇᓐ ᐁᑮᒦᓈᐙᒡ , ᐅᓵᐎ ᔔᓂᔮᓐ , ᒥᓈᓯᑲᓂᓂ ᑲᔦ , ᐱᑭᐎ ᒥᓈᑯᐅᓂᓂ ᑲᔦ ᙮
(src)="b.MAT.2.12.1"> ⲞⲨⲞϨ ⲈⲦⲀⲨⲦⲀⲘⲰⲞⲨ ϦⲈⲚⲞⲨⲢⲀⲤⲞⲨⲒ ⲈϢⲦⲈⲘⲔⲞⲦⲞⲨ ϨⲀ ⲎⲢⲰⲆⲎⲤ ⲈⲂⲞⲖ ϨⲒⲦⲈⲚ ⲔⲈⲘⲰⲒⲦ ⲀⲨϢⲈ ⲚⲰⲞⲨ ⲈⲦⲞⲨⲬⲰⲢⲀ .
(trg)="b.MAT.2.12.1"> ᑮᐸᐙᒧᐗᒃ ᐃᑕᔥ ᐁᑮ ᑭᑫᑕᒨᓂᑯᐙᒡ ᑭᔐᒪᓂᑑᓐ ᒋᑮᐌ ᐃᔖᓯᒀ ᐌᑎ ᐁᕒᐊᑕᓐ ᑳᐃᔑ ᐊᔮᓂᒡ ᙮ ᐸᑳᓐ ᐃᑕᔥ ᐃᓇᑫ ᑮᐃᔑ ᑮᐌᐗᒃ ᐅᑕᑮᐙᕽ ᙮
(src)="b.MAT.2.13.1"> ⲈⲦⲀⲨϢⲈ ⲚⲰⲞⲨ ⲆⲈ ϨⲎⲠⲠⲈ ⲒⲤ ⲞⲨⲀⲄⲄⲈⲖⲞⲤ ⲚⲦⲈⲠϬⲞⲒⲤ ⲀϤⲞⲨⲞⲚϨϤ ⲈⲒⲰⲤⲎⲪ ϦⲈⲚⲞⲨⲢⲀⲤⲞⲨⲒ ⲈϤϪⲰ ⲘⲘⲞⲤ ϪⲈ ⲦⲰⲚⲔ ⲀⲖⲒⲞⲨⲒ ⲘⲠⲒⲀⲖⲞⲨ ⲚⲈⲘ ⲦⲈϤⲘⲀⲨ ⲞⲨⲞϨ ⲪⲰⲦ ⲈⲬⲎⲘⲒ ⲞⲨⲞϨ ϢⲰⲠⲒ ⲘⲘⲀⲨ ϢⲀϮϪⲞⲤ ⲚⲀⲔ ϤⲚⲀⲔⲰϮ ⲄⲀⲢ ⲚϪⲈⲎⲢⲰⲆⲎⲤ ⲚⲤⲀⲠⲒⲀⲖⲞⲨ ⲈⲦⲀⲔⲞϤ .
(trg)="b.MAT.2.13.1"> ᐊᐲ ᑕᔥ ᑳᐊᓂ ᒫᒑᓂᒡ ᐃᓂᐌᓂᐗᐞ ᐃᓂᓂᐗᐞ , ᑭᔐᒪᓂᑑ ᐅᑌᒐᓬᐃᒪᓐ ᐅᑮ ᐱᓈᓯᑲᐙᓐ ᒎᓴᐴᓐ ᐃᐃᒫ ᐃᓈᐸᑕᒧᐎᓂᕽ ᑳᑮᐃᓈᒡ : ᐗᓂᔥᑳᓐ , ᒫᒌᐸᐃᐌᒃ ᐊᐊ ᐊᐱᓅᒌᔥ ᑲᔦ ᐅᒫᒫᓐ , ᐄᒋᐸᑮᕽ ᐊᐸᐃᐌᒃ ᙮ ᒦᑕᔥ ᐌᑎ ᑫᐊᔭᔮᔭᓐ ᐹᒫ ᑲᓅᓂᓈᓐ ᒫᒑᑲᓐ ᙮ ᐁᕒᐊᑦ ᑭᒋᐅᑭᒫ ᐅᑲ ᑲᑴ ᒥᑲᐙᓐ ᐁᐐᓂᓵᒡ ᐃᓂ ᐊᐱᓅᒌᔕᓐ ᙮
(src)="b.MAT.2.14.1"> ⲚⲐⲞϤ ⲆⲈ ⲀϤⲦⲰⲚϤ ⲀϤϬⲒ ⲘⲠⲒⲀⲖⲞⲨ ⲚⲈⲘ ⲦⲈϤⲘⲀⲨ ⲚϪⲰⲢϨ ⲞⲨⲞϨ ⲀϤϢⲈ ⲚⲀϤ ⲈⲬⲎⲘⲒ .
(trg)="b.MAT.2.14.1"> ᔐᒫᒃ ᐃᑕᔥ ᒎᓴᑉ ᑮᐗᓂᔥᑳ ᐁᑎᐱᑲᓂᓂᒃ ᐁᑮᒫᒋᐸᐃᐌᐙᒡ ᐃᓂ ᐊᐱᓅᒌᔕᓐ , ᐅᒫᒫᓂ ᑲᔦ , ᐄᒋᐸᑮᕽ ᐁᑮᐊᐸᐃᐌᐙᒡ ᙮
(src)="b.MAT.2.15.1"> ⲞⲨⲞϨ ⲚⲀϤⲬⲎ ⲘⲘⲀⲨ ⲠⲈ ϢⲀ ⲦϦⲀⲎ ⲚⲎⲢⲰⲆⲎⲤ ϨⲒⲚⲀ ⲚⲦⲈϤϪⲰⲔ ⲈⲂⲞⲖ ⲚϪⲈⲪⲎ ⲈⲦⲀ ⲠϬⲞⲒⲤ ϪⲞϤ ⲈⲂⲞⲖ ϨⲒⲦⲞⲦϤ ⲘⲠⲒⲠⲢⲞⲪⲎ ⲦⲎⲤ ⲈϤϪⲰ ⲘⲘⲞⲤ ϪⲈ ⲀⲒⲘⲞⲨϮ ⲈⲠⲀϢⲎⲢⲒ ⲈⲂⲞⲖ ϦⲈⲚⲬⲎⲘⲒ .
(trg)="b.MAT.2.15.1"> ᒦᑕᔥ ᐃᐃᒫ ᑳᐃᔑ ᐊᔮᒡ ᐲᓂᔥ ᐁᑮᐃᔥᒀᐱᒫᑎᓯᓂᒡ ᐁᕒᐊᑕᓐ ᙮ ᒦᑕᔥ ᐃᐃ ᐊᐲ ᐹᓂᒫ ᑳᑮ ᐱᑮᐌᐙᒡ ᙮ ᒦᑕᔥ ᐅᐅ ᑳᑮᐅᒋ ᐃᔑᓭᒃ ᒪᔮ ᐱᑯ ᒋᐃᔑᓭᓂᒃ ᑳᑎᐯᒋᑫᒡ ᑳᑮᐃᑭᑐᑯᐸᓀᓐ ᐁᑮᐋᐸᒋᐋᒡ ᐅᑎᐹᒋᒧᐎᓂᓃᒪᓐ ᑳᑮ ᑲᓅᑕᒫᑯᒡ : ᓂᑮ ᑲᓅᓈ ᓂᑯᓯᔅ ᒋᓵᑲᐊᕽ ᐃᐃᒫ ᐄᒋᐸᑮᕽ , ᐁᑮᐃᑭᑐᒡ ᙮
(src)="b.MAT.2.16.1"> ⲦⲞⲦⲈ ⲎⲢⲰⲆⲎⲤ ⲈⲦⲀϤⲚⲀⲨ ϪⲈ ⲀⲨⲤⲰⲂⲒ ⲘⲘⲞϤ ⲚϪⲈⲚⲒⲘⲀⲄⲞⲤ ⲀϤⲘⲂⲞⲚ ⲈⲘⲀϢⲰ ⲞⲨⲞϨ ⲀϤⲞⲨⲰⲢⲠ ⲀϤϦⲰⲦⲈⲂ ⲚⲀⲖⲞⲨ ⲚⲒⲂⲈⲚ ⲈⲦϦⲈⲚ ⲂⲎⲐⲖⲈⲈⲘ ⲚⲈⲘ ϦⲈⲚⲚⲈⲤϬⲒⲎ ⲦⲎⲢⲞⲨ ⲒⲤϪⲈⲚ ⲢⲞⲘⲠⲒ ⲤⲚⲞⲨϮ ⲚⲈⲘ ⲤⲀⲠⲈⲤⲎⲦ ⲔⲀⲦⲀ ⲠⲒⲤⲎⲞⲨ ⲈⲦⲀϤϦⲈⲦϦⲰⲦϤ ⲚⲦⲞⲦⲞⲨ ⲚⲚⲒⲘⲀⲄⲞⲤ .
(trg)="b.MAT.2.16.1"> ᐊᐲ ᑕᔥ ᐁᕒᐊᑦ ᐁᑮᐙᐸᑕᕽ ᐁᑮ ᐱᑮᐌ ᐐᑕᒫᑯᓯᒃ ᐃᐃ ᐃᓂᓂᐗᐞ ᐙᐸᓄᕽ ᑳᐅᒋ ᐃᓂᒡ , ᐋᐱᒋ ᑮᑭᒋᓂᔥᑳᑎᓯ ᙮ ᒦᑕᔥ ᑳᐃᓈᑯᓂᑫᒡ ᑲᑭᓇ ᒋᐊᑕ ᐎᓂᓯᒥᓐᒡ ᑸᐎᓭᓴᐞ ᐃᐃᒫ ᐯᑕᓬᐃᐁᒦᕽ ᑳᐊᔮᓂᒡ ᑲᔦ ᐯᔓ ᐃᒫ ᑳᐊᔮᓂᒡ , ᑳᓃᔓᐱᐴᓉᓂᒡ 2 ᓇᐗᒡ ᑲᔦ ᑳᐅᔥᑳᑎᓯᓂᒡ ᒋᓂᒋᑲᓂᐎᓂᒡ ᙮ ᐋᔕ ᒦᐃ ᓃᔓᐱᐴᓐ ᑮᐃᔑᓭᓂᒃ ᐊᐲ ᐊᐊ ᐗᓇᑯᔥ ᓂᑕᒻ ᑳᑮᓈᑯᓯᑯᐸᓀᓐ ᙮
(src)="b.MAT.2.17.1"> ⲦⲞⲦⲈ ⲀϤϪⲰⲔ ⲈⲂⲞⲖ ⲚϪⲈⲪⲎ ⲈⲦⲀϤϪⲞϤ ⲈⲂⲞⲖ ϨⲒⲦⲞⲦϤ ⲚⲒⲈⲢⲈⲘⲒⲀⲤ ⲠⲒⲠⲢⲞⲪⲎⲦⲎⲤ ⲈϤϪⲰ ⲘⲘⲞⲤ .
(trg)="b.MAT.2.17.1"> ᔑᑾ ᒦᐃ ᑳᑮᐃᑭᑐᑯᐸᓀᓐ ᐊᐊ ᒉᕒᐊᒫᔭ ᑳᑮ ᑲᓅᑕᒪᐙᒡ ᑭᔐᒪᓂᑑᓐ , ᒪᔮ ᐱᑯ ᑮᐃᔑᓭᓂ ᙮
(src)="b.MAT.2.18.1"> ϪⲈ ⲞⲨⲤⲘⲎ ⲀⲨⲤⲞⲐⲘⲈⲤ ϦⲈⲚⲢⲀⲘⲀ ⲢⲀⲬⲎⲖ ⲈⲤⲢⲒⲘⲒ ⲈⲚⲈⲤϢⲎⲢⲒ ⲞⲨⲞϨ ⲚⲀⲤⲞⲨⲰϢ ⲀⲚ ⲠⲈ ⲈϮⲚⲞⲘϮ ⲚⲀⲤ ϪⲈ ⲤⲈϢⲞⲠ ⲀⲚ .
(trg)="b.MAT.2.18.1"> ᑫᑰᓐ ᓅᑖᑾᓐ ᐃᐃᒫ ᐅᕒᐁᒫᕽ , ᒦᐃ ᐁᓂᑖᑾᒃ ᑖᐱᔥᑰ ᐊᐎᔭ ᐁᑭᒋᒪᐎᒡ ᑲᔦ ᐁᑲᒀᑕᑲᑌᒧᒡ , ᐅᕒᐁᒐᓬ ᐁᒪᐎᒫᒡ ᐅᓃᒑᓂᓴᐞ , ᑳᐐᓐ ᑲᔦ ᑲᔥᑭᐋᓰ ᒋᒥᓉᑕᕽ , ᐋᓃᔥ ᑲᑭᓇ ᑮᓂᐳᐗᐞ ᙮
(src)="b.MAT.2.19.1"> ⲈⲦⲀϤⲘⲞⲨ ⲆⲈ ⲚϪⲈⲎⲢⲰⲆⲎⲤ ϨⲎⲠⲠⲈ ⲒⲤ ⲞⲨⲀⲄⲄⲈⲖⲞⲤ ⲚⲦⲈⲠϬⲞⲒⲤ ⲀϤⲞⲨⲞⲚϨϤ ⲈⲒⲰⲤⲎⲪ ϦⲈⲚⲞⲨⲢⲀⲤⲞⲨⲒ ϦⲈⲚⲬⲎⲘⲒ ⲈϤϪⲰ ⲘⲘⲞⲤ .
(trg)="b.MAT.2.19.1"> ᐊᐲ ᑕᔥ ᐁᕒᐊᑦ ᑳᐃᔥᒀᐱᒫᑎᓯᒡ , ᒎᓴᑉ ᐅᑮᐙᐸᒥᒫᓐ ᐃᓂ ᑳᑎᐯᒋᑫᓂᒡ ᐅᑌᒐᓬᐃᒥᒥ ᐃᐃᒫ ᐃᓈᐸᒋᑲᓂᕽ
(src)="b.MAT.2.20.1"> ϪⲈ ⲦⲰⲚⲔ ϬⲒ ⲘⲠⲒⲀⲖⲞⲨ ⲚⲈⲘ ⲦⲈϤⲘⲀⲨ ⲞⲨⲞϨ ⲘⲀϢⲈ ⲚⲀⲔ ⲈⲠⲔⲀϨⲒ ⲘⲠⲒⲤⲖ ⲀⲨⲘⲞⲨ ⲄⲀⲢ ⲚϪⲈⲚⲎ ⲈⲦⲔⲰϮ ⲚⲤⲀⲦⲮⲨⲬⲎ ⲘⲠⲒⲀⲖⲞⲨ .
(trg)="b.MAT.2.20.1"> ᐁᑮᐃᑯᒡ : ᐗᓂᔥᑳᓐ , ᒫᒌᔥ ᐊᐊ ᐊᐱᓅᒌᔥ , ᐅᒫᒫᓐ ᑲᔦ , ᐃᐃᐌᑎ ᐃᔑ ᑮᐌᓐ ᐊᑮᕽ ᐃᔅᕒᐃᔭᓬ ᑳᐃᔑᓂᑳᑌᒃ ᙮ ᐋᓃᔥ ᐋᔕ ᑲᑭᓇ ᑮᓂᐳᐗᒃ ᐃᑭ ᑳᐐᓂᓵᐙᐸᓐ ᐃᓂ ᐊᐱᓅᒌᔕᓐ ᙮
(src)="b.MAT.2.21.1"> ⲚⲐⲞϤ ⲆⲈ ⲈⲦⲀϤⲦⲰⲚϤ ⲀϤϬⲒ ⲘⲠⲒⲀⲖⲞⲨ ⲚⲈⲘ ⲦⲈϤⲘⲀⲨ ⲞⲨⲞϨ ⲀϤⲒ ⲈϦⲞⲨⲚ ⲈⲠⲔⲀϨⲒ ⲘⲠⲒⲤⲖ .
(trg)="b.MAT.2.21.1"> ᔐᒫᒃ ᐃᑕᔥ ᒎᓴᑉ ᑮᐗᓂᔥᑳ ᐁᑮᒫᒌᓈᒡ ᐃᓂ ᐊᐱᓅᒌᔕᓐ , ᐅᒫᒫᓂ ᑲᔦ , ᐃᔅᕒᐃᔭᓬᐃᑳᕽ ᐁᑮᐃᔑ ᑮᐌᐎᓈᒡ ᙮
(src)="b.MAT.2.22.1"> ⲈⲦⲀϤⲤⲰⲦⲈⲘ ⲆⲈ ϪⲈ ⲀⲢⲬⲈⲖⲀⲞⲤ ⲈⲦⲞⲒ ⲚⲞⲨⲢⲞ ⲈϮⲒⲞⲨⲆⲈⲀ ⲚⲦϢⲈⲂⲒⲰ ⲚⲎⲢⲰⲆⲎⲤ ⲠⲈϤⲒⲰⲦ ⲀϤⲈⲢϨⲞϮ ⲈϢⲈ ⲈⲘⲀⲨ ⲈⲦⲀⲨⲦⲀⲘⲞϤ ⲆⲈ ϦⲈⲚⲞⲨⲢⲀⲤⲞⲨⲒ ⲀϤϢⲈ ⲚⲀϤ ⲈⲚⲒⲤⲀ ⲚⲦⲈϮⲄⲀⲖⲒⲖⲈⲀ .
(trg)="b.MAT.2.22.1"> ᑮᑯᑖᒋ ᑕᔥ ᒎᑏᔭᐗᑮᕽ ᒋᐃᔖᒡ , ᐋᓃᔥ ᑮᐃᔑ ᓅᑕᒻ ᐋᕒᑭᓬᐁᔭᓲᓐ ᐁᑭᒋᐅᑭᒫᐎᓂᒡ ᐁᑮᓈᐱᔥᑲᐙᓂᒡ ᐃᓂ ᐅᓯᐸᓃᓐ ᐁᕒᐊᑕᓐ ᙮ ᑮᑲᓅᒋᑲᓂᐎ ᑕᔥ ᒎᓴᑉ ᐃᐃᒫ ᐃᓈᐸᑕᒧᐎᓂᕽ , ᒦᑕᔥ ᑳᐃᔑ ᐃᔖᒡ ᐃᐃᐌᑎ ᓇᑫ ᑳᓬᐊᓬᐄᐎ ᐊᑮᕽ ᙮
(src)="b.MAT.2.23.1"> ⲞⲨⲞϨ ⲀϤⲒ ⲀϤϢⲰⲠⲒ ϦⲈⲚⲞⲨⲂⲀⲔⲒ ⲈⲨⲘⲞⲨϮ ⲈⲢⲞⲤ ϪⲈ ⲚⲀⲌⲀⲢⲈⲐ .
(src)="b.MAT.2.23.2"> ϨⲞⲠⲰⲤ ⲚⲦⲈϤϪⲰⲔ ⲈⲂⲞⲖ ⲚϪⲈⲪⲎ ⲈⲦⲀϤϪⲞϤ ⲈⲂⲞⲖ ϨⲒⲦⲞⲦⲞⲨ ⲚⲚⲈϤⲠⲢⲞⲪⲎⲦⲎⲤ ϪⲈ ⲈⲨⲈⲘⲞⲨϮ ⲈⲢⲞϤ ϪⲈ ⲠⲒⲢⲈⲘⲚⲀⲌⲀⲢⲈⲐ .
(trg)="b.MAT.2.23.1"> ᐃᐃᒫ ᑕᔥ ᐆᑌᓈᕽ ᓈᓴᕒᐃᑦ ᑳᑮᐃᔑᓂᑳᑌᓂᒃ ᒦ ᐃᒫ ᑳᐃᔑ ᑲᐯᔑᒡ ᙮ ᒦᑕᔥ ᐅᐅᐌ ᒦᓇᐙ ᑳᑮᐅᒋ ᐃᔑᓭᒃ ᒪᔮ ᐱᑯ ᒋᐃᔑᓭᓂᒃ ᒣᐎᔕ ᑳᑮᐱ ᐃᑭᑐᐙᑯᐸᓀᓐ ᐃᑭ ᑳᑮᐱ ᑲᓅᑕᒪᐙᐙᒡ ᑭᔐᒪᓂᑑᓐ ᐁᑕᔑᒫᐙᒡ ᐃᓂᐌᓂᐗᓐ ᑭᔐᒪᓂᑑ ᑳᑮᐊᔓᑕᒫᑫᒡ ᒋᐱᒫᒋᐃᐌᓂᒡ : ᒦᐃᐌ ᑫᐃᓂᓐᒡ , ᓈᓴᕒᐃᑎᕽ ᐁᐅᒌᒡ , ᑮᐃᑭᑐᐗᒃ ᙮
(src)="b.MAT.3.1.1"> ϦⲈⲚ ⲚⲒⲈϨⲞⲞⲨ ⲆⲈ ⲈⲦⲈⲘⲘⲀⲨ ⲀϤⲒ ⲚϪⲈⲒⲰⲀⲚⲚⲎⲤ ⲠⲒⲢⲈϤϮⲰⲘⲤ ⲈϤϨⲒⲰⲒϢ ϨⲒ ⲠϢⲀϤⲈ ⲚⲦⲈϮⲒⲞⲨⲆⲈⲀ
(trg)="b.MAT.3.1.1"> ᓂᑯᑎᕽ ᐃᑕᔥ ᐃᑯ ᒞᓐ ᓰᑲᐊᑖᑫᐎᓂᓂ ᑮᑕᑯᔑᓐ ᐁᑮᒫᒌᐐᑕᒫᑫᒡ ᐃᐃᒫ ᐱᑾᑕᑲᒥᑯᕽ ᒎᑏᔮᑳᕽ ,
(src)="b.MAT.3.2.1"> ⲈϤϪⲰ ⲘⲘⲞⲤ ϪⲈ ⲀⲢⲒⲘⲈⲦⲀⲚⲞⲒⲚ ⲀⲤϦⲰⲚⲦ ⲄⲀⲢ ⲚϪⲈϮⲘⲈⲦⲞⲨⲢⲞ ⲚⲦⲈⲚⲒⲪⲎⲞⲨⲒ .
(trg)="b.MAT.3.2.1"> ᐁᑮᐃᑭᑐᒡ : ᑴᑳᑎᓯᒃ ᐅᒋ ᑭᒪᒋᑑᑕᒧᐎᓂᐙᕽ ! ᐋᔕ ᐯᔓᓈᑾᓐ ᐃᐃ ᑭᔐᒪᓂᑑ ᒋᐅᔑᓯᑑᒡ ᐅᑎᐯᒋᑫᐎᓐ !
(src)="b.MAT.3.3.1"> ⲪⲀⲒ ⲄⲀⲢ ⲪⲎ ⲈⲦⲀϤϪⲞϤ ⲈⲂⲞⲖ ϨⲒⲦⲞⲦϤ ⲚⲎⲤⲀⲒⲀⲤ ⲠⲒⲠⲢⲞⲪⲎⲦⲎⲤ ⲈϤϪⲰ ⲘⲘⲞⲤ ϪⲈ ⲦⲤⲘⲎ ⲘⲪⲎ ⲈⲦⲰϢ ⲈⲂⲞⲖ ϨⲒ ⲠϢⲀϤⲈ ϪⲈ ⲤⲈⲂⲦⲈ ⲪⲘⲰⲒⲦ ⲘⲠϬⲞⲒⲤ ⲤⲞⲨⲦⲰⲚ ⲚⲚⲈϤⲘⲀⲚⲘⲞϢⲒ .
(trg)="b.MAT.3.3.1"> ᒞᓐ ᑕᔥ ᑳᑮ ᑕᔑᒥᑰᑯᐸᓀᓐ ᐃᓂ ᐋᐃᓭᔭᐗᓐ ᑭᔐᒪᓂᑑ ᐅᑎᐹᒋᒧᐎᓂᓃᒪᓐ ᐊᐲ ᐁᑮᐃᑭᑐᓂᑯᐸᓀᓐ ᒣᐎᔕ : ᐯᔑᒃ ᐊᐎᔭ ᑕᔑ ᔖᑯᐌ ᐱᑾᑕᑲᒥᒃ , ᐅᔑᑕᒪᐎᒃ ᑫᐃᔖᒡ ᐊᐊ ᑳᑎᐯᒋᑫᒡ , ᑾᔭᑯᒧᑕᒪᐎᒃ ᐃᐃᐌᓂ ᐅᒦᑲᓈᒻ ᑳᐐᐃᔑ ᐱᒧᓭᒡ ᙮
(src)="b.MAT.3.4.1"> ⲚⲐⲞϤ ⲆⲈ ⲒⲰⲀⲚⲚⲎⲤ ⲚⲈⲦⲈϤϨⲈⲂⲤⲰ ⲞⲨⲈⲂⲞⲖ ϦⲈⲚϨⲀⲚϤⲰⲒ ⲚϬⲀⲘⲞⲨⲖ ⲦⲈ ⲞⲨⲞϨ ⲚⲀϤⲘⲎⲢ ⲚⲞⲨⲘⲞϪϦ ⲚϢⲀⲢ ⲈϪⲈⲚ ⲦⲈϤϮⲠⲒ ⲦⲈϤϦⲢⲈ ⲆⲈ ⲚⲈⲞⲨϢϪⲈ ⲦⲈ ⲚⲈⲘ ⲞⲨⲈⲂⲒⲰ ⲚⲦⲈⲦⲔⲞⲒ .
(trg)="b.MAT.3.4.1"> ᒦᑕᔥ ᐅᐅ ᒞᓐ ᑳᐃᔑᑯᓇᔦᒡ , ᐱᒀᐎᑲᓀᐎᒥᑕᑎᒻ ᐅᐲᐗᔭᓐ ᑮᐅᒋ ᐅᔑᒋᑳᑌᓂ ᑫᑭᔥᑲᕽ , ᐸᔥᑴᑭᓉᔮᐲᓂ ᑮᑭᒋᐱᓱ ᙮ ᐸᐸᑭᓀᐞ ᐃᑕᔥ ᐅᑮᐊᒸᐞ , ᐋᒨᐎ ᓰᓯᐹᑾᑑᓂ ᑲᔦ ᐅᑮᒦᒋᓐ ᙮
(src)="b.MAT.3.5.1"> ⲦⲞⲦⲈ ⲚⲀⲨⲚⲎⲞⲨ ⲈⲂⲞⲖ ϨⲀⲢⲞϤ ⲠⲈ ⲚϪⲈⲚⲀ ⲒⲈⲢⲞⲤⲀⲖⲎⲘ ⲚⲈⲘ ϮⲒⲞⲨⲆⲈⲀ ⲦⲎⲢⲤ ⲚⲈⲘ ϮⲠⲈⲢⲒⲬⲰⲢⲞⲤ ⲦⲎⲢⲤ ⲚⲦⲈⲠⲒⲒⲞⲢⲆⲀⲚⲎⲤ .
(trg)="b.MAT.3.5.1"> ᐃᐃ ᑕᔥ ᐊᐎᔭᐞ ᑳᑮ ᐱᓈᓯᑳᑯᒡ ᒉᕒᐆᓴᓬᐊᒥᕽ ᑮᐅᒌᐗᐞ , ᐃᐃᒫ ᑲᔦ ᒥᓯᐌ ᒎᑏᔭᐗᑮᕽ , ᐃᐃᒫ ᑲᔦ ᒥᓯᐌ ᐯᔓ ᒞᕒᑕᓇᐎ ᓰᐲᕽ ᙮
(src)="b.MAT.3.6.1"> ⲞⲨⲞϨ ⲚⲀⲨϬⲒⲰⲘⲤ ⲚⲦⲞⲦϤ ϦⲈⲚⲠⲒⲒⲞⲢⲆⲀⲚⲎ ⲤⲚⲒⲀⲢⲞ ⲈⲨⲞⲨⲰⲚϨ ⲚⲚⲞⲨⲚⲞⲂⲒ ⲈⲂⲞⲖ .
(trg)="b.MAT.3.6.1"> ᐅᑮᐐᑖᓈᐙᓐ ᐃᑕᔥ ᐅᒪᒋᑑᑕᒧᐎᓂᐙᓐ , ᒞᓐ ᑕᔥ ᐅᑮ ᓰᑲᐊᑕᐙᐞ ᐃᐃᒫ ᒞᕒᑕᓇᐎ ᓰᐲᕽ ᙮
(src)="b.MAT.3.7.1"> ⲈⲦⲀϤⲚⲀⲨ ⲆⲈ ⲈⲞⲨⲘⲎϢ ⲚⲦⲈⲚⲒⲪⲀⲢⲒⲤⲈⲞⲤ ⲚⲈⲘ ⲚⲒⲤⲀⲆⲆⲞⲨⲔⲈⲞⲤ ⲈⲨⲚⲎⲞⲨ ⲈϪⲈⲚ ⲠⲒⲰⲘⲤ ⲚⲦⲀϤ ⲠⲈϪⲀϤ ⲚⲰⲞⲨ ϪⲈ ⲚⲒⲘⲒⲤⲒ ⲚⲦⲈⲚⲒⲀϪⲰ ⲚⲒⲘ ⲀϤⲦⲀⲘⲈ ⲐⲎⲚⲞⲨ ⲈⲪⲰⲦ ⲈⲂⲞⲖ ϦⲀⲦϨⲎ ⲘⲠⲒϪⲰⲚⲦ ⲈⲐⲚⲎⲞⲨ .
(trg)="b.MAT.3.7.1"> ᐊᐲ ᑕᔥ ᒞᓐ ᐁᐙᐸᒫᒡ ᓃᐱᐗᐞ ᐁᐱᐊᑕ ᓰᑲᐊᑖᓱᓂᒡ ᐃᓂᐌᓂᐗᐞ ᐯᕒᐊᓰᐞ , ᓵᒐᓰᐞ ᑲᔦ , ᐅᐅ ᑕᔥ ᐅᑮᐃᓈᐞ : ᑮᓇᐙ ᑳᑭᓀᐱᑯᐎᔦᒃ ! ᐊᐌᓀᓐ ᑳᑮᐃᓂᓀᒃ ᒋᑲᔥᑭᑑᔦᒃ ᒋᐸᓂᔥᑳᑯᔦᒃ ᑭᔐᒪᓂᑑ ᐅᓂᔥᑳᑎᓯᐎᓐ ᑳᐐ ᐲᔖᒪᑲᓂᓂᒃ ?
(src)="b.MAT.3.8.1"> ⲀⲢⲒⲞⲨⲒ ⲞⲨⲚ ⲚⲞⲨⲞⲨⲦⲀϨ ⲈϤⲘⲠϢⲀ ⲚϮⲘⲈⲦⲀⲚⲞⲒⲀ .
(trg)="b.MAT.3.8.1"> ᑫᑰᓇᓐ ᐃᑕᔥ ᐃᔑᒋᑫᒃ ᒋᓈᑯᑑᔦᒃ ᑫᑫᑦ ᐃᑯ ᐁᑮ ᑴᑳᑎᓯᔦᒃ ᐃᐃᒫ ᑭᒪᒋᑑᑕᒧᐎᓂᐙᕽ ᙮
(src)="b.MAT.3.9.1"> ⲞⲨⲞϨ ⲘⲠⲈⲢⲘⲈⲨⲒ ϦⲈⲚⲐⲎⲚⲞⲨ ⲈϪⲞⲤ ϪⲈ ⲞⲨⲞⲚ ⲚⲦⲀⲚ ⲘⲠⲈⲚⲒⲰⲦ ⲀⲂⲢⲀⲀⲘ ϮϪⲰ ⲄⲀⲢ ⲘⲘⲞⲤ ⲚⲰⲦⲈⲚ ϪⲈ ⲞⲨⲞⲚ ϢϪⲞⲘ ⲘⲪⲚⲞⲨϮ ⲈⲂⲞⲖ ϦⲈⲚⲚⲀⲒⲰⲚⲒ ⲈⲦⲞⲨⲚⲈⲤ ϢⲎⲢⲒ ⲚⲀⲂⲢⲀⲀⲘ .
(trg)="b.MAT.3.9.1"> ᒥᓴᐙ ᐱᑯ ᐋᓇ ᐃᑭᑐᔦᒃ ᐁᐸᕒᐊᐋᒻ ᓂᑭᒋᐊᔭᐋᒥᓈᐸᓐ , ᑳᐐᓐ ᑫᑰᓐ ᑭᑲᐃᔑ ᐐᒋᐃᑯᓰᒻ ᙮ ᑭᐐᑕᒪᐎᓂᓂᒻ , ᑭᔐᒪᓂᑑ ᐅᑖᑲᔥᑭᐋᐞ ᐃᐃ ᐊᓯᓃᐞ ᒋᐃᓇᐌᒫᓂᐸᓐ ᐃᓂ ᐁᐸᕒᐊᐋᒪᓐ ᙮
(src)="b.MAT.3.10.1"> ϨⲎⲆⲎ ⲆⲈ ⲠⲒⲔⲈⲖⲈⲂⲒⲚ ϤⲬⲎ ϦⲀ ⲐⲚⲞⲨⲚⲒ ⲚⲚⲒϢϢⲎⲚ ϢϢⲎⲚ ⲚⲒⲂⲈⲚ ⲈⲦⲈϤⲚⲀⲈⲚ ⲞⲨⲦⲀϨ ⲈⲚⲀⲚⲈϤ ⲈⲂⲞⲖ ⲀⲚ ⲤⲈⲚⲀⲔⲞⲢϪϤ ⲚⲤⲈϨⲒⲦϤ ⲈⲠⲒⲬⲢⲰⲘ .
(trg)="b.MAT.3.10.1"> ᐙᑳᑾᑦ ᑕᔥ ᑕᐋᐸᑕᓐ ᒋᑮᔥᑲᑕᐅᑣ ᐃᑭ ᒥᑎᑰᒃ ᑭᑭᒌᐱᒃ ᙮ ᐊᐊᐌᑎ ᑕᔥ ᒥᑎᒃ ᑳᓂᑖᐎᑭᐋᓯᒃ ᐌᓂᔑᔑᓂᓂᒡ ᔔᒥᓇᐞ ᑕᑲᐗᐙ , ᑕᒪᒍᑌᐌᐱᓂᑲᓂᐎ ᑲᔦ ᙮
(src)="b.MAT.3.11.1"> ⲀⲚⲞⲔ ⲘⲈⲚ ⲄⲀⲢ ϮⲰⲘⲤ ⲘⲘⲰⲦⲈⲚ ϦⲈⲚⲞⲨⲘⲰⲞⲨ ⲈⲨⲘⲈⲦⲀⲚⲞⲒⲀ ⲪⲎ ⲆⲈ ⲈⲐⲚⲎⲞⲨ ⲘⲈⲚⲈⲚⲤⲰⲒ ϤϪⲞⲢ ⲈϨⲞⲦⲈⲢⲞⲒ ⲪⲎ ⲈⲦⲈⲚϮⲘⲠϢⲀ ⲀⲚ ⲈϤⲀⲒ ⲘⲠⲈϤⲐⲰⲞⲨⲒ ⲚⲐⲞϤ ⲈϤⲈⲈⲘⲤ ⲐⲎⲚⲞⲨ ϦⲈⲚⲞⲨⲠⲚⲈⲨⲘⲀⲈϤⲞⲨⲀⲂ ⲚⲈⲘ ⲞⲨⲬⲢⲰⲘ .
(trg)="b.MAT.3.11.1"> ᓂᐲᕽ ᐃᑕᔥ ᓃᓐ ᑭᑎᔑ ᓰᑲᐊᑕᐎᓂᓂᒻ ᒋᑭᑫᓂᒥᑰᔦᒃ ᐁᑴᑭᐱᒫᑎᓯᔦᒃ ᙮ ᐊᐊ ᑕᔥ ᐐᓐ ᑳᐐ ᐱᑕᑯᔑᕽ ᑭᔐᒪᓂᑑᓐ ᐅᑕᒑᑯᓃᕽ , ᐃᔥᑯᑌᕽ ᑲᔦ ᑭᑲᐃᔑ ᓰᑲᐊᑖᑯᐙ ᙮ ᓇᐗᒡ ᐐᓐ ᐃᔥᐯᑖᑯᓯ ᐊᐲᒡ ᓃᓐ ᙮ ᑳᐐᓐ ᓂᑌ ᐊᐲᑌᑖᑯᓯᓰ ᒋᐱᒥᐎᑖᐗᒃ ᐅᒪᑭᓯᓇᓐ ᙮
(src)="b.MAT.3.12.1"> ⲪⲎ ⲆⲈ ⲠⲈϤϦⲀⲒ ϦⲈⲚⲦⲈϤϪⲒϪ ϤⲚⲀⲦⲞⲨⲂⲞ ⲘⲠⲈϤϬⲚⲰⲞⲨ ⲞⲨⲞϨ ϤⲚⲀⲐⲰⲞⲨϮ ⲘⲠⲈϤⲤⲞⲨⲞ ⲈϮⲀⲠⲞⲐⲎⲔⲎ ⲠⲒⲦⲞϨ ⲆⲈ ϤⲚⲀⲢⲞⲔϨϤ ϦⲈⲚⲞⲨⲬⲢⲰⲘ ⲚⲀⲦϬⲈⲚⲞ .
(trg)="b.MAT.3.12.1"> ᑖᐱᔥᑰ ᐃᓀᑖᑯᓯ ᑭᑎᑫᐎᓂᓂ ᑳᑕᑯᓇᕽ ᐅᐸᐎᐌᐸᐃᑲᓈᑎᒃ , ᐁᐐ ᐸᐙᔑᒫᒡ ᐅᐸᑴᔑᑲᓂᒥᓇᓐ ᙮ ᐅᑲ ᓇᐃᓈᓐ ᐃᑕᔥ ᐅᐸᑴᔑᑲᓂᒪᓅᒥᓂᒪᓐ ᙮ ᐅᑲ ᒪᒍᑌᐌᐱᓈᓐ ᑕᔥ ᐐᓐ ᒪᔥᑯᓰᓂ ᐃᐃᒫ ᐐᑳ ᑳᔑ ᐋᑕᐌᓯᓂᓂᒃ ᐃᔥᑯᑌᓂ ᙮
(src)="b.MAT.3.13.1"> ⲦⲞⲦⲈ ⲀϤⲒ ⲚϪⲈⲒⲎⲤⲞⲨⲤ ⲈⲂⲞⲖ ϦⲈⲚϮⲄⲀⲖⲒⲖⲈⲀ ⲈϪⲈⲚ ⲠⲒⲒⲞⲢⲆⲀⲚⲎⲤ ϨⲀ ⲒⲰⲀⲚⲚⲎⲤ ⲈⲐⲢⲈϤϬⲒⲰⲘⲤ ⲈⲂⲞⲖ ϨⲒⲦⲞⲦϤ .
(trg)="b.MAT.3.13.1"> ᒋᓴᔅ ᑕᔥ ᑳᓬᐊᓬᐄᕽ ᑮᐱ ᐅᒌ ᐁᑮ ᐱᓈᓯᑲᐙᒡ ᐃᓂ ᒞᓇᓐ ᒋᓰᑲᐊᑖᑯᒡ ᐃᐃᒫ ᒞᕒᑕᓇᐎ ᓰᐲᕽ ᙮
(src)="b.MAT.3.14.1"> ⲒⲰⲀⲚⲚⲎⲤ ⲆⲈ ⲚⲀϤⲦⲀϨⲚⲞ ⲘⲘⲞϤ ⲈϤϪⲰ ⲘⲘⲞⲤ ϪⲈ ⲀⲚⲞⲔ ⲈⲦⲈⲢⲬⲢⲒⲀ ⲈϬⲒⲰⲘⲤ ⲈⲂⲞⲖ ϨⲒⲦⲞⲦⲔ ⲞⲨⲞϨ ⲚⲐⲞⲔ ⲈⲐⲚⲎⲞⲨ ϨⲀⲢⲞⲒ .
(trg)="b.MAT.3.14.1"> ᒞᓐ ᑕᔥ ᐅᑮᐃᓈᓐ ᒋᓴᓲᓐ : ᑕᑾᒡ ᓃᓐ ᑭᑖ ᓰᑲᐊᑕᐤ ᙮ ᔖᑰᒡ ᐃᑕᔥ ᑭᐱᓈᓯᑲᐤ ᙮
(src)="b.MAT.3.15.1"> ⲀϤⲈⲢⲞⲨⲰ ⲆⲈ ⲚϪⲈⲒⲎⲤⲞⲨⲤ ⲠⲈϪⲀϤ ⲚⲀϤ ϪⲈ ⲬⲀⲤ ϮⲚⲞⲨ ⲠⲀⲒⲢⲎϮ ⲠⲈⲦⲤⲈⲘⲠϢⲀ ⲚⲀⲚ ⲈϪⲈⲔ ⲘⲈⲐⲘⲎⲒ ⲚⲒⲂⲈⲚ ⲈⲂⲞⲖ ⲦⲞⲦⲈ ⲀϤⲬⲀϤ .
(trg)="b.MAT.3.15.1"> ᒋᓴᔅ ᑕᔥ ᐅᑮᐃᔑ ᓇᑴᑕᐙᓐ : ᐊᐤ ᒫᓄ ᐃᐃᐌ ᑕᐃᔑᓭ ᒋᐃᔑᒋᑫᔭᕽ ᐋᓃᓐ ᑳᔑ ᒥᓴᐌᑕᕽ ᑭᔐᒪᓂᑑ ᙮
(src)="b.MAT.3.16.1"> ⲈⲦⲀϤⲰⲘⲤ ⲆⲈ ⲚϪⲈⲒⲎⲤⲞⲨⲤ ⲤⲀⲦⲞⲦϤ ⲀϤⲒ ⲈⲠϢⲰⲒ ⲈⲂⲞⲖ ϦⲈⲚⲠⲒⲘⲰⲞⲨ ⲞⲨⲞϨ ϨⲎⲠⲠⲈ ⲀⲨⲞⲨⲰⲚ ⲚⲀϤ ⲚϪⲈⲚⲒⲪⲎⲞⲨⲒ ⲞⲨⲞϨ ⲀϤⲚⲀⲨ ⲈⲞⲨⲠⲚⲈⲨⲘⲀⲚⲦⲈⲪⲚⲞⲨϮ ⲈϤⲚⲎⲞⲨ ⲈⲠⲈⲤⲎⲦ ⲘⲪⲢⲎϮ ⲚⲞⲨϬⲢⲞⲘⲠⲒ ⲈϤⲚⲎⲞⲨ ϨⲀⲢⲞϤ .
(trg)="b.MAT.3.16.1"> ᐊᐲ ᑕᔥ ᒋᓴᔅ ᑳᐃᔥᒀ ᓰᑲᐊᑖᓱᒡ , ᐁᑮᐊᓂ ᐊᒀᓰᒡ , ᑭᒋᑮᔑᒃ ᑮᐹᑭᓂᑳᑌᓂ , ᐅᑮᐙᐸᒫᓐ ᑭᔐᒪᓂᑑᓐ ᐅᑕᒑᑯᓂ ᐁᐱᓈᓯᑳᑯᒡ ᑖᐱᔥᑰ ᐱᑯ ᐅᒦᒦᓯᕽ ᐁᑮᐃᔑᓈᑯᓯᓂᒡ , ᐁᐱᐴᓃᓴᑖᑯᒡ ᙮
(src)="b.MAT.3.17.1"> ⲞⲨⲞϨ ⲒⲤ ⲞⲨⲤⲘⲎ ⲀⲤϢⲰⲠⲒ ⲈⲂⲞⲖ ϦⲈⲚⲚⲒⲪⲎⲞⲨⲒ ⲈⲤϪⲰ ⲘⲘⲞⲤ ϪⲈ ⲪⲀⲒ ⲠⲈ ⲠⲀϢⲎⲢⲒ ⲠⲀⲘⲈⲚⲢⲒⲦ ⲈⲦⲀⲒϮⲘⲀϮ ⲚϦⲎⲦϤ .
(trg)="b.MAT.3.17.1"> ᑮᓅᑕᐙ ᑕᔥ ᐊᐎᔭ ᐁᑮᑭᑐᒡ ᐃᐃᒫ ᑭᒋᑮᔑᑯᕽ : ᒦ ᐗᐊ ᓂᑯᓯᔅ ᑳᓵᑭᐊᒃ ᙮ ᐋᐱᒋ ᓂᒥᓍᐸᒫ ᙮
(src)="b.MAT.4.1.1"> ⲦⲞⲦⲈ ⲒⲎⲤⲞⲨⲤ ⲀⲠⲒⲠⲚⲈⲨⲘⲀⲞⲖϤ ⲈⲠϢⲀϤⲈ ⲈⲠϪⲒⲚⲦⲈ ⲠⲒⲆⲒⲀⲂⲞⲖⲞⲤ ⲈⲢⲠⲒⲢⲀⲌⲒⲚ ⲘⲘⲞϤ .
(trg)="b.MAT.4.1.1"> ᒋᓴᔅ ᑕᔥ ᐅᑮᐃᔑᐎᓂᑰᓐ ᑭᔐᒪᓂᑑᓐ ᐅᑕᒑᑯᓂ ᐌᑎ ᐱᑾᑕᑲᒥᒃ ᒋᑲᑴᒋᐃᑯᒡ ᐃᓂ ᒪᒋᐊᔭᐋᓐ ᙮
(src)="b.MAT.4.2.1"> ⲞⲨⲞϨ ⲈⲦⲀϤⲈⲢⲚⲎⲤⲦⲈⲨⲒⲚ ⲚⲘⲚⲈϨⲞⲞⲨ ⲚⲈⲘ ⲘⲚⲈϪⲰⲢϨ ⲈⲠϦⲀⲈ ⲀϤϨⲔⲞ .
(trg)="b.MAT.4.2.1"> ᓃᒥᑕᓇ ᑕᓱᑮᔑᒃ , ᓃᒥᑕᓇ ᑕᓱᑎᐱᒃ ᑲᔦ ᑳᐐᓐ ᒋᓴᔅ ᑮᐅᒋ ᐐᓯᓂᓰ ᙮ ᐐᑫ ᑕᔥ ᑮᓅᑌᔅᑲᑌ ᙮
(src)="b.MAT.4.3.1"> ⲞⲨⲞϨ ⲀϤⲒ ⲚϪⲈⲪⲎ ⲈⲦϬⲰⲚⲦ ⲠⲈϪⲀϤ ⲚⲀϤ ϪⲈ ⲒⲤϪⲈ ⲚⲐⲞⲔ ⲠⲈ ⲠϢⲎⲢⲒ ⲘⲪⲚⲞⲨϮ ⲀϪⲞⲤ ϨⲒⲚⲀ ⲚⲦⲈⲚⲀⲒⲰⲚⲒ ⲈⲢⲰⲒⲔ .
(trg)="b.MAT.4.3.1"> ᑫᑫᑦ ᐃᑕᔥ ᒪᒋᐊᔭᐋᓐ ᐅᑮ ᐱᓈᓯᑳᑰᓐ ᐁᑮᐃᑯᒡ : ᑮᔥᐱᓐ ᑌᐺ ᐁᔮᐎᐗᓀᓐ ᑭᔐᒪᓂᑑ ᐅᑯᓯᓴᓐ , ᑲᓅᔥ ᐅᑯ ᐊᓯᓃᒃ ᒋᐸᑴᔑᑲᓂᐎᐙᒡ , ᐁᑮᐃᑯᒡ ᙮
(src)="b.MAT.4.4.1"> ⲚⲐⲞϤ ⲆⲈ ⲀϤⲈⲢⲞⲨⲰ ⲠⲈϪⲀϤ ⲚⲀϤ ϪⲈ ⲤⲤϦⲎ ⲞⲨⲦ ϪⲈ ⲚⲀⲢⲈ ⲠⲒⲢⲰⲘⲒ ⲚⲀⲰⲚϦ ⲈⲰⲒⲔ ⲘⲘⲀⲨⲀⲦϤ ⲀⲚ ⲀⲖⲖⲀ ⲈϪⲈⲚ ⲤⲀϪⲒ ⲚⲒⲂⲈⲚ ⲈⲐⲚⲎⲞⲨ ⲈⲂⲞⲖ ϦⲈⲚⲢⲰϤ ⲘⲪⲚⲞⲨϮ .
(trg)="b.MAT.4.4.1"> ᒋᓴᔅ ᐃᑕᔥ ᐅᑮᐃᔑ ᓇᑴᑕᐙᓐ : ᐃᔑᐲᐃᑳᑌ : ᑳᐐᓐ ᐐᓐ ᐃᐃᒫ ᑕᐅᒋ ᐱᒫᑎᓯᓰ ᐊᐎᔭ ᐸᑴᔑᑲᓇᓐ ᐁᑕ ᑳᐊᒸᒡ , ᐃᒫ ᑕᔥ ᐐᓐ ᑳᑕᓱ ᐯᔑᑾᓂᓂᒃ ᑭᔐᒪᓂᑑᓐ ᑳᐃᑭᑐᓂᒡ , ᑕᐅᒋ ᐱᒫᑎᓯ , ᐅᑮᐃᓈᓐ ᙮
(src)="b.MAT.4.5.1"> ⲦⲞⲦⲈ ⲀϤⲞⲖϤ ⲚϪⲈⲠⲒⲆⲒⲀⲂⲞⲖⲞⲤ ⲈϮⲂⲀⲔⲒ ⲈⲐⲞⲨⲀⲂ ⲞⲨⲞϨ ⲀϤⲦⲀϨⲞϤ ⲈⲢⲀⲦϤ ⲈϪⲈⲚ ⲠⲦⲈⲚϨ ⲚⲦⲈⲠⲒⲈⲢⲪⲈⲒ .
(trg)="b.MAT.4.5.1"> ᒦᓇᐙ ᑕᔥ ᒪᒋᐊᔭᐋᓐ ᐅᑮᐃᔑᐎᓂᑰᓐ ᐃᐃᒫ ᑭᔐᒪᓂᑑᓐ ᐅᑑᑌᓈᒥᓃᕽ ᐃᐃᒫ ᒉᕒᐆᓴᓬᐊᒥᕽ , ᐁᑮᐃᔑᐎᓂᑯᒡ ᒫᐗᒡ ᐃᑯ ᑳᐃᔑ ᐃᔥᐹᓂᒃ ᐃᐃ ᑭᒋᐊᓇᒥᐁᐎᑲᒥᒃ ᐁᑮᐃᔑ ᓃᐸᐎᐃᑯᒡ ,
(src)="b.MAT.4.6.1"> ⲞⲨⲞϨ ⲠⲈϪⲀϤ ⲚⲀϤ ϪⲈ ⲒⲤϪⲈ ⲚⲐⲞⲔ ⲠⲈ ⲠϢⲎⲢⲒ ⲘⲪⲚⲞⲨϮ ϨⲒⲦⲔ ⲈⲠⲈⲤⲎⲦ ⲈⲂⲞⲖ ⲦⲀⲒ ⲤⲤϦⲎ ⲞⲨⲦ ⲄⲀⲢ ϪⲈ ϤⲚⲀϨⲞⲚϨⲈⲚ ⲚⲦⲞⲦⲞⲨ ⲚⲚⲈϤⲀⲄⲄⲈⲖⲞⲤ ⲈⲐⲂⲎⲦⲔ ⲞⲨⲞϨ ⲈⲨⲈϤⲒⲦⲔ ϨⲒϪⲈⲚ ⲚⲞⲨϪⲒϪ ⲘⲎⲠⲞⲦⲈ ⲚⲦⲈⲔϬⲒϬⲢⲞⲠ ⲈⲞⲨⲰⲚⲒ ⲚⲦⲈⲔϬ ⲀⲖⲞϪ .
(trg)="b.MAT.4.6.1"> ᐁᑮᐃᑯᒡ : ᑮᔥᐱᓐ ᐁᔮᐎᐗᓀᓐ ᑭᔐᒪᓂᑑ ᐅᑯᓯᓴᓐ , ᑕᑲ ᐱᓂᐸᓂᐅᓐ , ᐋᓃᔥ ᑮᐃᔑᐲᐃᑳᑌ : ᑭᔐᒪᓂᑑ ᐅᑲ ᑲᓅᓈᐞ ᐅᑌᒐᓬᐃᒪᐞ ᒋᑲᓇᐌᓂᒥᒀ , ᑭᑲ ᒥᒋᒥᓂᑰᒃ ᐃᐃᒫ ᐅᓂᒌᐙᕽ ᒋᐐᓴᑭᔑᓯᐗᓐ ᑭᓯᑎᕽ ᐃᐃᒫ ᑳᔑ ᐊᓯᓃᑳᒃ , ᐃᔑᐲᐃᑳᑌ , ᐅᑮᐃᑰᓐ ᒪᒋᐊᔭᐋᓐ ᙮
(src)="b.MAT.4.7.1"> ⲀϤⲈⲢⲞⲨⲰ ⲚⲀϤ ⲚϪⲈⲒⲎⲤⲞⲨⲤ ϪⲈ ⲠⲀⲖⲒⲚ ⲤⲤϦⲎ ⲞⲨⲦ ϪⲈ ⲚⲚⲈⲔⲈⲢⲠⲒⲢⲀⲌⲒⲚ ⲘⲠϬⲞⲒⲤ ⲠⲈⲔⲚⲞⲨϮ .
(trg)="b.MAT.4.7.1"> ᒋᓴᔅ ᑕᔥ ᐅᑮᓇᑴᑕᐙᓐ : ᒦᓇᐙ ᐃᔑᐲᐃᑳᑌ : ᑫᑯ ᑲᑴᒋᐋᑫᓐ ᑳᑎᐯᒋᑫᒡ ᑭᑭᔐᒪᓂᑑᒻ ᑕᑲ ᒋᑲᓇᐌᓂᒥᓄᑴᓐ ᙮
(src)="b.MAT.4.8.1"> ⲠⲀⲖⲒⲚ ⲞⲚ ⲀϤⲞⲖϤ ⲚϪⲈⲠⲒⲆⲒⲀⲂⲞⲖⲞⲤ ⲈϪⲈⲚ ⲞⲨⲦⲰⲞⲨ ⲈϤϬⲞⲤⲒ ⲈⲘⲀϢⲰ ⲞⲨⲞϨ ⲀϤⲦⲀⲘⲞϤ ⲈⲚⲒⲘⲈⲦⲞⲨⲢⲰⲞⲨ ⲦⲎⲢⲞⲨ ⲚⲦⲈⲠⲒⲔⲞⲤⲘⲞⲤ ⲚⲈⲘ ⲠⲞⲨⲰⲞⲨ .
(trg)="b.MAT.4.8.1"> ᑫᔮᐱ ᐅᑮᐃᔑᐎᓂᑰᓐ ᒫᐗᒡ ᐃᑯ ᐁᔑ ᐃᔥᐸᑎᓈᓂᒃ , ᐁᑮᐙᐸᑕᐃᑯᒡ ᑲᑭᓇ ᑎᐯᒋᑫᐎᓇᓐ ᐅᐅᒫ ᐊᑮᕽ , ᑲᔦ ᐋᓃᓐ ᒫᐗᒡ ᐁᔑ ᑭᒋ ᐃᓀᑖᑾᑭᓐ ᙮
(src)="b.MAT.4.9.1"> ⲞⲨⲞϨ ⲠⲈϪⲀϤ ⲚⲀϤ ϪⲈ ⲚⲀⲒ ⲦⲎⲢⲞⲨ ϮⲚⲀⲦⲎⲒⲦⲞⲨ ⲚⲀⲔ ⲀⲔϢⲀⲚϨⲒⲦⲔ ⲈϦⲢⲎⲒ ⲚⲦⲈⲔⲞⲨⲰϢⲦ ⲘⲘⲞⲒ .
(trg)="b.MAT.4.9.1"> ᒦᑕᔥ ᑳᐃᑯᒡ : ᑲᑭᓇ ᐅᓄ ᑭᑲ ᒦᓂᓐ ᑮᔥᐱᓐ ᐅᒋᒌᑾᓃᑕᐎᔭᓐ , ᑭᒋ ᐃᓀᓂᒥᔭᓐ ᑲᔦ ᙮
(src)="b.MAT.4.10.1"> ⲦⲞⲦⲈ ⲠⲈϪⲈ ⲒⲎⲤⲞⲨⲤ ⲚⲀϤ ϪⲈ ⲘⲀϢⲈ ⲚⲀⲔ ⲠⲤⲀⲦⲀⲚⲀⲤ ⲤⲤϦⲎⲞⲨⲦ ⲄⲀⲢ ϪⲈ ⲠϬⲞⲒⲤ ⲠⲈⲔⲚⲞⲨϮ ⲠⲈⲦⲈⲔⲈⲞⲨⲰϢⲦ ⲘⲘⲞϤ ⲞⲨⲞϨ ⲚⲐⲞϤ ⲘⲘⲀⲨⲀⲦϤ ⲠⲈⲦⲈⲔⲈϢⲈⲘϢⲎⲦϤ .
(trg)="b.MAT.4.10.1"> ᒋᓴᔅ ᐅᑮᓇᑴᑕᐙᓐ : ᐃᑯᒋ ᐃᔖᓐ ᑮᓐ ᓭᑕᓐ ! ᒦᓇᐙ ᐃᔑᐲᐃᑳᑌ : ᑳᑎᐯᒋᑫᒡ ᑭᑭᔐᒪᓂᑑᒻ ᐐᓀᑕ ᑯ ᑭᑲ ᑭᒋ ᐃᓀᓂᒫ ᙮
(src)="b.MAT.4.11.1"> ⲦⲞⲦⲈ ⲀϤⲬⲀϤ ⲚϪⲈⲠⲒⲆⲒⲀⲂⲞⲖⲞⲤ ⲞⲨⲞϨ ⲒⲤ ϨⲀⲚⲀⲄⲄⲈⲖⲞⲤ ⲀⲨⲒ ⲀⲨϢⲈⲘϢⲒ ⲘⲘⲞϤ .
(trg)="b.MAT.4.11.1"> ᐅᑮᓇᑲᓂᑰᓐ ᑕᔥ ᐃᓂ ᒪᒋᐊᔭᐋᓐ ᙮ ᐁᒐᓬᐊᐞ ᐃᑕᔥ ᐅᑮ ᐱᓈᓯᑳᑰᐞ ᐁᑮᐐᒋᐃᑯᒡ ᙮
(src)="b.MAT.4.12.1"> ⲈⲦⲀϤⲤⲰⲦⲈⲘ ⲆⲈ ϪⲈ ⲀⲨϮ ⲚⲒⲰⲀⲚⲚⲎⲤ ⲀϤϢⲈ ⲚⲀϤ ⲈϮⲄⲀⲖⲒⲖⲈⲀ .
(trg)="b.MAT.4.12.1"> ᒋᓴᔅ ᑕᔥ ᐊᐲ ᑳᓅᑕᕽ ᒞᓇᓐ ᐁᑮ ᑕᑯᓂᑲᓂᐎᓂᒡ , ᑳᓬᐊᓬᐄᕽ ᐃᓇᑫ ᑮᐃᔖ ᙮
(src)="b.MAT.4.13.1"> ⲞⲨⲞϨ ⲀϤⲬⲰ ⲚⲚⲀⲌⲀⲢⲈⲐ ⲚⲤⲰϤ ⲀϤⲒ ⲀϤϢⲰⲠⲒ ϦⲈⲚⲔⲀⲪⲀⲢⲚⲀⲞⲨⲘ ⲐⲎ ⲈⲦϨⲒⲤⲔⲈⲚ ⲪⲒⲞⲘ ϦⲈⲚⲚⲒϬⲒⲎ ⲚⲦⲈⲌⲀⲂⲞⲨⲖⲰⲚ ⲚⲈⲘ ⲚⲈⲪⲐⲀⲖⲒⲘ .
(trg)="b.MAT.4.13.1"> ᑳᐐᓐ ᑕᔥ ᐐᓐ ᑮᑭᐱᒌᓰ ᐃᐃᒫ ᓈᓴᕒᐃᑎᕽ ᙮ ᒦᑕᔥ ᐌᑎ ᑳᐊᓂ ᐃᔖᒡ ᐁᑮᐃᔑᑖᒡ ᐃᐃᒫ ᐆᑌᓈᕽ ᑲᐸᕒᓂᔭᒦᕽ ᐃᐃᒫ ᒌᑭ ᓵᑲᐃᑲᓃᕽ ᑳᓬᐊᓬᐄᕽ , ᐃᐃᒫ ᓭᐱᔪᓬᐊᓐ ᐊᑮᕽ ᑲᔦ ᓈᐱᑕᓬᐋᐃ ᐊᑮᕽ ᑳᐊᔮᒃ ᐆᑌᓇ ᙮
(src)="b.MAT.4.14.1"> ϨⲒⲚⲀ ⲚⲦⲈϤϪⲰⲔ ⲈⲂⲞⲖ ⲚϪⲈⲪⲎ ⲈⲦⲀϤϪⲞϤ ⲈⲂⲞⲖ ϨⲒⲦⲞⲦϤ ⲚⲎⲤⲀⲒⲀⲤ ⲠⲒⲠⲢⲞⲪⲎⲦⲎⲤ ⲈϤϪⲰ ⲘⲘⲞⲤ .
(trg)="b.MAT.4.14.1"> ᒦᑕᔥ ᐅᐅ ᑳᑮᐅᒋ ᐃᔑᓭᒃ ᒪᔮ ᐱᑯ ᒋᐃᔑᓭᓂᒃ ᑳᑮᐃᑭᑐᑯᐸᓀᓐ ᐊᐊ ᑎᐹᒋᒧᐎᓂᓂ ᐋᐃᓭᔭ ᑳᑮ ᑲᓅᑕᒪᐙᒡ ᑭᔐᒪᓂᑑᓐ ,
(src)="b.MAT.4.15.1"> ϪⲈ ⲠⲔⲀϨⲒ ⲚⲌⲀⲂⲞⲨⲖⲰⲚ ⲚⲈⲘ ⲠⲔⲀϨⲒ ⲚⲚⲈⲪⲐⲀⲖⲒⲘ ⲠⲒⲘⲰⲒⲦ ⲚⲦⲈⲪⲒⲞⲘ ϨⲒⲘⲎⲢ ⲘⲠⲒⲒⲞⲢⲆⲀⲚⲎⲤ ϮⲄⲀⲖⲒⲖⲈⲀ ⲚⲦⲈⲚⲒⲈⲐⲚⲞⲤ .
(trg)="b.MAT.4.15.1"> ᐃᐃᐌᓂᐗᐞ ᑳᑮ ᑕᔑᒫᒡ ᐃᐃᐌᓂᐗᐞ ᑳᐃᔑᑖᓂᒡ ᐃᐃᒫ ᓭᐱᔪᓬᐊᓐ ᐊᑮᕽ ᑲᔦ ᓈᐱᑕᓬᐋᐃ ᐊᑮᕽ , ᐃᐃᒫ ᒌᑫᐤ ᑭᒋᑲᒦᕽ , ᐙᐸᓄᕽ ᐃᓇᑫᑳᒻ ᒞᕒᑕᓇᐎ ᓰᐲᕽ , ᐃᐃᒫ ᑳᓬᐊᓬᐄ ᐊᑮᕽ ᐌᑎ ᑳᔑ ᐊᔮᐙᒡ ᑳᒎᐎᐎᓯᒀ ᙮
(src)="b.MAT.4.16.1"> ⲠⲒⲖⲀⲞⲤ ⲈⲦϨⲈⲘⲤⲒ ϦⲈⲚⲠⲬⲀⲔⲒ ⲀϤⲚⲀⲨ ⲈⲞⲨⲚⲒϢϮ ⲚⲞⲨⲰⲒⲚⲒ ⲞⲨⲞϨ ⲚⲎ ⲈⲦϨⲈⲘⲤⲒ ϦⲈⲚⲦⲬⲰⲢⲀ ⲚⲈⲘ ⲦϦⲎⲒⲂⲒ ⲘⲪⲘⲞⲨ ⲞⲨⲞⲨⲰⲒⲚⲒ ⲀϤϢⲀⲒ ⲚⲰⲞⲨ .
(trg)="b.MAT.4.16.1"> ᒦᑕᔥ ᐅᐅ ᑳᐃᑭᑐᒡ ᐋᐃᓭᔭ : ᐃᑭ ᑕᔥ ᑲᔥᑮᑎᐱᑲᓄᕽ ᑳᐊᔮᐙᒡ ᐅᑲ ᐙᐸᑖᓈᐙ ᐃᐃ ᑭᒋᐙᓭᔮᓯᐎᓐ ᙮ ᐃᑭ ᑲᔦ ᑳᑕᔑᐱᒫᑎᓯᐙᒡ ᐃᐃᒫ ᐊᑮᕽ ᓂᐳᐎᓐ ᑳᔑ ᐹᑏᓇᑎᓂᓂᒃ , ᑕᐙᐸᒋᑳᑌ ᐃᐃ ᑳᐙᓭᔮᒃ ᙮
(src)="b.MAT.4.17.1"> ⲒⲤϪⲈⲚ ⲠⲒⲤⲎⲞⲨ ⲈⲦⲈⲘⲘⲀⲨ ⲀϤⲈⲢϨⲎⲦⲤ ⲚϪⲈⲒⲎⲤⲞⲨⲤ ⲚϨⲒⲰⲒϢ ⲚⲈⲘ ⲈϪⲞⲤ ϪⲈ ⲀⲢⲒⲘⲈⲦⲀⲚⲞⲒⲚ ⲀⲤϦⲰⲚⲦ ⲄⲀⲢ ⲚϪⲈϮⲘⲈⲦⲞⲨⲢⲞ ⲚⲦⲈⲚⲒⲪⲎⲞⲨⲒ .
(trg)="b.MAT.4.17.1"> ᒦᑕᔥ ᐃᐃ ᐊᐲ ᒋᓴᔅ ᑳᑮᒫᒌ ᐸᐹᐐᑕᒫᑫᒡ ᐁᑮᐃᑭᑐᒡ : ᑴᑳᑎᓯᒃ ᑭᒪᒋᑑᑕᒧᐎᓂᐙᓐ ᐅᒋ , ᐋᔕ ᐅᒋᒋᓭ ᐊᐊ ᑭᔐᒪᓂᑑ ᒋᐅᔑᓯᑑᒡ ᐅᑎᐯᒋᑫᐎᓐ ᙮
(src)="b.MAT.4.18.1"> ⲈϤⲘⲞϢⲒ ⲆⲈ ⲈⲤⲔⲈⲚ ⲪⲒⲞⲘ ⲚⲦⲈϮⲄⲀⲖⲒⲖⲈⲀ ⲀϤⲚⲀⲨ ⲈⲤⲞⲚ ⲤⲒⲘⲰⲚ ⲪⲎ ⲈⲦⲞⲨⲘⲞⲨϮ ⲈⲢⲞϤ ϪⲈ ⲠⲈⲦⲢⲞⲤ ⲚⲈⲘ ⲀⲚⲆⲢⲈⲀⲤ ⲠⲈϤⲤⲞⲚ ⲈⲨϨⲒ ϢⲚⲈ ⲈⲪⲒⲞⲘ ⲚⲈϨⲀⲚⲞⲨⲞϨⲒ ⲄⲀⲢ ⲚⲈ .
(trg)="b.MAT.4.18.1"> ᒋᓴᔅ ᑕᔥ ᒣᒀ ᐁᐱᒧᓭᒡ ᐃᐃᒫ ᑭᒋᓵᑲᐃᑲᓃᕽ ᑳᓬᐊᓬᐄ ᐅᑮᐙᐸᒫᐞ ᓃᔑᓐ 2 ᐁᐐᒋᑭᐌᔨᑎᓂᒡ ᐁᐸᑭᑕᐙᓂᒡ ᙮ ᐋᓃᔥ ᑮᐸᑭᑕᐌᐎᓂᓂᓃᐎᐗᐞ ᙮ ᓵᐃᒪᓐ ᐲᑕᕒ ᑕᔥ ᐊᐊ ᐯᔑᒃ ᑮᐃᔑᓂᑳᓱ , ᑯᑕᒃ ᐃᑕᔥ ᐁᑕᕒᐆ ᑮᐃᔑᓂᑳᓱ ᙮
(src)="b.MAT.4.19.1"> ⲞⲨⲞϨ ⲠⲈϪⲀϤ ⲚⲰⲞⲨ ϪⲈ ⲀⲘⲰⲒⲚⲒ ⲘⲞϢⲒ ⲚⲤⲰⲒ ⲚⲦⲀⲈⲢ ⲐⲎⲚⲞⲨ ⲚⲞⲨⲞϨⲒ ⲚⲢⲈϤⲦⲀϨⲈ ⲢⲰⲘⲒ .
(trg)="b.MAT.4.19.1"> ᒋᓴᔅ ᑕᔥ ᐅᑮᐃᓈᐞ : ᐊᐯᔪᒃ , ᐐᒌᐎᔑᒃ ! ᑳᐱ ᐃᓇᓄᑮᔦᒃ ᐁᐸᑭᑕᐙᔦᒃ , ᓅᑯᒻ ᐃᑕᔥ ᑭᑲ ᒫᒌᑭᑭᓄᐊᒪᐎᓂᓂᒻ ᒋᐲᑕᒪᐎᔦᒃ ᐯᒫᑎᓯᐙᒡ ᙮
(src)="b.MAT.4.20.1"> ⲚⲐⲰⲞⲨ ⲆⲈ ⲤⲀⲦⲞⲦⲞⲨ ⲀⲨⲬⲰ ⲚⲚⲞⲨϢⲚⲎ ⲞⲨ ⲞⲨⲞϨ ⲀⲨⲘⲞϢⲒ ⲚⲤⲰϤ .
(trg)="b.MAT.4.20.1"> ᔐᒫᒃ ᐃᑕᔥ ᐅᑮᒫᒋᐐᒌᐙᐙᓐ , ᐁᑮᓇᑲᓈᐙᒡ ᑲᑭᓇ ᐅᑕᓴᐲᐙᐞ ᙮
(src)="b.MAT.4.21.1"> ⲞⲨⲞϨ ⲈⲦⲀϤⲤⲒⲚⲒ ⲈⲦϨⲎ ⲈⲂⲞⲖ ⲘⲘⲀⲨ ⲀϤⲚⲀⲨ ⲈⲔⲈⲤⲞⲚ ⲒⲀⲔⲰⲂⲞⲤ ⲠϢⲎⲢⲒ ⲚⲌⲈⲂⲈⲆⲈⲞⲤ ⲚⲈⲘ ⲒⲰⲀⲚⲚⲎⲤ ⲠⲈϤⲤⲞⲚ ⲈⲨϨⲒ ⲠⲒϪⲞⲒ ⲚⲈⲘ ⲌⲈⲂⲈⲆⲈⲞⲤ ⲠⲞⲨⲒⲰⲦ ⲈⲨⲤⲞⲂϮ ⲚⲚⲞⲨϢⲚⲎ ⲞⲨ ⲞⲨⲞϨ ⲀϤⲘⲞⲨϮ ⲈⲢⲰⲞⲨ .
(trg)="b.MAT.4.21.1"> ᒦᓇᐙ ᑕᔥ ᒋᓴᔅ ᐅᑮᐊᓂ ᐙᐸᒫᐞ ᓃᔑᓐ ᐃᓂᓂᐗᐞ ᐁᑕᔑ ᐸᑾᐊᓴᐲᓂᒡ ᐲᒋᒌᒫᓂᕽ ᐅᑌᑌᐙᓐ ᐁᐐᒋᐋᓂᒡ ᙮ ᐃᐃ ᑕᔥ ᐃᓂᓂᐗᐞ ᑮᐐᒋᑭᐌᑎᐗᐞ ᐁᑮᐃᔑᓂᑳᓱᓂᒡ ᒌᒥᔅ ᔑᑾ ᒞᓐ ᙮ ᐅᑌᑌᓂ ᑕᔥ ᓭᐸᑏ ᑮᐃᔑᓂᑳᓱᐗᓐ ᙮ ᒋᓴᔅ ᑕᔥ ᐅᑮ ᑲᓅᓈᐞ ᙮
(src)="b.MAT.4.22.1"> ⲚⲐⲰⲞⲨ ⲆⲈ ⲤⲀⲦⲞⲦⲞⲨ ⲀⲨⲬⲰ ⲘⲠⲒϪⲞⲒ ⲚⲈⲘ ⲌⲈⲂⲈⲆⲈⲞⲤ ⲠⲞⲨⲒⲰⲦ ⲀⲨⲘⲞϢⲒ ⲚⲤⲰϤ .
(trg)="b.MAT.4.22.1"> ᔐᒫᒃ ᐃᑕᔥ ᐅᑮᓇᑲᑖᓈᐙ ᐅᒌᒫᓂᐙ , ᐅᑮᓇᑲᓈᐙᓐ ᑲᔦ ᐅᑌᑌᐙᓐ , ᐁᑮᐊᓂ ᐐᒌᐙᐙᒡ ᒋᓴᓲᓐ ᙮
(src)="b.MAT.4.23.1"> ⲞⲨⲞϨ ⲚⲀϤⲔⲰϮ ⲠⲈ ⲚϪⲈⲒⲎⲤⲞⲨⲤ ϦⲈⲚϮⲄⲀⲖⲒⲖⲈⲀ ⲦⲎⲢⲤ ⲈϤϮⲤⲂⲰ ϦⲈⲚⲚⲞⲨⲤⲨⲚⲀⲄⲰⲄⲎ ⲞⲨⲞϨ ⲈϤϨⲒⲰⲒϢ ⲘⲠⲒⲈⲨⲀⲄⲄⲈⲖⲒⲞⲚ ⲚⲦⲈϮⲘⲈⲦⲞⲨⲢⲞ ⲞⲨⲞϨ ⲈϤⲈⲢⲪⲀϦⲢⲒ ⲈϢⲰⲚⲒ ⲚⲒⲂⲈⲚ ⲈⲦϦⲈⲚ ⲠⲒⲖⲀⲞⲤ .
(trg)="b.MAT.4.23.1"> ᒥᓯᐌ ᑕᔥ ᒋᓴᔅ ᑮᐃᔖ ᐃᐃᒫ ᑳᓬᐊᓬᐄ ᐊᑮᕽ ᐁᑮ ᐸᐹᑭᑭᓄᐊᒫᑫᒡ ᒥᓯᐌ ᒎᐗᐞ ᐅᑕᓇᒥᐁᐎᑲᒥᑯᓃᕽ ᐁᑮᐐᑕᒫᑫᒡ ᑲᔦ ᒥᓍᒋᒧᐎᓐ ᐃᐃᐌ ᑭᔐᒪᓂᑑ ᐐᐸ ᑳᐐᐅᔑᓯᑑᒡ ᐅᑎᐯᒋᑫᐎᓐ , ᐁᑮᒥᓄᐊᔮᐋᒡ ᑲᔦ ᑲᑭᓇ ᑳᐋᑯᓯᓂᒡ ᐋᓃᓐ ᐃᑯ ᐁᐃᓈᐱᓀᓂᒡ ᙮
(src)="b.MAT.4.24.1"> ⲞⲨⲞϨ ⲀⲦⲈϤⲤⲘⲎ ⲒⲈⲂⲞⲖ ϦⲈⲚϮⲤⲨⲢⲒⲀ ⲦⲎⲢⲤ ⲞⲨⲞϨ ⲀⲨⲒⲚⲒ ⲚⲀϤ ⲚⲞⲨⲞⲚ ⲚⲒⲂⲈⲚ ⲈⲦⲦϨⲈⲘⲔⲎⲞⲨⲦ ϦⲈⲚⲚⲞⲨϢⲰⲚⲒ ⲚⲈⲘ ⲚⲞⲨⲘⲔⲀⲨϨ ⲚⲞⲨⲘⲎϢ ⲚⲢⲎϮ ⲚⲎ ⲈⲦⲈ ⲚⲒⲆⲈⲘⲰⲚ ⲚⲈⲘⲰⲞⲨ ⲚⲈⲘ ⲚⲎ ⲈⲦⲞⲒ ⲘⲠⲈⲢⲘⲞⲨ ⲚⲈⲘ ⲚⲎ ⲈⲦϢⲎⲖ ⲈⲂⲞⲖ ⲞⲨⲞϨ ⲀϤⲈⲢⲪⲀϦⲢⲒ ⲈⲢⲰⲞⲨ .
(trg)="b.MAT.4.24.1"> ᒥᓯᐌ ᑕᔥ ᑮᓅᑖᑳᓂᐎ ᐃᐃᒫ ᓰᕒᐃᔭ ᐊᑮᕽ , ᐋᐱᒋ ᑕᔥ ᑮᐹᑏᓄᐗᐞ ᑳᑮ ᐲᑕᒪᐎᓐᒡ ᐃᐃ ᐅᑖᑯᓰᐞ ᐯᐸᑳᓐ ᐁᐃᓈᐱᓀᓂᒡ ᙮ ᐃᑭ ᑕᔥ ᐅᑖᑯᓰᒃ ᐋᓂᑕ ᒪᒋᐊᒑᑾᐞ ᐅᑮ ᑭᑭᔥᑳᑯᐙᐞ , ᐋᓂᑕ ᑲᔦ ᑮᐅᒋᐱᓂᑯᐙᐱᓀᐗᐞ , ᐋᓂᑕ ᑲᔦ ᑮᒪᒫᒋᑯᐙᐱᓀᐗᐞ ᙮ ᒋᓴᔅ ᑕᔥ ᑲᑭᓇ ᐅᑮᒥᓄᐊᔮᐋᐞ ᙮
(src)="b.MAT.4.25.1"> ⲞⲨⲞϨ ⲀⲨⲘⲞϢⲒ ⲚⲤⲰϤ ⲚϪⲈϨⲀⲚⲚⲒϢϮ ⲘⲘⲎϢ ⲈⲂⲞⲖ ϦⲈⲚϮⲄⲀⲖⲒⲖⲈⲀ ⲚⲈⲘ ϮⲘⲎϮ ⲘⲂⲀⲔⲒ ⲚⲈⲘ ⲒⲈⲢⲞⲤⲀⲖⲎⲘ ⲚⲈⲘ ϮⲒⲞⲨⲆⲈⲀ ⲚⲈⲘ ϨⲒⲘⲎⲢ ⲘⲠⲒⲒⲞⲢⲆⲀⲚⲎⲤ .
(trg)="b.MAT.4.25.1"> ᐋᐱᒋ ᑮᐹᑏᓄᐗᐞ ᑳᑮ ᐱᒥᓂᔕᐅᑯᒡ ᙮ ᐃᐃᒫ ᑕᔥ ᑮᐅᒌᐗᐞ ᑳᓬᐊᓬᐄ ᐊᑮᕽ , ᐌᑎ ᑲᔦ ᒥᑖᓱ ᐆᑌᓈᐎ ᐊᑮᕽ , ᒉᕒᐆᓴᓬᐊᒥᕽ , ᒎᑏᔮᑳᕽ , ᐌᑎ ᑲᔦ ᐊᑮᕽ ᐊᑳᒪᔭᐄ ᒞᕒᑕᓇᐎ ᓰᐲᕽ ᙮
(src)="b.MAT.5.1.1"> ⲈⲦⲀϤⲚⲀⲨ ⲆⲈ ⲈⲚⲒⲘⲎϢ ⲀϤϢⲈ ⲚⲀϤ ⲈⲠϢⲰⲒ ⲈϪⲈⲚ ⲠⲒⲦⲰⲞⲨ ⲞⲨⲞϨ ⲈⲦⲀϤϨⲈⲘⲤⲒ ⲀⲨⲒ ϨⲀⲢⲞϤ ⲚϪⲈⲚⲈϤⲘⲀⲐⲎⲦⲎⲤ .
(trg)="b.MAT.5.1.1"> ᐁᐙᐸᒫᒡ ᐃᑕᔥ ᒋᓴᔅ ᐋᐱᒋ ᐁᐅᓵᒦᓄᓂᒡ ᑳᐱᒥᓂᔕᐅᑯᒡ , ᑮᐊᓂ ᑯᐹᒪᒋᐌ ᐁᐱᑾᑎᓈᓂᒃ , ᐁᑮᐊᓂ ᐅᓇᐱᒡ ᙮ ᐅᑭᑭᓄᐊᒪᐙᑲᓇᐞ ᐃᑕᔥ ᐅᑮᐱ ᐙᑳᔥᑳᑰᐞ ᙮
(src)="b.MAT.5.2.1"> ⲞⲨⲞϨ ⲈⲦⲀϤⲞⲨⲰⲚ ⲚⲢⲰϤ ⲚⲀϤϮⲤⲂⲰ ⲚⲰⲞⲨ ⲈϤϪⲰ ⲘⲘⲞⲤ
(trg)="b.MAT.5.2.1"> ᒦᑕᔥ ᐃᐃ ᑳᐃᔑ ᒫᒌ ᑭᑭᓄᐊᒪᐙᒡ :
(src)="b.MAT.5.3.1"> ⲰⲞⲨⲚⲒⲀⲦⲞⲨ ⲚⲚⲒϨⲎⲔⲒ ⲘⲠⲒⲠⲚⲈⲨⲘⲀϪⲈ ⲐⲰⲞⲨ ⲦⲈ ϮⲘⲈⲦⲞⲨⲢⲞ ⲚⲦⲈⲚⲒⲪⲎⲞⲨⲒ .
(trg)="b.MAT.5.3.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐅᑯ ᑳᑭᑎᒫᑫᓂᒧᐙᒡ , ᑳᐊᐯᓂᒧᓄᑕᐙᐙᒡ ᑭᔐᒪᓂᑑᓐ ᙮ ᐊᒦᐗᒃ ᐅᑯ ᒪᔮ ᑭᔐᒪᓂᑑᓐ ᑳᑭᒋ ᐅᑑᑭᒫᒥᐙᒡ !
(src)="b.MAT.5.4.1"> ⲰⲞⲨⲚⲒⲀⲦⲞⲨ ⲚⲚⲎ ⲈⲦⲈⲢϨⲎⲂⲒ ϮⲚⲞⲨ ϪⲈ ⲚⲐⲰⲞⲨ ⲠⲈⲦⲞⲨⲚⲀϮϨⲞ ⲈⲢⲰⲞⲨ .
(trg)="b.MAT.5.4.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐅᑯ ᑳᒫᓀᑕᒧᐙᒡ ᙮ ᑭᔐᒪᓂᑑᓐ ᐅᑲ ᒥᓉᑕᒥᐃᑯᐙᓐ ᙮
(src)="b.MAT.5.5.1"> ⲰⲞⲨⲚⲒⲀⲦⲞⲨ ⲚⲚⲒⲢⲈⲘⲢⲀⲨϢ ϪⲈ ⲚⲐⲰⲞⲨ ⲠⲈⲐⲚⲀⲈⲢⲔⲖⲎⲢⲞⲚⲞⲘⲒⲚ ⲘⲠⲒⲔⲀϨⲒ .
(trg)="b.MAT.5.5.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐅᑯ ᑳᑭᑌᓂᒧᓯᒀ ᙮ ᑭᔐᒪᓂᑑᓐ ᐅᑲ ᒦᓂᑯᐙᓐ ᑫᑰᓇᓐ ᑳᑮᐃᔑ ᐊᔓᑕᒪᐙᓂᒡ ᐃᐃ ᐅᐱᒫᑎᓰᒥᓂ ᙮
(src)="b.MAT.5.6.1"> ⲰⲞⲨⲚⲒⲀⲦⲞⲨ ⲚⲚⲎ ⲈⲦϨⲞⲔⲈⲢ ⲚⲈⲘ ⲚⲎ ⲈⲦⲞⲂⲒ ⲚϮⲘⲈⲐⲘⲎⲒ ϪⲈ ⲚⲐⲰⲞⲨ ⲠⲈⲐⲚⲀⲤⲒ .
(trg)="b.MAT.5.6.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐃᑭᐌᓂᐗᒃ ᑳᐃᔑ ᐊᑕᐌᑕᒧᐙᒡ ᐋᐱᒋ ᒋᑑᑕᒧᐙᒡ ᑭᔐᒪᓂᑑᓐ ᑳᐃᔑ ᐊᑕᐌᓂᒥᑯᐙᒡ ᙮ ᑭᔐᒪᓂᑑᓐ ᐅᑲ ᑌᐱᓇᐌᔦᑕᒥᐃᑯᐙᓐ ᙮
(src)="b.MAT.5.7.1"> ⲰⲞⲨⲚⲒⲀⲦⲞⲨ ⲚⲚⲒⲚⲀⲎⲦ ϪⲈ ⲚⲐⲰⲞⲨ ⲠⲈⲦⲞⲨⲚⲀⲚⲀⲒ ⲚⲰⲞⲨ .
(trg)="b.MAT.5.7.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐃᑭ ᑳᑭᑎᒫᑭᓈᑫᐙᒡ ᙮ ᐋᓃᔥ ᑭᔐᒪᓂᑑᓐ ᐅᑲ ᑭᑎᒫᑭᓈᑯᐙᓐ ᙮
(src)="b.MAT.5.8.1"> ⲰⲞⲨⲚⲒⲀⲦⲞⲨ ⲚⲚⲎ ⲈⲐⲞⲨⲀⲂ ϦⲈⲚⲠⲞⲨϨⲎⲦ ϪⲈ ⲚⲐⲰⲞⲨ ⲠⲈⲐⲚⲀⲚⲀⲨ ⲈⲪⲚⲞⲨϮ .
(trg)="b.MAT.5.8.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐃᑭ ᑳᐯᑭᑌᐁᐙᒡ ᙮ ᐅᑲ ᐙᐸᒫᐙᓐ ᐃᓴ ᑭᔐᒪᓂᑑᓐ ᐁᐐᒌᐎᑯᐙᒡ ᙮
(src)="b.MAT.5.9.1"> ⲰⲞⲨⲚⲒⲀⲦⲞⲨ ⲚⲚⲒⲢⲈϤⲈⲢϨⲒⲢⲎⲚⲎ ϪⲈ ⲚⲐⲰⲞⲨ ⲠⲈⲦⲞⲨⲚⲀⲘⲞⲨϮ ⲈⲢⲰⲞⲨ ϪⲈ ⲚⲒϢⲎⲢⲒ ⲚⲦⲈⲪⲚⲞⲨϮ .
(trg)="b.MAT.5.9.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐃᑭ ᑳᐐᒋᐋᐙᒡ ᒋᒥᓄᐐᒌᑎᓂᒡ ᑲᑭᓇ ᐯᒫᑎᓯᓂᒡ ᙮ ᑮᓇᐙ ᓂᓃᒑᓂᓴᒃ ᐅᑲ ᐃᑯᐙᓐ ᑭᔐᒪᓂᑑᓐ ᙮
(src)="b.MAT.5.10.1"> ⲰⲞⲨⲚⲒⲀⲦⲞⲨ ⲚⲚⲎ ⲈⲦⲀⲨϬⲞϪⲒ ⲚⲤⲰⲞⲨ ⲈⲐⲂⲈ ϮⲘⲈⲐⲘⲎⲒ ϪⲈ ⲐⲰⲞⲨ ⲦⲈ ϮⲘⲈⲦⲞⲨⲢⲞ ⲚⲦⲈⲚⲒⲪⲎⲞⲨⲒ .
(trg)="b.MAT.5.10.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐃᑭ ᑳᑲᒀᑕᑭᐃᑣ ᐃᐌ ᐅᒋ ᐁᑑᑕᒧᐙᒡ ᑭᔐᒪᓂᑑᓐ ᑳᐃᔑ ᐊᑕᐌᑕᒥᓂᒡ ᙮ ᐊᒦᐗᒃ ᐃᑭ ᒪᔮ ᑭᔐᒪᓂᑑᓐ ᑳᑭᒋ ᐅᑑᑭᒫᒥᐙᒡ ᙮