# ojb/Ojibwa-NT.xml.gz
# syr/Syriac-NT.xml.gz
(src)="b.MAT.1.1.1"> ᒦᑕᔥ ᐅᐅᐌ ᐁᔑᐲᐃᑳᑌᓂᒃ ᐋᓃᑎ ᒋᓴᔅ X ᑳᐱᐅᒋ ᓂᑖᐎᑭᒡ , ᒦ ᐊᐌ ᑳᐅᑕᑳᓀᓯᒡ ᑌᐱᑎᕽ , ᑫᐐᓐ ᐁᑮᐅᑕᑳᓀᓯᓂᒡ ᐁᐸᕒᐊᐋᒥᕽ ᙮
(trg)="b.MAT.1.1.1"> ܟܬܒܐ ܕܝܠܝܕܘܬܗ ܕܝܫܘܥ ܡܫܝܚܐ ܒܪܗ ܕܕܘܝܕ ܒܪܗ ܕܐܒܪܗܡ
(src)="b.MAT.1.2.1"> ᐁᐸᕒᐊᐋᒻ ᑮᐅᑯᓯᓯ ᐃᓂ ᐋᐃᓯᑰᓐ ᒦᓇᐙᔥ ᐊᐌ ᐋᐃᓯᒃ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒉᑲᐴᓐ , ᑲᔦ ᒉᑲᑉ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒎᑕᐗᓐ , ᐐᒋᑭᐌᔨᓂ ᑲᔦ ᙮
(trg)="b.MAT.1.2.1"> ܐܒܪܗܡ ܐܘܠܕ ܠܐܝܤܚܩ ܐܝܤܚܩ ܐܘܠܕ ܠܝܥܩܘܒ ܝܥܩܘܒ ܐܘܠܕ ܠܝܗܘܕܐ ܘܠܐܚܘܗܝ
(src)="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 ,
(trg)="b.MAT.1.3.1"> ܝܗܘܕܐ ܐܘܠܕ ܠܦܪܨ ܘܠܙܪܚ ܡܢ ܬܡܪ ܦܪܨ ܐܘܠܕ ܠܚܨܪܘܢ ܚܨܪܘܢ ܐܘܠܕ ܠܐܪܡ
(src)="b.MAT.1.4.1"> ᑲᔦ ᐅᕒᐋᒻ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐊᒥᓇᑖᐸᓐ , ᑲᔦ ᐊᒥᓇᑖᑉ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᓈᔕᓇᓐ , ᒦᓇᐙᔥ ᓈᔕᓐ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᓵᓬᒪᓇᓐ ᙮
(trg)="b.MAT.1.4.1"> ܐܪܡ ܐܘܠܕ ܠܥܡܝܢܕܒ ܥܡܝܢܕܒ ܐܘܠܕ ܠܢܚܫܘܢ ܢܚܫܘܢ ܐܘܠܕ ܠܤܠܡܘܢ
(src)="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 ᙮
(trg)="b.MAT.1.5.1"> ܤܠܡܘܢ ܐܘܠܕ ܠܒܥܙ ܡܢ ܪܚܒ ܒܥܙ ܐܘܠܕ ܠܥܘܒܝܕ ܡܢ ܪܥܘܬ ܥܘܒܝܕ ܐܘܠܕ ܠܐܝܫܝ
(src)="b.MAT.1.6.1"> ᒉᓯ ᑮᐅᑯᓯᓯ ᐃᓂ ᑌᐱᑕᓐ ᑳᑮ ᑭᒋᐅᑭᒫᐎᓂᒡ ᙮ ᑲᔦ ᑌᐱᑦ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᔂᓬᐊᒪᓇᓐ ᙮ ᔪᕒᐋᔭ ᐐᐗᓐ ᑮᐅᒫᒫ ᔂᓬᐊᒪᓐ ᙮
(trg)="b.MAT.1.6.1"> ܐܝܫܝ ܐܘܠܕ ܠܕܘܝܕ ܡܠܟܐ ܕܘܝܕ ܐܘܠܕ ܠܫܠܝܡܘܢ ܡܢ ܐܢܬܬܗ ܕܐܘܪܝܐ
(src)="b.MAT.1.7.1"> ᑲᔦ ᔂᓬᐊᒪᓐ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐅᕒᐄᔭᐴᐗᒨᓐ , ᒦᓇᐙᔥ ᐅᕒᐄᔭᐴᐗᒻ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐊᐹᐃᒐᐗᓐ , ᑲᔦ ᐊᐹᐃᒐ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐁᓴᐗᓐ ᙮
(trg)="b.MAT.1.7.1"> ܫܠܝܡܘܢ ܐܘܠܕ ܠܪܚܒܥܡ ܪܚܒܥܡ ܐܘܠܕ ܠܐܒܝܐ ܐܒܝܐ ܐܘܠܕ ܠܐܤܐ
(src)="b.MAT.1.8.1"> ᑲᔦ ᐁᓴ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒉᐆᔕᐹᑕᓐ , ᑲᔦ ᒉᐆᔕᐹᑦ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒎᕒᐊᒨᓐ , ᑲᔦ ᒎᕒᐊᒻ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐊᓵᔭᐗᓐ ᙮
(trg)="b.MAT.1.8.1"> ܐܤܐ ܐܘܠܕ ܠܝܗܘܫܦܛ ܝܗܘܫܦܛ ܐܘܠܕ ܠܝܘܪܡ ܝܘܪܡ ܐܘܠܕ ܠܥܘܙܝܐ
(src)="b.MAT.1.9.1"> ᑲᔦ ᐊᓵᔭ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒎᑕᒨᓐ , ᑲᔦ ᒎᑕᒻ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐁᓯᑳᔭᐗᓐ ,
(trg)="b.MAT.1.9.1"> ܥܘܙܝܐ ܐܘܠܕ ܠܝܘܬܡ ܝܘܬܡ ܐܘܠܕ ܠܐܚܙ ܐܚܙ ܐܘܠܕ ܠܚܙܩܝܐ
(src)="b.MAT.1.10.1"> ᑲᔦ ᐁᓯᑳᔭ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒪᓈᓴᐗᓐ , ᑲᔦ ᒪᓈᓴ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐋᒪᓇᓐ , ᑲᔦ ᐋᒪᓐ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒍᓵᔭᐗᓐ ᙮
(trg)="b.MAT.1.10.1"> ܚܙܩܝܐ ܐܘܠܕ ܠܡܢܫܐ ܡܢܫܐ ܐܘܠܕ ܠܐܡܘܢ ܐܡܘܢ ܐܘܠܕ ܠܝܘܫܝܐ
(src)="b.MAT.1.11.1"> ᑲᔦ ᒍᓵᔭ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒉᑲᓈᔭᐗᓐ , ᐐᒋᑭᐌᔭᐞ ᑲᔦ , ᐃᐃᐌ ᐊᐲ ᐃᔅᕒᐃᔭᓬᐃᓂᓂᐗᒃ ᑳᑮᐃᔑᐎᒋᑲᓂᐎᐙᑯᐸᓀᓐ ᐌᑎ ᐹᐱᓬᐊᓄᕽ ᙮
(trg)="b.MAT.1.11.1"> ܝܘܫܝܐ ܐܘܠܕ ܠܝܘܟܢܝܐ ܘܠܐܚܘܗܝ ܒܓܠܘܬܐ ܕܒܒܠ
(src)="b.MAT.1.12.1"> ᐊᐲ ᑕᔥ ᑳᐃᔥᒀ ᐃᔑᐎᓂᑣ ᐃᐌᑎ ᐹᐱᓬᐊᓄᕽ , ᒉᑲᓈᔭ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᔑᔮᓬᑏᔭᓬᐊᓐ ᙮ ᒦᓇᐙᔥ ᔑᔮᓬᑏᔭᓬ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᓯᕒᐊᐸᐸᓬᐊᓐ ᙮
(trg)="b.MAT.1.12.1"> ܡܢ ܒܬܪ ܓܠܘܬܐ ܕܝܢ ܕܒܒܠ ܝܘܟܢܝܐ ܐܘܠܕ ܠܫܠܬܐܝܠ ܫܠܬܐܝܠ ܐܘܠܕ ܠܙܘܪܒܒܠ
(src)="b.MAT.1.13.1"> ᒦᓇᐙ ᑲᔦ ᓯᕒᐊᐸᐸᓬ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐊᐹᔪᑕᓐ , ᑲᔦ ᐊᐹᔪᑦ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐃᓬᐋᔭᑭᒪᓐ ᙮ ᑲᔦ ᐃᓬᐋᔭᑭᒻ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐁᓱᕒᐊᓐ ,
(trg)="b.MAT.1.13.1"> ܙܘܪܒܒܠ ܐܘܠܕ ܠܐܒܝܘܕ ܐܒܝܘܕ ܐܘܠܕ ܠܐܠܝܩܝܡ ܐܠܝܩܝܡ ܐܘܠܕ ܠܥܙܘܪ
(src)="b.MAT.1.14.1"> ᑲᔦ ᐁᓱᕒ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᓭᑕᑾᓐ , ᑲᔦ ᓭᑕᒃ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐁᑭᒪᓐ , ᑲᔦ ᐁᑭᒻ ᑮᐅᑯᓯᓯ ᐃᓂ ᐃᓬᐋᔪᑕᓐ ᙮
(trg)="b.MAT.1.14.1"> ܥܙܘܪ ܐܘܠܕ ܠܙܕܘܩ ܙܕܘܩ ܐܘܠܕ ܠܐܟܝܢ ܐܟܝܢ ܐܘܠܕ ܠܐܠܝܘܕ
(src)="b.MAT.1.15.1"> ᑲᔦ ᐃᓬᐋᔪᑦ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᐁᓬᐃᐁᓴᕒᐆᓐ , ᑲᔦ ᐁᓬᐃᐁᓴᕒ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒫᑕᓅᓐ , ᑲᔦ ᒫᑕᓐ ᑮᐊᓂ ᐅᑯᓯᓯ ᐃᓂ ᒉᑲᐴᓐ ᙮
(trg)="b.MAT.1.15.1"> ܐܠܝܘܕ ܐܘܠܕ ܠܐܠܝܥܙܪ ܐܠܝܥܙܪ ܐܘܠܕ ܠܡܬܢ ܡܬܢ ܐܘܠܕ ܠܝܥܩܘܒ
(src)="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 ᙮
(trg)="b.MAT.1.16.1"> ܝܥܩܘܒ ܐܘܠܕ ܠܝܘܤܦ ܓܒܪܗ ܕܡܪܝܡ ܕܡܢܗ ܐܬܝܠܕ ܝܫܘܥ ܕܡܬܩܪܐ ܡܫܝܚܐ
(src)="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 ᙮
(trg)="b.MAT.1.17.1"> ܟܠܗܝܢ ܗܟܝܠ ܫܪܒܬܐ ܡܢ ܐܒܪܗܡ ܥܕܡܐ ܠܕܘܝܕ ܫܪܒܬܐ ܐܪܒܥܤܪܐ ܘܡܢ ܕܘܝܕ ܥܕܡܐ ܠܓܠܘܬܐ ܕܒܒܠ ܫܪܒܬܐ ܐܪܒܥܤܪܐ ܘܡܢ ܓܠܘܬܐ ܕܒܒܠ ܥܕܡܐ ܠܡܫܝܚܐ ܫܪܒܬܐ ܐܪܒܥܤܪܐ
(src)="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 ᙮
(trg)="b.MAT.1.18.1"> ܝܠܕܗ ܕܝܢ ܕܝܫܘܥ ܡܫܝܚܐ ܗܟܢܐ ܗܘܐ ܟܕ ܡܟܝܪܐ ܗܘܬ ܡܪܝܡ ܐܡܗ ܠܝܘܤܦ ܥܕܠܐ ܢܫܬܘܬܦܘܢ ܐܫܬܟܚܬ ܒܛܢܐ ܡܢ ܪܘܚܐ ܕܩܘܕܫܐ
(src)="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 ᙮
(trg)="b.MAT.1.19.1"> ܝܘܤܦ ܕܝܢ ܒܥܠܗ ܟܐܢܐ ܗܘܐ ܘܠܐ ܨܒܐ ܕܢܦܪܤܝܗ ܘܐܬܪܥܝ ܗܘܐ ܕܡܛܫܝܐܝܬ ܢܫܪܝܗ
(src)="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 ᙮
(trg)="b.MAT.1.20.1"> ܟܕ ܗܠܝܢ ܕܝܢ ܐܬܪܥܝ ܐܬܚܙܝ ܠܗ ܡܠܐܟܐ ܕܡܪܝܐ ܒܚܠܡܐ ܘܐܡܪ ܠܗ ܝܘܤܦ ܒܪܗ ܕܕܘܝܕ ܠܐ ܬܕܚܠ ܠܡܤܒ ܠܡܪܝܡ ܐܢܬܬܟ ܗܘ ܓܝܪ ܕܐܬܝܠܕ ܒܗ ܡܢ ܪܘܚܐ ܗܘ ܕܩܘܕܫܐ
(src)="b.MAT.1.21.1"> ᑸᐎᓭᓴᓐ ᐅᔕ ᐅᑲ ᓂᑖᐎᑭᐋᓐ ᙮ ᒋᓴᔅ ᑕᔥ ᑭᑲ ᐃᔑᓂᑳᓈᐙ , ᐋᓃᔥ ᐅᑲ ᐱᒫᒋᐋᐞ ᐅᐱᒫᑎᓰᒪᐞ ᐃᐃᒫ ᐅᒪᒋᑑᑕᒧᐎᓂᓃᕽ , ᐅᑮᐃᑰᓐ ᙮
(trg)="b.MAT.1.21.1"> ܬܐܠܕ ܕܝܢ ܒܪܐ ܘܬܩܪܐ ܫܡܗ ܝܫܘܥ ܗܘ ܓܝܪ ܢܚܝܘܗܝ ܠܥܡܗ ܡܢ ܚܛܗܝܗܘܢ
(src)="b.MAT.1.22.1"> ᒦᑕᔥ ᐅᐅ ᑳᑮᐅᒋ ᐃᔑᓭᒃ ᒪᔮ ᐱᑯ ᒋᐃᔑᓭᓂᒃ ᑭᔐᒪᓂᑑ ᑳᑮᐃᑭᑐᑯᐸᓀᓐ ᒣᐎᔕ ᐅᑎᐹᒋᒧᐎᓂᓃᒪᓐ ᑳᑮ ᑲᓅᑕᒫᑯᒡ ᐅᐅᐌ ᐁᑮᐃᑭᑐᓂᒡ :
(trg)="b.MAT.1.22.1"> ܗܕܐ ܕܝܢ ܟܠܗ ܕܗܘܬ ܕܢܬܡܠܐ ܡܕܡ ܕܐܬܐܡܪ ܡܢ ܡܪܝܐ ܒܝܕ ܢܒܝܐ
(src)="b.MAT.1.23.1"> ᑾᔭᒃ ᐯᑭᐅᔥᑭᓃᑭᑴ ᐅᑲ ᐊᔮᐙᓐ ᐊᐱᓅᒌᔕᓐ ᑲᔦ ᐅᑲ ᓂᑖᐎᑭᐋᓐ ᑫᐅᑯᓯᓯᒡ ᙮ ᐃᒫᓂᔪᐁᓬ ᑕᔥ ᑕᐃᔑᓂᑳᓱᐗᓐ ᙮ ᒦᐃᐌ ᑳᐃᒋᑳᑌᒃ : ᑭᔐᒪᓂᑑ ᑭᐐᒌᐎᑯᓈᓐ ᙮
(trg)="b.MAT.1.23.1"> ܕܗܐ ܒܬܘܠܬܐ ܬܒܛܢ ܘܬܐܠܕ ܒܪܐ ܘܢܩܪܘܢ ܫܡܗ ܥܡܢܘܐܝܠ ܕܡܬܬܪܓܡ ܥܡܢ ܐܠܗܢ
(src)="b.MAT.1.24.1"> ᒎᓴᑉ ᑕᔥ ᔐᒫᒃ ᑮᐙᓂᔥᑳ ᐁᑮᐃᔑᒋᑫᒡ ᐋᓃᓐ ᑳᑮᐃᑯᒡ ᐃᓂ ᑳᑎᐯᒋᑫᓂᒡ ᐅᑌᒐᓬᐃᒥᓂ ᙮ ᒣᕒᐄᓐ ᑕᔥ ᑮᐐᐎ ᙮
(trg)="b.MAT.1.24.1"> ܟܕ ܩܡ ܕܝܢ ܝܘܤܦ ܡܢ ܫܢܬܗ ܥܒܕ ܐܝܟܢܐ ܕܦܩܕ ܠܗ ܡܠܐܟܗ ܕܡܪܝܐ ܘܕܒܪܗ ܠܐܢܬܬܗ
(src)="b.MAT.1.25.1"> ᑳᐐᓐ ᑕᔥ ᐐᑳ ᐅᑮ ᐸᐹᒣᓂᒫᓰᓐ ᐃᓂ ᐐᐗᓐ ᒋᑆ ᓂᑖᐎᑭᓈᐗᓱᓂᒡ ᙮ ᒋᓴᔅ ᑕᔥ ᐅᑮᐃᔑᓂᑳᓈᓐ ᒎᓴᑉ ᐃᓂ ᑸᐎᓭᓴᓐ ᙮
(trg)="b.MAT.1.25.1"> ܘܠܐ ܚܟܡܗ ܥܕܡܐ ܕܝܠܕܬܗ ܠܒܪܗ ܒܘܟܪܐ ܘܩܪܬ ܫܡܗ ܝܫܘܥ
(src)="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 ᙮
(trg)="b.MAT.2.1.1"> ܟܕ ܕܝܢ ܐܬܝܠܕ ܝܫܘܥ ܒܒܝܬ ܠܚܡ ܕܝܗܘܕܐ ܒܝܘܡܝ ܗܪܘܕܤ ܡܠܟܐ ܐܬܘ ܡܓܘܫܐ ܡܢ ܡܕܢܚܐ ܠܐܘܪܫܠܡ
(src)="b.MAT.2.2.1"> ᒦᑕᔥ ᑮᐃᑭᑐᐗᒃ : ᐋᑎ ᐊᐊᐌ ᐊᐱᓅᒌᔥ ᑳᓂᑖᐎᑭᒡ ᑳᐐᐅᑭᒫᑲᑕᐙᒡ ᐃᐃᐌᓂᐗᐞ ᒎᐗᐞ ᙮ ᓂᑮᐙᐸᒥᒫᓈᓂᓐ ᐅᔕ ᐃᓂ ᐅᐗᓇᑯᔑᒪᓐ ᐃᐃᐌᑎ ᐙᐸᓄᕽ , ᒦᑕᔥ ᑳᐅᒋ ᐲᔖᔮᕽ ᐁᐐᐅᒋᒌᑾᓃᑕᐗᑭᒡ ᙮
(trg)="b.MAT.2.2.1"> ܘܐܡܪܝܢ ܐܝܟܘ ܡܠܟܐ ܕܝܗܘܕܝܐ ܕܐܬܝܠܕ ܚܙܝܢ ܓܝܪ ܟܘܟܒܗ ܒܡܕܢܚܐ ܘܐܬܝܢ ܠܡܤܓܕ ܠܗ
(src)="b.MAT.2.3.1"> ᐊᐲ ᑕᔥ ᑳᓅᑕᕽ ᐊᐊ ᐁᕒᐊᑦ ᐐᑫ ᑮᒥᑯᔥᑳᑌᑕᒻ , ᐃᑭ ᑲᔦ ᑲᑭᓇ ᑳᑮᐊᔮᐙᒡ ᐃᐃᒫ ᒉᕒᐆᓴᓬᐊᒥᕽ ᙮
(trg)="b.MAT.2.3.1"> ܫܡܥ ܕܝܢ ܗܪܘܕܤ ܡܠܟܐ ܘܐܬܬܙܝܥ ܘܟܠܗ ܐܘܪܫܠܡ ܥܡܗ
(src)="b.MAT.2.4.1"> ᑲᑭᓇ ᑕᔥ ᐅᑮᐊᑐᒫᐞ ᐃᐃ ᑭᒋᐊᓇᒥᐁᐎᑭᒫᐞ , ᑳᑭᑭᓄᐊᒫᑫᓂᒡ ᑲᔦ ᐅᓈᑯᓂᑫᐎᓐ , ᒦᑕᔥ ᑳᐃᔑ ᑲᑴᒋᒫᒡ : ᐋᑎ ᑳᐐᐃᔑ ᓂᑖᐎᑭᓂᒡ ᐃᓂ ᑭᔐᒪᓂᑑ ᑳᑮᐊᔓᑕᒫᑫᒡ ᒋᐱᒫᒋᐃᐌᓂᒡ ?
(trg)="b.MAT.2.4.1"> ܘܟܢܫ ܟܠܗܘܢ ܪܒܝ ܟܗܢܐ ܘܤܦܪܐ ܕܥܡܐ ܘܡܫܐܠ ܗܘܐ ܠܗܘܢ ܕܐܝܟܐ ܡܬܝܠܕ ܡܫܝܚܐ
(src)="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 :
(trg)="b.MAT.2.5.1"> ܗܢܘܢ ܕܝܢ ܐܡܪܘ ܒܒܝܬ ܠܚܡ ܕܝܗܘܕܐ ܗܟܢܐ ܓܝܪ ܟܬܝܒ ܒܢܒܝܐ
(src)="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 ᙮
(trg)="b.MAT.2.6.1"> ܐܦ ܐܢܬܝ ܒܝܬ ܠܚܡ ܕܝܗܘܕܐ ܠܐ ܗܘܝܬܝ ܒܨܝܪܐ ܒܡܠܟܐ ܕܝܗܘܕܐ ܡܢܟܝ ܓܝܪ ܢܦܘܩ ܡܠܟܐ ܕܗܘ ܢܪܥܝܘܗܝ ܠܥܡܝ ܐܝܤܪܐܝܠ
(src)="b.MAT.2.7.1"> ᐁᕒᐊᑦ ᑕᔥ ᐅᑮ ᑮᒨᒋᑲᓅᓈᐞ ᐃᓂᐌᓂᐗᐞ ᐃᓂᓂᐗᐞ ᐙᐸᓄᕽ ᑳᑮᐅᒌᓂᒡ , ᑲᔦ ᐅᑮ ᑲᑴᒋᒫᐞ ᐋᓃᓐ ᒪᔮ ᐊᐲ ᑳᓈᑯᓯᓂᒡ ᐃᓂ ᐗᓇᑯᔕᓐ ᙮
(trg)="b.MAT.2.7.1"> ܗܝܕܝܢ ܗܪܘܕܤ ܡܛܫܝܐܝܬ ܩܪܐ ܠܡܓܘܫܐ ܘܝܠܦ ܡܢܗܘܢ ܒܐܝܢܐ ܙܒܢܐ ܐܬܚܙܝ ܠܗܘܢ ܟܘܟܒܐ
(src)="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 ᙮
(trg)="b.MAT.2.8.1"> ܘܫܕܪ ܐܢܘܢ ܠܒܝܬ ܠܚܡ ܘܐܡܪ ܠܗܘܢ ܙܠܘ ܥܩܒܘ ܥܠ ܛܠܝܐ ܚܦܝܛܐܝܬ ܘܡܐ ܕܐܫܟܚܬܘܢܝܗܝ ܬܘ ܚܘܐܘܢܝ ܕܐܦ ܐܢܐ ܐܙܠ ܐܤܓܘܕ ܠܗ
(src)="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 ᙮
(trg)="b.MAT.2.9.1"> ܗܢܘܢ ܕܝܢ ܟܕ ܫܡܥܘ ܡܢ ܡܠܟܐ ܐܙܠܘ ܘܗܐ ܟܘܟܒܐ ܗܘ ܕܚܙܘ ܒܡܕܢܚܐ ܐܙܠ ܗܘܐ ܩܕܡܝܗܘܢ ܥܕܡܐ ܕܐܬܐ ܩܡ ܠܥܠ ܡܢ ܐܝܟܐ ܕܐܝܬܘܗܝ ܛܠܝܐ
(src)="b.MAT.2.10.1"> ᐋᐱᒋ ᑕᔥ ᑮᑭᒋ ᒨᒋᑫᑕᒨᒃ ᐊᐲ ᑳᐙᐸᒫᐙᒡ ᐃᓂ ᐗᓇᑯᔕᓐ ᙮
(trg)="b.MAT.2.10.1"> ܟܕ ܕܝܢ ܚܙܐܘܗܝ ܠܟܘܟܒܐ ܚܕܝܘ ܚܕܘܬܐ ܪܒܬܐ ܕܛܒ
(src)="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 ᙮
(trg)="b.MAT.2.11.1"> ܘܥܠܘ ܠܒܝܬܐ ܘܚܙܐܘܗܝ ܠܛܠܝܐ ܥܡ ܡܪܝܡ ܐܡܗ ܘܢܦܠܘ ܤܓܕܘ ܠܗ ܘܦܬܚܘ ܤܝܡܬܗܘܢ ܘܩܪܒܘ ܠܗ ܩܘܪܒܢܐ ܕܗܒܐ ܘܡܘܪܐ ܘܠܒܘܢܬܐ
(src)="b.MAT.2.12.1"> ᑮᐸᐙᒧᐗᒃ ᐃᑕᔥ ᐁᑮ ᑭᑫᑕᒨᓂᑯᐙᒡ ᑭᔐᒪᓂᑑᓐ ᒋᑮᐌ ᐃᔖᓯᒀ ᐌᑎ ᐁᕒᐊᑕᓐ ᑳᐃᔑ ᐊᔮᓂᒡ ᙮ ᐸᑳᓐ ᐃᑕᔥ ᐃᓇᑫ ᑮᐃᔑ ᑮᐌᐗᒃ ᐅᑕᑮᐙᕽ ᙮
(trg)="b.MAT.2.12.1"> ܘܐܬܚܙܝ ܠܗܘܢ ܒܚܠܡܐ ܕܠܐ ܢܗܦܟܘܢ ܠܘܬ ܗܪܘܕܤ ܘܒܐܘܪܚܐ ܐܚܪܬܐ ܐܙܠܘ ܠܐܬܪܗܘܢ
(src)="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 ᙮
(trg)="b.MAT.2.13.1"> ܟܕ ܕܝܢ ܐܙܠܘ ܐܬܚܙܝ ܡܠܐܟܐ ܕܡܪܝܐ ܒܚܠܡܐ ܠܝܘܤܦ ܘܐܡܪ ܠܗ ܩܘܡ ܕܒܪ ܠܛܠܝܐ ܘܠܐܡܗ ܘܥܪܘܩ ܠܡܨܪܝܢ ܘܬܡܢ ܗܘܝ ܥܕܡܐ ܕܐܡܪ ܐܢܐ ܠܟ ܥܬܝܕ ܗܘ ܓܝܪ ܗܪܘܕܤ ܠܡܒܥܝܗ ܠܛܠܝܐ ܐܝܟ ܕܢܘܒܕܝܘܗܝ
(src)="b.MAT.2.14.1"> ᔐᒫᒃ ᐃᑕᔥ ᒎᓴᑉ ᑮᐗᓂᔥᑳ ᐁᑎᐱᑲᓂᓂᒃ ᐁᑮᒫᒋᐸᐃᐌᐙᒡ ᐃᓂ ᐊᐱᓅᒌᔕᓐ , ᐅᒫᒫᓂ ᑲᔦ , ᐄᒋᐸᑮᕽ ᐁᑮᐊᐸᐃᐌᐙᒡ ᙮
(trg)="b.MAT.2.14.1"> ܝܘܤܦ ܕܝܢ ܩܡ ܫܩܠܗ ܠܛܠܝܐ ܘܠܐܡܗ ܒܠܠܝܐ ܘܥܪܩ ܠܡܨܪܝܢ
(src)="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 ᙮
(trg)="b.MAT.2.15.1"> ܘܗܘܐ ܬܡܢ ܥܕܡܐ ܠܡܘܬܗ ܕܗܪܘܕܤ ܕܢܬܡܠܐ ܡܕܡ ܕܐܬܐܡܪ ܡܢ ܡܪܝܐ ܒܢܒܝܐ ܕܐܡܪ ܕܡܢ ܡܨܪܝܢ ܩܪܝܬ ܠܒܪܝ
(src)="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 ᙮
(trg)="b.MAT.2.16.1"> ܗܝܕܝܢ ܗܪܘܕܤ ܟܕ ܚܙܐ ܕܐܬܒܙܚ ܡܢ ܡܓܘܫܐ ܐܬܚܡܬ ܛܒ ܘܫܕܪ ܩܛܠ ܛܠܝܐ ܟܠܗܘܢ ܕܒܝܬ ܠܚܡ ܘܕܟܠܗܘܢ ܬܚܘܡܝܗ ܡܢ ܒܪ ܬܪܬܝܢ ܫܢܝܢ ܘܠܬܚܬ ܐܝܟ ܙܒܢܐ ܕܥܩܒ ܡܢ ܡܓܘܫܐ
(src)="b.MAT.2.17.1"> ᔑᑾ ᒦᐃ ᑳᑮᐃᑭᑐᑯᐸᓀᓐ ᐊᐊ ᒉᕒᐊᒫᔭ ᑳᑮ ᑲᓅᑕᒪᐙᒡ ᑭᔐᒪᓂᑑᓐ , ᒪᔮ ᐱᑯ ᑮᐃᔑᓭᓂ ᙮
(trg)="b.MAT.2.17.1"> ܗܝܕܝܢ ܐܬܡܠܝ ܡܕܡ ܕܐܬܐܡܪ ܒܝܕ ܐܪܡܝܐ ܢܒܝܐ ܕܐܡܪ
(src)="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 ᙮
(trg)="b.MAT.2.18.1"> ܩܠܐ ܐܫܬܡܥ ܒܪܡܬܐ ܒܟܝܐ ܘܐܠܝܐ ܤܓܝܐܐ ܪܚܝܠ ܒܟܝܐ ܥܠ ܒܢܝܗ ܘܠܐ ܨܒܝܐ ܠܡܬܒܝܐܘ ܡܛܠ ܕܠܐ ܐܝܬܝܗܘܢ
(src)="b.MAT.2.19.1"> ᐊᐲ ᑕᔥ ᐁᕒᐊᑦ ᑳᐃᔥᒀᐱᒫᑎᓯᒡ , ᒎᓴᑉ ᐅᑮᐙᐸᒥᒫᓐ ᐃᓂ ᑳᑎᐯᒋᑫᓂᒡ ᐅᑌᒐᓬᐃᒥᒥ ᐃᐃᒫ ᐃᓈᐸᒋᑲᓂᕽ
(trg)="b.MAT.2.19.1"> ܟܕ ܡܝܬ ܕܝܢ ܗܪܘܕܤ ܡܠܟܐ ܐܬܚܙܝ ܡܠܐܟܐ ܕܡܪܝܐ ܒܚܠܡܐ ܠܝܘܤܦ ܒܡܨܪܝܢ
(src)="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 ᙮
(trg)="b.MAT.2.20.1"> ܘܐܡܪ ܠܗ ܩܘܡ ܕܒܪ ܠܛܠܝܐ ܘܠܐܡܗ ܘܙܠ ܠܐܪܥܐ ܕܐܝܤܪܐܝܠ ܡܝܬܘ ܠܗܘܢ ܓܝܪ ܗܢܘܢ ܕܒܥܝܢ ܗܘܘ ܢܦܫܗ ܕܛܠܝܐ
(src)="b.MAT.2.21.1"> ᔐᒫᒃ ᐃᑕᔥ ᒎᓴᑉ ᑮᐗᓂᔥᑳ ᐁᑮᒫᒌᓈᒡ ᐃᓂ ᐊᐱᓅᒌᔕᓐ , ᐅᒫᒫᓂ ᑲᔦ , ᐃᔅᕒᐃᔭᓬᐃᑳᕽ ᐁᑮᐃᔑ ᑮᐌᐎᓈᒡ ᙮
(trg)="b.MAT.2.21.1"> ܘܝܘܤܦ ܩܡ ܕܒܪ ܠܛܠܝܐ ܘܠܐܡܗ ܘܐܬܐ ܠܐܪܥܐ ܕܐܝܤܪܐܝܠ
(src)="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 ᙮
(trg)="b.MAT.2.22.1"> ܘܐܬܐ ܥܡܪ ܒܡܕܝܢܬܐ ܕܡܬܩܪܝܐ ܢܨܪܬ ܐܝܟ ܕܢܬܡܠܐ ܡܕܡ ܕܐܬܐܡܪ ܒܢܒܝܐ ܕܢܨܪܝܐ ܢܬܩܪܐ
(src)="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 ᙮
(trg)="b.MAT.2.23.1"> ܟܕ ܕܝܢ ܫܡܥ ܕܐܪܟܠܐܘܤ ܗܘܐ ܡܠܟܐ ܒܝܗܘܕ ܚܠܦ ܗܪܘܕܤ ܐܒܘܗܝ ܕܚܠ ܕܢܐܙܠ ܠܬܡܢ ܘܐܬܚܙܝ ܠܗ ܒܚܠܡܐ ܕܢܐܙܠ ܠܐܬܪܐ ܕܓܠܝܠܐ
(src)="b.MAT.3.1.1"> ᓂᑯᑎᕽ ᐃᑕᔥ ᐃᑯ ᒞᓐ ᓰᑲᐊᑖᑫᐎᓂᓂ ᑮᑕᑯᔑᓐ ᐁᑮᒫᒌᐐᑕᒫᑫᒡ ᐃᐃᒫ ᐱᑾᑕᑲᒥᑯᕽ ᒎᑏᔮᑳᕽ ,
(trg)="b.MAT.3.1.1"> ܒܗܘܢ ܕܝܢ ܒܝܘܡܬܐ ܗܢܘܢ ܐܬܐ ܝܘܚܢܢ ܡܥܡܕܢܐ ܘܡܟܪܙ ܗܘܐ ܒܚܘܪܒܐ ܕܝܗܘܕ
(src)="b.MAT.3.2.1"> ᐁᑮᐃᑭᑐᒡ : ᑴᑳᑎᓯᒃ ᐅᒋ ᑭᒪᒋᑑᑕᒧᐎᓂᐙᕽ ! ᐋᔕ ᐯᔓᓈᑾᓐ ᐃᐃ ᑭᔐᒪᓂᑑ ᒋᐅᔑᓯᑑᒡ ᐅᑎᐯᒋᑫᐎᓐ !
(trg)="b.MAT.3.2.1"> ܘܐܡܪ ܬܘܒܘ ܩܪܒܬ ܠܗ ܡܠܟܘܬܐ ܕܫܡܝܐ
(src)="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 ᙮
(trg)="b.MAT.3.3.1"> ܗܢܘ ܓܝܪ ܗܘ ܕܐܡܝܪ ܒܝܕ ܐܫܥܝܐ ܢܒܝܐ ܩܠܐ ܕܩܪܐ ܒܚܘܪܒܐ ܛܝܒܘ ܐܘܪܚܗ ܕܡܪܝܐ ܘܐܫܘܘ ܠܫܒܝܠܘܗܝ
(src)="b.MAT.3.4.1"> ᒦᑕᔥ ᐅᐅ ᒞᓐ ᑳᐃᔑᑯᓇᔦᒡ , ᐱᒀᐎᑲᓀᐎᒥᑕᑎᒻ ᐅᐲᐗᔭᓐ ᑮᐅᒋ ᐅᔑᒋᑳᑌᓂ ᑫᑭᔥᑲᕽ , ᐸᔥᑴᑭᓉᔮᐲᓂ ᑮᑭᒋᐱᓱ ᙮ ᐸᐸᑭᓀᐞ ᐃᑕᔥ ᐅᑮᐊᒸᐞ , ᐋᒨᐎ ᓰᓯᐹᑾᑑᓂ ᑲᔦ ᐅᑮᒦᒋᓐ ᙮
(trg)="b.MAT.3.4.1"> ܗܘ ܕܝܢ ܝܘܚܢܢ ܐܝܬܘܗܝ ܗܘܐ ܠܒܘܫܗ ܕܤܥܪܐ ܕܓܡܠܐ ܘܐܤܪ ܚܨܐ ܕܡܫܟܐ ܥܠ ܚܨܘܗܝ ܘܡܐܟܘܠܬܗ ܩܡܨܐ ܘܕܒܫܐ ܕܒܪܐ
(src)="b.MAT.3.5.1"> ᐃᐃ ᑕᔥ ᐊᐎᔭᐞ ᑳᑮ ᐱᓈᓯᑳᑯᒡ ᒉᕒᐆᓴᓬᐊᒥᕽ ᑮᐅᒌᐗᐞ , ᐃᐃᒫ ᑲᔦ ᒥᓯᐌ ᒎᑏᔭᐗᑮᕽ , ᐃᐃᒫ ᑲᔦ ᒥᓯᐌ ᐯᔓ ᒞᕒᑕᓇᐎ ᓰᐲᕽ ᙮
(trg)="b.MAT.3.5.1"> ܗܝܕܝܢ ܢܦܩܐ ܗܘܬ ܠܘܬܗ ܐܘܪܫܠܡ ܘܟܠܗ ܝܗܘܕ ܘܟܠܗ ܐܬܪܐ ܕܚܕܪܝ ܝܘܪܕܢܢ
(src)="b.MAT.3.6.1"> ᐅᑮᐐᑖᓈᐙᓐ ᐃᑕᔥ ᐅᒪᒋᑑᑕᒧᐎᓂᐙᓐ , ᒞᓐ ᑕᔥ ᐅᑮ ᓰᑲᐊᑕᐙᐞ ᐃᐃᒫ ᒞᕒᑕᓇᐎ ᓰᐲᕽ ᙮
(trg)="b.MAT.3.6.1"> ܘܥܡܕܝܢ ܗܘܘ ܡܢܗ ܒܝܘܪܕܢܢ ܢܗܪܐ ܟܕ ܡܘܕܝܢ ܒܚܛܗܝܗܘܢ
(src)="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 ?
(trg)="b.MAT.3.7.1"> ܟܕ ܚܙܐ ܕܝܢ ܤܓܝܐܐ ܡܢ ܦܪܝܫܐ ܘܡܢ ܙܕܘܩܝܐ ܕܐܬܝܢ ܠܡܥܡܕ ܐܡܪ ܠܗܘܢ ܝܠܕܐ ܕܐܟܕܢܐ ܡܢܘ ܚܘܝܟܘܢ ܠܡܥܪܩ ܡܢ ܪܘܓܙܐ ܕܐܬܐ
(src)="b.MAT.3.8.1"> ᑫᑰᓇᓐ ᐃᑕᔥ ᐃᔑᒋᑫᒃ ᒋᓈᑯᑑᔦᒃ ᑫᑫᑦ ᐃᑯ ᐁᑮ ᑴᑳᑎᓯᔦᒃ ᐃᐃᒫ ᑭᒪᒋᑑᑕᒧᐎᓂᐙᕽ ᙮
(trg)="b.MAT.3.8.1"> ܥܒܕܘ ܗܟܝܠ ܦܐܪܐ ܕܫܘܝܢ ܠܬܝܒܘܬܐ
(src)="b.MAT.3.9.1"> ᒥᓴᐙ ᐱᑯ ᐋᓇ ᐃᑭᑐᔦᒃ ᐁᐸᕒᐊᐋᒻ ᓂᑭᒋᐊᔭᐋᒥᓈᐸᓐ , ᑳᐐᓐ ᑫᑰᓐ ᑭᑲᐃᔑ ᐐᒋᐃᑯᓰᒻ ᙮ ᑭᐐᑕᒪᐎᓂᓂᒻ , ᑭᔐᒪᓂᑑ ᐅᑖᑲᔥᑭᐋᐞ ᐃᐃ ᐊᓯᓃᐞ ᒋᐃᓇᐌᒫᓂᐸᓐ ᐃᓂ ᐁᐸᕒᐊᐋᒪᓐ ᙮
(trg)="b.MAT.3.9.1"> ܘܠܐ ܬܤܒܪܘܢ ܘܬܐܡܪܘܢ ܒܢܦܫܟܘܢ ܕܐܒܐ ܐܝܬ ܠܢ ܐܒܪܗܡ ܐܡܪ ܐܢܐ ܠܟܘܢ ܓܝܪ ܕܡܫܟܚ ܐܠܗܐ ܡܢ ܗܠܝܢ ܟܐܦܐ ܠܡܩܡܘ ܒܢܝܐ ܠܐܒܪܗܡ
(src)="b.MAT.3.10.1"> ᐙᑳᑾᑦ ᑕᔥ ᑕᐋᐸᑕᓐ ᒋᑮᔥᑲᑕᐅᑣ ᐃᑭ ᒥᑎᑰᒃ ᑭᑭᒌᐱᒃ ᙮ ᐊᐊᐌᑎ ᑕᔥ ᒥᑎᒃ ᑳᓂᑖᐎᑭᐋᓯᒃ ᐌᓂᔑᔑᓂᓂᒡ ᔔᒥᓇᐞ ᑕᑲᐗᐙ , ᑕᒪᒍᑌᐌᐱᓂᑲᓂᐎ ᑲᔦ ᙮
(trg)="b.MAT.3.10.1"> ܗܐ ܕܝܢ ܢܪܓܐ ܤܝܡ ܥܠ ܥܩܪܐ ܕܐܝܠܢܐ ܟܠ ܐܝܠܢܐ ܗܟܝܠ ܕܦܐܪܐ ܛܒܐ ܠܐ ܥܒܕ ܡܬܦܤܩ ܘܢܦܠ ܒܢܘܪܐ
(src)="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 ᙮
(trg)="b.MAT.3.11.1"> ܐܢܐ ܡܥܡܕ ܐܢܐ ܠܟܘܢ ܒܡܝܐ ܠܬܝܒܘܬܐ ܗܘ ܕܝܢ ܕܒܬܪܝ ܐܬܐ ܚܤܝܢ ܗܘ ܡܢܝ ܗܘ ܕܠܐ ܫܘܐ ܐܢܐ ܡܤܢܘܗܝ ܠܡܫܩܠ ܗܘ ܡܥܡܕ ܠܟܘܢ ܒܪܘܚܐ ܕܩܘܕܫܐ ܘܒܢܘܪܐ
(src)="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 ᙮
(trg)="b.MAT.3.12.1"> ܗܘ ܕܪܦܫܐ ܒܐܝܕܗ ܘܡܕܟܐ ܐܕܪܘܗܝ ܘܚܛܐ ܟܢܫ ܠܐܘܨܪܘܗܝ ܘܬܒܢܐ ܡܘܩܕ ܒܢܘܪܐ ܕܠܐ ܕܥܟܐ
(src)="b.MAT.3.13.1"> ᒋᓴᔅ ᑕᔥ ᑳᓬᐊᓬᐄᕽ ᑮᐱ ᐅᒌ ᐁᑮ ᐱᓈᓯᑲᐙᒡ ᐃᓂ ᒞᓇᓐ ᒋᓰᑲᐊᑖᑯᒡ ᐃᐃᒫ ᒞᕒᑕᓇᐎ ᓰᐲᕽ ᙮
(trg)="b.MAT.3.13.1"> ܗܝܕܝܢ ܐܬܐ ܝܫܘܥ ܡܢ ܓܠܝܠܐ ܠܝܘܪܕܢܢ ܠܘܬ ܝܘܚܢܢ ܕܢܥܡܕ ܡܢܗ
(src)="b.MAT.3.14.1"> ᒞᓐ ᑕᔥ ᐅᑮᐃᓈᓐ ᒋᓴᓲᓐ : ᑕᑾᒡ ᓃᓐ ᑭᑖ ᓰᑲᐊᑕᐤ ᙮ ᔖᑰᒡ ᐃᑕᔥ ᑭᐱᓈᓯᑲᐤ ᙮
(trg)="b.MAT.3.14.1"> ܗܘ ܕܝܢ ܝܘܚܢܢ ܟܠܐ ܗܘܐ ܠܗ ܘܐܡܪ ܐܢܐ ܤܢܝܩ ܐܢܐ ܕܡܢܟ ܐܬܥܡܕ ܘܐܢܬ ܠܘܬܝ ܐܬܝܬ
(src)="b.MAT.3.15.1"> ᒋᓴᔅ ᑕᔥ ᐅᑮᐃᔑ ᓇᑴᑕᐙᓐ : ᐊᐤ ᒫᓄ ᐃᐃᐌ ᑕᐃᔑᓭ ᒋᐃᔑᒋᑫᔭᕽ ᐋᓃᓐ ᑳᔑ ᒥᓴᐌᑕᕽ ᑭᔐᒪᓂᑑ ᙮
(trg)="b.MAT.3.15.1"> ܗܘ ܕܝܢ ܝܫܘܥ ܥܢܐ ܘܐܡܪ ܠܗ ܫܒܘܩ ܗܫܐ ܗܟܢܐ ܓܝܪ ܝܐܐ ܠܢ ܕܢܡܠܐ ܟܠܗ ܟܐܢܘܬܐ ܘܗܝܕܝܢ ܫܒܩܗ
(src)="b.MAT.3.16.1"> ᐊᐲ ᑕᔥ ᒋᓴᔅ ᑳᐃᔥᒀ ᓰᑲᐊᑖᓱᒡ , ᐁᑮᐊᓂ ᐊᒀᓰᒡ , ᑭᒋᑮᔑᒃ ᑮᐹᑭᓂᑳᑌᓂ , ᐅᑮᐙᐸᒫᓐ ᑭᔐᒪᓂᑑᓐ ᐅᑕᒑᑯᓂ ᐁᐱᓈᓯᑳᑯᒡ ᑖᐱᔥᑰ ᐱᑯ ᐅᒦᒦᓯᕽ ᐁᑮᐃᔑᓈᑯᓯᓂᒡ , ᐁᐱᐴᓃᓴᑖᑯᒡ ᙮
(trg)="b.MAT.3.16.1"> ܘܗܐ ܩܠܐ ܡܢ ܫܡܝܐ ܕܐܡܪ ܗܢܘ ܒܪܝ ܚܒܝܒܐ ܕܒܗ ܐܨܛܒܝܬ
(src)="b.MAT.3.17.1"> ᑮᓅᑕᐙ ᑕᔥ ᐊᐎᔭ ᐁᑮᑭᑐᒡ ᐃᐃᒫ ᑭᒋᑮᔑᑯᕽ : ᒦ ᐗᐊ ᓂᑯᓯᔅ ᑳᓵᑭᐊᒃ ᙮ ᐋᐱᒋ ᓂᒥᓍᐸᒫ ᙮
(trg)="b.MAT.3.17.1"> ܟܕ ܥܡܕ ܕܝܢ ܝܫܘܥ ܡܚܕܐ ܤܠܩ ܡܢ ܡܝܐ ܘܐܬܦܬܚܘ ܠܗ ܫܡܝܐ ܘܚܙܐ ܪܘܚܐ ܕܐܠܗܐ ܕܢܚܬܐ ܐܝܟ ܝܘܢܐ ܘܐܬܬ ܥܠܘܗܝ
(src)="b.MAT.4.1.1"> ᒋᓴᔅ ᑕᔥ ᐅᑮᐃᔑᐎᓂᑰᓐ ᑭᔐᒪᓂᑑᓐ ᐅᑕᒑᑯᓂ ᐌᑎ ᐱᑾᑕᑲᒥᒃ ᒋᑲᑴᒋᐃᑯᒡ ᐃᓂ ᒪᒋᐊᔭᐋᓐ ᙮
(trg)="b.MAT.4.1.1"> ܗܝܕܝܢ ܝܫܘܥ ܐܬܕܒܪ ܡܢ ܪܘܚܐ ܕܩܘܕܫܐ ܠܡܕܒܪܐ ܕܢܬܢܤܐ ܡܢ ܐܟܠܩܪܨܐ
(src)="b.MAT.4.2.1"> ᓃᒥᑕᓇ ᑕᓱᑮᔑᒃ , ᓃᒥᑕᓇ ᑕᓱᑎᐱᒃ ᑲᔦ ᑳᐐᓐ ᒋᓴᔅ ᑮᐅᒋ ᐐᓯᓂᓰ ᙮ ᐐᑫ ᑕᔥ ᑮᓅᑌᔅᑲᑌ ᙮
(trg)="b.MAT.4.2.1"> ܘܨܡ ܐܪܒܥܝܢ ܝܘܡܝܢ ܘܐܪܒܥܝܢ ܠܝܠܘܢ ܐܚܪܝܬ ܕܝܢ ܟܦܢ
(src)="b.MAT.4.3.1"> ᑫᑫᑦ ᐃᑕᔥ ᒪᒋᐊᔭᐋᓐ ᐅᑮ ᐱᓈᓯᑳᑰᓐ ᐁᑮᐃᑯᒡ : ᑮᔥᐱᓐ ᑌᐺ ᐁᔮᐎᐗᓀᓐ ᑭᔐᒪᓂᑑ ᐅᑯᓯᓴᓐ , ᑲᓅᔥ ᐅᑯ ᐊᓯᓃᒃ ᒋᐸᑴᔑᑲᓂᐎᐙᒡ , ᐁᑮᐃᑯᒡ ᙮
(trg)="b.MAT.4.3.1"> ܘܩܪܒ ܗܘ ܕܡܢܤܐ ܘܐܡܪ ܠܗ ܐܢ ܒܪܗ ܐܢܬ ܕܐܠܗܐ ܐܡܪ ܕܗܠܝܢ ܟܐܦܐ ܢܗܘܝܢ ܠܚܡܐ
(src)="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 ᙮
(trg)="b.MAT.4.4.1"> ܗܘ ܕܝܢ ܥܢܐ ܘܐܡܪ ܟܬܝܒ ܕܠܐ ܗܘܐ ܒܠܚܡܐ ܒܠܚܘܕ ܚܝܐ ܒܪܢܫܐ ܐܠܐ ܒܟܠ ܡܠܐ ܕܢܦܩܐ ܡܢ ܦܘܡܗ ܕܐܠܗܐ
(src)="b.MAT.4.5.1"> ᒦᓇᐙ ᑕᔥ ᒪᒋᐊᔭᐋᓐ ᐅᑮᐃᔑᐎᓂᑰᓐ ᐃᐃᒫ ᑭᔐᒪᓂᑑᓐ ᐅᑑᑌᓈᒥᓃᕽ ᐃᐃᒫ ᒉᕒᐆᓴᓬᐊᒥᕽ , ᐁᑮᐃᔑᐎᓂᑯᒡ ᒫᐗᒡ ᐃᑯ ᑳᐃᔑ ᐃᔥᐹᓂᒃ ᐃᐃ ᑭᒋᐊᓇᒥᐁᐎᑲᒥᒃ ᐁᑮᐃᔑ ᓃᐸᐎᐃᑯᒡ ,
(trg)="b.MAT.4.5.1"> ܗܝܕܝܢ ܕܒܪܗ ܐܟܠܩܪܨܐ ܠܡܕܝܢܬ ܩܘܕܫܐ ܘܐܩܝܡܗ ܥܠ ܟܢܦܐ ܕܗܝܟܠܐ
(src)="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 ᙮
(trg)="b.MAT.4.6.1"> ܘܐܡܪ ܠܗ ܐܢ ܒܪܗ ܐܢܬ ܕܐܠܗܐ ܫܕܝ ܢܦܫܟ ܠܬܚܬ ܟܬܝܒ ܓܝܪ ܕܠܡܠܐܟܘܗܝ ܢܦܩܕ ܥܠܝܟ ܘܥܠ ܐܝܕܝܗܘܢ ܢܫܩܠܘܢܟ ܕܠܐ ܬܬܩܠ ܒܟܐܦܐ ܪܓܠܟ
(src)="b.MAT.4.7.1"> ᒋᓴᔅ ᑕᔥ ᐅᑮᓇᑴᑕᐙᓐ : ᒦᓇᐙ ᐃᔑᐲᐃᑳᑌ : ᑫᑯ ᑲᑴᒋᐋᑫᓐ ᑳᑎᐯᒋᑫᒡ ᑭᑭᔐᒪᓂᑑᒻ ᑕᑲ ᒋᑲᓇᐌᓂᒥᓄᑴᓐ ᙮
(trg)="b.MAT.4.7.1"> ܐܡܪ ܠܗ ܝܫܘܥ ܬܘܒ ܟܬܝܒ ܕܠܐ ܬܢܤܐ ܠܡܪܝܐ ܐܠܗܟ
(src)="b.MAT.4.8.1"> ᑫᔮᐱ ᐅᑮᐃᔑᐎᓂᑰᓐ ᒫᐗᒡ ᐃᑯ ᐁᔑ ᐃᔥᐸᑎᓈᓂᒃ , ᐁᑮᐙᐸᑕᐃᑯᒡ ᑲᑭᓇ ᑎᐯᒋᑫᐎᓇᓐ ᐅᐅᒫ ᐊᑮᕽ , ᑲᔦ ᐋᓃᓐ ᒫᐗᒡ ᐁᔑ ᑭᒋ ᐃᓀᑖᑾᑭᓐ ᙮
(trg)="b.MAT.4.8.1"> ܬܘܒ ܕܒܪܗ ܐܟܠܩܪܨܐ ܠܛܘܪܐ ܕܛܒ ܪܡ ܘܚܘܝܗ ܟܠܗܝܢ ܡܠܟܘܬܐ ܕܥܠܡܐ ܘܫܘܒܚܗܝܢ
(src)="b.MAT.4.9.1"> ᒦᑕᔥ ᑳᐃᑯᒡ : ᑲᑭᓇ ᐅᓄ ᑭᑲ ᒦᓂᓐ ᑮᔥᐱᓐ ᐅᒋᒌᑾᓃᑕᐎᔭᓐ , ᑭᒋ ᐃᓀᓂᒥᔭᓐ ᑲᔦ ᙮
(trg)="b.MAT.4.9.1"> ܘܐܡܪ ܠܗ ܗܠܝܢ ܟܠܗܝܢ ܠܟ ܐܬܠ ܐܢ ܬܦܠ ܬܤܓܘܕ ܠܝ
(src)="b.MAT.4.10.1"> ᒋᓴᔅ ᐅᑮᓇᑴᑕᐙᓐ : ᐃᑯᒋ ᐃᔖᓐ ᑮᓐ ᓭᑕᓐ ! ᒦᓇᐙ ᐃᔑᐲᐃᑳᑌ : ᑳᑎᐯᒋᑫᒡ ᑭᑭᔐᒪᓂᑑᒻ ᐐᓀᑕ ᑯ ᑭᑲ ᑭᒋ ᐃᓀᓂᒫ ᙮
(trg)="b.MAT.4.10.1"> ܗܝܕܝܢ ܐܡܪ ܠܗ ܝܫܘܥ ܙܠ ܠܟ ܤܛܢܐ ܟܬܝܒ ܓܝܪ ܕܠܡܪܝܐ ܐܠܗܟ ܬܤܓܘܕ ܘܠܗ ܒܠܚܘܕܘܗܝ ܬܦܠܘܚ
(src)="b.MAT.4.11.1"> ᐅᑮᓇᑲᓂᑰᓐ ᑕᔥ ᐃᓂ ᒪᒋᐊᔭᐋᓐ ᙮ ᐁᒐᓬᐊᐞ ᐃᑕᔥ ᐅᑮ ᐱᓈᓯᑳᑰᐞ ᐁᑮᐐᒋᐃᑯᒡ ᙮
(trg)="b.MAT.4.11.1"> ܗܝܕܝܢ ܫܒܩܗ ܐܟܠܩܪܨܐ ܘܗܐ ܡܠܐܟܐ ܩܪܒܘ ܘܡܫܡܫܝܢ ܗܘܘ ܠܗ
(src)="b.MAT.4.12.1"> ᒋᓴᔅ ᑕᔥ ᐊᐲ ᑳᓅᑕᕽ ᒞᓇᓐ ᐁᑮ ᑕᑯᓂᑲᓂᐎᓂᒡ , ᑳᓬᐊᓬᐄᕽ ᐃᓇᑫ ᑮᐃᔖ ᙮
(trg)="b.MAT.4.12.1"> ܟܕ ܫܡܥ ܕܝܢ ܝܫܘܥ ܕܝܘܚܢܢ ܐܫܬܠܡ ܫܢܝ ܠܗ ܠܓܠܝܠܐ
(src)="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 ᙮
(trg)="b.MAT.4.13.1"> ܘܫܒܩܗ ܠܢܨܪܬ ܘܐܬܐ ܥܡܪ ܒܟܦܪܢܚܘܡ ܥܠ ܝܕ ܝܡܐ ܒܬܚܘܡܐ ܕܙܒܘܠܘܢ ܘܕܢܦܬܠܝ
(src)="b.MAT.4.14.1"> ᒦᑕᔥ ᐅᐅ ᑳᑮᐅᒋ ᐃᔑᓭᒃ ᒪᔮ ᐱᑯ ᒋᐃᔑᓭᓂᒃ ᑳᑮᐃᑭᑐᑯᐸᓀᓐ ᐊᐊ ᑎᐹᒋᒧᐎᓂᓂ ᐋᐃᓭᔭ ᑳᑮ ᑲᓅᑕᒪᐙᒡ ᑭᔐᒪᓂᑑᓐ ,
(trg)="b.MAT.4.14.1"> ܕܢܬܡܠܐ ܡܕܡ ܕܐܬܐܡܪ ܒܝܕ ܐܫܥܝܐ ܢܒܝܐ ܕܐܡܪ
(src)="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 ᙮
(trg)="b.MAT.4.15.1"> ܐܪܥܐ ܕܙܒܘܠܘܢ ܐܪܥܐ ܕܢܦܬܠܝ ܐܘܪܚܐ ܕܝܡܐ ܥܒܪܘܗܝ ܕܝܘܪܕܢܢ ܓܠܝܠܐ ܕܥܡܡܐ
(src)="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 ᙮
(trg)="b.MAT.4.16.1"> ܥܡܐ ܕܝܬܒ ܒܚܫܘܟܐ ܢܘܗܪܐ ܪܒܐ ܚܙܐ ܘܐܝܠܝܢ ܕܝܬܒܝܢ ܒܐܬܪܐ ܘܒܛܠܠܐ ܕܡܘܬܐ ܢܘܗܪܐ ܕܢܚ ܠܗܘܢ
(src)="b.MAT.4.17.1"> ᒦᑕᔥ ᐃᐃ ᐊᐲ ᒋᓴᔅ ᑳᑮᒫᒌ ᐸᐹᐐᑕᒫᑫᒡ ᐁᑮᐃᑭᑐᒡ : ᑴᑳᑎᓯᒃ ᑭᒪᒋᑑᑕᒧᐎᓂᐙᓐ ᐅᒋ , ᐋᔕ ᐅᒋᒋᓭ ᐊᐊ ᑭᔐᒪᓂᑑ ᒋᐅᔑᓯᑑᒡ ᐅᑎᐯᒋᑫᐎᓐ ᙮
(trg)="b.MAT.4.17.1"> ܡܢ ܗܝܕܝܢ ܫܪܝ ܝܫܘܥ ܠܡܟܪܙܘ ܘܠܡܐܡܪ ܬܘܒܘ ܩܪܒܬ ܠܗ ܓܝܪ ܡܠܟܘܬܐ ܕܫܡܝܐ
(src)="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 ᙮
(trg)="b.MAT.4.18.1"> ܘܟܕ ܡܗܠܟ ܥܠ ܝܕ ܝܡܐ ܕܓܠܝܠܐ ܚܙܐ ܬܪܝܢ ܐܚܝܢ ܫܡܥܘܢ ܕܐܬܩܪܝ ܟܐܦܐ ܘܐܢܕܪܐܘܤ ܐܚܘܗܝ ܕܪܡܝܢ ܡܨܝܕܬܐ ܒܝܡܐ ܐܝܬܝܗܘܢ ܗܘܘ ܓܝܪ ܨܝܕܐ
(src)="b.MAT.4.19.1"> ᒋᓴᔅ ᑕᔥ ᐅᑮᐃᓈᐞ : ᐊᐯᔪᒃ , ᐐᒌᐎᔑᒃ ! ᑳᐱ ᐃᓇᓄᑮᔦᒃ ᐁᐸᑭᑕᐙᔦᒃ , ᓅᑯᒻ ᐃᑕᔥ ᑭᑲ ᒫᒌᑭᑭᓄᐊᒪᐎᓂᓂᒻ ᒋᐲᑕᒪᐎᔦᒃ ᐯᒫᑎᓯᐙᒡ ᙮
(trg)="b.MAT.4.19.1"> ܘܐܡܪ ܠܗܘܢ ܝܫܘܥ ܬܘ ܒܬܪܝ ܘܐܥܒܕܟܘܢ ܕܬܗܘܘܢ ܨܝܕܐ ܕܒܢܝ ܐܢܫܐ
(src)="b.MAT.4.20.1"> ᔐᒫᒃ ᐃᑕᔥ ᐅᑮᒫᒋᐐᒌᐙᐙᓐ , ᐁᑮᓇᑲᓈᐙᒡ ᑲᑭᓇ ᐅᑕᓴᐲᐙᐞ ᙮
(trg)="b.MAT.4.20.1"> ܗܢܘܢ ܕܝܢ ܡܚܕܐ ܫܒܩܘ ܡܨܝܕܬܗܘܢ ܘܐܙܠܘ ܒܬܪܗ
(src)="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 ᙮
(trg)="b.MAT.4.21.1"> ܘܟܕ ܥܒܪ ܡܢ ܬܡܢ ܚܙܐ ܐܚܪܢܐ ܐܚܐ ܬܪܝܢ ܝܥܩܘܒ ܒܪ ܙܒܕܝ ܘܝܘܚܢܢ ܐܚܘܗܝ ܒܐܠܦܐ ܥܡ ܙܒܕܝ ܐܒܘܗܘܢ ܕܡܬܩܢܝܢ ܡܨܝܕܬܗܘܢ ܘܩܪܐ ܐܢܘܢ
(src)="b.MAT.4.22.1"> ᔐᒫᒃ ᐃᑕᔥ ᐅᑮᓇᑲᑖᓈᐙ ᐅᒌᒫᓂᐙ , ᐅᑮᓇᑲᓈᐙᓐ ᑲᔦ ᐅᑌᑌᐙᓐ , ᐁᑮᐊᓂ ᐐᒌᐙᐙᒡ ᒋᓴᓲᓐ ᙮
(trg)="b.MAT.4.22.1"> ܗܢܘܢ ܕܝܢ ܡܚܕܐ ܫܒܩܘ ܠܐܠܦܐ ܘܠܐܒܘܗܘܢ ܘܐܙܠܘ ܒܬܪܗ
(src)="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 ᙮
(trg)="b.MAT.4.23.1"> ܘܡܬܟܪܟ ܗܘܐ ܝܫܘܥ ܒܟܠܗ ܓܠܝܠܐ ܘܡܠܦ ܗܘܐ ܒܟܢܘܫܬܗܘܢ ܘܡܟܪܙ ܤܒܪܬܐ ܕܡܠܟܘܬܐ ܘܡܐܤܐ ܟܠ ܟܐܒ ܘܟܘܪܗܢ ܒܥܡܐ
(src)="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 ᙮
(trg)="b.MAT.4.24.1"> ܘܐܙܠܘ ܒܬܪܗ ܟܢܫܐ ܤܓܝܐܐ ܡܢ ܓܠܝܠܐ ܘܡܢ ܥܤܪܬ ܡܕܝܢܬܐ ܘܡܢ ܐܘܪܫܠܡ ܘܡܢ ܝܗܘܕ ܘܡܢ ܥܒܪܐ ܕܝܘܪܕܢܢ
(src)="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 ᙮
(trg)="b.MAT.4.25.1"> ܘܐܫܬܡܥ ܛܒܗ ܒܟܠܗ ܤܘܪܝܐ ܘܩܪܒܘ ܠܗ ܟܠܗܘܢ ܐܝܠܝܢ ܕܒܝܫ ܒܝܫ ܥܒܝܕܝܢ ܒܟܘܪܗܢܐ ܡܫܚܠܦܐ ܘܐܝܠܝܢ ܕܐܠܝܨܝܢ ܒܬܫܢܝܩܐ ܘܕܝܘܢܐ ܘܕܒܪ ܐܓܪܐ ܘܡܫܪܝܐ ܘܐܤܝ ܐܢܘܢ
(src)="b.MAT.5.1.1"> ᐁᐙᐸᒫᒡ ᐃᑕᔥ ᒋᓴᔅ ᐋᐱᒋ ᐁᐅᓵᒦᓄᓂᒡ ᑳᐱᒥᓂᔕᐅᑯᒡ , ᑮᐊᓂ ᑯᐹᒪᒋᐌ ᐁᐱᑾᑎᓈᓂᒃ , ᐁᑮᐊᓂ ᐅᓇᐱᒡ ᙮ ᐅᑭᑭᓄᐊᒪᐙᑲᓇᐞ ᐃᑕᔥ ᐅᑮᐱ ᐙᑳᔥᑳᑰᐞ ᙮
(trg)="b.MAT.5.1.1"> ܟܕ ܚܙܐ ܕܝܢ ܝܫܘܥ ܠܟܢܫܐ ܤܠܩ ܠܛܘܪܐ ܘܟܕ ܝܬܒ ܩܪܒܘ ܠܘܬܗ ܬܠܡܝܕܘܗܝ
(src)="b.MAT.5.2.1"> ᒦᑕᔥ ᐃᐃ ᑳᐃᔑ ᒫᒌ ᑭᑭᓄᐊᒪᐙᒡ :
(trg)="b.MAT.5.2.1"> ܘܦܬܚ ܦܘܡܗ ܘܡܠܦ ܗܘܐ ܠܗܘܢ ܘܐܡܪ
(src)="b.MAT.5.3.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐅᑯ ᑳᑭᑎᒫᑫᓂᒧᐙᒡ , ᑳᐊᐯᓂᒧᓄᑕᐙᐙᒡ ᑭᔐᒪᓂᑑᓐ ᙮ ᐊᒦᐗᒃ ᐅᑯ ᒪᔮ ᑭᔐᒪᓂᑑᓐ ᑳᑭᒋ ᐅᑑᑭᒫᒥᐙᒡ !
(trg)="b.MAT.5.3.1"> ܛܘܒܝܗܘܢ ܠܡܤܟܢܐ ܒܪܘܚ ܕܕܝܠܗܘܢ ܗܝ ܡܠܟܘܬܐ ܕܫܡܝܐ
(src)="b.MAT.5.4.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐅᑯ ᑳᒫᓀᑕᒧᐙᒡ ᙮ ᑭᔐᒪᓂᑑᓐ ᐅᑲ ᒥᓉᑕᒥᐃᑯᐙᓐ ᙮
(trg)="b.MAT.5.4.1"> ܛܘܒܝܗܘܢ ܠܐܒܝܠܐ ܕܗܢܘܢ ܢܬܒܝܐܘܢ
(src)="b.MAT.5.5.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐅᑯ ᑳᑭᑌᓂᒧᓯᒀ ᙮ ᑭᔐᒪᓂᑑᓐ ᐅᑲ ᒦᓂᑯᐙᓐ ᑫᑰᓇᓐ ᑳᑮᐃᔑ ᐊᔓᑕᒪᐙᓂᒡ ᐃᐃ ᐅᐱᒫᑎᓰᒥᓂ ᙮
(trg)="b.MAT.5.5.1"> ܛܘܒܝܗܘܢ ܠܡܟܝܟܐ ܕܗܢܘܢ ܢܐܪܬܘܢ ܠܐܪܥܐ
(src)="b.MAT.5.6.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐃᑭᐌᓂᐗᒃ ᑳᐃᔑ ᐊᑕᐌᑕᒧᐙᒡ ᐋᐱᒋ ᒋᑑᑕᒧᐙᒡ ᑭᔐᒪᓂᑑᓐ ᑳᐃᔑ ᐊᑕᐌᓂᒥᑯᐙᒡ ᙮ ᑭᔐᒪᓂᑑᓐ ᐅᑲ ᑌᐱᓇᐌᔦᑕᒥᐃᑯᐙᓐ ᙮
(trg)="b.MAT.5.6.1"> ܛܘܒܝܗܘܢ ܠܐܝܠܝܢ ܕܟܦܢܝܢ ܘܨܗܝܢ ܠܟܐܢܘܬܐ ܕܗܢܘܢ ܢܤܒܥܘܢ
(src)="b.MAT.5.7.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐃᑭ ᑳᑭᑎᒫᑭᓈᑫᐙᒡ ᙮ ᐋᓃᔥ ᑭᔐᒪᓂᑑᓐ ᐅᑲ ᑭᑎᒫᑭᓈᑯᐙᓐ ᙮
(trg)="b.MAT.5.7.1"> ܛܘܒܝܗܘܢ ܠܡܪܚܡܢܐ ܕܥܠܝܗܘܢ ܢܗܘܘܢ ܪܚܡܐ
(src)="b.MAT.5.8.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐃᑭ ᑳᐯᑭᑌᐁᐙᒡ ᙮ ᐅᑲ ᐙᐸᒫᐙᓐ ᐃᓴ ᑭᔐᒪᓂᑑᓐ ᐁᐐᒌᐎᑯᐙᒡ ᙮
(trg)="b.MAT.5.8.1"> ܛܘܒܝܗܘܢ ܠܐܝܠܝܢ ܕܕܟܝܢ ܒܠܒܗܘܢ ܕܗܢܘܢ ܢܚܙܘܢ ܠܐܠܗܐ
(src)="b.MAT.5.9.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐃᑭ ᑳᐐᒋᐋᐙᒡ ᒋᒥᓄᐐᒌᑎᓂᒡ ᑲᑭᓇ ᐯᒫᑎᓯᓂᒡ ᙮ ᑮᓇᐙ ᓂᓃᒑᓂᓴᒃ ᐅᑲ ᐃᑯᐙᓐ ᑭᔐᒪᓂᑑᓐ ᙮
(trg)="b.MAT.5.9.1"> ܛܘܒܝܗܘܢ ܠܥܒܕܝ ܫܠܡܐ ܕܒܢܘܗܝ ܕܐܠܗܐ ܢܬܩܪܘܢ
(src)="b.MAT.5.10.1"> ᔕᐌᑖᑯᓯᐗᒃ ᐃᑭ ᑳᑲᒀᑕᑭᐃᑣ ᐃᐌ ᐅᒋ ᐁᑑᑕᒧᐙᒡ ᑭᔐᒪᓂᑑᓐ ᑳᐃᔑ ᐊᑕᐌᑕᒥᓂᒡ ᙮ ᐊᒦᐗᒃ ᐃᑭ ᒪᔮ ᑭᔐᒪᓂᑑᓐ ᑳᑭᒋ ᐅᑑᑭᒫᒥᐙᒡ ᙮
(trg)="b.MAT.5.10.1"> ܛܘܒܝܗܘܢ ܠܐܝܠܝܢ ܕܐܬܪܕܦܘ ܡܛܠ ܟܐܢܘܬܐ ܕܕܝܠܗܘܢ ܗܝ ܡܠܟܘܬܐ ܕܫܡܝܐ