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COnnecting REpositories · CTH rpy 3 KOHKPeTHHMH yqaCHHKaaMH. 0AHicï ìí Ticï caM0ï rpH, 1110 np0B0AHTbcq 3 Pi3HOBiKOBHMH («BiKOBa aapeca») i pi3HOCTa1YCHHMH («cTawcHa aapeca»)

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Page 1: COnnecting REpositories · CTH rpy 3 KOHKPeTHHMH yqaCHHKaaMH. 0AHicï ìí Ticï caM0ï rpH, 1110 np0B0AHTbcq 3 Pi3HOBiKOBHMH («BiKOBa aapeca») i pi3HOCTa1YCHHMH («cTawcHa aapeca»)
Page 2: COnnecting REpositories · CTH rpy 3 KOHKPeTHHMH yqaCHHKaaMH. 0AHicï ìí Ticï caM0ï rpH, 1110 np0B0AHTbcq 3 Pi3HOBiKOBHMH («BiKOBa aapeca») i pi3HOCTa1YCHHMH («cTawcHa aapeca»)
Page 3: COnnecting REpositories · CTH rpy 3 KOHKPeTHHMH yqaCHHKaaMH. 0AHicï ìí Ticï caM0ï rpH, 1110 np0B0AHTbcq 3 Pi3HOBiKOBHMH («BiKOBa aapeca») i pi3HOCTa1YCHHMH («cTawcHa aapeca»)
Page 4: COnnecting REpositories · CTH rpy 3 KOHKPeTHHMH yqaCHHKaaMH. 0AHicï ìí Ticï caM0ï rpH, 1110 np0B0AHTbcq 3 Pi3HOBiKOBHMH («BiKOBa aapeca») i pi3HOCTa1YCHHMH («cTawcHa aapeca»)
Page 5: COnnecting REpositories · CTH rpy 3 KOHKPeTHHMH yqaCHHKaaMH. 0AHicï ìí Ticï caM0ï rpH, 1110 np0B0AHTbcq 3 Pi3HOBiKOBHMH («BiKOBa aapeca») i pi3HOCTa1YCHHMH («cTawcHa aapeca»)
Page 6: COnnecting REpositories · CTH rpy 3 KOHKPeTHHMH yqaCHHKaaMH. 0AHicï ìí Ticï caM0ï rpH, 1110 np0B0AHTbcq 3 Pi3HOBiKOBHMH («BiKOBa aapeca») i pi3HOCTa1YCHHMH («cTawcHa aapeca»)
Page 7: COnnecting REpositories · CTH rpy 3 KOHKPeTHHMH yqaCHHKaaMH. 0AHicï ìí Ticï caM0ï rpH, 1110 np0B0AHTbcq 3 Pi3HOBiKOBHMH («BiKOBa aapeca») i pi3HOCTa1YCHHMH («cTawcHa aapeca»)
Page 8: COnnecting REpositories · CTH rpy 3 KOHKPeTHHMH yqaCHHKaaMH. 0AHicï ìí Ticï caM0ï rpH, 1110 np0B0AHTbcq 3 Pi3HOBiKOBHMH («BiKOBa aapeca») i pi3HOCTa1YCHHMH («cTawcHa aapeca»)
Page 9: COnnecting REpositories · CTH rpy 3 KOHKPeTHHMH yqaCHHKaaMH. 0AHicï ìí Ticï caM0ï rpH, 1110 np0B0AHTbcq 3 Pi3HOBiKOBHMH («BiKOBa aapeca») i pi3HOCTa1YCHHMH («cTawcHa aapeca»)
Page 10: COnnecting REpositories · CTH rpy 3 KOHKPeTHHMH yqaCHHKaaMH. 0AHicï ìí Ticï caM0ï rpH, 1110 np0B0AHTbcq 3 Pi3HOBiKOBHMH («BiKOBa aapeca») i pi3HOCTa1YCHHMH («cTawcHa aapeca»)