|
|
|
|
|
Ôðàçà,÷òî Êàðàèìû – ïðåäñòàâèòåëè äðåâíåéøåãî íàðîäà, îáðåëî íàó÷íîå ïîäòâåðæäåíèå. Èñòîðèÿ èõ óõîäèò â ãëóáü òûñÿ÷åëåòèé, ê âîçíèêíîâåíèþ ïåðâûõ öèâèëèçàöèé Øóìåðà è Àêêàäà. Õî÷ó âûðàçèòü áëàãîäàðíîñòü, ïðåæäå âñåãî, ïðåäñòàâèòåëÿì Ìîñêîâñêîé îáùèíû çà ïîíèìàíèå âàæíîñòè ïðîáëåìû. Çà òî, ÷òî ïîääåðæàëè, è áîëüøèíñòâî ìóæ÷èí ñ êàðàèìñêèìè êîðíÿìè ñäàëè ãåíåòè÷åñêèå òåñòû. Îãðîìíîå ñïàñèáî çà ïîääåðæêó Ôåîäîñèéöàì è Ñèìôåðîïîëüöàì , èõ íåìíîãî è ýòèì öåííû, êòî íå ïîáîÿëñÿ ñäàòü ãåíåòè÷åñêèé òåñò. Ïðîäåëàíà îãðîìíàÿ ðàáîòó, ñîáðàíî 59 ãåíåòè÷åñêèõ òåñòîâ, â îñíîâíîì îò êðûìñêèõ êàðàèìîâ, íî åñòü è ïðåäñòàâèòåëè ëèòîâñêèõ è ãàëèöêèõ êàðàèìîâ. Ñ ëåâîé ñòîðîíû Âû âèäèòå ñòàòüþ «Ìû íå åâðåè!!! Íî Ìû è íå òþðêè!!! Êòî æå ìû?». Ýòî ïåðâàÿ èíôîðìàöèîííàÿ ñòàòüÿ, âûáîðêà èç 24 ÷åëîâåê.  êîíöå ýòîé ñòàòüè ÿ íàïèñàë äîïîëíåíèå â ñâåòå ïîñëåäíèõ äàííûõ. Èíôîðìàöèÿ î ãàïëîòèïàõ âçÿòà â Âèêèïåäèè. È ïîìíèòå, íåò åâðåéñêîãî ãåíà, íåò òþðêñêîãî ãåíà, íåò ðóññêîãî ãåíà. Êàæäàÿ èñòîðè÷åñêè ñëîæèâøèåñÿ îáùíîñòü ëþäåé, ýòíîñîâ, èìååò ñâîé ãåíåòè÷åñêèé ïîòðåò.  äàííîì ñëó÷àå îí îïðåäåëÿåòñÿ ïî ñîîòíîøåíèþ ãàïëîãðóïï ìóæñêîé Y õðîìîñîìû. È ïîâåðüòå, îí ó íàñ ñâîé, èíäèâèäóàëüíûé ïîðòðåò ,îòëè÷íûé îò òåõ, êòî ñåáÿ íàçûâàåò åâðåÿìè, è îò òåõ, êòî íàçûâàåò ñåáÿ òþðêàìè. È áåçóñëîâíî, åñòü ñâÿçü è ñ òåìè è ñ äðóãèìè.
Îáðàùàþñü,ê òåì, êòî íå ñäàë, ïîäóìàéòå, íå âñ¸ åù¸ ïîòåðÿíî. Åñòü åù¸ âîçìîæíîñòü ñäàòü òåñò. Ïîñëóæèòå êàðàèìñêîìó íàðîäó íå íà ñëîâàõ, à íà äåëå.Äà è ñàìèì äîëæíî áûòü ïðîñòî èíòåðåñíî, êàðàèìû âñåãäà áûëè ëþáîçíàòåëüíûå. Æåëàþùèå ïèøèòå, çâîíèòå, àíîíèìíîñòü ãàðàíòèðóþ.
|
|
|
Êîììåíòàðèè ïîëüçîâàòåëåé
|
Äàòà 2015-06-22
|
ÐÅÇÓËÜÒÀÒÛ ÀÍÀËÈÇÀ ÍÀ «ÈÑÒÎÐÈ×ÅÑÊÈÅ» ÄÍÊ-ÌÀÐÊÅÐÛ Ãëóáîêîóâàæàåìûé ó÷àñòíèê îáñëåäîâàíèÿ, ñîîáùàåì Âàì ðåçóëüòàòû àíàëèçà Âàøåãî îáðàçöà ÄÍÊ íà«èñòîðè÷åñêèå» ÄÍÊ-ìàðêåðû. ÎáðàùàåìÂàøå âíèìàíèå, ÷òî äàííîå èññëåäîâàíèå ïðîâåäåíî â öåëÿõ ïîïóëÿöèîííî-ãåíåòè÷åñêîãî èèñòîðè÷åñêîãî èçó÷åíèÿ ãåíîôîíäà. Ýòè ðåçóëüòàòû Âû ìîæåòå ïðèìåíèòü äëÿèçó÷åíèÿ èñòîðèè Âàøåé ñåìüè. Íî ìû íå ðåêîìåíäóåì ïîëüçîâàòüñÿïîëó÷åííûìè ðåçóëüòàòàìè â èíûõ öåëÿõ (â âîïðîñàõ ÄÍÊ èäåíòèôèêàöèè ëè÷íîñòè,îïðåäåëåíèÿ îòöîâñòâà è òîìó ïîäîáíûõ). Âàøà Y õðîìîñîìà îòíîñèòñÿ êâàðèàíòó (ãàïëîãðóïïå) Ñ, ìàðêåð – M130(xM48,M38)- ïî êëàññèôèêàöèèInternational Society of Genetic Genealogy 2014 ãîäà Ïðåäêîâàÿãàïëîãðóïïà – ÑF Ðåãèîíâîçíèêíîâåíèÿ ãàïëîãðóïïû C– Öåíòðàëüíàÿ Àçèÿ Îñíîâíîéàðåàë – Öåíòðàëüíàÿ Àçèÿ, Ñðåäíÿÿ Àçèÿ, Êàçàõñòàí, Þæíàÿ Ñèáèðü ![](data:image/png;base64,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)
Ðèñ. 1 Ôèëîãåíåòè÷åñêîå äðåâîY-õðîìîñîìû Îïèñàíèåèñòîðèè ãàïëîãðóïïû ëþáåçíî ïðåäîñòàâëåíî ôèðìîé Ãåíòèñ ÈÑÒÎÐÈß ÃÀÏËÎÃÐÓÏÏÛ Ñ-Ì130 Âàøîáðàçåö áûë ãåíîòèïèðîâàí íà íåñêîëüêî SNP ìàðêåðîâ (ïîëèìîðôíûõ ó÷àñòêîâÄÍÊ). Ïî ìàðêåðó M130ðåçóëüòàò îêàçàëñÿ ïîëîæèòåëüíûì, ýòî äîêàçûâàåò, ÷òî Âàøà Y-õðîìîñîìàîòíîñèòñÿ ê âàðèàíòó (ãàïëîãðóïïå) Ñ(ñîãëàñíî ìåæäóíàðîäíîé êëàññèôèêàöèè ãàïëîãðóïï Y õðîìîñîìû). Íà ðèñóíêå 2ïðåäñòàâëåíà ìèðîâàÿ êàðòà å¸ ðàñïðîñòðàíåíèÿ. ![](data:image/png;base64,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)
Ðèñ. 2. Êàðòà ðàñïðîñòðàíåíèÿãàïëîãðóïïû Ñ-M130 Ïðèìå÷àíèå: çåëåíûì öâåòîì îòìå÷åíû íèçêèå ÷àñòîòû Ñ, òåìíîìàëèíîâûì – âûñîêèå (ñì. øêàëó â ïðàâîì íèæíåì óãëó êàðòû). Òàêèì îáðàçîì,êàðòà îòîáðàæàåò ïîêàçàòåëè ÷àñòîòû, õàðàêòåðíûå äëÿ íàñåëåíèÿ äàííîãîãåîãðàôè÷åñêîãî ðåãèîíà ÃàïëîãðóïïàÑ-Ì130 Èñòîðèÿ ãàïëîãðóïïû — èñòîðèÿ Âàøèõïðåäêîâ Êëþ÷åâîé SNP-ìóòàöèåé, ìàðêèðóþùåé Âàøó ãàïïëîãðóïïó Ñ, ÿâëÿåòñÿ ìàðêåð Ì130. Îäíàêî, ýòî íååäèíñòâåííàÿ ìóòàöèÿ. Âñå ìàðêåðû íàñëåäóþòñÿ òûñÿ÷åëåòèÿìè íà÷èíàÿ ñ «Y-õðîìîñîìíîãî «Àäàìà»». Íà Âàøåé Y-õðîìîñîìå åñòü òàêæå è äðóãèå SNP-ìóòàöèè, êîòîðûå âîçíèêëè ìíîãîïîêîëåíèé íàçàä ó ðåàëüíî æèâøèõ ìóæ÷èí — Âàøèõ ïðÿìûõ ïðåäêîâ: …ÑT(M168) → Ñ (Ì130)… Èçó÷åíèå è îòñëåæèâàíèå ó÷åíûìè â ðàçëè÷íûõ ðåãèîíàõìèðà ó ðàçíûõ êîðåííûõ íàðîäîâ èçìåíåíèé â ìàðêåðàõ Y-õðîìîñîìû äàåò âîçìîæíîñòü äëÿàíàëèçà è óòî÷íåíèÿ ïóòåé ìèãðàöèé ëþäåé íà÷èíàÿ ñ äåñÿòêîâ òûñÿ÷ ëåò íàçàä èäî íàøèõ äíåé. Ñ íàêîïëåíèåì íîâûõ äàííûõ ïî èçìåí÷èâîñòè Y-õðîìîñîìû ãåíåòè÷åñêàÿ èñòîðèÿ÷åëîâå÷åñòâà è êîíêðåòíûõ ãàïëîãðóïï âñå áîëåå óòî÷íÿåòñÿ è äîïîëíÿåòñÿ. Ãàïëîãðóïïà CT(M168) — èñõîä èç Àôðèêè
Ïðèáëèçèòåëüíûé âîçðàñò ãàïëîãðóïïû: 65 – 70 òûñÿ÷ëåò Äóáëèðóþùèå SNP-ìóòàöèè: M294, P9.1 Ñîãëàñíî íîâåéøèì íàó÷íûì äàííûì âñå ðàçíîîáðàçíûå ìóæñêèåY-õðîìîñîìíûå ëèíèè ïðîèçîøëè îò îäíîé åäèíñòâåííîé Y-õðîìîñîìû, òî åñòü îòîäíîãî åäèíñòâåííîãî ìóæ÷èíû, íî ýòî íå çíà÷èò, ÷òî íà Çåìëå â òî âðåìÿ æèëòîëüêî îäèí ÷åëîâåê, ïðîñòî âñå îñòàëüíûå ëèíèè ñî âðåìåíåì ïðåñåêëèñü, è ïîðàçíûì ïðè÷èíàì èñ÷åçëè. Ëèíèÿ, ìàðêèðóåìàÿ SNP-ìóòàöèåé M168, ÿâëÿåòñÿïðåäêîâîé äëÿ âñåõ ìóæñêèõ Y-ëèíèé çà ïðåäåëàìè Àôðèêè. Ïîä ñèëüíûì âëèÿíèåì ñëîæíûõ êëèìàòè÷åñêèõ óñëîâèéïðèáëèçèòåëüíî 70 òûñÿ÷ ëåò íàçàä íåáîëüøàÿ ãðóïïà ëþäåé ñîâåðøèëà èñõîä èçñåâåðî-çàïàäà Àôðèêè - ðàéîíà ñîâðåìåííûõ Åôèîïèè è Êåíèè. Ïåðåñåëåíöû,ïîêèíóâøèå Àôðèêó, ïåðåñåêëè Êðàñíîå ìîðå â ðàéîíå Àäåíñêîãî çàëèâà èïðîäâèãàëèñü âäîëü ïîáåðåæüÿ Àðàâèéñêîãî ïîëóîñòðîâà ê Ïåðñèäñêîìó çàëèâó, íàáåðåãó êîòîðîãî îíè è îñíîâàëè ïåðâûå ïîñåëåíèÿ ëþäåé, ïîòîìêè êîòîðûõ ìíîãîòûñÿ÷åëåòèé ñïóñòÿ çàñåëèëè Åâðîïó. Íåáîëüøàÿ ãðóïïà àíòðîïîëîãè÷åñêèñîâðåìåííûõ ëþäåé äîñòàòî÷íî ðàíî íà÷àëî äåëèòüñÿ íà ãðóïïû (âåòâè) èðàññåëÿòüñÿ ïî ìèðó. ×àñòü èç íèõ îñòàëàñü íà ìåñòå, à ÷àñòü ïðîäîëæàëàïðîäâèãàòüñÿ âäîëü áåðåãîâîé ëèíèè, çàíèìàÿñü ñîáèðàòåëüñòâîì, ïîêà ñïóñòÿòûñÿ÷åëåòèÿ íå çàñåëèëà Àâñòðàëèþ. Àðõåîëîãè÷åñêèõ ñâèäåòåëüñòâ ýòîé ìèãðàöèèî÷åíü ìàëî, ïîòîìó ÷òî çà ñòîëü äîëãîå âðåìÿ óðîâåíü îêåàíà èçìåíÿëñÿ ìíîæåñòâîðàç, è â íàøå âðåìÿ áîëüøàÿ ÷àñòü òîé áåðåãîâîé ëèíèè íàõîäèòñÿ ãëóáîêî ïîäâîäîé. ÃÀÏËÎÃÐÓÏÏÀÑ-Ì130 Äóáëèðóþùèå SNP-ìóòàöèè:IMS-JST029149,IMS-JST037816-80, Page51/RPS4Y711, M216, P184, P255/P325, P260/P324,Page85,V77, V183, V199, V232 Àðåàë ãàïëîãðóïïû Ñ (Ì130) ïðîñòèðàåòñÿ îò Æåëòîãî ìîðÿ íà âîñòîêå äîÊàñïèéñêîãî íà çàïàäå (ðèñ. 2), ò.å. àðåàë âêëþ÷àåò âñþ Öåíòðàëüíóþ Àçèþ, âñþÑðåäíþþ Àçèþ è Êàçàõñòàí, âñþ Þæíóþ Ñèáèðü è íèçîâüÿ Âîëãè (êàëìûêè). Õîòÿ è ñî÷åíü íèçêîé ÷àñòîòîé (1-2%), íî ãàïëîãðóïïà Ñ âñòðå÷åíà è â îòäåëüíûõïîïóëÿöèÿõ â Åâðîïå: ó òàòàð, ÷óâàøåé, â þæíûõ ðóññêèõ ïîïóëÿöèÿõ. Îäíàêîãàïëîãðóïïà Ñ íå âñòðå÷åíà íè ó óêðàèíöåâ, íè ó áåëîðóñîâ, íè ó ïîäàâëÿþùåãî áîëüøèíñòâàðóññêèõ ïîïóëÿöèé, íè ó àâòîõòîííûõ íàðîäîâ Êàâêàçà. Ñàìàÿ îáøèðíàÿ îáëàñòü âûñîêèõ÷àñòîò ãàïëîãðóïïû Ñ - Ìîíãîëèÿ è Áóðÿòèÿ, ãäå ÷àñòîòà ýòîé ãàïëîãðóïïûñîñòàâëÿåò îò 50 äî 90%. Âòîðàÿ îáëàñòü çàíèìàåò ñîñåäíèé ñ Ìîíãîëèåé âîñòî÷íûéÊàçàõñòàí. Òðåòüÿ îáëàñòü - òåððèòîðèÿ Êàëìûêèè. Òàêèì îáðàçîì, ìîæíî ñ÷èòàòüãàïëîãðóïïó Ñ öåíòðàëüíîàçèàòñêîé, ðàñïðîñòðàíèâøåéñÿ è íà ñìåæíûå òåððèòîðèè ïîñòåïíîìó êîðèäîðó Åâðàçèè. Ñðåäè ãàïëîãðóïïû Ñ èçâåñòíû ñóáâåòâè Ñ1 (Ì8), Ñ2 (Ì38),ÑÇ (Ì217) è äð., íî íàèáîëåå ÷àñòûìè è îïèñàííûìè â ëèòåðàòóðå ÿâëÿþòñÿ ÑÇñ (Ì48)è Ñ (õÑÇñ). Õàðàêòåð ðàñïðîñòðàíåíèÿ ýòèõ ïîäâàðèàíòîâ âòîðèò àðåàëóãàïëîãðóïïû Ñ â öåëîì.  ïðåäåëàõ Àëòàÿ îáà ýòèõ âàðèàíòà – ÑÇñ (Ì48) è Ñ (õÑÇñ)- âñòðå÷åíû ó þæíûõ àëòàéöåâ ñóììàðíî ñ ÷àñòîòîé 13%, à ó êàçàõîâ îêîëî 60%(ðèñ. 2). |
|
Äàòà 2015-06-22
|
Ñòàòüÿ î ãåíåòèêå êàðàèìîâ.http://www.khazaria.com/genetics/karaites.html
Áåç îñîáîãî èíòåðåñà ïðî÷¸ë ñòàòüþ, òàê êàê îíà íå î ÷¸ì, êàê è êíèãà Àëàíà Áðóêà î Õàçàðàõ.
Ïîòîìó ÷òî íå íàó÷íà è ìåòîäîëîãè÷åñêè íå âåðíà. Êàê ìîæíî ïðîâîäèòü àíàëîãèè è óñòàíàâëèâàòü êàêèå ëèáî ñâÿçè ñ ëþäüìè, ñòàòóñ è ïðîèñõîæäåíèå êîòîðûõ – íåèçâåñòåí, ïðè÷¸ì íàçûâàÿ èõ êîíêðåòíûìè íàçâàíèÿìè êàê àøêèíàçè, ñåôàðäû, ìèçðàõè. Åäèíñòâåííîå, ÷òî ïîêàçûâàåò ñòàòüÿ, ÷òî êàðàèìû â ýòíè÷åñêîì ïëàíå ñìåñü ýòíîñîâ, ïîëèýòíè÷åñêàÿ ãðóïïà, òàê æå êàê àøêèíàçè, ñåôàðäû, ìèçðàõè, ÷å÷åíöû,Ñèðèéöû, Àññèðèéöû è ìíîæåñòâî íàðîäîâ çàñåëÿâøèõ Áëèæíèé è íå Áëèæíèé Âîñòîê. È ýòî íå íîâîñòü.Íîâîñòü â òîì, ÷òî êðîìå íàçâàííûõ â ñòàòüå ãàïëîòèïîâ, ó êðûìñêèõ êàðàèìîâ è òþðêñêèé ãàïëîòèï. Îá ýòîì ÿ íàïèñàë â êîììåíòàðèÿõ â ðàçäåëå ãåíåòèêà íà íàøåì ìîñêîâñêîì ñàéòå http://www.karaims.ru/page.php?cod=ru&page=300&node=49. È ñêîëüêî òàéí åù¸ òàèò íàø êðûìñêèé íàðîä, òîëüêî áîãó èçâåñòíî. È òàêèå ñòàòüè áóäóò åù¸ íå ðàç áóäóò ïîÿâëÿòüñÿ, äîêîëå ìû êðûìñêèå êàðàèìû êàê ñòðàóñû çàðûâ ãîëîâó â ïåñîê áóäåì êàê ïîïóãàè ïîâòîðÿòü ìû íå åâðåè è íè÷åãî äëÿ ïîäòâåðæäåíèÿ ýòîãî íå äåëàÿ. |
|
|
|
|
|
|
|
|
|
|
|
|
Ïàìÿòè Àííû Èîñèôîâíû Äîíñêèõ (óðîæä¸ííàÿ Áàëûê)
21 èþíÿ 2024 ãîäà, íà 92 ãîäó æèçíè, â Ìîñêâå ñêîí÷àëàñü Àííû Èîñèôîâíû Äîíñêèõ (óðîæä¸ííàÿ Áàëûê). Àííà Èîñèôîâíà ðîäèëàñü â Åâïàòîðèè â êàðàèìñêîé ñåìüå. Âñþ ñâîþ æèçíü îíà ïîñâÿòèëà ìóæó-îôèöåðó, ðàçúåçæàÿ ïî ãàðíèçîíîì ÑÑÑÐ. Àííà Èîñèôîâíà âîñïèòàëà äâóõ ïðåêðàñíûõ ñûíîâåé Ñòàíèñëàâà è Âëàäèìèðà. Ñâåòëàÿ åé ïàìÿòü! Äæàíû äæàíåòå áîëñóí.
Notice: Undefined variable: pphoto in /home/karaim01/karaims.com/docs/inc/riht.inc.php on line 114
Àâòîð: : Áîðèñ Ñåì¸íîâè÷ Òàéìàç
Äàòà: 2024-06-25
|
|
|
|
|
|
|
|
|
|
Þáèëÿðó Þðèþ Áîðèñîâ÷ó Êàòëàìà
Óâàæàåìûé Þðèé Áîðèñîâè÷, îò âñåé äóøè, Íàöèîíàëüíî-êóëüòóðíàÿ Àâòîíîìèÿ êàðàèìîâ ãîðîäà Ìîñêâû, â ìî¸ì ëèöå, ïîçäðàâëÿåò Âàñ ñ Âîñüìèäåñÿòèëåòíèì Þáèëååì!
Æåëàåì Âàì Ñ×ÀÑÒÜß, ÇÄÎÐÎÂÜß è ÁËÀÃÎÏÎËÓ×Èß!
Óñïåõîâ è ïðîöâåòàíèÿ â ðóêîâîäñòâå Ñàíêò Ïåòåðáóðãñêîé êàðàèìñêîé îðãàíèçàöèè íà áëàãî ñîõðàíåíèÿ êóëüòóðû è ýòíîñà êðûìñêèõ êàðàèìîâ!
Ïðèìèòå îò íàñ ñòèõè-ïîæåëàíèÿ ïîñâÿùåííûå Âàì:
80 ëåò ñåãîäíÿ — þáèëåé áîëüøîé,
Ïðèíèìàé æå ïîçäðàâëåíüÿ, ýòî ïðàçäíèê òâîé.
Ãîäû ïðîæèòû áîëüøèå, òû âñåãäà ó äåë,
Íî ñåãîäíÿ ñêàæåì ÷åñòíî — ýòî íå ïðåäåë.
Èçëó÷àé çäîðîâüå, ñèëó, ðàäîñòü è òåðïåíèå,
Âûçûâàé òû ó ëþäåé, êàê ïðåæäå, óâàæåíèå,
Ïóñòÿêè è ìåëî÷ü ïóñòü òåáÿ íå çëÿò,
Ïîìîãàé âîñïèòûâàòü áàëîâíåé-âíó÷àò.
Íå ñìîòðè íà ãîäû, òû â êðóãó ñåìüè,
Ìíîãî òóò çàáîòû, ìíîãî òóò ëþáâè.
Òû äëÿ íàñ ïðèìåðîì áûë è åñòü âñåãäà,
Áóäü ñ÷àñòëèâûì ñàìûì äîëãèå ãîäà!
Àâòîð: : Íèêîëàé Âàëåíòèíîâè÷ Êà÷àíîâ
Äàòà: 2024-06-06
|
|
|
|
|
|
|
|
|
|
Ïàìÿòè Òðèøêàí Èðèíû Åâãåíüåâíû
 îêòÿáðå 2023 ãîäà íà 70-ì ãîäó ïîñëå òÿæ¸ëîé ïðîäîëæèòåëüíîé áîëåçíè ñêîí÷àëàñü Èðèíà Åâãåíüåâíà Òðèøêàí.
Ïîñëå îêîí÷àíèÿ ÌÃÓ îíà äî 2019 ãîäà ïðîðàáîòàëà â ëàáîðàòîðèè èñòîðèè êóëüòóðû èñòôàêà ÌÃÓ. Ÿ ¸ìêèé òðóä: 36 ñòàòåé, 6 êíèã, 6 íàó÷íî-èññëåäîâàòåëüñêèõ ðàáîò.
Èðèíà Åâãåíüåâíà áûëà óäèâèòåëüíî äîáðûì îòçûâ÷èâûì ÷åëîâåêîì. Âñå êòî å¸ çíàë, áóäóò äîëãî å¸ ïîìíèòü.
Ïðàâëåíèå Íàöèîíàëüíîé-êóëüòóðíîé àâòîíîìèè êàðàèìîâ ã.Ìîñêâû.
Àâòîð: Òàéìàç Á.Ñ.
Àâòîð: : Íèêîëàé Âàëåíòèíîâè÷ Êà÷àíîâ
Äàòà: 2024-01-09
|
|
|
|
|
|
|
|
|
|
Ïàìÿòè Òèõîíîâîé (Êàòûê) Ò.À.
 ñóááîòó 26-ãî îêòÿáðÿ íå ñòàëî Òèõîíîâîé Òàòüÿíû
Àëåêñååâíû (Êàòûê), êîòîðàÿ ñòîëüêî ëåò óñïåøíî ðóêîâîäèëà êàðàèìñêèì îáùåñòâîì Ìåëèòîïîëÿ. Íåîáûêíîâåííî æèçíåðàäîñòíûé ÷åëîâåê. Î÷åíü ïðåäàííàÿ ïàìÿòè êàðàèìñêèõ ïðåäêîâ, è ñàìîå ãëàâíîå - î÷åíü ëþáèâøàÿ ëþäåé. Ñâåòëàÿ åé ïàìÿòü! Àâòîð. Êàðèíà Çàáàëóåâà (Ñòàìáîëè)
Ìîñêîâñêîå êàðàèìñêîå îáùåñòâî ïðèñîåäèíÿåòñÿ ê ñîáîëåçíîâàíèþ. ÄÆÀÍÛ ÄÆÀÍÅÒÅ ÁÎËÑÓÍ
Àâòîð: :
Äàòà: 29.10.2019
|
|
|
|
|
|
|
|
|
|
Íå ñòàëî Àëåêñàíäðû Èñààêîâíû Áàêêàë
18-ãî èþíÿ 2019 ã. ïîñëå òÿæ¸ëîé ïðîäîëæèòåëüíîé áîëåçíè íà 99-îì ãîäó æèçíè ñêîí÷àëàñü èçâåñòíàÿ ìîñêîâñêàÿ êàðàèìêà Àëåêñàíäðà Èñààêîâíà Áàêêàë. Îíà ðîäèëàñü 5 íîÿáðÿ 1920 ã. â êàðàèìñêîé ñåìüå, â Êðûìó (ñ. Òàãàíàø), ãäå å¸ îòåö çàâåäîâàë àïòåêîé. Ìàìà – Áèêåíåø Ñàïàê.  1923 ã. ñåìüÿ ïåðåáðàëàñü â Áàõ÷èñàðàé ê äåäó, êîòîðûé ñëóæèë ãàççàíîì. 10-ëåòêó Àëåêñàíäðà çàêîí÷èëà ñ çîëîòîé ìåäàëüþ óæå â ïîäìîñêîâíîì Ñåðïóõîâå.  1937 ã. îíà ïîñòóïèëà áåç ýêçàìåíîâ íà ìåõàíèêî-ìàòåìàòè÷åñêèé ôàêóëüòåò ÌÃÓ.
Êîãäà â 1941 ãîäó íà÷àëàñü Âåëèêàÿ îòå÷åñòâåííàÿ âîéíà, Àëåêñàíäðà, íå ðàçäóìûâàÿ ïîøëà äîáðîâîëüöåì â àðìèþ, ðàáîòàëà â ýâàêîãîñïèòàëå ¹1125 õèðóðãè÷åñêîé ìåäñåñòðîé äî äåêàáðÿ 1944 ã., áûëà íàãðàæäåíà îðäåíîì Êðàñíîé çâåçäû.  1944 ã. çàáîëåëà òÿæåëîé ôîðìîé àíãèíû ñ îñëîæíåíèåì íà ñåðäöå (ðåâìîêàðäèò) è äîëãî ëå÷èëàñü â ìîñêîâñêîì ãîñïèòàëå.
 1945 ã. Àëåêñàíäðà Èñààêîâíà çàêîí÷èëà ÌÃÓ è âûøëà çàìóæ çà çíàìåíèòîãî ïðîôåññîðà Þ.È. Èîðèøà.  1948 ã. ðîäèëñÿ ñûí Âèêòîð, êîòîðûé âïîñëåäñòâèè òîæå ñòàë ìàòåìàòèêîì. Àëåêñàíäðà Èñààêîâíà íà÷àëà ñâîé òðóäîâîé ïóòü â ÍÈÑÎ (Íàó÷íî-èññëåäîâàòåëüñêèé èíñòèòóò ñàìîë¸òíîãî îáîðóäîâàíèÿ), ïîñëå ðîæäåíèÿ ñûíà ïåðåøëà íà ïðåïîäàâàòåëüñêóþ ðàáîòó â Àâòîäîðîæíûé òåõíèêóì, à çàòåì – â Âîåííî-èíæåíåðíóþ àêàäåìèþ èì. Â.Â. Êóéáûøåâà. Íà ïåíñèþ Àëåêñàíäðà Èñààêîâíà âûøëà â 70 ëåò.
Ñ ïåðâûõ äíåé ñîçäàíèÿ ìîñêîâñêîãî îáùåñòâà êàðàèìîâ â 1989 ã. Àëåêñàíäðà Èñààêîâíà ïðèíèìàëà ñàìîå àêòèâíîå ó÷àñòèå â åãî ðàáîòå â êà÷åñòâå ÷ëåíà Ïðàâëåíèÿ è ÷ëåíà ðåäêîëëåãèè ãàçåòû «Êàðàèìñêèå âåñòè». Ìíîãèå çàñåäàíèÿ Ïðàâëåíèÿ ïðîõîäèëè ó íåå äîìà. Åþ áûëà íàïèñàíà ñòàòüÿ î æèçíè áàõ÷èñàðàéñêèõ êàðàèìîâ «Äæàìààò èä¸ò» äëÿ àêàäåìè÷åñêîãî ñáîðíèêà î êàðàèìàõ. Îíà ñòðåìèëàñü ñäåëàòü ñîáðàíèÿ ìîñêîâñêèõ êàðàèìîâ. ñîäåðæàòåëüíûìè, èíòåðåñíûìè è ñåðäå÷íûìè, ñïîñîáñòâóþùèìè ñîõðàíåíèþ èñòîðè÷åñêîé ïàìÿòè è îáùåíèþ êàðàèìîâ.
 ôåâðàëå 2010 ã Àëåêñàíäðó Èñààêîâíó èçáðàëè â Ñîâåò ñòàðåéøèí Ìîñêîâñêîãî êóëüòóðíî-ïðîñâåòèòåëüñêîãî íàöèîíàëüíîãî îáùåñòâà êðûìñêèõ êàðàèìîâ. Îíà ïîääåðæèâàëà ìíîãî÷èñëåííûå ëè÷íûå ñâÿçè ñ êàðàèìàìè, íåèçìåííî îòíîñèëàñü ê ñâîèì äðóçüÿì ñ èñêðåííåé äîáðîæåëàòåëüíîñòüþ, òåïëîòîé è âíèìàíèåì. Êîãäà ïîçâîëÿëî çäîðîâüå, îíà íåðåäêî óñòðàèâàëà âñòðå÷è êàðàèìîâ ó ñåáÿ äîìà, ïðîÿâëÿÿ ãîñòåïðèèìñòâî, äîáðîòó è ÷óòêîñòü ê êàæäîìó ãîñòþ. Çàáîòèëàñü î òîì, ÷òîáû íà ñòîëå áûëè òðàäèöèîííûå êàðàèìñêèå áëþäà. Âñåõ âîñõèùàë åå èñêðåííèé èíòåðåñ ê êàæäîìó êàðàèìó è êàðàèìêå, òîíêîå ÷óâñòâî þìîðà, îæèâëÿâøåå ëþáóþ áåñåäó ñ íåé. Àëåêñàíäðà Èñààêîâíà âñåãäà áûëà êðàñèâîé, äóøåâíîé, ñåðäå÷íîé è î÷àðîâàòåëüíîé æåíùèíîé. Âñåì êàðàèìàì áóäåò î÷åíü íå õâàòàòü íàøåé äîðîãîé Àëåêñàíäðû Èñààêîâíû Áàêêàë. Ïàìÿòü î âåðíîé äî÷åðè êàðàèìñêîãî íàðîäà íàâñåãäà ñîõðàíèòñÿ â íàøèõ ñåðäöàõ.
Äæàíû Äæàíýòòý Áîëñóí
Ïðàâëåíèå ÎÎÎ ÍÊÀ «Êàðàèìû Ìîñêâû»
è âñå êàðàèìû Ðîññèè
Àâòîð: : Íèêîëàé Âàëåíòèíîâè÷ Êà÷àíîâ
Äàòà: 2019-06-20
|
|
|
|
|
|
|