<?xml version="1.0" encoding="UTF-8" standalone="yes"?><JednostkaOp xmlns="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaOrganizacjiPozarzadowejWZlotych" xmlns:dtsf="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/DefinicjeTypySprawozdaniaFinansowe/" xmlns:etd="http://crd.gov.pl/xml/schematy/dziedzinowe/mf/2016/01/25/eD/DefinicjeTypy/" xmlns:jin="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaInnaStruktury" xmlns:jop="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaOpStruktury" xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://www.mf.gov.pl/schematy/SF/DefinicjeTypySprawozdaniaFinansowe/2018/07/09/JednostkaOrganizacjiPozarzadowejWZlotych http://www.mf.gov.pl/documents/764034/6464789/JednostkaOpWZlotych(1)_v1-0.xsd"> 
<!-- Plik wygenerowany z programu Sprawozdanie finansowe wersja 1306 18.08 www.oddk.pl -->
	<Naglowek>
		<dtsf:OkresOd>2018-01-01</dtsf:OkresOd>
		<dtsf:OkresDo>2018-12-31</dtsf:OkresDo>
		<dtsf:DataSporzadzenia>2019-03-28</dtsf:DataSporzadzenia>
		<jop:KodSprawozdania kodSystemowy="SFJOPZ (1)" wersjaSchemy="1-0E">SprFinOpWZlotych</jop:KodSprawozdania>
		<jop:WariantSprawozdania>1</jop:WariantSprawozdania>
	</Naglowek>
	<WprowadzenieDoSprawozdaniaFinansowegoJednostkaOp>
		<P_1>
			<P_1A>
				<dtsf:NazwaFirmy>Fundacj "Technotalenty"</dtsf:NazwaFirmy>
				<dtsf:Siedziba>
					<dtsf:Wojewodztwo>Podlaskie</dtsf:Wojewodztwo>
					<dtsf:Powiat>M. Białystok</dtsf:Powiat>
					<dtsf:Gmina>M. Białystok</dtsf:Gmina>
					<dtsf:Miejscowosc>Białystok</dtsf:Miejscowosc>
				</dtsf:Siedziba>
			</P_1A>
			<P_1B>
				<dtsf:Adres>
					<etd:KodKraju>PL</etd:KodKraju>
					<etd:Wojewodztwo>Podlaskie</etd:Wojewodztwo>
					<etd:Powiat>M. Białystok</etd:Powiat>
					<etd:Gmina>M. Białystok</etd:Gmina>
					<etd:Ulica>Adama Mickiewicza</etd:Ulica>
					<etd:NrDomu>95F</etd:NrDomu>
					<etd:Miejscowosc>Białystok</etd:Miejscowosc>
					<etd:KodPocztowy>15-257</etd:KodPocztowy>
					<etd:Poczta>Białystok</etd:Poczta>
				</dtsf:Adres>
			</P_1B>
			<P_1C>
				<dtsf:KRS>0000497938</dtsf:KRS>
			</P_1C>
		</P_1>
		<P_3>
			<dtsf:DataOd>2018-01-01</dtsf:DataOd>
			<dtsf:DataDo>2018-12-31</dtsf:DataDo>
		</P_3>
		<P_4>
			<P_4A>true</P_4A>
			<P_4B>true</P_4B>
		</P_4>
		<P_5>
			<P_5A>Sprawozdanie finansowe zostało przygotowane zgodnie z wymogami ustawy z dnia 29 września 1994 roku o rachunkowości obowiązującymi jednostki kontynuujące działalność.
Przyjęte przez jednostkę zasady rachunkowości stosowane były w sposób ciągły i są one zgodne z zasadami rachunkowości stosowanymi w poprzednim roku obrotowym.
W sprawozdaniu finansowym jednostka wykazuje zdarzenia gospodarcze zgodnie z ich treścią ekonomiczną.
Wynik finansowy jednostki za dany rok obrotowy obejmuje wszystkie osiągnięte i przypadające na jej rzecz przychody oraz związane z tymi przychodami koszty zgodnie z zasadami memoriału, współmierności przychodów i kosztów oraz ostrożnej wyceny.</P_5A>
			<P_5B>Należności i zobowiązania w walucie krajowej ujmowane są w wartości wymagającej zapłaty. 
Środki pieniężne i inne aktywa pieniężne wyrażone w walucie krajowej ujmowane są według wartości nominalnej.
Wartość materiałów i towarów odpisuje się w koszty na dzień zakupu. Na dzień bilansowy prowadzi się wycenę stanu materiałów i towarów.</P_5B>
			<P_5C>Wynik finansowy Grupy za cały rok obrotowy ustalany jest w oparciu o rodzajowy układ kosztów.</P_5C>
		</P_5>
	</WprowadzenieDoSprawozdaniaFinansowegoJednostkaOp>
	<BilansJednostkaOp>
		<jop:Aktywa>
			<dtsf:KwotaA>38834.65</dtsf:KwotaA>
			<dtsf:KwotaB>32152.07</dtsf:KwotaB>
				<jop:Aktywa_A>
					<dtsf:KwotaA>0.00</dtsf:KwotaA>
					<dtsf:KwotaB>0.00</dtsf:KwotaB>
						<jop:Aktywa_A_I>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Aktywa_A_I>
						<jop:Aktywa_A_II>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Aktywa_A_II>
						<jop:Aktywa_A_III>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Aktywa_A_III>
						<jop:Aktywa_A_IV>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Aktywa_A_IV>
						<jop:Aktywa_A_V>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Aktywa_A_V>
				</jop:Aktywa_A>
				<jop:Aktywa_B>
					<dtsf:KwotaA>38834.65</dtsf:KwotaA>
					<dtsf:KwotaB>32152.07</dtsf:KwotaB>
						<jop:Aktywa_B_I>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Aktywa_B_I>
						<jop:Aktywa_B_II>
							<dtsf:KwotaA>7380.00</dtsf:KwotaA>
							<dtsf:KwotaB>12669.00</dtsf:KwotaB>
						</jop:Aktywa_B_II>
						<jop:Aktywa_B_III>
							<dtsf:KwotaA>31454.65</dtsf:KwotaA>
							<dtsf:KwotaB>19483.07</dtsf:KwotaB>
						</jop:Aktywa_B_III>
						<jop:Aktywa_B_IV>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Aktywa_B_IV>
				</jop:Aktywa_B>
				<jop:Aktywa_C>
					<dtsf:KwotaA>0.00</dtsf:KwotaA>
					<dtsf:KwotaB>0.00</dtsf:KwotaB>
				</jop:Aktywa_C>
		</jop:Aktywa>
		<jop:Pasywa>
			<dtsf:KwotaA>38834.65</dtsf:KwotaA>
			<dtsf:KwotaB>32152.07</dtsf:KwotaB>
				<jop:Pasywa_A>
					<dtsf:KwotaA>11257.83</dtsf:KwotaA>
					<dtsf:KwotaB>7552.57</dtsf:KwotaB>
						<jop:Pasywa_A_I>
							<dtsf:KwotaA>6000.00</dtsf:KwotaA>
							<dtsf:KwotaB>6000.00</dtsf:KwotaB>
						</jop:Pasywa_A_I>
						<jop:Pasywa_A_II>
							<dtsf:KwotaA>1552.57</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Pasywa_A_II>
						<jop:Pasywa_A_III>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Pasywa_A_III>
						<jop:Pasywa_A_IV>
							<dtsf:KwotaA>3705.26</dtsf:KwotaA>
							<dtsf:KwotaB>1552.57</dtsf:KwotaB>
						</jop:Pasywa_A_IV>
				</jop:Pasywa_A>
				<jop:Pasywa_B>
					<dtsf:KwotaA>27576.82</dtsf:KwotaA>
					<dtsf:KwotaB>24599.50</dtsf:KwotaB>
						<jop:Pasywa_B_I>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Pasywa_B_I>
						<jop:Pasywa_B_II>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Pasywa_B_II>
						<jop:Pasywa_B_III>
							<dtsf:KwotaA>27576.82</dtsf:KwotaA>
							<dtsf:KwotaB>24599.50</dtsf:KwotaB>
						</jop:Pasywa_B_III>
						<jop:Pasywa_B_IV>
							<dtsf:KwotaA>0.00</dtsf:KwotaA>
							<dtsf:KwotaB>0.00</dtsf:KwotaB>
						</jop:Pasywa_B_IV>
				</jop:Pasywa_B>
		</jop:Pasywa>
	</BilansJednostkaOp>
	<RZiSJednostkaOp>
			<jop:A>
				<dtsf:KwotaA>21617.39</dtsf:KwotaA>
				<dtsf:KwotaB>20641.66</dtsf:KwotaB>
					<jop:A_I>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jop:A_I>
					<jop:A_II>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jop:A_II>
					<jop:A_III>
						<dtsf:KwotaA>21617.39</dtsf:KwotaA>
						<dtsf:KwotaB>20641.66</dtsf:KwotaB>
					</jop:A_III>
			</jop:A>
			<jop:B>
				<dtsf:KwotaA>60985.68</dtsf:KwotaA>
				<dtsf:KwotaB>47232.69</dtsf:KwotaB>
					<jop:B_I>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jop:B_I>
					<jop:B_II>
						<dtsf:KwotaA>0.00</dtsf:KwotaA>
						<dtsf:KwotaB>0.00</dtsf:KwotaB>
					</jop:B_II>
					<jop:B_III>
						<dtsf:KwotaA>60985.68</dtsf:KwotaA>
						<dtsf:KwotaB>47232.69</dtsf:KwotaB>
					</jop:B_III>
			</jop:B>
			<jop:C>
				<dtsf:KwotaA>-39368.29</dtsf:KwotaA>
				<dtsf:KwotaB>-26591.03</dtsf:KwotaB>
			</jop:C>
			<jop:D>
				<dtsf:KwotaA>79315.44</dtsf:KwotaA>
				<dtsf:KwotaB>52453.66</dtsf:KwotaB>
			</jop:D>
			<jop:E>
				<dtsf:KwotaA>300.89</dtsf:KwotaA>
				<dtsf:KwotaB>147.84</dtsf:KwotaB>
			</jop:E>
			<jop:F>
				<dtsf:KwotaA>79014.55</dtsf:KwotaA>
				<dtsf:KwotaB>52305.82</dtsf:KwotaB>
			</jop:F>
			<jop:G>
				<dtsf:KwotaA>35953.70</dtsf:KwotaA>
				<dtsf:KwotaB>34110.61</dtsf:KwotaB>
			</jop:G>
			<jop:H>
				<dtsf:KwotaA>3692.56</dtsf:KwotaA>
				<dtsf:KwotaB>-8395.82</dtsf:KwotaB>
			</jop:H>
			<jop:I>
				<dtsf:KwotaA>14.48</dtsf:KwotaA>
				<dtsf:KwotaB>9957.24</dtsf:KwotaB>
			</jop:I>
			<jop:J>
				<dtsf:KwotaA>1.38</dtsf:KwotaA>
				<dtsf:KwotaB>1.80</dtsf:KwotaB>
			</jop:J>
			<jop:K>
				<dtsf:KwotaA>0.00</dtsf:KwotaA>
				<dtsf:KwotaB>0.27</dtsf:KwotaB>
			</jop:K>
			<jop:L>
				<dtsf:KwotaA>0.40</dtsf:KwotaA>
				<dtsf:KwotaB>7.32</dtsf:KwotaB>
			</jop:L>
			<jop:M>
				<dtsf:KwotaA>3705.26</dtsf:KwotaA>
				<dtsf:KwotaB>1552.57</dtsf:KwotaB>
			</jop:M>
			<jop:N>
				<dtsf:KwotaA>0.00</dtsf:KwotaA>
				<dtsf:KwotaB>0.00</dtsf:KwotaB>
			</jop:N>
			<jop:O>
				<dtsf:KwotaA>3705.26</dtsf:KwotaA>
				<dtsf:KwotaB>1552.57</dtsf:KwotaB>
			</jop:O>
	</RZiSJednostkaOp>
	<InformacjaDodatkowaJednostkaOp>
		<InformacjaDodatkowa>
			<dtsf:Opis>Dodatkowe informacje i objaśnienia</dtsf:Opis>
				<dtsf:Plik>
					<dtsf:Nazwa>InformacjaDodatkowaFTT2018.docx</dtsf:Nazwa>
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		<InformacjaDodatkowaDotyczacaPodatkuDochodowego>
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