index
int64 1
3M
| question
stringlengths 5
406
| hint
stringclasses 580
values | A
stringlengths 1
460
| B
stringlengths 1
460
| C
stringlengths 1
460
⌀ | D
stringlengths 1
460
⌀ | answer
stringclasses 4
values | category
stringclasses 20
values | image
stringlengths 1.46k
109k
| source
stringclasses 565
values | l2-category
stringclasses 6
values | comment
stringclasses 176
values | split
stringclasses 1
value |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
1,000,204 |
Resime göre, kasvetli havaya rağmen plajdaki insanlar neyden keyif alıyor?
| null |
Kasvetli havalardan korunmak için sığınak arıyoruz.
|
Uçurtma uçurmak gibi eğlence faaliyetlerine katılmak.
|
Arkadaşlarınızla ve ailenizle rahatlamak ve sosyalleşmek.
|
Bulut dolu gökyüzünü izliyoruz.
|
B
|
function_reasoning
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAFcAgADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5/oor1fwn4T0TUvDNnd3diJJ5AxZt7DOGI7GtKdNzdkROagrs8por28eBPDn/AEDV/wC/j/404eBfDX/QMX/v4/8AjW31aXcz9vE8Oor3RfAfhnvpa/8Af1/8akHgLwwf+YUv/f1/8aPq0g9vE8Hor3keAfDH/QKX/v6/+NKPAHhfP/IKX/v6/wDjR9WkP28TwWive/8AhX/hfvpS/wDf1/8AGpF+H3hY9dKX/v6/+NH1aQe3ieAUV9B/8K98K/8AQIX/AL+v/jSj4d+FC3/IJX/v6/8AjU/V5dw9vE+esUYr6LX4ceEiP+QQv/f1/wDGlPw38J/9Adf+/r/40fV5dw9vE+c8UYr6KPw58J/9Ahf+/r/40o+HPhLvo6/9/X/xo+ry7h7eJ864oxX0aPht4R/6A6/9/n/xpR8NvCH/AEB1/wC/z/40fV5dx+2ifOFFfSI+GvhD/oDp/wB/n/xpf+Fa+ED/AMwZP+/z/wCNH1eQe2ifNtFfSQ+Gvg/voy/9/n/xpT8NfCH/AEBk/wC/z/40fV5B7aJ82UV9Jj4aeDz/AMwdP+/z/wCNB+GfhD/oDL/3+f8AxpewkHtonzbijFfSB+GnhH/oDr/3+f8AxqM/DfwkD/yB1/7/AD/40/q8u4e2ifOeKMV9Gj4a+Ej/AMwdf+/z/wCNKfhr4R7aOv8A3+f/ABp/V5dw9tE+cMUV9G/8K38J/wDQHX/v6/8AjSH4b+E8caQv/f1/8aX1eXcXt4nzpRX0K3w58KDP/EpX/v6/+NMPw88K/wDQJX/v6/8AjVfVp9w9tE+faK+gD8PfCv8A0CV/7+v/AI0n/CvvCv8A0CV/7+v/AI0fVpdw9vE8Aor6A/4V74V/6BK/9/X/AMaX/hXvhX/oEr/39f8Axo+rT7h7eJ8/UV9BD4eeFf8AoEr/AN/X/wAaX/hXfhT/AKBK/wDf1/8AGj6tPuHtonz3RX0L/wAK68K/9Alf+/r/AONNPw78K/8AQJX/AL+v/jU/Vph7eJ8+0V9A/wDCvPCv/QJX/v6/+NNPw98Lf9Alf+/r/wCNV9Wl3D28TwCivff+FfeFv+gUv/f1/wDGmHwD4X/6BS/9/X/xo+rSD28TwWiveP8AhAvDH/QLX/v6/wDjSf8ACB+GP+gWv/f1/wDGj6tIXt4nhFFe7f8ACBeGf+gWv/f1/wDGmnwH4ZH/ADC1/wC/r/40fVpdx+3ieF0V7ofAnhnH/ILX/v6/+NNPgTw1/wBAxf8Av4/+NH1aQvbxPDaK9x/4QXw1/wBAxf8Av6/+NIfAvhv/AKBi/wDfx/8AGj6rPuHt4nh9Fe3/APCDeG/+gYv/AH8f/GkPgfw3/wBAxf8Av4/+NH1WfdB7eJ4jRXtv/CD+HP8AoGr/AN/G/wAaafBHh3/oHL/38b/Gj6tLuP28TxSivaT4J8OD/mGr/wB/H/xpp8F+Hv8AoHL/AN/G/wAaPqs+4vbxPGKK9m/4Qzw9/wBA5f8Av43+NIfBnh7/AKBy/wDfxv8AGj6rPug9vE8aor2M+DPD4/5hy/8Afxv8ajPg7Qf+gev/AH8b/Gj6rPug9vE8for0jxN4b0iw0C6ubWzEcybdrb2OMsB3Neb1jUpuDszSE1NXQte5eA1z4L04+z/+hmvDa928Ar/xRWnH2f8A9DNbYX42Z1/hOg20beam2e1ASu05RgFSAUu32pcUAHWlAopV60ALinqcUmKXFAEgOaUdc0wU8CgCwjdqeDVZeKmU1LQxxpBS0oFADhTsUgGKdSGKBSjim0ZoAcR3pM0obikPtQAo4pQ3NIORSdDQA/rUTLzmng80Hk0AM4xSFu1DdPeoWPNMRITS5BqHeKQSUWC4SHOagxT2bJpuapCGY4ppNOJ4pnWgBQacOtMFKDQBIKXNMBozQBJmm9TTQacKAEIxTSKeeab3oGRmoyKkamEUCGGmkU803FADaaeaeetNNADcU00+kxTAYaaeKeaYaYhtB6U6koAYelMNPNMINADDTafikxQAw8U0081GaAGNUZqQmoz1oEc/4y/5Fa8/4B/6EK8kNeueMv8AkVb3/gH/AKEK8jNcGK+Neh2UPhCvd/AB/wCKK036P/6Ga8Ir3XwCT/whenD2f/0M0sN8QV/hOrU1JtBGaiQ5FSg4ruOUTb6U3FTjBHSjaPSgZBijGKm2ijYaBEYNPHSk8ujBFACg4p4ao+aAaAJd2Ker571ADTgcGgC0Hpymq6nvTwxpWHcs0oNQq56Gng5pBcl6im0it2pcUhiUu40mOKKAFzRnNIabnFADs04NTKTPvQAOahJqUnIqFzzxTQmRscUwt705lJ6VEQQelUIdupM03pSigBTTDUgXNNZcUANpaTFAoAdnvRmmk0lAEgNPFQg04NQBITTaM0UAIRmmEVJTTQMjximkYqTFN20CIyKbtqbbTStAEWKQ1IRioz1oAYaaRTyaaaYDDTTmpCKYaYDD1pCM06kNADDimk040w0CI2NMNSMKjIxQAw0wipCKjNAGB4z/AORVvf8AgH/oQryPvXrnjP8A5FW9/wCAf+hCvI+9cGK+Neh10PhCvdvh/wD8ibp30f8A9DNeE17n4CP/ABRenfR//QzSw3xsdf4Tr49ppScVXV8Uu/NdxyE4fjk0quRVfdinBqALO8GnBuKrq3NO3GgCfOaQgGotxpwbmgBxWmEVJmkIoAjpwpCKKAJFOKeDUNPBoAlBzT1bmoc8UZIpAWwaNxzUKScVJuB5pDuKzE0A5ppPekzQBLnimmmFjSbqLAPzQeRxTM0u6gBetNK80ueaXPegQBB6VFIgzxUu7io2yaAISvNOVKCDmnA0wArgVGwNTZ9KbjOaAK5XmkIqfZTHApgQnikzSmkwaAFFOAJpFFShaAGgcUpFOxSGgBtIadg0oWgBoHrSkDFOOKjY0DGk8UwmlINLsoERGoyKnZTTMYoAixTTxUpFMbrQBGelMIqQimMKYDDxTTTyKbjFADCKbtqQ0HgUwISKjIqVyc1GaBEZFMIqQmozQBz/AIz/AORVvf8AgH/oQryLvXrvjP8A5FW9/wCAf+hCvIu9cGK+Neh10PhCvb/ArY8G6f8AR/8A0I14hXtngc/8Udp/0f8A9CNLDfGFf4TqA1O3VADTwa7jlJg1OBqEGpAaAJlp3aog1SBs0APzmlFMBpwNAEgNLkUwGlJpALSZzSbqM0wHUtNzmnUAAbHWnA5phFAODQBJTg1RBqcDQBLuo3VHmlzSAkJJpCabmlzmmAu6gvimn2phOKAJd1OzxUAanhqTQDyaOopM04UgEC8nNGMU8UHFAER4pN2KGYZpmec0wJBzTGUmlDDFGaAIStASpCtOAxxRcBoTFPxR3paVwIyM0oFP4o6dqLgNxilpaUCgZGRmmlalpjHFFwIyAtNLYoYg02qEBbNMNPx601uKAIjTCKkIphoAYRSbadgUZFAEZph5qUrTCMUAMIpjU5jiomJpoBrUw07mmmmIYajantUZoA5/xn/yKt7/AMA/9CFeR969c8Z/8ire/wDAP/QhXkfeuDFfGvQ66HwhXtngjB8Haf8AR/8A0I14nXtngj/kTtP+j/8AoRpYb42Ff4TohkU4Gmg08c13HKOBpwpmMU4HmgB+acrUztSigCYGpBUK5qVTQBIoyKXFC+1OzSuBGRSVIRTSKAGg07NNIpM0wJM0lNBpCcUAPzTs1EDTxzQA8GjNJ2ooAkBzR0pop1ABupDQRikoATNOpvWjODQBT1nV4tF0uS+mR3VCBtUZJJ6VPpeoLqenwXsRRoZk3Iy5H4Ef/XqR1WVGR1DKwwQe9U1042Y3aaywMSC8bDKSfUdj7isJ88Zcy1XY0ioNWej/AANYNSOeKzrbVopbn7JcIba8xnyZD97/AHW6N+FXmPFa62Ta3M+rRC3BpC/FOamEVQAHp6tnrUQHNPHWgCWlpgNOFSA6lpM0u6gAA70GncYpjHFIYEjpTcgd6azVGWp2ESmT0qIsTQtIxpgJQGAFNNJwKAFLGmFqCaYaLgLu5phNITQBk0IAPNN5FPIwKYzUwAnio2NKaaRQBG3NNwBzTicVGxpgIx5phFPx601jQBE1RnpUhFMIpiOe8Zf8ipe/8A/9CFeR1674048KXn/AP/QhXkVcGJ+NHZQ+EK9r8D/8ifYfR/8A0I14pXtPgg/8UhYfR/8A0I0sN8bFX+E6OnA0wGnAV3HKSq2eDTselQ5walVuKAHjpSgHNCkH608UrgKtSA1HinA0rgTK2KkA3DNVwakR8UAS4ppWnKwJp4ANAFcikwanMWaaYyKdwIcUuKk20baLgR7fSgZp+2k284xTAUGlHNAWnhDQAgHalzTgtBXilcBM5FNp2KCKLgNx3pCKdjilxRcBmKcDTsdqTbSAiubS3vI1S4hSUKdy7hyp9QexqrI99YAsqPfQZ+6MCVB7dn/Q1oClx7VDhFyUnuilNpcvQrWd5bahEZbaUOFO1h0ZD6MOoPsakYVBdadHPOLmJzb3ijCzxjk+zDo49j+GKSCe5/1d3AFcf8tIjmN/cd1+h/M1avdjajZNMlIop5HGajPWmQPBpd1MBpV5NADgSaeo70gGKdmkA7NMY5ozSMeKQyNjzikxRjBpOppiFzTSaRjim5JoAUmmk0tJ3oAQ9aY3NK1JQMQD1oOO1BqMmmArNTDQTTc0xC01jQcmk2+tAEZBNNK4qQ8U2gBnNNIp56Uw0AMaomqVqiagDnvGf/IqXv8AwD/0IV5FXrvjMf8AFKXv/AP/AEIV5FXFivjXoddD4Qr2jwUf+KRsPo3/AKEa8Xr2fwT/AMilYfRv/QjSw3xsVf4TohxT1NRCpABXccpIMGlGaYMjpTw3rQBIDUgaoetKCaQE+QaXNRgg04UgJAacDUYNOBpASocGrCnIyKqipUYimBajI7091BqBD3FSbyaQyJl5oC+1OJpQaAE2il8vuOlLSg4pgAjBpyrtPIpQQKdkGgA2A8imtHxmnZxS7sipuMrHg0dRUjLzTdtMQzFOA7UuKUUANZTSEYqTimnFADaN2aKTHNAhSKYRzT6aetMBhU4+QgHPII4NBAJweGPY96d0prqsi7XUMD2NABtpcYqPDrIuMsjZzk/dqXvSGGKWij60CExSUuaQ0DGmmH2p5phOKAG7aTGKcT7U05pgGKRsAUhOKD60AMNNp5OKZmgBDTDTiabyaBDKMZpT1ozTATGKQinZpM0XAYQKYetSGmngUwIjTDmpDTDQAwio2FSmoyaAOd8aD/ik73/gH/oQrx+vYfGv/IpXv/AP/QhXj1cOK+M66Hwi17P4KXPhGwI9G/8AQjXjFe0eCWx4RsPo3/oRow3xMVf4TfxTgaM5oxXcco8GngjFQg08GgCQU5SajBNODUgJffvT1bPFQg5NOUkdaAJxThUYOacKkCVamVciqwNTxvjrQMmXilJxTQeaUnIoACeKQGm9KUHmgCTdRmm0vegY7dQGOab2pM0CJd9G6os80ZoAl3Um6mZpc0AOpCTiijNFwEzS7qSkxRcB1JSZpCaAHZppozSGgQGmk0tJQAlKOtJmk3cUwHl6YX5qNm7U3NIZNvozUO7ml3UAS7s0w1DcpPLAVt5hDLkYcruGO/FSjoOc0wFAoJwKM4prHNIBCc00+1BppPvQAh96bwKUkUwmmAhNFBpDQAho7UE00mgAJpDRmm596YgzTWNLnNNNADTTTTjzTTTuAw1EaexqM0Ac/wCNP+RTvf8AgH/oQryCvXvGf/Ip3v8AwD/0IV5DXBifjOuh8Ior2bwWP+KRsPo3/oRrxkV7P4LP/FI2H0b/ANCNGH+Jir/CdAKdTc0oNdtzlF+tKKTrR0pgPFKKaKUGgCReKkU1EGp4IpMCbinA1EppwINICUNT1aoc04GgZZDZFOzUCtTw1AEmRmlFR7qXdQA8N2pwPFRZpw5oAkFLio92MU/fSYwxRT1ApwAJoAipaeUpCtFwFGMUmKdtp22kBHiinEUhHFADCKTFPpKYhtJindKTNFwGGm5pxppp3AaTTCacRTCKBCZ5pD0pcYppNACjrTwKjzzTt2KAH5FJuphambqBkhbmmlqYWppNAx5amlqaWpjttUtnoM0APzSE1UtdQt74MbeQuFxk7SMZ6dasE0xC5puaQtTSaQCk00mkzSZpgOzSZptGRQA6mtigtTS3FACFueKaaQmmmgQNUbU89KjagDn/ABof+KVvf+Af+hCvIq9c8Z/8ire/8A/9CFeR1xYj4kddD4RK9l8Fn/ik7H6N/wChGvGq9j8GH/ik7H6N/wChGjD/ABMK/wAJ0QanA1GDTga7DkJM0tRinjmmAoNKDSbaOhoAeDTwajzgU4UASinA1GDxTgaQEgNPBqIGnhqAJA1ODVFmlzQMl3U7dUAanBqBEuaUMajBp2aBk6nNOIBqFWqQNSGPG4U4ORTA9LuBoAk8845FOWRWPpUYC0AAdKQFjAxS4BqEE+tBJ9aQEpFMIpQxxzS5FAEeKQinkimE0AMPWmmnE0wmmAh6Uyhjioy9MQ8001GXppkoAkNMNMMnvSeZTEPzikLUzfmkLCgB5ak3VHu5ozQMeWppNMLUhegBxNISCMEZz60wtTd1AyCO0hillVIvLVtrKYyVHTGOPTH61YXKoFLFsDqeppC3FM3UASbqaTTC1Jk0CEn3GCTYXD7SV2dc9sVm6XrUd+jpMpt7iJtjxyEA5HX2/CtLOKiMMPnGby1EjDDNjr9fWk07pplK1tVqT5xSE0wmmk0xDy1NLUwtTC1AiXdk0hqMN3pS47UAOqKV/LZcoxQ9XH8P4daUvTGegDD8ZMreEr0qQR8nI/3hXkPevWfGWD4YvDjkbef+BCvJu9ceI+I66PwhXr/g4n/hFrH6N/6Ea8gr2DwaP+KUsfo3/oRow/xCr/CdAGIpwamCjBrsOQnV6mG09OKp5INSBz70wLIFL26VAH96d5hzSAlIBo6Go9+aXd70AS5pRUYNOzQA8Gng1GOacDQA/PNLSCnYouMSl6U4Cjb7UXCwBqcGpuOaADQBIGqRWqEGnAjFAE24CgOCaiz70h60gJw3oacCarq2KkV6AJgTTs471F5lNaTjrSGT7/fNIZKreZRu49qLAWGkxxSb81XL0gaiwE5ams9MJNMZqYCs1RM1DNUTNQiRS1NLU0tTSaYDi1GaZkUBuKAHZ5ozmkzmkzQA/OKQmm7qQmi4wJpppC1ITQAZpc03NITRcY4mmk0maM0ALinADvTM4pNxoAc5AqItmnHmkCUAGeKjJOakI4qilxd/aQj2ipExO12kx+HGefyqXKwWuWOaaalZgB0wagd6oQucCmFqYz1EWNFwJTJUZkphJNIRQBj+Lmz4YvB/u/8AoQrys16j4r/5Fm7/AOA/+hCvLjXHiPiR10fhEr2PwajHwnYkDjDf+hGvHK9u8DqP+EN08lgOH6/7xpUPiCt8JphT6U7GBzV1Ejc44z7U82a+o5rqucvKzOox3rQ/s8Ho3NI2mygZGCPrT5kLlZR5pRnvUjRshwwNJtzTuKwCnCmgEGnjNFwFAp4FNBp2aBjhSg8UzdQDQBMDUgPqarg4FKHoAtKRTs4qur+9PD5oGSE03NICD1peKAEJpN1LSYBoExd9LnNNKe9IPY5oAkpwY1Fuo30AS7qTcKhLUm6gZKTzTg/aoN1G6gCcmnAjFQb+Kb5nvQIsFqYzVEZM0hbigBxamEg0haoy1ACk800mkzzRn3p3EITQDQTim5ouA/dSbqZmjNIY/dSFqZk9qTmgY7NRyTJGhd2wq8k46U6kPXI6igAVwygqcg8g0UcY46Ud6ADNJmjijNABzRmkJpu6gCQMBSFhUZamseKQx5emSbXQowyD1FR7sU1noEOZveomPFBamEk0wGtTc0pyaTigBMmmlqXvSFaAMPxWf+Kbux/u/wDoQrzHvXqHixceGrv/AID/AOhCvLu9cdf4jqo/CL2rtl1W0PhDT7E3M++Pc0kcEgUj5iQTkc/mK4mtSF1NvEhcx4Vhkr159uTWUXYuceaxa/ta8SJRFdzBFcsCzfNk+pHsOlaKeNdeM286gQN2SmPl+mPSsy5u2uo442gt1RCNpij27u2DzRcSeaFlMSRRphNkKYUjnv659ad33FZHq3hPxUdct2ilG25i+8f73vXSec2MCvOfhxaW0kl1dfvVmjCrjopBz7V6IMDoP1rpg7xuzGorS0I5Mv1WmLGx/hqyDn+GpVkI7VdzOxV8s46UhUr1U/lV8SD0NIZh6E0XDlKAGDyP0oJz2FXS6EcioWEZJxTuKxVIzQOKcy4PWmc+gp3FYUnikBpG+VSxIAHJrjr7x/awTeXbWkkoVyrlzsP4Dr+dJzUdxqLex2oOKeHriofiFp0jKrW1wp6EjBArro3EkSSKSVdQwzxwacZqWwOLW5ZDUu6oNxp26mIm3Z70Keah34pfMoEWCRim5A71CZARTC3PWgZOzZ6daj3c03d700n0pgShqUsKjzTC+KAJd1JuqAyUgYmkBYJFJUW40u+mIk3YpN2aj3UbuKAHlqbmmk0maAHGjNN3Ck3UBYdmmk8UhNRTTCGJpCCQozgdaVx2Js0m4Zxnn0rGk16MQeakbYLhOoyMnGaox6pIl+8awgMSQDuJ/wDrYpOSGkdRke1FZ2nXklzG5kxkEYI+lXS1FwH5prPgZ7Dmmb6p6orTaVdRoSHaJtpB5yBn+lALUTUdVttNC+dJgsei8kf/AFqzLnxfZx8QRvMf9o7R/WuHySPmbJ9adG7RSBlAyPUZrPndzXkVj0XRtW/tW1kkKBHR9pUdhjIrR3VxXhC48u8ntyeJI9w+qn/A12Bari7oza1Hsc03OKYWppamIl3U0nioy1NLUAKxzTDml3Uhai4CYJPNOPTAFN3CgvQAFTTdnqaXfTS9AC7RTGIprPUZkpoRkeLCT4bu/wDgP/oQry+vTfFTZ8OXY/3f/QhXmVclf4jqo/CHevSfD/hbT7zwtHf3EjiR0ZtxPCYLdP8APavNq9DkvWsPhpp4jY77jenDEYG41nBpblVL20OTh0y6vBLJa28ssCuRlBn6D64rsrX4dXUuhh2u2F0+HFuxwi+x/wBrH5V1Pg3SJNM8PwiT5Xl/eMDjjNdCpxwHQ+2a0UVYmUmnYz9D0i403SYbS5mS4ljzmQDt2Hvj1rR+zsD90g1NHluyn6EVNyB92r57aEON9WVBG69mpcsKyvEGty6bc2VtBbeZNdlguTgDBA/LnrWssfyL5jrvx823pn2zTU0Tysb5pHVTSecM85qTZGo+9+lQTIrxsgnCFlKhhwV9xmq5kKzGNe2/2n7N5yeft3eUDlseuPSmtdRCYQbwsrLuVTwSPb1riPC11bP4pvykc+2TEEMjnIAXruPqTiu7azSR42kVGaMlkYjJU9Mikppobi0MLHHakUsTjFWRCP71PWLb0/Wq5kLlZzXibVrnSrJZLWS0SX5mImYZ2gZ+UdzXmWoX/wBvSS6vLkPeO2393CMvjuW/H07CvXdU8N6dqkjS3MZ8yTYHYHllU52+wPfFcJ450bS9Kks0sbURPcMxJU8dhx6dawqXeppTsnY5SSHZuZocfONqfxN7Y9PevXtDvbe70e3ktoTCijYYj/AR1FPsNBtF06yW7sbUXEKqx2LkKw9Cf85rSMagnAHJyfc1dKPKKpK+liEvnpSb808hQfT8Kz9Yuks9PeRD+9f93Euwtuc9BgcmtnJLUysY+peONNsZpIIw9xKmR8n3dw7ZpNI8a29+cXUBtRnb5hbKAnoM/SuR83TYdHntprY3FzJjy5gRhAO248gg9Vx3qJbSF5TLplubmIKx8qYhnXA5woOcehrn9rK5t7NHrQkBAwcg0EqAWJwBySe1QQsDbxEcAopAPUcVwvjHVZJL9rLz/wB0in91G5BBx95+x7/LW8p8quYqN3Y9BBUjhs/Q0ZHrXj2nzajbyQS2V1JK3O+JHJwAw4I9/TvXrKy7kVh3APNKFTmHOHKWC1RsTmuf8QX+pRJ9nsbeUFl3G6UjbHjnByOn5dawPCviG9bU1tb2aSaOYFUJO7D9fwodRKVhKDaujvcU4H2/Kucn8SFr17O1jjWdM584n9AOCfxrlNX1i9knPm3svmKflRAUTBHsf51Mq0VsXGk3qz04tTWkCjnNeeweJb6zhDGe5mjXhn8oOi/iTnFTP4hkvnVxNAx27QqsV/HaT15pPERtsUsO29zvA2RkZxQXrzuS7uCcr9snK8bUfGzH4nFJF4imiyPOvo8HkMA4H6/0pLEp9BvD20ueib/woL471yVv4uhjAS8bn+/sKk/UEY/Wty31CC7gSaGTdG/3SeM1rGopbGMoOO5f30F6rbz2o3mqIJ99RXDbreRfVTTN9IzZBz3GKBnKXeQuoqOu0SD8DmnPJs1VJB0Yqfz/AP1064Um/lj7SwMP0qlK5MFnL3MQ/TH+FY3NbHS6U+yWRPb+RxWpvrDs323/AF4YZ/MZrW3ACtIvQhku/wB6aWHeo99JuNO4HndxEILuaHujlfyNRHr71oeIYzFrcuM4kAf8xz/Kswr83PP41g9GdHQ0NGuPsur2z5wC+0/Q8V33mV5lsUc7RntXe2N19qs45cYJHNaQZlNa3L5k9KQyVBvqC6ujbxb9m/nHXH41dybFwvSbqwjrExJIjRRzxyc/lSpq8wOXiyoySFQg/hk0uZCNkvzQWrFPiSyzgeYTx2H+NXre8ivFZoGLBTg5Uj+dO6G00Wy1IWqJnx2P5Uwkk/MfwFFxWJ91NLVGW96QvTAeTTTTC9N3igDL8Un/AIpy6H+7/wChCvNK9I8Ttnw9dD/d/wDQhXm9clf4joo/CKOtdRppGs3OiaZyYoQfMXOB94k/pgVy1X7GKSZwsTBW/vFsY/Gs47mj7nuc17p9jEn2i8itgeFEjYGB6VZhlEsay280FxG3IZWBBrxWRLu7jQTajHMFOE33GQvtzW1ous6hpMX2cS2U1uDwrTLlD7cj9a094zsj0641mLT+buS3iXGfnYDiudXxxaQXVwdSIETv+4EH8CjP3iCSSevQYrhtTvLzU7uK5vHglWHkJDtwO+OuTWEyMJNzncTktUuVmNI7TxT4uSa7hk05m3LBhWY5Kbjk/jgL+dYtpca1rMu43U/lpjJ3EAcgD68msAkhhleDzWxHq+opbRWdq7xoCG2ooUkjkc9am93qNKyPWdKkvrG08i6nWdlJAfHUU6/1kW2n3k4Me+CNmP8AsnGRn07VxPhu88RS3qreGeSHOGEi9Kl8S3JfSIrWJtkuo3PIUcsucZ9+i1tdcuhm4yva5v8Agp2sfC1sDCokm3SuT1bccg/lW/8A2gf7grMieOGJIh91FCDPoBih7mBBl3VR7mqSSFJtvQ1Bfnuop4vgeoP4V5hceMZrWeZLWNTm5aQls/MM4A9hgCuj8Pam93pAkuUkUxg5lcECTvkZpKUWL3rXOsN8mCcGuKutQ07XPHGmlJY5YLaBpCGPBfsPqKx9Y8XmZUFnFJFKOGcvkY9MVx8TslwGBIYHg56VEppOyLinuz3j7WcY6fhSfaTjrXFx+JBa+H1lluBLclSqng/N2z61gf8ACaaqWLB0+Yg42DAA7fjV+0iieSTZ6h54fOGBwcHnoazNT1vTdMIF7cIrg7gg+Zge3HWvOr7xRfSSMtnMLaMOXJgONxPUk96w5PMm/eks2TyTySal1uw1S7nYat4h0jULJbC0hkgSS5VpHZAPlLZYjuDXZWWn6fbx272kEe2MHypFGeGHJz3zivHgTgqyHd24xipUu7lIti3MwjxjYrtj6YzUxqWd2huGlkeiz+LEi1oaf9jaQeZtMiPk47YXHNZXiNNHs5bmecPdXtw4ZAHxsHI/IYxjvxXGR3L283nREb1HBPY47fSmTTvM++WR3Zzkt1JNEql1qCp2Zs+H7ZruaBVCkwyg8gDPORkntkY//VXpV7qtrYWxnu5UhA/hPLE+gHevHVldFGPlwcjimzXMtxIZJZHkkbgsxyfzpQny7DlHm3Oq1W6sL++uLvT47+fdGTMUGEDEHBIPYY6e3tUVrGJbGyI0q7WeHLpJGP8AXHqDkDjn6iq3h+/hsNN1ZZFMkksahUAzkYbJ/DNZ1lcOk0Vy88qpCQqKh+bPoPShyW4JPYkubPUY5Wup7WePMmSxXb8x569jWrDFYX99JJeXKRo6LtzKd0ZAx0NT69LfjSxPIsscRZcrIec9u9cvaQXF9ciC2XfKQSFz6VCbl0Lfu9Todce2tnVIGjcjOGjkwQePTg1lRxNDGJXiLlugADA59wadLouqRbhLCgKIZCpkXO0DOcZqjHcbSAUQgeqijWLC6ZsWrW4KOIhG0WWctkF+RjoMDirD3dhKwn+zRqy+Zu3gEnI4J+mePpWCJGCNgnHUjJ6UjEmRhnAz6UX1uU5NmqZYUMUduEuGc4BwcpjBzgH6inTX6wzrGbRQI+NoJUMe5IwDk9PwrFXaGIyafIwOOecDmhvfzEmzeW/kWKOTy1RWyARKy5P4ggn6VYTUrtDlZLgAfMMTAg/TIrnA4ZMZPynI9qla5kz+7meNF4CtIeKSZV2zr7LxBczXiwsY9pwp3soxgdeDn/8AXWzb35nzuiKkc8MGB+leZCUmcSOcjdk8/wBa2l8T3MUamOCEOMAscmtY1WtzKUEzcunC6rAwPGdpH59fzrOP/HjEpxmORo/yJ/xrBk1CWW8e4ViJHbPynvQ13cFnSR5Ou5gGxz60/aC5DtLWQ77aT1Vf8K2SxHXj68V5eLl2CgTSEY6bjxSowZTM7MVU4znPPamq1g9l5no39oQEZ3P+CGpVnR8bXXJ7bufyrz9NVMO5Yv8AVsf4sE9KV9RguDmRWIbGXCKCKiNaaepbpQ6Gz4rjxNazHuCp/A5/rWAZkBJzVia5QottLPMYQS6AjIGRjvzTFhtpgArSMW6cjP5U/aJu4cllZERnG3OCffFdT4cuhLYtHz8jcVz9hYtKX+U70YAZGQR61oBJrSImN9jyHDAADIIHQVfOkyOXmR1O+qF/IzwywtFmMr94Nz+VZf2m/RADMoxkckZJH+NRtPPJOsM06nJGcHBAI6/nRKpdaDjTSd2SQquBHFxgZGW7fgKkkSRAWGDjn6VVhhhkuShlB2ttYNIP5d6iKeRC3mTfLG20gdenH4ms1OSG6cJPXQtwK3lqyzsingBFAx+NILsRSEPLKcDGC+f0qpDieBXWXaWQ/K3Zh1/DFPgWEtIhk3jAlXI3HHempSG4wS0NCPVI403Z3HgEdD9fetXdnpzWKIogxUbsHchwmOvI5+lY95qZmRIw7KIRgNj7x+nbitIztuZuCb0OwLUhPvXI2OqSW8zEvJLvHRjxmuh+1DdErI6tIDjjgY9TWkZJmbVi3upN1RF6Y0oVSzHCgZJPaqJsUPEhzoFz/wAB/mK89rvfEUg/sOcf3iuPzrgq5q3xHRS+EK2dOuri2VQrhYyrNgFQW9qxqvweW0K7yeDxxmslLl1NLX0NB76d2BMgJA4+YcUgu55GVCN3JBJIwfx6VFE8UUyyqrFkORuAIH50yR7Xyi4Q7gSDz3+lV7USo6GkVgt7VnMDBHO0ESZ3fT8RWfOY13DAVwdpU9veh7vzUjjYv5SAbVUDj0FJG2yQSKANpz2zUyndXsUqai2rlVXVlwwC+hA6/Wpkgc/PHukHqp6VKVi2FRD8ueRnNOEhuZ1XBZiQoG4j2A/lS5r9B8thUurlHcPdXEZXsZGOfyNR/aZpZoszPiPlTuPy/wC7z16UGaIyvCVICE8biQT7UnnWi8GJuTjhqfP0sSoX1ubAv5RGCdVuo8gnd9oLcD2rPOtX0pVXuJpWRgy7pGOD69ahkkiixsgG7PJY5wKjiZIJHmVXXB5GRTdS4vZWLiQR3AWQyrvbjG4cf1q/a6xfPOLWe/C2+Cp3jKMAOgwM/lVCJlW1FzA6Qy78KNpzjHJJ7VAt88bRRxRQ70GfNXIY8dM/Sl7S2yEqDvvuaWsTWctsDa/ZPMU8/ZlfPTvkdKqaLpn9oSNLPOsFsg+Z8jJ9gDUTyRhclFC4zwTUZZWgZGQA5Lbu4Halz3d2i/Z2Whb1GG0gupIbaWWeJBjey4y3cDFVbcByqFRvLAbcnn3zmmW7K4RHbygc7SQTn6fWp1UmMyoqIAfLOPcZ/oaq/kLlutCRY7VzJLNLsYuQFC/XPf6VLbQWLPP5t+YfLKrEoTG8HqeelVCoXblVyuMcVBFi5Zm2H5ccnoDS5lbYfLqWNQihimUw3AlUgliH6HsOgq7Zav8AY4BB9hspohubzZ4dzZ9M5qjGRlsKrfwkkZwfarWj2lrqU0lvc744o/m+Q/Me2MH+dCd3oCh0LEuoWuoLHHc2Vlb8k+bDEVwcdODzWTcLGkh8lw8aklGAxuP0NaF7b2lhqDLbn7REoDBH4JGfut6H/wCtVIhpGabyEMZk/wBWBhRz0wO3FVKSfQSg0yyTp1zbFSRHMq/Kdp+cjHU7uM5PbtVELb+ftkEixqfvJ3HtmraRFpZmEJClV2qE457VZkuGndWhgMSqiqSQPmYfeP51Dn1K5EtHuUFjjRJ/LaQsjfIQRhh3/pUtq0kOXieRZF5Pl4yB359fap2gnlZW8kkjuFqT7NdgfJGR9AKn2i3H7O6LNxfWt3aBLy8lkGRhdzsc+pBI9aoC6nW5CRRyKFJwRFyV9cVPBpmoTSGNY1DSHGSeB9f51NJo2oaY+6e5R2A4mSTIx7mtfay+KJn7FbSI5p5jlUaQtICCzw4xnOf0qpJYWhlXyZTx1Q569cfXqPrVqSFlmR3uRcRqQ8ke8odvQ8/1qr5DyxmdJ4dyEsihs5xyQeOvIqZvVyk7FxirKMVcl8q0Csz2ro4BBVNzKfY8/LTZrWBp5/JygVVZAQxDHHIz2/Gs/Tpppr9IzKwEp+Y5/Wtea1L6jDbRbwQhSRlwM8ZH14OKTmONO6uiiLJXKl2dA33mCZA9+KsTW1pHbpE24zKwBZcg4zzkH0Hbio7aMxwrNJIrRBWypbn8vetDyreSzuCjQzTSx7FEhwQxwflz3oUlZP5BOlKLs+1zLkhEbqFz5ZPyttwSKsStFLarGIsOWGTjG737+tT/AGXe0KTl4gRmWNWACEHGOenWoLe2P2vC+VLuUqMtjYf75x16frVOOlzOTjG6fRXK1wiQzkJICvAJAxk+nNOFsoR3mEiArmNQQck/0rRXwpK8FwY7uAhFMyh8jdjt9cH9KSC0klRo3RT5R27gCwx14PTHNZyahrIKMo1Y80Hcyxb/AL2NVd9ueTs5H0HepZY0eViC6jgH61ZvU+y3EBX5GU8D7pHpWewuJ7g3Ty5aQsW3nnJJz/8ArpxkpK6LcLbiRwo6BQ+WzlvYetP8ve4jDPnHyDrnvWvoGkXV1MDDdLHDCQLiU8gA9Pl/i7jB9KsX8NxZ6k62/lxOowREflP09jwaJSktbaAoJ6JnOmFwC/Hl5A3dgcH/AANSxxkomGOBySBwe3FP1dbk7W8lhGi7iFztUk4JP1qGe7t5bK1RYmjaNSGKHgknqfeqj7y0FJKLsTrO4VCxD7Tt2kZPQ8fzoDkRvb+WgOMk5x+tRB7cX7gGVlJ3A4GCQOCRU0drLFeAhvMWdeQB0YjJFS3YtU21dDIIpfNVkuGXHOSeeOfzqWWO4JbM+7gFMr1H9OtRyJNZTokuRG2OpGD/AIdBWvsliQs5AA6lnHA/KlKoktAjRbZnTSbyTI5cKQz4bPbn8elRfaNwQB2Mnlj+L0PB/wDrVZijk2spJltyvykOPX1xVX7Oqz7QvlFnIWRuw7cenWn7Syu0XGhzNpPYBIk0sjo8qrktjcScdetSfao5rnZGvmGUDGWJ+YdT6mpIYraIGJ3kRR991bGe2VFQyWMQO6CdyB80RCjI9d2O1aqLbSTWqucrqQSv8gWVC+5YmZVmJ2DJJX0HrT7K1knvVjiBWZQSRKxXj+dXUVrW0tZmuEbyhuQxqSFJ6j68+vaoDqAur9Ls3aiT/Vb1B3AdiQaE11GrSV47ErXV0qOVG4qADj1U9B68enWqRlN7KuIcyyliUJ2gYHUf4Uy5Ekd7JLG6uHzyDjJzzkUs++aNCEPnIQVcDnP1qHOzNORPYsQs0EkqizEkkYGSnzBfr1qZ9YeNAXjlA27o2IwGPpVWPUrmC4eeVtkjlTIANvU88Diresy+bYAwnckZz94ELnoePXp+Naws4tp7ESjaVrbjpdeijePzIphESOcgketTS6vFGuIA7GUnG9eAT0zXNx3IkTBRMtyeKs22pSWU4lC8KCFK9QTWca0nKz0NXQiocy1Ll5cX40W5iv7WVGyoRwnynnuf5VzHeus1S8uJtDkMjHDhc5PuK5Kqqbmaio7BWpaQ3AhWWMxAMCuXwcCsytzT9klvEpUHHXNZNtaoqKTdmOits2s6sF81gCnzA9M8VlrBL0KHBOScV0oii/uJ+VDrCkbFohgDnArGMrN+Z1TipRS2aMFLeVmX5Djg/hVuKwcrlmGck4zVm2giNw0rsrM4O2MHoPer22MchcfhVzm1oZxpp6mb/Z+eM/kaq31sbJI2UElicNnpW7ujFUbuSGaZYH4jySD1BI/pSg3KVgnBRjcwLf8A16lm2qDlmxnilml+0SZChEB4AFWrhIt8wgU+WduSe3PX8aplzFIyoSADxnmtXuY9ByF2uBknIPPOMVo3Fwgt1Mm0kjCIF4xn+VZJZmfJJJJ61qLYPNArKqhc8ljzn6VL7mtKEqnuwV2VkvHXCEB07A9B/nj8qsrKHxGUBJ4HFJbadHNdSWz3KxME3Ruw4J9PxqGzD3N1bwRgec8ihSegOeM1a2uupnKMoy5ZboGWeJgAzCdW+6OoPpinXcu1Qvybm27mUY7c16FY2Gm6bqS3TXEZl2CMN5ffuxPZic1znju0t4L22nt7dYRKGDKnCkgg5A7ZzW0qEowuzL2qcrJGBBFPdXKR2+113kKzgDJPPeupu3t7ie1to4EjjKM7vH8u5hgcYrE0Eoi7pWAQSbgD0yBj+tWbWbz1lKZEyk7Wz2J5rG75GjRJcybRNqNvb2mnSzLv3AYXLdzWXoq24bbOGZpXCKAOnGck/jT9WadbVRLJvUuMjdVXSgGukIk8pck59OKxS9010c9EbemQRyfaHkwSJeOOMY44qloE0Ntfy3M8ZfOVVc4xnOT+GMfjUWlso8/fK6Zb+E9etM04qtxJPJJhJCQo6nOev86LuN2hXTS0N27nsY52uETDuvznO4jHbFVjeLNhgyCMo2EKYJOOM+n0pDKhJOxWz6lqBPEP+WaA/wC7n+ZpSnzO9tRx91WuTWdwIbKJGmUOByPepFulRMJJCoznABxVZJpS2FZAP9pQKcxdhtafr2Razsa88nqFtqEs1xJ8wK4yFCkkY60suqOzeXGducAOFAIOec+2KiigWMjiR16kMo+b9abJppklLASqCc844qrRumVGd01L5epoR6jJO5WAMucjBGD1qrHqmo7XgODbxP8AKHXnceTz/ntQiSaarTjkIvc5pI7ubU5GB2xBBxt65+ta8y5GkY+83ruQSyrLG/k4DtwSw/rVC3injY/vdi5IwBy2euP0rQgh8+WWMMBtGc/3uTWfeO0V0Y1z8h2k1V05NMzUZKKfQfHDEsgbbsz3A/xNTK8YYkMfMLFi3fH0+lVTKGTjg9v84rR0W3S5tmldVJDbeRz/AJ5qpuMY7FRi5NJMoy2sDvGgcbd2eBjjFXL9lu3jdRtMeMAHIOOlbS2saHhFHvipBGByD+lcvP2NXQu7syS0F6JftLNE1wcEogbaSfc9PxqddOisWSKK5jnZDzuwAB74J/rV2ZcQueuBnp6Gn7UyR3oc29x+wj1Gm3/tCBlt5oo5OMqQQCPUHFSx6dcwrJuuLUAKuSxOAfQe9czqOr3VrqUkaMhWM/KV4I/Gr+malPqSlZSpigwwboxc568+maznRl0l7pphqlBQUJw95aaPR+fqO1e1W5aEi6iMsZIYqCF49zz+hrMurQPK7W0jMuf4k2j8MV0PyRlm3Ku45J9a5e6u57PVJZY3dAW3Lsb1/wAa1pXSsuhlXiubm2XZf5s1fDls0VzNNNLJCuAhUL8r56c+xAq/BeSXqGa7VPPyQ2ABgDgcfSsRfEM8jkzyNIOwkJyOex7dK0w9tfQ7YJi4jHDtywzng1c5y5VGSsY0Wud2WvmDW/23WY4EcIPL3cthSM8g8Hg+9ZOp2LQSeSkaorKHUKfcjHv1q55CLcmNtwYx8FTgMP8AH+dLc+ZqWxnMqSRxqpQ8gdcY9KuPMo3voRJqVVq1mZFuY2ukLqVVsK30Iwf1rQkeCO/SE+dggfvDn7w6YqM6c4JIi59c/wD16VtPnBVmB64GW6VDkmbK8b2Q+7iaaSFkfOxsnemR+X4VZuLlpdKeC7fykkXh/LIywGQOOv1quLKYHqQfbmkmiureFpEnOUUkcE49euamKi2uboOTk07KxFZwyNYrbNIY0aQ8beh4FSXdherp0k4DiOMDdvAA9OPestLgsfU9xnOT/jU9zd3t3Ctrhyox8vqT0z+FbJLZ7Gcako35Xa6Ltlp/2m2SVnRFdflJcnnkdPXI6VVWCaOUsr4YAEqG6il0+S7Fs9spChHyUbgg1YEN0kpkUoDjbwe1TzqMttC/ZwnCzv56FwTxx2qRRgvC75dDJxt9MdscVXNhb3CnyrlYpTnEZTOFGO/rnNV/ImMzSOcs33uanjjCHJJzS57Suio042aa1fXuSQ2aoAN6EAY+7j+tStbpjqR+NKhA5C5HfnFJIzEkqu0fXNQ77miSWiJHiEke07CrfeBGciuaurf7LeSgEHy2DAeoPNdFGXK81VvdO+1yCQsqnbt+tXFmNSKZjX0YtrsrGcKcMvsDzUUbvNJGjEAMdu7FbFzpb3KxbnQOiBNw7gVmy27QNcQn70RDqfb/ACR+VWrGUuYt3s91a6eLN4lCP1bOTkHtWJXQX7i60gTbfRgfQ96wBTTb3FJK+gVsWFwY4EAHQcfnWPWxZxIbONi+M5/nUy2CF76Fs3j9nH4f/qqC4u28k7nLAnG096R1UZ2tnHtVOVHlkGFYqpxjHX1NTFK5UpSL1pJGLdeQh64A5p7lGOfPP5Gq6hgPuED3FLvbpjP40nq7hfTVDzsH8ZP/AAGqM906TMqkbR7VbLHHKZ+uaqG1d3Lso5Yk89qqLsTbsJDJujdpGHBGP51VfJdj6mtSGyE0qIxwgOSR2qVtGt23NHcSYBxyo61SV9RtNKxkQgNKoPrWoJdrlSdq4woqE2a20qMr7yGwQf0ow0swOW4HBIqZJtnXhnaLXW4ybzDds44A4yfSrGlFX1qFwNqod+QOpHT9ab9neTeDkgHHJ9qfa+VZ3iGYqoAO4kHpiqp6SVzGu25N+bOxmjRrKWR5g7AZ4XkHr61ymua62qW1tbGEKICSHLZJz2qeTXbch4USV42UKx3beB6dapvFDI+6OL5CBtB64x/OuivWW0TkhT6sr2zlLfHcghfxNSR+dCS3zAt1INWFtmxkRED6YpxgZRk4/MVyOpdWN1F7lC786ZU+Vzjk8ZpLW3kRvMZSMcYq+I+2R+dL5foRU8+lh2I9q+mPwpwgiCqFJG05AFOEZ3YAz9KnW0kIHAH1NTcai30I0TJ4IP15pcsOwx/u1OLNQPnc59qcI4Yzncc0rlqnIjRpD0GfwqdUf+IHPscUvnIOn8qUTHso/GkbKNupKqAD0/Wphjuc1WDsegH4Ux5nGQuAfcGkUWrkI9rKrY2lTVDSFVmnbHy8AfrUcl1cAFSFKkYOBVeGeWGMomVGc8Va+GxlKa5k7G+sUScIqr/urisjUtPjjL3PmMWeQYTsM9frUf2mfvJJn61HPPK8fzSEhTnB5pwVpImdWLVrFVUwy8EjH3WH0rqoVhhXEKLGpO7CjAzXJee+QuEJP+z3rcW8QIo3g4ABOKutrawqMkr3NXzV+tJ5qj1rJa/XPCk/pUD3IkJynJ/2qxUTV1oo2ZZ4zGylgCVI6+1H2jKBgRyAea58ken5Gowx2j0p8hn9Y8iDWwg1KQoPvAMfqetW/DzhEuz5hXCBsYznGf8AP41l3Mcj3BO089KfbpLA5G088Y9a6FpE55SvK+xuHUZXI3AAZ5HrWdrE8VyEby8TdMqMAj6Vrafpsd1ZmSWbypN23D8Y9cDvTL3SI2k220zyFBuPy8Csk+XV7Fczno9WcrjnNaumvJFNKiSFCQM471ReMoksbHBjbofyq7YPMJjMiq2VCtz+X8q1aurImOjVzTuFurqBomUEHucAg0lo0rFlimCgYJyMnpU3mSJEHkCgnsp3H8qhts/bJAqtuPBTacj8PzrK017p08sG7t6l6MSg/vJi/ttFLJzG2BzjIoMUiLvZSo9+KAcioaa3RsrbIfuDc9j0rLvJCupRRtIRE64I3YGcHFalpZy3CAKQqKSCzHgY/wDrVrQ6dplriSeQSSY6nGfy7VpSg73MK01y23OCCy3TpbwRBpWYMpXr0wRn0rp4NOS0tVEsBIVcuOMDHcn1rRvp7RbWWS3gKEqRv2jkVDa2Ud27Em6WJvvI2FU+2Of5V0uClocam4NJozTLFsDGNTIg6EbmC+o9fxqe3tjeYaMDYxyCDwR6VkTmWz1OeKGMFQ2wwqMcDkEH1q9awyMweF0iJbJjc7dx9Rjp1pcqatJGntHe6ZonQ7gswLxqF5OSelUrm2FtOsKZmLd0Q/rWmomiuvswY5b5gMtnr7g/4UXjxwwPKXZTnh1kO71wVxUulFrRFutKL3v8jIkTySFkARj2bim5HZl/A05tUe6haSWFmf7vm47H8ag3gDIRm9uKxcF0NI1m1dkqEh+oqU5HGajnmC2Y3xsrdQ23+tMjuBKmQM+4NFrBzKRKd3tVKeyEsxmzhipQjsRiro2n+JhSMQP4j+IqkJ2MmeGW20eSFyrAHOQfesOuk1M50+XDZ6fzrnKpGMlYStizci2QBFPvjNY/eui05R9gi6c5/nSnsVTV2N82U+v4ClzKegaroAHQAU7rxmsrmyg+5Q2TMOQT+FPSGXOcGroAHfNKPei5Sh5lfyCOTk/jTvK46n8alMir1IqJ7xFJwCT9KWpV0txkuYkyCNxOBkVDECItxIZWYnkfrSTXG/a8nyqM496Lhh8kaScAYwpraOiMJu7uSR2yzIryHapJYEdc9BUM9vFCcK0jt7VahLNZuCeh2r7UOqI8j/3Fy38655TfMXGTS0GWCqY5D28wgZ9gBVbWkQW6uoG4sAx79Dio7SU/Z1JZuck/iaiv3BgwOpIrRL3iZTvCxnqMnHrXTvLCqhQ7cYHy1zcAzMg/2hWvuB7VdTWxFOXKmT+bb55Qn3NL5lv2j/pVcEZ6UZ9BWVi+f0J/NiByEAo+0xgjKjj2qIHjkD8aXeB0RPyosh+0ZMLpDwsbE+3FNYSOeIcUzzyOOB+FIZmJ68/WiwOaa1ZKPNU8Io/CkZ5gcEgH8KiMrH+Lmm8mixDn2uSedN/e6U0s7DJcn8aZyKM+rCmQ231HEH1NKpZehamjJB5OPXFOVCVyD+dA1F9BTI/rgUmCeS4/76oZSvdT9DSZ/OgbbvqGB60hUMhB546CjPv+VOyg65J780C3Kq4LLjJ2twcYB7H+lWMGqsGGQkMA3IHGcdxVw4A9fc1cxJNbgNvfcT7VJGsDsQ8ixADO6R+P0FRZJ56UxokY5dAT2JFQrdR8x0Vpp2jrFbvcXJkeXlVDAbvbHXtjmov7LtXuHSMtAQWGDzjB9TweorDwOlSI+xkbe4KHK8/d+npWqnG1rGbg31NRtFdGf97tRAGbzAGAzx60zTbK9Fy6JJGiLnDqMB/xxnFUv7WmtIiFfIOeGJOc9e9WrbWllt98yvkddq8f/WrSFKnVdpOy8yKlSVFKUU5Pyf8AwC/dw6lMHI05ZAcZ5Ct9eCKz5rDVoDslikbeuVwRIfz60iauJLhT5ci7c7WUnP0qR9dlSX5INgwBlm3MD3rKVKlB8sHp6HTTqylFyqKze2unzsUJ5FiQ7rA+YDhpJVGN2OnAH86hg1J2kUvHFheACmVAz2H4mtu61WyudMm3R7bgptRWG78h0FcgI5UPKmtIS5dv8zFq+50AjtmO5YIwTzuRT/jU/wBplNp9jEgijOedgJP1PWsS3uLiPiMAr/dPFXBfuEBkgPPcHrXJL2kZNxZ71Gpg6lNKUUreX6ly2gaMyLJcy7WA4TJzjpwelTblWQoGLAdCRtz+FU4ruFsbg6fU9Kgmu3llwAWjXoTSU6knaRliKOGpw9pTl+N7mnE2yd2QlSQCCPQ//qqdbt48nZFIx6FhjH+NY63Dhgx54IxTxet3QY+taK62OH2lN7ly8e5vmYyS7AeNqjimTX+oTQCJlhZVwMrlS2BjnFQi9XoVNKLmJlOR+FNTkhONOVrMqzoZ5/NkV87QpCHHT3OauW14tnEVg0qDcf4pHYn69RUQSFgdu4DPZjSmMY+WZgfQ4P8ASrVRoh0blj+1LqRwZZWVduwAMflHoOen4UqasER0Ys+RgB9zA1UMbg5Do3+8v+FKPMJICRn6N/8AWoUuxSjJDIJJ1iMSquwnPzD+tWF2mI7ggkHQc4NKiMqgNgnvilKc96hSZXslYX7dKYvKa2GMYyHpbd1bIwAB3qFyy8kgCkiuQJApXrxmnzCcUkXiFYdPypu3B6H86YR3xSc5zVEWK+qgDTJeoPHH41y9dLqjN/Z0ufb+dc1VIznuLXQ6acWEX4/zrna1bYuLSP8AeDHPGaUloEJcrNfeAOSKabmMdXH4VnEcZyDQAe38qzsa+1fRF03aDoGNJ9sH9w/iaqDI/hpxU+wP0osLnkywbtjwq81DI7E5YEH3NMIVf4gfxoWWJGy6AheeTjmiwO73C8OydISOEAz9eppkZP8ArGBOTxioZpjcStKc5PrT5JWdVCptVRgAVQdDctmQWavIdowWOeuKq/66xnLkF2VjiqtxeLLbCOJWXGFII7VUEkwBUOwXGMD0rJQb1BvdEiMiIEHQDHNQXbgxhe5NSBfXFOVRnceo6cVqtHcz1ZVt0Jk3dlq+PfgfWmqijJx1p2KG7saVhe2M/lS89utN5p3brUhdC5NH1pAee2PrRn3pWEO4z0ozz2pme1KD/nNFgsxxPpTgjOOMHHvTecd/ypydeWCigqOu40qw4wR+FGPWpv3SkZYOPfml8yI8eWPqRQDpruV+9HJpx5J6YpO1BFmh6uvRkJ+hozEOTn6VHz1pp+lOw+dk7CMn5SPpUTnCtkjgZ60zpSNlgBkcUWGpLqRInlxIe561Yz9ajCHaV6jHYVIEOByAcZoY7OUbjsnpSc45pSoDY3H6YpBnHTNBDTF4J6cUYAowc4NGOeAaA5RCFPXn680D2zzU62srAEbQPepEsj1Zxn0ApXKVJsqjcTwCacscjt059zV4QIi8Lk+gFSJtzjacUrmipdy7oXhqPU7Z7u+uTbWw3lBGE3OEIDOWchUQMQuTkknAFWLTwJPqXiWx0exvUZL2R0FzIoBhMYDOrKpILAFSMMQwYHNLpd/pcWnvpusREW2GRXMbskkZcSBWKHcjK+SCAQQxBFaOm694Z0/UJIhZXUVlsmkt7uCJlFvdOqqrrHu37VVeCTkkkkemqUbGT5rm1oHwx0LxNqupWGla1qjppsginvJLeLynfPKoOueDyeK5bxH4Y0e0dG8O3ep6pF57RSObNmUYHJDKgGdwxjnI5rqIPiTpHhfwRd6V4fe+1LWbxnkuNRuIfJBkfgvyckgcAVuWXxX8Jwaro86Xd/a6bZWZhXT4rVtsUpGCzkHDAAYGM8kmnZC5pI8W/s2aS4eC3trqWePl4Ugcug91xkfjUcljdwyxRPZXaSTHbEjQODIfRQRyee1etL8SPDCaPrVpaXeo2d5f3nnT332cma6jJywTB/dnb8igngc96d4o+J3hvUvEOkX2nXV8BFthadoCPscROZCg6tI4AXPYA+tLlQOV+h5LPpupWqXLzaZfxi2A8/fbuoiz03Ej5c+9a+ueE7rQ7DRrhry3vJNUQsltbo/mxkAZBUjJ6447iuq8W/Fe41nxW/2O5uP+EXcRQT23lYaaLcGkOD0Y8j6V18vxW8GSeLzqqTXck5sTbWk8lofLtTnOAv3mLE8kDooHenZEnh0+n39qhe5sLyBAQC0tu6AE+pI4q5oWjjV57t7i5NpYWMH2m7uAhkZUyFAVe7EkAdq9P+L95No3hPQPCst/LeXUuby9mkJ3SEHgkHoC7HA7ba4bwPqOi6VNeXWo+IdV0i4I8vFlCHFxARymcfK2R1pWVxnRaz8LooPA8Hirw9qF7fW7IsrW08ISQoTjK47j05yKi1f4Y3fh34fv4k1nVBa3gVSuni3DfMxwqF89cHnjinQ/F+7s/D2uWunWzwXV5dAWSk5W0thGEwD/AHgFAHuSa6rVPiv4L1BNAMttqU8FhKsj2jRfKjBdodifv7OSAOp57U7IalJKyPI2sLzZltMv1XG7JtJMY9enSoobO4lthdwW15Jas+wTR2ztGW/uhgMZ9q9hb4q+GZbXxHFc61qkkmpMRC8VowEcO3aI4wTw2M5Y45bPasCP4pwWXw5u9N0mSe11eaby7e3jjYR2UAIACt0LbRknqWYmlyIv2sn0OAkt7qEzo1ldh7f/AF6tbODFxn5uPl455qNluUkijktbpJJv9UjQOGk/3RjnqOlei6R8TtLk8Iatb+JpNQl1fUJ1+0tbQAefCoVQoPAUbQQe/Jrb1/xHB4oS58SeHNOv7+zsIUtbhvN+yPDGeTHCcFtzEruIGcAAdaORD9rJHj0wlhuPs00E8dwSB5DxMshJ6fKRmqt1b3NlIq3ltcWrkbgtxE0ZI9RuHIr6F8QeJ9I8LfE2wvvEAWOOXSVS1by98lm2/wCYP1Jz03exHfNcxP8AEDwP/wAI9pmm64k+vXtvci8mmt42MbTFyWOZMEjB5XGOMUciE6rZ5kY7hLVLmW1uo7ZsbZ3gZYzn0YjH610Fv4L1K58AHxZHcMyvOY7eyitGkeVd23duB4HBPTtXodz8S/B097rVxfX0mpWeoQR21va28Ll4Ydp3hlYBQdxzkZP5U60+Kvg3Tjp2l2H9oW+l2NsRBceRJ8svKgOgxvGCT9aqxDk2eG6k27T5COMHBBGCCD0Poa5yuy8X39tqWoXt9bPPMJdpknlTyzcS5+aTy+QgPAC+grjKEEncKmS4lRQqtwOnFQ0UySwbyY9Xp32+4xjzOPoKq0UWQ+Zln7dcH/loaabqU9XzUFFFkF2Tm6mP8f6Cj7TL/e/QVBRRZBdkxuZT1agXMo/iqGiiyC7Jhcyj+Kj7RL/e/SoaKLILsm+0y/3v0pftU39+oKKLILsn+1zf3/0o+1y/36gooshE/wBrl/v0v2yb+/8ApVeiiyAsfbJ/7/6Cj7ZN/f8A0qvRRZAWPtk39/8ASl+2zj+P9BVaiiyAs/bZ/wDnp+lJ9tn/AL/6VXoosgLAvbgfx/pSm8nP8f6Cq1FFkBZF7cAYD8Zz0FH224/v/pVaiiyAs/bJ/wC/+gpPtk/9/wDQVXoosh3ZZF5OOj/oKDezEcsP++RVaiiyC7JzdzH+PH0pFuZVHytj8Khoosguyx9sm/v/AKUfbJ/7/wCgqvRRZCJ/tk/9/wDSnfbbjGPM4+gqtRRZAW/7QugABM2B0FIb+5Y5Mpz61WopWRV5dy0NQux0malGo3Y/5bE/UCqlFFkF5dy4dTvD/wAtj+AFMa/uXOWlJqtRRZBzS7k32ubOd/6Uv2yb+/8ApVeinZElj7XN/f8A0pPtcv8AfqCiiyAm+1Tf3/0qSO9uIZo5o5Nskbh0YAcMDkGqtFFgNXVvEOra5e/bdTvpbq52BPMlwTtHQfrVH7XN/f8A0qCiiwE/2qb+/S/a5x/H+gqvRRZDuyyLycHO8fkKcNQuAOHA+iiqlFFkF2WWvbhur5/AVpaP4r13w/5w0rVbmzExBkWJsBiOhx0z71i0lKwNt7l281W/1C8ku727mubmT78szF2P4moDdSn+L9Khop2EWo765iXakpAPPQU/+07z/nsfyFUqKLDuyzLfXEyFHkyp6jFVqKKBH//Z
|
reasoning
|
attribute_reasoning
| null |
dev
|
1,001,948 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
B
|
nature_relation
|
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
|
https://th.bing.com/th/id/R.beec90b076cfed9f6f940982a8b6a4fc?rik=hfLrY6x6ZxKhBQ&riu=http%3a%2f%2fimage.yjcf360.com%2fu%2fcms%2fwww%2f202202%2f161018327qf8.jpg&ehk=0IOzydnQ7XfrEiAXjMVwOlIBv%2be2hxunZaJWfuVyI1k%3d&risl=&pid=ImgRaw&r=0
|
relation_reasoning
| null |
dev
|
1,001,950 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
B
|
nature_relation
|
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
|
relation_reasoning
| null |
dev
|
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1,001,951 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
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Yırtıcı ilişkiler
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Rekabetçi ilişkiler
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Parazit ilişkiler
|
B
|
nature_relation
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
|
relation_reasoning
| null |
dev
|
|
1,001,952 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
B
|
nature_relation
|
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
|
relation_reasoning
| null |
dev
|
|
1,001,953 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
C
|
nature_relation
|
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t7UeW3tQA4QA4Ic4PTjpSRw5AJyMnHTpQEkGcEDNJ5be1ADjCg6uemcY6VHINkhGc4p3lt7UeUfagBlFP8o+1HlH2oAZRT/KPtR5R9qAGUU/yj7UeUfagBlFP8o+1Hlt7UAMop/lH2o8tvagBlFSeU/tSeUfagQyipPLb2o8tvagCOipPLb2o8v6UAR0VJ5Te1HlN7UDI6Kk8v6UeX9KAI6Kk8pvajy/pQBHRUnl/Sjy/pQBHRUnl/Sjy/pQBHRUnl/Sjy/pQBHRUnl/Sjy/pQBHRUnl/Sjy/pQBHRUnl/Sjy/pQBHRUnl/Sjy/pQBHRUnl/Sjy/pQBHRUnl/Sjy/pQBHVio/Lb2qbyqAP/Z
|
https://th.bing.com/th/id/OIP.dLfhgvw6eRCxidetOaQfgAHaEf?pid=ImgDet&rs=1
|
relation_reasoning
| null |
dev
|
1,001,956 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
C
|
nature_relation
|
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
|
relation_reasoning
| null |
dev
|
|
1,001,957 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
A
|
nature_relation
|
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|
https://th.bing.com/th/id/R.950c9cc3c5239d21ef202dd9fe0f0135?rik=lEscyqvbmoLWuQ&riu=http%3a%2f%2fpic26.photophoto.cn%2f20130311%2f0005018483962857_b.jpg&ehk=nGNDgVdttMd2mTMXI1%2fZhJmz%2fHv4mz1f%2bVGU4nBh3zQ%3d&risl=&pid=ImgRaw&r=0
|
relation_reasoning
| null |
dev
|
1,001,959 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
A
|
nature_relation
|
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
|
relation_reasoning
| null |
dev
|
|
1,001,961 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
A
|
nature_relation
|
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
|
https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSQgRTQa1SAL04f2M89POl3-C7aq-4B0GAUVg&usqp=CAU
|
relation_reasoning
| null |
dev
|
1,001,962 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
A
|
nature_relation
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAC9AQoDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDmqKSivfPhhaSiigBaKSigAzS5pKKQC5pKKKCgooooAXNGaSigkWjNJRQAUUUUALRmkooAKKKKAFzSUUUwCiiigBaSiigAooooAKKKKAEJozQaSgodS0UUEiUUppKACiiigoXFJS0UEiUUjOqfMzKv+8aFZW3MrKyL/Ep4qOeN7XNOSVr2FzRmiiqJCiiigAooopgFFFFIAooooAKKKKACiiigkKKKKYBRRRQAUUUlAC0UlFBQE0lLRQA40lFFBItJRRSAdNLEkMbNE3uVOcH3FNUo6bl+52akdd8P+627P4VArNEnmsy/e5Tpkf0Nef8AWXTqOL1R6ccNGrSTjoyzSGnumzay/NFIu5D/ADH1HSq1yf3LV2Sn+75kcHI1LlZn3krS7tv8OfwqKHz7d90Tf7WxhwV96VV819v8f3vbipYgr/MzN80hUBh3x0+leTzWPYpLSxqRN5ttHOv3G+U+zdxS1Bp+1JmVl2pIux/QMQCCPxGKsCvSw1TnWvQ8/FUvZy02YlFOCt/db8jinrFK6MyxNsXqf89fwrZzSOdQk9kRcUcVP9mn2bvKb36DH1zSfZp9m7yn2f38cfn0FT7SPcr2U+zIaKf5bf3W/p+B703a/wB3a30wc1XPHuL2c+wlFKf7v6UGquiHFoSiiigAooopkhRRSmgBKKKKCgpKWkoASiiloAKMUUUALRRRQAUUUUAA/wA/XtUMZZHbaq71+b5umM//AK6m7VDONnzf3vlO7/P+c15eMp2lzdz0cDV0cC3anYjRStF+8Yqdv8BB4YD19cdaj1G3a32q33G+ZHX7rr2I9qS2/hVVXfxk9T06/oK2DCtxbR2ksrS7vljGACncEevB5Hcc4rmVaUU10Ouph4zafU5FoP4vlbavH1qwDL8rfxqu54+OfQj3qxLZtaXLLLE0qcqHVDg46kCnafbrcPuVtrsvJ5yAPr+VTe5ajYZFatLNti3Lt+b2yTx16nPQVuWdkv76WWLzXVtuJH28jqSMe+fyquT9kdooJVXax+9gnOP8f0FQSX7Sos8XyuvQsOSwyPm/H+QrRTcdEVKkpWbNlBYpt8r5X3cct3Gfm9OP6fSgCJ/L3bViVvnDE4LdtpIGR71hW88u/wDfyszt16gbj2AzjHXr1q+p2eT8rK+5vvA5JA4KjOAPbOKHLuaxgabzxbJGlba+4JKGkVjknAAOAM/Ud/xoDz+dt+Vtr7UjbJMi4zwNvLDn16Ultcb/ADPNnlZ2g3Hy1ynBwSvXDD0zU32OKX7K32tpfMgLvJHGd0yDkbSuNrZIOO/PHpn7SxfsrkauqP5XkNL/ABgSOwAGOcE56Z6EDoelROsH7zz/ALkbHBjUxll4wGdjk/gRWjFFvdYmaJXkYvIke7JkwGX5j0yo5BHP4czrpSo6+bFHB9oXznj8zc5cdV29GGM5IPbpT9qifZMxlhXezL+6fbzH5Yzs9SMtub3B/Chba085Wnij2beI1BLkZwHJPzAc9MDFbaWcSW0M88+1Gi86Qsu1SoBx8pyy4yDnjGO9VprGKJ2igi/1O5sqG3eYBuPAwuCCOBjOaaq26kuinujFlsrT94vlSL08uRZM7/bBHT1PaoZrBURtvmK65wMZGM8c9D+efatwae32mFZVXeytKm5s5zwQAy9Oc8HI+nWhPYS/Zm8iVWeP5biGPGEOMjaCpySex9eK1jiJLqZywsH0MiaDyXZd6ttxnbjIyO4HSoTWrMjXCMsX31ZWkSQY2Z6Hacf06etQzWy/vP8AZYJj7ozx0ycEc8flXVDFPZnHVwC3iZ9FOddjsv8Ad+Wm12Jp6o8uUXF2YUUUlUIKKKSgBaSiigBaSiigB1FFFABRRRQAU141eFlb/e/xpaCdlYYiHPBo0oT5Jpldfk8xtyq7YVAyHHOMAke/f3ro9PnnTc3lRz/dwMgNkHkH3HJHrn88CRNn+q3bGZWyozuGcY/KtCxPlfvf+Wq7nO0nkkD+YArx46o93zN2e53p/onlRfME8xuflB6dfqKztQuF2TKvkRS8NvUc4JOC3vkE1ZghsZZobaeJmdcPEi/3uck/nn8DWRqY37vKiaXaxYIxI3sDwfcZyfyqIKxu3dFZY7T7ftnb960nmoGJyTjGfyFLK/2ezaeTymdflO3JGQeBz6ZP51cltIPl3Kyyqq7Hbq/JJC/gP1NZOurK+m+b5HlJ5qt9QVJyfT5ia1p/ERPYNOuPte6XyvnVjxjvkEY/Oulit7m7Rt0vlRKvybeuCB1PYhuh965nwztTzGb+9tG7p0/+uK7JW81GtmX/AEeSA5mU9D0x+XP4UV1Z6FUndDYAyTMvn7XVSgCoOGIzkjHUdfxNTrc3KP8A62VYmwmFjAXOTk5GcZAPfjjvU/nRPNbwK0vzQFkk2ZQ9Bz6HkHnrzTViW4/5ef3q5hLr03nGcr6/KOvrWKVze9ia0n+1pb7fNZPN3fvFGQFBAJzyOcNkd6vxzKmmzNA0cVqvzxTKGkwSfmOzGRglu+Oarto8tvcySq3lS+XsEm8MgJ5B29CckVc8lopo2nuZWuFiKva2+P3mSAWCkg8H+tQ1qWnoNvJZd6xRRR3kscBVPOQEE5AOXHQlW5X6EUXfkS/2h9rnka0ZUhMEYyyMTjO5eRnI49KaYIrRJmllgnRVLztjau5GBQMyksCP905x26VbeaC3uWufNiitZMORHAxfcRwWI7e5WhoEyn5sf2mbyLuXfMxhgSSIsscyA5OPQ49s/jVe+h839w0Uc7tPG8qzcKgI42Nj5sMM4PNWys8qefK0E9xGx+z+WTGCpxjOeN3HXn8KreRPaWcNs1svlfMxDOZDGwO5SCewPPtgU0hSasc5eBvJmlnlint/lWTcBsK5O/G3kEHtz0qtLO0rs3lSb+XMOQwcAEKFz93JCnPTJpLlrnzmaWKOWXneV4HBJHynuc4z71TmmaJ1Vf3Xmf7QxuJ6cdyD79K6TEV4V85lWWP73AyT8pye/IJyagYbSyVajh/cySr/AK3d8iSY6gld3HXg1VYbHkXdu+brXVhZvmsebjqS5ObqNoNFJXpHji0YoooAKM0UUAJRRRQA6iiigAooooAKjmdYodzVJVW/b/RqyrO0GXSV5JEdjc738r+Bm+QtnKHrj6Vp2AZHVfu/MOOOe2PYcn6VgQ/J97ctdHpKNK/msq71Uqfr2P5V5HJ710e1GWli825N26VVdtzB1xwueP0qslnbW9yv71t/l/xNn5QSc/qavXFo1vNC3+t85Quxum0EA/8AoX6VQ1KH7RfzRQfut2IssM5XnjHpkms0rnQnYbPPOiR/uFleON3BX1JwAPqO9F3C1xYTL5u7axz/ALGQOD9P61cudPn+0wxLL93c2cDbg5wCfbI/KpLi3WJGZWZvMyhTtkkZP1qnpsCdzG0ix8qz8iX7+5nf0wQAP5Gugila3s18qJmRdqhFx0yBn8Kz7a3aJ/8AY/Wty0g+dW3N8q7dnbOcg/pVTfMTDQsWzS/vPP8AL+Z/3QU87cDrnvnNQi4tonuraBlV/v3D9ACQDnd64HXtimStaS38ay7WuLVfN7/JkEZz09akhfzX+0rBHPbzKWJyMHjgAHqT/IVz9TqTNWX7N9mjZoPtiXDR/wCp58w9QSfTjOenFPkFzZO0+1pfLVf9J8xN7KXLMDu4VRxzVH+0dlttubSPZ5Qd0Vskt2RV7j3OB+tTwzwJeSM22KKRmYlZPmDYwFwW+YgD2xSsVcdcts3RRT/ZnWUvsjj+WRe5wMluvJGOaQQyveXU6r5UvlbQcJk+hyAWHTHJqW2jluLbyLSK5b0diZPlPu3P+etaUenXz/ura0Xylw3ltjrk5HJ6YPcdjV8rC6MRYftDrFP5ssXlHzDIfv8APIKgc4PfAI4xT2ae7hXasq+dhX2ybk2qTglTzhhlT0PIyO9Xm0vUInjaTTWZNo2Hb6HOBt6cgYH86z7mG5t/l8i5WVlZD50pDjJDAqeejHaM8/UdbUWQ5aGZd/ZInkVYFbzEXy5mwQ/qN3rnHHfIrmFt22Mv2RdkPzwFjnLEHjnpj+tdZqFpbPDt+75bK5kx+73Ak4PYE5zx6iuSv5G2eau7zVkZo0bjG44ww77cn8qvVmd0gaDyttzcz/6QsWzCn5R6kD61VtU2xfxe27rjHH8qqrKt3cs3zfN13Z+6D09qv13YSnb3meVjq1/cQlFBoxXceYFJRS0AJRS0lABRRRQA6iikoAWikopABqlfRSyp8rKqdyxq4zbU3VkXE0sv3W+70rkxUtOU68JBuV+wQxfPt/2eT2J9q6rTPktpl+b5tq/L2PsPU5rl4l3/ADKzLtUMf90f4mugs73yofN2/PtHyZ79TnFcsU2ejJpHWX9kzpCy/wCt8v8Ad+gwO3161zu1k1VWnba+0KR2zncT+tOh8US71inVWRW+QqfmT6HuPatCWzg/18vzbmLfMOQeePpg1HLZlRmmjQcrsZl+/uGPpjoPf/Cs67la7ufK+75eee3Q81rzyL9jt2ZfnVueB0OOo/L8qoamjRQr9mi+ThscZxnkUSRUJdCtHH975vu/3vY9z/nrV5xFbvDPOsjPu2JtBPJx/h17U2wsV+zfvV83cu192MHI549KsMJU8vasexcLjgAD16fpWLNokEtxbSzXFt97ag83j5dp6DPTpk49Kpm4liSRbZlXbGEjj42ocZyfXgjj0HvVidVuNy+UvlXEZaQMMOScdR34H6Cshy0Uysvyo3VGHzbjhRn0wBUqOhrzI0rGznu7lmVt3ksE+YHqMZ5zkjk5+oFLqPjLRtEh8iBZbm4jkO/bwCxzkEnjA9s1IIJU8MXzQfLK0TKD3HGMe3TpXmU9vKjqs8W3b0TGB74x/StYoSd9TspviVrMsyx2NpBEjf7zdhgcEU6w8a+Jd8cs8EbRMwV/Lypxk8gkn0FYkej6vEirB5Ft0xxk7TyOSDmrg0LWUhVl1lVuGkHlxt8qM2MgD1+mKGhc6R0U3xK1KL/j2tLltvXznVeME8bc88VfHxNtr1Fg1WxlZPvfMgOOeoK8+/TtXHS6V4yR2+WCfd12mL+uKozR+K7R90ukS/L/ABLZ7hj/AHlGKSgwdRM7DUdc0rZ/o08rblOEktZOCRjBO35hgjj2Fcrql3BcXMkiSMvylBuRhwcE5yOvFKfiLqsSLBPp+n/LxhrfA9BwelU5fFq3b/vdEsd+3rChU59eDXRTSv7xzVea3ui2klvGm3zU/wCBZ/PmraurfdZW/wB01m/8JBbD/mEQf9/G/wAajPiKP+HTbZfxb/Gu6E4RVrnnzw85u9vxNgVYt7phZzwfMsTOB1OHIwSce2MZ9zXOL4ikV9y21v8A8CDEfkTWraSz3Fus0zfNJz0wAOwAHAH+NaRqKTsjGeHlTi3ImpKKWrOUSiiigApMUtFADqKKKACkqSJVldY13zyt0ghwX+pJ+VR9fyqytrqqf8w+K2RlPLSlnHp9DXJWxSgnY7KGDlU1eiMS+kb7tU9rJtb73oF65NX7uBk3bv5fyqpjyk/dbdm7k57dz7mvMjU59WeuqKgrIWL767W+Tcfu9wMjNTSapbRf6qeNk/u4bP5kYq9o+nxXaSNcrti27QmSCR9RRe+H9LZP9GWRX3f89CR+tbwqWlZGFSMWveMX7Usr7lb/AD711Gg6hFe2y6fK0iurbkKnqPT29K5ifR1t33RSt8vZgP50kbfIrLuV16eoqpJ9SI8v2Wekxnen2b+6vO768DPoaS8mnSFYl2q6sM7uu3Ht+H61z9jqv2v/AF7LFcMvEi/dJHTPPGcfSr8l/wCajeazfaFyvy5y6j29uxqLmiWpvxz74YYF2r5i7jIwJAx247nipGtYE+VfmeT/AFvlkg5I4I5rC0zxHbRPHFcrt6Yf0Bre+0xXD+bA0Uu7HMcgB4PQqealpM0UmtClKNkzbomV1ygfvg9cH8KW30ve/m7dr/Kp3ZztwcZ9+TUsn71/9Uu/byOn1/EetaNpN5Uytu/2c98E9/0paD5irHZ+bDNbRbfmXaD9Dz0PtVG1t4Li2+zS2ys6sVIkA28HGefXrXVHajtL97+Lbnnr6GoRp1tdzNOrMsrdecHtwfX/AOvQ79DRNGLJp8Vo6su3zWx8mSRjtnJ4qlcRzyu3nq2xu0YyB/jXTtYsjt8sbI3Zsg/n3qRbOWJP3cC/9/AcfiaV3fUbinsc3Drcvkr9uX96uFJXo7Djfz/e6/jUqa1Bv+X/ACPWk1TRZbubzZVjXd8pK88/hVb/AIRy2t7ZmaVlfvtcgY78dK2Sg90csozWzLNxqsVwnzSt7hjkH1GK568ttNuH3SWVtL/Dv8sAt6HIxVG8haLzGinbZu2jd6e3rWVLJdpt2s3/AALNdVN01ocNRV273SLU+k6Y3/Loq/7sjf41WOl6Yn/Lsv8A30f8aiFvdy/625VU/wBkc1J/Z0H/AC0aWT/eY/0rfTpEyvJbzfyuP+xWiI3l2qex2/1NWNuyGP5XVO25SB+HY00BVRVVflXj8KdvbZ5e75N27HbPr9atGcpt6N3G0UUVRiFFFIaAFooooGOoFIKKBEkNxPb/AOolaL/dP8/WtiLxJL5PlXMCSp90lflOP5ZrDorGdCE1aSNYV5w+Flm7aK4RvKbb7MP61lCy+dvN+5u429au0lc8cDCL0eh0/X6jVmKZWRNsXypWe+q+V5iqy/e53Z/pUl9P5UO1fvtWCfnf5vv1lL3JWibU71VeZenvmf8AiX5v7o7fWoCzfw/z61Cu1U27V+uP51csLdriXc33V70Xc2ae7Sjc1oYVRF/i/wAe9XYLjyX+aCOVP7sg6fQ9RUG2iu1U48vK0ebKvJy5kzeX+yNQtvKn2xOzfJuxuQ9MZI6fQ0r6Fd2kytp7R7FXdsZAeR7e/FYJxU9vfXNo6tFPIu3oMnH5VzzwnWLOmnjX9pGodcliRorm0ltrjt85C/k2c1Yi8Sxb/Kn3fL/HgfkaqDXWuE8vUIFnTduz3/8A1/jUMlnpV6+6C5lgfsk2Cufr1/U1zSozjujrhiKctmdTb31pdw7vPkV+25zt/BhTZby5i/1Uqyp9fy6Vyy6JdpCy2139fLlPJ9arwW2uWjtt8xv1H68VJqpHoEHiFU/1/wB/8amGvWn979K88e415HbdbM34DA/Ko3n1X/lrPBB6Djd+QBpJSYOpbdnbXniNfuxRSS/w/KOfz7Vh3Gotd/69lVF6opGP+BGufLTu/wDpN9PKn9xSVU+30/Cm7V/hVV9Fx/jW8aE5b6HLUxUVtqW7i4jd/l3N+i//AKqrO2991NorshRjE8+deUtAoNFJWxkFFFFABRRRQAUU2igY6m06imAtFFFIQUUUUAFFFFAGXqg/irH3L96ulubdbhNrVUj0mFX3M26uGVGTkz0KNeEYalCytJLhvmVvKX8q3441hTaq/LQqLGu1fu07rXRTpqJzVqzqPyCiiitjAKKKKACiikpAOX5PmX5f92n+fP8A895f++j/AI1GKKORD52OZ2f7zM3+8SabRRRYTdwooopgFFFFABSUUUALSUUtACUUU2gBTSU6m0DHUU2nUALRQKKYgNFBopAFFFFACUUtFABRRRQAUUtJQAGiilpAJSUtFABRRRTAKKKDQAUUYooABRRRQAUlLRQACiiigApKWkoAbRTqaaBjqKaKdQAtFFJQIWiilFACUU4Cg0rkjaBTTThQUFLSUtABSUtFACUUppKACiiigAopaSgBaSloFACUpoooASiilpgJRRRQAUlLRQAUGiigBuKU0tApNgJRTqSncD//2Q==
|
https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTfZu-c0CdmjjqYExsZGj910SKhjqUkj-uoPA&usqp=CAU
|
relation_reasoning
| null |
dev
|
1,001,963 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
A
|
nature_relation
|
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
|
https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR0P5sb_DyMgnQA7qIMbjs01RRXTdnjYcJTgQ&usqp=CAU
|
relation_reasoning
| null |
dev
|
1,001,964 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
C
|
nature_relation
|
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
|
relation_reasoning
| null |
dev
|
|
1,001,965 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
C
|
nature_relation
|
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
|
relation_reasoning
| null |
dev
|
|
1,001,966 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
C
|
nature_relation
|
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
|
relation_reasoning
| null |
dev
|
|
1,001,967 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
C
|
nature_relation
|
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https://th.bing.com/th/id/OIP.0yxIwfe0i-01dG6jdduCXgHaEK?w=296&h=180&c=7&r=0&o=5&dpr=1.5&pid=1.7
|
relation_reasoning
| null |
dev
|
1,001,969 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
A
|
nature_relation
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
|
relation_reasoning
| null |
dev
|
|
1,001,972 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
C
|
nature_relation
|
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
|
https://th.bing.com/th/id/OIP.qMdc4egaA7RpoZBBJiNNiQHaE7?w=242&h=180&c=7&r=0&o=5&dpr=1.5&pid=1.7
|
relation_reasoning
| null |
dev
|
1,001,975 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
C
|
nature_relation
|
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
|
https://th.bing.com/th/id/R.dab6202087c3a0c0c2fd33c6aae82b13?rik=UftKuyST4oWmng&riu=http%3a%2f%2f5b0988e595225.cdn.sohucs.com%2fimages%2f20200210%2f70f5518982644814a95d5c9702608072.JPG&ehk=JrwicqBrsDz0JMGVYN8ydKVn68JxoiL2Caujb6fvQIA%3d&risl=&pid=ImgRaw&r=0
|
relation_reasoning
| null |
dev
|
1,001,976 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
C
|
nature_relation
|
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BdzWUep38ZCrHbmNiPViCB+n616Em7HFFastaTOLzxd4iuS/mLbWjIH7Hqfy4ryxsqxPr0Neh+G7kw+BfE1/gGVz5KsAAQDjPOOfvH868/kUp2/Mf1qoKzYpu6I0cpIrocMDkEetdFpuqrNiKbAl67ugNc11pwJDcHFatGSZ6t4f3DTdVuEOF8raxP0P+NU9LkHzAnr0zUekzNYfDV7m43A3k+2M46rnj/0E1QsJpJZ47ZAd0jBFx6muZx3Oi+yO5C/ZNIL95zwTwQO3+fesKeUFgE7c59a0fEkwgubfTkfiCMF/94gf0x+dZSY5Oen61MIdxuRdtyEj9+pqC5nIkA9ulU3uW3HB+lWbWwMzeZLIfXaK0bUUQlzMZse5kWMcZ6nsK6OwthCoRB7kiq1rbqJOnGe3etWGEJyQR6AVKnzFONtBJrh415cDj6mqLXImbn8DVu8SN8p5uWxyPQVjfZiJSEkYgHoaejQkmi/sT/e+lTxhgw/d8UyFAq81Zjy3f6VhUaib04uQu5gpwK6HRTuiA7kVjLEdpqzpty1tKwJ47Vip3NpU7I6zYRjJ7c1i62S0eE5NOm1UKvHYYrH1fVVithHkeZI2D6getW0jKLa3MibazEO/Pt2rLleGNuOtSXk3ktjHUdaz4gJmyfwrSMEyXPUso4k5B49hUyBt2UpYogij/PNSCspKzNIskhcng9/0rRtrMu2x+RnNUrdlDZwOK0re8wpATn17UklfUer2NWHTI1UADAqvdaem7GKsR6kqQb5CAemKpz6qrsMEYzXQlFI55XvYyptOVJGwnWiK2XoR9DU814p5znNQNc/KcCsZNX0NFe2o97ZU9KqyIKtK4lUhuvWqkzhWIPQ1LZSQzzgn501r4cgnArPuLnCt+lVPtBahRC6NlrwHofamGZlXOT+FZUcv7wDHv/8AXrRiG5fwptWGrEb3DtyTUsbll5qOVB5nv2qSJx0qWNDpELqT3FZszumcZrY3GVeOKp3Vv+7PHOKuL7ku5mozs28k8nnNakG9sYGfpTdK0ye9lIwViUZZjxk56V1kNhBZ2g+QFgDjJxmq5LkOSWxgeVhcucHGeelY9xq7JKY4wM56YyTV7XbmcyvGkgGeAsa8gY9aytM0a5uJTNcAxoeVByWIq1GKFzMZNeSSYkZ/KRR8xC5JOay5dcvIpMRXD7V65HAror63t0iaJI8k8Yz1Nc9c2/kyhAE2kcdyfwq4NNkTv0Kz+JL1WY74/m4yU5pqeJJxIfMAKnoNvT9aoXkJXkjkHjjArNZQrcVsoQfQxc5LqdKvieQScJGw6YYYP86tp4wt1VfNikUjrt5FccyHqP8AJoIbgYo9lB9ClVn3O7j8TWk2PKuR7hxgitKz1gSNjzVI68NXmSptznrUlu5Rs5I5qJYeLGq0up7LbyNKpIJYevWivKV1GTGCm4DgHdiis/qvmV7fyNmfCMeRyOMitW7/AOJd8PIg4w+oSmbB4JXA28egHP41lFHvdWtbIEt5s0cbDbjIJGf0zWh8RnittZg0qE/uLO3VApPQ7Rn+XNXvJIbVlcigm+yfCCePy+bu+Jz3IBH/AMTWb42s47bV444YlVDbqVVegHzc/wAq0teT7B8NNDtyTvl3SkMecc/40vxDsTZ6tZxkksbJfzy2auL1v3Jl8J5+428c0zOF5+ufSp5k244+v1qOOF55o7eP70rqi/UkAVsYno/i9jYfDXwpYcAvGJSBwT8ob+bkVJ8MLQXtzd6teD/RtMjyWbozEEn8h/MVT+LFyseqabp6HCWloMDtyT/QAVe1DzvB/wALbKx8zy7rWJPOkQcELgE/h9wfhWW8V3Zt19CpNfSahqFxeS8NK5c+w7D8KlVz5RxWNpd4l1FjjeOCP613OmeDNW1XSH1OERLbjJVWbDSADkilaxPNc5tP9Yo7VtWzlVAHU1izAwyH/Z45pi6w8TBAmSTge9ZTi5bFxaR29lEF579yelSXFyUyidu9ZOm3FxNHvPQDJC+lX3b5enNZSvFWNYJMqvlm39DmoULebVjazZwOKYy45xWXOzbkRaSUHgirULAelY/2krxjv1qaK8G7rzWc7s0p+6bvmjy/8KhlAhU3Ej4HRVHUmqf2rao56nj61bnmS7iij/urliR3pQj3KnPQqSao8mQEHPoKoL5k9zmXJGfyrT+yIvSkWFUbPHHPNbraxya3MfU4TKyumdoGAfxqtZFV+SQYwcBh3rbuGHJI4I6eorPFqszEx9jgjvVRl0KcU9QeUx8jBXrUH2lnxsFWHtnWPGMjPT2qNLZlbI6egptO1yFLUEuAjYNWFuW4APSq1zZSLGHT6jvWX9ouLeXEvc5HpWfLc05lY6t1L23mg8Ec/WqZPb+7/OotKvTLJ9nflZOPoafNC8Ny8fIA5H0od1oGj1F3naPao3mxipkhJWoZIDzxU21BsljlaSTCAk+3pVia2Z4eQcgZqXQLUtO5ccEgDJ/Or4dJp5yQAu4hcemeKbJWrOPu7ZueDVZoTH1HBrpbq3C7/TtWbLab1qlIfKjMRR5me9X4pPlHfioFtWWTjvVtLc+/tmhtAiB5SOcfSoRcbcnGBWk9mrbQm7pk7h371WezK534AHNCaYye0mLY4zWnDZNeSxoEOW6nsPel0fS2kVSUODzuYYGPSulhhSziQIhz0J9OOlaRglqzOU76IrvbJZweXG4xj5u2azb55ZmjjQgk8sNvH0z6VsNvmklmcxRxoQFA+bgYGSfc5IHvWbM1pBIoN0gMjFSVYEk+mR+NJtkx8ypHYQBnd8Mw5JxgAemKg1G5dYhHZQuckAsq4ULnn8atwanYS3ptbN2u7g8+XAu4ZyMksOBjvzVi6eMSKIwGlcZZgMBR256Z64AoSKdjFt9Knmja4kgEaDgs/PFZmt2EKx7I9pIGcKcHr0/l+dWdT1sJHhBtYnClhxx05z3rk7/WJZWkcExvnBK9z355q4RbZEpImaxtvIc3JXIBABf+LtXKTQ/OSBgZxjOQKuzXZkUhy2cnqePr9apMdsmcZz/hXSlY527kGzbTigLYGeeTUhPQjpn8aeF+YlBxjv1q7iI/L6A9up9KVYlDZ6+5qVVG3j6gevrRwzMcDA656E+lFwGCNckr0NFS5xyQvpgjpRSuwO18J6cLnxWtzLkW9hGbiQk8A4+Uf59K5TxPqKavrF5eRo4Vhhy77iW7noMA9QOfrXpF4p8NfD+4jkjC6rq0hAHQpGvGf0/WvKUiaVtgO4yMEAH8RzxXPTejbOiejSR1vxFeOOx0W2jUDyrL5gO5wP8ACl+I8hlvtNl37g1in4nqf51neOWnn1iK3k5l8pI1UckZ4Aqx8RHX/hIIIQcLDaopx0HJ/pirirWRMn7rONdQc56e/U1p+E7I3njDSodhYC4WUr6hfmI/QVn7R5g/L6V3fwssol1XVdamcImm2pIDf3myc/oPzrSUrRZnBXkLq1t/wm3xhWxEY+ywOqOF6COPr+Z4/Gsv4o62ureLZIbdwbWwX7NGB0JH3j+ea6XwpMmg+Ete8ZXGBeXjNHZhhyeTg/ick/7oryWaR5ZGdySzNknqSe5pQWvoipuxas7uS2lDoeegx69q+o7Z5bPwta26bR5UCh16cbRmvlvSI/tOsWMPZ7iMHjtuGa+rbho5lgJKeTL+7lJbgA/dI+neorPVWCmtDwqZzLJLxho5GBHpycVmZAuV+tdN4r0eTQ/ElzbyRsI5uYnXoT2/OuVZsTqD/eoi9Alueg6Ll4k6YxW15UXfBrnNE+aJBn9a3lzt68fSuSpJ3OinohHjHZMVUktm7HrV9Md+fTFV3lQsQa527HVFcxlG2cybM55rUtdHLRgkUWyBrleBjPeuutrZTGMChSuOa5Ucrc6UyKCEPHWoVJT5Dmu6ltVaI5HauYvIFSRgB3poz3M9ZKQksy8VIsK7vcmrCwjyiD065q0hdDJctLIRjvU9tbOsvzjhhxWglosFs0vX0/xpLYO7YwSx6ADJ/Kns7BYZLb/LnFV4YT5hJHynjpUl/q9jpvnJNMJpkGGghYEqfRm6A+wzXOt4x1O7xaabYxiNm37BGZXJ9c9vwxWyu4mUnFPzOwk01ZrGOSMLuV/K2qOvcN+PT8K5y/00PMMxn5Tjp+dRxab4i1KNJNRuTEoIIi34Ix0O0YFU/wDhHIIZXkvLid2LHCpIVB9T1qFGKd7jcpNWSNC3s/KkXZwRyK27mAzLHcAc7cGs62ltobYQwxONv3XZ9xP4mtW3PmWjDsOaHqEUzOddntmrFpZxzLyc8d6inxx69aZBczQsBHjJ6ZqGNJ9Tds7NbZS6Doc1Ue0NvArg5JPT271pafvaBjMRk8+nb0qpczBdo6gCk2NW3Mi+SRtuOBVURs3/ANatuYI8XY8ZX/CsqbWbexZrf7Es8rqzb2fGFGOQB3+tVGLk7IUpWIvs2ZMYNWorArjP4VPDPb/ZkuAciRQwz1Oe1SpDNNGbh9yxL91VXJbjpikoSbsDmkh01jFbWySl9zy5CRoMk4qE2lva5vLzogJEPUkjv06CrAnVrY/Y438xVw8sy4AOeR+FYd/uvlP2ozSlZNhjJwGVsYHf2PatLxiQry3LcWvPq8M0VlG24xb1iYfMOSAuBjJODVya/mfSbQgeZNKRuVgQQc49eB6Vz9tI9tbS2Gmo8cibgDySWIyCMH0zj/69O0q+TT9NtbUZn1CVszyyPkAnrk+w4wOPxpxbeopWWh28caQ2SmQ5YsCFYZI/zzVKRFWOQvGCXGxVCjCJk5J9SeM1biu2a2QRBGeUfezkgelV5maGPzJXyeM7mwAOeBz0AqiDC1PXG0qLyobhtkowkSIgHX5j9Bz6c4ri9V1dtSufNjklluZSAyxgqgUYxx7dMDr1o8T30s925BhAZiA8fyErngYx0+vWsUXLRbvs5w7LhiTkAY54x/nFbRgkRKQyeR7i9CSXA+VtufUfrVe5jkhnaJgwYH+LkketWrPQZrxo5EjXa7YUl9ueRk84xUt9pslmzSCRWTdhmSRSQecDGT+dXdbIz1ZkD7pJ4JOcnrTP4v5fSpcdfQ8gZ5Jo2DccYHHH9aoQ3p2HI6Ed6M/MOmOhPf60q53Dnn9aPT0Pr2FMAfK4AxycLjt71JgbQgOfU9vrUcR3SPIegGB2/GpPT0zn8KAFIIAGffPTNFPGORkAZyOKKAO58Yak+pyTXhQRhVCRJjhQQMnr681yfh+0F34t0m2AGHukYjHUL8x/DirF5cyXDZyxXIPXIBHQVo+AENx8QLMvz5UMz5Pb5cf+zVzxTSZ0Ozkir4xlP/Cw3GT+5uYE4HQjZn+dR/EdlHjCc+kcYwOmcVS1OY3/AI8cg583VAD7jzOKPHMxl8U3XmD5gqD/AMdHFWlqiG9GYKMfMBzwep/lXd+GrOVfAF5JD/x9apci3jA7joPwHJrgHJEHyj5ugx1PtXv3hHw9FZxabDcH/R9LgNxIx6ByOfy+b86KrstAprVs4P4nXEOn2mmeGrT/AFdpEruF4G7HH6YzXmTLj1xXUeKtXGueJL/UyMCaUiNV6BBwK5+ZC2KuCtFIzm7sk0jK6pA4JBjbeMeor6D8MaxFc6NJZXTqNy5V+ob2x9e1fP2loFvVySPlP1zXpVnLcPp8EtsTuRskoMjr3FTUVyoPQ7/xdYr4m8APqUKD7ZZLk8YI2nkflzXk6acbySK4iALscMg7N64r1LwBqI1CPWNInB2tbGUqfXkNx+Vcdp0cWlX17dSkiCJtsat3PGKzTsrFJXZrQaathFHGjlmVfmPbOKnV/lwSc+9SafdxX9t5iHO7qCec0XFtvzg/QA1DgrGyk1sTwofmPGEGTVG4jHDpyParVt5ttp8shGedoz9RVe7LRMOOGORiuWpA6aU7EUMpEin0NdtpNx5kC5rik28Y6k811OkMYolA5zWEb3N5tOJtzNtjOK4zW7owynA+tdcSXUg1zGuWgds59q3UTnukc6NRfzPataGSS402S5PCpwMevHFZTWR3d+fQVvajdWPh3wza/a43lctkW6ttMhHzYZv4Rkg++MU1Bt6GbmIzg2T3V9cJZ2EYwZmGcn0UfxN9K5TU/FFxqO7TdDt5IoJTjPWeUdyxB+VT6D8SapxRax421Bbq8PlWMZwm1dqIv92MfzPNd1pWmWGmWwitoUjwM7lGWPuWrdQUVd7kczk7bHJWHgy6MYl1OQRQp0hiPJ9cnHH0FddZw2NvbLDawpAF5KquM++e5qxcypIvzkgL/CvSss3cUMp2IxPqeBUyuy4pLYuTTKFxHksfSq82nm82PjDAfNmp7dSy+YMYbkYq/DhVznJHUUowG5dzKXRNi7889hSeW8MgQHrwQa6DzVeLJABx37Vlyuksp2EHB5YVbikjNSaZx/iHW7bQZliuEkmnkXeI1OABk8n+lX/Dd/Y61A1zDIR5f342+8vtXJeOYjc+Lbg4OIreILn025P6k1zen6ld6LfpdWb7SDiRc8OPQ1qqMZRujJ1Gp2PdLaR5WYjIQjAzUklqJYGGPmI6+nWq/hTUrbXrGK9th8jZDL3Rh1FaiETahNHH/qo+HcdFPHGfX2rncbOxqpaHPW0EjQTSXD+XawjMsp6KPQf7R7VxejH7dPqGpS8JOzeX2CxZPA9jXQeLr9tTb+ybX9zp6sTK6Hlgv3+c/eJ+Uf8A1q5u/SSbTXjtk8tOMhTghQOB9K6KULamVSXRFvwtqulx3byXl4DKG2W0cuSsYz1x0NdgmsW8086W0k0zQrhjHhY4+Rjc2fvZ6KK8QztbCEAg9e5qxDqlzbYjSaTYG3bAx2k+vXrWkqd9UZqfRnvtoFbTcnAGeQTyR9P51zUu3/S/L2FIncBmJOQF/X2rK0Hx5aMiW1zIyzkYGfuj0Prn2qpbXRvFlEcu55Zm3gsCc88noBx2rlqQaOiEkxzXIs4xcFBvkj2MuCACRwMDoSBx3+lY39t3lxbP5uVRpiECsAB0yMAcnjHNWJbOR7lUIEaqNyyZAYdgQCcAHvWfqtmbPSbWOMyLCRvIlcbi3POBzt64rSmktCKj1PT9BudmkQPNgzMpChiCQM+nFUvEOrJFbTP/AKxvLIC7SSGxwSfSsnwVfi52i5mSQ2sJCoy5Yk46DHGPX/CtLxZcRNbCOFHkeQjLg8spByB6/wCeKX2rBfQ8ovLprm5Z5DyDg7R8vA6VDkbhgbSOp6k/j6VbvbaTcZUtXiTODlTj2/yKqLsRckuWByQVAXNdMbNGMtzc0++kSxuk2DaFOQZAAvoe/esy6l82RCZTKQoBYsSSfXBx9Kqm4eSM5kGDwVXAGM88YpN3zYGPr6Ura3C+lixwMZBABzyMHPfmh/ljHAxnA9PyqPIZsk89c556VIzho+McHv1pkkZGPufX6VAzHcI0POfmPTipd4ZsHr09sVEpXzSccEY/WmNkvCxhASFU4pw9z17H0qB3+bJOOcYqT19egJNMRPuC/wAqKbbuC7Bm2kAc+tFICZp3RZCSAzdO2Pfg10nw2ST/AISa5lHLJZkqe2S6gmuUmyvz4JXsxGAT6Zrr/hiQ+t6ic522YBx2PmLWU9Is2iveMHw5C154507K72+1NNgDP3ctz+OKreL7n7d4x1ObsJygx6Lhf6Vt/DuYw+MGuMKwjt5Cc8gcrz/OuVuna4ubm4OS0sjOT0yScninHf5CnsangnSP7Y8badauu6CNzcSjqNqDI/M4H416v471P+wPBs1nE+261eUoDnkRDAY/j0rn/grpgV9X1mQDChYEY9APvN/7J+Vc54/8Qr4h8SSSwktawjyYAOmwdT+JyaT96XoNO0Tl9hmkjht4mZiQAirlix6AAZzmo3haLekgbKthlYYYH0/CrFvczWE8V7buI5oZA8bqOQw6HoelOubue5wbh/NbLOXb725iSSzdyfetbmTV2UEzFKroMsrYGTjJ9K7m0WYQRhMQyAYck8jPUYHauOcFY0ICjPGFHNd34YuU1iy8syD+0IsK2OmOze+e/uDUy11KjodB8Or+6h1vUU8ocWzCSVhnDEjAz+ZNcrr+qmfUnjiH+jxuduTnee7V2+lRJp0V1bW6BlT5pCOkhPUZrk/Fumxho761A8uUYI29D3rGPxXZo9rIz9P19tKkjL/8e8rYc90b1xXb2d6t9Eskb5VxlSK86tkV1MVwF8mRcAkcg9hir3hLUJ9N1+LTLrJhkbCEdAeoFXOCepMZNaHpl24Syit8997flxUN4ivbRnt2NSTW/nZ8tz6etLJZyPaKOfxrCVNtGsalmZabd2AenU1vabcKuEyOlY1vZzllBOccDjHFXVs5oWVwGOey8k1m6LRqqyaOhNyFXIPSs28imvVxEOc5LHoKv2+lMkQl1GTy1xkRA/MR6EVUv9UisoGlkdIIwu5VZsYH19fahRJ5uo+10qOCIOXMk7nClRgA+3+P8q5vxBokt5r9tbXMM8lnFFvJHKtISTtJ/EZra0fWI9XuWktYrhoIxl5XTauec4ye3WqFzr99ud4tIvWWRiQ4AIx2+XPpVxTQnIUu1uqxiLaqjCoq4C+wFOTzRHgZy/J9KybrxQrMovHltgpyfMhK/hg1hapr6TYFrqROGydsjoAB05FPlcuoubudeju0+yTnjp6+1MuLdeo5U8D6+lcSPEmpQyCSK8WUDnEq7/wzwavW3jO8f5LiztCp4MihlOc8HHNHs5Irni0dp4evIi01nKAGx+7J9fSo7mSSGVvNfCLwccEn0rmrPxTpq3aGaKW1Jblyd6A/UY/lXQ6k0OpQR31nNFcwj5S0T7se59D9aOVoSkmtR8MrXkRQkjbyFB6j0zTXTyl/kKist8MiDBxnr7Vfv0RIDMTgYySO3FRZt2KbVrnmPiWYfbruU4BkbHHJKrgAfzrkXUPnsMc81o6xqQub6VNn7pWOVBxzzjmspN93KkMWFDHG4nIA7mvRgrKxwSbbubnhbXtX0b7Zb6bMIkuF/eSbc+X/ALQ54bsP/rV6zpNzJJ4Ss7fTCPtUm4RmdsgScl5XPfAyxP0+leSRpFBbeVbnKckt0LH1/wABW14ev7katY2xmcW671VAeDuXn8OBWU4J7Fxk0bmuLHptjHY20gZnHlowHLAEktg+pyfxrKmeCx0uV7h9zKhJAHU44FWNfadtSDxfeCYz1wK53XruSLS/KJdmnOGPTAHUVVraBfqcz5gZvdjkelO35bt7/WoiO4zlf501SNp9jmqJJVkZZCM85yCOoNSWeqXVlL+7kPDZwT1NVmzuyPxFNdf3in1pNJ7jTa2Oji8SDzAZYUPOWIGCfb6CrU2tx3WmuheJpTwPMDboxkngdxz3rk2yGqdGHzkn6fX0qeRLYrnbPR/h8Jra0vL4yQRwMrI8jAZHHIz268fWkW/a52ajLeEpZybY4jFnI7Y4HHua8+gvbq03CKZ1VuWUNwfwzVlNVuW+/KzDdn5jnnseTUOnd3KUklY6LXrybWZVLuY0C8Ru3G0Z9K5R8LnO4AngEcfnU9xqEtxITK7EkYz3+lRDZtLmQDHZhnJq4KxEmmR528dsc4o3lf6560x9vYsfU4wD7Uiqx681ZJYEmM9Bxin79y47e3XNVdx9elSBwrUgFb5Wz74pNxVSR9R6470923x9snp60wfNg55x0/mKAGSKZIyR2OV7irQffEh7kZ54yag/vDghl4+tFqxaJk7ofxxQBPjKhlPWikRnXhMAgYOTiikBSe4kdeDn2Pr6/Wu3+FtzHb6nqskjgYsx9T8wrgGzuJFd78LkiuLvV45ACfsqlc9hkgj9R+VKp8DLg/eJfB8X2bTfEOrHpFB5KHpljnI/UVyzWzyKBGhYhgPlGTuPQfU13yWCwfCywjVMT6jdM7e4y2P5LVjwf4V8/VoZH/1KOCg6ZYg5/IZrH2ltjZxuS315P4P+GUWix7Pt16xMjLwQGySe30H09q8yWMbfMOfQD1Nd78Swv/CSmxtpPN8hQrt6PxkfQdK5sQ/6E4Djyo1BfjDdevPUA8cevpzVRaQpK5jOpEio/wDBzk+vpSIodt+DwOoHH5VPcW06R280yqsU6+ZDucHcuSM8E45BBBweKfa2c9/dpHawlmAJIXgAZHzE88DIzWjZjbUbDC1xII49zSuflUHGK6SG5h8JQRiFTNqMrAyFP4U/u/U9h75q3cJZeGLEW0e2XVZF/elhnyvXPv6D865cwS3koy4G9iWkZ8YP1P8AEe1Qm5F6I9Z0S6gvF81N/luctjhgPT6isfxhbtbwb4pUMbEEIw4B7n/GqWnhNPsYxZTNJ5YxnGC47nGaivLqa+tJDiCNgR99i0r54OBzgDvQ5ago6XONvLxnkCxSGMjkHrk+tdR4etI7m9k1OXHk20Zck/3tvP6fzrmr2JElwm1gp+YjnJ7ha7K+tB4Z+G8RMqjUdQcDax5K8Mw/AYGabd1ZCinuw8L/ABATTrS6F9btdzKd8cYfaSpPJzg9Afb8K9EtNbstdsY7i22bGHJXqD3BHavn6fzEikuIThmjZGC8Eg9R9D0//XXbfDCw1e88TSWtlJ/oMQ/0mRxuAT+EY7Me1W0kSpNnqlhZmacpGATn06D1ro7WztLXDyFJHTnLHG01Xh1XRbKVdOjuIg7HZkn7zdue5rmPH8NxBo9zLbySRyAfMEONy96wnPm0RrGNlqN1fW7m5vpU0qzN0Q+37RKdsKepz/Fj2rFGlWryi4vLg6heZ+/ImEQ+ipyB7f5Fa+l2kXi3TYtSbU57a33FLezhAAgCfKBnnJP3s/7Vbeh6MIryRWlEkcYySwwT1wf0qXGS1SHGUXoUYtMvV09beIBWuBh2Y4IXv+fSmXq2uhwD7Zcr04AHJHsvJNU/FnjoaTcy2WlgG6X5ZLhhlYR6Aevqe1cHbWOq+ILmS6YzyK3DXEj4BH17/hTSk9XsF0jS1vxdfRzi3soo4lKAtujEhBI4HOQPeuee7ubuVpbnyy/VdsMajPfgAdq7TTvBNsqqbm4ZiRyIRgY7jPOa6D/hCdH8sYtmJA5LSNk1d7bImyb3PJGiV1PmRoCvomART1tGZcxuMHj5hwD6V6HeeA9Mk+SOWeBj90q28A/Q1zGq6DqHhyRI7qTzbSRv3csYypPYH0PtST5uhTVjn5rORIHk81Y5l4CMMk/jjH8qp2lvqS6hHbW6vLcyDCm1OTnrjtzjrWqymWIpkE5wO5zUM+yKJUyDjkbucep/OtbJIhtvU63w7e6tJff2bqdjdBtuVuJISjDHaQcdexrW8Z3P9m+F5AdoaZhEoJxyeprm9D8ZXWlzxw6qZprNhgOx3tGPUcnI9uv5VmfErXINSu7e3tbkz26RZLKcqCx5/Tj2qIxTkEm1E4i4t2OwiVC0pyUj5YDJGT75B4/xq/Z6etpEzyyK0sowiHsueT/n+tV4sJpRlSNt/mqoc8KDjkZ9eR+taSIyxJl/mVMKWXczHPI/D9a3bMFcfFBJLJgjCA8k8GtjRtMklvRLGcLG25jjoPT8aZa2qNLDDFIs0shYNGMg54xzjk9cAehzXVpNp2m6ew85Y1VSSW4JPc4rJu7sbJWRQv4Q8bO8scMI5kdjjA9/6V5rrOoC/vf9H/494xtjJGCf9oj3ra1vUJtaUBDHHbxKZkgdyWmXcBk9s85A61hyQOLSZ5YPLVpdgYryrYJKdeMjP5e1XYhle58gyE2wkERGB5jAt0GeQBVZv9YCOhGPapkQvzIRHATs3qvRscDHHXBqLb82w9+mPWmIYPvEenSlOHXHHB70OvzA9iP1pOOPegB4w2R/Kl6ZIpm4KwFOztyP5UgDdu6ign64o/xxz6etWbOwmv1kdABFH952OAD2H1oAp+cO2T/jT1lz147H3q9/ZyR5wQxHOe1RNANxBAGDx70wsQqQckY/rQq4p3khc+me/FG3GB27UAN9ads+U9OKOG6f/Xp6p+ntSAeAWbj0wagYNFKfTPHpVuJN0nUDPUVHcoWkOBjHA9/ek2Va6GDPI/I+9CbUkVxkBzg8d+350bj0/A1dsJrRZfLvI90LDooyfrihuyuNRuxhjaFjvjI3cgsOCPaivSNHudEvLMKrRSCLA+dgpGfYj2orH2pp7FdzyFCN3IyPTOCa7P4YuYfEt4u0jdYPhTwchkIrn20qS4k8qKMeaVztJA47nnFbnw9mnTxvAZhLIssckTM/JJ2FgD/3zWs3eLIirSR6Fr1nKsnhnRYUwlnAJZ2xwpJGM/XBrf0q8tLJ7/VIiv2HTYzHGQcK0pAyffHCj8fWqPjTWYtM0C4kRALvUZdiKRlgo4AwPXgCsLxTcjw34X0bRX5kCia5K8Fmz/jk/hXKo3sdHS7OZmS5vZZLnYWu7hmIZ24UHJPGPvd6lubbSd6adfW91aSxJGWuICHDDA3Dax+8SS3UYxjvWrHDKVjlEiGSUbg/QqOOtQNo1xd74/MlWCVs3Ll8CYgnBx/dHvSjPWzBwutDlb/R5YblY4Sk0E486C7U5SdMkZBx94dCDgg8Y4zV+1ul0CJ/sojl1B0wZDysQ559z7VqQx2gnXQLSTatwSftB5WGfACvn0PCsfcHqM1nvpRt2eIja6HDhuCCDzWymnuZ8jRQiQvJ50jtKznLEnJY9z9acE87y5JXxAH4Ty+Ce2fpV7yfKlz2PHynjNROX8qRCDx128CrT7ENa3NS1dApDlFDHr1A9fwFZtyHk8wI8bNuOfLJC4zjv3NRoR5mSW3ducD3qZZSV4kZUHUYyT7/AEptdWF+hLoOjS6nr8FvLBEIEId3LZ4yMDt3/lVfxnqv9ta3ILfcbWzX7PAF5G0dT9Sck109uv8Awj/gvUNWIMl1djZFzgfNkfoMn8a4m30ye4tILk3Hk20uTsiwoA5/zzmpjq7hPRWIbCE3G+EoZC/OcYANehaf4htvCvhZtM0tE+13Mm+6mIIY9ARnufT0rkYPsWn2zxWyNkjBfPJPqTW94T8PXfie+ju3jQWEcn752wC/so/LNKpPTcdOC3ZnXGqi3liuLzF024FYWfkgEHJx0Hof8K9kfUbPxP4astTtCxguP3TbhhkfoQRzz1BrA8R+BtN1q0WKKJLW5jXEU6rjA7Bh3HrWR8NpLvRdX1Pwbq6GGS5Qz24PIEigZK+xGG/CogotablTbuT6Zp134cu7iJMPp7MSNv3oXBwRjup4HHtXU6nrE2n6RL5ZEdyVDycchiMInbnOT+FV/sv2fUDrV87hIBsgswcCa4ycMfXpx2HJ7Vzmq2Oqan5lsZY1lJ86UtkLuOcL06gc/jTc5WEoq90UtE0YXkpvtRKzBmL7A2QWP8Tf4V1jFdqogARRgBRgAVyEvh3WrWRLryjLNt+aSGXcCMcAg4P0otPE2tadK0V7bq1uOcXUDIQP99cfhnNJTsNxud9YWreahRwF+8xPIC9zVwXUkuOOpz9Pasm31q10+1t49VlFpLdKHcnlIVP3FY9iRyc+o5rdW13RAxupRxuDKcgj2I6j3FRKTbKhZGbcE+euMenNGqpay+Hb0X4RLRAHeRh9wDJJ+vQD1zQ1nPLfLDCDIxOck4AHcn2Fcv4u1W31qyu7S0mElraEBpBwsrrgk/Qcj/8AVRC61HKz0OEfbcsxhQoC37qLOCPQH3rW2eF9Osnj1bUXudQZcCOzGQrY+7npntye1VLDwrrGuuqW8X2TT8/Ndzrgyeyr3HvXUL4UsvCVilzYaG+uagzYV5myIz/eKjse2PzraU13M4p9jjfsNtdqhsneVShJiZCGxjg59fXtxWXqNpmJnQFZlbBdlAA64OPeuke/utb1+eW+jWCYqoaMoYlUADAGew989axneO7WS5ikRtpAkTacleQHJ9Pepi7O6G43Wph2C7LYxOcjG7CL1HGAwP8ACeea1beWLayMV3EAA8MucnIz7DGDUd3bK1kzxiPl8mQZDBRjg8fdOeB7U223yRvM7+dcNLnakYQKP90ADk4xj3ra/MjHl5WXrZ44VMLxuNzqVkAwCAT0PXB71o3LotsQHhLznADDgJg5OP7oIIzwKrPCJZUEcbRPIpl7g46g5JPy/wCec0P5cUih7lPNXDfNhsqTyDgc+oA5welTy6lcxhizY2izG3UpHKrmNpAVEZOcE8HaRk8etJM1nPdxWkMxlgKTuskakkb8kKc+hCkkc89sGrj2iQXISREjyxKPLgADPXnj6/8A1qw9YtZbS5+wyvt8osRErZVGYgnbj1GOa0TIZXu7ppoIQ6xK+1c+WihSoACnj+LrnNQNhsHjjmp7kx3DvPLGkRIBCQKFUkYBXAxtyNxzz+tQXnlNdubaIw27tmNGfeUXsM4GaYhkjqyggHGcVE5PQf8A6qXaepyOaDQBE2d3uKXeeKk2GRgI0JJOABWlaaPGMPcyAsDxGvQfU0Aiva2b3Sg4IjB+Zj39h/jW3LkQRWyIscMYwqDjJ7k+pPenqAiCMIAB2AxgfSkCA+4/IVNx2IJs7eB27etVXTOC+OnI75rSMTBfQHuPSoGg387OvvjNK6KSZntF0wM89fQUzyWftnB7cVrJa/KcDIq/b6RJNjy4nKnqf5mjnHyGCLU8cE8d6kSzlOeMfXnNbs1vaWTDzJVkOOVXn8M5rNmv0ST90ij0xwRSu2PlQ2K3WKLec7sdSMCqTKWZiOfpUlxeNcYyTVfzdmQMfXvQg0HeSWbAGMj9abPZ3VvGJJIiEY4DgZGfTNNS7dWyXPp8vBxW5Y6w4g+z3jiezk+UswyY/fPp/L8KG2gST0OeEhXkHr74orbufD949y8cVoZ0HzJKEyGU9O/Wip5oj5WWZrIeUh8yGTeCwCtkgA9COx9K674V6BFeeJ5NULjNlB8ykYAZ9w69+AfzrMlht7LX2TUbPz4QpBiEvlAMV+Vs89OuK7rwtY/2D4fhST5bm9/eTbePkGMD6DgfnUTlZaFQ0bMm9tF1/wCKdhZqh+z2cf2yYnkZz8o9gOPyNc14su5/EPii9eCMtbxuEjZV5CqCBz6HkmvUTbW0Ud1dW8ai8vV8oOo+Yrz+g5/P2rgdbGo6Ivl2+nCC3z/x9Z3kn6dFqIy1LktCHSZLbRbaOO63K3JlBbfvbPylR2GOuc1d1vUJPskaI/7mThRFyM46Hpk+3aucUM7I8jiQuCxLHJJ7irMdsl0yfIyjGRlskH8+BUzim7ji2kdFo+iRxaf9ulDebKmCJFwdvcY7Zqc6RLeR/wBo3iH7WieXJHtz5hz8rn0yPvE9wfWur02CFtGtn8lQAowG5IIxgE+tUld1uWfZGQDjDcjHfOO39cVjzWZbV4o8/bRLyGV55CwyTthU5Cr2+tTW/hnUL+Ux20JACF2MvAA45rtn0+KCeS5eRpQ+djNyRzyD6kd/zqvDrBtL1cY2YxKoGdy84xXQpy6GLiupxk3hKe2YebNAGbj5M4OMZ696ueEYdKuNQubCW6jnuiMgq3C84I6VN4p1OJ/MlspnAeJgp5GMg5H1rJ0BX8IeC7vWpYR/ad8PJtkYc5I4OPYEt9cetaNtxt1Iitbl/wAcXyi7OmRFTbWaYKgEAkj5iO3GAK4CCQBkBOBkiMFueO3tXQweb/ZsKX+5pv8AWEyN8xU8k4OM5yMVxmpyRPO/2bDYYjch9CcH8ev4UU4u1mOckdCtzFDL5Z2ea4IQSSiJVbaSDuYEf49O+a7z4feKLGytpLW6v5Gt5HXyLm6j8slyo3IQCcAHoe4ryj+yL23Vp7iNWWOQI22VXwSMjkE8d8+vHXitG3tisWRsC7e5wc+uO9XKEWuVkKUm7n0mkweMS/KVbkN1yPXNYnifyZdK/t5LZWvNCcXkBLbd4X70ZPUAgn8a8o03xfq+haf9jt7pPLzlfNAcAc/KM9Aavaj4n1i/0qTTJbhI452SUkQbWkGQVGf7pOD7496xjScZXuaOSkrNHX/ZdU1HUrDxA+opf2dzG1xbgIUESsMlcc4wBgn296q6b8QdGubmSLUkktDuyJyu+Nx2Jxyv61Bpf26DwhJpcszLNLFNInPLk/M4HHr835ivMt+yMAnLK2CMcEf404pSbuD91I+ktNNjfwB7a4iuYm5DRMHHT2q49tAi5kAkVf4HGQT6Yr598NJNe3aQad57SSTqqtay7HiZjw309c8cV6edR8Qi8gtdMMOo6XaoYpr28k27nVsO7P2z2xngVDgovRhe+6Ny80XTtQkka5tiZpDlpEbBY/TvXPQ2kvhjVBFo+tGS2yDc2UkfmRxp6kjhCeg6E+h61d1LxZplnbSJEH1CdBiYWUm2NPYydgemf1rmE1y8uka8vTDa2NtmaG1gXbGvof8AaJPGTTS6srfQ0PF3im6uLqTRNMjaJXKrO0ZzLMxHMfsBwCOp5zitbwr4PbTdNe41EK1zKQRBjKxj092/lXmlt4kv9OnmubKZIJpyWNwY1eU5ySAWzgHuRitjStXvb3wzqV1dancTlUcB3lbI6AY545NW4tLVkqSvZI9eXTJHiJYFQDjleRUD22z5HJGeDmvCYPEGo2skaRalqe85VUF3IcnueWPT1rqD421XTrCMS389zM4zGspDlOOrNgZ56USpoIzdzu9en0fRNGlvtXijnjjBRIWTJkcjhc+nX/IrxTTtYgeUi5s4IPPJKtFkqozwO5AFS+JPF2teIbVLe8uyyRSCURRRhFD4I3dOTgn865S4urmW7W6EixzAZV4UCYGAAQPQ9K0jTVtTOU3zaGzLdLJIU8zEC5JKnBYAnGB656fWrel2y28H2mY+Y0pDSIrBwCD93jp1zj3rkvOuGkt0lmdkY5w5+UH1/wDr11MFwsEYMjyYUADaudh7lfyGD3ptcuiBO+rHuLmScmKZjKJAZFDb8jHGBxTblpIZ8AQrEvLZGfm4yMkdOo/GqlnqTR+Ime5kUG4CjG4MQOcHPQEc8e9dVdzRxRNv+ZJFAyRgkemKpk2MeGL7ZZJG2WKAJGvUcngYwflPJpl07+XMfJgkN4Gi2tEDtlGOFUAYA+XaPUE5rSexgk3Of3jAYBBwQw6HA7ev0qtH5ltJJJaySRusWGdU4AbKsM84yMYPUkn0pXKsc3fW0TyyvDamG2VhHuXJCtj7uTnBOCcHniqDeVCpR9xlDcAdAMHI/lit698mOJo7d5AjNuaHGEBwcED15PPv71gygSSAhcbRg5PJp3JaK8uGk4Hb16VEfl/Dj8amkXaw57c47j1pI4vOuYo8Ah5FX65Ip3FY1tL0yVYFlkBBkGQD1C//AF61lsFii35wB+ZrqZrONY9iAYXjpz06UQ2CSyKmwEjkAjvWd22XZWObs9PuLnkJtHXA5P51p/2JMygeXnvwOPpVnWPE1lo0jw2caT3hGHYHCIe4+tYj/EbUEUlIbfGMANH0Pr+NVZsV0jSh8P3U0g2REZ9eBReaVZaYoN/qMERIyqZyfyGa5bWPG2q6nEYZHEMYbJRBtPSubmeTefM3Z77utHIHOzvZPEGg2a/6MHu5QM5K7F+nIrG1HxfLqETIkSwqGG2NRjA7nNcvu9qczK235MYHzYOST61SgkTzt7mhHqDhZgY45DKoAdxlo8MDlT2JxtPsaja4LdSPbtVPdTly7KEGSeB9aLAmbWkaRqWsSlLG1ebHBYcAfjXZv8K9SktkkjuEjkxhlZCVz6Zrs/AWmW3g7wlNqepzxrGF82aUrnHooHc9q8w8T/EXWNb1f7RZXVzp9rESLeGGYoQM/ebB5Y9+w6ViuaUvd2N7RjG7CbwB4ihVylkJwhwwikBb8uKx7dZNOvvs19byQhzh0lQgj3x6VraV8T/FOkynN8t+jHLR3sYkyf8Ae4b9a6uL4l+GPEKiHxLonkAjBkRfPjHv2YfhmrfMt9QXI9U7EvhfXLbRoJ9P1UKyIQ1vI43bkORj6jGD+FFaNv4a8N6zbIdJ1K2ubZPuo8qkoPo5DD05z0orF77GvunS+IPCbX3ii2vI0xb7cz7eBhegz6HqajvwmpWUc0LszXC+UgXqE5GO3JJyK6PW/OstLFpHKS0nDSgYKr2/M0kNjbW1zbkAfZrGEuT6t2B/AZ+tZSbehEV1ZVimXSrmztZtjwwRi3kAGSjEDDd+cYB+orSurnTX/wBCuIcCTgqy8Ec15pYaxLP45uY7uQNDqZKFScASKDtH6FfyrrLTz3kLuWk8tzGXPOcf4gihaOxVrrUxvEnhGOW9Y2V1HGZFwBMwVBgcDPaucNhd6BOiatZSweYPlkxlT75zXVzTXd1qkgCYit2DKzJwSMcZNWtb8T28zRRzxiZpTtcsMr07DtVyjdCT102NTSoEuPCybN2wEnPYjPb2rOngWFQAFz1Ga2NBkHlvaIMQSJmMdlYdqgu7KeeUCCB5Wx/COn49q55QtIuEtGZnmRM0nmyYt2A3q3AjbHyvntjofbPpXH3cV/NqE0SRHdFvMqq20qq9T74/z1rs9SsEEAtLi5zLK2Bb2wEkrMeNuT8qn0Jzjniq8+nWKWMckMbGSVY7V3SbezFGGWDHGcBQpI646YrohpqZT1Zy+iaQmuXwtpImMMWHlZhhSOwJ9T6VleM7a+8Ra/FYaTG91FEsaWcVumVkLZ3ktxtYY5JyMdxiu31GcaVok9lCEhaTCu+/YqK2WY9/mOe2TgjsK4PW/ESaTpt22hyzqJQ9uLsnDYyrccD5eDtPBOcnHSrhrK4paKxneJ4v+Eb0o6VLqkc2rOQs9tGfMVIyDg7ucMBwV7Z4HOa5fSrURsHkQHceO9dt4n8J3+s3NtrsewSXdpbm6hxlvtPlJuJwPlBypyeSSeO9YVtpeqwsPM0y7UqcIojJyfXjPNavbQzj3Iv7OkSTzQ6zKsyxBom6MRuC4OOcdfpU1xF9nu3EycgEAlOTk5HGRXRWvhXxDDG9/LYuriBthZQ7KCeVxk8+nX61nyqZrJ5NzSqDszsAwv8AEDzkMDgVnc0SMX+0ZLeWTy7cDB+bBB59QcHiuw8C6HJ4htri6ltoQtpKpEwB3kAHKjnG3pnjrWJb+GLvUpI4bOLdK7YLFshR69O3WvR7+/tPh74c07TUAeWWRDOqthhHnLE+7H+VTN3VkNabnDav4nuf+EgjkjQ2zWbAQo4wQMkMCMDr39qhu5pLPVk1vSZPKW5BeN9qsFYj50III4P+ea9C8WeE7XxXafaoSsN+E3QSngSDGQreoPY/4151oFhf3OqReHprYxNdH97vOfLHQyZ7Yxx69DUppK6KfZnbfD9/tt8+o6sUNzcW1wlnsgSJfKUDzJCUUHBJCg89DgViXuq3Gv6JqdwLlmjswlxHA2Fa3T7jIVGBgZVgwBB5zhq37K6hj8Rabb2snlWc8c0MB/u2yQukY6cszeZIR3468U7SNJ8L6FbSa3bzpLHDEY5riWUkDf8AKVaMngEkfKee9U7NbGavzXOI8549StT53E1vHMCvBwy/MuPT1HStfX54otNt4rcKSQZZY0GAVAwDgdu+BVy28KyzahawiN4bSKFomR+WjdXbKMf9kHIPQrg1Q0vSm1fxQz2G4W9u7FJ2GUQAbQT65z92pbTfoXHbU4fyZruTCI0mD8qAcH15rv7DwxrF14Waxtbbb9p+8S+F2g5bn8qn1bwPq63MRsBAlkcmeOBsYbPbPO0+n86ke+XwjA0kjy/aFXZBb72HmHtuHZe59cY70SlzWCKsC/D67sIA8TxyzgAAyPhR9eOg9OtZV34A8R+YrkQy725kWUBQMfhVe2+JHiiyZxcCzvE3EtHJDsJP1XB4rSHxY1GSDjQrIMnDOZHIJ7ccYzVcsugnKN9SS2+GupQrBcTTWQ4BZJEMgJPXpivPNa8PX3h6+a3vIZVjckRSlcLIAeCDXpNv8UpDv/tfTDIAwEIsvkUDHILOSSfyqzefEDwh4i0SfSdU07UbeOTgOUWQxt2YEHORVQ509RS5WtDyb7IrwLkBsLwcDFUvtl3ZsYZJHMJYEqe+DxV65UW07p5qtDn5ZCuAyjocdicUmoWF9c6XHqRs5Vs2bYlyyEIx5yAccgc9K2RkyO8eK5b7U5Y7uQyDgN7iuitrxrrSIgkpLRrtcyjAXsWI9BzWb4ZtzN9qiiDFQFO2YdTgbh6euK2kj2yi2jtyNx2JuP3l9TzzjHNTJ9BxXUnUpFp8Tgt+9GQsfOBnABHv1z6VHI8e1xK8io6gEouc8jjtwOT9aklmhhlyTtUjktwAvc/SqwkT95K4KwZO0Nw3fDNxwDwcenWpdykOtbBrydwE3R5JBxg7c8Gqmu+HjYxNcRD5TywPY+tdRpkTid96KpYBtqrgdOo56Va1ezubjSbpLe3knmZcKqLk5zxRHzEzyPr36HBzQimKRe2xgeevarsuiaokjJJY3Csp+YMuAPbNWYvD9/csm8pEGGOeSKtslas7+0mFyocc7hk8+1WpruDS9Ne8mDkoMgIMsT2ArG0tjbL5XJKDGe1bwtzNAgcZ78c0R2uElZ2PK00TWdQnkkFqw8xicuQAMmus0DwQlrILm9Kzzj7oI+WM+3qa7W20u4df3VuVToWcYGa2LOwht2BlIlIOCp6flUOokNU7nJan8PbXXoFIDW068CdUyD7EcZrnrn4SakGkxfwzsRlJDkEYHCkHPHpzXt0NzA04QJiPb93HftVe/PkytFjAYZJPp6Vi60k9DT2Uep4BbfDHxBeNIIXsSY/9YjTEMvoSMZx7jipR8K/Eg3+ZDbqdhKKsoJLZ4B6YB5P4V7YLOCbZJLuVoz+7lRtrofUH09R0plzcy2eEvXTaThbtVwpHYOAPlJ9en0q/by6C9lHqeLwfCXxTO2DFZx+7T5H6Zqx/wqXXIJVze2XHVlZjg+nSvard/NiLxuGjPRkOQT65FP8AKPls7846cVEq8yo0onm154K1PU9PtbXV/Es7wQrhLaGAKinseuCevOM063+FWjQbJLi5uLrcudjEIB78V6RHaROwLjnv7CmXCxmQkYyensO1JVJW0ZUoJvU89Pww0WSQbBcRc5IWU4I9KivPhXpIUiN7mNv72/OBXdySjcoT7w7jpT5mLxAFyR646mhVJdyXCPY89h+FuiLkS/aXPqZKK7dH2uwkkA9OM0Ue1n3DlidFZzvexztcwBhcEK4JzhegH9al1C1xcxWcWVhaMySN1JxgKP61AI73zA627AF1JiUg7Vzyc+nX86sHVXm1WWIDbExCAt2Pr+PSm4PlbtqJS1utjya/09tP1sTeXl4bhZkJ6YDA4/LpXarcJF4mnt8uEnhEwCjrg7Tx+Ga09d8MHVWuVCGNimQ4PBb0rndamex13TLpokLREea235o1z8wBz0OentWauzW6Z2EeoWH2NormIjIwDjhv8KzX0XSby5tf9FVlI3Fu4BPFbZ0e3lgWaKQSrINyYOQR60lxavCv+jyJERgJxknpwBXQ+ZJXME027FlLezsY0ARIlU7Qw4qnqSytBuJkjjzyobjGeDU84mNsudxw/JkTYVUDluT69zTLy5tj5CvcxLBIN6sykk7epA/u9Mk8fnWUo3KjJJmJNH5Uc0cJZ5o1JTYwBJxwQfXt2qTyYbbS1toosyxjehxkK3LFV65ODj61Yuri0RZI450Y43llTAA7k88elZqT+XKiYfd8s0SuNq7RkAMe2TuxioT5dDR+8Urmwt2ZzcxJK0lwSXYZA6Kodc8qSAOO9cRrHhiPZdSXpjmuY2DppscmEOWCbmYDdtG4HYvJAxkda7SaRpLkmVyl0ykMzScBsnIUMB3K/XA5AqjGkcl3NcxghnJO1uA7AHOVyew9wMdqunUaFKFyHxHo0+vWn9j2TodreXGJU8uFpYWUBx13LtJVs56g9q7LwZ8NdF8JYugv2vUWTD3MqAAdyEXHyiubhg+x6bp915azmymMixCYkYOQwU+hXJx05BxkV0Xh7W7v7I+nX1zHJc27fIZPkaWI8qQM8kZCn6e9dEKkUtTCVOXQ6O/06D94QkYMqlSSOnBwcCvFL+2vbbVjb6lpAKM7It1aJsdhjhioOG9+BXsL3ombEfO3JYK2WJ5wf92slraO8jkub4uscfzq57e/17VM5Qkvd3HDmTszA0uysvDGni/uZEE0h2RJJ0LY4GR1Udc9vxrkdVhk1+WdNU/eTyOWjuYxgKD0AbpgenpXT6zb6hc3bJcWpXzMLZiNiGA3cAHkbgMEqSN25s9BTLLSY7O5Qpq0Au5InBRlIRyM44PGAeM5HPXpWCua97kmju1hAmgxTCS8tI1Z/n3kI2dp/HrjsCPWk1nRJrCKfUogIb3VtlnJOowYYuTI/sdgb8cHtWVo1zc6Trs13bi3up7g73V02OVyQoyDjduyuOh69hXSanqul3Ut7b6zIwlihBmctiMR4DYBGSB1BHBODT2Ynrsc54IhvX8UjxBewQ2ejXq/ZbY3UgAkA+WJEQ8k7R146tVnxbD4esL7T7Wy8Otqd1eiVfsq5RgEOCx46c5+bHHPFM1bS4FnHirWpbiY2jj7HYwpvSNFA8v5QOFzknOATjOelQ6m93qXjKTQNMBWCJwL14F+ab+N/MfqVLsxxwPY9KtStqTy3ZtW7fZPDBsI2867KeUIpbrOEyA251GX2KduRyRxmtCws/s1skMajy4wAqqgRQf90cD/ADzVv7BbweZJEsTPHC0bs/ACgFiFHcknk8DjjpUczGwslSbJKqpGDlhxwue54zn3rLVq5qrLQtsWtolyCwZsYHUn0qS4WPbgiCQMPmV03KfwqhD58zIeZGI4U8bR6fjSo8gnNuT845YscEGlbUtbFG+8IaJqLM8mnWKsRgskZQ57nIxzWLc/DXQ2lUxC4hXp8ku4frXWJOoZYiBvJ+UOMA+9XWiQWhLuoYnJAOBjNWnLoKy6o8//AOFVWkjM9tqtxEg/56Irj+lVv+FYl7loW1XLHgBYcEn/ABr0Ka7t7WJZWlWO33YU4Jy3OVVRyzdeBms25efUpJPMhktbQqRJGkm2WZB03txtB4+VeT3btRzy7i5I9DirDwLpNnPNI0sGrtGdn72P/RYWyOuOZGBAyF47E84qQ+HdWvb27m1O+XUXvIDaxiSHYIG+8gQfdVdw2kDH3gfeu0lX5kjtgkSwKmxSuBGoAYfLnGPbpxWlolimoSbpZswoC5hP3mbPEh4yAecD8etOLnKVrkSUYx2PE7CyTSbuWK3Q+UyiQyyD2zsx6jOPw96ne7PlykEABSQ5zgHnjbXZ+M9H/s/X71wp8uVluI8c4DdSf+Bg/wDfQrkrhXf5Ni8tgjPJ98V026M533RjQW0ty0V1cyMYmjwEZcke5H8qW4KvbEy3AjKyKrADgKeevqelbToDwqDcVCqvTBH9Ky9SeCKC4iCDftzhl5BU85B7ihxHzHTaLGscDvkFVGSAOnoP6V0kF8kNpv8ALwSM5B46VkWv2e9tA9nFDHPIqlYtxEUnHY/w/Q8fyqWdptoSaNYWRfnRVwQfTFQ1fQpO2pmal87PJ/f5Puaq2dm8zAxpkscLj19avtDJdyCJE3buFA6g12Xh/RE0+2YyjdLkBfQetZzfKXBNs83Nlc2FyUubaSEu3yl1xuGev0r0Dw1bQf2fNJJzKhG0H09ay/H7FNV06Jn/AITwT9K3PDap/Z8nmEEqw69hT5m6dxNWnY2Q0U1sEH8RzWdc2vlRsRwScD1q6ZUV2FuBkcnccLj1zUrXsO1IxHlzyWI4+lc+ptbsZU1vNDJHsB3bc8dSfXFW9hvLJJZDh4jtPuO1NllM0jGN235wSvT6f41ctlXaLdwu6RcnaenpRYUiqIVaMAAnjORVqO2DxfM+0AYyBkkemKRLaTzEj/1eehbgAfSpRDFDHLHLfp5jEDdtOVHcD61Sg2xcysYN/o2ly3qOLfy2HDNE5jYt6HaRnij+zZIcG11K+tmPIHneanXjKvn+lacs8aXMttcOsgwUXBGcjODjPUVmR31kjOJrhA6r/qd/zFuw/wAaUrsqNkio+qT6UrjVUWRCuFvLaM7QOeHj5K/UZHsKfBOl1i4jlSSFxlHjcFWHsR1qVpWKgAHLcsW4IHYVmPoUaTyS2NxJp91IMl4B8kg9JEPDfXg+9CSe4m7bFzazXJ2EYB5HcVfEDqoIxwMnuKzYtQFrshvrYW0xbCTRHNu59ck5Qn0P5mr14t1Np9zHCP3zRHaFk2spxkHntxT6k3EitkOWccmiltdRjntopV89EkjV1ZY8hgRz+uaKBm9a+XdXf/LeJ0OPnXGVxyM8AjofqKbaxOIGw7lC5Kq0eTjJ/n61LPdWlu8txa2UwnSMgOeFPqMZ9vSqum/aJFNw0jG3jPmWasdrKhHIb1wc/pXSpcul7nO1dF7TZolaWNZXMeVAWTrGW/h+hNY+vaI9yzPFGZJHbaygZBHZvwrXhvZpWmyIzlUIUDOTjvnHFSwvcxu0UiNJg/62I5IOOhU/54qJRTV0OEnHcwfDV5Lp9tNpV9N5720bMqKCSq5wAxxhfQDr+VaUV097PiOdYuAoWNNskftyD+fA96rpIfPMWBJgs4jVSDkAgBh3HzDjn9KvR30i2+37Ky3CnYUBwEbtk54HVvp9azTfVlNW2W5Su7ORSpluSlmXWKOINvaUgnLHPcnnAzVGa5N1cqnm552crgsVbGD3wOf8irE7oYkmSV7qV2G51XLRr/CoAxtTPU+/NZ80ok8y3tohiEAZChQBnp7seTxUSd3c2prSzI7x/Kge6hBLNNtDPKQV65Jz7A4PSs+7vY4Gl8ottQfvHkPEi4LDIx0G7IJx69an1m4WS5gtrfLF926FWAyFB3EtzwMED3I9a5KO0ZGkjlzPPG2BZ2Y3+WzZz8/AVuFGeeQc46VG5cUaH9qXCNHciRSY1MRaRf8AW7lOC3XJ5HTAyOoq7bXbRR3U81ukFssJdyzh8ydAAW5GSQRjGAO+ayb+z1OC0tfsNxHZJ9nLS7ly0cisCQzMTlucnA6j3rRjhvJNPikeWG4VCNsszZXcq4Eh6bm+8SDxyMdKvl00C6Tsy4Yri6u1na3SAI5xK7BFxuG1Du4LbRyF5GcdaZcXkkEhkjdTdNF+7lUAqhJOWyASGwf4uACfWsmaGVYmljuJrp7d1E8kgcsGLDadpOSpBxhcdRjnNTG3eHVYbdHech9+G+Ug5IZGz3QYX33dc1cUmrMiW51ugan/AGlAkc1tJHMjEMzKAhxnLIwJyp6Z+tO1XVdk1vaWsMU1uhBdycAsPb+6OOenNYV7N/ZUUMMMfl3Ep2yGJThQRyf94gZ//XVzTby6NzjzXgSI5fzFDmT5QCCOx78dd3Tir5EtjO7bLy32pJpcnnZMz8LHDGo+qgDjj8eueuBVGfTHv41E0ZimfaSA+GiKsGByMZXjBU5I5GTmrzTyCKTNvGCwyxKZIHYex7/X6UqX9unkx/a9vlITJJKVLr6rggZY8YA9zUKL6lXS2Mx9NjW+tNlszTWs2ChYbWcgCNycnKqo2n0Iz1qC2sraecPayecYmklaQ/6x3Ibc6AgDLD5VznA6Yxz0Nlc3U63JtAJIc5BmA8vavOHbGcnJBAzgc96W/byy9zD9ikVE3S+cpKAbQSu7jggAqTnqR7U+W5N7MwLDTZJbuafVb6SNryNJTGo2oBC25VjB+YxgHaWfG4k8ZNalpcsYpTEVM8i+efKj2bnIGCWP3iQCSTj7uBVZ5fPUXc2l2V3LdlUBt5TmSMJuJJbkADHHfrWhDcWPlxyxh1W3YYib5t2R9xOmT6A/Wod76lrQLDzbqD7PebIy0Do0avuA4PIPHB5xUN8l1dXafZ4zcBgylEUEA4A3ZzyBjJxk57d6lto5Y5JjI+5VDpHDEmSG+Ude3Xvxz7YrFSxi0a+u74WV40wlV2FjOEKblDbsc7iSTn346VcI3smRKW7RrxQ3tvbQHZmJkBMxHyY4yc5/EVWe2uIL0/u5QAM8IQzHudxHfipdM11LrSZIkjL2wkIlt3QpPGxkyVwflIIIbAI646cVu2et2UsaSLdo0Ei4wxw0HBJEmfu4w3X6dq2UINXI55rQ5VdW+zSKJNOlimkfB3nJJ7YIzz/nFX3uZo51gjtlmuWHNvLJ8sII4aTg8nso59h1rUmvJdYnQWaZtwm/eVaKZiG4IJGBGR3HP51krpMlnKVZIrKNUJjWJyXPJI9ecdep70OCeiKjNrctWdgZFOo3bNPOmV8yVNhCHhRH02A5z8uCcAk1fuLX/QRKsrxqwUMGx+7HqfUDjP8ASlS2mjshPdXiqjxF5N43KCehOevBxgc5+tPso0n2vLKHgw2VcYUHIKllPfHPPr3qPZ2Vg9o90ZtrYf2nc75ZvKtIcOhZCgkTPIOcfKMZAOOoPI4rUtJkjuZri1mt2e5KBJCSVjgUDaP945ZgO/05p1w7T3Ah89VidXRriOTaUOMfKDx7f44qeGwgsIEJkj8gN8uVxgngYPcnPTvmrhFR2Im3Lcz/ABHbB5LOa4Jltxutb0lcZjkIAb22uFavM9Y0ybStUmtZn3FDhJB0Zexr1y8t47m3nsrjyAkylMZbkHocdiD/ACrkb149c0bT7o2kAu44xv8AOl4YjIZCPqDirlNJ2FGLaujze2gu9WvnsdOtzNIg5UHGeemfX61R1Oxub+2urC9QJqNnbfabaWN1kSeFc5XeuQzBclWB/hKkcZHVXg12z09Bawyy6jdbre3toF2xWkZByzBOkjDIBf7q85BNVdDs7aG306a7lti9teyIPsY/cRwMEWaNQRyASMse7Eg85pcyQct9hvgmJ7bw/l5P3RiBLkZ+9khR7nB/CuhYiSONJkeWAnEciD54z6Y7j2P4Edat6P4bW0gurWcedbKxWIRDYdwJAAJPYYH48VM9obWSSQGF3LZ+UELGOAAB1yBxWc6qsXCm2JaJBpEeZY1laU7Y5Quc8dAOx+vNXdKuNQ+3KL4tHCzfukcqC5xyQo7DvUGlJqU1yHMSssoOAwyoGOM47mnaboN2/jBNTniMVuYGRklkJlSTPGTnkEdCMD1Gea52nJXZtzKLsYXj2Ga81u0uIkz5UJMi7cEAHrnP0q54YuWnjmjdAE4DZOPm7jPqByf/AK9bGqQJeavHaHJXzDEwUZyJEKgn0APOfw71gre22lLbPJFLGHuv7NgiVctubDO5Ge2Dkn6dq2hdx5TKWk7m9rFx5skSWsXllFySx4PtjPSooVmuLlHQryBktyD7it1NJtbuBJYbqG4SQApIpBUjtyM1QfQbiG93whG3nPytgA9hj0qZUZ9i41IoS9eOziWVJCOdq7uRu7nHfAzV6B7eGNGQr9pz8rOSQCR1wOvsKqHz47ZhJGWfO1XAycdyB78D8Pxqjse51BbC0LrcrH5m8j5cdCc9upAx/Skk1o0PSSudAbhXleW1be74SOVyAjnByE56/rVFrI3MkzR7ZAjqrbclh7Yx93nr9ahazi80+SyIkEbCNSuAFHO5fYEHgVO95BcXMcwuJ4Xj2klFILAjIDD9aXMmCi1sVFWJ5Z5BgyRS5Mm0bs568+h/mPWozbwefI8ZyzEoshX5pMkZPTr3qGHz/t91ceSVhcZO1cKVOMdc8nBP+GKgE802qPGsW+1tYDOsjNgBe+enQjp60ON9UN6bk2I1ilmvb1bUKceZIck49F7471bW/tUZYbcxXe45E3mAkqMdAO3vVBp59VhluZkSLy4xJEJ1yPLU56kY3E8cg9ah1mCyhtre6+zqbq4U3BeRNpii4AztAPJ/QHimopibsaF2bMzxASxkE4C/fJBBydoBznpWHcQXunXbnRJD+5GZLS4/1Q4OADncpPoOOelUd6y2UeLyVZyR5jeYcS9cHPPA7f8A1qqWt9Mkc0dve3BMsuY2OCpRcYbnHVuc+goUWtiW0yfStcitoGtNWkezaAkRRMoyoJJIzuUEA8DHYDgUVJfW00jbZLHTrtAcqJo2yox7fjRV6EHealck6S8cXlB5SqDygQpJY45OOODmqttI0FsPnuYpUJAYOArc4wo/KoLqOO58K/abdTk3IWLaffnpnvmobB74XMUk1qvny2aF1YEMDuJABOPxPHWo5G7Mq6WhaFzNbNGZJHLqNis+ARycHnggHr/9etO0efUXeebbJDDkRyMBtDZGGAABBA6H3965kXV2/wBoDyRCAkxz3D2xlIUjJZGDDkZA6fnV9tVjaKSWC7nZZFAlDN5Tq2Bh8Dpn+lXaUVqhWTehqS3kcMEcc27zJGx5jDa5b0QZOM88k4H44qNCZopssSiDLR5z5fGevfPr1/lWfLDE6wgC3C+b+8ZG3MVyDgk+pzkHrnPap9RumsLExRxtJ58vlRKoySM8j6DqfX1rB3vrsbKKW25DNePBOkcLorPwpcYGQCRwM9gcD3qlJNLCz3Ox1R+IxnLKdpySf73X8x3p+mXLRXkc8ux9kgaM5Ughs7ueeeOSOmQOKztRuWuZ9Ve5k8ixs5SiyZxk9xgZzknr/IVLVhp6kF9Lp0cCx3Eckry4YWsb7GkJOVLtnhTjnr9K56fVb6fYlq/2KzLblgtAEU+qsMb2J6EEgdDV+80lbyxebRZGiuhOYWjkjBLHYuOOckZ4P8iK5ue6lGr3zZy4XaGKMQz4WMKvQ5zjaBjJHXBq0tB31NTSra0vr4iS4MWn2gd51C4IhwxO5iSeSff0z3q7bzt4g1KO8eWEQxMQYGOyNExtKf7wB64PrUdzZp/ZK+H9Mjknub2RVcoQWkREUSHjIb94TnkAbDzxiug0HwtdWarqOsW8Md+8IjVFUBhwMlsEjccdRj862pU29zOpNI5rTdRNvOlg8clzbyI8Mu5MkgHg546HaB3wM9a2IbX+wMSRxebMRiGNmyWPqf8AZByMnr0710c+lW9tHFcSIJJ92Y13YJPc59OxNYuqvczpHYg+XNO2ZXXgsucAYx93rgDHPJoqR5NiIS5tyrZQT392RfP5t0JWmlCSZwcDO49gFwcdh+VTi5kv5Y7WymMOnEOd1tCWdtrYJ/3c/iBz3rM1u8ttI0+bQ7KcfapYiJJFfo2chc9ycc/l2NY9rq01kqeTL5IEipKq3O1slcZ3YBBOCpPQnqM80Qbe5UkkdBHFcQMY57jzAWZJMTLGQqnbx+Ixk5zmpGuoX0+W5CLExuRDErR+YHbaOO+CcjA9+tYz6taWcaJZ28dlcQL5UtsyOZXYk/NuOenCgH1zk5yETxDGusxBMC9edHYOV2RDrs2ADLcA5BH6Vo030M9D0OJxasmnYZYo4onEML/P5ZZ1Yn03sM8dhjNY1gv9v6RePayqs0VrJZurRkRHb80TrkchNzqTwcNjqAapeDA1/eHUpI3jMi4uiy7zcFiSrbv7o5wvqB6V0emXCW09hpoje5e53GeYt8sKbWAP1ygBHTnvWLdnYpIS32WNlHHJM0rwQxw/LwccgvjtnngdQAAKrtbNM32mRzEIhuO0YXBHK4PT0BFR3EkqNdRWwXZGVt8k7nNzyzH6op49yPSs6TVUhlFlDIZ0tHWK7w247ijEA/7OFKj1Y+2aVrjv2NbULtZ9Lc+ZlriMRSyR/K2QzEh8YJxhVz9Tz1rP0LU4LnSre8EEsCXEhMzPkKYsbEVcZHCqrYIySSRUMNw9xY6R5bo32hWQFslozIGJiYjpiNVUHkg/Wuc8MvfusFjcoy21tOsRRlwFXPB9wSeD0Oa0grEvVHo93Bbw20lrqETXVvLIkcijkmMK3zZ744PYjbUV7DIlzNbxFAwwQXDEOVwAGIJ3MOpJ/vH1pVa4cac0ZYRqPNlITcxUbYyox1ZirAe2ah8yNL2ACaUTTo52xdI1zg/N2xjbj6USas7glqrGnZXUsMKfay5KRMgReiggbh/tEH9PSq73k9wzXHlW32dOArcrjjHoQ3Q54xjpzVOdLWBRa284dQNoJydo7jr1Prz9aez2RUW4LF5JCzFeVwOxz1HORWLqN6GnIkaSXix20l1fSIwQiRFly4HTG0D+mfemR3l1HZT+b8sCzEIyxAgozEAMBnoME9T371T+3zQMY4oxCUJ8sldwJx0A6YHU0y2nuZGkllLxLMWIl3hSWUjO0dgOOelPnb3J5TamuS07eZHbeSpARplxgdyMep/L8Kksfsk99/oskxdf9aFZnjI+rdelUF+2T3qRECTMgcFnGFXOSRzyM8HHc9KuT6i9rGJQvlbxkhkzsPbd7nGc/wD6qaYpdiC2eO/tnuo7ZJbeSdyjSPvUquUUp04OM44Iz3qsYLGO+k5jKCTzFjijJYFvvEjtghseufamyawwuXt45in2f92GWMDzDgMRGvtkZz6ZrPt9VjutUZHHkPLxHGsm5c5ZSWPfJC9PX2qJSu9C4QL+oW+hL5ks9os9xLGElmh/cyyEEYDMpBGMD8PWmI9tLJ5X2WOTdG5lBk52jn5jjkE84PXHNZJ1IJfPEHijjhkKBZkQGQbQTkg4JB3c98e9WjObmBUt5I45plLvFNGVeZsE7cjGMDAC4x1NPmbKUUaQmj8yOSOR4Xcg7mHEgwBtznqTjPWpLpLIXLtHHmfGWRgdpAOAcjofYVgpcvuV3HyDcR827yyvUY49jnjGD97rVv8AcvgyyiIysF3hyB0PJPp2pc3cEuxrwakemUiYj5WgYgsey4Pr79KeXuZmguPtURki4kj6sR2HOPz/AMaybaEpP5UQSQhshXOSR6cHv1qdxLpkZeYiEMw/ezqFWMc54Gc54FdEYxkrGM20y5q+nQXdpdOXEbGNXLo+0gqdwPvjqPeuP8SWg8iNo4x9svWlKo3HltLt81ge7cEDHZj0rrJ78PbSxTTKJmGIiq9BgEjGPTPrVDV4EurKJ5DaAxsPKEnzBS3UKeMEjpyAPUVnbklZjtzK5R8MQT6Vp/2aK2ntrSNsQq5wCuOuBnGcZOe5rrLa4u3kGbYJDF87SEEdmOOfTAzXLaIW0y5MsNk7SXTJLLJGrsoAUjuxxjPGcA8npzXUJciGLH2eQjdh3kyQc9B3Hrmto1H3MpRRUS88/W7WKMBYYlUsFbJAKk5b0GASPr71LZiWFHupLdY/OYhWKYbbnIQdeD2J6c+tWbCPTZbm6kERjuZR+8kZgwKkAAe2FAGOOPrV3YrWLRoSUJIwDwf9n/PShpvW400mYM5Lq/mPA07rnMMe9ie4U9AOgz7VkPJDHq0AMkqh/k/fkDBbCqsYGcuSOc9B7GujmRjJJDGgWKPlljHOAeVzjt/WuY162u9Q0+SzsUXy1bzCAuWDqw4yD1x3GOBiudKzsbp+7c0OY7lsoIyxIJ3bWO3grjnIAPPr2rCure4a906MOJIl35LJyEIDEEEHn5eBz+taVq1/qUuLUefCGIG2Fk5GM8nr9RitMaZdJcoJ5oSXnERZDu2E54JOBnpwOfpmnGM30CUodzmYZtQ8yVEupihOAkqBCO4PI78YAqddOfU4I/7RLNMsikgyElwpODsyOOcY4z7iuv1PT4Jbd4I4IJvJXDSXCsRu9tvp3/KqUSRW0hmMVqtwTlpbeHaSBnGd2TnHQ/l1qpLlVmSpOTuipN4aim0ueztWCXUkQB3J8qIWGQpx1IGAO3Nc9e+G3spt8OyVUOArjARewwMV6eL6CHTkuYojsIyAOCp759/WsN0+1TlwCNxyN4xkf412U6cHGzZzynJPRHEWMeuxvJ9gF3ETgvIsiAt7Hf6e1FberxLLOmw3SEZyU4z09qKn2MR+0fYtJffYPCWlfOVdp2IGeT8zVG+pNeahNIJN3ynG4ck5H+QK19Y0qS5+xx2qeZcRlnRW6A8YP0Ga0LDSP7NsbS1SZQsYIYogGWPVucknPesYKVkXNq+hySXLyQAuSVQ7eTnBx0pr8TkxxKd5UkheSRnB98V1WpadZqxeWJ5ZSuAzEnPvjgVjy2sFsqYt5C7DOCcD6/SuuTlJIxikm3cpK8SSCIxYmJyHVzk9c8+hzz/9ar19skWJAcGMcEjOT3/DH86r21or3LOSWLcszDknt+A7CrD2k7R4CMTtOCD1OfT0pKmua0kU5u10yFdOt7yB7d3Me5vOkkXghvUEdOByBx7VJeNZ+YtubJp0ILtJ5gyWx1xx7Vlatex6bZHzXMe9guMck56YxVi4mN5q0kMSHeEjJXGAAV4/OieFpuWuiJVaSV1qZWr6BfPp7W9lkwTTb5NpwU9QAOmRxkVQ0Pwlr1+XN+VtoIpGKXZjzK5ycBV6YTOFZu546V3VhDJbR5d2jYE7mPIIxkHHtzmte1d5o49hzCecDjHvWLhTT5Uzbnm43sVdD8N2miWSW2mWPlBU8vzHbLN1JyTzySSfc1ZuEhSRPNKNITxGnr9fT3qW/wBVit1jjSRTJIcRop5JHU/T1rItleK7eWYks5+aTsB6Cr518K2M+WW7DVNPDzwPHGC20+Y6rkDpgZpgt7aPy7kxCe5PyRq3A9iT6DNaRmXynSLoTg7jwB3Oc9hzWXcuZoFhg4jdSQ38UigjnHZcnjuevTipqSi7JDjFrVnnet+EIr20iTTkWN8ksVGfMJPHzdcg8j8fWpLTw9/Z2qLvlEgibYQ67yJSp3bWxzj7oJ68nqa7SFDaaXI4G2QSOInKEMCeS34Dp7kelQ3flRSSR28bExrGAQ+CeWBOee/J9c+1NcqaY3d6HFeIvDwv5ft1sC10inbG74SY4+Xd7is3R/Ct5dQaTeXVtJHeCaV7hg4YtzuiYe5+YEnsPeu9hjguJzCk2Jlj80wsN24dwGGPmxggd81pb7RLSW5ukMNoroHmXlcAHI/3VwC3rjHPSnWnFr3RQTT1MWC/0zR7R4dzQwyNKFYk7G2g4BOM7eDk9uvSr9rss5ba6uA1tclIrVN8pdWPLAdByNxO7HOR60yK0sdcvftENzYTwo5dlaUu8aNyemAMjHy47Y6cVav4hc3KXI3n7IcRAZOQQcbj6nv9B6VxOPU3TE0/RYhdTJcJttzvnmVXIOGJOM+rN0welbek+HtDSCNhplsJZoIxKjLkhf4UYEnOOgznoTWL9mls9S8qEzS3MkaqrooKnywSBk8c549K0bPV4oZ23vHC0ShGiZTvJHBPTnA4H1963pzitGjKabN66jgSJYjbp9lYYKhMAdsjHTjuK46bw0NJ1K1jtZJJNPiBET7t7xr12NngoP4R/DXT3s2+3DyyNHDIPliCkyScdO+OOePxNZt3f3E9sQCsKJiNYY2Jkc8YGfT86urOHKTTjK5z+oQ3enRadb2sZnjMYgaBvvSMSWJbuAA4JHHUelWrm3keQYxEvlYl24yy7mwD7dzWtM6xxTkAiNbryiTzwFCk57HK96xt6wWyR3HPlx4znnLEnP4ZFcU5XOumkU5LTYsiJwQAFPXnIwP50bpVli/dlnkbaB1bbjk+2OKLi5UwebK7RebLvA2ZIC45x+Oaqx6kEklKII0YbVfG5yqkfe9M8Z6daIxTLk7GtbPI1ncWklxOWd1eJSA4LDqPoenHriq6QmygnuJZVn2xgZMO0gbvujH3VPcD0qexha+09pBK/wC7GbYg4BIySo4HHpisUNPHZQC5Qh5ABJ55yqtk4UY6E8k49Qa6VCKi0c7vzGnFNYpbP9slmAQmYy4IYLwcZJGVI5x6898VVh1C11LWXjjmkaIRb3dgB5iA5J57KoAI/wBr2rnrqaS5jiS4KBUikLISVUAYwxIHzNngL0wPeooXis9I+3oSFkgNmrD945fBaRyvbjAHUDeM8cVnJaqxcdm2aV9rn2ppIneQpI4SVt+1grZwB6HjBz2rDvNQ86eL7P8AZnnMREY8zaSVJ5HY4JJJ77vauavLiSDTwbeR9s6hlfOWPXLkj1x+tJHFLb58sYUxhBIy8bQOQD656/SrjSV7siVTsdjbaraJLHbebHC0St5sk24AtkZTaQeCOh9s1uR63bsyQrN9qtz8yLNJuYHjIRyAR0bjr74rkPJjeBvtLudrDckvzm2U/dxyN5I5AHTnpnNSWqw6fIDE80lvCDjzotpPC4Lqc7vvOpHYjIxTdJboFU6M7aN4biVYynluBlTK+NozgAnuORj6+1S2dy8kCyE7lXIcOQQBn6HrjOD61ztvrVjHcxyR+Z6y+UvmEdNoweoGcHnjGc5GK0layaRC7mDeQWCNvUjnDZxxg4JHPH0zWUoStexcZK9jrYLuIRnCW0igb2i2FRKf7wP+PXFY9p4hv47lIdbsZI4pwVHkbzgZ+V2UjBxjopOM85FJbL5UUcVxc7RkiLcucMeCFYHG08MM/pXRxw/YrWT7SftDmNiipHhQQOnJIBPX+R5xVU3bYiojkTHfaZqFzFcSL80mDPGdwkjJBVsfwk55/Ec9ame/QyRvGkclwmYzcZ3qBkYKqccHuT6H0rory206O0hRp7qHgFnhfBwRzznpnp1welNjTT3kRZI5RdYJgaVFkAPZgWHLfpVuPM9SeZpGJKk7z29zfJdRwxRAsqqfJBzg9Bt4Hr/SugiuDNHERNHMqMcBQQpUDuT35GD+lSrB5F2kVxdSxG7LEKpO13x8w64ycE49uKjnFj5UNs8j3ULE7QiMjA88b1wNvYqc/jip9m3sLm7kSzDdHbGbc8mC6OMqvygge+QDVqZoo7YTRQtJcQyBfJX5dwz0OMc9WH09DVK2tf7Q1JgPLheMZBBLsQSRt4wM4HHXA9KtpYbpVlOrS5LEAJEq4OeTzn5vU1UKU3shTlEyh4Nu9TjdtQ1uWWMytI1nbs6QFtxwrHO5uwPTntWtonhfR9NhjSzt4mT7xCnYGYHjK88j+lZi2kEVy8qXuokqzbJfNj+Y/wATKdp4z3PXHtUwuWEaRrq2qR7BjC+Xj9FFdMaE7XsZOrHa51Tqpga3jhaJTxiMAZ/EdKw7q33tDDb3KxmF1dY0uQFTAIBC8kE5PHTim288xtl/08zSRHJluF6r7hSOh/mPSnwNa3EojMqeWq5E4Oxw/PT1FZTc78qWpUYq3MyO5SQQOiOMRAHYjHAXHAx39eprHmunm2WvmeXKzACJhk4IJBPsQKu6vo97Orm3zLDNHgyrJjB78EnAPtVFNNltozLJK0jgAqQxJIAKgZIHTNcdWEkjppTW7LFnrk1laLLNahLYNl+ctIuP9YB254wanupVaNL63kM9jLHuRohkLwSR65PUZ+lZsOmrFHLD9mk82OMQqiyO6YAGGOQPmGeePxOKnhs/7LnuVjmWeSUBJLWMYjA4yfdh2xinCbgrMJJSd0WrVba83OFdnGAx3MPzwetFWxHKit9jBMGflWFQNvHQj196KPbSDliaH21ptZlijBEaRADa+NzcEnp2Bq/dXK29i0szH5Rngg89gOmTXGR6stn4imhk8sTCAMiOpJI9Rj+tV4NUuNXuWNzE4SNiY48KBg4w2QOSefpXYppRsc7g7nQahqLvIpiYyBACV8vlm7KMdSazZtQnWZU8u3nuJD82FbEfJ44I4HHWoYb62G5IpljkjJzM5yFPcAd27VZsobG3gV3kEs8m51VywYEDk57E56GmpcurYrN6JBNbXCRugQZboRkZHf1qW137kRvMnEfK7WwwPtkVfSZzE/73KAZIYZY/57ZqNJ1CpKHkkRxuaNeFBx1IxnPrUzrq1rlxpO9yrJpvlyPJcOw2nduY8Y54z6/SlF3aRSyYdBdsABuU8gDA5wOKS8ukuNkQDKAxIx0xjgfnVbULTZiXG47smReQD6VzSrSlszaMIrVoSSdriJt5YSo2CUJAPp9DjpV+28zTbIK54PIQckn09sd6ozXyQ2ymK23XRwkYbkgngEj07e9Z1jNqN/pGL1yt224OcZA3EYUY44A9+vtUKL6Dv0NlLRIL0SyyBi53K3XC4HT2Haq/nz3LC2ilJ3MQWAz5YLdc+pxTPKkutNcSSS2vljygyrhgvYL/AI1QubqZNum2KNCsh2tLj5wnc5/vEce2apJg2mbMwtvsVq3nSvbMwCRIufOPJyfbI5+nbpTUvQ8UMMUcT3Hl+bktjbz/ABH056VTvHi86FE35SFAsRXCIqscHjqSCR+FE26Nmk4LAiJUcYySATxnqMgflxUSdtxpXLxninkkjyxEhWSMk5Y8cn6Ajp71Cy+ZLJ94wPglgMDJByPr61BFCwnPnfLvDIccsQDgH2zwT9KrXeoG1jeOEMWDbXZRgJ6gYH3uf0pxqO2rBwVyxJcRJveKKMuCCXEeQQp+6B7DjP8AhTLzWIJo49tq91FO7kWkyhRA6EZJwORkkgnB6/SqlneJfxSQySsZlBMcJTDZ7kdOPTt+dX0Vba2EjzMwHzs0nIJzgEjsBwDVK71JkrAly6wGPda28sil5fKhwqqoLEsepGBk8k8j1rL8+5eX7LbbpZdqPJcCUhgcZQ/MBjgkZP0xxWhbPIllNMkjMznDPt2Cdsg7uuVH8I9qz4Ymd7u/meM3kyJ84Cjf8xUnngDJ5HtTltexMUW9Uu4NEvgfs/8ApRs1XzTIMkZzjbjvjLEYzgCmJqN3NqVlKLVVQo9w7ycAFVyFx2AJH+RWfdHF7AkNsJLiOKGOKVl3BvlbtyOScjuPxxWnZws95BHIAzyMUOx/lGQVJx3AOCazd9y0l1LNleSvEP3zM3VyXJMhzyfYdSB7VYS4+1RHiMSB0myMKoQNwzEc84I+g96hsbYyrJI6LuI2syjGG4A4/wA9aWOJLi2eKaGWDzXAkXGQ6nIBz6AdB/hWbve7K0toMj8y40a5EhLMLlJiOhA8wE5/MmszxC5F8/lStHAi72ULxkYxz6n09qkj1VPIu1McSh43RkVzvkzjkkdMc/mKm1RjLsd4sjGUkiOSTkbT6dM1XxIF7ruY8kypqCSTnKWkSzIH4LyEZH4jIJH+z71f0rTotSgjuRJIJHX5YXTAYfwlj1x/FirUGj6TNqCzaklywlBlEMvCgt0OPYfLn1rRW40+3nKXXyvKMnacAHAG36YAwfrW8YNWVyJVDNa/jivUtYpFjWNSIix7bT/XJFY04hv9FudQikc3UcgjvYoVBIkYYDrnOAR6dxXQTWGh3MSSvavHJKwTc0RQhScZPXtnFOsPD+habcyPbXUht5oTbzRE71kQ5xu68jOR0/WtvYu25l7RJnnut3janG17N99ovLt7YYTai4wuDx5jEEk9lB78Vj6jY3S2kNrNLDapHb5knaXIDHJkCqOueF56bfevT08D6bNIDJ587buBOQAoyCBjPTgE1pJ4D0mWMi+SOXzCXl3jcGY9T16mtI0HuS6ytY8PvJRp93ai2TzhFawGIhMhjsOPTs2Me/4Vo22j6zfrC9rbPDHPtMhuU+aPONwyw6AdMAV7vBomiWsfyRoVGCBgAAjp2q6Daw48uIAHjPfNdEYW6GLkeTf8IJqj3byaU9ytvIgVluyCxyPmGVHQ8EHrjipv+EE1e0kSTeNq/Mdy55xjOM8tyfpmvVTJI7ERIeeCe1VruEpGzvNtz1HYVSgtiHNrY8c1GG1sWZLq3voLfYoAjttqE5OT3xnvj0oi1XT4YBHa2H2mFWyWM25QxB5wCMEj9a9EunIkOH3L0Pv71kXOmWVzFJDLZxlHXDKg2g89eMc+/Wr+p8yumSsRZ6nPw6q06hAjqGG8wJFkAAcHGc46/lT7m9cRRCY3ELMATDJERgbgAFyTxjLfhTLjwPbLIpsb+5tQFxsZt4Hv61fTQby41SCKaSOWyEYd2ZckSKp4Ze6k4ztPeueeFlHobxrxl1L4sLGZmMNrJMr8BhOcA46YOMHgsOv6VJDcXWlXsckaPMiD92jSF1RcZIxydw6j8sc1mxwvpkEttNGzGRPKVtrujDOQBjJVu24daRZ3tJHvLl5ZEc7IpWO5i3PEnHboMcj0btzcsovY1ck0bMl151o1xcXCMu4XBd+Fjk42lMZ6cduhPpUlzf37yQ3KWv2uCNs+csuVU4G7hB0Bz279KqQLBqavcWssAh3KGTaArjIU7fTBdvpnNUXhs4IPtAkW0jRz5UySFpT0U5PdeBg+1CjIHJG8/iex+2SCKGVmztKouD+J4xnnHWmXcv2yHDLcoz5aUSoUcqencg5BwSDyKpaXqC3EqpfTNM8SgBfIJfdtOWJ45PU57HArZSKxQZePyRauHkZoXRSpGCnOcqcqMfU9q1gpQkpIzm1JWMcXdujeX50atGdoQttIA6DHFWE3O2zBz1+la8F/YXDSWV88Evldp4gWU91wc5A7Hr7cVTNgIWuHtnhjgXBFspx26Jn9R07CvRWITWqscnsNSa2dVspHxkk8D1NVGRVldMsyIxOT1YcY/Enir1ohSONJCBwSFYc9emPUd6juA8cvlRIfNkIAIGcDJx+pOK8z2yp1Ju++x3ezcopdtyBNW1KGTC3TqBxt6qD6VqQMmpR75WNtcA5d0Pyk/wC0OgbvxVJY7KyngFwPNTyzMx3YEYHJJ9RjmtGO+iv4HhsZfssjRfKrqq7gejAjtUzxEGrII03uPPmJPGtwse8KwUtzJKT15AwAeOKqXn2NPOka2WS5RjjkqQxxn8qredr1lfx272093ZyArNcFwShxgMnXg5zg1Ylud80EqOtzGECM0mA2eo3D1PPTjiuec762NacbMuW3keSpjla0BALbjglvT8KKph4b1MGxmkRCQskRKhqKy1NbL+rGLp/lWrSX1zHFPdzHBUnLAAAAewqysNuf9KmyNpOI4yQT+I7DtUFzbRw2JeIbSxGcfQVdhhSGCONR91V57nOa0lNvQzUerGNOEnSWwtRGMYUeWuQCORk5xnuajSGQycyKD0O0cE/X9Knt3zLlgDiNiAe2DUlupLSZdvlAbg4yWzmk029WWklsU0e6Eg+cmN8LweSOcDFWbO5vVkaKO0aRkw2OSB15/GnsjLK8YkYeW2FIwCOKntribdAPMIDyOrAcZAxio5dQvoWFs5r2M74RaSqMHoQQep9iBQmlQOqoHl2RqFZ8YB46/X1pzO9zPEjucO2Gx3HpV6WTyYdiKAqjAH0raLiuhk7sbBDBZ2jNFaqVQZBIyWPr9apJcT3jJ5pECOisI+AxOeufT1rPkvLie9jBkCoo+6q4B5p0Mz3Gs+XIcqQVx7CiVXXRFRhpqWYUluppoBeqTCSxbJ3FzyOT/MdOlSeTqLokTxyNFtx8pAU+30qlYWyW2oXYTPzcc9sVWGpXSSW8cUrRr1OD13E/ypxmr2aE422Neaa+hV9lqC5AAK8HOTgfrn8apf2TO0gldISVOE3SYKjuR79RVybczKhdslFYtnkn/IqFjLMxV5m8vaZSoAGcds+lEoxe4JtbDn0ae6kfybtYNoA3FMkn1x25xzVS+8K3U+/FwhRnVtoYqSAB/Pk1p3l8dOtbeaOJGZnAO7PoatTXckiI/AJ9KuMINaohynvc5S00GXTWllSN5J1YlVVhl+T1P44/P1rctfD0ckRlvrtvtEwAdIj8q+gHXp0zWrDbq9xM5LYhAIXPByO9SyoFVWXg+1a06UVqROo5GLcaBbwbjG77HIJRuhPY9qypreFZcFIyVXAJGcfNkg11/wBnFzK0Du23OcjrVY6TbOHVgfqOK35VuZ3exzP2Sy8sYCbwgQgBkOBnABB/OrllYaXA0RTTMMB8p81iAcYOPbBqpc2yxXUiBmIXpk+9W9zW2mSTKxLh1jUn+HOcn61jXtZWRVNt7mjAlm8bxRWUYgQElQuQxH+FUfsyRq4EYEN1J9oKSLkAkgk57Htj3p9o7pZrOHOc4x25zVx2LNNnBMartyMgZGentXJOV9DeN00YT2NqbksY1G6cTlFAIfGcr0+6c1DebjEwiR1hkJACnGF4IXGOBx29K3orSOe2SVs725yO3WqN5CI7ZcM3yy7Bz2NZJtGujZnwO/2LFw4XzSu5THyoHQe4HP51OljHO0dyZgpUkxs0ePmIKnIwcEgnANQ2cstyZJncHyj8o2gY/EYp+twFIbZ7eaaBmlRCUfqGByee/vWkJaEziZWqX8EM721lILu5iEbTop+QKHBKk4+8cYrS/tgXMFtL9ilheU/LGsfBbncuR2HX6VzU+lppCPLaSurSIXUtyVORnnvn3qTw/qdzPoMsiv5cqynDDn5kc4bHrjit4VGtTKVNNHSxfb7yPMVlNvRtgL7QSPz7YwKsQ22qyr+8t5ox0IDg8enWq1prUymJGiRi8JkZuQSeMdPTn867eJAyAj5cgdK7oVXY5ZU1c5+xsXdvMG8QnI2yfeB9xV5LFtx4Ix6mrsiBJ43XguSje4qvKzxttDnFVzti5Uh4hYLjO3PcHrVSayaZm3ytjvj0qT7RIWCZ4pjTORI2fug8evSjma1CyehTfRQzKRIQMc55yarSaOdxSN2z6Fa04GKRbR1Ofm70s5KSIwPVAcVcaklrcl0ovQxRpMyNl9m0cn5sZPYU+KzkTL+VJI7DJKtgYP8Aj3q1dXUsPzKQTuyNwzjkVYgkd5XQnhRxx9Kj6zJ7lKgktCqkMsDbEDjHBBXAJ+tRzJG6lJbVWTcGbK5BI6Hp1qd7icsGWUrkgYA+lUb/AFeaHUVslDFXLFnZyScY/CpdePYtUZdymfDmiTSsRbvA0hyxhmKDPPP17VWbwfp26KSK/nj8ps4lXfnpgZGOnJFb2kQm8lV2kKruOV2qc49yK1LfR4ArbpJiWPXfjHNZKrzapFOnbdnDHw9eR3LSJfWl1udfnKsHXGeRn1yc/WnTWHiOayit7a0Se4BMk26YIqnBVF68gDkepb2ruk06FL2duTwAA3OMioZraO0vbdUyY5lYYJ5T+L5T1HNJyfUOVLY4mTQfE7sm/TYJCBhnMi5I9c5JPNXIdO8Qx2zRpYtvLgFJJRtKZ6dfp0rt7OZpRMHA3JOYNwGCR6/WllO3GKpq4Xsc3DbXptLSO6AiuBvEgjBYIeCBnmsa7v5ba5mjlIleSMXDcFQy5IKgeoABPpn3rssb7tmyRgdAevArmtav5Yr+exwrRgnBcZIbbv3fXjH0rilSi4t9bnRCbT9TNbU7ewsRHbbpBcnzlj35CLkgrg54POF71r2VvD/bNvLGF2yxAsJEwSuMBSPbqB2/GqN3YRPqTyxloQiBjHGcK3GMEV0trpcEyI7l9yoMEHHbFTUo2cZepUZ6NHK2ul3Vm87Q63e5tWCBHZiISTyOc8dgOldCiq+oQySqm5FBdkGcnjBJ9vy5q5d2cILJg7JZk8xc8Nwev5Cq8iRi4iTyxtZSCBx3FZzVioO6NKJtrMJPlH8O3oR60UlxHDAifug2f7xzRVWRnc//2Q==
|
https://th.bing.com/th/id/OIP.rDqQyETkd5Gii-NucHLtYAHaE2?w=292&h=190&c=7&r=0&o=5&dpr=1.5&pid=1.7
|
relation_reasoning
| null |
dev
|
1,001,977 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
C
|
nature_relation
|
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
|
https://th.bing.com/th/id/OIP.QJk2eNInDru0vDAbLYbCtQDREs?w=120&h=180&c=7&r=0&o=5&dpr=1.5&pid=1.7
|
relation_reasoning
| null |
dev
|
1,001,979 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
C
|
nature_relation
|
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
|
https://th.bing.com/th/id/OIP.vSHzUvNAjee8UppmuT-C8gHaFL?w=245&h=180&c=7&r=0&o=5&dpr=1.5&pid=1.7
|
relation_reasoning
| null |
dev
|
1,001,980 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
B
|
nature_relation
|
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
|
https://th.bing.com/th/id/R.7cdab3780771098fbedcdc6798883e07?rik=UyOVb%2bw7U8f5BA&riu=http%3a%2f%2fimg.coozhi.com%2fupload%2f20200615%2f15t9r220u9m23p27cdab3780771098fbedcdc6798883e07.0x750x450.jpg&ehk=%2bTBTz%2fHtKH8eB6e6lfGmyuQej8W1HQnq9H8V3nDEiug%3d&risl=&pid=ImgRaw&r=0
|
relation_reasoning
| null |
dev
|
1,001,981 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
B
|
nature_relation
|
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
|
https://img95.699pic.com/photo/30375/7279.jpg_wh300.jpg!/fh/300/quality/90
|
relation_reasoning
| null |
dev
|
1,001,982 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
B
|
nature_relation
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GZZnRGDhXkJBIIIz64IBApRbABB5sx2y+dkvyW56/mfzpJT7g3TvoiJb5/szTtaqI1TecXAY45A4A6lsAD1PtT5bxIY5WkikVo4zIVyDxkAZI4Gck/QUptUaUyyPLI5ZWJeQn7udo+gLEgepz1pHtBIJg09wRN94eZ05zx6dB+FPln3Byp9iV5lE7wqhd1iST7wUfMzDqemNhP48CnQSCXawVlG4jDDng4/pTTGTI8izTI7IEyr4wAcjHpz/ADNLbwpAscUYIVTxk5PXPXvyTTSlfUiTjbQ//9k=
|
relation_reasoning
| null |
dev
|
|
1,001,985 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
B
|
nature_relation
|
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
|
https://img95.699pic.com/xsj/0e/8n/0y.jpg!/fh/300
|
relation_reasoning
| null |
dev
|
1,001,986 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
B
|
nature_relation
|
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
|
relation_reasoning
| null |
dev
|
|
1,001,987 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
B
|
nature_relation
|
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
|
relation_reasoning
| null |
dev
|
|
1,001,988 |
Doğada bu iki canlı arasındaki ilişki nedir?
| null |
Simbiyotik ilişki
|
Yırtıcı ilişkiler
|
Rekabetçi ilişkiler
|
Parazit ilişkiler
|
B
|
nature_relation
|
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
|
relation_reasoning
| null |
dev
|
|
2,000,034 |
Bu görselin doğru başlığı hangisidir?
| null |
Ev temiz ve güzel bir şekilde dekore edilmiş gibi görünüyor.
|
Bir fil toprağın içinde bir köpeği kovalıyor.
|
Bir kadın caddede motosiklete biniyor.
|
Bir kadın köpeğini gezdiriyor, bir köşede duruyor ve tüm ışıklara ve binalara bakıyor.
|
C
|
action_recognition
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
|
description
|
finegrained_perception (cross-instance)
| null |
dev
|
2,000,051 |
Bu görselin doğru başlığı hangisidir?
| null |
Ormanın yanında şemsiye tutan güzel bir kadın.
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Bir kesme tahtası ve üzerinde pizza bulunan metal bir tava.
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kahverengi ve siyah bir öküz ve beyaz ve siyah bir öküz ve çimen
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Kocaman bir koyun sürüsü hep birlikte dağılmış durumda.
|
D
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image_scene
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description
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coarse_perception
| null |
dev
|
2,000,168 |
Bu binadaki saatlerin ilginç bir özelliği de zamanı göstermek için Romen rakamlarını kullanmalarıdır. Eski binanın kulesinde buna benzer iki adet Romen rakamlı saat bulunmaktadır. Bu, yapıya tarih ve mimari ilgi duygusu katar. Kule, benzersiz tasarımının yanı sıra üst kısmındaki beş köşeli yıldızla da süslenerek ona farklı bir görünüm kazandırıyor.
| null |
Bina, Romen rakamlı saatleri ve tepesinde beş köşeli yıldız ile benzersiz bir tasarıma sahiptir.
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Binadaki saatler dijital olup zamanı Arap rakamlarıyla göstermektedir.
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Bina, hiçbir ayırt edici özelliği olmayan, modern ve minimalist bir tasarıma sahiptir.
| null |
A
|
function_reasoning
|
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
|
reasoning
|
attribute_reasoning
| null |
dev
|
2,000,244 |
Ernesto'nun testi aşağıdakilerden hangisini gösterebilir?
|
İnsanlar sorunlara çözüm geliştirmek için mühendislik-tasarım sürecini kullanabilirler. Sürecin bir adımı, potansiyel bir çözümün tasarımın gereksinimlerini karşılayıp karşılamadığını test etmektir.
Aşağıdaki pasaj, bir problemin çözümünü test etmek için mühendislik-tasarım sürecinin nasıl kullanıldığını açıklamaktadır. Pasajı okuyun. Daha sonra aşağıdaki soruyu cevaplayın.
Ernesto, yeni bir şehir parkı tasarlamak için işe alınan bir peyzaj mimarıydı. Belediye meclisi, parkta açık hava konserleri için yer olmasını ve parkın en az %20'sinin ağaçlarla gölgelenmesini istedi. Ernesto, trafik gürültüsünün müziği kesintiye uğratmaması için konser alanının yoldan en az 150 metre uzakta olması gerektiğini düşündü. Her tasarımda konser alanı farklı bir konumda olacak şekilde park için üç olası tasarım geliştirdi. Daha sonra her tasarımı yol ile konser alanı arasındaki mesafeyi ölçerek test etti.
Şekil: Bir mimarın tasarımını incelemek.
|
konser alanında hangi tasarımın trafik gürültüsü en az olur?
|
Her tasarımda parkın en az %20'si ağaçlarla gölgelenseydi
|
Konser alanı ile yol arasında en büyük mesafeye sahip tasarım hangisidir?
| null |
C
|
identity_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,270 |
Hangi ifade Taklamakan Çölü ekosistemini tanımlamaktadır?
|
Şekil: Taklamakan Çölü.
Taklamakan Çölü, Çin'in kuzeybatısındaki soğuk bir çöl ekosistemidir. Bu çöldeki kasabalar, Çin ile Doğu Avrupa arasındaki tarihi bir ticaret yolu olan İpek Yolu üzerindeki duraklardı.
|
Sıcak yazları ve ılıman kışları vardır.
|
Orta derecede yağış var.
|
Kuru ve ince bir toprağı var.
| null |
C
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,282 |
Her çiftteki mıknatıslar arasındaki manyetik kuvveti düşünün. Aşağıdaki ifadelerden hangisi doğrudur?
|
Aşağıdaki resimlerde iki çift mıknatıs gösterilmektedir. Farklı çiftlerdeki mıknatıslar birbirini etkilemez. Gösterilen mıknatısların tümü aynı malzemeden yapılmıştır.
|
Çift 2'de manyetik kuvvet daha zayıftır.
|
Çift 1'de manyetik kuvvet daha zayıftır.
|
Manyetik kuvvetin gücü her iki çiftte de aynıdır.
| null |
C
|
physical_property_reasoning
|
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PRh6GvSNM1KHVLNbiE+zKeqn0ryzjrWpoOrNpeoK7E+TJ8sg9vX8K9LAYx0p8kn7r/A8vMcCq0OeK95fienUU1WBUEHIPSnV9MfLBRRRQAUUUUAFFFFADex4rjPEXiVjI9lYvgD5XkHf2H+NaPirVzY2f2aFsXEwxkdVXua4L614uZY1xfsqb16/5Ht5XgVNe2qLTov1CiiivBPohO9VLr/WD6Vb71Uuv9YPpX0XDH/IwXo/yPk+NP8AkVy9V+ZBRRRX6YfjQqsyMGVirKcgg4INeieFPFBvwLG9cC5UfI/98f4151To5HhlWWNijoQysOoNcuJw0MRDle/RndgMdUwlXmW3Vdz3Gqepf8g6f/d/rVPw/qy6vpkc3AkHyyL6MP8AHrVzUv8AkHT/AO7/AFr5WcHCTjLdH6FSqxqwVSL0Yab/AMg6D/d/rXHeML3ztRS2U/JCuWH+0f8A62K7HTf+QdD/ALv9a821KRrnVblwCxaRsAcnrwK8jNajjSUV1Z7WUUlKs5vovzKlFGDgnBwDgnFFfOH04UUUUAV7r7g+tVKt3X3B9aqV+m8Mf8i+Pq/zPxrjT/kaS9F+QUUUV9CfKBWhol62n6xbXAJC7wr+6ng1QVWdgqqWY9ABkmldHjJSRGRvRhg1FSKnFxfUujOVOaqR6M9wBBGfWlqho1wbrSLSYnJaJSfrir9fGyXLJp9D9NpzU4qS6i0UUUiwooooAaByfesLxZqB0/QZthxLL+7Q+mep/LNb1cH8Qpz5tlBnjDOf0FdODpqpXjF/1Y8/NK7o4Wc1va33nEUU9YpXRnWN2RerBSQPxplfWn53ZoKKKKAAda06zB1rTr4fjHel8/0P0rw/+Gv8v1CiiiviT9HCiilKOCQVYFeoI6UAej+HL77bo8JY5kT5HPuP/rYq6vGqt/1wH/oRrmvBEpxdwk9CrAfpXSj/AJCzf9cB/wChGvrsHUdShGTPjMbSVKvKK/q+oH/kLL/1wP8A6EKo+J9R/s3RJ5VOJHGyP/eP/wBbJ/Crrcaqv/XA/wDoQrk/iFOfKsoAeCzOR9OB/M16WFpqpWjFnj5lWdDCzmt7fnocJRT1ildGdY3ZF6sFJA/GmV9cj85aYUUUUAFaQ6Cs2tIdBXxPGO1L5/ofo/h/8Vf5fqLRRRXw5+lBRRSlGBIKsCvUEdKAPQ/C999s0eNWOZIj5bZ9un6VuAc1xXgiYie7i7bVf+ldqDX1uCqOpQi2fG4+kqeIlFev3i0UUV1nIFFFFACUdATR3qlqc5t9MuZR1WNiPyqZS5U2+g4xcpKK6nnWtXp1DVZ5c5QNsT/dHFUe1KFYgkAkDknHSkOeMgjPIzXxtSTnJyfU+4pQUIqEdkFFFFZmgneql1/rB9Kt96qXX+sH0r6Lhj/kYL0f5HyfGn/Irl6r8yCiiiv0w/Ggoop8cUkpIjjdyOTtUnFAJN6I6bwNfm31lrVj8lwvA/2hyP0zXfal/wAg+f8A3f615JpU5ttXtJQcbJlJ+mea9a1HnTZ/93+tfO5rTUaqmuqPtOHqznh5U39l/gxdO/5BkP8Au/1rza2cQ6zGzsBsmyWJxjnrXpOnf8g2D/d/rXnOs25ttau4yMASFh9DyP518nm10oTXRn3OTtOU4Pqv6/MdcTRS2DyKyiWSRS6Z5yAcsB6HP55rPoorwpz5ndn0FOn7NWQUUUVBoV7r7g+tVKt3X3B9aqV+m8Mf8i+Pq/zPxrjT/kaS9F+QUUUV9CfJlzTZWivNytECUZcSttByOm7sfenamYy0GyVmbZ8yGUSiPnoGHB9ao0AFiABkngCsnT97nNo1Xyezseu+GgR4csAf+eQrVA4qrp0H2XTraD/nnGq/kKt18jVd5ya6s/SMPFxpRi+iX5C0UUVBsFFFFADT2rzrx+D/AGransYTj869GNcN8QrYlLO6A4BaMn68j+Vd2XSSxEbnkZ3BywcrdLfmc/YzKbSBJZo0jTd+8juNjx5JzlD9/wDD6Vi0UV9JCnyNvufD1KvPFLsFFFFaGQDrWnWYOtadfD8Y70vn+h+leH/w1/l+oUUUV8Sfo4d62bq5huGvpC6+YFaNTn/WLkEEepGPyxWKaM8mtYVHBNdzGpRU2n2/4B1fgYH7XeHtsX+Zrq1/5Cx/64D/ANCNc94JhK211ORwzBQfoOf510I/5Czf9cB/6Ea+ly6LWHjfz/M+WzKSliZW8vyBv+QsP+uB/wDQhXFfEIH7bZHtsb+YrtT/AMhZf+uB/wDQhXLfEG332drcAf6uQq34jj+Ve1l8lHExv/Wh85nUHLBTt0s/xOZsZVNpAks0aRoGHmx3Gx48k5yh+/8Ah64rGoor6aFPlbfc+FqVeeKXYKKKK0MwrSHQVm1pDoK+J4x2pfP9D9G8P/ir/L9RaKKK+HP0oO9bN1cQ3DX0hkXzAGjHP+sXcCCPUjH5YrFNHcitYVHBNdzGpRU2n2/4B1HgjP8AaNye3lj+ddyOlcf4Ihx9qnI4O1R/OuwFfSZbFrDxv5/mfMZpJPEyt5fkLRRRXeeeFFFFACd6zPEAJ0K8x/zzNadVb2EXNhPB/fjZfzFZVY81OUV1TLpSUakZPo0ebWFwttHcFgpBVVKk/eXdyPypNRMe+BIpBIixABgfc8H3qoQVJVhgg4NJXyLqPk5D7RUlz84UUUVkbCd6qXX+sH0q33qpdf6wfSvouGP+RgvR/kfJ8af8iuXqvzIKKKK/TD8aCtTTZSLZ4i0WzzQxHn+U6nHUE8Ee3NZdFRUhzqxdKp7OXMWXCnVSIpTKpm+WQ9W56169qP8AyDJv93+teUaHbm51yyiAyPNUn6Dk/oK9W1H/AJB0/wDu14ebNc0I9kfW8ORbhOfdoXTf+QdB/u/1rlvGenlJY75F+Vhsc+/aup03/kGwf7v9adfWkV9aSW8oyjjB9q+fxdD21Nw69D6zCV/YVlPp19DygHNHSrOoWMunXb28w+ZTwezDsRVc9K+SlBwbi9z7KE1NKUdmFFFFSWV7r7g+tVKt3X3B9aqV+m8Mf8i+Pq/zPxrjT/kaS9F+QUUUV9CfJhWz4X046lrsClcxwnzZPTA6D88VjqpZgqglicADqTXqfhfRP7I03MoH2qbDSH09F/CuDMMQqVJpbvY9XKME8RXTa92Or/yN8DAFLRRXzB9+FFFFABRRRQAzHP4VleIdO/tTRZ7dQDIBuj/3hyP8PxrXpKqE3GSkt0Z1acasHCWzVjw4gqSCCCDgg9qQ8Gur8ZaEbO7OowJ+4mP7wAfcf1+hrlK+uw9aNaCnE/OMZhp4aq6cun4+YUUUVscwDrWnWYOtadfD8Y70vn+h+leH/wANf5fqFFFFfEn6OFKAXYKoyScAetJXR+FNIN1ci9mX9zF9wH+Jv/rVvQoyrVFFdTDE140KbnLodZo1j/Z+lw25HzBct/vHk1MP+Qs3/XAf+hGrdVB/yFm/64D/ANCNfXQioRUVsj4uc3OTk92B/wCQsv8A1wP/AKEKg1vTxqek3FtxuZflJ7Ecj9anP/IWX/rgf/QhVrPatYycZKS3RjUhGpBwls9Dw50aN2RwVZTgg9jQRiuv8aaEYJ21O3T91If3oH8Lf3vof51x9fW4avGtTU4n5zjMLPDVnTl0/Fdwooorc5QrSHQVm1pDoK+J4x2pfP8AQ/R/D/4q/wAv1Fooor4c/Sgo+8cDrRW/4W0c3t4tzMv7iI5Gf4m7D8K2o0pVpqEepjiK0aNNzl0Os0Gw/s/SoomGJCNz/wC8f84/CtWiivrqcFCKitkfFVJuc3OW7FooorQkKKKKACg9KKKAPNPElibDWJcLiKX50/HqPzrI75r0jxBpS6pYEJgTR/NGT6+n415y6MjMjqVdTgg9Qa+WzDDOlUbWz2Pq8uxSrUVF7rRiUUUVwHpCd6qXX+sH0q33qpdf6wfSvouGP+RgvR/kfJ8af8iuXqvzIKKKK/TD8aCiirFnZzaheRWtuu6SQ4HsO5PtUykox5mVCDm1GKu2dV4C00yXU2oOo2RjZGfc9f0/nXa6l/yDp/8Ad/rTdM0+PS7CK1i+6gxn1Pc07Uv+QdP/ALv9a+TxVb21Vz6dD9Ey7C/VsPGm9+vqLpv/ACDYP93+tXKp6b/yDYP93+tXK5zuMnWNGg1e32v8kq8pIOorz2+0+50+4MNzGV9G7MPUGvV8VWu7K3vYTFcRh0PYj+VefjMDGv70dJHo4LMJ4f3XrH8vQ8opOK66/wDBZBL2M4x/ck/oawbjRNRtid9pKQO6DcP0rwamDr03rE+go46hVWkv0Mi6+4PrVSrt4jooDKynPQjFRwafe3WBBaTSZ/uocfnX6Dw1JQy9c2mr/M/KOMYSqZrJRV9F+RWpyI0jqiKWdjgKoySa6Sw8EanckNc7bZO+Tub8hXZ6R4asNIAaJPMmxzLJy34eleniMxpU1aLu/L/M8rCZLiKzvNcsfP8AyMfwt4V+xlb+/UG46xxn+D3Pv/KuxPQ8UZHHNLXz1atOrPnmfZYXC08NTVOmtPzFooorI6QooooAKKKKACiiigCGeCO5heGVA8bDBDDgivM/EPhafSnae2VpbM85HLJ7H2969QI6c0jKCCDyD2rpwuKnh5Xjt2ODH4CljIWlo1szw4n0or0rVvBVjfFpbU/ZZjydoyp/Dt+Fcne+ENYtCdtuJ0/vQtn9DzX0FHMKFRauz8z47E5RiaD+HmXda/8ABMEda0+9UpbW5gbE1vLGc/xoRV9IZZSPLjdz/sqTXynF3vuly+f6H2/AScFX59Nv1GfWj6VqW3h3U7xgFtmjU/xP8orpdM8H21sRJeP57j+ADCj/ABr5Wjga9V6Rsu7PuK+YUKK1ld9lqYGh+H5tVlEsoaO1B5fu/sP8a9Cghjt4VhiUIiDCgdhTkRY1CoAFA4AGBTgOvNfQ4XCww8bLV9WfN4vGTxMrvRLZDqqD/kLt/wBcB/6Eat1UH/IXb/rgP/QjXWcgH/kLr/1wP/oQq3VQ/wDIXX/rgf8A0IVboAhkijmiaN1DIwwVIyCK838ReFZtOdrm0VpbQ8lRyyfX1HvXptIwyO1dGGxM8PK8duxw47AUsXDlno1s+x4bRXpmreDLC/LS2+bWc8koMqfqv+Fcle+DtXtSdsKzp/eibP6HmvoKOYUKi1dn5nx2KyfE0H8PMu61/wCCYFaQ6Cqk1pdWxxPbTRn/AG0Iq6kckuBHG7n0VSa+X4ufOqXL5/ofZ8BJwlX59Nv1G/Wj6Vp23h7VLwjbbMinu/yiuk03wdBblZL6TznH/LNeE/xNfJ0cDXqvSNl3Z93Xx9CitZXfZanP6LoM+qzByDHbA/M5HX2FeiW1tFaW6wQqFjQYAFOjjSNAkYCqo4AGBTwOvNfQYTBww8dNX3PnMXjZ4mWuiWyHUUUV2HGFFFFABRRRQAUUUUAJXOeIPDa6gDcW2EuAOR2f6+/vXRkUVlWowrR5ZrQ0o1p0ZqcHqeQzRSwStHKjRupwVYYIpgr1HUdIs9TjxcRAsBw44YfjXKXvgy7iYtZyLMnZW+Vv8K+fxGWVabvD3l+J9Jhs1pVFafuv8Dmu9U7r/WD6VrT6VfW7fvbSZffaSPzFZV0recBtOcdMV6PDUZRzBKSto/yPF4wnGeVS5HfVfmV6KvW+kaldn9zYzOPXYQPzNdBp3gK7mYPfzLAndI/mY/j0H61+g1cXRpL3pH5TQy/EVnaEH+n3nMWdncahcrb20TSSt2Hb3PoK9P8ADvh2HRLcliJLlx+8kx+g9qu6bpVppUPlWkQQH7zdWP1NaFeFjMwlX9yOkfzPrcsyiGF/eVNZ/gvQWqepf8g2f/d/rVyqepf8g2f/AHf61557Yab/AMg2D/d/rVyqem/8g2D/AHf61coAKKKKACjA9KKKAGlFPVR+VKFUdAKWigLBRRRQAUUUUAFFYlj4lsLmxhnll8uR0DMgVjtPpnHNTXOoPcaZLcabc20ZRsNPcq2yNRyzEcZwPcD3oA1aK89vPGGr2unwylYA7QXE6SC0kf7QsbARkoDmJHBzvYkCum1HW5LBNOWKzNzPellRUlAUERmQ5Y9sKf0oA3KK4+LxuJUtmGlTh7tYHt0Mq5ZZWKgn+7gjnrxVzSPFLapdwW76fLbees2xmkVstEwVxx2yeD39qAOkorN/t/TP+fn/AMht/hS6ZqSakbtoh+7hn8pW5+b5FbOD05Yj8KANGiiigAooooAaVU9hQFUdFAp1FALQKKKKACiiigAqoP8AkLt/1wH/AKEat1UH/IXb/rgP/QjQAH/kLr/1wP8A6EKt1UP/ACF1/wCuB/8AQhVugAooooAKKKKAGlV/ug0BVHRQKdRQC0CiiigAooooAKKyrrWYLHU1tLghEaEyh8E87sYwBUsGs2FzKsMU+6RjgDYwz+YoA0KK47UNd1jTtQu0DWNzHFbTTtCgK/Z1Vcxl5C2MseMYHcjgVa8Na5c6p9vS42yC28so/wBne3Zty7iDG53ADseh7dKAOnorjI/HTNAlw+kTpC1sl2WMqnELNtzj1B5x6d6kl8bSJuKaPM6bblkbzVG4QHD/AE9vX2oA6+is06zYxwwSyylBNGJUBQk7SPYVF/b1pJd2dtbP5jXEpjOVZdoCM2eR/sgfjQBr0UUUAFFFFACYHoKTYv8AdH5U6igNxMD0FLRRQAUUUUAFU9S/5Bs/+7/WrlU9S/5Bs/8Au/1oANN/5BsH+7/WrlYB1OTT2NsqK6pkAng0f2/N/wA8Y/1oA36KwP7fm/54x/rR/b83/PGP9aAN+isD+35v+eMf60f2/N/zxj/WgDforA/t+b/njH+tH9vzf88Y/wBaAN+isD+35v8AnjH+tH9vzf8APGP9aAN+isD+35v+eMf60f2/N/zxj/WgDYtbaKztYraEERRKEQE5wBVXVtJttasTZXRlEJdXPlSFDlTkcjtkdKo/2/N/zxj/AFo/t+b/AJ4x/rQAs3hTT7iNVmlvpGEbRNK10+942OSjNnJX2rQk0qzmezdosfY8+QASAuUKHj/dJFZ39vzf88Y/1o/t+b/njH+tAEq+GNKRrUrC+bVI0h/eNwI23L355NTW2h2NpNBNDEweAymMliceawZ/zI/Cqn9vzf8APGP9aP7fm/54x/rQBv1BDbRQSTugw08nmPznLbQv8lFY/wDb83/PGP8AWj+35v8AnjH+tAG/RWB/b83/ADxj/Wj+35v+eMf60Ab9FYH9vzf88Y/1o/t+b/njH+tAG/RWB/b83/PGP9aP7fm/54x/rQBv0Vgf2/N/zxj/AFo/t+b/AJ4x/rQBv0Vgf2/N/wA8Y/1o/t+b/njH+tAG/VQf8hdv+uA/9CNZf9vzf88Y/wBauabKbueW4cAEKEAHp1oAsH/kLr/1wP8A6EKt1malKbSeK4QAkqUIPp1qn/b83/PGP9aAN+isD+35v+eMf60f2/N/zxj/AFoA36KwP7fm/wCeMf60f2/N/wA8Y/1oA36KwP7fm/54x/rR/b83/PGP9aAN+isD+35v+eMf60f2/N/zxj/WgDforA/t+b/njH+tH9vzf88Y/wBaANj7NF9s+1YPneX5ec/w5z0+tT1gf2/N/wA8Y/1o/t+b/njH+tADU8J6ast2WkvJIrtpGngkuXaNy/U7Sfy9MDHSr2n6La6a07RmaSWcASSzytI7ADAGT2GT+dU/7fm/54x/rR/b83/PGP8AWgCQ+FtJNsLfyG8oWy2mPMb/AFQbcB19e9PPhzTCgUwtgLOo/eN0mOZO/f8ASoP7fm/54x/rR/b83/PGP9aANm3gjtraK3iGI4kCKCc4AGBSTW0U8kDuMtBJ5ic4w20r/JjWP/b83/PGP9aP7fm/54x/rQBv0Vgf2/N/zxj/AFo/t+b/AJ4x/rQBv0Vgf2/N/wA8Y/1o/t+b/njH+tAG/RWB/b83/PGP9aP7fm/54x/rQBv0Vgf2/N/zxj/Wj+35v+eMf60Ab9FYH9vzf88Y/wBaP7fm/wCeMf60Ab9U9S/5Bs/+7/Wsz+35v+eMf60DU5NQYWzIqK/BI5NAH//Z
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,284 |
Her çiftteki mıknatıslar arasındaki manyetik kuvveti düşünün. Aşağıdaki ifadelerden hangisi doğrudur?
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Aşağıdaki resimlerde iki çift mıknatıs gösterilmektedir. Farklı çiftlerdeki mıknatıslar birbirini etkilemez. Gösterilen mıknatısların tümü aynı malzemeden yapılmıştır ancak bazıları farklı boyut ve şekillerdedir.
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Manyetik kuvvetin büyüklüğü her iki çiftte de aynıdır.
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Manyetik kuvvetin büyüklüğü Çift 1'de daha büyüktür.
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Manyetik kuvvetin büyüklüğü Çift 2'de daha büyüktür.
| null |
B
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,285 |
Her çiftteki mıknatıslar arasındaki manyetik kuvveti düşünün. Aşağıdaki ifadelerden hangisi doğrudur?
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Aşağıdaki resimlerde iki çift mıknatıs gösterilmektedir. Farklı çiftlerdeki mıknatıslar birbirini etkilemez. Gösterilen mıknatısların tümü aynı malzemeden yapılmıştır ancak bazıları farklı şekillerdedir.
|
Manyetik kuvvetin büyüklüğü Çift 1'de daha büyüktür.
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Manyetik kuvvetin büyüklüğü Çift 2'de daha büyüktür.
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Manyetik kuvvetin büyüklüğü her iki çiftte de aynıdır.
| null |
C
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,288 |
Her çiftteki mıknatıslar arasındaki manyetik kuvveti düşünün. Aşağıdaki ifadelerden hangisi doğrudur?
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Aşağıdaki resimlerde iki çift mıknatıs gösterilmektedir. Farklı çiftlerdeki mıknatıslar birbirini etkilemez. Gösterilen mıknatısların tümü aynı malzemeden yapılmıştır ancak bazıları farklı boyutlardadır.
|
Manyetik kuvvetin büyüklüğü her iki çiftte de aynıdır.
|
Manyetik kuvvetin büyüklüğü Çift 2'de daha büyüktür.
|
Manyetik kuvvetin büyüklüğü Çift 1'de daha büyüktür.
| null |
B
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,289 |
Bu üç nesnenin hangi ortak özelliği var?
|
En iyi cevabı seçin.
|
düzgün
|
esnek
|
mavi
| null |
A
|
function_reasoning
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADAAgADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3SGGKeCOSWNXdlDEsM9ak+yW//PvF/wB8Ci0/484P+ua/yqegCD7Jb/8APvF/3wKPslv/AM+8X/fAqeigCD7Jb/8APvF/3wKPslv/AM+8X/fAqeigCv8AZbf/AJ94v++BR9kt/wDn3i/74FT981z/AIj8TWvhyKNpkkmmlzsiTGTjqST0FTOcYRcpOyIqVI04uc3ZI2vstt/z7xf98Cj7Jb/8+8X/AHwK87k+JF7JzFa2sKnp5khc/pihPHd+4ybvT09vKb/4quP+0KHRnD/amGvpI9E+yW//AD7xf98Cj7Jb/wDPvF/3wK83Pj/Uo2+WSwkHpsYf+zVLF8TZ4323OmxuP70M39CP60LMKHWQlmuG6ysehfZbf/n3i/74FH2W2x/x7xf98CqWjazba7p63lruC5KsrDBUjqDWmPWu2MlJXWx6EZKcVKLumRfZLf8A594v++BR9kt/+feL/vgVPRTKIPslv/z7xf8AfAo+yW//AD7xf98Cp6KAIPslv/z7xf8AfAprIkDx+WoQM20hRgGrNV7jrF/10H9aALFFFFAFWOKO4BkkRXJYgbhnABI4p/2S3/594v8AvgUW3+o/4G3/AKEanoAg+yW//PvF/wB8Cj7Jb/8APvF/3wKnooAg+yW//PvF/wB8Cj7Jb/8APvF/3wKnooAg+yW3/PvF/wB8Cj7Jbf8APvF/3wKmrP1fV7LQ9Pkvr+ZYoIxyx7nsAO5obsOMXJ2W5Z+yW/8Az7xf98Cj7Lb/APPvF/3wK8vvfjdYJIy2Wk3E6jo0kgjz+HNZ5+OVwDxoMeP+vk//ABNYPE011PSjk2NkrqH5HsP2S3/594v++BR9kt/+feL/AL4FeP8A/C8rn/oAxf8AgSf/AImrun/G22muY49Q0l7aJmAaWObeE9yMDihYmm+oTybGxV3D8Uep/ZLf/n3i/wC+BR9kt/8An3i/74FOhnjuIEmidXjkUMjKcgg9DUtbnmEH2S3/AOfeL/vgUfZLf/n3i/74FT0UAQfZLf8A594v++BR9kt/+feL/vgVPRQBB9kt/wDn3i/74FMkijtwJI0VCGAO0YyCQOatVBc/6j/ga/8AoQoAnooooArKiTvIZFD7W2gMMgU77Jb/APPvF/3wKS36y/8AXQ/0qxQBB9kt/wDn3i/74FH2S3/594v++BU9FAEH2S3/AOfeL/vgUfZLf/n3i/74FT0UAQfZLf8A594v++BR9kt/+feL/vgVPRQBB9kt/wDn3i/74FH2S3/594v++BU9FAEH2S3/AOfeL/vgUfZLf/n3i/74FT0UAQfZLf8A594v++BR9kt/+feL/vgVPRQBB9kt/wDn3i/74FH2S3/594v++BU9FAEH2S3/AOfeL/vgUfZLf/n3i/74FT0UAQfZLf8A594v++BUc0UUEEksUaq6qWG0Y6VbqC7/AOPOf/rm38qAC0/484P+ua/yqeoLT/jzg/65r/Kp6ACiiigAooooATHFebfE+yunn065hgLxjfGzA8KTgjP5GvSayvEMMU2jTiVc7cMvs2eKyq0o1ocktmc+JoRrU3CWx4iunXrjJREHuSakGk3Z/wCWsQ/A16zaaZZJjFrET6su4/rWxDa22B/o8P8A3wK51lmGX2fxZ5scoodvzPDjpN32khP5im/2ZqOcLAsn/XNs17pNp9o6Ya1gP1jFc3q+j2CQvIluqFefkJFJ5ZhpfZt8yZ5RRtsJ8ObeeDw0TcQPC0krMquMEjjmuxqO3iiht444VCxqoCgelS110qapwUF0PXoUlSpxgugtFFFWahRRRQAVXuOsX/XQf1qxVe46xf8AXQf1oAsUUUUAQW3+o/4G3/oRqeoLb/Uf8Db/ANCNT0AFFFFABRRRQAnWvNfjTKV8JW0fOHulzj2BNelVx3xK0C48QeEZ4bNN91CwmiQdWx1A98E1E4uScV1OnB1Y0q8Zy2TOT8O/Cvw5q+lW+orqd3dRToGG0qoB7jp1HSuij+EnhOMYNrO59WnavJfAPja98H3bQXAeTTnf9/AesZ7svofUd6+itP1C01WxivbGZJreVdyOp4NEqFKE3CNnY7K+Kx8YxqTm0pK61OKufhD4XnXMSXMLeqzE/oa4vxZ8KrTw/o11qcWskRwrny7hBlj2UEdzXtt1cwWdrJc3MixQxKWd2OAoFfO/jXxnceN9bisdPSU2SSbLaBRzK3TcR6+noKh4eLTlGF7di8FjsTKqoyrcq7t3/M9P+D99Pe+BIVmJP2eZ4kJ/ujkD9a7/AK/Suc8E6AfDnha0098GYAyTEf325I/DpXR1tdPVK3l2PMr29pKzvrv38x1FFFBkFFFFABUFz/qP+Br/AOhCp6guf9R/wNf/AEIUAT0UUUAV7frL/wBdD/SrFV7frL/10P8ASrFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFRTTx28LzSuqRopZnY4AA6k0AK7pFGXkYKijJZjgAVzb/EHwsl15DavEDnb5hVvLz/v42/rXn3irxXN4lmeGFmi0dD8idDPj+Jv9n0H4muBW4/ty1ntJCqXEbkovQFe1eZUzBKbUFdLdnpUsvbgnN2b2R9RxyJNGskbq6MMqynII9QafXhvwp8VXujaonhvVS/2OdsWrv8A8s3/ALufQ/zr3Ku+nUjUjzROCpTdOXLIWoLv/jzn/wCubfyqeoLv/jzn/wCubfyrQgLT/jzg/wCua/yqeoLT/jzg/wCua/yqegAooooAKKKKAErA1m68+6SzT7kZDyn1PZf6/lW1cTrb20kz/dRSx/CuUh3sPMk5kkYu59zTRnUfQ1betOHoKzLftWnD0FDCJJL92se9QSRupGcg1sS/drJn++RQgkLoF6Z7c2sp/ewYAP8AeXsf6Vs1yFvKbHWYZc4Rm8t/91un64rr+1DCm7qwtFFFI0CiiigAqvcdYv8AroP61YqvcdYv+ug/rQBYooooAgtv9R/wNv8A0I1PUFt/qP8Agbf+hGp6ACiiigAooooAKKKKAPK/iR8N/wC1Fl1jRYwt+ATNbqMCb3H+1/OvOfA/jO98G33lS+ZJYO2Li2PVT/eUdmH619MEZFfL3xD3WvjXV7YLt3XBckdwQCKqnRqVWqVLS7u36HoUMZSjCUsV7yjFqK9WbvxE+Ia+J5v7M0+V00tCMkZUzt7+w9K9B+HXw+t/DdnHqd6iyapKmQeohU9l9/U14FY2QkRp5h+7AO1f7xr6w0WNoNDsYnJLpbxqSfXaKqpyU6sqVKTdt+1yavtHhKc501G97O2rXds0qKKKzOEKKKKACiiigAqC5/1H/A1/9CFT1Bc/6j/ga/8AoQoAnooooAr2/WX/AK6H+lWKr2/WX/rof6VYoAKKKKACiiigAooooAKKKKACiiigBvFeXfEHxGb+6bQ7OT/RYSPtbqf9Y/aP6Dqfyro/HPikaDpv2a1kUahcqdhP/LFO8h+nb1NeDXWsieJra13KhJLzMeWHc/UnvXmY6tK3s6e73fZHo4DDqUuee3TzZNqeo/aGa3gbEK8O4P3j6D2rJDoke+EkMThWHr7VGENwAACkA6Du3/1q09I0W88R6vDpWnRAyHl3x8sSdya4adFK0InrTqKMXOW39bHReC7K98UanBaoreXBIs090P4FVsjH+0ccV9D4rF8M+HLLwvpEdhZrnHMkpHzSN3JrazXsYehGjGy6nz+JxDrT5n0FqC7/AOPOf/rm38qnqC7/AOPOf/rm38q6TALT/jzg/wCua/yqeoLT/jzg/wCua/yqegAooooAKKKKAMnxA5XTxEDzNIqfh1P8qxx94Vf15913aRegZz/KqC/eFUtjCfxGlb9q04egrMt+1acPQUmXEkl+7WRcnEgrXl+7WLeHBz70IJmbqkRaMMOCykA+46V1FlP9qsYJv+ekav8AmKwb1d1nu/usK0fDz7tIjT/nm7p+THH6U3sTDSRrUUUVJsFFFFABVe46xf8AXQf1qxVe46xf9dB/WgCxRRRQBBbf6j/gbf8AoRqeoLb/AFH/AANv/QjU9ABRRRQAUUUUAFFFFACV4F8ZLKwPjG2lgkDXUkI+0xDjbj7pJ9xXrPi/xZaeE9Ge8nw87ArBADzI3+A7mvmHUtVu9Xvpr28kLzzuXdv6fStqFKtUf7l2ezfZM3oyoUnz4lXjZtLo2ulzqfBejSeLPEUdhG6RW8GJZmz/AAA9FHfNfSyqEAUdAMV8yfD7UpfDniGDV34tT+6lHqh6n8OtfTMUqTRK6MGRgCCOhBrGdKjSqyhSd7b+p0YzEYvEU4VcRGyafLpZWJqKKKDgCiiigAooooAKguf9R/wNf/QhU9QXP+o/4Gv/AKEKAJ6KKKAK9v1l/wCuh/pViq9v1l/66H+lWKACiiigAooooAKKKKACiiigBKzNa1e10HSpr+5PyIMKo6ux6KPcmr8kqRRtJIQqKCzMxwAB3r5/8e+OG13UH+zMRZ22Rbj17GQ+57eg+tYV6vs4ab9DfD0HVnbp1MDxVrlzrGpTtPJumlO+4KnhFH3Yx7CueiLYy653HKxj+L6+1SQExx8DfPL8xz2+taelaPe6rqEVhp0JnvZzjJ6KO7H0UV5Sve27f4ntKCjHm2S/ATStM1HWtSi0ywjM13MecfdjX1PoBX0V4P8ACFn4Q0gWtviS5kw1xcEfNI3+A7CmeDfBtn4Q03yosTXsuDcXJHLn0Hoo7CunzXp0MOqau9zycViXVdlshaKKK6TkCoLv/jzn/wCubfyqeoLv/jzn/wCubfyoALT/AI84P+ua/wAqnqC0/wCPOD/rmv8AKp6ACiiigAooooA5rV23azj+5AP1P/1qrL94VNqRzrVx7Ig/nUK/eFUc73ZpW/atOHoKzLftWnD0FJmkSSX7tYl/0Nbcv3axL/7poQTI5hvsH+gNT+Gm/wBHuY/7s2fzUVGg32LD1T+lJ4ZP7y9X3Q/of8KfQlfEjoqKKKk2CiiigAqvcdYv+ug/rViq9x1i/wCug/rQBYooooAgtv8AUf8AA2/9CNT1Bbf6j/gbf+hGp6ACiiigAooooAZ+Nc/4r8W6b4T0xrq8kBkYYhhU/NIfb296zfG/xB0/wjaGJStxqTj93bqenu3oK+f9V1i88Q38l7fzNPPIcc9FHZVHYe1Kd6UVUlFuNzvwGC+tzlBTUWlez6kmu+JrvxPqsl/fP854jjB+WNeyiqFlZ/bbje4xEDz711o+HVxp3hO71/WN0A2KLa1/iLMQAW9BznHWsaJo7aHcxCxqKzxOJp0JP6pfmmra9L9vM9vAUJ4ukoYxx5KT6bOy69NC5cSRW1pubCoowB/SvRPhF42XUIX8P3jbZ4QWtWY/eTun1H8vpXi17eyX84ABCDhEFaOmefo1xBfROUu4XEikdsdqqng6eX4fnrv95Pp2/rqcuIxFXOsR7HDK1OHV9f66H1nRVLS75dR0u1vFGBPEsmPTIzV2rPAacXZi0UUUCCiiigAqC5/1H/A1/wDQhU9QXP8AqP8Aga/+hCgCeiiigCvb9Zf+uh/pViq9v1l/66H+lWKACiiigAooooAKKKKAE6iijtXNeNPE8XhXQpLkbWupP3dtGf4nPf6DqaTairscYuTstziPiv4x2K/h6ylxxuvJFPQdo/x6mvITEZ7dgTtMnP0Hak1O4nllMszNLJM5klc9XYnJzVjR9P1HXr+KysoWkmmOFReAB3JPYepryKspVpcy+R7tGNOhFxl8x+k6Vdapfw6dpsLT3Mxx/iSewHc19D+DfB1p4S0/auJr6UA3Fxjlj6D0UUeDPBln4S0/YgEt9KB59xjk/wCyvoo9K6iu7D4dQ96W55uKxTqvljpFDqKKK6jjCiiigAqC7/485/8Arm38qnqC7/485/8Arm38qAC0/wCPOD/rmv8AKp6gtP8Ajzg/65r/ACqegAooooAKKKKAOVvjnWLz/gH8qiyFOScCm6tP9n1a6O3JJTH5VRN6CCdp3dq8rMM3pYT3FrLt/mOhhnVd27I1I9XtomKtv4OOFq5H4hsV6+b/AN8Vymc8nqaOK+afEWLvsvuOj6vBPQ65/Elgy4Hm/wDfFZt1q1tMDtD/AIrXNzX0UFwkLhvm5LdgMZz+lINSsjjFxGSegB61X9v47dJfcU8HdXszsLOVXs1IB5Wm+GWDXF6R0wn/ALNVXRJxcabG3AJGdoPQHpmp/C/+vvfov82r6PBY2tWlGM7aq/z0OSpSVOSXmdRRRRXqgFFFFABVe46xf9dB/WrFV7jrF/10H9aALFFFFAEFt/qP+Bt/6EanqC2/1H/A2/8AQjU9ABRRRQA015r8QviKNE3aVpDK+osP3svUQj+rfyr0hsFcZ6+lcDf/AAi8PX00kwlvYpZGLM4m3ZJ781lVU3G0DtwEsNGrzYm7S6L9Twd4LzWdQ2gTXd7cPweWd2Ne1/D/AOFsGgiPU9YVLjUuqR9Ug/xb37V0/hjwRo/hVC1nEZLlhhriXl8eg9B9K6XPHNaUZ1o0vZylddjTM8TQxFf2lCPLbS/VnAfF+ZYvBOCcB7mMH8Mn+lfPN1dtcMFGQg6Cve/jadvgmD3vE/8AQWrxLSrEF1nlH+6p/nXTTeHwtN4urrJaJf5GVBYrGKOX0dIvVv8Az+7YsaZpnlRC4mH7wj5VP8IovpFjUlj9B61pXc8dvbGSQ4HYetctPPJdz7j36KO1eZhKNXNK7xFd2gv6sj6XGYuhkuGjhcMr1Hsut31f6H1B8PbgXPgPR5D1NuAfwJH9K6jvXEfCdy/w+sFJyYy6fkxrt67Jct/d26HyNRTU2qnxdfXqLRRRSICiiigAqC5/1H/A1/8AQhU9QXP+o/4Gv/oQoAnooooAr2/WX/rof6VYqvb9Zf8Arof6VYoAKKKKACiiigAooooAguLiK0tpLieRY4olLO7HAUDqa+bPGniqTxN4iN1lktEylsh7IO/1Y812XxW8YtdyyeHdNkzDER9sdT99h/yzHsO/vxXn2k6Zfa5fxWNjbmS4kPC9kXuzHsBXnYmq5v2cNT1cHQUI+2np2ItN0q+13UYbCygaSaU/LH2A/vMewFfQ3g3wbZ+EtP2R4mvZQPtFyRyx9B6KOwo8H+DrPwnp+yPE15KAbi5I5c+g9FHpXTit8PQVNXe5zYvFOtKy2FooorqOMKKKKACiiigAqC7/AOPOf/rm38qnqC7/AOPOf/rm38qAC0/484P+ua/yqeoLT/jzg/65r/Kp6ACiiigAooooA4fWzu1W59nA/wDHRXmPirxLcpqMlhaTmBYjtZlOGZu/PpXaeP8AUZdLjvpYTtleZUVv7uVHNeOzL9ocvKzM7HJYnkn1r5jFYWMsdOrPbS33I+t4ay720HiJJNJtJPuWrTUtRs3LQahOoJ3YDkjP0NeieF9bbW9PkaTHnwPskIGAfQ1S8HfDWDXtGGpX93PAsufJSHAO0cbiTmug0n4XyaVb3JsvEVwJJGLDESlD6bhzn8KyxmBVeFlZS6Gmb4nAVP3VJKMovV2f5oiubAyoXDbrjBAfoORjH0xmmDS1Mr+ZnyjGFGCMk85J4/zin2V3LLZS/bFEc8MjQThegdTgkfzqpH/aEXEUchRwX6A4J3cc/wDAa+e5akW4SdmtDyFzq8W7W/rQ7PQbaO205UjLEFifmOan8MnGoXQ/2Af/AB41Q8Pm6OmxLIjIQxDcDoP8aveGf+Qndf8AXMf+hGvrcpvzxu7+6/zR5eKTUtXfU6qiiivoDEKKKKACq9x1i/66D+tWKr3HWL/roP60AWKKKKAILb/Uf8Db/wBCNT1Bbf6j/gbf+hGp6ACiiigAooooAKKKKAPMfjQQ3hzT425DXoOPojV5EsyQRGSQ4Va9W+NkwTSNKDHA+0OT+Cf/AF68Mubl7iQDnYPurWMMvnjq1m7Qjv8A8A+hw2a0suy/mik6sm7L9WOvLyW+nBIO3oiDtVuGz+zR5bmQjn2q1pumeRH9omH71h8o/uj/ABpl/MsKkn7x6CqxmMVWSwOCXurTTr/XU6cry/2EZZnmD95669PP17HuXwekD+CNmfuXUg/ka9BrzH4ITGXwjdqTyt436gGvTe9X7J0vclutD5zFVo1q0qsNpO/3jqKKKZgFFFFABUFz/qP+Br/6EKnqC5/1H/A1/wDQhQBPRRRQBXt+sv8A10P9KsVXt+sv/XQ/0qxQAUUUUAFFFFACcVwvxG8bL4a04WVpIP7UulIjA/5ZL3c/0rY8XeK7TwnozXc5V53ytvDnBkf/AAHc18+RWmqeOvE/yZur64bdJK2diL/RQK569S3uR3Z04ejze/L4UJo2lX3iHU0sNOjaa4kOWduiju7H0/nX0H4S8JWXhTTfIgHm3MmDcXDD5pD/AEA7CneFPClh4T0wWtqN874M87D5pG/oPQV0GeKWHw6pq73KxWLlWdlpFDqKKK6TkCiiigAooooAKKKKACoLv/jzn/65t/Kp6gu/+POf/rm38qAC0/484P8Armv8qnqC0/484P8Armv8qnoAKKKKACiiigDzH4g6c+oJewxDdKrJKg9SB0/KvHGBUkEEEcEHtXvOuKx1e5wpPK9B/s1iTaPY3Exmm0+F5D1Zosk18pj8VOlipxcG1pt6I+kyPOlgaUqU43Tbe/UveAdQt9c8C/2THcGG5hha3k2n50ByA4/OtTw5oaeEbK9mudWkuIWVCWmIAjCLt/XFc6uiWg2+XYKm3oY0KH8xipW0pZCpa1lYKchCGKA+u3pn8KxWaO6bpy0uediJUalWU4tpSd7aP8bkOns0pub1kKG7uHnCnghSflz74Aq1Uv2af/nhL/3waaYpF6xuPqprwK0atWo5uLu/IiVROTZt6Sf9B/4Eaf4WGbq8bvtX+bVHpoKacSQe5qTwqD592SP4F/m1fXZPCUZQuvsv80cVZptW7nU0UUV9EQFFFFABVe46xf8AXQf1qxVe46xf9dB/WgCxRRRQBBbf6j/gbf8AoRqeoLb/AFH/AANv/QjU9ABRRRQAUUUUAFFFFAHj/wAeDjS9GHfz5D/46K8m0qxywnlH+6p/nXsXxriWTTdHLDIW5cf+O/8A1q8pNzHaw+Y56dB61licdVVJYSgvelv8+iPfyfLKL/2/Etcsdr+XVlq+u47S23ucsfur61y7vLeTFjyx/QU+aaa/uMnLMeFUdhWglqLWLHVz9410UqdLJ6HNLWrL8BynW4gxPLG8aEX9/wDw57B8Dj5ei6pDnIW5B/NRXqx4ryb4IMDp+sL3E6H/AMdr1nqayhOc0pz3Z5mY0qdLEzp01aK0X3DqKKKo4gooooAKguf9R/wNf/QhU9QXP+o/4Gv/AKEKAJ6KKKAK9v1l/wCuh/pViq9v1l/66H+lWKACiiigBCazdb1q00DSp9QvpNkMQ6d2PZR6k1avLy3sLOW7upFigiUs7scAAV87eLfFOpfEHxJFaabHKbVX22sK9WP98+5/QVlVqci03NaNPnlrsUtTu9a+Ini8AIZJpW2W9up+SBPc/qTXvPg/wjZ+EdKFtCBJdSAG4uMcu3oPQDsKqeBfBFv4R0zLbZdRmAM83p/sr7D9a681NGm17092VWqqXuQ0ih1FFFbmAUUUUAFFFFABRRRQAUUUUAFQXf8Ax5z/APXNv5VPUF3/AMec/wD1zb+VABaf8ecH/XNf5VPUFp/x5wf9c1/lU9ABRRRQAUUUUAcxqiGPWXPaWNWH4cGoB94Vsa1Yy3VustqF+0xZKBujA9RXLPd39u2J7TYR/eVh+vSqSRzz916nR29acPauPi8QmP70ER/7bY/pVxPFqJ1tVP8A23H+FJxHGpHudRL92sW9BbIHU1TfxhGwwLRf+/4/wqlJ4gkmP7q1Uk9MOW/kKFEJVE+ppTSLb2WwH5iMCp/DUZ8u7m7NIEH/AAEf4msKOHWL2UbbMruON8ikBR6812VjaJZWccCHIQcse57n86bsELt3LVFFFSbhRRRQAVXuOsX/AF0H9asVXuOsX/XQf1oAsUUUUAQW3+o/4G3/AKEanqC2/wBR/wADb/0I1PQAUUUUAFFFFABRRRQBynjvwy3inw/9mhkCXUD+dCT0LAEbT9Qa+ZtShvIdRltLuF4riJijRMOVPpX2D1rz74g+Bk1kLrOnwKdSgX51A5mT0/3h2/KtKNaOHlKryc0raG8XOvGOFlPlg3d9jxfT9NFpB5kgzMw5/wBkelU9SuRF8inLn9Kv6lqCWkAVeZm6Kf4frW58PPh7P4pvF1TU1dNKRs5PBuCOw9vU1yYLDzxM3jcZ8PRd/L0R9DmOYUsvorAYH4ravt5+rO2+CWj31jot7f3SFIL11aEN1YDPzfSvVqjhhjghSKJFSNFCqqjAAHapK6ak+eTl3Plle2otFFFSMKKKKACoLn/Uf8DX/wBCFT1Bc/6j/ga/+hCgCeiiigCvb9Zf+uh/pViq9v1l/wCuh/pVigAqnqV6mnaXd30ilktoXlYDuFBOP0q5UU0MdzBJBMoeKRSjqehBGCKAPmnxN441rxXGbW9njit94ZbaFdqknpk9Wx717D8PfAdv4V09bi4CS6nOoMkg5EYP8C/1PeqUfwd0GPUVuDdXjQK4ZbYsMcHOM4yRXooAUAAYA4ArmpU5JuU9WdVatBxUaash1FFFdJyhRRRQAUUUUAFFFFABRRRQAUUUUAFQXf8Ax5z/APXNv5VPUF3/AMec/wD1zb+VABaf8ecH/XNf5VPUFp/x5wf9c1/lStOqkqVkOP7sZI/lQBNRUH2lP7s3/fpv8KPtKf3Zv+/Tf4UAT0VB9pT+7N/36b/Cj7Sn92b/AL9N/hQBPRUH2lP7s3/fpv8ACj7Sn92b/v03+FADngik+/EjfVQaZ9itf+feH/v2KX7Sn92b/v03+FH2lP7s3/fpv8KBWQ4W8K9Iox9FFSBQOgAqH7Sn92b/AL9N/hR9pT+7N/36b/CgZPRUH2lP7s3/AH6b/Cj7Sn92b/v03+FAE9FQfaU/uzf9+m/wo+0p/dm/79N/hQBPRUH2lP7s3/fpv8KPtKf3Zv8Av03+FAE9V7jrF/10H9akjkEmcK4x/eQj+dR3HWL/AK6D+tAFiiiigCC2/wBR/wADb/0I1PUFt/qP+Bt/6EadJMsZwVkPGflQn+VAEtFQfaU/uzf9+m/wo+0p/dm/79N/hQBPRUH2lP7s3/fpv8KPtKf3Zv8Av03+FAE9FQfaU/uzf9+m/wAKPtKf3Zv+/Tf4UAT0VB9pT+7N/wB+m/wo+0p/dm/79N/hQBxmufC/Q9d8SQ6vMrR85uII+FnPYn09/WuzggitoEggjWOKNQqIgwFA7AUfaU/uzf8Afpv8KPtKf3Zv+/Tf4U3OUkk3sBPRUH2lP7s3/fpv8KPtKf3Zv+/Tf4UgJ6Kg+0p/dm/79N/hR9pT+7N/36b/AAoAnoqD7Sn92b/v03+FH2lP7s3/AH6b/CgCeoLn/Uf8DX/0IU6OZZDgLIOM/MhH86bc/wCo/wCBr/6EKAJ6KKKAK9v1l/66H+lWKr2/WX/rof6VJJII8ZVzn+6hP8qAJKKg+0p/dm/79N/hR9pT+7N/36b/AAoAnoqD7Sn92b/v03+FH2lP7s3/AH6b/CgCeioPtKf3Zv8Av03+FH2lP7s3/fpv8KAJ6Kg+0p/dm/79N/hR9pT+7N/36b/CgCeioPtKf3Zv+/Tf4UfaU/uzf9+m/wAKAJ6Kg+0p/dm/79N/hR9pT+7N/wB+m/woAnoqD7Sn92b/AL9N/hR9pT+7N/36b/CgCeioPtKf3Zv+/Tf4UfaU/uzf9+m/woAnqC7/AOPOf/rm38qVZ1YhQsgz/ejIH8qS7/485/8Arm38qAC0/wCPOD/rmv8AKp6gtP8Ajzg/65r/ACqegAooooAKKKo6pqUGj6Xc6hcbvJgQuwUZJ9h+NAF6iuM1HxncRWt2kenyW15bJBIy3OGG2R9v8J64zWjL4rt7fXItLmt5EaWXyUk3odz7d33Qd2PfFAHRUVylr43tbq1vLoWc4htYmkYgqzHacYKg5U/UVqaHraa3avPHAY1UgA+YrhsjPBUmgDXorjdK8YySOiajaOiS3s1rHcoAIwVJ2gjOeg69M1IfG0LQLKunXAS4ilks3cqBP5Yye/y8DIzQB11FcKPGepOlsDpaxtNpUl8XLghSq5Bxnpnt15qdPHdpbWtj9sXfM9nBc3TIyqsfmAdATlucnAzgUAdnRTVYMoYHIIyDTqACiiigAqvcdYv+ug/rViq9x1i/66D+tAFiiiigCC2/1H/A2/8AQjU9QW3+o/4G3/oRqegAooooAKKKKACiis/V9Ui0fSp7+ZHeOEZKoMk84oA0KK5U+Kmmg02aKExC6vhbHJWUMNjNkMrYxx1/Ssm28d3EP9lvqCRFbyzkkEcSEPJMJQiIuTjketAHoFFc/wCItcutF0q1uorAzSzTxQtF5gGwscYz39Kot4yjtJb1LlN8iX32SGMFY8nYGOWLYwMnk4oA66is/R9Ut9a0yK+ts+XJkYOMqQcEce4rQoAKKKKACiiigAqC5/1H/A1/9CFT1Bc/6j/ga/8AoQoAnooooAr2/WX/AK6H+lWKr2/WX/rof6VYoAKKKKACiis/WbuSx0W9u4dvmQwPIm4ZGQMjNAGhRXJWXjHzbYLdWFxHdCxS8VRtAmU4BK5PHJ79qP8AhObJdOa4Nu/mLdC1ZPMQqGIyCZAduMd80AdbRXK3njWzsobVnt5PNnga4MRkRdkanBOScH2AJzVR/GzQajqLtavcaZbRW8wlhUAoki5LNk8/QUAdrRXPTeK7aDXYdMkt5AJpBFHNvTDMV3D5c7se+KzPDvibUNUu9MiuVgC3VvcSybEIOUlKLjn0oA7SiuPvfFs+m61rENxZPNY2IgYyQgZjV15LZPPPYdquz+K4INaj01rWQmV/LifzE+diu4fLncAemSMUAdHRWF4Z1qfXtHF9Pa/Zt00iAbgwYK5X+mPqK3aACiiigAqC7/485/8Arm38qnqC7/485/8Arm38qAC0/wCPOD/rmv8AKp6qQzRQQRxyyKjqoUhjjpUn2u3/AOfiL/vsUAT0VB9rt/8An4i/77FH2u3/AOfiL/vsUAT1m63YrqWiXdk0Qm86IqIzJs3Ht82DjnHOKt/a7f8A5+Iv++xR9rt/+fiL/vsUAcXp3hS6vZ759XN1ClzFbxASTpJKTG27OVG3GcDp/OtNvBNib9rwXV4kn2w3qhXXCSHrj5c4I4wScdsV0P2u3/5+Iv8AvsUfa7f/AJ+Iv++xQBhx+ErdbqS6e/v3uGhaFJTIoeNWIJwwUEngctmrmkaFb6PJdTRzSzTXLBpZJNozgYHCgAflWh9rt/8An4i/77FH2u3/AOfiL/vsUAc/beDbG3uYpTc3kscVy90tvI6mPzWzlsAZ4yeM4p1v4O06B49093LDBHJHbwySApArjDbcDPQ45JxW99rt/wDn4i/77FH2u3/5+Iv++xQBz6+DrRY7ZPtt6Wt7SSyBLJl4nH3W+Xt2Pt3p3/CG2KyW8kU91E0NvHbMVZf3qR/d3ZXg+64re+12/wDz8Rf99ij7Xb/8/EX/AH2KAJgMAAdBS1B9rt/+fiL/AL7FH2u3/wCfiL/vsUAT0VB9rt/+fiL/AL7FH2u3/wCfiL/vsUAT1XuOsX/XQf1pftdv/wA/EX/fYppkSd4xGwcK24lTkD8aALNFFFAEFt/qP+Bt/wChGp6qxyx24McjqhDEjccZBJPFP+12/wDz8Rf99igCeioPtdv/AM/EX/fYo+12/wDz8Rf99igCeioPtdv/AM/EX/fYo+12/wDz8Rf99igCeqt9afbbR4POmh3/APLSFtrD6f8A16f9rt/+fiL/AL7FH2u3/wCfiL/vsUAYMHg6xhaJ/PuWkS7F4XJQb3ClcEBQAMHsBUf/AAgulG3igke4kSK1ktU3MuQHffu6feB6Gui+12//AD8Rf99ij7Xb/wDPxF/32KAM/UNCi1TSIdPubq5PlNG63Csok3oQQx4xnI9KpTeD7G4MsjTXInku/tYlBXKPtCnAK4wQOhBrd+12/wDz8Rf99ij7Xb/8/EX/AH2KAGafZpp9lHbI8kgQffkOWb3NWqg+12//AD8Rf99ij7Xb/wDPxF/32KAJ6Kg+12//AD8Rf99ij7Xb/wDPxF/32KAJ6Kg+12//AD8Rf99ij7Xb/wDPxF/32KAJ6guf9R/wNf8A0IUfa7f/AJ+Iv++xTJJY7gCON1clgTtOcAEHmgC1RRRQBXt+sv8A10P9KsVWEiQPIJGCbm3AscA/jTvtdv8A8/EX/fYoAnoqD7Xb/wDPxF/32KPtdv8A8/EX/fYoAnqrfWaX+n3FnIzLHPG0bFeoBGOM0/7Xb/8APxF/32KPtdv/AM/EX/fYoA5p/AmnTW7RT3d9KfIS3jd5FLRIrBgF+XHUDOc1PD4Rt4Bc+TqF/E1xIJZMMhBYDBO0rgg+hGPQCt77Xb/8/EX/AH2KPtdv/wA/EX/fYoA57/hB9NSC1jgluoHt0dBKjKWZXbcwOVI68jAGO2KW78GWN7cXUjXl8q3aRRzxJIAsixjAB4z9ec10H2u3/wCfiL/vsUfa7f8A5+Iv++xQBz7eC9POoG8S5u43+1LdoqsuEcDHGVzgjjBJ9sVPpfhWy0iezlgmuHa1iliTzGUgiR95zgDnPStn7Xb/APPxF/32KPtdv/z8Rf8AfYoAwdQ8I2eo315cS3d6q33li4hR1CSKg4HTOPXnNNbwXY/2gbxLm7jcXQu0VWXCOBg4yucEcYJPtiug+12//PxF/wB9ij7Xb/8APxF/32KAKWjaNDolm1pbzzSQeY0iLKQdm4kkDAHGSeua1Kg+12//AD8Rf99ij7Xb/wDPxF/32KAJ6Kg+12//AD8Rf99ij7Xb/wDPxF/32KAJ6gu/+POf/rm38qPtdv8A8/EX/fYqOaaKeF445FZ3UqNpz1oA/9k=
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,290 |
Her çiftteki mıknatıslar arasındaki manyetik kuvveti düşünün. Aşağıdaki ifadelerden hangisi doğrudur?
|
Aşağıdaki resimlerde iki çift mıknatıs gösterilmektedir. Farklı çiftlerdeki mıknatıslar birbirini etkilemez. Gösterilen mıknatısların tümü aynı malzemeden yapılmıştır ancak bazıları farklı boyutlardadır.
|
Manyetik kuvvetin büyüklüğü her iki çiftte de aynıdır.
|
Manyetik kuvvetin büyüklüğü Çift 1'de daha küçüktür.
|
Manyetik kuvvetin büyüklüğü Çift 2'de daha küçüktür.
| null |
B
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,292 |
Her çiftteki mıknatıslar arasındaki manyetik kuvveti düşünün. Aşağıdaki ifadelerden hangisi doğrudur?
|
Aşağıdaki resimlerde iki çift mıknatıs gösterilmektedir. Farklı çiftlerdeki mıknatıslar birbirini etkilemez. Gösterilen mıknatısların tümü aynı malzemeden yapılmıştır ancak bazıları farklı şekillerdedir.
|
Manyetik kuvvetin büyüklüğü Çift 1'de daha küçüktür.
|
Manyetik kuvvetin büyüklüğü her iki çiftte de aynıdır.
|
Manyetik kuvvetin büyüklüğü Çift 2'de daha küçüktür.
| null |
A
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,294 |
Her çiftteki mıknatıslar arasındaki manyetik kuvveti düşünün. Aşağıdaki ifadelerden hangisi doğrudur?
|
Aşağıdaki resimlerde iki çift mıknatıs gösterilmektedir. Farklı çiftlerdeki mıknatıslar birbirini etkilemez. Gösterilen mıknatısların tümü aynı malzemeden yapılmıştır.
|
Manyetik kuvvet Çift 2'de daha güçlüdür.
|
Manyetik kuvvetin gücü her iki çiftte de aynıdır.
|
Manyetik kuvvet Çift 1'de daha güçlüdür.
| null |
C
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,300 |
Her numunedeki parçacıkların ortalama kinetik enerjilerini karşılaştırın. Hangi numunenin sıcaklığı daha yüksektir?
|
Aşağıdaki diyagramlar aynı kapalı, sert kaplardaki iki saf gaz örneğini göstermektedir. Her renkli top bir gaz parçacığını temsil eder. Her iki numune de aynı sayıda parçacık içerir.
|
hiç biri; numuneler aynı sıcaklığa sahip
|
örnek B
|
örnek A
| null |
C
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,304 |
Aşağıdaki molekül modellerine bakın. Temel maddeyi seçin.
| null |
hidrazin
|
karbon tetraklorür
|
klor
| null |
C
|
physical_property_reasoning
|
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|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,305 |
Hangi çözeltide mavi parçacık konsantrasyonu daha yüksektir?
|
Aşağıdaki diyagram iki çözümün bir modelidir. Her mavi top, çözünen maddenin bir parçacığını temsil eder.
|
hiç biri; konsantrasyonları aynıdır
|
Çözüm A
|
Çözüm B
| null |
C
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,306 |
Hangi çözeltide yeşil parçacık konsantrasyonu daha yüksektir?
|
Aşağıdaki diyagram iki çözümün bir modelidir. Her yeşil top, çözünen maddenin bir parçacığını temsil eder.
|
Çözüm A
|
Çözüm B
|
hiç biri; konsantrasyonları aynıdır
| null |
B
|
physical_property_reasoning
|
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ziYNPIRxj+79TUvjzzP+Ey1DzM/wbfpsXFVFyjBtHRRnVoYeU1pzNJfjcypdb1aefzpNSuzJnIbzmGPpzxXT+F/HV3bXUVnq0xntXO3zn5eMnuT3Hrnn+VcR0oqIzlF3RzUsTVhPmTPbPFOuR6BpZuCoedzshQ929T7D/PWvIb7V9Q1GUzXV3K5JyBuwo+gHArq/H4mOm+H2lDf8e53E/wB7CZ/GuH7Cta023Y6swrzlU5dkrfkaumeItQ0yUFZ2li/iikYkEe3p+FemaPqsZltNSgb9xLw+f7p4Ofof5V49jnFeheEkc+G13DgyPs+n/wCvNb4SbcnB7CwNafPy38z14ciiqGjz/aNJt5D12bT9Rx/Sr9aNWdj6eLukxaKKKRQUUUUAJXnWuWa6rJqNtIcB5WAb0IPB/SvRTyK4OTi+uQevnP8AzNa0kndM5MXFSik9jyW/0660y5MF1EyN2PZh6g96gggmuplhgieWVjhUQZJr1nWdSstM0wzXsSzAnCRMAd7enP8AOuDbxhqcczNZC2sUP8EFun6kg5rgq0owla589Xw9OlKzl8ranovg3w+2g6Uwnx9qnIeXByFx0X8OfzNaetaFY69Z/Z7yM5XmOReGQ+x/pXDeH/iLOLlLfWQjRMcfaEXaV92A4I+lelgggEEEHoRW0HGUbI97CSoVqPJHVLozzd/hXN52I9VjMWerQkEfhmr6w6B8PE8yR3vNTkX5Rgbsew6KPfk/Wu8FfP2q6hJquqXN7KxLyyFh7DsPwGBWc1GnqlqcWMhSwaUqcfee3Wx3H/C1JvOydJQR+gnO789v9K6IXOk+PtAmt43KMMEqwG+F+xx3HX6814z2zW54Q1CWw8U2DxE4mlWBx/eViB/PB/CojVbdpbHLh8wqynyVdYvRjtS8H63pszI1jLcRg8S26lwR68cj8am0nwPrGpTqJrZ7ODq0k67Tj2XqTXtFNatVQjc7v7JpKXNd27HlPinWv7NC+HNIdoba1UJLIpwzt1Iz+PPqa4s/erS1+KWPxFqSSZ3i5kOT3yxIP5Vm54rnm23qeJiakpTd+mlux0vhnxDPBdR2N1K0ltIQqFjkxntz6e1eveFznTpV/uzMP0FeAWqNJdwogy7OoA981774WB+yXJ7ed/QV2UJuVNp9D1MqqSlKz6HQUUUVR7wUUUUAFFFFABRRRQAUUUUAFFFB6UAcLcsX1W7Y/wDPZh+RxXn3iHwrdWly91ZQtLauS21Bkx+2PSu+k4vrkHr5z/zNZOu+K4NFxBFGJ7sjJXOFQe/+FaYiMHD3jxMTClOLc3Y81it55ZfKhikkk/uIpJ/KvTfA/hOfTZDqeoptuWUrFEesYPUn3NcynxC1lJdxW1K/3PLOP55rvPDHiq18QxMgTybuMZeInOR6qe4/lXFSUObcxy+nh/aJ8130urHRlQylWAIIwQe9Y8vhnw6Z98um2auecYCg/h0rA8d+KptL26Zp77LmRd0ko6xr2A9z+g+teXSSPLI0krtI7HLMxyT+NVUqpO1rnVjMfShPk5OZo+iYIIbaFYYIo4ol+6kahQPoBXI+N/B8mu7L2x2i9iXayMcCVewz2I/rXE+FfF93od3FFPM8unsQrxsSfLH95fTHp3r2G5vLe0s5LueVUgRd7OemKpSjUibU6tHG0XFqyW/keBzaVqFrL5VxY3Mb5xhoiM/Tjmun8LeB7y+vIrrU4Ggs4yG2SDDS+2Ow9Sam1X4mahNcMumRR28APytIu529z2H0/Wl0v4mX8U6rqcEc8B4Zol2uPfrg/TisEqalqzyaUMHCr70m16aHdeI9Cg1/SmtJDscHdFJjOxv8O1eSah4W1nTZmjksZZVB4khUup/Ef1r2u2uoL60iuraQSQyruRh3FYuueKNM0RvLuZWecjPkxDc2PfsPxronCMtW7HqY3DUKi9pJ28zzPSvCOp6jOvnW8lrb5+aSVdpx7A8mvRI7SKytI7aBdsUa7VFZMPxA0meUJLFcQA/xsoIH1wc1tNLHPEssTq8bjKspyCK2w0YL4Xc5MPToQi+R3ZveFjnTpV/uzMP0Fborn/CwP2S5Pbzv6Ct8U6nxM9mh/DQtFFFQahRRRQAhHNcPfx+Tq90nrIX/AD5ruK5bxJAY7+G4A+WVNp+o/wDrH9K0pP3rHPiFeF+x5l47mdtWtoST5aQbgPcscn9B+Vcp3r0TxXocuq2sdzaruuIAQUHV19B7j/GvPWVkYqwKsDggjBFcOJi1UbZ8xjISVRt9RO9e3+Dp5Ljwlp0kpJbyyuT6KxA/QCvINH0W81u9W2tYyRn55CPlQepNe5afaRafYQWcI/dwoEX3x3p0Iu7Z6GUU5c0p9LWLYrwvxNokuh61NbuhEDsXgfHDITx+I6GvdBVbUdMsdUtTBf28c0XXD/w+4PUfhWtSHOj0sdhViIKzs1sfPVdV4G0SXU/EEN0EItbRxI7443DlVHvnB+grQv08BabeMiR3l8VOCsMmYwf97Iz+BNdZ4d8WeH7wR6fYKbNhxHBIgTd9CCQT+OTWEILm1Z4+FwsFVXtJLTonudPTWptzcRWltLcTNtiiQu7egAya8X8QeLtR1u4cCV4LQH5IUOOP9ojqa6J1FDc9nFYyGGSvq30O18X+Ef7Yk+3WTKl4Bh1bgSgdOexrgm8K64knlnTpc5xkEEfnnFZ1teXFnMJrWeWKQHO5GINeleGPEba1ZPHcbRdw4344Djs3+NZQUKsrPRni3oYqpdpxk/xMnQPCzafILy+KmcfcjU5Ce5Pc16Z4ZjKaTvP/AC0kZh/L+lczcsSpA5J4AHeu2soBa2UMAx8iAHHc9/1rtlCNOHLE9TBUY021HZFqiiisj0gooooAKKKKACiiigAooooAKKKKAOGv4/J1e6T1kL/nzXj15O91eTzyEl5HLHP1r3DxJCY7+KcD5ZE2n6j/AOsf0ryHxHo8umX7yBCbWVi0bgcDPO0+9LFJyhFo+ezKEumyZi1r+GbqS08S6bJGTkzqhx3DHaR+RrI7V1/gTw/NfarFqUqFbS2bcrEffcdAPoefwrhgm5Kx5uGhKVWKjvcrePEkTxhel84cRsp9RsA/mDXNdq9l8WeFE8R26SQusV7EMI7fdYf3T/jXms3hHxDBKY20u4Y56oNw/McVdSm1K51YzC1Y1ZSSum7mJ2r0vxzLcWvgrSLR8hnEazdslU6H8efwqDwr8P7kXkd9rKCOOMhkt8gliOm7HAHtXX+LdCOv6FJbR4FwhEkJPTcO34gkVcKcuVnVhsHVVCbas5LRHhfSjrUtzbT2lw9vcwvDMhwyOMEUlvbzXU6QQRtJK5wqKMkmuex43LK9up6H4M1aSw8GapK3zizZniB6ZK8D6Z/nXns88t1PJPPI0ksjFmZupJr1iw8LPZeCLnSmKm7uUZ3PYORwM+gwB+deSSRvFI0cilXQlWUjBBHatqiaikz0MaqkadOEui/EbXXeCtRkE02nuxMRUyID/CQecfXP6VyOa6jwdZSNdTXm07FXyk92OOn4fzp4a/tFY5cK5e0Vj1/wzGU0ref+WkjOP5f0rbNVbGD7LZQwcZRADjue/wCtWa65O8mz6+nHlikLRRRSLCiiigBKoavZfb7CSJf9YPmQ/wC0P84/Gr9FNOzuhSSaszgoJOxGCOCD2NTPYWN2we5sraZvWSJWP6itDXdNNvMb6FT5bn98o7H+9VCGUYBBrpdpq550o8rtIL/VLDw5phmdFjjBwkUSgbm9AK4W5+I+syzE26W8EeeF2bj+JPX9Kj+IFy8usQQEny44QQPck5P6D8q5KvNrVXzcq6HlYrGVFNwpuyR6b4e+IxuLpLXWI44952rcR8KD/tA9PrVv4lavNZ6Xb2EDlGuy3mMpwdi4yPxJH5GvKMcc12/iK3udU8D6JqpDO1uhjlPU7c4DH/vkfnUqcpRaLp4ytVoTg3dpb+V9Th6UEgggkEdCKSisDyVc9S/tW41r4X3UzktcpGY5W7ttIyf++eTXlvvXsHhDTWsfCsUFynzT7pHRvRugP4Yrite8FXtjcvJp8bXNqxyoXl09iO/1FdNSnJxUj1cXRqVKcJ7u2pyldR4H3nWZmX7ogO78xisu38OavcyBBYTR5ON0qFAPzrvPD+gnTohZwYlvJzmRx0//AFCnh6UnNSeyOfCUJuonbY6LRbU3upiVhmKD5vq3Yf1/Cuv7VVsLKOwtEgj5xyzf3j3NWu1dU5czPqKNPkjbqLRRRUGoUUUUAFFFFABRRRQAUUUUAFFFFAGdq9l9usXjX/WL88Z/2h/nH41yCiOaMxzRqynhkdcj6EGu/wC1cxr2nG3mN9Cv7tj+9A/hP96taUvss5cRTv7yMOHw3ogk8z+zYC3oRkfl0rltf8b3Imay0d1t7aI7PNQDL49PQfSuqv5mXR71oj84t5CuPXacV5DxiufEvktGOlzxcZVdJKNPS+9jYt/FOu20okTVLpjnOJJC4/I5r0/wh4sTxFA8UyLFewjLqvRl/vD8e30rxjoa6HwTdfY/E8U5JESRStKR2UIT/MCuanNqVjLBYydOok3dM9nur61sIDNd3EUEQ/ikYKKzoPFeg3Uwii1S3Lk4AZtuT7E14zret3Wu6i91cuduSI488Rr6D/PNZxxVuvrojrqZxLn92Oh9BXum2GogfbLO3uMDgyRhiPoT0rk/Ees6b4OhW30qwtkv5lyNsYG1fVscn2HtWb8PfEc0kraPcyF0VN8DMclcdV+mOR6YNcz4zleXxbqBkzkMqgegCjFXOa5OZF4nFxdBVYK0np5ojl8Wa9LN5ranOG9FIVfyHFSW13a6/epDq+Y7mTCLeRAAk9AHHQ/Xg1g9KOa51N9dTxlXm37zuvM72PwFZwyhp7yWVB/Cqhc/jzXX+HNMia8QRRBLW1GQoHG7t/jVO18+9S2hQbriVFz7HHJNdrYWUdhZpBHzjlm/vHua9PlhTj7q1Z9BhMNDm5oqyLlFFFZHqBRRRQAUUUUAFFFFADWUMpVgCCMEHvXJ6npMmnOZrcF7YnJUcmP/AOtXW0daqE3FmdSmpqzPHPGGkSajBFf2q+ZJCpV1HUr14+nP51wNfQd/4eR2aayYRSHkxn7jf4Vy99olmJydS0uNZCfvlOG/Edaiph1VfNF6nhYvL5OXMjzHTNLudXvEtbVNzH7zdkHqfavarOzgtNMisAoeGOIRkMMhhjByPeqFmltaxeXaxRRJ1xGoA/Srgm960pYf2a13NcLQjRTd7tnL6h8O9PuJmks7qW1Dc7Cu9R9OQf1q1pPgjTNLnW4lZ7uZTlfMACqfXH+Nb5m96jab3qlh4XvY0VCipcyjqWGk96ryS1XkulBxuyT0A5NWrXSb2+IZwbeI92+8R7CtbKOrNrym7RKY825nEFuhklbsO3ua6jSdKTToiSQ87/ff+g9qnstPt7CLZAmM/eY8s31NW6ynUvotjqpUOT3nuLRRRWR0BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTWUOpVgCCMEHuKdRQByOqaM9lvlhUyWpzuTqU/xFeUa34buLCZ5raNprNjlWXkr7Ef1r6ExxWFf+H0ctNZsIpDyUP3G/wAKqajVVp79zzcXgVVXungEUE08vlRRPJIeNqqSfyrvtA8Jz2mi6hLcri9ubZ4o48/cBHf3Jx+FdNJ51m+25iaNj3IyD+NSx3AIyGB+lKGEUdW7nBSwUabvJ3Z4iQQSCMEdqK9F1/wdFqVw93YypBO5y6OPkY+vHQ1iQ+BNUeXEsttGmeW3Fj+Ax/hXJLDVE7WOCeFqRlZK4zwFbvJ4mSZQdkEbMx+o2j+f6Vv+NfDUuoSjUrFd84XbLEOrAdCPftitnRtKtdDs/It8szHMkjdXP+HtVqS6UHGck9AOTXZTw37vlkehTw6VH2c+up4w6PG5R1ZWHBDDBFb3hvwzeazfxfuG8kEMdwxuH+HvXqVrot3qDK8yeRD13OPnP0Hauks7C2sItkCbc/eY8lvqay+rwg73uVQyq8uab0INK0qPToySd8z/AH3/AKD2rSopattt3Z7kYqKsgooooKCiiigAooooAKKKKACiiigApjKrqVZQynqCMg0+igDKm0HT5mJEHln1jJX9OlVm8MxZ+S7uFHoSDW9SVSqSXUzdKD3Rg/8ACMj/AJ/ZvyFSR+G7MH9480nsz8fpW1S4p+0l3EqNNdCpbafa2g/cW8aH1A5/PrVqjpRUN33NEktELRRRQMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjZVdSrqCD1BGQazptB0+ZiRB5besZK/p0rUopqTWxMoxlujCPhmLPyXdwo9CQaT/hGV/5/ZvyFb+KTFV7SXcj2FPsYqeGrMH9480nsz8fpWhb2FpaDEFvGh9QOfz61boqXKT3ZUacI7IKKKKRYUUUUAFFFFABRRRQAUV5hc30Ud9qUXibWdb0e+N1ItpcLJJHaCLP7oqV/dnjGd/Oc5rqJtfvbe9tNHsLeLVr82a3U07TCCLZnaHyA3LEHAAxx1oA6eiuAuPE91qF/oF1YQTrIft6TaeZtu+aKMjy2IyD8w4OD1zitgeLoJLfQZ4Id6ashmOZMeREse93PBzt+VcccmgDp6K5Cx8YXNwNLu7rSfs2l6pIsdpcfaAz5cExl49vyhgOMM3UZxUI8a3f2K41JtGVdOtr9rKeU3Xz8TeVvRNmGHIJyQRyOcZIB2tFcx4c1XVtR1vX4L2CBLWzvPJhKTbmX93GcY2DIO4tknIJxjABqZ/E0Vtc69HeQeQNJiW4Zt+fNiZCwYcDHKuuOeR70AdDRXIQ+KtTvZPs+n6Cs13DaxXF5FLeeWIWkUssSnYdzYHoo6c1m/wDCXedqUmt2pnksV8OSX4tHkKgushyCOQG4K5waAPQaKwbjxD5N1okH2Xd/aiSPnzMeVtj8zHTnPTtWLZ+ONQu7bRLn+wAsOsjba4vAWEm0thxs4TAY7gScD7vagDuKK5D/AITOUWbI2lk6qNROmi0ScFGlCh93mFR8mw7s7c9sVatvEGoXK6naDSFGsWARjaC6Hlyq4JUrIVHBww5UYIoA6WioppY7eF5ZXVI0Us7scBQOSSa8/sda1KXxZPq1xNOunzaNPdWtiWIVY0kTY7L/AH2BY56gMB2oA9Forzq2bUNO0vw14gfVb64utRuLZL2KWUtCy3GBhY+ibSy4K44HOc11XiLW5NDtrSWOza6e5u47VY1kCHL5AOSPWgDbori5vGOqQf2yraDGZtHUS3YW++QxlN4MbeXlmwD8pCjjrzVnTNQlu/Hl8qTzNZtpVrPHEzHapZ5PmC9ASAM/SgDq6KKKACiiigAooooAKKK8wub6KO+1KLxNrOt6PfG6kW0uFkkjtBFn90VK/uzxjO/nOc0Aen0VzE2v3tve2mj2FvFq1+bNbqadphBFsztD5AbliDgAY461j3Hie61C/wBAurCCdZD9vSbTzNt3zRRkeWxGQfmHBweucUAd/RXMDxdBJb6DPBDvTVkMxzJjyIlj3u54Odvyrjjk1XsfGFzcDS7u60n7NpeqSLHaXH2gM+XBMZePb8oYDjDN1GcUAdfRXFDxrd/YrjUm0ZV062v2sp5TdfPxN5W9E2YYcgnJBHI5xk3vDmq6tqOt6/BewQJa2d55MJSbcy/u4zjGwZB3Fsk5BOMYANAHT0Vzz+Jora516O8g8gaTEtwzb8+bEyFgw4GOVdcc8j3qjD4q1O9k+z6foKzXcNrFcXkUt55YhaRSyxKdh3NgeijpzQB19Feff8Jd52pSa3ameSxXw5Jfi0eQqC6yHII5AbgrnBro7jxD5N1okH2Xd/aiSPnzMeVtj8zHTnPTtQBvUVw9n441C7ttEuf7ACw6yNtri8BYSbS2HGzhMBjuBJwPu9qs/wDCZyizZG0snVRqJ00WiTgo0oUPu8wqPk2HdnbntigDr6K5q28QahcrqdoNIUaxYBGNoLoeXKrglSshUcHDDlRgiugmljt4XlldUjRSzuxwFA5JJoAlorzqx1rUpfFk+rXE066fNo091a2JYhVjSRNjsv8AfYFjnqAwHai2bUNO0vw14gfVb64utRuLZL2KWUtCy3GBhY+ibSy4K44HOc0Aei0VieItbk0O2tJY7Nrp7m7jtVjWQIcvkA5I9axpvGOqQf2yraDGZtHUS3YW++QxlN4MbeXlmwD8pCjjrzQB2lFcppmoS3fjy+VJ5ms20q1njiZjtUs8nzBegJAGfpXV0AcnJaeLkhubETaTf28zOEuLvekioxOFaNV2vgHHVcgVWs/Cmo+HptPn0aa2ung01NOmS9dog4RiyuGVWwcs3GOhHPFdrRQBxum+Er2wvtFupLiCWS3uLy6vWGV3yTgn5Bg8AnHJHApNF8HTWOqak95LFJYNFLb2EUZO6KKWRpJA2RwclQMZ4UV2dFAHn+g+BX0qbT4n0jw6UsmX/T1gJuJgo+U7doCPnBLbm5zxV2Xwpfv4M1DSBLbC4ub+S5Qlm2BWufNAJxnO3jp1/OuzooAwNI0u/wBN17WZnNu9hf3AuY2V281X8tEKlcYx8mc5/CqHibwrda5q1lc280Mdu6C31FJCcywCRJAq4HXKsOccOa66igDlbnSNasvEGoanoxsJRqMUazR3bunlSRgqHUqp3AgjKnHTrWdaeAprW3Nl9rRrZtDk0x5SDvMjuWZ9vTHJ713dFAHFxaFr0+o6DcXx0+KLS4pYmWCV3MpaLYG5QY5x8vOMnk1Jp/he+tNO8IW0kluX0Zs3BVmw37l4/k455YdccV2FFAHBal4ImvxeySCxnkbV/wC0beK4BaKRDCsZSTjjOGOQDjAPtWlpGh32j2OoTWGk6BY30wUQw2ysI+P+ekgUFup6KMe9dXRQBS1PTbbV9NuLC8Rnt502SKrlSR6ZHNczH4HhTxPFf/ar6SyWykt2jn1GeR2ZmXj5mIKYByM4zjjjNdnRQBxNl4Z1kx6Ppd/cWcmlaRLHJFLEW8648oYiDKRtXHBJBOSvatvxDpVxqq6b5DRqbW/hun8wkZVCSQMA881t0UAcrdeHLydvFjK8AGr26xW+WPykQlPn44GT2zxVNND8R6Xra3+mx6XcI2m29m63NzJGQ0ZYkjbG2Qd3tXbUUAVLBr17ONr+OCO5OfMS3kLoOeMMQCeMdhVuiigAooooAKKKKACuTktPFyQ3NiJtJv7eZnCXF3vSRUYnCtGq7XwDjquQK6yigDirPwpqPh6bT59Gmtrp4NNTTpkvXaIOEYsrhlVsHLNxjoRzxT9N8JXthfaLdSXEEslvcXl1esMrvknBPyDB4BOOSOBXZUUAcZovg6ax1TUnvJYpLBopbewijJ3RRSyNJIGyODkqBjPCiqWg+BX0qbT4n0jw6UsmX/T1gJuJgo+U7doCPnBLbm5zxXoFFAHGS+FL9/BmoaQJbYXFzfyXKEs2wK1z5oBOM528dOv51qaRpd/puvazM5t3sL+4FzGyu3mq/lohUrjGPkznP4Vv0UAcj4m8K3WuatZXNvNDHbugt9RSQnMsAkSQKuB1yrDnHDmpLnSNasvEGoanoxsJRqMUazR3bunlSRgqHUqp3AgjKnHTrXVUUAcJaeAprW3Nl9rRrZtDk0x5SDvMjuWZ9vTHJ71PFoWvT6joNxfHT4otLiliZYJXcylotgblBjnHy84yeTXaUUAcfp/he+tNO8IW0kluX0Zs3BVmw37l4/k455YdccVS1LwRNfi9kkFjPI2r/wBo28VwC0UiGFYyknHGcMcgHGAfau9ooA5TSNDvtHsdQmsNJ0CxvpgohhtlYR8f89JAoLdT0UY963tT0221fTbiwvEZ7edNkiq5UkemRzV2igDjI/A8KeJ4r/7VfSWS2Ulu0c+ozyOzMy8fMxBTAORnGcccZpll4Z1kx6Ppd/cWcmlaRLHJFLEW8648oYiDKRtXHBJBOSvau2ooAxPEOlXGqrpvkNGptb+G6fzCRlUJJAwDzzVC68OXk7eLGV4ANXt1it8sflIhKfPxwMntniuqooA4lND8R6Xra3+mx6XcI2m29m63NzJGQ0ZYkjbG2Qd3tWoJ/GWOdO0L/wADpv8A4zXRUUAFFFFABRRRQAUUVQ1DWdL0oIdR1Kzs9/3ftE6x7vpuIzQBfoqG3uIbqBJ7eaOaFxlHjYMrD1BHWkuLiG1t5J7iZIYY1LPJIwVVUdSSeAKAJ6Kgt54bmCOe3lSWKRQ6SRsGV1PIII4IPrU9ABRVRb60kvpLJLqBruJQ8kCyAyIp6Er1APrVugAooooAKKpQanp91ez2dvf20t3B/roI5lZ4/wDeUHI/GrtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFZ9/rWlaUUGo6lZ2bP8AdFxOse76biM1bgmjuIUmglSWJxlXRgysPUEdaAJaKgubmCzt5Li5njggjG55ZXCqo9STwBSwyx3EKTQyLJE6hkdDlWB5BBHUUATUUVUivrSa8mtIrqF7qAAywLIC8YPILL1Ge2aALdFFFABRUFzcwWdtJcXU8cEMY3PLK4VVHqSeBVCz8S6DqFwsFnrem3Mzfdjhu43Y/QA5oA1qKKKACiiigAooooAKKKKACiiigArzLxH4e1RfHNzr1hpOl+IYpLVIZdPu5FEkGO67sgZwfzNem14l8ZGk0DW7bVdInuLC+vIttxNbTPGZQoIXdg4OMCgC7beKoNN8KWlh4V09tHvbzW/7Nlhu8yizmYjeQCcEdMDgdeKsazq2s2R8V+FtXv01Mf2DLfQXXkLE6jBUqwXjqeP/AK9KmhaafgxJObf9/wA3/neY3mfaP+em7Od341i+EQdT+G3i7Xb55LnVJrKWCS6lcs5jEZ+XJPA+lAHSeFda1CLWfB+ipPjT5vDcc7w7F5cKADuxnp2ziua13Wdc13wnNJPq7qsfik2IVYY8GMMpjzgc7SM++ec4p3ilTYeF/h9qVnJLb3v2GKDz4pGVthjTK5B6cn86rTWkEPwo8XLGpX7D4gle2IY5jZdgBBznjJoA6i88SX/h7xJ4oaaSO9Om6NBIrtbxo0suANzMoBwSc4zgdsUttr3ijRrvwnd6pq8Wo2uvOkUtsLVI/s7OoKlGXkgZ5z6e/FHwci614o1RdSH2oXfh208/zOfM3IN2frWP8ME/tPx5La30ktzBo0b/ANnxzSsy2/IX5QT6cc+g9BQBoSeK/F6+Eta8RprEPl6VqjwLbNaIfPjEirhmAGANwxjng5PIx6vdanDZaLNqk/ywQ25uH9lC7jXjkn/JFfGv/YZk/wDR0Vdh8UJpIvhFdtGxUtFApI7gumaAPO/Bev6bZeLdD1caismpaxPcRarCAw2GV8xckY64zjpX0NXnPxTgit/hPKYUCfZPszQY/wCWZDqox+BIr0GBi1tGzHLFQSfwoAlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPL9e8P6pD451HXrPRtM8SW9xBHHJZXMiiW32rjC7gQAcE++T+NGz8Uw2nhfR9M8IWj6RPfas1hKt3mY2b5BkwGPJ+YEDpyeAayvjC0vh3X01HRri5sLu9jX7TJbTunm4OBkA46Vt3mh6db/AAbinityk8TC+SYSNvWfP+s3Zzn8ewoAh1/WNYgs/GPhbV75NR8jSftcF2IVibacAqyrx1PH0/LX8M61qC+KtA0MXGNObwvBdGHYvMu7bu3Yz0HTOK5Tw8g1D4S+KtcvGe41S6heOa6lcs7Ko+UZJ4A9vQelS+ME+w2XgS/tHlt7uSyjtnmikZGMexPlyD0+Y/nQBDqur65r3hfSLibWXVj4oFn8sEeMBsxt052FenQ55zgVu3vii/8ADmteNZXaG7fTbKzMTNbojSSMirucqASNxzjOB0GK5W7hS2+DmoPADG9l4heS2ZWIMTKcAg+wJro/C0Ees+J/E8Oor9pS50WwMwkJJcmBSST1znnNAGlb614m0PWPDC6rq8Wp2uugpJF9lSI27lQw2FfvD5sc+nvxgjxf4vh8EXHiltXieOx1EwNbG0T9/H5gX5mAGPvADAHTqc8VvhUG1XxXIdQlmuv7JhZbATSswtxnb8oJx0AH4D0qCf8A5IDrn/YUb/0elAHqHxG5+Heun/p0avK9Rgl/4RLw3dXnhKPRrC2e0ll1uF4pJNmAA21PnG4kHnocd69U+Iv/ACTrXP8Ar0avAPCGoX/iLXtN0HV7+8u9JMyRm0kuH8vauMDAPQYFAH1MrK6hlIKsMgjuKdTQoRdqjAA4A7U6gAooooAKKKKAP//Z
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,307 |
Hangi çözeltide mor parçacık konsantrasyonu daha yüksektir?
|
Aşağıdaki diyagram iki çözümün bir modelidir. Her mor top, çözünen maddenin bir parçacığını temsil eder.
|
Çözüm B
|
hiç biri; konsantrasyonları aynıdır
|
Çözüm A
| null |
C
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,309 |
Hangi çözeltide mor parçacık konsantrasyonu daha yüksektir?
|
Aşağıdaki diyagram iki çözümün bir modelidir. Her mor top, çözünen maddenin bir parçacığını temsil eder.
|
hiç biri; konsantrasyonları aynıdır
|
Çözüm A
|
Çözüm B
| null |
C
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,311 |
Hangi çözeltide mor parçacık konsantrasyonu daha yüksektir?
|
Aşağıdaki diyagram iki çözümün bir modelidir. Her mor top, çözünen maddenin bir parçacığını temsil eder.
|
Çözüm A
|
Çözüm B
|
hiç biri; konsantrasyonları aynıdır
| null |
B
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,312 |
Hangi çözeltide pembe parçacık konsantrasyonu daha yüksektir?
|
Aşağıdaki diyagram iki çözümün bir modelidir. Her pembe top, çözünen maddenin bir parçacığını temsil eder.
|
Çözüm A
|
Çözüm B
|
hiç biri; konsantrasyonları aynıdır
| null |
B
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,318 |
Hangi çözeltide yeşil parçacık konsantrasyonu daha yüksektir?
|
Aşağıdaki diyagram iki çözümün bir modelidir. Her yeşil top, çözünen maddenin bir parçacığını temsil eder.
|
Çözüm B
|
Çözüm A
|
hiç biri; konsantrasyonları aynıdır
| null |
A
|
attribute_comparison
|
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
|
scienceqa
|
finegrained_perception (cross-instance)
| null |
dev
|
2,000,319 |
Hangi çözeltide mavi parçacık konsantrasyonu daha yüksektir?
|
Aşağıdaki diyagram iki çözümün bir modelidir. Her mavi top, çözünen maddenin bir parçacığını temsil eder.
|
Çözüm B
|
hiç biri; konsantrasyonları aynıdır
|
Çözüm A
| null |
A
|
attribute_comparison
|
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
|
scienceqa
|
finegrained_perception (cross-instance)
| null |
dev
|
2,000,366 |
Ursus spelaeus'un hangi özelliği vardı? Fosilde gözlemleyebileceğiniz özelliği seçin.
|
Bu resimde Ursus spelaeus adı verilen eski bir hayvanın fosili gösterilmektedir.
Ursus spelaeus'un nesli yaklaşık 24.000 yıl önce tükendi. Mağaralarda çok sayıda Ursus spelaeus fosili bulunmuştur.
|
vücudunun çoğunu kaplayan kahverengi kürk
|
uzun bacaklar
|
yuvarlak kulaklar
| null |
B
|
attribute_recognition
|
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
|
scienceqa
|
finegrained_perception (instance-level)
| null |
dev
|
2,000,374 |
Kayrak taşı ne tür bir kayadır?
|
Bu bir kayrak parçasıdır. Kayrak genellikle şeyl adı verilen tortul bir kayadan oluşur. Şeyl yüksek sıcaklık ve basınçla değiştirildiğinde kayrak oluşabilir.
Arduvaz genellikle koyu renklidir. Karatahta kelimesi arduvaz renginden gelmektedir. Onlarca yıl önce karatahtalar siyah arduvazdan yapılıyordu.
|
tortul
|
metamorfik
|
magmatik
| null |
B
|
attribute_recognition
|
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
|
scienceqa
|
finegrained_perception (instance-level)
| null |
dev
|
2,000,385 |
Cümleyi tamamlayınız.
Kutup tilkileri kuyruklarını () için kullanırlar.
|
Kutup tilkileriyle ilgili pasajın ilk bölümünü okuyun.
Kutup tilkileri çok soğuk yerlerde yaşar. Kürkleri onları sıcak tutuyor.
Kuyrukları da onları sıcak tutmaya yardımcı olur. Bu tilkilerin büyük, gür kuyrukları var. Uyurken kuyruklarını vücutlarının etrafına dolarlar.
|
sıcak tutmak
|
etrafında yürü
|
Yiyecekleri sakla
| null |
A
|
function_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,389 |
Kangurulara neden boksör denir?
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Kangurularla ilgili metni okuyun.
Kangurular sıradışı görünümlü hayvanlardır. Ancak komik görünüşlü vücutları vahşi doğada hayatta kalmalarına yardımcı oluyor. Kangurular güçlü arka bacakları sayesinde 10 metre yüksekliğe kadar sıçrayabilirler. Ayrıca diğer kanguruları tehlikeye karşı uyarmak için uzun ayaklarını ve büyük kuyruklarını yere vururlar.
Kangurular kısa kollarını birbirlerine veya vahşi köpekler gibi tehlikeli hayvanlara karşı kendilerini savunmak için kullanırlar. Bazı insanlar dövüşürken kollarını tutma şekilleri nedeniyle kangurulara boksör diyorlar. Kangurular bazen sıcak günlerde kollarını yalarlar. Bunu serinlemek için yapıyorlar. Kangurular vahşi doğada güvende ve rahat kalabilmek için tepeden tırnağa her şeyi kullanır.
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çünkü kavga etmeden önce kollarını yalıyorlar
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çünkü güçlü arka bacakları var
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savaşmak için silahlarını kullanma şekilleri nedeniyle
| null |
C
|
identity_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,391 |
Işınlar nedir?
|
Işınlarla ilgili pasajın ilk kısmını okuyun.
Işınlar bir tür balıktır. Ama diğer balıklara benzemiyorlar. Çoğu ışın büyük, düz uçurtma şeklindedir.
Işınların kanatlara benzeyen büyük yüzgeçleri vardır. Yüzgeçler ışınların yüzmesine yardımcı olur. Işınlar suda uçan kuşlara benziyor.
|
Işınlar yüzgeçleri olmayan balıklardır.
|
Işınlar uçurtma şeklindeki balıklardır.
|
Işınlar suda yüzen kuşlardır.
| null |
B
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,406 |
Bu reklamda kullanılan temel ikna edici çekicilik hangisidir?
| null |
pathos (duygu)
|
ahlak (karakter)
|
logos (sebep)
| null |
C
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,408 |
Bu reklamda öncelikli olarak hangi retorik çekicilik kullanılıyor?
| null |
pathos (duygu)
|
logos (sebep)
|
ahlak (karakter)
| null |
C
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,411 |
Bu reklamda kullanılan temel ikna edici çekicilik hangisidir?
| null |
ahlak (karakter)
|
pathos (duygu)
|
logos (sebep)
| null |
B
|
image_topic
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dDhX/dP/AErdGLNiikXpS0hmNeQ+VOQBweRXl/xX/wCYR/22/wDZK9c1CLfBvHVf5V5D8Vf+YT/22/8AZKiRcdzzmiiioNQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAuK9iSQGGc1Ykgt7e3M6sCOOKxJdBmDlopCM1LHZXcfkRTOSGlGPwrj5bvRm3Nobd/cLF4s0eBcALJEx/MV7Q8STnlQemK+e9emmg8Vec3DRyoFHsCK+irZN0CMeMqDWyWhi2RvF6Nt4xjFQtET7+9X/LX13GkMY9KOULmf5C4+biqWr3OJobXyzGsSGXaD1PTn1PNdMtsqwq2Bk859K5rXtqXzMCMkD8hUVFyxuVT96VjMbJmRM8klj+H/6qlzhJc/wjGP8AP0qOL77u3RRj8uv9aC+LGaQn5s46+1cvQ6+o+Nx9lYHrlc/iSf61BdsuInJ4+Yj9P8Kjhm3m7QNzG6de/NRarIVtImH9wn9KvoR1INGIwrZ6kH9K6CFFQYPbA/SuY0w+X5g4wGAB/wCAn/Cty4u1tniDH73Jz+VC3KRoNEGGRQse1c5xUUVypwc8GrKsJMDtWlim2ZUuszwyskunTiMHAcEEEfhWn4csrDVrv7TCFi8sZeJUAZz2yeuKtJZCQVqaHp8cFxcTrGFZgEJHGf8APFbQim0mgqVaapOytLudCvTHpTqYhp9dh5IUjDIpaKAI6ydTg53gVrkVXuovMhIqZK6GnZnMMOaYVqxMu1iD2qGuVnREcgwa1tMfazD1WstauWzbXBqNi2ro2Zhvg+X1yaq2+FlKNwGGKlE23aOoPWo5EwwccjtW0Za3MbaWNBCWQE9e/wBaqarAbjTplH3lG5fqOaswtkH3+apa6TEp6fcfabKKXuy4P1FXKydLH2a7urI8BW3oPY1rU2JDXUOjKehGK8Z+LK7JNKU9QZv/AGSvaK8f+M0ey40lh0YTH/0ColsaQ3PLqKKKzNQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA6dIm9Kz9czbW6XBBGzoffIqd9RS35Lg02cXviPTHsYLYCN2yZn4x9K44XTu9jR6qyOW8UX4utYS4RcIApPua+ltLcXOm28owVeNSPyrxKH4cyT7Tc3pOABhFr2PwnEbbRoLLeXa1QRgv1IHTNbxknoZSTWprGM9hijy+AfWpjvcbXK57kUHk4H0FXZEXFE0LRmIHLxgblrhtZnFxqMq9gwX/AD+FdNfoYLuO5SQD5Sjqf4h/jXHOwe4nc88kZ9//ANQrmxEtkdOHjuxJpfLtbgjO4ALgepyahvZRHpjj1bHHuAP61BeXIjtgzZ+djJ+A4H6im6l/yC0z2A6d+RXMdLKtpcE3Gp885V+vTB/+savahmS0t1/iaNSfxAzWFp0m+9v4u8luT+ODW3esEsLaUn7tsjf+O1pLYzW5FpyFxgdWY4/PH9an1kebeoo6CjRxgLn+Efr/AJP6VcjgNzeM5GRnipjdmq0KMLSQ4GSVq7DfMhzmrGpRwWVi88zLGiDJZjgCuOt/E9leTMtuzOg/jCnB+h71d2g0e56Xo+pRz/u2IDV1FljyWx3f+gryPTdV3yiSGJ1IPDP/AIV6po27+zISxyxGST3NdNCo5OzOXExSV0ai1JUQqQdK6ziFooopgNbrTSMinnpTaAMHUYdkpIHBrOxzXR38PmwkjqK591wa5qkbM3pvQVBVmLqKroOKsxdRWJqXCeR9KkV/lIqEVKtXElly2bcMen8qs1RtmKy+x4q9XVF3RzyVmZd8Ps1/a3gwFJ8qQ+x6Vp1XvoPtNlJF3I+X69qSxn+0WUUh+9jDfUcGrI6lqvJvjV/zBP8Atv8A+069Zryb41f8wP8A7eP/AGnUS2LhueT0UUVmbBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB0Ph/wnPelbvUVIU8pD/jXoVppQRFVVCqOgArQtbMKBxWnHAFHSuflvuNysUYbAL2q5DbNC++Jire1WFTFTKtWoIhyI99yf41/KlBuf74/KpTtRSzEADqTWfca5aQkrHmZh/d6fnTdluSrvYkvjMtnIzsCAM9K4PUJxbaU75+eUhB+PB/TNb17rs06MjGOOLHKj+priNS1FLq8jh48uAiY45DYBJH4kgVy1bOSsddFNRdyS/nE6rErZEbGFvrjn9SauXxI8NbnySI159DgVy+hz+Y9wZTkNcGXJPbp/QV2F/CT4djTuVB5/KsmrM2WqMHSQf8AhIUx0eN1PtXRaxD9n0O2dl3MIYlA9TheKzdOtwurWchHBcqfyx/hXXeILUyaJsThlRTn0wQP61qlzRZm9JIxdFiZ4wmdzgZYj1NdRplmqZ3CsfwvAsUojJ5PrXZJCsea1owVrirTa0OX8X6Q97otzGgBXy2OMd8V5xeQ2+mQGytI13Wse6QgfxY5r2LW7uO00q4mY8KhI9+K8f0S2bUfklGXfeGJ6sCQc5pTikwjJuKudRZ2SRomwcMATx7ivStIbNjGP9kGuNgiVLUEADrg/VsCtZPEUOmIY3hd2Qfw9/8APNTQajPUVZOUdDsF6U9a85m+Lmk252NZXZcHB+6AOfrn9K1tM+JPh3U7pLYXEltI/wB37QoVSfTIJA/GvRSOFnZUU1WDKGUggjII706mIOoptAOGIP1ooAawyCK5+8g8uZh27V0NZ+pQ5QOByKiauiouzMZBirEfWocc1LG2K5GdKLSGplqvGaspVIGSp1FXVOVBqkKtxHKc1vTZhURJVC1HkX09v/C/71Px61fqnejY0NyP+WbYb/dPBrUzLleTfGr/AJgf/bx/7Tr1mvJvjV/zA/8At4/9p1Mthw3PJ6KKKzNwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+j47YIOlSFMVAlwbZgWBaLPIA6e4q+6qyq6EFWGQRUpIzdyuFrD1nxZpeit5Ut1D5+du0uAFPoff2q1q188K+RAcOfvMOw9BXzZ4n1Wcatq1jNDDxMwSRs7xhiAQfeqilJtXFZrU9C8Y/EX7MqxWtwlzcSDIZCDFGPoDyf8+1edXPirWbpiz6lcjP8ACkhUfkMVBfaVfQ+HIr24QlSwG89Qeo/TP5VieYchvzq4QilpqEnLroasetX1sSy3c21j82ZCefXrWrYeJmM6297Fvhbn5Tg59R71zD/dK9iOKSLNxBtBxKnKmidKMt0ONSUdj1C1ubHzI2jdY5MZVnGNw9x611seoR3tj9n3JvCEYDZzzx/KvD7bVbjyNjszop+Zc8r7itBdd8uRDCznaPvc5rinhpX0OuNeLPWY7p7S5jXahI8vBY9SzEGtnVPEkEbxwOqkPJIh+bsDg/jyDXjE/irUrny9rlNuOc89c/0qGfWLy8idZ33ZcuD0K5HIHt0/KtqeGajZmU665ro7a/8AHmq6Bqxj/sqDEZyreYSHHqOOhrR1z4neI7SxjJsLCOWaIyIY3ZyuMZBBHXB968zn1W+ns0tLqXzo0/1buMsvtnrW3petWd9b6ZbamnmNZyFWDdGjII/Htx7VqqfLZJEupz3u/Q1Jfifq2o3kdldfZhbsAxxEQzDHY5+vauo8NRxfPcQkOJAdrdwfTHbkCvH9Tgax1BoVU7oJQYivOUIyMHuMZrqfDXidLMyAooCruJGcnnnr7fypVKSlDmiEKsoy5ZHr0bgKSGBVDtAz/F/+sn8qxdV89V+2Qgs0TEyjk/L9OfQfrVJtTjn03zLW4jeOR/MjLE4JJzjjvmud8QeMdS0zUfJKwxEKHYr828d8V50YylKyR2uSjG7ZT1PxBaakZoIbVRIpJLkYOe/GKzo5BuBPqDjHb/IqC91d9T1CF57W3iZ9ytLEm0sQcHPrxzUkqsgU89Bn88f1r3KUbRseRUleR0+lePNX8IOqwubixPW3lJKr9PT8K9H8K+LtZ1/xBDNdQC1065gzDGRw/wB4gqT1I28/Xp0rxS5H2m08vdtLKM4r6T8L6Yln4S0a0lRS8FtEeRnD7QSR+JNKorMcdUbpAPUUlcD4ttfF2npJeaTqlxc2oyzQqi+ZGPbA+YfrXmMnxB1rcQdYvM+zEVjzJFqLZ9GVVvcfZmz6V87v4+1oj/kLagfpKw/rWdP418RNKrx6pqBKnIDzMyn6gnBoctB8rPdmnXnmlilB6VzHh/ULjUdDtr+4gMLT5+U+xxke1btu/QVxy3OiKNeJs1cjrPhar0ZpobLKirER4qBKljO1q2g7MxmWKZIgkjZG6MMGn0VuYkER8qFVlYArxknrXlXxmljl/sTy3V8efnac4/1derywRXC7ZUVwCDhh3FeT/GeKOM6IURVLefnA6/6uplsVDc8roorRsLC2nsbi7uriSJIXVcRxhic59x6VMYuTsi5zUFdmdRWheadFFZpe2lz9oty/ltuTayNjOCOe3erNxpum2flJcXtwJHiWQhIQQNwz13VXspEe3hp/kzGorRtbC3nW6uZLh0s4GA3BMu+ScADOM8etOuNPtY47a7juZGspmKMxjG+Nh2Izg/nS9nK1x+2hzcv6fMzKK2ptN0uGyguje3JSfeEHkDOVwDn5vesdF3uq9MkCiUHF2Y4VYyTa/IbRWzd6dpVldyW0t9deZGdrbYAR/wChVV0nT11G7aKSXyokjaR3xnAH/wCsU3SkpcvUlV4ODn09GUKKv/2VK2ttpiMN/mmMM3AwO/5c1P8A2bZXENwLG7lkmt0MjCSMKrqOpXk/rQqUmN14K2v9MyaKvXOniHTLS9jkLpNuVwRjYw7f1o1SwXTZ44DIXl8pXlGMbGIztpOnJK7/AKuNVYNpJ9/w3KNFFFQaBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH0cVyalgYwo8OCVI3J7HuKTHzVZUMsZZQN2OCe1CM5HLasskLM7qQD3NeHyaBL4m+LL2Ea4jeXzJGA4VAoLE/wCe9ew+JLidZWBnmb28w4/LOKy/hrpX/E78R63KCWPl20bEYI+UM/8A7JWcHZuxoldK5l/EfSUHhSW1tI8JblWCj0HB/nmvCypC4r6a1tFnMiNghgQQa8Q8TeGpNMnkmgTdbkk47p/9anQqL4Wa16T+JHKb/wB2AeoOKbC5imDDp3pH+Vj+dOVckj3rpOMtToYZluI/ut9761ZWNZU82P8A4EPSktcT2zRP24/wpkBa1mIPToaoROq8VIBipzCCBInKmkVQeKqwrkfbpUEUgt7lZmiEqxsGMZONy9xV5YqeLVWwSoyKdrhexEpW/uV/eOUjU/ZwT8+AdwGcc45/M9Ks2EFrcDdEgCtG3mDvuJWnw53Lp0aqwVzcW7Hhs7fmTPuBwPX61X0mZbeaYSIwjnYBJCPlyecZ/SnDezFPa6Ne0jktbc28M0iwMclDyM1jXVk0uqoSWZXUocnOMgiujVPlz2qvFCJJ/M/ukYrR0orZGSqSe7MGMM1pn+OMLMPw+Vh+ma35lElrFIOjZOfyNUXhFteyAj5EmKkf7Dj/ABArRgjxpnltyYnKfhzTgugSfUXwvZf2v4k03T8ErJIm/HZAMt+ma+oUkUAAcAcAV8zfDy9XT/ELXrJuMcIRSexIHP5Z/OvftM1NbyFXDdRXFVqrn5TqhSfJzHQBgRXn/jX4aWfiDff6cEtdS6sMYSb6+h9/zruomyKmBo3Fqtj5W1DRb3Sbt7S+tpIJk6q4/Ueo96s6Boj6xqsdsAfLHzyt6KOv+H419H6voem65a+RqFskqj7rEYZPcHtXO6b4It/D8FwLEtM875LMBuVey/zqWmloWpJj2sEh0a3hjQKqINoHaqkJw3NdBdR4h246DFYJUrIfrXNVVmjSm7mlAeBV+I1lwNWhE3SpTLZoRmpRVaJulWQeK2iZSFEjLTGuWXsKGHFQSVXM0CimPN+wP3BivLPjBcm4OjZAG3z/AP2nXo8leYfFbrpP/bb/ANkoU29B8iWp5xW5piQSeH9QW4naGPzYvnVN579sisOtK3niXQL2BnAleWMqvcgZzWtJpSu+z/IwxCbiku6/NFrV0i0zToNPt2eVZ9t007DAYYIAA/OpdagsnaB5b145haR4jEG4H5ePmz/SqVzcxXWgWiNIPtNrI0YU9WjPIP4Hireo21vqEkE0epWUYFvGhWR2BBC89FNbtpp2XY5opxcbtp63f9LqUtKv4LbzrW8jMlncACTb95SOjD6UappzWCxvDcC4spstFIp4J9COxpbW3spI7q0mnhS4DAw3BJ2HHUZ7A+uKkvHhtdEj09bmO4lM5mYxZKoNuMZ7561Fv3dpfL/I1elW8b67ro9NxL7/AJF3SP8Aen/9CWsyH/Xx/wC8P51fvJ4pND0yFXBkiabevdckYqhEQJUJ4AYVE37y9F+hdJNQd+7/AFNvxFBZf2neyC9c3G//AFPkcZ443Z/pUWmQS/2FqU0UTu8myFdiknrlunsBUuq2cF9qlxcxapYBJH3AM7Z/9BqGS9FpoNpb2tyVmaV5JvLYgjoBk+45rZ2U3J7anPG7pRgnd6bra2vYm1eaax1211FVKyyRRzbXGOcYIP5GkurK2vbaXUtJkKFVLXFqT80Y7keq/wCfal+3Wdxa6VJfP5zQvJHOpJLFScg/hmi0jtdJkuLo6hbzoYnSOOMktJuGBuGOBTdm32evppuJXSVk+ZaeTs9h/hqWCZZ7K7yYVIulx2KdfzHFYt5cve3k1zJ96VyxHp7Vb0WeK3up2lcIGt5FBPcleBVaC3hltLmWS5WOSIL5cRXJkyecHtisXJypxj6m8YqFSU31t+P9alaiiisTqCiiigAooooAKKKKACiiigAooooAKKKKAPpXHzVd2Yg/CqhHNaTr+7/CnFGUjzbxMP8ASnrc8KWq2fhXzAoBuJHlbHfov/sorJ8RpuunroEAsvDFpF90+SpI9zz/AFrnTs5HRFXsc1fHfOST3rD1OxjuoWVgDkd61J5Nzk1Ukf1rmv1PQtpY8L8T6Q2k6kyAYifJT29qz4hnB9a9D+IdvHNpazYAkiYH8+K87tjlF+lejRlzwuzyq0OSdkXID5Uob+E8H6VNcxlicfeHT3FQ5wAKsBt8S56rxXQtjF7iWc7Rtg8juK0Cin5lxis3jOelTQ3QBCk8VcX0Ia6l0Ic8Gp43x94VAkvvUoYGtEiLiX9u01uXtxmRPmBBwRj0rFV7mSya0W4dQGDmLOA5GcH6jJ/Ot7OBWTfm3MsXmOUUE7yo7Y4/WolG2o4yvobun6h9t09TyJQMPkd6uxjCcdqo21xazR7rGV5IlADM6BTuwCcge+RnviraScfhW8djCW9gltRNqL46TRAf8CHT9at2y7g2c/OqsfqDg1Ckg8xW7joa07aMSp5i9cnj6j/GrUdRc2hiaX5llAH2/fOTjr6f0rvNC8SvbIilsrXm9vrkEuovZrDJuVmXkccVqw3CA5hkBHcZ6V4FTm522e5Ta5Eke86R4hguUHzjP1ro450kAINfPNlq8tswIYj8a7XSfGUiKqyNuHrmrhVa3M50k9UerhqcDmuZ0/xJb3IH7wA+5rchvI5RwwrojNPY55Qa3JJraOdSGHJ7jrWBe6RPES8f7xPbqK6QODQSAMkgClOCnuEZOJx8RIPSr0T1sl7SZyh8tm79KZJYQMp8sBW6jmsfYtbM29quqKsT1bRqjjtmVWVlww/WlE0K98U4wYpSTJWqCQ09pUIypqB3FKWjsOC6kEprzH4qnJ0n/tt/7JXpcjV5l8UjltK/7bf+yUo7ly2PO6KKvaTZxXt95c7OsCI0kjJjIVQTxn8K2jFyaSMZyUIuT6FGitK606O318WIdzCZUVWzyVbGD+Rq2dP0eTU5NOjkvIpxKYUkkKshYHAyAAeTWipyba+Rk68Uk9dVf5GFRWrY6fbeRqEt8Jv9E2grCwBJLbT1BpLiys5dOe9sHm2wuqyxTYJGehBHUcUvZStcft481vlfpqZdFbUGk2j3ulQyyShLyLc5BGQxJAxx0yBVfTNNW61j7HcMyRpv81l4ICg56+4o9lK6XcPbws/JXM2itdLTTYtKgvLkXbNNI6hYnUAAY9R71nXRtTL/AKIsyx46SsCc/gBSlDlV2yoVFJ2SIaK09Ns7OWwvbu888rbmMBYWAJ3EjuD6UXVlaPpxvrCSbYjiOWObG5SehBHBFP2b5bi9tHm5fl8zMoraubTSbKO1E63ryTW6TMUkQAFh05WorC0sLgX88ouRb26h0VWUMQWxycYo9k72uT7ePLzWdv6RlUVrW1tpt/qdpa263aLI+2QyOpOPbAqSGw0u/na0tGu4rrDeX5xVlcjnHAGOlNUm9mDrxjun39DForUsrSxOlTXt59oOyVYwsLKOoJ7g+lRC3tL2+trawE8ZlcIxnYNjJ68AVPs3ZeZXtldq23UoUVtiw0u5nnsrZrlLmMNsklZdshXqMY46HHNUpLONdFhvQzeY87RkZ4wAD/Wm6TWoo14vTYo0VoPYxLpdnchn3zyujDIwAMdPzq3fW2i2N9NasmoM0TbSwkTB/wDHaPZO13/Vw9vG9km9/wANDEorVtLSw/sh768+0ti4EIWFlH8Oc8g+lRahYQwQQXdpK0trNkDeMMjDqppOm+W41Wi5cvyM+iiioNQooooA+mWHNabD5TWe45rR6iqiYyOL1WzNxqaRD+NgPpSa/egt5SfdXgAVs3kSxXElyw+6ML9a47UJjJMT71x1fduj0MMr2ZQZsnNV52wp56VYes2/l2RMc9qwR0s8/wDHN/m1aDPLMBXCwttArT8U3v2vWXQHKx8fjWbGB3NenRjyxPJrS5plyEljzU+QBiq8bhelOZ8it0Yscz1EJdrHjNNZ81CTk0XCxqpPwOCKspPmsVJPlxUyTYrRSM3E2xKCOtVrlI2tpgQCdpI/CqoueDzTDc79yf3gV/SqctCUtSWwb7NdFVcCMtgjPXg4raFwPWsZI0iPmMhD/wC1U3ng9D9acXZCkrs10nPUGtvSbkiQK3IPWuRS4PvWzpk7AjnODW0JamUo2RnwacbTXb+Vx/y2cL9Nx/8ArUn2ZD4ks8ymJJXwzD+X4nj8a6C+h33jyAfeAP6VjajC6LHcJ9+Fw4/A141a/tJI9Sk/cTOv0nSLTWoYvIufsk7rzHL8yK3cHuP1pmoaJrGhzN5tu5jU482P5kYeuR/XFcFE0mm6tJf2cxaKOUn5GzlST17HivonQNWi1TQoSCUdUC8Mc47HNZRilo2bSk3qkea2OuOvBYqa6jTfFstuQC25a1dS8NQ6i/mOkLuerPEFb/vpNv65rAvfBs0KFrUurf3S4YfngH9KGhqa6ndWvi2GW3D7uR1FH/CTR6ni1t2y7HBxXkk51DTZDHPG8Zxwex+ldt8NrAzzvdSd+RmqpuTlZvQVRQULpanaWenOt5uLnAFbJUqAc04Q+W7OCDkVAxkXhuldbiuhyKTe4G5LykdwMVnQKJr7ywe5p0Fwr3MoHUVSsL6OHXCkjYyeKjlvZl81ro1LxvsrAE4FVjcAjrR4qmEdkJUPK1zdrqYkUfNWNZWkb0WnA3nlBrzf4nHLaX/21/8AZK7YT7h1rg/iO246b/21/wDZKUdwnscLW5oVpPNp2qS28TSSmJYVUd9x5/QVh1otdQL4eSzRiZnuDLIMdABgDNdNJpO77HJXUpRUY9Wv8zT1C2mi1PRJZ4ykjpEjg9dysB/LFWfK05dU1S+hSeW8s5Hm8qRgEJDHJGOcA81lW9/bDTbCOVyJra8342k/uzgk/mOlFtqcMPiWe7JJtZ5ZA/HWNie35GulVIXv3t8tP8zkdKo01ron89dvmiXSpIpdM1mS8MhRxEzmPG4kv2zx1pdUFvY6Pbw2KuYL0CV5ZGBYlf4MDgYJqnb3NvBpuqW3mEtN5YiO0/MFfP4cUfbIpfD/ANjlYiaGbfDx1Uj5h7c81nzrkt1t+v8AkX7N8/Nra60+S1+TLGoytBHosy/ejt1YfUOTWldxpZ3GuX6fdlhURH183BP9aw9Ruori2sEjYloYNj8Ywck/1q5qGrxXXh6xs0J89MCXjsuQvPfg1SnH3teit91v1JdKb5bLdtP0vcePsX/CNWP2z7Rjzpdvk7fbrmsKTy/Nfyt3l7jt3dcds+9a0clhc6LbWs96beSGR2I8otkHHp9KzrqKCGULb3P2hNuS2wpg+mDWVXVJq2y/I6KGjad73fR23+41NI+z/wBh6t9q83yt0OfKxu6t607VxBY6XbWtkrm3ugLhpXbLMRkbeOBiqVrdRRaNqFu7ESzNEUGOu0kn+dOe8in0CO1kY+fbzExcdUYcj8+auM1ycvW367fcZunL2jlra/6b/Jl/Vv7O8qw+0/avO+wxY8vbt+7x15qDRPJ+war9o8zyvJXd5eN33h0zTrs6bfpZu2omF4raOJkMDNyo55qtb3Fta22pwCYyCWNVibYRuwwPTtTb9/m0tr+RMYt0+TW910ffoTaR9l/4SWy+yed5e8f63Gc8+lXbYWFrbXmqWCzyXNu23EzABN2RuwOtY2j3MVpq9tcTErHG+WIGeKn0u9hgu7lLhiLa5jeNzgnGeQcfWinNJK/d/LTQdWlJybV2rL566r7ixYfZf+EbuvtfneX9pT/VYznafWsp5Y4bwS2TSqqMGjMmNwI+nHWr9jLZvo09lc3RgZplkU+WWyACO31qHFlY3ltNFOt6ivmSNoSowMcc9c81MtYx2/UuGkpXT1+7ZGhLFaeIIZLi3Ag1NVLyQ/wzY6lfQ+3/AOumxfY/+EYg+2eft+1Pt8nGc7R1zRbS6Vp1+dRgvHk27mit/KIYEggAnpgZ7VRkuom0GC1DHzknZyMdiAKtySu3a9n89jJQk7RjfluvVaO69C/e/Zv7F0z7L5vlfaJP9bjdn5fSk8Rf2d/ad7j7V9q399uzP86pveQnSLG3DHzIpndxjoDjH8qt6kulX+oz3Q1QoJW3bTbscUSkpRaVun5BGLhNOV+vfuQD/kUW/wCv8f8Aos0f8yic9r/j/v3z/SltZbGXRHsbi7MDfaRKG8otkBcdvrUWoXlsbOCwst5giJdpHGDI5747DHSobSje/Sxok3Llt1v8jNoqzfJaR3GLKV5Ito+Zxg571WrBqzsdcXdXCiiikM+npBV9eY1PtWe0u5gu0Zxzir6nEAJ/u1SMWYOvzBYioNcRMwL8nHNdF4guw0pUdq5pjk561wVpXkerRjywIpPu1zuuXQgtJXY4CqSa35pQqEmvPvGt7jS5UU8yHb/j+lFON5JCqStFs848ma8uZHx87lm+p709YirbScMOxq9osyC4VJMBchWJ/h7Bvw6H2Nbd7pazMyOoEy/gf/r160Y3R5Ddmc0FKnmnZ7VfOnyA7T2OBmnrZLHy5A+tPlC5mbS2QBzUJNa80EUgHkS7Zh90D+I/41kynLFsYbow9DSasCYA8kUoPSoweT9KmSGSQfKp+tJDE8zA60zeS4wcc9atLp7N96RVqwmlQY+a6wfpVWkybpEU+oXN2sYuJ2k8tdqZ6KMk4HoMk/nUQkYHrV0aQjf6u8jJ9GGKifTriIH5N/oyHNVaRN0LFISQO5IFbunTZZQO7VzkSuZenPYe5xW7pqHeuBnGAK1pt3M6iVj0zTvDR1XR4rlWxIwIHocHFc9rGi3OnOY7iIrnoexr1/Q7EWWl2tsR8yRgN9e/65q7qWiW+qWLwTRhgR6dK4qlNTk5I6ITcUkzwLQbdJH1TTPKDfbLYhBnGHU7lP6EfQmvQfB26zmEEnyoAUfPb/JrA03w/NafEq2sVJKIWdm/2AD1/QfjXV6zM2ha2b2NAY5QWx23j/GuWpB8t+x1U5q9u53FlphuSJFbbF/eB6/StG7t9OtbYyXCgKO5PJri7n4m6aLaVGtJ0uCuIwj4y317Y+lcbeeONSuGMs8gnHaOQAED0BHH6Va5YR93VkWlKWuh3F9faHch4p9PnaM+hDfoa1PD2mWcFoDp5lSI8qH6ivNrbxTZynFxHJAe5xuX8xz+leqeFprS90NJLeZHGPvI2cUqPNzahV2si0I7uAN+83gnOSelRyzzSMF4qAT3k0nlK+7nHSr0dk8YDvyR1raU30IhFdSnDp08RZwVyw5qrN4fklmFwWUPntXQBlnhZEbDYx7ivONd1vxJZX8tpDOvlr0OwdKamhNM6DxFE8OjTNK4IVTmvO9N1JH+5IGA7jn+VdEZdQv/AArN9ruVM8ikDecDnpXmcvh6+sW3PC20dHQ5H5isa3vO6ZtQ0TTPTba6DqMMD9DXLfEBt39nf9tP/Zaw7a9vrblZ3P8Avc/zqPWNVl1JYFmxmLdjBPfHr9KiDlfVGk0rbmVRRRWxkFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH0zb5bzA2M5OKt3Mnl2efaqNvNGjsS4xuIqzc/vbVVHdaOhnFe8cHqUhluCc96z5MKhOa277TWEpJrPa1VThlyK4XF31PVUlbQ5PUL3DsgPSvPfEcpupNv8K5P416/d+HrG8Vjl4pCPvKc/pXCa94H1O2DSW6i7i65j+9+Va01Z3MKzbVkeYq7WtwsqgHaeVPQjuK9Dt7YavotvcWsoEyYCu/Rh0Ab34x9R71w9/ayQTMkkbIw6qwwRW54H1LydQOlzN+4uztXP8LnofxOB+VejRmtmebUi+hLPb6mrsJlhj9SKz54/LyXyzd89PyrptV82EvE6glGI55rlbrc7FYxlj1x0Fay0M1qVJLoD7iD8arSEzHcwAPr61I8ew4PzN6U0Qs5+Y4HpWbdy7EalFPAyasxLPJ0+UU5bXH3SM1MtnO//LXA9qaTBtEiacHHzy4P1qUaTCetwPzpqaXn79w1TjSrbvdEH3NaJeRm35hHo8HGZs/Q1ei0sKP3cp/E5qqukIT+6vV/76qzHZXkHIk3j2NXFeRm35iTWYUjzl5HRx2rZ8MWXn65aWwHytIv4gcn9M1nCaTbtlXI710ngFB/wk6qTkRxtIn0xj+tU3ypslJtpHtFuRWpAw6VhQy4q/HdKgyTjFcaOlmHZWSf8JprWpY/1UaW6n3I3N/7LVbxPaLf6DLEq5m+Z0+oFbGiJ9o0qW7PW8neX8M4X/x1RUl5bKtwRjIWM/nQ43QKVnc8GmmZ1gbPfn8RUE0g24B5qK7lKRKF/wCem3Pp82KiL5UgnJHvXIonXKRNI7iEbT9fevS/AFxNZ6Mu5j5crlsGvMo0ae5hiHWRgo/xr1jTIkt7COGMYVBgfSicnFJIulBSbb2PQrDbhZlwRWupDrkHINedW2p3VqAkcnyZyQRXbaXMLjT1uEYkOM4ranNTRhVpOmyR2S1uM9nrE1WztrgyzPgM1J4q1qPR9KlvZgdqLmvJ4/GkupDzTePA7Z2rjK/Qg/0puHQiLvqegQyBI/KC/KPSlkRCCcCucsfELKii5iVhjmSP5c/gf8a3LfUbO6QFJQM9n4rKUGt0axmnsc3r91plujC4gXcehC4P5ivNzKk11MY87MjGfxr2a+0O1v1zIoOa8+8WaDDosts0QAE+/OPbH+NVFxSt1E2212OcooooKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD3Kayuwzs0rRo0hcErnGTmuyWBWgjbr8g/lSPAksDDAORU9tk2kOeDsGfypxiZuXYzriyWTqOtZV1pQIOBXVlAaje3Vu1J0ky41mjgZdOlQn5TUPlSIOVNd49gjdqqzaUjdAKydB9DZYhPc4C/0nTtSj2X1pFMD/fXkfjXM3Pwv0KaQS2klxayA5BR8gfnXqNzpSjPSqTabjgVNpx2L5oS3OB1jwNLqMpmjvwsjABt0fDHuevFc3f/AA61e3ixaeTOO+1sMfzr2NbLbGWbr2FVt21hkYwa09tVW5Hsab2PnjUPDGt2Cs9xptwiDq2zI/MVhGVVbGSx9FFfV8DoXAIDKeoIrzX4o+A4zAdc0eER7ebmKMYBH94AfrW1OpzbmNSko7HjqzXJ/wBVb4924/nUgXUJPvTJGPr/AIULCO7Gr0YUKCD2rdanOytHp7PzPdyH/cBNSx6bZCWNpbmTaJBuBXOVzz6c4z3q/G49qtIUYcqp+oq1BMhyaOi8Paf4CutQ1dLy5EMJjJsJJwV2kg8FQTkjjBzzj3qmdDlvtDTUtHu9Pt5LbdFc2st2FMu0/LKoY9CCOM9RWW1pbOMmIA+1C2MHbcp9jWiiyXNPcqy6nNaTm31K3MTjgsCCPzHFdn8P3hl15pEcHFu23HfJWuTubEmJgCJEPUHgnHv+JrR+H5j0/wAVLmby4njZTG/r1GPyqZ3UWhR5b3R7asoUZzWD4m8QjT9LnEBZ5ypCqgyRnufQVeEc94cuWhh9P42/w/n9Ki121hXw1dxxRqoEZPHc+9cjuzZWudfo1uIPD+lxdNltGCPfaKbetkyt7VKJhEsMQ6KAtRTESiUD+6a3SM2z5oucyQyqOolB5+opwIWU54zx+NFz8tw6dmkQ/wDjw/xpGUeax4xk4Fcezsdb1VzU0CLzNYgyMiM7vp/kmvT4jtVCOleeeE4VeW5YA7wFwfTmvQopEFuM5JArGpqzroL3STzCHPy/rXS+GtYCWP2MjlWIDduTXKRyqpLHmr2hSq7zhDkBhVUZWkGIheF2R/GFhJ4TZFbkMrnHoDXhmnTjcI/Q17V8SCz6VLEBnMD14NbPtuAQe/Wulu8jjStFeZ3ttdypENjHBrQg1OVHVWx5Y6gDFYVhLuhUZzg4NSzS/wCkLjPAweaqzZmtGdOmvsmfJleEdsH+nSsDxDrNzq08KTyK6wAhCFxnOMk/kKr3DlYxt7issK4dmf8Ai6VLiuW5bfvJIdRRRWZoFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH1TGOMUkEql3i6NGcfUdqdH0qgp2+ICMn5oDgds5H+FOUuW3qYpXuapOKaZAOxP0FDDJqNiw6GtCStc3txGD5Nk7n1Z1UfzrntR1nX1Y+Vp0YX/AK6jNdI7OQcjNc1rNnIFM0bsMdRmonc0jJLoYE2u66p/e6fIB6qwb+VU28XyI5jmVomHUOMVrwRGRRnezei1DqegxapZvDcwvtI4cjBU+oNYt23Zqp+RTi8VpIyoZV+Y461qbxIocHOa+evEsGreHNYlsZrh8Kd0b/3l7GvXvCGsPfeG7OaZgZWjG76im4uxpCSb0OnjcoRWjDKsi7ZQHicbWBrC85Wbk4q7bThH2swKtWcW4s1aUlY8u+Ivw6fRjJq+kKXsmO6WIdYs9x7fyrzmObCcnpX1arJJA0MwVkIxgjIIrxH4k+BovDk/9r6fAW0+ZsPGDxEx/oa7YSucM4WOFS55q5Fc8is1L4cBbdBVuOdnHKKK2izBo1Y7gHipfMFZyk9akDH1rVMyaNBZs8HFRD93dRzxkrLGwdWHqKqbye+DTWupIh8670p3FY95tLtLu1iuImDJIoYEe9GpHzNNljJ+/tT82A/rXn/w/wDE0DO2lSygBiWh3HGD3X8ev512erXHlw265+/dwL/5EWuaSsap3OsuAyXKYPvUS3GGuSSOFNRTX4e5XnoKoS3KCG7bP8DfyNWSeF3nF7HjnLAH8D/9amv8xzmi+bbd5/2z+tNJCg55rilvc7I7WOw8Hp5NhdXDYAJwD9BXVqC1tuTuK5Jy+geFUimIFzONwXuM111lMWsYWUZBjH8qykrnfTXLFFe0k8+zd055K/iDir/hmVAZ0VhkSAHFZGgyL/Zcg7+dJx/wI07wVGw1XU1D8PeAbadGK5yMRJ8jN3xjGsy7W6GNl/Ovnsjy52Ug8MQa+hPFqOmqLEMcwbgPxNeD36Z1G6GBkSseB71tf32jma/dxZs6VLgBfXnPrV+WOTzlZhwxFY+mMQw9MV0ZkQ43EVrezMbIhcqhwxyPSq96wby8KFxnp+FPnuIlfduHTGKqy3MdxjZj5euKTXu3KT94jooorIsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPqqPpWe6uNfibA2lCDn6GtCPpRJCryxyEfMp4NOUeZfcYxdiTJLEDoOv1prKaWPlc/3iTTjWhJXJA6ioL+2Wa0YrzkVcZaaFGGXsRTsI4rT5hb3wU9A201JaavfT+Kr/AE6W2RtPjhR4p0/vHqpqne3I0rxOC6gxiQMfpW1qMf8AZ+pNcRKjLON2F4/E152Jp7zXQ66Ml8LPLvjF4aa48PpqyR/PZyYZgP4Dx/hXJeB9WK6fFEG+4SpFe16wYtZ8L6xps8sIknt28uMnknHUV8z+HLxrTUWhY43HH4itoP2lFSHF+zq2PcIbrcRnBB4rSjcNCCDkdcelcOmosljNKc8DcMV0Gn3LSabv3ZBXINZJs7+VHV2k4mhUK+GX9aXVYLfWtLu9MuACk8ZXPofX86wdGkJfcJNyt05rShlL6lIqnJTAatozaMpU4tnznqNuulalcWU+8ywSFGxx0NVhfxr92Nvxaut+I2jCLxteNu2+cFkxtJ6jH9K5pNKj/idvyx/WuyLbR5c0k2iJdWI/5Yj8zTxrJH/LAfnVpdMte8h/SnNplooyZDWnvLqZ2TKy61Hn5oWH0NTR6ravxvK+zCoza2m8Io3EmpmsbRcYjzxSU2X7IimtvMYT2km2QHIKnvXovh/W7nWNI0f7WSbhL0I5PVtnOT+lcXYfZ9Ou4rgx7kVgWQnhh6V9FaboOlbIPs1snzjfGAAOo6/lWdSQ407bmR5jPMcDtVSeK5NndskTsTG2AAeeDXcS2MNqVUIu4jnA6UzCAfdGPpRzsnkR8+XHhfXLmRmj02c/NkZGP51Z/wCEQ17Ku1psI5yzCvdJ5VijJAUY9q4rU9VmmuHCysFBwADiuad0jphZnFT+FvEGokSXUkZYd2c/4V3dlp7Q6bBE8yAogBA9cVkC4lc4MrH6sa2dE0k6pKQZCqr1rFOUnyo3U1H3mZ2k6TJZWjrJKpdnL9OmSTWh4c8PzWdxd3jS8yzeYoHauuh8L21uFOSzf7RrUitLaBQu0AmuqjTlF3kYVq6nHlicZrWgaheXY1Eykr5fl49BXHTfDzTEaW5ub11ZiWKkivW9X1W106yf7RIqIFzk14D4r8S3XiG8a20/csCtjzBwWoqUZynzR6hTrxUOWfQx9Z+w6TOYrK8E+09Bzj8ay2vryRN/KpWza+GY41Et03PXmqGtTwxgQwAcd/SumNHlWpxzr80tDElu52Y5c1paDIzm43EnG3+tYrkucDpWx4fUr9oJHB24/Wsp7GsNzbooorE3CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD6oiPAqcnC59OaqQNkCrMh/ct/umtEYCoMIo9AKcaKKoQ0ikHWnEcUmKBHnXj2Nk1BWjUlmTPFeb+I9e1mH7O5WdYwViaUueFJxtr13xfHjUbR8dRj9a4/xmkMfgrV2ki3fdZD/AHSGBrgxaScZPq7HVhpaOI/QdMETLclSJpUIbPJ/Ovn3VlNh4lvEGQYrlsfTdX0/pUiLplkhTlyCr+xWvnHx7B9n8bammMZl3fmBVYPWmlfuKt/EueiaREt9os0fBLRHH5VveDrG6u9FWMRkkoeD9K4rwxq3laQuV/5ZEbh9K6PwnqLrYALcuvcjcRUtNbHbdtKxf8HXDO1xDMu14ZmQg9sGt5HWDxJcR5C+aFcH8Mf0rhPB2pK2q6kkjn/j5c7ieTXX3Xly63ZsCcvGQeemKtIpaq5zPxX0sz3Wn3yz+WGQxscdccj+tedDSkPLXz/gtep/FMCLw3ZsTki4GD+BryUXR9a7YPQ8ysveN/RvDcN/KVSWR2X1Iq5qPh4owhkQxuvqOtY+i65LpV6s6HKg8ivYdJ1LRPGVkIXKrcgfdzhh7isK0Z3uma0ZwUbNHjN3oc9gwmdt6EYBA6VEilmxj0r20aINFukGpWoutOJwZVXJUf7QrodL8EeDr28F/bWkUpU52hjsJ/3elXTm2tRVElqj5wvI5CNiqSfavYvhZqt5q/ikLclzHZ6eFVW/hICKT+JzXp1p4f0e0uHa20y1jZjyREM4q3Fp9lZS3F3BbxRSyqBI6LgsBnH860e9zHnurFC+fN03txVUnikkkLuzHqTmoZJAqk5qGCM3WrxYLVuecVwkkuWJJ6mtbxBf+bMYweBXPl8tzXNUldnRTjZFyJhnrW3pOoSWE3mRnIPUVz0RHFaNsc9KxUnB8yNXFSVmdwvigSgZjZfoc1a/4SC2+ztK52lR3FcdDjvVHXZmhtQ247TXbQxPPLlkc1XD8seaJQ8U6hca/csCSsI4UZ/WuZlubTR4sKoaSn6tq32eD5G5Irk5rnz33ucsa9JtLY86ze5evNTur3JyVU1kTDdwT+NTvcAJjOBVF5i74Xk1jOaNIQtuOEAUZNamksredtHA28+vWq9jp11fvsCn0rqbzQxo1hZjHzy7i34Y/wAa5py0OmEdSjRRRWRsFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH09bv0q7LzCR6jFZNtJ0rVLZjH4fzrRGBLmlzxTM80uaoQ7tRQKKBHLeMUPlWk4H3XKn/P4Vzeo6Wdd0i80+STZFcJjOPu5712fimHztDlOOUZWH54/rXFQ3RX5HJBXjINcuLoupC0XZm1Coqc7stx2j2FhbwBw4h2gEjnjivBvixbmDxtM5GPNjV69+tI2u5ginJ9zXjnxrtPL1iyuD1KNG34GpwlGVKFpu+o61SNSV4nOeHLonSHjz0JFdP4dJOlzFXKlQwrg/Dt5DDcPBO+xH5B966bSr4Jb3KQtuXeQCKucbNnTRknFF3wOA3iTUIm5G8Gu/wBRIh8RadHEePJdiPxFeZeEZ2TxVeNjg4zit7xB4nXRvGFhczbngSIqwHXmna7sXCVo3Zo/FSfHh6zgLHeZw209ehryXdtHWuo8b+Lk8VahFLArLbwrtXcMEn1rknZT0NdEFZHFWkpS0JhLVi01K4sZ1nt5WjkU5BU4rO3e9LuqzI958FfFi11GOPTde2xzH5VnI+V/r6Gu4XR3sbsanoUqoW5eDP7uQf0PvXyeGIOc13/gn4n6h4ckS2u2a5sM42k5KD2rKUOqLjM+htM8QRXGotaXKtb3BGVSTjP0PetLVpTHZEL/ABEA/SuasNS0Txjp6T20qSEfMMHDof5io9Xl1i2t4kA+0wxnlx9/HuO9Pm01Bw190sF6zNVu/Jt2OcHFFpqkVwvJw3cHtVHWHjuEMeetQ3dDSaepx1zOZJGY9TVcNVi8tJISSOVqmDg1zSR0RZbjNado3IrJjatKzOXArGRrE1Yzis3X7Y3mnugfBAq5LL5KMx7CvOfEfi66t7p4YMYPXNaYaN5pk15WgznbieQXLwzsDsOKq3Nyo4TmqUt0807Sv95jk0LKpPNek5Hm2HKzyuAc13PhXwot2fPnYew9K42GWJTmt2z8V3NjH5cRAFS1daDUrPU9RttP0zR03HZkdzXNeJtXh1OaCOEgiHd098f4VxV94jur0/vJW2+gNP0e4E5nx/Dt/rUOFo3ZpGd5WNSiiiszYKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPoi0mzittZMov4fzFclaz4I5rfgnBT8B/MVSMDTDc08GqaS5PWplkBq0Isg04VEp4qQGqEUNcGdEvMdRGTXm0nzFZP73WvTdVUNpNyD3jNeZhSVA9KmWwdSxaXclvIGU4Irzj4xZnsrOc9fNI/MV6AAQa4X4qQmTQrcjqJv6Vkm7pF2PGq6bwve20Syw3LqvO4bjgGubZSpwaStZK6sEJOLujuPCV9ZReLJjLIoif7pJ4OKr+PtQtr7xAfspUogwSvTNcgOKcDSUbO5bqtx5SYOcY7UE00dKM1ZkOBpc03NGaYD88UA0zNIzdhQBraN4h1DQrxbmxuGjIPIB4Ne9eCPinZa8qWmogQ3OME9jXzf2rY8Nz+RrETZxnipkupcdXZn1rf+G7HVofOhYQzkZWaPv8AUdxXm+u2OqaNdBbqM7SfklXlH+h/pU/hfxnc6S6xTkzWh6rnlfcV6lFNp+v6ZlfLubaUYKkZ/A+hqNJo0u4b6o8Tk1DfDhhzWYWy+a6/xV4LuNEL3dnunsCcnjLRfX29644kE8VhNNbmsUmrxJkbmtXTstKKyIzzXQ6LbmTdIBwtctR2V2bRV2S3cZcSJXmeveG7q4uJJYYXfHoK9il05zK0jfLGACWP0ojudHi0yZnkTdkjBIzmtsDLnnYyxStG585T6HqUELTvZTiJer7DgdO/4j86zyDX1jbQ6VdeGAj+U0brznHOOT+p/SvGNV0/RINL1p5EiDKcW2MZDE9v0ruclzWONRujzUbqd83rQT6VLARvywFNbi5WMVSetb/h8YFx/wAB/rWbK0O4bQPfFb2mGEwnyivQZA/GrnTtBu4oN860L9FFFcp0hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB7NFKQRWta3fBBPb+tYKPViNyOhqjnOniuc96uRy5ArmobkgjJrSgus45q0DN+NwQKnU1lwz5xzV2OTNUSGpH/iV3P/AFzNeeCOvQdROdLuP92uH2VMhlXy+a5bx5aefosa4ziSuz8v2qnqVkl1bhHGRnNZ2LTPnjUNLKkkCsR42jJBFe/3vhuzlG2WBSD/ABgYrkdY+HSyBntZSp7BhmqUhM8sBpQea1dT8N6lpbN5sDMg/jUZFZGcVYiUGlzUYanZpgOzS5pmaM0APzTc0maTNADs1Ys5jDdRyDs1VQaXOKT1Q07O563p9wJbeN89RXS6D4luPD94JYjvhbiWEnhh/Q+9eZeH9YBtRE7YZeOa1JtTGOGFc2sWditJH0lo/iDTPEVmz20itxiSGTG5fqPSvIvFlhawa3O2mR7YieY16A+1cAmvT2swltpnikHRkbBr0PQ5Dcaesl2S07jO49605lJWZEYODujnopRnB613PhOSD7DdCVgPmU8+nNcdq1q0MxkUdT2qra6pLCrRqxAbrXFXpcy5UdMJLc9L8TXYewhFs3yOnGK8Q8TWWqxX2YpJGUjcQp6V2/8AbTIsaSMSqdPQUhv7C6cmUAE9a2w1NUo+ZhVk2/I8ujvddIW2S7uwp+UL5hA5NaGqeCtd0/UbS0u0R7m7j81Qkm/5eRkn8DXosVlon3mKDPPJrQt9b0n+1UaaZZJxGIY3PYdq6YNN2MZNpaHmdr8NfEN7bSz29sJFjGSAeT9Kq2PgXWtQ85Y7cRyRHDJIdpr6z0a1gh0yHykAV1Df4U+fSbSYs3kqHbqQOa3jyX1Rk5yPiy8064sbqS2uY2jljOGU1qeG02G6/wCAf1r2jx18JbrVbt9Q0+5Hmbf9W46/jXk1npt1pOo31leR+XPEVDL+dTVVldbGkGn6l+iiiucsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACilwcZxx60lABRRRQAUUUUAerI9WUeqCNU6PVHOaCPVqKUqRWcj1ZR6pAbVvc9Oa04bjOOa5pHxyKvQXBBGTVJiZuX0m7S5vpXMbK2Zp99i656kVm7aGCINlQ3CfIv1q5tqOaPcFA9amwyn9m8zgDI70gsF2ncpbHSr4XYQgGB6+tSEYXFHKFzlNQ0hZlZTEhB9a871n4ci6naWFhD7KK9nlQHtVCW3Ug8UrW2EeDT/AA+vIek4Yf7tZ8nhO5jODJz9K92uLJSOlY15pSOG+UUXYzxl/Dt0vRgfwqBtGvF/hB/GvUbnS9nIHFZzWQw428qc0c4WPOW028TrEfwqFra4T70Tj8K9De0H92q0loPSq5gOBKuvVSPwo57g120lkhblB+VV306Ik/u16elFwOUjneFtyEipzqcxHBrZm0iBgCFxmqTaJ+8wrfSk0nuUpNbDNIWfUtYtoCxILgnHoK91slWOFIx0AxXmngrRWh1GS4kH3BgV6bBwtYz1lZHVSVo3Y2+gSWM8Zrkb+xaNyyCuwlbIxWbcxK4IIosVc5OO5KtskFSy26yLuSpr6y2sWA6VlT3bQrgNipWg9GWDaSTx7NxGeOKF8M3BdTDLyOcsKo2+tTQuCArqD0Nb2n+MIId32m2Y56FDnFdFCdO9pmdSk/snvHgmeSfwpY+c4adE2Pj2OP5AV0RrxPwz8RNPsJgjSMkTjLBhwDXfWnj3R7pcpdxH/gVbSgm7x1RyuMlujq5HREZnICqMknsK+bPFLpc65c3y9biRmP0zx/OvT/Gnji2TQ5raxmElxMNmEOcKep/KvGpbo3JGQQV9azmrKxdNPcjooq1p1hLqV9HaQlFdwzFnOFVVBZmOOcAAnj0rE0KtFbL+HZSPMtru2uIDbSXKyoWAIj+8uCMhvYjuOagh0S6nOlhHizqTlIck/Lh9mW44Gee/FFhXM2ituPwtfSnVwktuTpi7pfmP7wcnKcc8KTzjin2nhK+u7LTroT2scd+0ix72bKhAxJYBTx8pxjNFgujBoraHhu4kuLSO2u7S4iuxIYp4y4QmMbmU7lDAgY7dxVJdMuH063vVKMk9w1siAndvUKfTp84/WgdylRWxc+G7u21S8sGmt3ktbc3LOjEo6BQ3ynHJwfQc1X0jR7nWriWG2aNWiiMpMhIBGQABgHklgB7mgLmfRTo42llSNBl3YKoHcmta48N3dvrFzprTW7S29u1yZEYlGRY/MO04yTjjp1oAx6K2pvDU8dvvW+s5Z/sq3htULiQRFA+eVCkhTkgMe9VJtKngvrW0Z4zJcxwyIQTgCRQy549GGf60BcoUVuy+FL+K0+1GS3KC+awIVjkODgt0+7kjnryOKbJ4cNtCZbvVLG1X7RLbLvEzFmjxuI2Rtx8w64osK5iUVsR+HpnsklN3bJcSW7XUdqxbe8a5yQcbc4UkDOSBWPQMK73wv8Mb3XtOjv7q7+wwyHMamLc7r/exkYB7fnUXw88Ff8JDffb76M/2ZbtyD/y2f+79PX8vp7sqrGgVQFVRgAcACqjHuRKVtEcDZfCLw/b4NxLeXR7hpAi/+OjP61cvLHwL4RjV7q0sIZAPlSRfOlP0Byfxrm9X8X634o8TnQPDE/k2wbY1zGPmIH3n3dlHbGCfXnFTr8JdOgV7vWdendR80knyxD6lmLfnVehPqznPGXxBh1/Tf7JsNOW3sw4bfJjccdMKOF/M1wdeg6teeANHikt9N0x9UuipXznlcIpPGc55/AfjXn1QzSIUUUUhhRRRQB6WrVMrVWU1KppnOW0erKPVBWqdHqkI0UerMb1nI9Wo3qgNFXJTbSgVXjerCnNMAxTQMtmpO1AGBQK4jAEikPIpSKaTxQFyJ1yKqyJ1q2TxUD9TRYLlCVOlZ8ydRitWXBNUZsbs+1KwGPcQqVxisSa3CvIcdRXQzkDNZV3tyalxKTMWSEYqpLDk4q9O4qpI/OakopSR89KiePFWpDzUTHNFwsUxGDvT8RTY4syDip87Zgex4NOiXEwHvTuFjqNEtxHb5xyxzW+hwBWbYLthQe1aBPy1ktXc7NopDZDzVWUZ5qZmyaYw4zV2JZj3nANc3qEKuCa6W/HJrnb3hWqWhnOy/IxFC72GQaZcsfMNW7MqVwRSUUHMyHe61dtLyJMB2wfelaJD2qpcwhRkU17r0G5XRvJeQsvyyKfoahWUSSPg5xiuVuHMce6tHw7MZftOTnG3+taNtozbWxuVpaCL/wDtiF9MI+2RhpI1PO7apJXHfIBGO+cVm05HaN1dGKupyGU4INSSd1axWkUzarFp6QC70q6eWxcsEDLwSuCGCN2GeMEA8UtrJbzWWk6g8C2dva2F5KVtgz7CXMakB3yTudTgt+VcTLeXU8zSzXM0krLtZ3ckkehJ7VH50vl+X5r7MY27jjGc4x9eadybHpFrLawxm/SSR7K8isY5JJECMyZkt5CQCQDhScZPWp7YeRdWVioWVbG8ktdvOGZLTDjjnl93515j58vleV5r+X/c3HHr0pVurhH3rPKG3F8hzncep+vvRcOU7zTN32nw/NLYiy2m8RbMBwjKIs+YNxL/ADElSSx+5xjFRaPLb3ljo1z9igs7e11G5uZEg3sCIoY5CfncnPy4xkDpXENczvN5zzyNLjG8uS3p1pqzSomxZXVOflDEDng/ngUXCx3UEUd3bx3VnJPch9Iu7be8QR3dCT90M38MiDr2rO8PGPQ9Pnv9Ra6tXN5brH5cAdjsJkIIZlwMhOf0rmIrq4gx5M8seCSNjkYJ69PoKJrq4uMefPLLg5+dy3P4/QUXHY6Ow0+Kx+ITwv8A8e1hcSXBIGf3cQMgOM9wo/OtOEQXC2t7bSyzxto9/btJNGI2Z0jc8qGbHyyIOvauHM0pdnMr7mG1juOSOmDQs0qJsWV1XngMQORg/mOKLhY7q9njawuYre1hj1CPRbVhcDcXeIxIJFwSVHysOQAcBvWs3U7W4Ou6LcCCXyRaWH7zYdv+rjHXpXL+dLu3ea+duzO4/dxjH0xxipTfXZhEJupzEMAIZDgY6ce2KLhY9Fhmj/tC1sp2Cw3urX8JJ6B98LRn/vtV/AmsvXld9LdI9LF6zapqAEhEhaE5j5GxgM/7wI4+tcUZ5WIJlclWLjLHhj1P14FSR395ECI7udAxLELIRknv1ouKx01pazXmkJpmpWgZEspLuxvl6wqoZyjHoVJDDB5VjVDwj4XufFOrLbR5jto8NcTY+4voPc9v/rVji8uhbNbC5m+zsdzReYdpPqR0p9rqV9ZIyWl7cwKxyVilZQT68GgdmfTljYW2nWMNnaRLFBCu1EXsP8feuL+IviOa2t4vD2lhpNTvxswn3kQ8fm3I+mT6V49/b+s/9Ba//wDAl/8AGq39oXv2z7Z9ruPtX/PbzDv6Y+9nPTiqciFDU9+8GeFLfwppPzkNeygNczdhj+EH+6P1615L4+8WN4l1orA5/s62JSAdnPd/x7e2PesKTW9WljaOTVL10YFWVrhyCD1BGaoUm9LFKOt2FFFFSUFFFFABRRRQB6KpqVTVdTUqmmc5YU1KrVXU1IppoC2jVZjaqKGrKNVoRfjerUb1no1WY2piZeU5p+Kro1Tqc0xARUbCpsUxhQBXeoHqy4qvIKAKcves+4atCXvWdcCkMx7uUgGsS6nJPWtm8HBrn7r7xqWUirI5NV3PFK8naoXcGoKEdvmNMLUx5OajZ6Q7Dm+binwtvu4x6kVW8zDU+zf/AEyL/eoGlqd7bECNfpVkuMVQhb5BUxfAqUdTJC2WoZ+KiD07ePxq0QzPvuhNc1qBwhrpL185FczqJ+U1LGjmrk/vKmtJMHFVro/NTrdsOKSEaZkqrdSk8UNJzVSWQF/pTQPRFa/b90RV/wAKf8vf/AP/AGase7kyMVr+FP8Al7/4B/7NWn2TBfEdJRRRUGgUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z
|
scienceqa
|
coarse_perception
| null |
dev
|
2,000,414 |
Bu reklamda öncelikli olarak hangi retorik çekicilik kullanılıyor?
| null |
pathos (duygu)
|
logos (sebep)
|
ahlak (karakter)
| null |
B
|
image_topic
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
|
scienceqa
|
coarse_perception
| null |
dev
|
2,000,415 |
Bu reklamda kullanılan temel ikna edici çekicilik hangisidir?
| null |
logos (sebep)
|
pathos (duygu)
|
ahlak (karakter)
| null |
C
|
image_topic
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
|
scienceqa
|
coarse_perception
| null |
dev
|
2,000,416 |
Resme bak. Bu suyun çıkardığı sesi en iyi hangi kelime tanımlar?
| null |
yakalama
|
hırıltı
|
damlayan
| null |
C
|
image_topic
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
|
scienceqa
|
coarse_perception
| null |
dev
|
2,000,418 |
Bu reklamda öncelikli olarak hangi retorik çekicilik kullanılıyor?
| null |
pathos (duygu)
|
ahlak (karakter)
|
logos (sebep)
| null |
B
|
structuralized_imagetext_understanding
|
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
|
scienceqa
|
logic_reasoning
| null |
dev
|
2,000,420 |
Bu reklamda öncelikli olarak hangi retorik çekicilik kullanılıyor?
| null |
pathos (duygu)
|
ahlak (karakter)
|
logos (sebep)
| null |
A
|
structuralized_imagetext_understanding
|
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
|
scienceqa
|
logic_reasoning
| null |
dev
|
2,000,421 |
Amerika Birleşik Devletleri federal bir sisteme sahiptir. Bu tanımlara göre federal sistem altında yaşayan bir kişinin bu ifadelerden hangisini söylemesi daha olasıdır?
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Amerika Birleşik Devletleri'nin adını düşünün. Adından da anlaşılacağı gibi, ülke hem birleşik bir ulusal hükümete hem de eyalet hükümetlerinden oluşan bir koleksiyona sahiptir. Aşağıdaki sorularda ulusal hükümet ile eyalet hükümetleri arasındaki ilişkiyi öğreneceksiniz. Ayrıca eyalet ve yerel yönetimlerin nasıl çalıştığını da öğreneceksiniz.
Birçok ülkede hem ulusal hükümet hem de eyalet hükümetleri bulunur. Ancak bu ülkeler gücü ulusal ve eyalet hükümetleri arasında farklı şekilde paylaştırıyor. Aşağıdaki tabloda gücü bölmek için üç farklı sistem açıklanmaktadır. Masaya bak. Daha sonra aşağıdaki soruyu cevaplayın.
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Hem eyaletim hem de ulusal hükümet yetkililerim önemli konularda yetki sahibidir.
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Ulusal hükümetin neredeyse hiçbir gücü olmadığı için sadece eyalet politikalarıyla ilgileniyorum.
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Ortaya çıkan sorunların çoğuna ulusal hükümet yetkililerim karar veriyor.
| null |
A
|
structuralized_imagetext_understanding
|
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tSccDMqHH616jzRzR/aFXsg/tKt2X9fM8t/4RDXP+fP/AMiJ/jR/wiGuf8+f/kRP8a9S5o5o/tGr2Qf2lW7L+vmeW/8ACIa5/wA+f/kRP8aP+EQ1z/nz/wDIif416lzRzR/aNXsg/tOt2X9fM8t/4RDXP+fP/wAiJ/jR/wAIhrn/AD5/+RE/xr1Lmjmj+0avZB/aVbsv6+Z5b/wiGuf8+f8A5ET/ABo/4RDXP+fP/wAiJ/jXqXNHNH9o1eyD+063Zf18zy3/AIRDXP8Anz/8iJ/jR/wiGuf8+f8A5ET/ABr1Lmjmj+0avZB/adbsv6+Z5ivhbWEhkhNqBJIyso81eQuc9/cVH/wiGu/8+f8A5ET/ABr0t8/bYf8Acf8A9lrH8Qajq+myWjWKWTxTzx2+Jy+4M7Yzx2FH9oVey/r5gsyrdl/XzOM/4RDXP+fP/wAiJ/jR/wAIhrn/AD5/+RE/xrrovExt9TudP1GLbJDJDEZYEZow0ijG4/wgscCr1n4hsb68+ywtLubf5TtEVSXYcNsY8Ng0f2jV7L+vmP8AtKt2X9fM4P8A4RDXP+fP/wAiJ/jR/wAIhrn/AD5/+RE/xrupPEdgmpvYMZvMSdLd28o7FkZQyqW6cgiqd74xsLS3u3WG5kltk8zyfKKtIocISuewJFH9o1ey/r5h/aVbsv6+ZyP/AAiGuf8APn/5ET/Gj/hENc/58/8AyIn+NdmfFFpGZUkEskgldBDDAzOFRVLFh7bhk9OQKf8A8JXpjS7I5JZE/c5mSIlFEuPLJb0ORR/aNXsv6+Yf2lW7L+vmcT/wiGuf8+f/AJET/Gj/AIRDXP8Anz/8iJ/jXXaj4ttbW21EQpIbu0t5ZljmRkEgThsH0yR+damoatb6Y1ukwlaWdisccUZdjgZY4HYDqaP7Rq9l/XzD+0q3Zf18zz3/AIRDXP8Anz/8iJ/jR/wiGuf8+f8A5ET/ABrsl8YaS8MU6STPDJEkxkWFisSOSFZzj5c4PX0qWXxPpkdrFcPMypJ5pGUOV8s4fI7YOB7kgd6P7Rq9l/XzD+0q3Zf18ziP+EQ1z/nz/wDIif40f8Ihrn/Pn/5ET/Gu2PiiwARXS5WZ5xbi3aBhIHKlgCvoVBOelM/4S/S/KkmLTrEkcsgdoWAcRHDhfUij+0avZf18w/tKt2X9fM4z/hENc/58/wDyIn+NH/CIa5/z5/8AkRP8a7WPxTp0l19nIuY3EqRN5kDKEZ/uZPYNnj+lN/4S7ShBNO0kywxxNMsjQsFlRSAzJx8wBI6eoo/tGr2X9fMP7Srdl/XzOM/4RDXP+fP/AMiJ/jR/wiGuf8+f/kRP8a7M+KbY31rZpbXbTTXP2d1MRUxHyzIGIPYgfz9KS/8AE0Ol6zPZ3ccggjto5zLHGz7QzMpLY6KNo59/aj+0avZf18w/tKt2X9fM43/hENc/58//ACIn+NH/AAiGuf8APn/5ET/Gu6k8SafDqL2czyRSKHO90IRtq7mwe+FBP4GrGm6rDqsRkgiuEXCsDNEU3KeQy56ij+0avZf18w/tKt2X9fM89/4RDXP+fP8A8iJ/jTX8J61HGztZgKoJJ8xOn516rUF7/wAeNx/1yb+VH9o1ey/r5h/adbsvx/zIDaxX+ifY5smKe28p8HB2suD/ADrDk8K3d5beTf6qJxHaS2tuVtgmzeuwu3zHc2PTA610dl/x42//AFyX+VWK4Dzjnrjw19o1SG9+1FfL+zfJ5ec+UZD1z38z8Md6yZfAck+ni0fUYmxZraCRrQMyBCSpXLfKTkbvXHGK7eigDkdT0C6XQZ7G1Zpry5vTcpcRgRi2dn3b+STgc9Mk9K2bvSll0VNNtxDHEioipNCJUKrj5SpIyMD1BrVooA4tvC0y3Wk2eZHgt5ZJp5+Fj8stuECqWLbdyocdAF684qze+D2vrm9ke+jiFzFLETBbbGcOOPMIbD7e3APvXV0UAcpD4Qjj1Zr+WS1laScXMm61+bzNoB2sW+UZAPQketOHg8DT1tPtx40s6du8r1IO/Gfbp+tdTRQAyNdkapnO0AZp9FFABRRRQAUUUUAFFFFABRRRQAVXg/111/10H/oC1YqvB/rrr/roP/QFoAwG8IxyajFeNdt8l1LcOgTiQOQyqef4WCsD6iq6eDXitDZLqOLWaC3hulMPzSeUAoKnd8u4AA8H2rr6KAOSu/Bz3kt87X0URuYpI8wW2wsWIIaTDYcrjjgHrzXURCQRqJWVpABuZVwCe+Bk4qWigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK8n/AB/Qf7j/APstVdU03+00tF83y/s91Fc/dzu2HOOvGfWrUn/H9B/uP/7LWVq3iO20e4khmtrqQxWxu5DCqkJEDgk5I6egyfSgBLrw99qk1B/tO03c9vNjy87PKKnHXnO38M1W0fwjDo+oC4RrdkjMhh/0fEq7znl9xzjJHAGe9TnxTB5htxZXhvDN5S2oVN7fJv3D5tuNvPJHp1psPi2xuriCC3t7qaSWMSEKqgxguUOQWBJDKQdoOMUAPn8Oiae4l+1FfO1CG9xs+75YQbevfZ17Z6Vj/wDCBuIREuoxri1ktd62gDMGZWDud2WbKjJ6HngZzWzY+IY5tBudZvLaS0hgeYMGIYlY3ZcjaT1x09aoah4ruEMMFnp9xHeNdwQyRXKJlEkyQ2A4ByFYDngg5oAkXwvdQ3st/bakkd5K029mttybZAmQF3dQYwQc+xBpYfCEVvp89nFdkRyfZApZMlRBt68852+2M0eJPE9xos00EFkZClmbrzmIKjDquCuQT17e1Tt4qtkLRG0vFuxcfZxalUEjNs35B3bcbeck+3WgDJfwG7xMn9oxrmC4ty4tBvdZSCWdt2WYEDnp1471reIbS9N1p9/p8cklzbGRMIqN8jrg8My91XnPHoanfxHZJoC6yFnkt2ZU2ImXDF9m3Geobg/SoT4pg837MLK8N+JmiNoFTzAQocnO7bt2spzu7460AZFh4Muk0ZLSW+EX2mzht76Pyt5bZn7jZAUkMQTg+oq5c+C4LuXV/NuW8q/TbFHs4tySGcjnnc6q2OOlTR+M9LkhilAn2yyxRL8gB/eAkMeeAMMD6FTSP4y06NpcxXRjgyZ5VVdsS72TcfmyQSrHgE4GcCgAsfCsdpcW0/mWyyw3Pnt9ntvLDjy2QA5Yn+InJJ9KiuPBwuNKisvtxXy47uPf5Wc+fnnGe2fx9q2NM1aLVGufJgnRLeZ4DJIAA7KxVtuCSQCOvv8AWtOgDn7jw2Li5uZjdYE9xbTFfL6eTjjr3x17e9ZcHgOGCxmtEmgCtA0EUotf3qqSD8zbueABwFz3rtKKAOeuPDrvrn9qRXgST7THPsaPcMLE0ZXqOoYnPb0NSan4f/tGTVHNz5f26xWzxszswXO7rz9/p7Vu0UAcivg6SPVEvI7+NWjuZbhWNqC58xWUqzE84DfL2GBkGtHQtBbR5blzPEVnCjybeHyolIzlgu44Y55xgcDit2igAqve/wDHjcf9cm/lViq97/x43H/XJv5UAFl/x42//XJf5VYqjaQymzgIuXA8teNq8cfSp/Im/wCfp/8Avlf8KAJ6Kg8ib/n6f/vlf8KPIm/5+n/75X/CgCeioPIm/wCfp/8Avlf8KPIm/wCfp/8Avlf8KAJ6Kg8ib/n6f/vlf8KPIm/5+n/75X/CgCeioPIm/wCfp/8Avlf8KPIm/wCfp/8Avlf8KAJ6Kg8ib/n6f/vlf8KPIm/5+n/75X/CgCeioPIm/wCfp/8Avlf8KPIm/wCfp/8Avlf8KAJ6Kg8ib/n6f/vlf8KPIm/5+n/75X/CgCeioPIm/wCfp/8Avlf8KPIm/wCfp/8Avlf8KAJ6Kg8ib/n6f/vlf8KPIm/5+n/75X/CgCeq8H+uuv8AroP/AEBaXyJv+fp/++V/wqvDDMZrj/SnGJB/CvPyr7UAX6Kg8ib/AJ+n/wC+V/wo8ib/AJ+n/wC+V/woAnoqDyJv+fp/++V/wo8ib/n6f/vlf8KAJ6Kg8ib/AJ+n/wC+V/wo8ib/AJ+n/wC+V/woAnoqDyJv+fp/++V/wo8ib/n6f/vlf8KAJ6Kg8ib/AJ+n/wC+V/wo8ib/AJ+n/wC+V/woAnoqDyJv+fp/++V/wo8ib/n6f/vlf8KAJ6Kg8ib/AJ+n/wC+V/wo8ib/AJ+n/wC+V/woAnoqDyJv+fp/++V/wo8ib/n6f/vlf8KAJ6Kg8ib/AJ+n/wC+V/wo8ib/AJ+n/wC+V/woAnoqDyJv+fp/++V/wo8ib/n6f/vlf8KAEk/4/oP9x/8A2Ws3U9Ah1Sa7kknkT7TYtZMFA4VjncPfmrckM32yEfanzsfnavt7VY8ib/n6f/vlf8KBGNc+Gkk1JtQgvZYLvzFkRwisExH5ZGD1BH61XfwfDJBbW322XyISHIaNC5feXLq+MoxJ5x+ldD5E3/P0/wD3yv8AhR5E3/P0/wD3yv8AhQMyo/D0I0W90qWeSS2uXlYcANGHYsQCOuCSQTUCeGQblbq7vpri7E8MplKKoIiDbVwOg+ZiT6mtzyJv+fp/++V/wo8ib/n6f/vlf8KAMjWfDketT+cbmWHdbm3dVUHcpZW79CCtQ6l4StNSu5rp5f3zzrMvmRLIikR+WRtYYII/Wt3yJv8An6f/AL5X/CjyJv8An6f/AL5X/CgDD1PQ5ZPDCaTZuA6yQkOFWPG2VWYgABQcAkDFIPC7LcfbhqUw1IzNKbry15BQJt2Yxjaq++Rmt3yJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgDnT4JsR5QSedVjsmtMcHJJJEh4+8Cze3zGmnwRZCS1kSQbooI4JGlgjlMgQkhssDtYknJHrXSeRN/z9P8A98r/AIUeRN/z9P8A98r/AIUAUrHSjYfLDdP5RnmndCB85kYtjPYAnjFalQeRN/z9P/3yv+FHkTf8/T/98r/hQBPRUHkTf8/T/wDfK/4UeRN/z9P/AN8r/hQBPRUHkTf8/T/98r/hR5E3/P0//fK/4UAT0VB5E3/P0/8A3yv+FHkTf8/T/wDfK/4UAT1Xvf8AjxuP+uTfypfIm/5+n/75X/CoLuGUWc5Ny5HltxtXnj6UAUtXd4/Bd9JG5R00+RlZTggiM4INc5FevomiR3tto99BczCCES3M/nqxkZRnaJCc857Z6ZrsoYY7nTI4ZkV45IQrowyGBXBBHpUktpbT2jWk0EcluV2mJlBUj0xQBycOv61czxWLLBaTH7Q5nuICokSMJjCbvlJ385JxtNZmh+KNXksrGGC3e4W3htFlzEzmbzFUsxkLALgNxkHJBrtG0HSWt47dtOtjDExdEMQwrHqR7ml/sPS/Ngl/s+1326hYW8oZQDoB6Y7elAHNjxDrEllA8b25ubme48uNIM7YoWZSSWkUdlyc9+BVvwvqkur39xeyEqJ9Ps5vKDEqjMJCcf57VtyaPp0sccT2UDRxOZI1MYwrEkkj6knNSWum2ViD9jtIYNwCny0C5AJIHHbk/nQBykfiPVoVma8WFZYgtw9uITzAHCu0cgYhwFIOeD7c0tx4l1VYlv1Fummt5kqzLCZSsQbCM4DAhSAW3AHqOK3Z/D1i1rcw2cUdg1yNsstvEoZlPUcjjOTU8mhaVNHbxy2FvItsgjhDxg7FGMAe3AoA5JfEOsw3ZtBMJ3n1C7SORbUyeVHFjChQwzncOc8AGpD4l114nlEVpbmEWQeCSMsS07bG5DcAZBH5V1M2iaVcCXztPtn82TzZN0Y+Z8Y3H3xxmpBpdgFZRZwYPl5AjGDsOU/75PT0oAraFe3N7BdLdmNpre6kty8alQwU8HGTjg+ta9QwW8Nv5nkxJH5jmR9oxuY9SfepqACiiigAooooAKKKKACiiigAqvB/rrr/AK6D/wBAWrFV4P8AXXX/AF0H/oC0AcANRvra712wW5lMmp3ckVizOT5ThgjhfQBSHwPQ0/Rdbv47fTbGGSMS3ENjD9puN0hG63d2JG7ljswOnJ5zXcDTrISrJ9lh8xZGlDbBkOwwzfUg4JqFtE0uS3MD6damIhFKGIYwgwn5Dp6UAcEmuatJ4e1eCO+gRre1vJ5JW3EyEzSoAjbvlA2cHnBIFXI9e1K2vpLK28ySSa4lfzGhafaEih+UKGGMl85zxz611z+HdGlijjfSrNo4wwRTCuFDHLYGO55qSbRdMuYyk2n28iF/MIaMH5sAZ+uAB+FAEul3E15pdrc3MBgnliV5Iic7GI5FXKjSNIY1jjVURQAqqMAAdgKkoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK8n/H9B/uP/7LXOeLtPhmbTZmM6yPf28DGO4kQFC/IwpA5ro5P+P6D/cf/wBlpZoIbkIJo0k2OJE3DO1hyCPcUAcc13f6Rq+qG1lU2Ftc2cPkTb5GKuEU7WLfLjdnvk1Y0HxHqmrajCZLQizuDMP9QU8nYxC/OW+fOCDgDBrpZLC0kMpktomMrK8hKA72XG0n1IwMfSmQ6Tp9veSXcNlBHcyZ3yrGAxz1596AMC513UotXuRm2+xwalBZ+X5Z3ssiIS27PBBf06CsW98V6vNY3IikjgWeza7tJxCAQolRc7d5JBV+pC/Su7aws3Z2a2iLPKszEoOZFxtY+4wMH2FVv+Ed0bDD+y7PDBgw8leQ33h9DQBzsGs6m+q3Wm28lrDIJbl2nljZlYRiIYC7uCS+TzgAdKbb+K9TurZtQVbeO3jFkzQFCWbz9u4bs8Y3ZHFdPLoWkzReVLp1q8YfeFaIEbsAZ+uAB+FTNptmwkBtIMSFC48sfNsxtz9MDHpigDhNU8UahcWOoxZC21xp91PazRqI3AjYKCMOWwd3UheldVrGoXdvqem2Nm8ETXQldpZ1LAKig4ABHJz17AGrLeH9HYuW0u0O8sWzCvJbhvz703WtGj1mCFHl8swyeYp8pJOcEdGB9e1AHKweL9VuNHk1EfYkFpZQXU8flsfPMhbIQ7vlGFwDzkmpr3xfqFpb3OIIXurBZzdrsOBhwsWOeNwYMfZTXR2/hzSbe3soTZwyGyjWOF5UDMoHTn68/Wrf9nWXmXMv2SEvdALO2wZlAGAG9eOOaAOYi13XHubazeOONprsQi4mtmTcnlM5/d7yQQVx1wciq0virV4NL+3SfZHEsF68cYiYbGhJ2kndyCByOK6y30fTrNUW3sbeJY38xNkYG1sYz9cEj6Ur6TpzwiF7G3aNQ6hDGMAP98Y988+tAHNya5rNtf3EU72ckUFzbRMEiYM6zYzg7uCpPHr7VRh8Ya1JpM2oLap5b2j3ERe3ZEiYMAqlt3zggnJAGCPeu1NhaO7SNawl3dHZigyWT7pPuMcelQjQtKVp2XTrUGcESnyh84Jyc/jzQBzr6rq7eJbXTXu4VEV8EkaOAgSo1u0m0gtxgg8/Q9uZfE3iS+0meb7EkciWkCT3AdBjDMQAWLjGcHGAxropNLsZ5vOltIXl8xZd7ICd6jCtn1A4pt3pGn30vm3djbzybDHukjDHaeo57cmgDm5PEupW8klzKtvJareXVssKIQ+Io3dTuz1OzBGO9P0G91C68SZvLqGbzNKhnCQKVVS7t2JP59xXRpptjEkax2cKrHIZUAQfK5BBYe5BIz702y0fTtOdnsrG3t2YbS0UYUkZzjjtQBfqve/8eNx/1yb+VWKr3v8Ax43H/XJv5UAFl/x42/8A1yX+VWKr2X/Hjb/9cl/lVigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqvB/rrr/AK6D/wBAWrFV4P8AXXX/AF0H/oC0AWKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK8n/H9B/uP/7LXE+N5rlbu+iW+dIhpDOsHG1n81Ru9ePrXbSf8f0H+4//ALLRPaW1wytPbxSsoIUugYgHqBmgDir7XNXsdUfSftLzD7WqfaY44lkVTCZNoDkJnI6nnHqea1zqOqS+DUvfMtYb8gDe0ibD8+Mg5KhiOnJGTit2aytbhZFntoZRJjeHjDBsdM564p5t4Wt/IaGMwldvllRtx6Y6YoA4NvEF1HdQXUup3IS1tb4zQvFGCzx+WQCFO1yA3VSBx25qKPXNWn1CGwudTEbQ6ha7pIXjYskiSEoxChcZQdB36mu7WwslSJBaQBYs+WojGEzwcccZpq6XYBAgsrYKAAAIlwADkDp2PP1oA5jwvr2r6pe273Q/c3EUryRsYl8llYABArFyOoO4dcdOlR3PiDUU1QlL2NVGrCy+w+Wu4xhN2c9cnrnpgiuxjtLaGeSeKCJJZf8AWOqAM/1Pes2Tw9ZTawuqStM8quJFQ42hgMA9N3APTOM84zQBy8XiTVxa2t2t/HdebYjUbiJYlHkKrpvjGOfus455ynXtSXPibWJpIjbSlLa4S4ubaRFi5RGCICZGUbSMuSOcMMYxXdR2VrEZTHbQoZjmQrGBv/3vX8abJp9nNDHDJawvHFjy0aMFUx0wO1AHIPrWtyC6l+1xW5W7srZYVjV1QyiIud38X3zjn86bJrGrtdSWK6iE8hr0GbyULOIljZMjGB98g4HI9K7U28LE5hQ7nDnKjlhjB+owPypPssG/d5Me45ydgyc4z+eBn6UAcLL4k1iCGFDP5r3UVlL5kcUYMHneZuC7iF/gAG49+/Sp01nXJwkT3q27Ja3cxcJE7SeU6hCdpZQcE7gP0rsXs7Z4mRreFkZAjKYwQVHQEeg9KVLS2jRUS3iVVQooVAAFPUD29qAOFtdY1ac3s8OoZea4tz9nLxKyI1sshEW/jOT0Y9Ae/Nbsuq3Vx4Rtr+xuo/Pl8sCWZViLfNhgAxKhzyBnIz7VsyaZYSqyyWVs4YKrBolOQv3QeO3b0qZ7aCS3+zvDG0BG3y2QFcemOmKAPP21O/urqS+tdRkjmtdLuWdpIE3M0cv3WAJXtglevbFWpPFV+dXtnjniW0e6itXhcqMM0QYkDBY4JHJIHbB612iWdrHGES3hVAhjCiMAbT/D9PamNp1m7s7WkDMQAWMSkkDoOnbtQBw41/XBp+jk3TtLe2L3jTRxwqAwCYT52UbRuJPU+mBXcafNNc6baz3CIk0kSO6owZQxAJAI6jPenS6faTwxwy2sDxR42I8YKrjpgdqtUAFV73/jxuP+uTfyqxVe9/48bj/rk38qACy/48bf/rkv8qsVRtLu2WzgBuIgRGoILj0qb7ba/wDPzD/32KALFFV/ttr/AM/MP/fYo+22v/PzD/32KALFFV/ttr/z8w/99ij7ba/8/MP/AH2KALFFV/ttr/z8w/8AfYo+22v/AD8w/wDfYoAsUVX+22v/AD8w/wDfYo+22v8Az8w/99igCxRVf7ba/wDPzD/32KPttr/z8w/99igCxRVf7ba/8/MP/fYo+22v/PzD/wB9igCxRVf7ba/8/MP/AH2KPttr/wA/MP8A32KALFFV/ttr/wA/MP8A32KPttr/AM/MP/fYoAsUVX+22v8Az8w/99ij7ba/8/MP/fYoAsVXg/111/10H/oC0fbbX/n5h/77FQw3dsJrgm4i5kGPnHPyrQBeoqv9ttf+fmH/AL7FH221/wCfmH/vsUAWKKr/AG21/wCfmH/vsUfbbX/n5h/77FAFiiq/221/5+Yf++xR9ttf+fmH/vsUAWKKr/bbX/n5h/77FH221/5+Yf8AvsUAWKKr/bbX/n5h/wC+xR9ttf8An5h/77FAFiiq/wBttf8An5h/77FH221/5+Yf++xQBYoqv9ttf+fmH/vsUfbbX/n5h/77FAFiiq/221/5+Yf++xR9ttf+fmH/AL7FAFiiq/221/5+Yf8AvsUfbbX/AJ+Yf++xQBYoqv8AbbX/AJ+Yf++xR9ttf+fmH/vsUAEn/H9B/uP/AOy1yPijV5rLWpoP7WksY00x7iFVC/vJg+FHIOfTb3rp3u7b7ZCftEWAj5O8f7NMK6adQ+3mWI3HleTuMn8Oc4xnHXvQI5B9Y1a4uWjOoSW2pPeR26WCquBE0akyYIycZZt2cDbiorHxJq97cWyrO4+3ukMKbB8jwbftHbud4/Diu9+12m7d9ohz0zvFL9rtP+fiH/vsUDPN7bxBrk2kT3H28LM1sjTKZI3eCUyovCBflGCw2tk8D3r0azkiMbQR3Jne3PlSszAsGwD82O+CD+NL9qtBn9/Bz1+cc0v2y1H/AC8Q/wDfYoAsUVX+22v/AD8w/wDfYo+22v8Az8w/99igCxRVf7ba/wDPzD/32KPttr/z8w/99igCxRVf7ba/8/MP/fYo+22v/PzD/wB9igCxRVf7ba/8/MP/AH2KPttr/wA/MP8A32KALFFV/ttr/wA/MP8A32KPttr/AM/MP/fYoAsUVX+22v8Az8w/99ij7ba/8/MP/fYoAsUVX+22v/PzD/32KPttr/z8w/8AfYoAsVXvf+PG4/65N/Kj7ba/8/MP/fYqG7u7ZrOcC4iJMbAAOPSgB0M0dtpUc8zqkUcId3Y4CgLkk1QsfEVrf3EUK295D56l4JJ7cokoAzkHtxzg4OKlvLA6r4XmsA/lm5szEH/ulkxn9ayrpfEGp6PPpjadHYs9o8T3BuAylyuB5YXnGe7AYHagDoVvrR4jKtzA0YbaXEgIB9M+tVJNcsU1OzsVnWSe7jeWPy2BGxcZYnPTnt/SuYPh27utQhn/ALJjsrVZbMPa70IPlFyz4U4/iUDucdKjuvCmozC/jiiih8yG+jgfcvy+ZMjoPYFQ30yaAO2F9aG3NwLqAwA4MvmDaD9elQ2mr2V3AkyTKqvK8KeYQpdlYqQPXkVyMPh6+ilivDp88ypeJLLYytbrvVYnQMqphMgsDyedo6YrPXwhqvlbJbRlimhmh8iB4T5G6Z3GGcHAKsvK8gqOOlAHoz3ttH5m+5hXyxl90gG36+lRf2nYi8itDdw/aJojNHHuGWQdWHtXKS+H71Y7vZZ+aZtVE8pVo/NkhEYAIZuAdwB5wcZx1rOHhXWHsGtBaiOT7JeWyTecjeXvlEic9cFcr04z0xQB6HBcQ3MfmQTRyp03RsGGfqKYl5bSsVjuYXYNsIVwSG9PrweKwvDmkz2P26aaGeJrgoPKmMKj5VxkCIbR1xnknA6Vz0umT6TpdzLJbraRWyRPZicxvKbhHLLGjpy6nlfm+b5j70Ad895ao6o9xErsxRVLgEt6D3qCHV9OuInmjvrcxxytCz7wAHBwV575Fclc+HL6OK2lt7Hzb94t08jtE0JkaQu4kV+cAk4ZOfyFRXHhrUvNRlsmMUVzeExxeQ3mCZwyuBJkcDKnOCM8ZFAHcveW0cnlvcxK/wDdZwD0z0+nNSRSxzRLJE6ujDKspyD9DXDxeEZ0UrJarNtuNPKvM6s5jiVQ+Tx0w3YZ9K6XQLGbT7O4hmjWMNeTyRqpGAjSMy9OnB6UAbFFFFABRRRQAUUUUAFV4P8AXXX/AF0H/oC1YqvB/rrr/roP/QFoAjsb+C/+0eTu/wBHnaB9wx8y9ce3NPF7atHJItzCUiOJGEgwh9z2rm7S31WAaxp/9nTRre3U7xXiyx7EDj5WI3buvtWNa+GNUh08j7LNvEdvBLETbgSIj5Yx7RjcOzOQeT0PNAHetfWiRRytcwLHIcIxkADH2Pem2uoWl5Ncw208csls/lzKrZKNjOD+dcGPDmpxWDIdOlaaOa5Nu3nQyoEkIYK6vwV45IwRg44NdR4fsbqxu9WNxaxxfaJ0mWSIja/7pFIA6jDKevrQBv0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFeT/AI/oP9x//ZaztX8QR6PNCk1jezCZ1jR4Iwyl2OAvJHNaMn/H9B/uP/7LWfr9lPfRWC26BjDfwTPkgYRWyTzQA+z1q0u7mS2O6C5jKhop8K2WUMABnk4POKvJcQSTPCk0bSx/fRXBZfqO1ctqHh+4ub/VLtLSNppbuzkt5SV3BYym/B7Yw31qDw94cv8AT9Ximu1n3W5nJnBhCTb2yPujzGzwfm6Ed6AOtlvrSB2SW5iRkQyMrOAQo6nHpTINUsLqK3khu4XS5XdDhx+8HsO9c1e6HeS6/cTW1kBHcOxmknaN4yDFs3L/AMtEfoMfdxn1rIn8N61NY26DTiktva2qQiOaJArRNlwxHJJx8vOOecc0Ad1Dq+m3ELTxXtu0SytCX8wABwcFfrkVYNzALhYGnjEzDKxlxuI9QOtcFN4a1MtGwsW8qOW8Bij8hi4mkDq4D5XplT0I7ZFXYfD19Z6pYNb2jv5X2dZpriSKVGVFCluQHWQDoV4PfqaAOok1Wzi1M2Ekwjn8tZBvIAIYlQAT1OVPFTm8tlleFp4hIi73QuMqvqR2Fcz4j8Pz6pearMlpHMZdK+z27OVyJdznjPTqvNUH8Pajca7HcXNiXjN7KZ3WWNUeB0ZBhRySARu3c8cZ7AHbSXVvCGMk8aBV3ks4GF9fpTvPi8oTeanlEZD7htx65rgW8L6zNZRy3K7rq2uYYlRGjYy28Ksqkb8rksxfDfoRWo+g3LeA7zSo4pDPP5jCKV0yNz7tvygKBz0HA6UAdNHfWsrIkdzC7PnaFkBLY649cUC8tW83FzCfK/1uHHyf73p+NcrP4ZuBqlxcWtpFFv1OCeORNoKxrEFYj05zx3rPi8L3rWdtby6V5YtbH7PMYZkVruTejB1PPTYW+fGS2PU0AdouqWDXVvbLdwGa4RpIUVwd6qQCR69R/kVYe5t0mWF54llYZVGcBiPUCuU0jSdSt9Xsby5sI9iC5jLARLIiuY2VnC/KWO1gdvqPem6joV9c6telLJJDdXltPFfF1zbpHs3Lg/Nn5WwBwd/OOaANu28R6bc6TcaoLkLYwO6tM5GPlOCRjt6dzVi01ixvLmaCGdDLFJ5e0sPnO1WyvqMMOaw/7Buv+FfXmkrbRrdypPtiyuCWdivPToRVWTw7dzz3F2likFxLqkFwjFk3xxLGityD2wwwDzQB2MdxBM8ixSxyNGdrhGBKn0PpU1cV4S8P3ulXML3aTI8Fr9nZ8whJTkHI2Dc3TOX55PqTXa0AFQXn/Hlcf9c2/lU9V73/AI8bj/rk38qACy/48bf/AK5L/KrFV7L/AI8bf/rkv8qsUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFV4P8AXXX/AF0H/oC1YqvB/rrr/roP/QFoAsUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAV5P8Aj+g/3H/9lqG71XTrFxHeX1tbyMMhZZVUkZxnBPTNTSf8f0H+4/8A7LXKa7Y3114luIrK0im8/SHti8zFVTc+M5wc+pHegDpJNX02C4NvNf20c6qXMbSqGCgZzjPTHNOOpWQZ1N5ACgQuPMHyhzhM/U9PWuXXwtfK32B1t5bNr6K7e5Zz5hCooKbcdTtxnPQ1WsPCGpxz2bXUsBUybbtlcktHFtFvjjk/ICfQk9aAOuXWtLdZ2XUbQrbnExEy4j5x83PHPFW4ZoriFJoZFkicbldTkEeoNcBB4M1AaT9jm2ySQ2yW0bvcAo6iRGPyhBgEJnknn8TXeQtKXlEsaRor4iKPncuByRgYOcjHPSgCxRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVXvf8AjxuP+uTfyqxVe9/48bj/AK5N/KgDIttc2WsK/Zs4Qc7/AG+lSf8ACQf9Ov8A5E/+tRRQTcP+Eg/6df8AyJ/9aj/hIP8Ap1/8if8A1qKKAuH/AAkH/Tr/AORP/rUf8JB/06/+RP8A61FFAXD/AISD/p1/8if/AFqP+Eg/6df/ACJ/9aiigLh/wkH/AE6/+RP/AK1H/CQf9Ov/AJE/+tRRQFw/4SD/AKdf/In/ANaj/hIP+nX/AMif/WoooC4f8JB/06/+RP8A61H/AAkH/Tr/AORP/rUUUBcP+Eg/6df/ACJ/9aj/AISD/p1/8if/AFqKKAuH/CQf9Ov/AJE/+tR/wkH/AE6/+RP/AK1FFAXD/hIP+nX/AMif/Wo/4SD/AKdf/In/ANaiigLh/wAJB/06/wDkT/61Rxa5tlmP2b7zg/f6fKB6e1FFAXJP+Eg/6df/ACJ/9aj/AISD/p1/8if/AFqKKAuH/CQf9Ov/AJE/+tR/wkH/AE6/+RP/AK1FFAXD/hIP+nX/AMif/Wo/4SD/AKdf/In/ANaiigLh/wAJB/06/wDkT/61H/CQf9Ov/kT/AOtRRQFw/wCEg/6df/In/wBaj/hIP+nX/wAif/WoooC4f8JB/wBOv/kT/wCtR/wkH/Tr/wCRP/rUUUBcP+Eg/wCnX/yJ/wDWo/4SD/p1/wDIn/1qKKAuH/CQf9Ov/kT/AOtR/wAJB/06/wDkT/61FFAXD/hIP+nX/wAif/Wo/wCEg/6df/In/wBaiigLh/wkH/Tr/wCRP/rUf8JB/wBOv/kT/wCtRRQFyN9czdRP9m6Kwxv+nt7VJ/wkH/Tr/wCRP/rUUUBcP+Eg/wCnX/yJ/wDWo/4SD/p1/wDIn/1qKKAuH/CQf9Ov/kT/AOtR/wAJB/06/wDkT/61FFAXD/hIP+nX/wAif/Wo/wCEg/6df/In/wBaiigLh/wkH/Tr/wCRP/rUf8JB/wBOv/kT/wCtRRQFw/4SD/p1/wDIn/1qP+Eg/wCnX/yJ/wDWoooC4f8ACQf9Ov8A5E/+tR/wkH/Tr/5E/wDrUUUBcP8AhIP+nX/yJ/8AWo/4SD/p1/8AIn/1qKKAuH/CQf8ATr/5E/8ArUf8JB/06/8AkT/61FFAXD/hIP8Ap1/8if8A1qP+Eg/6df8AyJ/9aiigLh/wkH/Tr/5E/wDrVHc65vtZl+zYyh53+30oooC5/9k=
|
scienceqa
|
logic_reasoning
| null |
dev
|
2,000,422 |
Amerika Birleşik Devletleri federal bir sisteme sahiptir. Bu tanımlara göre federal sistem altında yaşayan bir kişinin bu ifadelerden hangisini söylemesi daha olasıdır?
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Amerika Birleşik Devletleri'nin adını düşünün. Adından da anlaşılacağı gibi, ülke hem birleşik bir ulusal hükümete hem de eyalet hükümetlerinden oluşan bir koleksiyona sahiptir. Aşağıdaki sorularda ulusal hükümet ile eyalet hükümetleri arasındaki ilişkiyi öğreneceksiniz. Ayrıca eyalet ve yerel yönetimlerin nasıl çalıştığını da öğreneceksiniz.
Birçok ülkede hem ulusal hükümet hem de eyalet hükümetleri bulunur. Ancak bu ülkeler gücü ulusal ve eyalet hükümetleri arasında farklı şekilde paylaştırıyor. Aşağıdaki tabloda gücü bölmek için üç farklı sistem açıklanmaktadır. Masaya bak. Daha sonra aşağıdaki soruyu cevaplayın.
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Ortaya çıkan sorunların çoğuna ulusal hükümet yetkililerim karar veriyor.
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Hem eyaletim hem de ulusal hükümet yetkililerim önemli konularda yetki sahibidir.
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Ulusal hükümetin neredeyse hiçbir gücü olmadığı için sadece eyalet politikalarıyla ilgileniyorum.
| null |
B
|
structuralized_imagetext_understanding
|
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
|
scienceqa
|
logic_reasoning
| null |
dev
|
2,000,424 |
Amerika Birleşik Devletleri federal bir sisteme sahiptir. Bu tanımlara göre federal sistem altında yaşayan bir kişinin bu ifadelerden hangisini söylemesi daha olasıdır?
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Amerika Birleşik Devletleri'nin adını düşünün. Adından da anlaşılacağı gibi, ülke hem birleşik bir ulusal hükümete hem de eyalet hükümetlerinden oluşan bir koleksiyona sahiptir. Aşağıdaki sorularda ulusal hükümet ile eyalet hükümetleri arasındaki ilişkiyi öğreneceksiniz. Ayrıca eyalet ve yerel yönetimlerin nasıl çalıştığını da öğreneceksiniz.
Birçok ülkede hem ulusal hükümet hem de eyalet hükümetleri bulunur. Ancak bu ülkeler gücü ulusal ve eyalet hükümetleri arasında farklı şekilde paylaştırıyor. Aşağıdaki tabloda gücü bölmek için üç farklı sistem açıklanmaktadır. Masaya bak. Daha sonra aşağıdaki soruyu cevaplayın.
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Ulusal hükümetin neredeyse hiçbir gücü olmadığı için sadece eyalet politikalarıyla ilgileniyorum.
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Ortaya çıkan sorunların çoğuna ulusal hükümet yetkililerim karar veriyor.
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Hem eyaletim hem de ulusal hükümet yetkililerim önemli konularda yetki sahibidir.
| null |
C
|
structuralized_imagetext_understanding
|
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KCNNPUtChRx50fB3Fv73owr3Sq8H+uuv+ug/9AWj2EQWU0F1f4f5Hh3/AArvxT/0DR/3/j/+Ko/4V34p/wCgaP8Av/H/APFV6bH4uYJ4h861VZNMkKwKrH9+Pur+JcFfyqay8W2cljYy3gdJ5reCW48pGeO3MoG0M3YEnjP1o9hEP7Iod3+H+R5Z/wAK78U/9A0f9/4//iqP+Fd+Kf8AoGj/AL/x/wDxVerXni6zttPvbuKC7uEtQ/KQkLIVbawVunB/ya3438yNX2su4A7WGCPrR7CIf2RQ7v8AD/I8K/4V34p/6Bo/7/x//FUf8K78U/8AQNH/AH/j/wDiq95oo9hEP7Iod3+H+R4N/wAK78U/9A0f9/4//iqP+Fd+Kf8AoGj/AL/x/wDxVe80UewiH9kUO7/D/I8G/wCFdeKf+gaP+/8AH/8AFU5vh94sfG+wLbRgZuIzgf8AfVe70UexiH9kUO7/AA/yPBv+Fd+Kf+gaP+/8f/xVH/Cu/FP/AEDR/wB/4/8A4qveaKPYRD+yKHd/h/keDf8ACu/FP/QNH/f+P/4qj/hXfin/AKBo/wC/8f8A8VXvNFHsIh/ZFDu/w/yPBv8AhXfin/oGj/v/AB//ABVH/Cu/FP8A0DR/3/j/APiq95oo9hEP7Iod3+H+R4N/wrvxT/0DR/3/AI//AIqj/hXfin/oGj/v/H/8VXvNFHsIh/ZFDu/w/wAjwb/hXfin/oGj/v8Ax/8AxVH/AArvxT/0DR/3/j/+Kr3mij2EQ/sih3f4f5HhaeAfEiWssDaeBJIyso86PkLnP8XuKi/4V34p/wCgaP8Av/H/APFV7jJ/x/Qf7j/+y1j+INR1fTZLRrGOyeGeeO3xOX3BnbGeOwo9hEHlNB9X+H+R5N/wrvxT/wBA0f8Af+P/AOKo/wCFd+Kf+gaP+/8AH/8AFV6pD4m+z6nc6fqUW2SGSGIzQIzRhpFGNx/hBY4FXrPxDYX959lhaXc2/wAp2iKpLsOG2MeGwaPYRD+yKHd/h/keO/8ACu/FP/QNH/f+P/4qj/hXfin/AKBo/wC/8f8A8VXsEniPT01N7BjN5iTpbu/lHYsjKGVS3TkEVTvfGWn2lveOsFzJLbJ5nk+UVaRQ4Qlc9gSKPYRD+yKHd/h/keV/8K78U/8AQNH/AH/j/wDiqP8AhXfin/oGj/v/AB//ABVesHxRZxmVJFmklEroIYYGZwqKpYsPbcMnpyBUn/CV6W0uyN5ZE/c5mSJjGolx5ZLehyKPYRD+yKHd/h/keR/8K78U/wDQNH/f+P8A+Ko/4V34p/6Bo/7/AMf/AMVXqmpeLbS1ttREKObu0t5ZljmRkEgThsH0yR+damo6tbaY1ukwlaWdisccUZdjgZY4HYDqaPYRD+yKHd/h/keL/wDCu/FP/QNH/f8Aj/8AiqP+Fd+Kf+gaP+/8f/xVesL4w0h4YZ0kmeGSJJjIsLFYkckKznHy5wevpUsvifS47WK4eZlSTzSMocr5Zw+R2wcD3JA70ewiH9kUO7/D/I8i/wCFd+Kf+gaP+/8AH/8AFUf8K78U/wDQNH/f+P8A+Kr1w+KNPCorpcrO84txbtAwkDlSwBX0KgnPSmDxfpXlSTFp0iSOWQSNCwDiI4cL6kUewiH9kUO7/D/I8m/4V34p/wCgaP8Av/H/APFUf8K78U/9A0f9/wCP/wCKr1qPxVpsl19nIuY3EqRN5kDKEZ/uZPYNnj+lJ/wl2lCCadpJlhiiaZZGhYLKikBmTj5gCR09RR7CIf2RQ7v8P8jyb/hXfin/AKBo/wC/8f8A8VR/wrvxT/0DR/3/AI//AIqvWW8U2xvrWzjtbtpprn7O6mIqYj5ZkDEHsQP5+lJf+JodL1q4s7qKQW8VtHOZY42faGZlJbHRRtHPv7UewiH9kUO7/D/I8n/4V34p/wCgaP8Av/H/APFUf8K78U/9A0f9/wCP/wCKr2CTxJp0OovZzPJFIoc73QhG2rubB74UE/gasabqsGrRGSCK4RcKwM0RTcp5DLnqKPYRD+yKHd/h/keL/wDCu/FP/QNH/f8Aj/8AiqR/h94njRmbTgFUEk+fH0/76r3qq97/AMeNx/1yb+VHsIh/ZFDu/wAP8iA2sV9on2ObJintvKfBwdrLg/zrDk8K3d5beTf6qJxFaS2tuVtgmzeuwu3zHc2PTA610dl/x42//XJf5VYrY9U5648NfaNUhvftRXy/s3yeXnPlGQ9c9/M/DHesmXwHJPp4tH1GJsWa2gka0DMgQkqVy3yk5G71xxiu3ooA5HU9Aul0GextWaa8ub03KXEYEYtnZ92/kk4HPTJPStm70pZdFTTbcQxxIqIqTQiVCq4+UqSMjA9Qa1aKAOLbwtMt1pNnmR4LeWSaefhY/LLbhAqli23cqHHQBevOKs3vg9r65vZHvo4hcxSxEwW2xnDjjzCGw+3twD711dFAHKQ+EI49Xa/lktZWknFzJutfm8zaAdrFvlGQD0JHrTh4PA09bT7ceNLOnbvK9SDvxn26frXU0UAMjXZGqZztAGafRRQAUUUUAFFFFABRRRQAUUUUAFV4P9ddf9dB/wCgLViq8H+uuv8AroP/AEBaAMBvCMcmoxXjXbfJdS3DoE4kDkMqnn+FgrA+oqung14rQ2S6ji1mgt4bpTD80nlAKCp3fLuAAPB9q6+igDkrvwc95LfO19FEbmKSPMFtsLFiCGkw2HK444B6811EQkEaiVlaQAbmVcAnvgZOKlooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCvJ/x/Qf7j/8AstVdU03+00tF83y/s91Fc/dzu2HOOvGfWrUn/H9B/uP/AOy1lat4jttHuJIZra6kMVsbuQwqpCRA4JOSOnoMn0oAS68PfapNQf7TtN3PbzY8vOzyipx15zt/DNVtH8Iw6PqAuEa3ZIzIYf8AR8SrvOeX3HOMkcAZ71OfFMHmG3FleG8M3lLahU3t8m/cPm24288kenWmw+LbG6uIILe3uppJYxIQqqDGC5Q5BYEkMpB2g4xQA+fw7509xL9qK+dqEN7jZ93ywg29e+zr2z0rH/4QNxCIl1GNcWslrvW0AZgzKwdzuyzZUZPQ88DOa2bHxDHNoNzrN5bSWkMDzBgxDErG7LkbSeuOnrVDUPFdwhhgs9PuI7xruCGSK5RMokmSGwHAOQrAc8EHNAEi+F7qG9lv7bUkjvJWm3s1tuTbIEyAu7qDGCDn2INLD4Qit9Pns4rsiOT7IFLJkqINvXnnO32xmjxJ4nuNFmmggsjIUszdecxBUYdVwVyCevb2qdvFVshaI2l4t2Lj7OLUqgkZtm/IO7bjbzkn260AZL+A3eJk/tGNcwXFuXFoN7rKQSztuyzAgc9OvHetbxDaXputPv8AT45JLm2MiYRUb5HXB4Zl7qvOePQ1O/iOyTQF1kLPJbsypsRMuGL7NuM9Q3B+lQnxTB5v2YWV4b8TNEbQKnmAhQ5Od23btZTnd3x1oAyLDwZdJoyWkt8IvtNnDb38flby2zP3GyApIYgnB9RVy58FwXcur+bct5N+m2KPZxbkkM5HPO51VscdKmj8Z6XJDFKBPtlliiX5AD+8BIY88AYYH0Kmkfxlp0bS5iujHBkzyqq7Yl3sm4/NkglWPAJwM4FABY+FY7S4tp/MtllhufPb7PbeWHHlsgByxP8AETkk+lRXHg4XGlRWX24r5cd3Hv8AKznz884z2z+PtWxpmrRao1z5ME6JbzPAZJAAHZWKttwSSAR19/rWnQBz9x4bFxc3MzXWBPcW0xXy+nk44698de3vWXB4DhgsZrRJoArQNBFKLX96qkg/M27ngAcBc967SigDnrjw6765/akV4Ek+0xz7Gj3DCxNGV6jqGJz29DUmp+H/AO0ZNUc3Pl/brFbPGzOzBc7uvP3+ntW7RQByK+DpI9US8jv41aO5luFY2oLnzFZSrMTzgN8vYYGQa0dC0FtHluXM8RWcKPJt4fJiUjOWC7jhjnnGBwOK3aKACq97/wAeNx/1yb+VWKr3v/Hjcf8AXJv5UAFl/wAeNv8A9cl/lViqNpDKbOAi5cDy142rxx9Kn8ib/n6f/vlf8KAJ6Kg8ib/n6f8A75X/AAo8ib/n6f8A75X/AAoAnoqDyJv+fp/++V/wo8ib/n6f/vlf8KAJ6Kg8ib/n6f8A75X/AAo8ib/n6f8A75X/AAoAnoqDyJv+fp/++V/wo8ib/n6f/vlf8KAJ6Kg8ib/n6f8A75X/AAo8ib/n6f8A75X/AAoAnoqDyJv+fp/++V/wo8ib/n6f/vlf8KAJ6Kg8ib/n6f8A75X/AAo8ib/n6f8A75X/AAoAnoqDyJv+fp/++V/wo8ib/n6f/vlf8KAJ6Kg8ib/n6f8A75X/AAo8ib/n6f8A75X/AAoAnqvB/rrr/roP/QFpfIm/5+n/AO+V/wAKrwwzGa4/0pxiQfwrz8q+1AF+ioPIm/5+n/75X/CjyJv+fp/++V/woAnoqDyJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgCeioPIm/5+n/75X/CjyJv+fp/++V/woAnoqDyJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgCeioPIm/5+n/75X/CjyJv+fp/++V/woAnoqDyJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgCeioPIm/5+n/75X/CjyJv+fp/++V/woAnoqDyJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgCeioPIm/5+n/75X/CjyJv+fp/++V/woAnoqDyJv+fp/wDvlf8ACjyJv+fp/wDvlf8ACgBJP+P6D/cf/wBlrN1PQIdUmu5JJ5E+02LWTBQOFY53D35q3JDN9shH2p87H52r7e1WPIm/5+n/AO+V/wAKBGNc+Gkk1JtQgvZYLvzFkRwisExH5ZGD1BH61XfwfDJBbW322XyISHIaNC5feXLq+MoxJ5x+ldD5E3/P0/8A3yv+FHkTf8/T/wDfK/4UDMqPw9CNFvdKlnkktrl5WHADRh2LEAjrgkkE1AnhkG5W6u76a4uxPDKZSiqCIg21cDoPmYk+prc8ib/n6f8A75X/AAo8ib/n6f8A75X/AAoAyNZ8OR61P5xuZYd1ubd1VQdyllbv0IK1DqXhK01K7munl/fPOsy+ZEsiKRH5ZG1hggj9a3fIm/5+n/75X/CjyJv+fp/++V/woAw9T0OWTwwmk2bgOskJDhVjxtlVmIAAUHAJAxSDwuy3H24alMNSMzSm68teQUCbdmMY2qvvkZrd8ib/AJ+n/wC+V/wo8ib/AJ+n/wC+V/woA50+CbEeUEnnVY7JrTHBySSRIePvAs3t8xpp8EWQktZEkG6KCOCRpYI5TIEJIbLA7WJJyR610nkTf8/T/wDfK/4UeRN/z9P/AN8r/hQBSsdKNh8sN0/lGead0IHzmRi2M9gCeMVqVB5E3/P0/wD3yv8AhR5E3/P0/wD3yv8AhQBPRUHkTf8AP0//AHyv+FHkTf8AP0//AHyv+FAE9FQeRN/z9P8A98r/AIUeRN/z9P8A98r/AIUAT0VB5E3/AD9P/wB8r/hR5E3/AD9P/wB8r/hQBPVe9/48bj/rk38qXyJv+fp/++V/wqC7hlFnOTcuR5bcbV54+lAFLV3ePwXfSRuUdNPkZWU4IIjOCDXORXr6Jokd7baPfQXMwghEtzP56sZGUZ2iQnPOe2ema7KGGO50yOGZFeOSEK6MMhgVwQR6VJLaW09o1pNBHJbldpiZQVI9MUAcnDr+tXM8ViywWkx+0OZ7iAqJEjCYwm75Sd/OScbTWZofijV5LKxhgt3uFt4bRZcxM5m8xVLMZCwC4DcZByQa7RtB0lreO3bTrYwxMXRDEMKx6ke5pf7D0vzYJf7Ptd9uoWFvKGUA6AemO3pQBzY8Q6xJZQPG9ubm5nuPLjSDO2KFmUklpFHZcnPfgVb8L6pLq9/cXshKifT7ObygxKozCQnH+e1bcmj6dLHHE9lA0cTmSNTGMKxJJI+pJzUlrptlYg/Y7SGDcAp8tAuQCSBx25P50AcpH4j1aFZmvFhWWILcPbiE8wBwrtHIGIcBSDng+3NLceJdVWJb9RbppreZKsywmUrEGwjOAwIUgFtwB6jit2fw9Yta3MNnFHYNcjbLLbxKGZT1HI4zk1PJoWlTR28cthbyLbII4Q8YOxRjAHtwKAOSXxDrMN2bQTCd59Qu0jkW1MnlRxYwoUMM53DnPABqQ+JddeJ5RFaW5hFkHgkjLEtO2xuQ3AGQR+VdTNomlXAl87T7Z/Nk82TdGPmfGNx98cZqQaXYBWUWcGD5eQIxg7DlP++T09KAK2hXtzewXS3Zjaa3upLcvGpUMFPBxk44PrWvUMFvDb+Z5MSR+Y5kfaMbmPUn3qagAooooAKKKKACiiigAooooAKrwf666/66D/0BasVXg/111/10H/oC0AcANRvra712wW5lMmp3ckVizOT5ThgjhfQBSHwPQ0/Rdbv47fTbGGSMS3ENjD9puN0hG63d2JG7ljswOnJ5zXcDTrISrJ9lh8xZGlDbBkOwwzfUg4JqFtE0uS3MD6damIhFKGIYwgwn5Dp6UAcEmuatJ4e1eCO+gRre1vJ5JW3EyEzSoAjbvlA2cHnBIFXI9e1K2vpLK28ySSa4lfzGhafaEih+UKGGMl85zxz611z+HdGlijjfSrNo4wwRTCuFDHLYGO55qSbRdMuYyk2n28iF/MIaMH5sAZ+uAB+FAEul3E15pdrc3MBgnliV5Iic7GI5FXKjSNIY1jjVURQAqqMAAdgKkoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK8n/AB/Qf7j/APstc54u0+GZtNmYzrI9/bwMY7iRAUL8jCkDmujk/wCP6D/cf/2WlmghuQgmjSTY4kTcM7WHII9xQBxzXd/pGr6obWVTYW1zZw+RNvkYq4RTtYt8uN2e+TVjQfEeqatqMJktCLO4Mw/1BTydjEL85b584IOAMGulksLSQymS2iYysryEoDvZcbSfUjAx9KZDpOn295Jdw2UEdzJnfKsYDHPXn3oAwLnXdSi1e5Gbb7HBqUFn5flneyyIhLbs8EF/ToKxb3xXq81jciKSOBZ7Nru0nEIBCiVFzt3kkFX6kL9K7trCzdnZraIs8qzMSg5kXG1j7jAwfYVW/wCEd0bDD+y7PDBgw8leQ33h9DQBzsGs6m+q3Wm28lrDIJbl2nljZlYRiIYC7uCS+TzgAdKbb+K9TurZtQVbeO3jFkzQFCWbz9u4bs8Y3ZHFdPLoWkzReVLp1q8YfeFaIEbsAZ+uAB+FTNptmwkBtIMSFC48sfNsxtz9MDHpigDhNU8UahcWOoxZC21xp91PazRqI3AjYKCMOWwd3UheldVrGoXdvqem2Nm8ETXQldpZ1LAKig4ABHJz17AGrLeH9HYuW0u0O8sWzCvJbhvz703WtGj1mCFHl8swyeYp8pJOcEdGB9e1AHKweL9VuNHk1EfYkFpZQXU8flsfPMhbIQ7vlGFwDzkmpr3xfqFpb3OIIXurBZzdrsOBhwsWOeNwYMfZTXR2/hzSbe3soTZwyGyjWOF5UDMoHTn68/Wrf9nWXmXMv2SEvdALO2wZlAGAG9eOOaAOYi13XHubazeOONprsQi4mtmTcnlM5/d7yQQVx1wciq0virV4NL+3SfZHEsF68cYiYbGhJ2kndyCByOK6y30fTrNUW3sbeJY38xNkYG1sYz9cEj6Ur6TpzwiF7G3aNQ6hDGMAP98Y988+tAHNya5rNtf3EU72ckUFzbRMEiYM6zYzg7uCpPHr7VRh8Ya1JpM2oLap5b2j3ERe3ZEiYMAqlt3zggnJAGCPeu1NhaO7SNawl3dHZigyWT7pPuMcelQjQtKVp2XTrUGcESnyh84Jyc/jzQBzr6rq7eJbXTXu4VEV8EkaOAgSo1u0m0gtxgg8/Q9uZfE3iS+0meb7EkciWkCT3AdBjDMQAWLjGcHGAxropNLsZ5vOltIXl8xZd7ICd6jCtn1A4pt3pGn30vm3djbzybDHukjDHaeo57cmgDm5PEupW8klzKtvJareXVssKIQ+Io3dTuz1OzBGO9P0G91C68SZvLqGbzNKhnCQKVVS7t2JP59xXRpptjEkax2cKrHIZUAQfK5BBYe5BIz702y0fTtOdnsrG3t2YbS0UYUkZzjjtQBfqve/8eNx/wBcm/lViq97/wAeNx/1yb+VABZf8eNv/wBcl/lViq9l/wAeNv8A9cl/lVigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqvB/rrr/roP/QFqxVeD/XXX/XQf+gLQBYooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAryf8AH9B/uP8A+y1xPjea5W7volvnSIaQzrBxtZ/NUbvXj6120n/H9B/uP/7LRPaW1wytPbxSsoIUugYgHqBmgDir7XNXsdUfSftLzD7WqfaY44lkVTCZNoDkJnI6nnHqea1zqOqS+DUvfMtYb8gDe0ibD8+Mg5KhiOnJGTit2aytbhZFntoZRJjeHjDBsdM564p5t4Wt/IaGMwldvllRtx6Y6YoA4NvEF1HdQXUup3IS1tb4zQvFGCzx+WQCFO1yA3VSBx25qKPXNWn1CGwudTEbQ6ha7pIXjYskiSEoxChcZQdB36mu7WwslSJBaQBYs+WojGEzwcccZpq6XYBAgsrYKAAAIlwADkDp2PP1oA5jwvr2r6pe273Q/c3EUryRsYl8llYABArFyOoO4dcdOlR3PiDUU1QlL2NVGrCy+w+Wu4xhN2c9cnrnpgiuxjtLaGeSeKCJJZf9Y6oAz/U96zZPD1lNrC6pK0zyq4kVDjaGAwD03cA9M4zzjNAHLxeJNXFra3a38d15tiNRuIliUeQqum+MY5+6zjnnKde1Jc+JtYmkiNtKUtrhLi5tpEWLlEYIgJkZRtIy5I5wwxjFd1HZWsRlMdtChmOZCsYG/wD3vX8abJp9nNDHDJawvHFjy0aMFUx0wO1AHIPrWtyC6l+1xW5W7srZYVjV1QyiIud38X3zjn86bJrGrtdSWK6iE8hr0GbyULOIljZMjGB98g4HI9K7U28LE5hQ7nDnKjlhjB+owPypPssG/d5Me45ydgyc4z+eBn6UAcLL4k1iCGFDP5r3UVlL5kcUYMHneZuC7iF/gAG49+/Sp01nXJwkT3q27Ja3cxcJE7SeU6hCdpZQcE7gP0rsXs7Z4mRreFkZAjKYwQVHQEeg9KVLS2jRUS3iVVQooVAAFPUD29qAOFtdY1ac3s8OoZea4tz9nLxKyI1sshEW/jOT0Y9Ae/Nbsuq3Vx4Rtr+xuo/Pl8sCWZViLfNhgAxKhzyBnIz7VsyaZYSqyyWVs4YKrBolOQv3QeO3b0qZ7aCS3+zvDG0BG3y2QFcemOmKAPP21O/urqS+tdRkjmtdLuWdpIE3M0cv3WAJXtglevbFWpPFV+dXtnjniW0e6itXhcqMM0QYkDBY4JHJIHbB612iWdrHGES3hVAhjCiMAbT/AA/T2pjadZu7O1pAzEAFjEpJA6Dp27UAcONf1wafo5N07S3ti9400ccKgMAmE+dlG0biT1PpgV3GnzTXOm2s9wiJNJEjuqMGUMQCQCOoz3p0un2k8McMtrA8UeNiPGCq46YHarVABVe9/wCPG4/65N/KrFV73/jxuP8Ark38qACy/wCPG3/65L/KrFUbS7tls4AbiIERqCC49Km+22v/AD8w/wDfYoAsUVX+22v/AD8w/wDfYo+22v8Az8w/99igCxRVf7ba/wDPzD/32KPttr/z8w/99igCxRVf7ba/8/MP/fYo+22v/PzD/wB9igCxRVf7ba/8/MP/AH2KPttr/wA/MP8A32KALFFV/ttr/wA/MP8A32KPttr/AM/MP/fYoAsUVX+22v8Az8w/99ij7ba/8/MP/fYoAsUVX+22v/PzD/32KPttr/z8w/8AfYoAsUVX+22v/PzD/wB9ij7ba/8APzD/AN9igCxRVf7ba/8APzD/AN9ij7ba/wDPzD/32KALFV4P9ddf9dB/6AtH221/5+Yf++xUMN3bCa4JuIuZBj5xz8q0AXqKr/bbX/n5h/77FH221/5+Yf8AvsUAWKKr/bbX/n5h/wC+xR9ttf8An5h/77FAFiiq/wBttf8An5h/77FH221/5+Yf++xQBYoqv9ttf+fmH/vsUfbbX/n5h/77FAFiiq/221/5+Yf++xR9ttf+fmH/AL7FAFiiq/221/5+Yf8AvsUfbbX/AJ+Yf++xQBYoqv8AbbX/AJ+Yf++xR9ttf+fmH/vsUAWKKr/bbX/n5h/77FH221/5+Yf++xQBYoqv9ttf+fmH/vsUfbbX/n5h/wC+xQBYoqv9ttf+fmH/AL7FH221/wCfmH/vsUAEn/H9B/uP/wCy1yPijV5rLWpoP7WksY00x7iFVC/vJg+FHIOfTb3rp3u7b7ZCftEWAj5O8f7NMK6adQ+3mWI3HleTuMn8Oc4xnHXvQI5B9Y1a4uWjOoSW2pPeR26WCquBE0akyYIycZZt2cDbiorHxJq97cWyrO4+3ukMKbB8jwbftHbud4/Diu9+12m7d9ohz0zvFL9rtP8An4h/77FAzze28Qa5NpE9x9vCzNbI0ymSN3glMqLwgX5RgsNrZPA969Gs5IjG0EdyZ3tz5UrMwLBsA/Njvgg/jS/arQZ/fwc9fnHNL9stR/y8Q/8AfYoAsUVX+22v/PzD/wB9ij7ba/8APzD/AN9igCxRVf7ba/8APzD/AN9ij7ba/wDPzD/32KALFFV/ttr/AM/MP/fYo+22v/PzD/32KALFFV/ttr/z8w/99ij7ba/8/MP/AH2KALFFV/ttr/z8w/8AfYo+22v/AD8w/wDfYoAsUVX+22v/AD8w/wDfYo+22v8Az8w/99igCxRVf7ba/wDPzD/32KPttr/z8w/99igCxVe9/wCPG4/65N/Kj7ba/wDPzD/32Khu7u2aznAuIiTGwADj0oAdDNHbaVHPM6pFHCHd2OAoC5JNULHxFa39xFCtveQ+epeCSe3KJKAM5B7cc4ODipbywOq+F5rAP5ZubMxB/wC6WTGf1rKul8Qano8+mNp0diz2jxPcG4DKXK4HlhecZ7sBgdqAOhW+tHiMq3MDRhtpcSAgH0z61Uk1yxTU7OxWdZJ7uN5Y/LYEbFxlic9Oe39K5g+Hbu61CGf+yY7K1WWzD2u9CD5Rcs+FOP4lA7nHSo7rwpqMwv44ooofMhvo4H3L8vmTI6D2BUN9MmgDthfWhtzcC6gMAODL5g2g/XpUNpq9ldwJMkyqryvCnmEKXZWKkD15FcjD4evopYrw6fPMqXiSy2MrW671WJ0DKqYTILA8nnaOmKz18Iar5WyW0ZYpoZofIgeE+RumdxhnBwCrLyvIKjjpQB6M97bR+ZvuYV8sZfdIBt+vpUX9p2IvIrQ3cP2iaIzRx7hlkHVh7Vykvh+9WO72WfmmbVRPKVaPzZIRGACGbgHcAecHGcdazh4V1h7BrQWojk+yXlsk3nI3l75RInPXBXK9OM9MUAehwXENzH5kE0cqdN0bBhn6imJeW0rFY7mF2DbCFcEhvT68HisLw5pM9j9ummhnia4KDypjCo+VcZAiG0dcZ5JwOlc9Lpk+k6XcyyW62kVskT2YnMbym4Ryyxo6cup5X5vm+Y+9AHfPeWqOqPcRK7MUVS4BLeg96gh1fTriJ5o763MccrQs+8ABwcFee+RXJXPhy+jitpbex82/eLdPI7RNCZGkLuJFfnAJOGTn8hUVx4a1LzUZbJjFFc3hMcXkN5gmcMrgSZHAypzgjPGRQB3L3ltHJ5b3MSv/AHWcA9M9PpzUkUsc0SyROrowyrKcg/Q1w8XhGdFKyWqzbbjTyrzOrOY4lUPk8dMN2GfSul0Cxm0+zuIZo1jDXk8kaqRgI0jMvTpwelAGxRRRQAUUUUAFFFFABVeD/XXX/XQf+gLViq8H+uuv+ug/9AWgCOxv4L/7R5O7/R52gfcMfMvXHtzTxe2rRySLcwlIjiRhIMIfc9q5u0t9VgGsaf8A2dNGt7dTvFeLLHsQOPlYjdu6+1Y1r4Y1SHTyPss28R28EsRNuBIiPljHtGNw7M5B5PQ80Ad619aJFHK1zAschwjGQAMfY96ba6haXk1zDbTxyyWz+XMqtko2M4P51wY8OanFYMh06Vpo5rk27edDKgSQhgrq/BXjkjBGDjg11Hh+xurG71Y3FrHF9onSZZIiNr/ukUgDqMMp6+tAG/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAV5P+P6D/AHH/APZaztX8QR6PNCk1jezCZ1jR4Iwyl2OAvJHNaMn/AB/Qf7j/APstZ+v2U99FYLboGMN/BM+SBhFbJPNAD7PWrS7uZLY7oLmMqGinwrZZQwAGeTg84q8lxBJM8KTRtLH99FcFl+o7Vy2oeH7i5v8AVLtLSNppbuzkt5SV3BYym/B7Yw31qDw94cv9P1eKa7WfdbmcmcGEJNvbI+6PMbPB+boR3oA62W+tIHZJbmJGRDIys4BCjqcelMg1SwuoreSG7hdLld0OHH7wew71zV7od5Lr9xNbWQEdw7GaSdo3jIMWzcv/AC0R+gx93GfWsifw3rU1jboNOKS29rapCI5okCtE2XDEcknHy8455xzQB3UOr6bcQtPFe27RLK0JfzAAHBwV+uRVg3MAuFgaeMTMMrGXG4j1A61wU3hrUy0bCxbyo5bwGKPyGLiaQOrgPlemVPQjtkVdh8PX1nqlg1vaO/lfZ1mmuJIpUZUUKW5AdZAOhXg9+poA6iTVbOLUzYSTCOfy1kG8gAhiVABPU5U8VOby2WV4WniEiLvdC4yq+pHYVzPiPw/Pql5qsyWkcxl0r7Pbs5XIl3OeM9Oq81Qfw9qNxrsdxc2JeM3spndZY1R4HRkGFHJIBG7dzxxnsAdtJdW8IYyTxoFXeSzgYX1+lO8+LyhN5qeURkPuG3HrmuBbwvrM1lHLcruura5hiVEaNjLbwqyqRvyuSzF8N+hFaj6Dct4DvNKjikM8/mMIpXTI3Pu2/KAoHPQcDpQB00d9aysiR3MLs+doWQEtjrj1xQLy1bzcXMJ8r/W4cfJ/ven41ys/hm4GqXFxa2kUW/U4J45E2grGsQViPTnPHes+LwvetZ21vLpXli1sfs8xhmRWu5N6MHU89Nhb58ZLY9TQB2i6pYNdW9st3AZrhGkhRXB3qpAJHr1H+RVh7m3SZYXniWVhlUZwGI9QK5TSNJ1K31exvLmwj2ILmMsBEsiK5jZWcL8pY7WB2+o96bqOhX1zq16UskkN1eW08V8XXNukezcuD82flbAHB3845oA27bxHptzpNxqguQtjA7q0zkY+U4JGO3p3NWLTWLG8uZoIZ0MsUnl7Sw+c7VbK+oww5rD/ALBuv+FfXmkrbRrdypPtiyuCWdivPToRVWTw7dzz3F2likFxLqkFwjFk3xxLGityD2wwwDzQB2MdxBM8ixSxyNGdrhGBKn0PpU1cV4S8P3ulXML3aTI8Fr9nZ8whJTkHI2Dc3TOX55PqTXa0AFQXn/Hlcf8AXNv5VPVe9/48bj/rk38qACy/48bf/rkv8qsVXsv+PG3/AOuS/wAqsUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFV4P9ddf9dB/6AtWKrwf666/66D/0BaALFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFeT/j+g/wBx/wD2WobvVdOsXEd5fW1vIwyFllVSRnGcE9M1NJ/x/Qf7j/8AstcprtjfXXiW4isrSKbz9Ie2LzMVVNz4znBz6kd6AOkk1fTYLg281/bRzqpcxtKoYKBnOM9Mc046lZBnU3kAKBC48wfKHOEz9T09a5dfC18rfYHW3ls2vort7lnPmEKigptx1O3Gc9DVaw8IanHPZtdSwFTJtu2VyS0cW0W+OOT8gJ9CT1oA65da0t1nZdRtCtucTETLiPnHzc8c8VbhmiuIUmhkWSJxuV1OQR6g1wEHgzUBpP2ObbJJDbJbRu9wCjqJEY/KEGAQmeSefxNd5C0peUSxpGiviIo+dy4HJGBg5yMc9KALFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVe9/48bj/rk38qsVXvf+PG4/65N/KgDIttc2WsK/Zs4Qc7/b6VJ/wkH/Tr/wCRP/rUUUE3D/hIP+nX/wAif/Wo/wCEg/6df/In/wBaiigLh/wkH/Tr/wCRP/rUf8JB/wBOv/kT/wCtRRQFw/4SD/p1/wDIn/1qP+Eg/wCnX/yJ/wDWoooC4f8ACQf9Ov8A5E/+tR/wkH/Tr/5E/wDrUUUBcP8AhIP+nX/yJ/8AWo/4SD/p1/8AIn/1qKKAuH/CQf8ATr/5E/8ArUf8JB/06/8AkT/61FFAXD/hIP8Ap1/8if8A1qP+Eg/6df8AyJ/9aiigLh/wkH/Tr/5E/wDrUf8ACQf9Ov8A5E/+tRRQFw/4SD/p1/8AIn/1qP8AhIP+nX/yJ/8AWoooC4f8JB/06/8AkT/61Rxa5tlmP2b7zg/f6fKB6e1FFAXJP+Eg/wCnX/yJ/wDWo/4SD/p1/wDIn/1qKKAuH/CQf9Ov/kT/AOtR/wAJB/06/wDkT/61FFAXD/hIP+nX/wAif/Wo/wCEg/6df/In/wBaiigLh/wkH/Tr/wCRP/rUf8JB/wBOv/kT/wCtRRQFw/4SD/p1/wDIn/1qP+Eg/wCnX/yJ/wDWoooC4f8ACQf9Ov8A5E/+tR/wkH/Tr/5E/wDrUUUBcP8AhIP+nX/yJ/8AWo/4SD/p1/8AIn/1qKKAuH/CQf8ATr/5E/8ArUf8JB/06/8AkT/61FFAXD/hIP8Ap1/8if8A1qP+Eg/6df8AyJ/9aiigLh/wkH/Tr/5E/wDrUf8ACQf9Ov8A5E/+tRRQFyN9czdRP9m6Kwxv+nt7VJ/wkH/Tr/5E/wDrUUUBcP8AhIP+nX/yJ/8AWo/4SD/p1/8AIn/1qKKAuH/CQf8ATr/5E/8ArUf8JB/06/8AkT/61FFAXD/hIP8Ap1/8if8A1qP+Eg/6df8AyJ/9aiigLh/wkH/Tr/5E/wDrUf8ACQf9Ov8A5E/+tRRQFw/4SD/p1/8AIn/1qP8AhIP+nX/yJ/8AWoooC4f8JB/06/8AkT/61H/CQf8ATr/5E/8ArUUUBcP+Eg/6df8AyJ/9aj/hIP8Ap1/8if8A1qKKAuH/AAkH/Tr/AORP/rUf8JB/06/+RP8A61FFAXD/AISD/p1/8if/AFqP+Eg/6df/ACJ/9aiigLh/wkH/AE6/+RP/AK1R3Oub7WZfs2Moed/t9KKKAuf/2Q==
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scienceqa
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logic_reasoning
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dev
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2,000,425 |
Amerika Birleşik Devletleri federal bir sisteme sahiptir. Bu tanımlara göre federal sistem altında yaşayan bir kişinin bu ifadelerden hangisini söylemesi daha olasıdır?
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Amerika Birleşik Devletleri'nin adını düşünün. Adından da anlaşılacağı gibi, ülke hem birleşik bir ulusal hükümete hem de eyalet hükümetlerinden oluşan bir koleksiyona sahiptir. Aşağıdaki sorularda ulusal hükümet ile eyalet hükümetleri arasındaki ilişkiyi öğreneceksiniz. Ayrıca eyalet ve yerel yönetimlerin nasıl çalıştığını da öğreneceksiniz.
Birçok ülkede hem ulusal hükümet hem de eyalet hükümetleri bulunur. Ancak bu ülkeler gücü ulusal ve eyalet hükümetleri arasında farklı şekilde paylaştırıyor. Aşağıdaki tabloda gücü bölmek için üç farklı sistem açıklanmaktadır. Masaya bak. Daha sonra aşağıdaki soruyu cevaplayın.
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Hem eyaletim hem de ulusal hükümet yetkililerim önemli konularda yetki sahibidir.
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Ortaya çıkan sorunların çoğuna ulusal hükümet yetkililerim karar veriyor.
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Ulusal hükümetin neredeyse hiçbir gücü olmadığı için sadece eyalet politikalarıyla ilgileniyorum.
| null |
A
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structuralized_imagetext_understanding
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scienceqa
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logic_reasoning
| null |
dev
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2,000,427 |
Yavruları diğer dişi aslanlarla birlikte gururla büyütmek neden bir Afrika dişi aslanının üreme başarısını artırabilir? Bu soruyu yanıtlayan ve pasajla en iyi şekilde desteklenen aşağıdaki iddiayı tamamlayın.
Yavruları diğer dişi aslanlarla birlikte gururla yetiştirmek, bu şansı artırır ().
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Hayvanlar genellikle üreme başarılarını artırabilecek belirli şekillerde davranırlar. Belirli bir hayvan davranışıyla ilgili pasajı okuyun. Daha sonra aşağıdaki talimatları izleyin.
Afrika aslanları gurur adı verilen gruplar halinde yaşar. Gurur halinde dişi aslanlar veya dişi aslanlar aynı zamanlarda yavru doğurabilir. Bu olduğunda dişi aslanlar birbirlerinin yavrularını büyütmeye yardım ederler. Dişi aslanlar yaklaşık iki yıl boyunca tüm yavruları beslemek ve korumak için birlikte çalışırlar.
Dişi aslanlar, yavrularını gururlarının bir parçası olmayan erkek aslanlardan korumak zorundadır. Bu erkek aslanlar, sürüyü ele geçirmek için yavrulara saldırıp onları öldürebilir. Bir sürünün birden fazla dişi aslanı varsa, yavruların bir saldırıda öldürülme olasılığı daha azdır. Bir gururun yalnızca bir dişi aslanı varsa, yavruların öldürülme olasılığı daha yüksektir.
Şekil: Afrika dişi aslanları ve yavruları.
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dişi aslanın yavruları saldırılardan kurtulacak
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dişi aslan diğer dişi aslanların yavrularını besleyecek
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dişi aslanın yavruları diğer yavruların etrafında olacak
| null |
A
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nature_relation
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
|
scienceqa
|
relation_reasoning
| null |
dev
|
2,000,431 |
Cümleyi tamamlayınız.
Hint uçan tilkisi bir () işaretidir.
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Bu resimde uçan bir Hint tilkisi gösterilmektedir.
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yarasa
|
tilki
|
kuş
| null |
A
|
object_localization
|
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
|
scienceqa
|
finegrained_perception (instance-level)
| null |
dev
|
2,000,432 |
Neden diğer dişilerle güçlü sosyal bağlar kurmak dişi bir maymunun üreme başarısını artırabilir? Bu soruyu yanıtlayan ve pasajla en iyi şekilde desteklenen aşağıdaki iddiayı tamamlayın.
Diğer kadınlarla güçlü sosyal bağlar kurmak bu ihtimali artırır ().
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Hayvanlar genellikle üreme başarılarını artırabilecek belirli şekillerde davranırlar. Belirli bir hayvan davranışıyla ilgili pasajı okuyun. Daha sonra aşağıdaki talimatları izleyin.
Babunlar, gruplar halinde yaşadıkları Afrika'nın birçok yerinde bulunur. Bir gruptaki dişi babunlar diğer dişilerle sosyal bağlar veya yakın ilişkiler kurabilirler. Dişi babunların çoğu sosyal bağlar kurar, ancak bazılarının diğerlerinden daha güçlü bağları vardır. Daha güçlü sosyal bağları olan kadınlar birbirlerini tımar etmeye veya temizlemeye daha fazla zaman harcıyorlar.
Bir dişi diğer dişilerle güçlü sosyal bağlara sahip olduğunda, onun yavrularının çoğu, zayıf sosyal bağları olan dişilerin yavrularına göre yetişkinliğe ulaşır. Bunun nedeni, güçlü sosyal bağlara sahip olmanın bir kadının stresle başa çıkmasına yardımcı olması olabilir. Dişi babunlar stres altındayken sosyal bağları güçlü olan dişiler birlikte daha fazla zaman geçirir. Bu, dişilerin daha az stresli olmasını sağlar ve bu da yavrularına yardımcı olabilir.
Şekil: birbirlerini tımarlayan babunlar.
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dişi diğer babunları tımar etmek için daha fazla zaman harcayacak
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dişinin yavruları diğer dişilerin etrafında olacak
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dişinin yavruları daha uzun yaşayacak
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C
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nature_relation
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
|
scienceqa
|
relation_reasoning
| null |
dev
|
2,000,433 |
Bu yaprak kesici karınca hangi özelliğe sahiptir?
|
Bu resimde yaprak kesici bir karınca gösterilmektedir. Yaprak kesici karınca bir böcek türüdür. Her yaprak kesici karınca, dış iskelet adı verilen sert bir dış kaplamaya sahiptir. Dış iskelet karıncanın vücudunun korunmasına yardımcı olur.
Bu karınca türüne yaprak kesici denir çünkü bitkilerin yapraklarını keser. Yaprak kesici karıncalar yaprak parçalarını yemezler. Bunun yerine parçaları yiyeceklerini yetiştirmek için kullanıyorlar.
|
Vücudunun dış kısmı yumuşaktır.
|
Yaprakları yiyor.
|
Uzun ve ince bacakları vardır.
| null |
C
|
attribute_recognition
|
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
|
scienceqa
|
finegrained_perception (instance-level)
| null |
dev
|
2,000,434 |
Bu yaprak kesici karınca hangi özelliğe sahiptir?
|
Bu resimde yaprak kesici bir karınca gösterilmektedir. Yaprak kesici karınca bir böcek türüdür. Her yaprak kesici karınca, dış iskelet adı verilen sert bir dış kaplamaya sahiptir. Dış iskelet karıncanın vücudunun korunmasına yardımcı olur.
Bu karınca türüne yaprak kesici denir çünkü bitkilerin yapraklarını keser. Yaprak kesici karıncalar yaprak parçalarını yemezler. Bunun yerine parçaları yiyeceklerini yetiştirmek için kullanıyorlar.
|
Bir yaprak parçasını taşıyabilir.
|
Yaprakları yiyor.
|
Vücudunun dış kısmı yumuşaktır.
| null |
A
|
spatial_relationship
|
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
|
scienceqa
|
finegrained_perception (cross-instance)
| null |
dev
|
2,000,435 |
Aşağıdakilerden hangisi tropik mercan resiflerinin özelliklerinden biridir?
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Tropikal mercan kayalığı okyanustaki bir ekosistem türüdür. Tropikal mercan resifleri ekvatora yakın ılık ve sığ sularda bulunur. Mercan adı verilen birçok büyük oluşuma sahiptirler. Mercanlar kayalara veya bitkilere benzeyebilir ancak aslında canlı hayvanlardan oluşan yapılardır ve zamanla büyüyebilirler.
Mercanlar balıklara, yengeçlere, yılan balıklarına ve diğer birçok organizmaya barınak sağlar. Bu mercan kayalığı organizmaları deniz kaplumbağaları, köpekbalıkları ve yunuslar gibi daha büyük hayvanların avıdır. Bu organizmaların çoğunun hayatta kalabilmesi ve çoğalabilmesi için tropikal mercan resiflerine ihtiyacı vardır.
Şekil 1: Tropikal bir mercan kayalığı.
Şekil 2: çeşitli mercan türleri.
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Genellikle okyanusun derinlerinde bulunurlar.
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Sıcak ve tuzlu suları var.
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Mercan adı verilen çok sayıda büyük kayaları vardır.
| null |
B
|
physical_property_reasoning
|
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
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,438 |
Aşağıdakilerden hangisi tropik mercan resiflerinin özelliklerinden biridir?
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Tropikal mercan kayalığı okyanustaki bir ekosistem türüdür. Tropikal mercan resifleri ekvatora yakın ılık ve sığ sularda bulunur. Mercan adı verilen birçok büyük oluşuma sahiptirler. Mercanlar kayalara veya bitkilere benzeyebilir ancak aslında canlı hayvanlardan oluşan yapılardır ve zamanla büyüyebilirler.
Mercanlar balıklara, yengeçlere, yılan balıklarına ve diğer birçok organizmaya barınak sağlar. Bu mercan kayalığı organizmaları deniz kaplumbağaları, köpekbalıkları ve yunuslar gibi daha büyük hayvanların avıdır. Bu organizmaların çoğunun hayatta kalabilmesi ve çoğalabilmesi için tropikal mercan resiflerine ihtiyacı vardır.
Şekil 1: Tropikal bir mercan kayalığı.
Şekil 2: çeşitli mercan türleri.
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Genellikle okyanusun derinlerinde bulunurlar.
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Mercan adı verilen çok sayıda büyük kayaları vardır.
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Birçok farklı organizma tarafından kullanılırlar.
| null |
C
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function_reasoning
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADIASwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDzOM+9W4gWGAetU4wQpOPxqwkxTkgk9BXpLzPNZYb5DjPNSqwjx2b0JqkZckknntUiHLZ/nVJks0obhhjBrattUkjaN4wI3VdpKEjd15PvzXNo5PTpVqKRRznOO1VzENHYNr19dRlZbh9jY3YOA2PWo4r0NISxZjWJHeFlCImM1chIz85PsoqrmMkbkVwXIA4OOuea2LW4aMDeOfeubinPAULGuc8VpQK0hUqSQRyWNFyDqYNQAjJWcFgM7MYBPoPWr9le3d5tDAqi8A+3pWLZrbW4DSnc3XArVXXI7cYCAAjgCs5GsZd2bsUR2kjBI7McVaglJA8x/lHQCuchvZrk+YVIU84zWh5pEIc5Ge1YSjfc6YTtsbZuICC23JXtUxffH8gAPcVg2kjOCo43jjJrXiUiHc8mWAztH8q55wsdVOo5DvsrdfN2554qKaOGJC8oEkmMAtxTDffwk8VE19g9VyOmRmhRkKU4dCvttICZWs2K9mfJx+fFR/2r5kyxm3iJH3WUF+fYY61TuLy8nkMAEkuMnC/4VCuqyWUQMcEcJYY3bfmP1zWqjc53Oz8vQ1Y767ufnciygB4LjLSY64B6CmX+qXakpY2nmDGfNkO1FB75OM/nXPy6/dBZVWdt7jBYnlfp6VnwSWksri+kdIgMJgscH6f4nFUqPVkOt0TNt5JdRCWXnTXzzN+/kiYpFEPbjmrP2rSNBC20WJbhRtVEUNISexIHrWd/wkVj5MqOJ9u3av7072985wv4CsifxLa2kbR6dZxwMSG81zvfPrk1XI3oTzpam1cLf3pMmqTvYwM2ILeBv3m7t0BJNLILc2PlMFjsoCVupZI9rykfwDkk57nNefXGpTi4M4lbzCSd4bnNVZdVu5o/J+0PtGSFZzgVp7IjmO5ub3T7awE0en6WqdYU8zfI3bO0j9Cafbz3AeJvsMUuqzKTEojKx2qdieOD68fjXIaBqE1u85hglkudvyvGBlB3PQn8sVrxeKLSKyZFtUAZgZTJM/mSN3JwelVydibnRJ9rgiWG6v7aH5c3MmGDP6fOxyc88AD2NSQpZfZESVrv7OfuNcO0Yc54CoDuI+v51w954uMGVsES1Zm3M6xqGJ+py361jSeIr1pXlN5MZGBUuXJODwR7UvZMOY7jUPEFnpkUy6LHahkbE1wRzz2XJy5/SuD1jX7q/LRvczPbeYWVX2gknuQvGayZ77dkZOKpy3XmPkgD2UYFXaxSVzT1bxFdXlpHaxMLWxiXbHaxuSPqT3J681VsvEmoWFuIbR0toeshjxG8v1bqfTA/KqQvUW6jnMEblMfu8ELx64wTTptXuHhmhhFtBHIMOI4VXdz0zjP60+YpLoXdY8QPrcapFYWtrHGPlW3jwT/vN1b8aybDWbvTblbi1cRTRZAO0bhkYOCR1qr9unELQiV1jPO1Tiq24xkE7G79M/nUuZaj0OpTxxqsNmltbXT28YJJMbfM7E8liepqrL4v1qZ97apc5xj/AFhrm2ckAEDj2pu4+lHtGHs0aIkGwKMcUKCRuq9qOiX+lMBdW5RTwHHzKfxFUl4GMZPpUxs9RvQVQC3PSrG5CcDGKrlWYgAEnsAKsnT7mKRUe3kVmAIBX16UnJLQLXFDnAAqxAjsRVmPRL3GBEDIDzGGG8cZ5HWppbOWyCtJh0PQjoD6VMZxbsmKUZJXsOjypHQAVZid3bA6Z61XijDEPJkAjgetXo5VUYRQK1OeTLlvCSdzc47npWot4yKI0HI9O1YyTMeS361YgkLSAfmaZkzfsleaXLyEn9BWnbok8hPSFOrd2PtWLFMCPKj4U/eYelWxctgRpwOgFJgpWOitfMmnGP8AVDoB0rUZRKvllsIO/rWRbTi1s1GcyN1PpVuGXcpOecVm0bxkjRiZIbjzMnlRgelWBehNpz96sO5u9sgUEZAAqG7u/wB3GoY5AqeS5ftLbGzcSj7QWB+Vh0qjLMFjYsx46VTS5dioY4OM1BfszQ/IeQeRQo2E53HnUSTlW2yr0YdxWfNcbdxkbJ+nUfWq0cqFCCTnOc+hp9w8NxHsVFR1Xsfvf/Xq0jJzuRStCYN2W8wn5WB4A9xWXJdFGKuaZPK0J4Lbe9UpJ45FweR61aJvcsPcPOyxo7Oeirgk/hVC4uMOyYOR1zVeWZo2z+RzVc3O7JfH1NO5aRet1+0SRh2WKJmKmVhwuOT05NR6wbSC8ZLGV5oQBh3XaWOOeOwzWY8mMlXIHp0qu8u7kPz6mi5SRb+1SJkqTz1GajN068knrVMupzmTJxxgdafJBOlvHOyMscmQhOOcdaFIdhZrhpJBtJB9KrPK5GSTtNRuTkgDdk8H2pu8t1Oe3FJzY0hzSyKMgAD3qNvnU7ifb3pQoZS2WzngDiom+VgSDgepqW2NFpNKk8lJpJbdYnxj98Mrn1AyeO/FLp1hYy3bLf37QW6tjzI4S+7r0yR1xVBpxyVHXsP8TUHms3zbsUJlWZoa5aadazBNMvpbpCMlni8sD2Hc/WsYkkHP8qsBwQS4LEj5ecf/AK6rtx7/AFpSd9So6DHUhVJYHIzgHOKZk+9OZ+1MLjNQzRHq1vqqSE2U6ifcMPGw3Z9cjPH9KwLzw00Gp7EkYWTDclwULAZzhTjvxj8q73UdCspryWW9jNvOvJaGThhjqe2c8ZFYuvalJptrAYFaYTErCrlQIht5JHc9eSeteRSxLg7R6nq1cIqiTa2MpYLHTx9pjxBNFEEVnwzmQ/xBex68nuKc+qzxW1tbiaGO7nYxKWw29CQMv1GcgfgTWM9jcagLiWK68x2cERySFdzc/MBjuBkD2J78yaiiWcNnFd3on/dugkRcDaQuDg9TkEYolJy1b1CNKMdloaT67dWULySLCdQ85Yhu+fDgk4XHUHnHPFSKPtFxdyzpGk84WbEw2nB5G0Dtgnj+VcvHcQy20ZkjH2eBgXh2NgZyu4kcAggHn1rT0a+iv9Ue7v4XRJ5mIMIGNgGcKPY7RUa01zrdf1YpwjUfI9mbmmz/AGW9Fvc2IkBTbILjAIyxAC46HPc9hVSCKS5uxDAArOxCq7gY9smpdSvrSw8SvMkqyWjWoVorobBjjG0+oHPPOeO9Y+k3i31zJDKWCyOxhWQkZ9cHt6dO1b4bEP3pu6ulq/8ALyOPFYa/LCNnZ7fd1NmeA2wTdNEzNkMitlkI7EVNBL5YHPNVhDukt4hJbBipG8Ngdejeh7UrRyRTm3faXU/MVYEfmK9KhNSSTldvX5XPKr0nFtpWS0+djVgmboOpNadsQGB647mseAgHPoMCrsMw3BRwBXQ0cVzfecu8SBsetT/byiAbuprDjuCd8mevA+lMkuM9WIAGaVh85qfbPNuEDHqfWpbq6CgEf3sfpWFDJ++jcn6AVfllUpknndmixSmW5Lxh5TjPTmpp7oNCrA9RzWKLjfC6Z5HIqSORpLb3HNDQc424mAJdR9RVY3jtgqcEfnSvg56Y6VWI2sSAeODRZiuS3DCdN+fmPUf1rLkwqOmAd3f0+npV9sj5sj8O9U50UjPJB96LFRZSUKSQzcVXmEfTgFe4FTS7l4CgHsapP5hOGHFFjVMjdlTOCTniqcrAnAx7VoLET16+9QyR7D0FFmy0ykVc8Fcj2qVXIwWx1pGIz1/CoywwTk/jSSHe4kvpgD6UxVYj5vTjmkL5GcH6YqFpyD0waGkUrkrs6MQGP8qrOxLc8/WlMrOex+lNZhg4HPuaWg0RvgcLUZ255Un3NPY564pjY71JSAk5yfw5qMntilHXk01iu4gUFEcntUf0qR+KjPWpZaPo3WN12GsWtTtIZ4ZFI6gHBx2+ZlwD1615N4qvbyzgjint5oXtiI1ZkUqX53EZzkHoMcYr09rmSwnmnmCQzeWGJYkgKG4AYfUfiR6VxHjy0j1OzTUFt1e8tziQkghkVtvzA4J5BxivnsPJcyTPpK8WoNxOOt79roJf3zSzqCVeHoH4xtDdRk44HTFU9TvrnU50ijtQeQYyoZmI7L1PHIrstB0MQGG4e3jxuyhA4VmHUevXp2rodS04+W8O2F0dG3iLGVJ2nr64B/yK6ZVFCWxzxoucdzzqe7W0sJ9/7lZSjtBE+N5I+7jqFGTkH2FOsb6CztvssVtO9xHJvLJHncM52c8BeQe/b1qlrOmyQFEnj8pSS/mMRvxjIGep69Mdat6DCb6IxXUUhFxtVZAufLAGMgZ56e4pyaUbkJS5+XqVpJ7C4BZlu1KMyrl8k85UngYGaWW/gkuVlZZNsqeW5aYvjHpgDH0+tWpLHTINSvo7Z2uU52xuDGu4AkjBweD34xkVjiUyM1s0aRfv9wyT8vGNp9verptNXX4mNWLTs/wO30+5tvIMUtqkskq7YvJb5kYZxjHBB9MZqxAnkxyM427FLMTxgDrS2qWE2jpPZiBrtSoEgUE5xxk8YPbI9vWorW5k1K4wkXmKE3OQCW3ZPUfp+Fb4Os25OWiv1f3eiODHUIxsou+nT8V6lqC6WeBZIiSjDIOMVdgYqPmHJqpEwJGAGX61aSQF8+navWSPFkuxdDEJt4AFRSSovBbOfaoCzswAU802RSZFywH1p2IsWy6LtwSeKmeTfGOtVlC5JMiEAVJLInkYQqOKLBYijnCSnOSSKlguyrshGazAwEi/Pn8anG4uGDE0WKsSvMfNKnA5xUDyPnO4kjg4p0yfNktjPtUbheCW9jzSsUkHmc/MTzyOaglc5znjuPSlKxqTnkfWgleigE49adikiB9jKQSSO3saovGufmzmrkgOSKgZTtwTk0cpSZAspQbVBxTHKueSTmpJFY85/Sq7ZFPlKTGtCF6HI96ruPTg1YL54JqN1HWp5S0yucZwc46GoXAP3QcCrD1Axx70nEpFZs54PFMLVO+DVdhycVNi0BINMzjkilyaApalYZGWOO1MOTUzR8cVCfcc0nEpMjJph61I3Woz1pNFo9u1e4fzWmuLcvp/y+W0RLPI4b5eTnnjAz3asy6EF/qL2lqzmZi6ySkfu7dE+YqnXLZJ568nFc6+v6mCrvHcLZxMI3nhXjjoqsOM1V0m9je6uzDqL2NuilBjAZs4zwPbOe5JFfNezklzH1PtIt8p2ccttpVxf2lmlxPezBTI6kMFYrtJBJ+X5/aqE0/26AumWklG2JUIVEcgISzH0CyYri9VuoF869TT5IJRMojOSCgXjDH1OOfocVbk8YRtLZSKsY8l22hslIw2MEJ/eXHHODjmuhU3JJ9Tm9qoto2LuO1miuTeAq7tLIrbc+XGB5e0jgAkDr/tdOay7PQ4bm4ElqJHEjY8uJ/KCLwM475OfQnGfrs2mmi9kQR3CXFtCVnkDQgBpGOctnkjnOPYDFblvHFaCO3iwS53+cDje3Tj0yAST2xWcpcl7M1UOezaPP3nm0JriDVLXzhckASggk468jr2yDWPfljqckiNEvkfIhhTapwOMe9ei3WmpcJOkliF89j5ZZRuOeeQDx069sj8eA1eC7s7/wCzXMLQeXxGgJ5HrnJz+db0XFttbnFiE0lHoifRtR23ciXEYaJ+HQHy+hzU15qtzp+p3yW7FVmbh8tu2HkAHPSsjTrl0vlMoDHd824frW/eshkid4lliniI3GDftPQbemK25U5Wte/3HM3ZXGWGum1hDEbyWAMecDaOv0Jrf0aYXTTXQu3kRj/qSPljzzgHrwOKybTw7FOsDu0flBOsasrP7tk8Gujt7WO0giggACJwwJ5H+NetRp1FZzPIrypu6huWd6eaML0GajBDzrlegpVUnc1EYPmE+g9a6uQ5LEkgADYGD9KlQgxc/rUMuSp5oT/V/lRyCsQMQCOB19KnDgjg/pVWQEM31pwJ4p8hViw7Bo855HNQ+YnTA5pB7imEYBGOlHIFhjOCMVHvHbNPc9CAPyqB3IPYVXKVYczbl6VXbr0Gad5uD1+tMckjrRygNbLKSOo681WfOeoqRm71A7ZpOJSGN9abu9aGPFR596losVh37VWcVY346c1Gw9KTiO5XINRkDBqzJDJHjcjLuXcMjqPX6VAUIqbDK5XnmkyV6VK1b3h7So5HFzerGbaUNGsbj/WcHlSOhBArGtONGDnI2pQlVkoxOcZnC5KkZHHFVz1r028gtr/RI9O2OY0RdhYguhA4PTnjivN7mLyLiSLeHCNjdjGa5sLi44m9lZr8u504jCTw9nLZ/wBWIDTDTmph611NHOj2C91A2UF42pfZzA0af2fa23zRwAEYYxEdycAke461X1m3ttY1Blh0pbSS3kjka8uAq+Xnpyv3w3ZTyPUVBALw6NeWhext7q4VHdbmTdLJKH3YYqCAvYKT27Vz97qcc+oaglzFc2lzAv8AollbchJT1YleOp4HTmvm1d7H0krR3MTxbDNpur3NsySpHI3ytIDmRQeW+pI5Haq+iaVBduk0u5gCDsVcjGcHP5dK6CXRdT8QwyfbY5I5VZ3QyyLlZSo+U55GTyQcVr2Hg69t2SGK8WS3R1PKkANz0YZzzj8/atXUUY2vqZQpuU+aS0L1kyRo1vJC8dssaEArkP8AdUDJx1IwO3WoZWFotwY4BGIwYCwYl5DtB78EY3HpzjtmmXsV3Y3Llpy0qw4ICEEOFDD6gdc/T1rAju/P1GKHTWnkSNSHmfLOWfIJA4GccAn0zWEY31O2U7aI6AarvSSQW9x5TRkqzTCMglQB8mcY5BJbJ/lVeS6a+gSK7mi3SHYEi5dM8DBIwM9ev+FU55ooWV5bKIRxOqqIjua5wB8uT1x1LcA+vNZ1nfNDcxmKUxlgUdnQhizNySQvYjr+Apxha7RyVXd2Zzt3ZT2Wo3CSSEhJCvmMpGfcj3rV065vYVDeS89qTscrknA5Jx7flSay8iapcQomVkUYZD944PPTr9QDU/hsTRW7W/zGS4OY1kXge/r07frXape7c4LXfKzotJ1JL1gnltvIyqk8svY8d/arCOv2h3i+YsSWCkbcjj8/zrIWWPSruBIlQAAiGSPow9cj3zWwsxkVXY/M+CSTXr4St7bV7o8nE0fZPTZllXIAUAl25Cjkn6VFbXsE7/u5A2WK9D1BwapTvKnMTCMk/MWYEdsdM1PaeUoOzHXnB4zXb7zfu7HNZW1NB2ySM8jqPSnJylVd6oCAevOSck0+OUYrRRIElB3GmdMU2aX5utReb1p8pRYJ+lMZueT2qHzqiebrzRygSM2ARVWRjSPNz1qB5RnrRZDHl6b5vY1C0lRmSpY7ErvUDPg57U5f3rY3YAGST/nk+1aWn6StzMyysFjjXe53bn+gQd/qa5q2Ip0/iZrClKWxlJG80gSNGdj0VRkmr7+H9RWHzDBn/YDZb8hWnGbDS/P8uRwZUG0HhsZ5XP1x0qgNXM8ISJ2jVdxZPuAKSNoP6/pXm1cyfNamtPM76OAc1eTsOj8NTvPDFJc28bSfeBflCeg9yfb3rbg0aHTYYwsMd7K7h1ZsoVYADIPZc9M9c9K5WbVVF8iyTB2j4TyuBkDBJB5wAT78Uttq93PvIlMTBRkucqY+fm6+gwPx71yVcZXqK17LyO2lgaUHff1N+a6vZYbmRniS5jVi5kXjGA20df4cj/gQpk8mn3hbTZYUSVhGouFjwRx8oHoB+vGayVaP7E0k8heTaDsWUoqk8sA2c9CvTpgdapGWNZhEsr/ay7hmY5807cAEfQA+gzisoVJxd4vY6J0oSXvLcm1Xw9JZebLDOk1ug3Bj8rEZwTt9M5/Kq2mysIyiyxRNG4dWc4J9hxVq3mnmMkUbyh0+eNiQNxGCS3bGDgA9N3Wma7ol3YzNcSoDHJ85dTwpJxg56E9cV6EKyxMHTqtJnm1KDw01Up3aJI9TLNKnJZsZUMTgA5OD+HSsnW3814ZGJ37dpBGDjqMjrnmmWjvFdRtHtEm9drHtzXeeOtOhPhm31C1iR95jSSXGSF+Yj9TjP4VnSwyo1Uky6uMdem00ebWttNfXcdtbrulkOFGcfr2FbM/g3WEcfZ4o7lGUN5ittGSM4/8Ar1n6e11Y38dzHDN8px8uVzkdM+/610UfiGW3XyppgrqcFW6r7UY3EVabSgk0Xg6FKonzuzJ/tenrHc3d1bJbz2EkEUYjfAcqDuJHc85J56U2/wBVulmv7pbCC2vNRg3pLHJuaSMcEFugYcE+uKwrV9OhlWDV7NjcujyzPJOcbzkDAX8OKrQ6xeRRLY3jRGFECqjRhyMj5WHoeledydj0ZTXU9V3SrFbwyQu8ewGaUx5DHaRx6nrjuTUNtrNvaSlLgi0G1QtmQd7AFtuSfUEHPrkmubTWr29tNNhliRWkKsbhydqkA5yFI7ZPPbFJa6hPpdjE8dnFdvMjmeVplY5AHy5zkKFIGB7isPZs6edHX3lxpOp2VtHdRg7JcxjzMjK46N+I3dsCsDUfDsl68rQ6raSR+YztCU2gnPAyPvH1PpjFJp96LULpjaen2qcsZINuAEySijPIySDjsMVrRXsFnBbQWojN1IRCHiQEhuASSTk+g7cZ7YpXlHREtJo841a3uIZLiGW5nedpD5iRxkICBnGR1x6dKxBf3NtcpmVmAYZyPmGD056V2/jH7Q0Ud3Mzzy4dJDG7FUGSOemcZOPXuK8+Ai3soYEAcM45rtpPmjc8+vpI6+xexvYjMJPJnb+M7QC2cjPr6U5bOe0nT7cFMMr7i6ZwVzyoYdBz2rB0mSYBFhA3kFV3cAE8Hnt1+teh6c7G1mjYvciJi7hEBCNjH3ew6n14xSk3EiMbq5zHiAwS2cF5FI26OVo2QgqFXGQAvt0zU8WrpaaJDPNBJLvG1HVsKpHZuP04rRttEtdc0ZYrlpUuSzGF1yQGxj5vrjnPNcPci7024uLScuuzMbqDw3p9a2w9Vx0g9UYVqan8SOhg14SNmSKJEYnLLknA6fX0rWtpkYt5a7VB6djxXFW9hdQqjyERxzcq2OCOhrpReuswMkgIVRsCJtxn2GBXoUK027t3R5+JjTjpE1mS6to4zPFKiyjcjyAAEH0xTftIT5dwLHoueTVIaq25Msx8pdq5HAHoKha4h+0GfKh2/un+nau+NS0bXOHXqaMswPNQmfk9QPWqT3SE43YqN7gLwSPzrT2se5aRe87rzTGm9KzzeoOOSfQCnWkqzzos6zeUzbCYxkg9Ris6mKjFXKUbuxW1C7voJ1MSpJCT6cj2P+NTLLFJKJRu3kbR710y+G5rC4eeO4MkJPBHLR+xz1z0qWTSknks3niZLmA+ZIkWAW4wB8vuB9Oa8aWbRU/d1TO9YOco6q1jnbmKS3kEbj5ioYY9xVV5AmTIdir94kdK6DVLGK5hkkBWGXduMj9WAGeOeF9/xNcZqN0JpIonmLdcurb93oK3p5j7SnfqS8JJVLPY02voXt3lsZFiKna3nH5iMHkHHB/L8ayLLWryGR5w+DI+0jHDe1U79JoGELbsIMBen/66hs5zBdwuw3KrAhS2O9ccm5XctTujFR0R097fNJf/AD/OcKwAIGBxxiqn28XTSlUxHGzORnGVIx93oTn09qfdlZgLlJogpJKEY+8D/e6issMgnHzBYw/ID54PXmueCVtDslJ3uWYmC4YKxlePcGXDZcZ4+nCmphdvHOXtAyh5E2Jj5Sx+bHPA5I4rKgQC4IVwCGKgt0APGfbHtWjBdIs8awyohAZ+Rwr5HGe/AGDVNExlce93vO9FVQR5S4yAvqT0GRn86lhlSS6iFzG9vhlRQI8lQvHGfrznr3xVNrpHZZiyoVX5FRST7sfTueKoyyhrtnV2kBGepOPbkUJDcrHa2E7FPKhtY5pbgBHVQS7gbSPk9wM//qrs/D2h6oIVkvWeNCT5kM5Em/LZ6dBxjn6+1YHg7TYbUR3rySGVl2px8mcYOPXv+fSu5sr6OUSxCVcRnY64II7c15WKxM02qf3nZCmnHUS70XSYsSrpdmzJkgGIfy6GpI5PKsRbSW8P2bAGxM/KPbiql7qixwvFBtc4ztP93/CqUmoRJKluXMciIcqpyFx0rlpVsQmpczv6tlvDUnG3KvuOA1qK5XVbmGUHAYSDdO21VLHHB9cdulVp9PiMn/Hx0GM46+9dfrTQ6jZmadVkRMOy9GwvO38a5Kz8QQw2yolpbTqP42Bz9K9qlKpVjzR36nJJRpaNHNXGpSPdWzynzjattLk53jP+FJPfNqGptLHuj+0P84LADOePoBxVG6tJ7ORUnTazKHX3BpLZVadd/wBwctXTZLU5eeTdmdfcXXkrG/nZieARgRvwQpAywHUHBH0psWtzWLSW1vCyvO/JWPBAP8MfcdTzWWzp5YWNlYKpAIHapdSkW5tLdzcL8rEuB1BPcZrnsr2Z2yl7raL9hrX2VSFUNMj8yzNiRs4yPbpg9+ferWm6ji6u59kskiBpTLBlSATjAycBcnp3rnhpcs8itGcqfnYuQMYGT+laM8/2Oy+yGFljkcFnST5sjGCffHT6mqai9jOLmldnSRRGawS2aCKOTAl3tE0oiJ9R6n16CvPLmIG6lMQO0twMEfX9a69tTjVhOtzOwMTnbIpdFY/3mGSyjABzXJi4KE/MvU8r0p0U02Y1mnaw/T1k+2RgozMh3KB2I5zXcR3EvlJKokklkxHHCZtkQPbIyNw78AZwAK4m1cSP88aOPQ8fyrsdH06GYRytI0xjyTvfq2MjHGWPHXoKdS24qe1ja0XWJ7C2Mc8YVnO1Sq7d+emM98DoPXnpWd4vik1fTjcLBGt9aD94E5Yr398Drxx6Gi+nk0kr9oABUqUVR8/oT6E8fwjjiqkGtwyai4y8RwNwlJXf3+bknGP5/jWUVZ86Cra1jkra+MVvtmjV0DDDHOR7VqRXtq5xzlh1B6UaxoG1WubGQyxbvnjxho8/zHPWqVrpcbyCNrhlf1XnB+ldkKl9Ys4asIfbNOfa9uXt3ZiMHHt/Wqot5xlnBQjnB6n8KsWtslsCTKTIpxtI6D/Gq8txcGURqD5jHPzHIPtXQpvqzh05nGC08yaSC4toI3mgaPzBuVnGMj2z1qPfI0YYAZzWnHbXDQp5wSVwMbS33fUYPA/Co3kSNlGwLIhBGwcr71Sq6GLmuayQ+bSZIvKnaTfbOQZREMugI6kdMV1On6TaWsqtbyecFIkKNhgTjqp7/Q1zra61rIsgfM4++w4D+xA4NRR+IfJcmTiNzuDAco3Y15OIlWno3/wT2sJTpNcyOik1podRuFEYIUBhGz4Dnp+H/wBatW2MlsWvJi+WiyWwPlzyBn8Ovoa4+4miv4TcE/PI4yB247f571audXaaO3toXMwCAO+8KPcH8OtcTpPTl07noOzumQaok7WokU+YsmflRtp2j+ecfXFcrp8V1ePIbS1/eRBmBXrz9fQA1pX81zqdyiKFCxnYLhTwB047kVpG1ls7N1tZwkb4YEDdkjqT359ea7oXpwt1OaS5pX6HK3UM1tK8MsTbxy2Oo+uaoIVedA4+QtyB6Zq9f3kzzPHMxaTPJ6/h9Kk0yDy4J53iV1BGGJzgjtjr1rovaOpm1roSsgt4DHAGbYqupcA5znPBHvVWW5jilkcW6u3+1yo49Bjmr94Uij3xgLNMAw5OD74I/wAazbuExywo6OA3bHT296iOpd2kRxmUOVKYJ56nAH0rZ0rRHv3aQEpGjEbhn95757elUbezY39uRLmP+PBxtx1Fdxa3CJ5cVtGBCI9gIxjnuPxBrKvUcVaJtSgm9Rsmj6Va2h+0RK7McM5JJJBGfpz6YpbbwvbXF5JKLCNI3+XaxIwOoJHbP51ZnvlhtwWcSyl/uMPx/nVxbyRpog0on3/eVc4UDgEntz61xOdRR3OxRg+hvIksTRQ20gc4AIUAYHSoVuUtr14ICs80pJcnCnj2rPOp2mmLJGwlYuueGLHPsccfyrMstQE95IxjPnGQHDISQTxz9Mjj/GuWNJtNvY6OZLQ07hmtbsXrRuu6Pa6tyU9cAdfpWXb38U88nmwu7rwSxIZWHHP4dqh1SZWUTDML/Kw55xtyQT27H8awtQjv1kFzEQUY9Ceeg/LtXVTpJrUiU7ao1GuUkV7cltjE5O/BUfWueNs1hI8JtRMhYsj+qnpVdL65/tJRNvWNsAqTkgd/8mu3tdL0m+tkknuZUdRt+994dc/r+ldtODh1OKpUjL4lqc9dadBfk3AbLPH5S8A7Rx0B7j+tZUnhq4hGBcJhgTt78dCQD09+1PsNVlttyldyZ5Gen4VpQa5DGSbeLJWM7RJg7Sew9gM/nSXtI6dDSaoz1tZnMmB9LvPJuFOWAKupwMHv7irt0XhkeEwHzBwVA3A471s211Fcwp9rjiYY8sYOGPGOSe2OfqKluLCe2NvdQ5uY1wsjKeRjAOMd6vnvvuZKFtE9DmZJr932yErxwuOxH+FKs7Pby25LYIB2sOjc45/GuujawuoHMqMJI8kNgEqnqDxn6YrmotLmv1kuYQ6JjO8plSPXGc/pRGcZLVWFUhKL3vcdpRk3eXEMM3DAttGO5Pr9K2YvDFvqd/HbrOsbszCTHJHXBI7cdx6UujaPeNaTCdoYlgiLebjcdp4yB3HA9+a6CGzTTgVii8uQ4ELAcsSPu57EYJPpUTqtO0TCNDmd5GOngqW2lzJcL5Rl2wvGobdwDz6f4c1aOiajawPPY3LSlWIZIsAgDnGep/Ae9bkeotfSvDOkeIZ1kTAKDGBycdSd2B9K2NO1KzcRhkliAUIcrjLEZAPfoPfNYTr1EtrmvsLO99DzWa7ikV1uYhuDESEKUOQ3O0jv+NQSaTFLam8juW3qC7B1znAzgHqen0rrNa8KR61eiaz22xbmdQwIjP8AeGO54+Xgda4h4ZdG1lreWYs8JGepXHY/lW9GoqiXLo97GdSDhe6v5l/SL0oyXTSynAGwMAwPryasahawbjfWo+YHMixJ0PqtJLPZXstreR25iWcNEY9h2NIO4xgYPPpT59fi2RxyeWOqBQpDoMYGTjDY/P371TUuZOJlyqcPeWpGlm8oaeSK5JHLFo+T+uans42lvfLitxtjJIMqfd46ZHP4d6zbvU2tcNZ3H7p+QkjksM9xwMjj8KsWOryJK95cEsZyNznAJwOwHrjrWjc0nbY4nQ77mlcaTdKjytMxUDecZB9B1/zxWTdJOYZFltss6jZIUwT6Gtc6yAiyz3MUu1xlYnOV4OBg9R2qvd3SalbCWTYpU53Fjx7AUqdaT0kjF4bkfMc6+lzld0bh8csemKRrO4kRV8lhIqjAHO49q6nTfDNzfxpPDJG6sSAzuOfqKdqUEmgPFDKY/MY5wh4Uema6KkZKPNY1w+IUqjpp6mH/AGTfQ2+4NHEuNpy+T+IqtBptzMdrtGsYJwcjOR/drTn1eKJy3AUAbmHr9P8APSn3GqWMVkqNFGf7roOcntXLG/U9N7aGWC8UDCWZlVRtU4BLf4VWN7OY1dQSBleG5q1MIZrdYWcqOnWq91MIVEIRSQOCO9Wmn0FZpFBYJZZfNmRljJ5ZQCa7PRdHW5jy7tMiHARY8YOOox9ePzrO0G1ur0raJECWXc/mDCAep45r0G3ig0XTXtoEaUqikkcc44J/KuPF4iy5I7m+Ho3fM9jlNT8KN59okccnmSsFTzG3LGOpORwPXn0rSj8KabZ5Tb58oBZPNxgj1H41s315bMLQQzzJ8hZpycqeOP1pmheYLOS5vHj3b3VTk8jsSD0+lccq1XkV2dSpU09jzvxFpraLduQrIsxwg44Pf379PetDdOF/cyICABsXKf5PJrYvVi1ppbieMGKJtsaoM5Prj8TXF3LypPMCxVIztC56j1x/Wu6nJ1IpPdGE4qm79GWJWktJQWYvI/HA657iun0ZrKO3LSxs07c4UHP5fWuQgtpL8uJGZQuG2j5fxB/D9a2YriBGK3E7MY+m4dPxz/8Ar9M06sbqw6cnv0Nl9XgSFt8W0Z2rlffPT8OR06kdayGmkCz3CxsrtnbtbHUZBPYg89+9Z0sscySOkR43EYPH6/jms+6maOEhsHcDu56e9KFFLYqdXqact3cSE+ZJvRcLkNkdRwfUY/lVhtQVodmzOTkAnofauZXUVXgx5UfdH+e9TJcCUrIA3X/PFbOkZqsmaarELtJ7hP3anceT+vetqG9cmTyLlreINhUkPJGBz9DWIonu13W6HhgD7fXP0psei6qyA72YdjuPStI6bmdRq5u6R4LvvtZN/auLYl9zJIo3YyoA+tOf4e3UeoE28g+z+YrK4cExp/EGHUn6V00dwj3VkZQ/lKGkKqcAgDgfyqzHdW5u55oyyxY81VznkjGPpkVxPET6G/1dN2Zz0nw/kW8njj1Dy7UKGiLISeSflOPT196l8IaRqsVwdSa3b7LbK+1mGTuHG4DuMd66DRNXkhjZgxCtP8wPOBWsdQkMzW28BTGSFBwAc84rKWJlZplfV5L0OVfwVNe393dTyCDTZvnSSFdxYt1XH8OO/auPutJ1LTLOfVod5s45fJLZAyc7funoO1etR63JBam3RlUQxAn1PIz/ADqK0hXXZZYF8iG3jQiUSjK/N1HuetVDE26ESpT1bPLdPe8mmivnXJSQxyIcAbcc5B4JJI6jtXSTSCHzHuYy25vNkQg7ljdcYOTnlgOnPFdRdeFpbK1e4hkje0gy678ZUjqSP4xx161RFndhIr6/tkRZmG26aLIkXPyhuPlXuO9XKom72FBXW5gpey2t0sEq5MrKDuAONnBx9QBw2OlVrK+luzZszyMqM8jxv/zyyQHUEY4+pzxW1cLbzTWzSLFIwLSvNs3iFVH3eFGTzn6nmq4SCfWFlMYh81PLhTp5ilMliMepIBHfntQpR3sNp7XGQz/ZQbckO0CiYsX4Z3J+ZyOAAWHrzx2NYXimyTUtt9BcMwdGXJxyygYHtkZ6+g6VsRWabbO1YPNDboGEbrktnjDHptBwPrzirmsR5WK3mlW7ZukjxqFB7hcHnHHOBn8KqEuWV0zCqtro85s9Qjt7YQyqXyxJUsQOep9s4FNuGV73zlUsspwoBGM9gAAOfX61oa09lcI0bQCKdQSHUdT3wc85qPSI45EhRxBwSVkl+Vcgd8dfaurmXLzWM1e9jQ0vQr/U5hbXUM0UO0MMgKOOBg44OOPXmtL/AIRjTo7NEuL25E+cDYqkKe3HXHIrTs7i1toEM8y+ft5CIx8s8Adf89qvLbPqNwWNxC6YGGEQReffuc81wzxE772R0rDw3ZzKeB5pbfP22Deo5OxvLz/d3dSeD0FZsmjXGn3zwtiZIcEKsZwQBknB7e9d39ou4oVWK+LkybSkJZjwM8jqTjHTilmmSy0tGkBjnueqtGd2Omcnt9aIYqaeuplUw0baHPxeK7mKxWLCwxAkiOJdnH4dqzL2x1DVbx52d5ElTfkjATAz17/zrfXwlFc2lq0skYuslmCsQsinvzyMD+taotobGxa0ijjWNSQ2DyzcAZ/UfhXRUxel07u9rHLQwajO0Y20vc8nnjeU7DKFBGArD7x/qaZep5kKAKFEa7QBwBXpNz4Zsry2BEDwsoARk4KDt9RnmqFh4OWCGSS+IuCB8wK4VRg5Pv7Gl9cp2uvuO2OFm9Gee2rPKyQBjuZgFPvniu/0rRLSyDTXflzz4H3hlVPoKvw6VZwRwxW0GdgGzPzEcevTOO9aLRQ2yOrJA8rJuCFt2zjjnv3NctfFOppHRHVSwvJrLVlqCWy3RCWRF3AZVmxgVR1Vo5ZktrS5Me8OzE/NuPGFz3Pt6VpzMmqr5F0pT7TAgVXiHr1/HtXOeINRk8O26WVtblkXGybbkFvc+vXiuWjG8+XqaVHaN2Mk8Rul99jvIvIYDBVl6D29Rz+FbN3NYz6fFJE/yINwjTknsOPYc15fd6le3OpQ3UrAMOApxwO/Xua17rxQ8kRgS3K5AQNnJ4HTNd08JqnE5oYha3NjUtShttPEUKlyWz1Prxx/UVl2llDqIeWSISOcA5GOPb1P+Fc/camZI1Zd5bPI7Z/z3rQ0+6k0y3dzMWZmDBMcCtfZOEdNyfaqUtdjUnWXayQRZ2AA44xxwB6/zrntQjkjlYSOzc/MAeCf6Vr2Wro3nGVFkZmLbDxmqVzG9+7zFz5SjC4GQfz9qqmmnZiqNNaGc12ANpOdmOM1nySNczfMQo9M8VJMjb3A6D+VRKuFZj0H610pJHLKTejLohhQDC/NjBwc01VkM6RqpJY4Cqf5VXW4AXBHNW7JXluVlVCYx8x7Dr6/1ot3HddDfslFrpu+RnLsct8uAD0wR3x+VWEkkaNTuk6f89gv6Yqpc3KSBg0ZwDwQSOPQVSYTyMzNP5eTwuegqJLXQ2jotTt3uEjmlEbAIsZKADJCk8VAupSmwS1jw/mfdGOc7sf1rNF6ygb2ZCYyuSPyqHS51Ot2e4jaGYn3xzXFyHa5Kx3Vj4dmt7iKO6ngaFkZ2KybQTx8v1q9ZvZvDO0wk+0hniiIPTjv61yVxq58lnEx3CXIFVptezfbkI+Yhzz3I5rBwcuhSvtJnZ6Rpx1BL24Nwkat+5RG6yEYyP6Va1K5it4CsNobOSUhZIgCM46HHY81yugaqWltog/lkkuSD1PJBrftNdhMJt7yJbmSclS0vLKM8YPb1rOUGtCnF3Uty1cQ3cxKxSotv86qhflRjuD2xmtC5e0v7f7C0lw7Oq+ZEj4BUEce2OK5G11K8uLm5+zK0m/ZFzgn5j29P/rVYZrq3125t5QYn8vA5zwSB/nFKzRLgno2bWp6PCJJSkwuYZEI8iMEBARjPv0PNUZfDZg06CWW286QHaHIIZgoON/OcflxVrT/ABPc7Hit44yd4hiRV5IqW6v9di3iWzMNujBUIIYB2xyTnOOtNNk+9GydjnY9KnEbPNehbl8SPIV3c9VUZOAB79xmob3TpLm3jSNGVYGEkcsspLHP3jjgDOT254rbvr61urkC0nkluI1w7E4Zz3ZcDAI96yW1KGVpXVWDu37tzKMAk9DnOfc/yqlOd7h7OElqjmNY07equA0c0IzG5PJ45XI+tZlnatbM0d3AHa5XLFRl0xzx2rpNQT7aPKSUNKjbgwX93kZBPHXqf5VySaxeWTyQnICHac8Z9/rx1rspSlONjkq01Tl5Gi+lXbXLCziuJFGNrTALtPfrWiZrzS4o0dOAGUo2XXnv6ZPYCsRfEcrQCNfX92pPOfXPbH+elbK6ql0gtrpt7OuTg/cHt6duaqUZW95BCS7lKbxC1rMLdVaMlfnO/G44wCTjJx6Vs2M97rl9BLDJl4MF2I/dEjovXr+lcXrJmeOL5iyxk7snPJ44PpxxXTaFdG20xIomUysnJRcZ9yT6Coq01GF4rUdOTnJpnZm7ikCG4t3WQx7WgYADr+fWr8FjCbpvtDMFKjeMfKpPIDduPTk1i+E5Wvr8Ncc+XMskZk5J4xnpyQeRx3rpNQuRBaPZpCoXcXES43Sdskj7o6+9cUqXIr31OmM7y5EiCW6CfaTDn5l27sAZbPHH0rOla4uluS74X7qKDlCmOmPaprSK2njKrI++RMpEcDe3I4P4Cn3lmYbNbaJlQ2jKS5UFpQT82T2ycY+lZ2lbU6U4KVkRW84GlK8oWIRblby0yzrjkqO3HUmslL6JYmnijCsTgOTkKoPXpzWrc3Ftb2wmbcIgvlFB90nvniuDvNTkmnaQ42L91Vb5ce3rWtOPtOgm1C9zpmvfOP2xi7StKFR1XLEgfw54/pWX4mtnv2lZrpmYODHF1PB9ff171mQ3Ie2aXl5VwB83b6E9q2tM0+a7gW+upnlyAeX4I9PpWrXs/eM0lUujl7nS7d5YoLSNvtUZZrhWUgqo4Gcnhif50XWmssVqsUYXe21jjkknrt7ADOa7N1hhEyqqqZF27sck9c5+orKkvVkDxjIRcfO3Zs9MDrWkcRJ7GUsLFXucPPbsspSRXMTMQjkYyMkcfl0p53bFByY+mPSta9s1vpmfziojziPZjB6ZLepOOPrVK3tzcq0aS/vFbDEdz/hXbGakrs4JRcJWRQnkJQJGpJPGB3FSSXc8cCR4UjGGHqcfyrSe1CO5W3BZfvZOCfoO9UtmZefusOB/dNNNMTuZaRPPuYOBn1706KBd5RiAQOcnrWiYUS5EakA7cYA/Wq06lcLcIQRx9R65rS5AC1hFucKSxGQfWn2cqfuoF8xJQ3rwQeufyzSfaCR5SxgoCDuUc+1TIC04CgkkcsMDGB1P4UAWS3lhsqWYjnPp7nt+FKl7FAojX5cdRgdaz5hgqQ3X+FXJJ96j+1BeMqMdqlo25jur7Uo9X0WBHjVXgRWjYLzt6MKq69a6dp9xZ3unlxEJAkkbHOCRwwPoauaZZWOqaNY2cYEF0F5mJ4Ze4NY+u2s2nzzafcSrIdoZZF5DehFca+KyZu9ERX0V5FYR3UkbrbzH5H7E10WhXFjBpdu8lhbyXAQyiSRQcnng1Vu9Nvo/C8SXRVoJo/k2NnY/VcjtmsbSryRo7OEIhkJCD8T3oa5otLuNSTepM2pRweIWmt1EcWN6oOi5HQfjWpfK9lp1rqIn3bxmSLGDGTnac981j6r4Y1G01m3toALs3AIiMR645IPocVZv5bpobiwuA8cqxlPLlGCpHIB/IVTjFpWHGo2mkdT4fsYZ9GjuImnk1S4YvGofAYjgDH071q2dyLWO5bVbXdfN+52zAhkX/PeuY0jVkgkhGwR+VCQvzEYOAPxpuo6g97qVsiy/NKoTJJAznGSfxrmlFuVjbZXvoS6VqaLfFvMz5QZgScfMeB/Wrl3eanc2he2huJQ6PtMaswI3cnI44qHVvDw0e4spIZYXimIjmkhJyh65wfbNPl8R3e2GztbhlgQ7YwMAAetJxTd0HPzIydO1KWxZbtJCLl/3ce4dOeT/AE/CtKaKW3juJY5Y5oAfMmeFQWRs8j5ux9RVS+8TQwWEtjBBAUIK7mQEtk8849eawrea5uU+y22XkkBHJwOeuT9K0UG9bWM3LoadnKhc72Z3lkPBXsT1OfatDUtLtpELQRjKplnYdT2AyB6emK5aBbpXxMGDRSbM56MP4c+ta8r3MUocF5SQCZAuAFPA9h3/AEq/ZtSvFmcppq0jKOjxTXBZY5fMLcpFyOegyfz/APrVXbTLiBnU+ZJCBgS5+U+5/wD11siG4llOdgG0neOTs75pFSKYBGRrlU2kZbhySQoIHr6fjXXzJnJytamRch2CQu8YjVBGAWyxOOuB0xV/Q9MOI3kmMaxyE4XO5j2xVltLtogwb90Tly8Z4CgcjJ9S2Pyra0Cz0mNJAwyREzmVnIAPoAD+tZTTasmaQmoPmkrm9a38UEBKMofaVKEhAyjgMD35/EkVWmkEVxmUgyy8AB8lecc4xiufvWVdiWzpErkqVdwz84PzH69O9aljBLcRSQ3ZEc65Ec0sZGTjJG7PTpweOpBrznR6nqKtFK50OjpFZzq11EVjhhVUZlIKtvPr1ODn8K0LvULOCVWM7qJFyxCgqBzjJ9e/tXJSanqNnCLS/Z3KxhlGdw3A8YJ6/Sue1XXWlV0hmxGE2jnHvj35NXGnKWhlJRvzti+KdSjKv5DFQRtQZ4Ck9vrXLWE0Zu1FxMVjHJYLnjHTHc1YKSSzQ3cW4omBMGYHnPp6VRS2WTUFAIRGbPNdtOCjGxzVKjnK6Ox8NWOn3QkvJEZfJfgM2cg9MeveuyMsFpFFIm5F+YKpUEqqjI/Pj6Vzmi2i21n5S73R3LKQeSBwQPQE85q3IYbtVYS5CZ+QHCnjBGa4akeebvsdsHyxRiz3wMk5dTtZs9c8npj3/pWWhkjlCqGL53ZzjnPetS7srf7UwjyYkUMz++M5FUY7iGCeR/JZ9oIUN0J7cfWuiCXQyqSfUxdQuwLyWGQ4B5BOTg9vxrT0K50+K3QvhWHJyMEk9frTZoIfMNw/73IywK4yT/SmMtq8ySTROmVOZQAEY+wHpWztKNjlleM7s6BI7TUNQYIw2IhYM2MgexrEvbe3e4aKP5yvGQO3cVFkK0ixXZeMfdwMBuO+frVCbUZ7ab9zAChGGyDk/j6VVKDiyKs0zSTT4pWjSWQrJj5AFwfYEVHLb/OyuhchcYbFSQSpcgyKZUlwMgknb9P1pquYGzHaytvPAY9APT2roUTlciv5AhUExxttwcnIPXihZpCf3hBQ5zhcCtO7s3kj+XZESvGTz+VWrHw1OdNE7bZZDJ5cS5wN3U59sU7EKoras5phGUy0Kx5GQXHDfQ1AJIMf8ey/lVrV1e2u1tbgKpTJ+R8hT2xjissyu+GbdnFJm8XodPo9y1veC1d8tDvTOcZA5H6VNc21zrd5DHb4eRUbdlsYGaKK4p6T07Hb9gnvbqSK3ktZSVIj2lT2I6VhWVjqCJFqUVrM9pHJkyKM4wetFFVDZmNST5kdLpuotc6pG8cwzEGkAbryMHB7Gq2rQ3Oq61ZhXDS3AKEuePlPf8DRRWe0tOxvL4HLqS+Jb+4s7KDS7q3iR7YDy3Qg5B4OD3FZdpZam0EWsGBvsUYI8wMO/GSPSiirXwmXM9C1Jfz3ipboy5c8NI2AoFXpZNOlis7SCA+dG370hjmfjkf/AF/SiiolFJaGu71M/WtOtNPuFuYntpI5hta2DMTEcdQTTbGfTrZY13zSoV/eR52Et65Haiii7lBXE9G7EGpanaySiOFJFXZsdt3Ufw+wrU0+U30AVlj3pxISckcYyV6HOBz2oorV6Q0MpfEa7QwCBIzbvJIU52pzjH69aoS6UyNL5LssbDzNiJuYADnPYAc0UVgpPmQ0lYz7wXEMQtzG24lXZ2wBj0Ge1SaahlMMqNNcHfvaNOR17/pRRW0pOyJUVzM3Y9BSLUGWd0nuJELhHjIKqT/TPeti6MFta/ZzpoCSjYyMTt4HDfT/ADzRRWMtzRdDAv8AVba4t4YZ5X82IFmH3eQMZOO2DXE3Zld0ACeUQSM9VoorpoxS2JqydiFUCBXZsCrttDAzNKWYxqOSVIx6UUVpUJpGzZzNbCPLkjHysuc4qZtRiO5UJjQNjIH3hjp+FFFc1k9zdSa2ILspL5irM5jO1mctnPHFVGhe7CxjhVy7sDg568/QUUUbbCk3Lcq3N8xkIXAiChdjDhv8mkncy3AlYRM4Ulo0yAD2A/8ArUUVvHc5pmZJI0l7uiAQjjb159K6DStOe4uI0mlDRhtxjC9f/rUUV0JI5aknY6WXT4zO8jWypBFGQ4I5Hpg54/lVG1ubC4kkih8wBMEzSN156cUUVmm3uZyXuMpeJDHZX8cURaSQRjczf3s547AD9a6O5u5ho9vcRTRtCQC0SLlmlPLtuP16CiitFsOcV7KJ554gV3mSSTgghcEcj2NYUsjLKwjkJUHg5ooqUaU9j//Z
|
scienceqa
|
attribute_reasoning
| null |
dev
|
2,000,440 |
Ağızda kuluçka döneminde yavruları beslemek neden dişi künt kafalı çiklitlerin üreme başarısını artırabilir? Bu soruyu yanıtlayan ve pasajla en iyi şekilde desteklenen aşağıdaki iddiayı tamamlayın.
Yavruların ağızda kuluçka döneminde beslenmesi bu ihtimali artırır ().
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Hayvanlar genellikle üreme başarılarını artırabilecek belirli şekillerde davranırlar. Belirli bir hayvan davranışıyla ilgili pasajı okuyun. Daha sonra aşağıdaki talimatları izleyin.
Künt kafalı çiklitler (SIK kapakları), Doğu Afrika'daki Tanganyika Gölü'nde yaşayan balıklardır. Dişi künt kafalı çiklit yumurta bıraktıktan sonra yumurtaları ağzında tutar. Yavru balıklar yumurtadan çıktıktan sonra kendi başlarına hayatta kalabilecek yaşa gelene kadar ağzında yaşarlar. Ağızda kuluçkaya yatma adı verilen bu süreç yaklaşık altı hafta sürer.
Dişi çiklit ağızda kuluçkaya yatarken göldeki algleri yakalar. Ama hiçbirini yutmuyor. Bunun yerine yavruların yemesi için yosunu ağzında tutarak yavrularına besler. Algleri yiyen yavrular büyür ve avcılardan daha çabuk kaçabilen daha hızlı yüzücüler haline gelir.
Şekil: küt kafalı bir çiklit.
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dişinin yavruları hayatta kalacak
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dişi ağzında daha fazla yavru tutacak
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dişi zayıf ve sağlıksız olacak
| null |
A
|
nature_relation
|
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
|
scienceqa
|
relation_reasoning
| null |
dev
|
2,000,444 |
Kasırgalar hakkında hangisi doğrudur?
|
Paragrafları okuyun ve resme bakın. Öyleyse soruyu cevapla.
Bu resim Dünya yüzeyinin çok üzerinde çekildi. Resimde Isabel Kasırgası Amerika Birleşik Devletleri'nin güneydoğusu ve Meksika Körfezi'nde görülüyor. Kasırga, kuvvetli rüzgar ve şiddetli yağmurla birlikte gelen büyük bir fırtınadır. Bulutlar kasırganın merkezinin etrafında spiral çiziyor.
Resimde kasırganın yeşil arazisini, lacivert suyunu ve beyaz spiral şeklindeki bulutlarını görebilirsiniz.
|
Kasırgalar büyük spiral şekilli fırtınalardır.
|
Kasırgalar yalnızca karada bulunabilir.
|
Kasırgalar yalnızca okyanus suyunun üzerinde bulunabilir.
| null |
A
|
attribute_recognition
|
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
|
scienceqa
|
finegrained_perception (instance-level)
| null |
dev
|
2,000,445 |
Metne göre kaptan volkanik bir patlamanın hangi kanıtını gözlemledi?
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14 Kasım 1963'te güneş doğmadan önce, Isleifur II balıkçı teknesinin mürettebatı, oltalarını İzlanda'nın güney kıyısı açıklarındaki okyanusa yerleştirmeyi yeni bitirmişti. Mürettebat kahvaltı yapmayı beklerken teknenin üzerine güçlü bir kükürt kokusu yayıldı. Mürettebat ilk başta aşçının yumurtaları yaktığını ya da teknenin motorunda bir sorun olduğunu düşündü. Ancak güneş doğmaya başladığında mürettebat birkaç kilometre ötede sudan siyah dumanın yükseldiğini gördü.
Isleifur II'nin kaptanı, dumanın yanan bir tekneden geldiğini sandı ve yardım etmek için daha yakına gitti. Isleifur II dumanlara yaklaştıkça denizin yüzeyi sertleşti. Kaptan ve mürettebat, duman sütununda şimşek çakmaları ve sudan fırlayan parlak erimiş kaya parçaları gördü. Kaptan bunun yanan bir tekne olmadığını fark etti. Suyun altında patlayan bir volkandı!
Şekil: Isleifur II'de denizciler tarafından görülen patlayan deniz altı yanardağı.
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Kükürt kokusunu aldı ve sonra bunun teknesinden gelmediğini fark etti.
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Mürettebatının oltaları okyanusa koymayı bitirdiğini biliyordu.
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Radyoda volkanik bir patlamayla ilgili uyarı veren bir rapor duydu.
| null |
A
|
future_prediction
|
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
|
scienceqa
|
logic_reasoning
| null |
dev
|
2,000,471 |
Zaman çizelgesine göre aşağıdaki ifadelerden hangisi doğrudur?
|
Aztekler, erken Amerika'nın en güçlü uygarlıklarından birini yaratan bir halktı. Tarihçiler bu uygarlığa Aztek İmparatorluğu adını veriyor. Zaman çizelgesine bakın. Daha sonra aşağıdaki soruyu cevaplayın.
|
Aztek uygarlığı Maya uygarlığından daha uzun süre varlığını sürdürmüştür.
|
Aztekler, erken Amerika'da var olan tek uygarlıktı.
|
Azteklerle aynı dönemde başka uygarlıklar da vardı.
| null |
C
|
structuralized_imagetext_understanding
|
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
|
scienceqa
|
logic_reasoning
| null |
dev
|
2,000,473 |
Haritaya göre MS 1300 yılı civarında İpek Yolu hakkında doğru olan neydi?
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Aşağıdaki harita İpek Yolu olarak bilinen ticaret yolları ağını göstermektedir. MÖ 200 ile MS 1350 yılları arasında tüccarlar veya tüccarlar bu yolların birçok bölümünü seyahat etti.
MS 1300 yılı civarındaki İpek Yolu'nu gösteren haritaya bakın. Daha sonra aşağıdaki soruyu cevaplayın.
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İpek Yolu, Doğu Asya ile Amerika'yı deniz yoluyla birbirine bağlıyordu.
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İpek Yolu sadece kara yollarından oluşuyordu.
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İpek Yolu, Doğu Asya, Orta Doğu ve Avrupa'nın bazı kısımlarını birbirine bağladı.
| null |
C
|
structuralized_imagetext_understanding
|
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
|
scienceqa
|
logic_reasoning
| null |
dev
|
2,000,607 |
Küçük mat nesnenin arkasındaki büyük sarı metal topun önündeki küçük sarı lastik şeyin şekli nedir?
| null |
küre
|
silindir
|
küp
| null |
C
|
attribute_recognition
|
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
|
Clevr
|
finegrained_perception (instance-level)
|
CLEVR_val_000005.png
|
dev
|
2,000,608 |
Gri kürenin hem solunda hem de küçük silindirin sağında bir şey var; onun şekli nedir?
| null |
küre
|
silindir
|
küp
| null |
C
|
attribute_recognition
|
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QAtOFNpaAHCmyEheKdQRmgRRJJPNLx0xxVhoAelM8hqBFM2EJbKZT2HSnLaY/wCWg/KrYgb1qVIAOpqlNowlh6cndorxWe48scfStGGKOBcIOT1NIoC9KXNDk2VCjCGyJCabmkzRUmthaKKKBhRRS4oASilxRigYlFLijFACUlOxRigBtFOoxQA2ilxRigBKSnUmKAGkUlOpMUANIpMU7FGKAGEUmKfikxQAwikxTqTFADCKTFPxSYoAZikxT8UmKAGYpCKeRTcUAWs0uaizS5qhEm6jdUeaM0ASbqN1MzRmgB+aYRmjNGaQEbLTClTUhFAEBSk21MRSbaQyLFLipNtG2gBmKXFOxS4oATFLilxS4oATFKBS4pcUAJS0oFLigBAKWlxSgUCEpcUuKWgBMUtFLQAUUtFABS0UtAxKWiigAopaKAEopaKACkxS0tADcUUuKKAExSU6jFIBtJinYoxTAbikp2KTFADcUmKfikxSAZikxT8UmKYDMUhFPxSYoAYRSYp+KQigBmKaRUmKbigBhFIRT8UhFACZpc0zNGaYh+aXNMzRmgB+aM03NGaAHZpc03NFADs0UmaKAFoxRmigAxRilooATFGKWlpDExS4opaADFLiiigAxS0UtABS0UtABS0UUAFLQKWgAoxRS0AFLRRSAKKWloASilpcUANpcUtGKAEopcUUAJijFLijFADcUYp2KKAG4pMU7FGKAG4pMU7FGKAGYoxTsUYoAZikxT8UmKAGYpMU/FJigBmKQinkUmKAI8UmKeRSEUAMxSYp5FJigCtmlzTaWqELS02lzQA7NGabS0AOopM0UAOopKWgBaKSloAWlptLSGLS0lLQAtFFFAC0tJS0ALRRS0AFLRS0AFLSUtAC0tJS0AFLRS0gCiiloAKWiloASlopaAEoxS4pcUAJijFLijFACYoxS0tADcUmKdijFADcUYp2KMUAMxRinYoxQAzFGKdijFADMUmKfikxQAwikIp+KTFADMUmKfikIoAZim4qTFNxQAwikxT8UhFAFClptLVCFpaSigB1FJS0ALS0lFIBaWkpaBi0UlLQAtLSUtAC0tJS0AFLSUtAC0tJS0ALS0lLQAtLSUtAC0tJS0gFpaSloAKWiloAKWiloAKWiloASlopaADFFLRQAlLiloxQAmKMUuKMUAJijFOxRigBuKTFOxRigBuKMU7FGKAGYpMU/FJigBuKTFPxSYoAZikxT8UmKAGYpMU/FIRQAwimkVJikxQBGRSEU8ikIoAy6KSlqhC0opKKQC0opKWgYtLSUUAOopKWgBaWkpaAFpaSloAUUtJSigAFLSU6gApaKWgApaKWkAU6kpaAFpaSloAWlpKWgBaWgUtAAKWiloAKWiigApaKWgAxRilopAGKKWigAxRilooGJijFOxRigBuKMU7FGKAG4pMU7FGKAG4pMU+kxQA3FJinYoxQIZikxT8UmKBjCKTFPxSYoEMxTSKfikIpgMxSYp5FIRQBjUtJRTAWlpKWgBaWkooAWlpKWgBaWkpaAFpaSloAWlptOoAWlpKKAHUtJS0ALSikpaQC0tJS0ALS0lOFABThSUtACilpBSigBaWiigBaWiloAKWgUtIApaKWgYUUUtABS0UtACUtFLQAlGKWigBMUYpaKAExRiloxQA3FGKdikoAbikxT6SgBmKMU7FJigBuKaRT6TFADMUmKeRSEUCGYppFPxSEUAYdFJS1QC0tJS0AFLSUtAC0tJS0ALS0lLQAtLSUUAOpabTqAFpabTqAFpaSlpALSikpRQAopaSloAcKWkFKKAFpaQUooAWnU2nCgBaWkpRQAopaSlFIBaWkp1AwpaKWgApaBRQAtFFLQAUUtFABRS0UAJRilooASilooASkp1FADaSnUlADcUGnUlADaTFOpKAGGkNPptADaaRT6QigDn6WkpaoQtFJS0ALS0lLQAtLSUUAOopKWgBaWkpRQAtLSUtAC0opKWgBadTadSAWlpKWgBRS0lKKAHUopBS0AKKWkFLQAtOpKWgBaWkpaQC0opBS0AOFLSUooGLS0lLQAtLSUtAC0UUtABS0lLQAUtJS0AFFFFABRRRQAUlLRQAlJS0UAJSUtJQAlIaWigBtNp1IaAG0mKdSGgD/2Q==
|
Clevr
|
finegrained_perception (instance-level)
|
CLEVR_val_000007.png
|
dev
|
2,000,609 |
Minik yeşil nesneden geriye büyük, metalik bir şey kaldı; şekli nedir?
| null |
küre
|
silindir
|
küp
| null |
A
|
attribute_recognition
|
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
|
Clevr
|
finegrained_perception (instance-level)
|
CLEVR_val_000002.png
|
dev
|
2,000,610 |
Büyük parlak şeyle aynı renkteki diğer nesnenin şekli nedir?
| null |
küre
|
silindir
|
küp
| null |
B
|
attribute_recognition
|
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
|
Clevr
|
finegrained_perception (instance-level)
|
CLEVR_val_000004.png
|
dev
|
2,000,828 |
Bu hayvanların doğa ilişkileri nedir?
| null |
karşılıklılık
|
parazitlik
|
yırtıcılık
| null |
C
|
nature_relation
|
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
|
internet
|
relation_reasoning
|
predation_1.jpeg
|
dev
|
2,000,832 |
Bu hayvanların doğa ilişkileri nedir?
| null |
karşılıklılık
|
parazitlik
|
yırtıcılık
| null |
C
|
nature_relation
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
|
internet
|
relation_reasoning
|
predation_5.jpeg
|
dev
|
2,000,833 |
Bu hayvanların doğa ilişkileri nedir?
| null |
karşılıklılık
|
parazitlik
|
yırtıcılık
| null |
C
|
nature_relation
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAC+AQkDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD01GR6Gi3/AMdciurvUo1h6rmOfkZ1aLsqZSlcj/bD08ay9HMHszqvMRKhL+dJ9+uZbVXenR6q6UuYfszsI1/vVKsaJ/HXH/221L/bctPmJ9kzrTs/v1Isif364ptXlpV1aWhTD2Z2w2f36j3p5lcgNalpP7YejmF7I7fzYU/jpVlSuG/teWlGsy0c4vZHaTTf3XpIX/21rjP7Xlo/taWjmH7I7l2R/wCNahJ2SfK9cd/a0tH9rS0c4eyO5Dp/E9Qy3cX3N9cX/a0v96mNqEr/AMdJz7DVJdTuFeJ4/mloLW/9+uH/ALRl/v0h1CX+/T5w9iduJrdP46Rru3/v1w/2+X+9TDey/wB+jnD2J3JvLf8Av1Gb2L+/XEm9l/v003kv9+nzh7E7U38X9+mHUIv79cX9pl/v037Q/wDfo5x+yOyOoRf36YdSirjvPf8Av00zP/fo5w9kdedRiph1KKuRM70hmejnH7M6w6nFTP7TirlDM9M896fOV7MpgU8VKEpwirm5jWxGKcKkEVKI6OYLDBS1II6UR0cwWI6WpAlO8ujmCxHSipBFThFT5gsRUoqcQvSiGlzBYgxS1P5NHk0cwrEFLU/lUvk0cw7EFFWBDSGKnzBYgoqbyqQxUuYLEVJUvlUeVRzBYizSGpfLpPKo5g5SLNJTzFSGOjmCwzNJmn+XSGOnzBYZvphapDHSGOnzILERNNLVL5VMMdHMOxGWpu6pClN8ulzBYs7KeFqQLTwtc1zaxGBQBUoWnCOldhYjC04LUgSpBFRzBYiC1IqVUv8AVdM0qPfqF9DB/ss3zH6KOTXJ6j8UtMttyWNpNcv/AM9GYRL+uT+lXGM5bITcUdyEp+ESPe3yp/ebpXjd98T9euZGS0+z2af7Me5vzb/Cua1DW9Q1WRXvruS5f+HzMYH0HQfhWqw8nuyHNHud54r8PWEbefqcLOv/ACzhzI35LmuUv/ipbpJs0/SWl/2riUL+gB/nXlLF3+89NLJ/D/31W8aEVuS5PoeiyfFXU/4dPsl/7aMf1zTIfipqfmL5tjaMn/Ah+ua87z+8pSK19lDsRzSPZ9I+JWn3+2K5tGgl/wCmcm4fqBWrN4109Pkit5Gf/aYD/GvARvSRXV/n/hratdTe5g+b/Wr8rf41jOjHdFRn3PRL7x1fbJPsyQwc/K23P86ytI+K13DffZ9btI5Ys7Wmt1Ksg9dvIP4Yrk2m+7u+5WFe3ETz/Kn/AHzSjGOzHJvofTVtPb3lpHdW0yy28gDRyL0INKYq8H8JePdR8Mf6PtW509n3NbtxgnqVPY+3SvZtA8XaP4kj/wBBuP8ASMbmt5Plcfh3HuM1zVKco6rYuLTNIx00pVorTCKy5jSxX2UGOpqaRRzBYg20hSpsUlHMwsQmOmmOp9tMxT5mFiErTCtTkU0rRzMLEJWmFanIphFPmYWIWWmYqcim4ouwsWdtBOyPf/dqpqGrafpabtQvbe2/iXzHAJ+g6muduviRo6f8elvfXf8AtRQYXA6nLEce9JRk9kDaRfuvGWn20jJ9nu5dp2t+6YD6gkc1hX/xSt7b5F0y4X+60ylc/T1rh9X8ea9qN07RajcWkWSI4rZzGFGeMkHJPvmufur27v5A13dzXLDo08rOR+ZrpjR7mTqdj0aT4uy/8srGNf1/9mrNl+JGoTSb/t12v+zHsA/QVwnlLSbErVUkuhHOzWvtQ+2TtKzySux3bpmyeevPeqfnf7tVlXZ91V/4FShX8zZ8u7/Zb9KrmsBY85P760nm/wC9TGgdPvJtf+73H1HalBdP4KPaBYlw/wDc/wDHhSFX/wBn/vqm75X/AIP++Voy/wDFuo52wsT75UgZPNXY33lX/wDVULSPUZl/3v8AvmkB3/3qrmSI1uPJerdn8m7/AGqrxKn/AACtTSND1DxDffZdNt2kf+KToqD1Y9h+vtWcplqJUnaaeWO3tkkklY/LGilmJPYAck11ej/CLXb9FlvpYdPVh92TLyfio4H4mvTfCPguy8Kweb8tzqUg/e3LL0H91PQfqa6UtXLPEPaJoodzyG++Dl1DHv03Vo53Uf6uWIrk/UE4/KuVv/DPiPwxOtxPYzL5ZDLdW2WUEd8jofrivofNFTHEzRTppnH+BPFjeJdNZZ2X7bb4WXb/AMtFPRgO2cEH3FdWaqppFjDqX2+C3jiuNjI7RxqpkBIPzEDnBUYz71cIrObTd0Uk0htMp+KQipGMpMVIaaaAGGm4pxFIRQA0iozUmKYwpjGGmGpCKaRQBEaTFPYU2qApa3pMuqwL9mljtrhT8s7QLKwHcDI4rgNS8BXiQTXWp3t/qHl4KxwAZcnoFBLH8doFeoKaUGqjUcdiHFM8g0/wnqVwQtt4SjhH/PXUrlm/HAK5/Ba2Y/hbe3jZ1DVbWBM/NDZW4Cj+X6g16QDTgabry6C5EcTH8KNESNk+0XDf9NG5K/kQufwqUfC7SUg8pbiZuMLJJjI+gXaPzzXZinCp9rLuPlRwUXwh0dN3m3t7L/u7FH5YJ/WtTSvhr4f06RZV+1T3C/dkkl5H02gYPv1rqwacppOpLuHKjjPEPw90e82ywJNA6/wwR7ic9Se5PXqcZ9OTXleteHtQ0SeO31BI4NwLrH5qM4XsWAPH/wBY19GpXjPxD8N30Pii61Dypmsroq/nL0HygFc+oxxn2rSjK7sxSWhxMt2nlrEu1UWqjP8A7da8Vhd+JNZjsNLst0uNqx9Aig9ST0ABGTXr+h/DXR9K01Yr2KO7vZAPOlYZHbKqD0HbPUjNbSqKJFrnjFlomrakV+xafdXO7lWSJtuOmc9MfjXa6P8ACDV7vbLqlxDYxcfKuJJPpgfKPzNeyr8kapF8qKAqqvAAHQAdhSCV655YiT2LUEcnpnwt8OabteeKS+df4rlvl/75GB+ea6q0sLTTYPs9jbw20Wf9XCgUZPU4HepBPSidP4qxc29y7JAaTFP3pSEpSGMIpRUg2f36XFAEJFNIqUhKTFFwIyKaRUxWkK07gQ4ppqXb93/a/nRs/wAtxTEQmm1aDWMP/HzLJ8xCR+WnVjnA5+lULW5S8jZ4tyorlPmXB4//AF0APNNzUhFMYUARmmmnmmmmMYwptPNNxQBIFpwWmq1OFTcBwX/Yp3lUn/A6euyi4DfLenbXpaWlcLCCN6cI3py07alFwBA9ec/F2XU002xig3LZM5aWRe7j7qn9Tj2r0gBP4aq3el2+pSf6SkksSp8sfmEDccgscd8YA9OacZcruDV0eV+HDquj+FIfFmn/AL3c5hvIWUYdVbAb3HOMjkEnqK9L8N+IrTxPpv220RkdX8qWNusb4BI9xgjBrz/xP4MudAb+0o1m1HRSR9qgibbJGuckjHBHT5sZ9eOQzQL+00rxjHfaRLJ/YV4scTxtn9yWwqlge6tgE+meTXRK1RX/AK9DJe6z1hlpuKmMdMMdclzWw3bSAU8rSAf7FO4WG4oxSgU0t/sUALij/eppZKUMlUA7NGf9ukylGEoAQ0okpfk/zigbKAK11eXcP/HpaR3L4P3nC/gMg5PH61zlx4jl/eahaS7vs7j+0LCZAJkGQCwHb1yODW3f6Tp9/JJLK8yysmxZFlIMfB+72HU/pXIXPhe+h1aGWLU475I/+ezgXCKc4yx+8M56kjjpVU7PcGWfEeqWl/rNrpqy/JHOrOzOQv3c4Cj7xwRjPen6D4nlvNZurf7Cq6f5pWOaRjHlyMBQD16fkDWDBo0X9szJPd29snmBvmb5gCcgjpjoMH2rT8RadaalBHFYvJKkZ/dKqrFGAMjk/eJI79+/HWnOOkO5XKrXOoj1WKadreB/tMq581rfB2HBPI6DsAMk5OKuMr/LuRl/i2t1rhfDvh20sN0uoXbSu2P9HjYiNMEEHjqcj/8AXXZyahFDBa7rjzf3fytt+bG49e35VEoyjJRWxPNG1yTG/wD36PLqm2q2/wDc3flTDqSfwxN/Kr5JE86LjRJTfKqmb9/4Ym/X/Ck+2S/88f5/4Uckg5kWw1OzUIFPxWZRIDTg1RKP+Bf4+tRLA6bv3sjf72OPbgUgsWvOpwdKgWL+9upfKoAnEqUCZKiA2f5/xqOGGXzJtyLsyNjbT0wOuepzmlcdi356Uou0qEQ/wN/kUeUj7vvM+R/nNTcdjD1298VO8j6N9hWLeEWOdMl128sTnA54246DOa4i38FeIHvpLq4eziSRWRoYmYKVbJ2AY4AJGAM4r1Fo3hk3si+Vwvv+WOe1OSDfHv8AK29fvc/j1+laKs0tELkTZwf9meMJoPs7+JvIiUKjNHkk4UA4bAIGf1BrW0zR9QhjkfUNYu764wqxTea4MeBjIAbac8dRzjnNdWtps+Rn3dNzbQPyHamywv5kafdT+L5c5z2zkEY9eaTrNi5ERrd3Hlru+bgbm2kZ/DNH2ub+43+fxqfynSRfn+T7qx+X369aYqbP9rgM3y4wDk5x69vWp5/IrlIhc3H9xl/L/Gl3Xb/d/wDHsVP5T/cV/u/qSR65x/8AXqGGGWGBU+6/8S7t2T6KTjNPn8hcowDUP+esa/nQ0d9/z8L/AMBq3F/rG/h3f7Rz09Pr6cUSu6SLtRm3Y+Xb09ST/npT52LlKotrj/n4b/gK077G/wDFdyf99VaaDfIrruXgruVeBnHP8qo3kHk/6VBd3exSf3KqpBJ65yCR+n0o9ow5EPOnp/FLJ/s/NSf2enl/M7f99ECmTNLcxxy+VtSM7v3kAYnJH3ckFe/anSJqCXa+V5bRMNjMzEH2KgcE5J/IUnUaHyIa1laJudtu9v8Aa69QM/kaX+zov+eXz/if1p6GWaRkni27cbd20jd74POP61M9rK8HlfaNr/3l4/l/jRzsOVFBtEsXk3tbq3X5mX0/z/Kol0/SX2yxJCycfMuCPr+orTiilT5Pl2feb5ic55wM0kaOm7dFGqfwrHnj/P8AKjmYWKSWlikfypGvX+EdPpU5ton3Oyem36AYAHtgCkkR/M+VF3/3tzYxngY5569qkTf5e+X5n/hXnA/P+dO4WGGOJP7q/wC9jn0o+T7+xf0qbc/mf6r/AL6aolidJGfzWbcfu9ce30p3YWAj/PFM2Uk7eTA0qozf7K5JP061W+3Q/wB+T/vn/wCtRzBYvCGlENOBp+akYwR0COpFkeniSgCER07bs+9UhanBaQEXlb6PK/z/APWqyI3pBG9AEJSniKpttLQFiMQUCP8AvfNUmd9NOx9yLuV+P4fzpXHYr3l5Y2HlvdyrFuHy7mPOOtEV7YvAtwt3D5Ug3K24DPPvVpIP+BPn+LHH0pGs7ebb5sUbOv3d0YOKQEZnt0kWLf8AO2fl7/X6U8R/edXboF9qcsUXmN8n/jtSBE/h29aYDQP49+7+79KjMaP/AB/d/h4xnH/16dIsSbZWT7vyq23PX2pJbmKGeNJfvyE7fl4H+FIBkIi/hfdtH3m645796mAeiQ/zFRmdIfkl+Xd8q7sc/SncViQx1FtfzN+9vlx/DwfpT3ZE+87dvurzSSSOm11+593b/Wi4WEaLft+dl2/e+bg+xHpSb0+Xb9z+HbnH6U92/dt/D/tdarfbkTbE0U3935Y8j6kilcdgaaK2/j2oxX5dxJyeBn06U4Mjxt5T/wBcYqZo9n3fl/vfLSbv7tMRCGT7i7f92oribyfLT5vmO3cq5APvVoD+OoZZfJ2ps3Ix/h7fWncLELR7P+Wu3c+77vXjkfTih/tHmN5W1U2Hbu5Oex+ntU+Efb8n3fu7utNZtn3tv+ztz+tIdiitvdpIztcR7Mj5VTH1J55zSRpcQx/N+/f/AGVA/E1eldEj3/8A1/ypkc2/duRov95eSKaYWIsb/wCD/wCtTN3+2tSQzPNGztbtE+T8rY/A8U//ALZU+YVhgp6mogj+Z9/5MfdqwgoAUUMKQUuP71ACilBo204CkAPOltH5srqqf7VPt7yK5j3xOrJ/eWkMSP8AeTd/vUxYkSP90ir/ALK8UAWxUKXFu88kSv8APH972qO0Nx5bfadu/wDh21IF/vItJjJhsf7r0xCjyMm9vl/2aeD/AHaR5UT73y/71ICXb/t0wiX/AGaT7TF8v71fmqRmqQEy/wDFTREifd3dd1PBpS1OwDWXfSGJH+8lP/u0bU/v0wGKKSSOJ9u5Fb+78tJ9nR5N/wA1SqESpApzCXzPlddmPxohil/il3Vd200qn8NUBA/yR/M9LtekcS+Z/sUbNn3d1K4xxFROX+X7tPb/AIFUYhqkIZPP5Me9vuUz5HjV6nK0FaYiMVHIrv8AdfbVjFRsKAuUY7LZJv8AtEjf8C4qzh/L+/TjTKAuNzSUppMUwuA2VKD+7piL+7p+KQABThRinKKAFIop2KcBQAgNAWlApskbvt2vtpXAefkoFSYR46AtFwsMps8CXMeyVNyVOBThQMoHTLT93+6+792rm2n/ACUmaQCEUuaWlzQAw07FGaM0AApKM0tACUoozSUABNI1Lim4pgIBQaMUEUAIaYWpSKaRQAhNNLUpFNNMQwmmmlamGgBDSUppuHqrAOBqDdcPu2pVkGlBqRFRZrvzPuVdBfy6cKcBQMQb6XL1IDTWdEpBYbl6d89OWWpBIlAWIlD0/D1IGpM0DsR4oxUtNpXAAtLtoLUgagBcU7a/l7qN1Bk/d7KAI/Mp6tQNlKClABmlzQZEpvm0AONGaaZaaZKAJAaCUqAyUGSgRMdlJmod1JmmFyUmkNMNMNAXHeYlNLJSEUmKYAWqMtTyKjISgLDWam5p5Wm4ouFj07yIf+eUf/fIo8iH/nlH/wB8ipqK9TlOMh8iH/nlH/3yKXyYv+eS/wDfIqWijlAi8mL/AJ5L/wB8ik8iH/nlH/3yKmoo5QIfIh/55R/98il8mL/nkn/fIqWijlQEXkxf88l/75FHkxf88l/75FS0lHKBiT61p1tPGrvHtaVomk28IwUscnH+yfpjmnT6zpdtJCjSKzzOVXy03dA5ycDp+7YfUU2bw/Z3k115rTMZWbf8wUAMhU4AHox5PPTngUkfhuyguVlR59yyh0G8YUZkO0cdP3r+/PXgYfKgHRa3pE1ukvmxKjRLLtkTBCnGMjHXkce4pX1nS0khXeP3jsm/yztBUFjlsYGMH8QfQ1FF4YsLdhIN7HCIWIXcxUrtJOM8BVHXGB0zzUkugWd08xleZhLIzuuQAQVZWXAHQgnnr054pcoCXGt6XFaPcK8cu1Wby1Xnjg5yOPxxVlr2xSKGVni8qZsRNtzvPX5cDkYBOfQZ6VTPhuxkS4d3uHW7BW63OD546DcMY4HHGOOuam/saEC3RZp1W2I8nDDKKQQVHHIwcc56DGCM0+VADa1oyfevLfrt/lz06cjnpzVuKeznWIxvCyzAmPp8+OuB14rPi8NWMLiUGViqCEbn+7GpBVRx0G0Y78nJNaVpZw2sMccK8AsVLckbiWP6mjlQGXca/p1sk5a3l/cytFJ+6APyoHZuSMgKwPqewNE+vWEM00SWss7xfe8qJTuADFiMkZC7SD78DJ4qw2gW00k32l5JxNOtyySbcB1AAxhQcfKv5e5zXl8MaUZWkjha2d0CE27bflO4FfoQ5z+BGCAaOVAMm161jjuGXTrl/IQSnCRrujO4BxuYcEqQAcE8cYOaWTW0h+0eZo93/o0Qmk/1HCnOD/rOPung81Muj29ukzNLNKjyLO0b7cZUggZABIGBgE4wAKsvpluWk37m86dJn56lcbR9BtHHt7mlygZjeJtPUrvsrgPJu8pWRAZNmQ+CWwNpBB3EdsZyK24PIuII541VkkUOp244IyOKzW8OWFwJUmRpYZCQYpGBVQzB3AGOjHk/kMCtwCjlAj8mL/nkv/fIo8mL/nkv/fIqWijlAi8mL/nkv/fIo8mL/nkv/fIqWijlAi8mL/nkv/fIpPIh/wCeUf8A3yKmoo5QIvJi/wCeS/8AfIpPIh/55R/98ipqKOUCHyIf+eUf/fIo8iH/AJ5R/wDfIqaijlA//9k=
|
internet
|
relation_reasoning
|
predation_6.jpeg
|
dev
|
2,000,835 |
Bu hayvanların doğa ilişkileri nedir?
| null |
karşılıklılık
|
parazitlik
|
yırtıcılık
| null |
A
|
nature_relation
|
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
|
internet
|
relation_reasoning
|
mutualism_1.jpeg
|
dev
|
2,000,837 |
Bu hayvanların doğa ilişkileri nedir?
| null |
karşılıklılık
|
parazitlik
|
yırtıcılık
| null |
A
|
nature_relation
|
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
|
internet
|
relation_reasoning
|
mutualism_3.jpeg
|
dev
|
2,000,838 |
Bu hayvanların doğa ilişkileri nedir?
| null |
karşılıklılık
|
parazitlik
|
yırtıcılık
| null |
A
|
nature_relation
|
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Qb6lY0galdhDR6kLIqVfsJItny/e/iqCNN86f71a0cSp91VrKrNWsOwsapdfJ/316/hUm5EeVHiX/Y2tnP19KrO+yTYn8VSqK45Qu07u3Y1U1FNWEVLd/vr/AMBao7iXZsii2rXPeNb3UNP0b7Rpf/H2rBvu7vl6Hj64p/h+31/yN+tPayv/ANMd2foeg/KtUlfUzcdLmv8A2VF9uiu0T96qlfrx/OtBz+7p9qf9vbLtO1uoBx6U5fN+yIl1LHLcfxtGuAeeK55VXzqLT9S1T9zmv8jlhDdJdS3USMu7+VbNm/nQfvdu+rUrReXs+7WQkuyR9v3K6pT5466ERhJ7I1JIEePbs+WsSytbpPtCXTtL+9Pls39zAxWtBO7nZsb/AL5qdY4nk2RSq0q/fXd3J4rCWIjRajKSTe13uXGnOSdlsYbFLa7V5fufyrcjdPLrnvEFlqF7aS29h5cUrfL50jHA9cADk1S0nT9a0bSUt/tH2ny1/wCWjZ/LPb2rokue3+ZCtbc615Ykk2N9xv4V6moiLfT4/NRP4frj14rN0NpbmB7id90u8r838GOMY7Vp3yPNaSwo/lOyFVb0JHB/OuGvg6MqqqSinKOzNqdacVyKVk9yK/1O10/TZdQuH/0eFN8jKuTj2A6mvMdS+KF7NO/2LSLf7P8AdX7ROd5HvtGFPtzVnT7i/e0lu7i4kg86Nla0ZioDjIbHou4Egj1rzG90yVL64e3uJFlZgzNJhxISfVuc89a5Z4xOVouzR20sJyrmmr9jasPEdvq2s+VceXZpNLs8tn5Q9AQcfMDx6fjV3UbF9M1KW3f/AJZt/MZFee3sss12k2pRbtqhV8tcDjoRjj8K7e21CXVtKsriV2aVYvKkZupKMVyfcgCqhVjFX630f6DqRuOmkqCI75KJKdH8laVanPsYwja5MTUclQmb95Uua5ZVuQlyISarzy1YkWqkq1H1lSVhJ3GqatwiqSVoW61nOWhqiUimCKrOypEjri9vqZ3PSJbj9/Vy32VlMju9PEzJX6DJRfup6nn2drnRwGhhWZaXFWLq82R15tfB+0mnfY6qNdQjYlYfvKRxsrOg1JHf71XRcxO6b663BxOV6sIvtG/fEv8A31WrDO7/AH18r/eU4/OqGo6hLZwRNbxRsjNtZm7enAqaz1BJni+X52Xcy9v/ANVc9VSlHmsXomT21w093s8plXduVvXjnHPbinypcPJ+6l2p/tLkn/CppzL5H7rarbf7vBqsmpW+/Y8qrKv3o2bB/LuPevLwNGvRi/ay5m322OnEVKdRr2cbIoajptw8aPFcMu1g7/LkyYOcE9h9K2Lbb5f+9WdLqvnPsg+ZP+enXP09afYwywxvtlkn3MW2yYymf4RgDgelelNS5feOdKxbuI3/AIG2fN/+ur0K/JVS5uksLH7dcRM23+FV5Hbn160fa4vsCSo/yMo2q2dx/CvP+tU5VfYJ+8uljb2M1D2ltCPV/K+yt93+7+OeP1qG3tESNK5TXtYlfZ9ttbqxt1cMrNgg4PGSCR+Ga3bXxLobwb01W1+X73mShSPqGwa7muSCVyNehrRRpbSb03b/APeIB+tJFFZafJcXES7XmY75NvBPYkelYNl4gt9c1b7PprrLawqWkuF6E9Aqnv15Nb8kf7jbXLVw9KrKM5q7WxUKs6acV13EF3vj3oqt/utUJupfL+eLb/wLNUo7r7M/lPVS68Saak72n2qFrpV3NCrjcBx1A57j8xXaqduhkk3ojO027abWdVuLW6/0XzQjrxt3hQCwJ6dhUesat9iu4vKdmvWVljVuf0PQd+fTjOaZawXDvL9n3WyTOZd3G7JPLeg6deT71BqX2JLF7SJ1b5lZpFbkndksT+J6nvmuXHVfZUtLX6dz0cHQTqa7fht1PPtVvdXfUnlvbhtjL5USxrhNxzkdscA1nXSPZSSujs0TfKsbcjjof8+ldJrLI/2e0uIpIN0v/LTgnggdOnGTj6VhahZS237q3l81G+bayjP6cV4EZxW6PTnFyfusm8N2cWs6k8Ozcka/NHt69Bx6dq77VvDFvDp3m28XlSrl2VehJOT+JJJzXH+CmfQ9ZilurdlS43bpGU/Iq4Pb3K9fau61fxZbzQPb29u0u7/lo3A/Lqa9DCOjGEnUas9PPTqjz8W5JxS9fxOG8mqlx8kdaRqD7N50lZYdyqtJEy0MU76swy1sDS/3f3Kqy2GyuyvgZNXOfmRCw/d1VeOryQ1ILSvBrfuXqSZiwVet4KtJZ1YSGueeMVrI05iuIqmWKrSw0vlVy+2uxndCD93UMkVXXKJHUTLvjr7iVDEPFqon7oRrUvYcvUoRTeTSX14nkP8APVTUFdI99chqGtOkjpXtTnGHvSPPjFsurfypfbEf7zbfzNd4tjsjTdL/AN9YryS2vH8/zf41b5ateLvEV7qEmlRWT7fLzK0bZ4cDAbjkjBP5fly1sZTUeZP5GkKDlK2x6Zf3vk2jpL8yfd/PgUaJqlraz+Vdbll27d3UYGcD26/oK5zwxfXGtWiPceZL9lwrTbeHYKCW59CSo+h69tS6W3mgbUFbyoo2beu3jAyGH5ispYygqkMNK/NNXVvS+prDC1HTlU6Rdn/wDrpdTiT5It0v6D8643xJba1NrtrfWSW89ltWKe3bhkG4kuDnng9Pb3q7p2p29zAj28scsX96NgR+YrdUNcx/Jt3/AOc1coKnr+JgpNOyQy1h2fcqbzmtp96t/vL2qx9nPz+U6y7f7rdh3NZ0kcs3737qfw+p9/pWVOrTrq8ZJrydypQnB2krG1bz+dH8ybk+9839KjM8Hnrb/dbaW2/Q8kH8RTLK4WZdn3WX7y1zXxAe6svDb6hZSyQXFpOjrJH1AJ2nrwR83Q8Vyyo04zdRxXNbfrY0jKTXJfQ6yWCKaN4pUVomXaytyCPcV4T4+8M2/h/XUS1/49LiPeke4kpjgrzzjPI+vtW3Z/FbV3jSGWws2l/56fMPzGf61zPiG8vdTvvtd7L5r7dq9gB6AdhWdS1Sk5IuKcHY9C8DhLbTUeL7+2uxfWLeGDfdOsSbtu5m4yenNefeDrr/AEFErq2X7bH5S/Nu+8u7GR3ru9jKUISTVrISlB3T3IdQ1iLUJ/JtUmn2/K3kof8A0LGBVaJGhg/0XTVglkY7Wmx978M5PfOa3EtxZwfL/d/u9PpUZk/eIi/fX7q+g/yB+VNwco2T+4uLUen3nPJpjpJL9veS5dV3eYrGNEySCFHqPXiorAWDzy+anlW8cZXd/CASPlz6/KPzFZ3jvximjWP7q3kbznH+r4Gwcg592H5A1wcXiy41D51uI4n/AIYW4hJ9R79Rz+nSvnPq805KrK7vuj1vbwik4LoW9c1q31C7uLLUkb7P5h8q7X7yDGAcYyePfPNdJpWmW/2T7RYXEd9KrfJG3BxuwQc9Mc/lXA6vqK+YiXtu0W5T7c9ufSut8O39vDYvLptr5Es2VVpmyCwGARz0UE/niipHmVkrv8CKb1un8jSVbi6vrhETzf4F6DBIAJH4Mage3dK6/TUTUNC/eu0T/ZCjNxlMk/N6Zxg//rrCvJEf+Da/930B5H6EH8ayxeE5KKknsvTS5z4qfPK9rGP5X7ytuw01Hjqii/vK6fTVTy69DJHzR5jnm7oh/stfLrM1C0RK6S4mRI65q/n3yV34/MYUI2bM+TS5kLBVhIaFFTq1fD168q07sY3yqTbUg3vQUqqeCrVNkUIooYJUDy7KikuP3ddVPLJt+8LmOo1bVlgf79WtMvlmjrza6vpdQrf0i8e2j2PX3bxC5uWxhKjZXOp1FkeNq871Wy3z766a7vt9ZM1ebm1WqqdoodNWRhx22yota0x0gt7tHbzdvyx7sZJBOAfYZ/lWw2xP+A1Y1C3iexi8r/j4jYMv1HX/AD714uATq87m9UtL9Tem7PUPDM1vBP8AZ7fzLZGVWXaylckDqDk5Oc+/Ndld27z2NxFEzSxTRNFtbA6ggEYA55rzDw95v2u33o37mRfl28lTxwPbj869J1fV00mPTYUTzftUoTcrcAEfe/MqPxr6HCUac4xqTinON0m+ifmTWq1eZxpvSWrXTQq+Hfhza6TH5v2iT7QyjcyyEdO3HOK7a2t5YLXyXeNvlCq235vzqvbSt5e9/v1Wub64e7hitfml3r5npGpPU+/oKuph1OEqb2a1MKcqntFKOrWpb07T5bKeX7VdMyMx+aZuM/3cirDyVaSDzINj/NXJeKYLrRoE1DTZWjiVgssLcocnAO09Dkjp615+DwtHAU5KF3rdm9avLFTXNZdh/iLxHF4c+zyxRefcSMdse7aCoxklsHHUdq8+8T+MNS8TRpbyxR21qrBvJjYkuR0LHjOPTFLf3txq139outu/aF+VcAAeg/OqbWyV5mKzKVSbUX7v4k8nI/MxYh5Mm+tC/lSaNHpJreqxjfy9laYbFPklHoy3q7mz4e1L7N8ld7pl95zo6V5dYx/v0SvTdDtdkCPX0OW1nUo2eyOSsknc6pIfP/5a/wDjtSyW8UMEqRffZSu7v0qpbPVm5H7iqlFqW+hLqpx0R4F40vX/AOEkuLS9+a3baidsAKMEenOf1rkZbKVJEeD97bs33lztIGDg9wevB6cV7Zq3hfRfEd8/215opf4mhYdfXkGruj/DDQLKTzXaa5f+HzNqj8QoGfxzXBVwlSMntY7VioNanlGiWV7NY3FxcJI2mwr8/mR7hjqABnAJ/Suw0TSftWrWtpLatBEuN0a8bEIzwR+H1zXs9lYW8MHlRRKsX91VGPypt1aInzoq7/723n6VMMPFT1Zbrvl0RzlxBFbQXEVvE2zbt+Zv4duBk9uo9+a4nV5n+1yu/wAvzH5V4xySB+C7RXod0v7uL+LzPlbp0yCetea+I4Nl99oT/lpGEdf9oKGB/wDHiPwFaYynF07PbYiMnJNvciguP3ldDZ32yuNt2rQiuNleFhcSsJzJluOh0893vrNlWooJt9PlevFxWIdepzML3RVc7KkhV3qLbvkrTgh8mPfXrZLgPrMuZ7IybS3HRRbKbOP7lRT3Gyq63m+vsqeHp09CJzvsQTx1Ay/u6vEb6inj2JWEqKTbQkjPtLP/AGK1NqJHVG0vU8uqep6jsj+/XZOnStzGUZy2L0lylZl3e7Kwjq/7yoJrx3/jrixGIp1IcprCm73Oign86PZv+8tbSnfH8n90/qckVxdjO6SV09rd15tGjBmz0Q2eCWH54ty7W3blbBGOTg1W1i9uNZtEe6ebyo/ubnyX/DH61enuKznuE8zY/wDwFfxrolD2UWovRlU6to8v+X5li21HxJ/ZKImq3SpuCbmwTz23EE9PfvV7w3q91pkj/aHkn/eiXzGYkvg8/N3zimaVeedHF5v/ACzy7L0yxA/+vU7RJ/P9Tk1m6s4R5r/eaSl7OzXX+nc9V0vX9N1OP/R7hfN27mjbhh+BrnPHmsW/2BtMi+aWTaz/AOwoYEfiSK42ON0kR0ZldW3Ky8EH1Bp7R75HdnZnb5mZuST6mvHxGbe64KOve+ljkULMpRw1I0dWdtQPXhOuW2U5oqq+T/BV9zU9jAjyV6GAUq9VQTJUjBeN7WdJa7LS/EcX2TZvqDUtLR7TeiVyAR4Z3Svo5znlui1TJlFTVz0KLxRskqzceLUeDalcDG9Sb68qWe4i70X3Gfs4li51W4+3eaj16N4avXuoF3V5c4rpfDeufYv3Uv3K9HL8dKbftZb/AHXLqU7xuuh6wsnl0jT+d8lc3J4gi8j761Ss/EiPP9+vXjSv6mHNK3kbV8rwo7v9xfmX6k8k+w4/OuF8QQv9hR9m39+F9TgLgc/QCuyuNXimj++v/wBeue1mLfHEmxldpPN29sYIGPxNOpRbilLudNGWjOIC7KeGq7Pb7KpuK+WzHDckmdCd4ly3lq2PnrLgP7ytaAV87KL5rIzSJ7WD95WvMiJBVeziqW6l/d7K/QslwroUEZTZy2oSulVrabfVjUFqnANklb1JyUwNuE026b5KrxzVBcz0p10omijqcFba46R/fqG61R56yhQa8h4io1y3On2UU7liOX95V5DWUpq3DJWKlZESRrwPWpb3mysOJqtK1SsQ4SM5am09zvqm++aT5KqiStTRbf7TPWqxPtpKPcjZGpptnKkdX3LpXS6fpoSCrT6JFNHW2LyqrKn7k/kZxqpuxyMb05pK3ZdBEf3SKzbjTWTuK+beWV29EavQpZqJ6ldGSqkk1c1XCVKXxRJuNeprSZEkqpI1Rqa1wdaWGqKoiTqEv4ng2O9c9qFsjzu6VEWqF7hq9n67HFt8xvCUWrEWNlTxioQ++SrcCV5Nai1LQh03fQUx05Iql209Y2evRw1CU7RRtolqSRDf/G1WxBViwsavyW37uvewn7uolIJQvHQzY3/26upLv/jqhcpsqsLrZXsYxy5U4nPQhrqWr0JWJIf3lW7i6qgW318lmPNy6nVYlgrRjm2R1lh9lV5bx0+SvBw7SrKTOe50cWp7P46SXVErkZLp6gN5LX18M3jGKSIUU2bV5epVGO5/eVnNIz1JHXFVzDnldFtaGuLmq1zcVCGqvK1Yzxd0CZ//2Q==
|
internet
|
relation_reasoning
|
mutualism_4.jpeg
|
dev
|
2,000,840 |
Bu hayvanların doğa ilişkileri nedir?
| null |
karşılıklılık
|
parazitlik
|
yırtıcılık
| null |
A
|
nature_relation
|
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
|
internet
|
relation_reasoning
|
mutualism_6.jpeg
|
dev
|
2,000,841 |
Bu hayvanların doğa ilişkileri nedir?
| null |
karşılıklılık
|
parazitlik
|
yırtıcılık
| null |
A
|
nature_relation
|
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
|
internet
|
relation_reasoning
|
mutualism_7.jpeg
|
dev
|
2,000,845 |
Bu hayvanların doğa ilişkileri nedir?
| null |
karşılıklılık
|
parazitlik
|
yırtıcılık
| null |
B
|
nature_relation
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADHAP4DASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwBhjqPP9+rRqJhXzx7xGdn9+gSOlDLUbq6UwLIkqC+t4ptlw/34v4ue3TJHbt9D7UizVMsqU4uzFJXRntf2/mPcRI3y/uriPo3Ixn+ufUVbkVJo/wCFkZR/wIEZH6Gsu7jSyu3i/e+VKo3blw2DwrDJOcevcgetJoDSwpLpt226WD5o2/vqfT8CD9K0lDS6MYy1szOvtHfT5/tVv80X8S/xL7ip7bVUT5JZfk/hb+hH9a6EhHrB1PQ/O/e2j7X/AIl/hbPX6URkpaSKa5dUaStvj3p81KFrm7JJdPk/2+fu/dX0B/8A1CuksrhLmP8Auyr8si/3TSnTsOM7jvKqVKkApcVnYu400wtUuyopVosK5Xl2VRlWrj1XlWmgM6VapSVfmV6qtFWsWQzPZqjaSpZk2VCVrZECA0oWk21Ii0AhViqVY6fGtWkWobNUVlqUTVKYqjaGpuMPtL1ahuqoGOnik7CSJ5paVJeKhoHyUdCeTW53poIrk7PUriH5Hl2/7Mladv4gim+R0ZX/ANnnd9KzdNlcyNYx1EUqE6pbpJsl3RP/AHWUirHmRP8APE+6k4tDTuV2TZTWWrDpvqICkMiuIftVp5Xy99qt79fftkdee1ZR3pAl0iK13Ztubr86defb+hrYIrH1L7XDfJcRfN/Eyt/GP4l5+ufz9K2pu+hjNW1Ngz282yW3f91L80e7730PuDx+FGazLTZZSfZ9/wDos+JLduPlPdTzx6cdxV3NRJWZpF3RFfRb7SV0T97tLK30qkDLawWV+lx58U+ILjdxsYHj6/Lg/nWiHqO1095rTVbLZFs4uYf+AnkD8Cfyq6bVmmZTummi99yTZS5qqJd8aO/yuyjd9e+PxqUN/t1lY1RI1QuHqWmvQBTdaqPvq7LVZmT+OmTcqs1R+alWH2VWdEqkJkMyRPVRrZKtSQ1B5L1oiSL7LTlt3oEjpU6T03caGeXsqVKlWSpAErNsshJozUzQ1E8NA7jCtJsp4WnAPQO5CUpNtTkPTcUgudS+n2829LiLcn+e9Y1x4YdJ/tGn3G3b8yq38P0NbompfNqYycdhOKZjQ3uoJv8A7Whafd8u7bn8qr3epRQyf6J+6f8Aut/hXRCV6zdZ0pNQgR0RfNX/AMeHpVXUnditZaEVl4it5p/s8vyy/wAP+19K1T89eb6m9wl2n2iJleL5V/2R7Guo0vWf3aRSv97G1v6GqnTsroiMr7m4VqNrfzv3Tuq/3Wb7qkdDUxO+kK1ktDR6mI67/NtX8rZu3RtzuRs4Zc+n4ehrRtpvtNoj/Ksq/u5l75AHzEf7X8waNQtt8fmpt+8N3bbj+Lk49unv25ynFxDfRalb7miX5LuH+71+b3J/Qg+tdFuZGN+VmqUpZJUhvtPd9yxS5VvLYjnkYznnIbp/PNTkfu0f+BlDL/tAjINUNVjf7DvTdviYN+H+FZQ3KlqiO283/SEl2r5EzRKv8WPX+dTZqWUpNqUsv3vtMKyrt/vDG4/+hVETSmrMcXdDxI6U4Sb6gZqQGkUTMKgmiqVZP79MkqiWjNkR/wCCotr1f2JSGGi5JSC0hV6tGGgRpTAznWmgVotDUJhouNEa1IooENG10pFj801y9RtJTkehAMy9KGqbZTvLp3Ah82k81KV0qLy6BHYMtREbKsYpprI0Id2+m5dKmaF6hApiK99p0WpwbJU3f+hLXF36y6ZJ9leJmT+Fvau8P+xVTUbGLUIPKf8A4C3901pCVt9iJRvsYuha6/mJa3D/ACf8s5P/AGU11amvNbi2l0+7e3lT5P8APIrp9B1fztlrcP8AOq/K394f41pOC3REZdGdNsR/k+VkZf4qxJNN/s/VnbzWZGXbIqsTvUn5Tk91OPboe9bIpZF3wOmz5/vK3T2Kk9dpHBFZxlYco3KFmEtZ5bJ3/h8y3/2vVf6j6EVZlV3geL+8u3/DmsjU7KW5j/dfLe22XgbdnsCVOOD29s4Per9hefbbSKV023G0ecvH3vUex/xFOUbaiTvoQ27f8S3T5X+V4JjBI390HP8A9erMkWyR0qhGHT+0LLZ95TPGv8PGSPpxmtGAvNY29w6Kryxjcv8AdOMEfXOaU11FF20KjCo/uVbkipoSoNLlemNVxrZKgdf3lUMhxUmKbTQakBrCoTUzGmKtNENCClA/2KkCU5VoYEe1KCiVMwqs8lFihrQJTRb7KcGqZWpjGqlPK04SU1moGV5FquY6uU07KBXOmMX9yoyXq0rUjLvqLFFfdUUi7/nqdlqH/wBCoC5FilP9+nmmf7FMDO1TT4tQg2fdf+Fq40pLZXflP8rq33v4l9xXoBFY2uaV9tg81E/er/48PStqc7aMynG+pZ0bVftUflXH/Hwq/N/tD1FayypXncTSw7PKdllX/Vt/NT9a6+xvUvYPNT5X+6y/3T3FKcLaoIu5Zv7d3jeW3fbLt/hx/nNVo1fzIr2Lb8se2Zf4m5HH8/0q+m/+Cmwx7J3/AOeUv3l/un1x71F9AtqNdktdWtL1HVom/ds38LcdPyNTYeHzbf8A54SfoeR/I1XuoUtoPsr/AC/N5lv9epA9c5NWrg75LS9+bZLD5Td/mHKn8uKHqhdRaayo9RmXfS+dsqSrAV2VA4SrMWrWifJK61E93Y/89V/76qrCuVXjquVrSdrd/uOtQyQUthplAinJvSpvKpxFMoizUgagikMdAhSaruKmIprigViE00mnj5KZKESPe9MaIzJs+eqwu/Ou9iVWa5e6k8qL7laFrbokn+3Ttbcd7l8LSFadmgCpGaF5ceTH8kv/AHypNY0+tXCb/nl+78u5TW40dMe2R/7tNSXYzsznrXXNQedN7syf7prXm1F0j3u6r/npVphsjddi/N/s1DtT+NFZKJNMpIzpdbdJE+RW/wBqpV1pH/u/99Vd8u0f79uv/fNRtpmnv/yyWlePYWpFHq8L/fRl/Wp21C32ffb/AL5qAeH7T+Dcv/AqoXFhF5jxfa5V2t8vfdTsmO7Kl5Zfap3uLeKXZu+ZlX5WPqDS2gl0yfzZd3lN8sn972P1FWYba4tdiJfK3+zux1pmsS3HkbHi/wDHs1o3rZEJdWbX2iJI/N81fK/vbvl/OqsuqW82y3t5dzysI924IFz1O5sL9OeSQOciuTWVE2RPLu6t5f8ACvpg1rR+bD5SWjrFLy3quCCMZBByMg8HqKpU0nqS5t7E76tN51xaxJudc/K37zaQQGUMWAIX5egPPJA610FjdxXWk3qJKq3EDLJGrNh+uMgHqCGPr05rmbSF/PuJb60XeuFWbgc5PAweFwV5NRXQ3ybE271k3Rzrkt6AEZIINVOKehMTp8fvPkokXemx/wCKsO21VLbynfd5Tf6xemw+x9D2/LtXaeHdOTWY/tW//RF/8eI6j/GuZxaNeZWOcg8HS6hJvi3bP7zNhfz710en/D7T0gT7d588rf3WIVfpjk/jXcQ2aeRsRFVFX7q+3pV+1hi++6M3+f8A61Vd9zGU+xxemeC9GtpJbj7I0+77vnNv2jpwD2781ZuPCunvOkqRNE/8Sqx2t6cdPxFddZtFC7u6bl27dtMBi+1733LF/F36elPfqZ8zOLvfC1u8D/ZHZXX7u5sq31zWJceHtQtY/N2K3+63zflivTGtvtMm2KL733V9vf8ACqVxZ+TI6b91KyLVRnmEkX7ukS23/wAe2u2uNJtH3p5W1/8AZ9652TT0hnfzXVduV7nd6Y7VLVjWMrmPLD/t1Te6iT5HlVf+BCtXUQkPzxIzPt/ibC8eg71zl3p81z8+zd/stjvyR7DJqopMtvoT3lzFDaebv3fN8tY/nXeoSbE+VK1rfSE8hEl+bb/DV1bdIfuItPmS2FZsgtrBLWNE2fPVhYdlOSSrCtvrN6mgzZSrFupwagM38NJjLKNU+ys9GqZJ6VyU7kjikA3/AMFTrLvpCP7lFxkDrTTE6SbHRlf+63H6VbQ1aupnvY0SXb8vzbto3fiaLsDMEb/wf+hD/IrPltUef96jbJfl/wB4jr9B1Ga2UVEk/vfwt9Ow/E4/WkulTz9/y/7y+/p6VexO5nRWkW9/n2v/AA7f4fpmrk9kl7B5Tv8AP/DJt/mO3WohCj/cepU81KVxtHnWsWj6ffbNm162dLbztJT5F+Vtu7+JT6n2qx4ntZbmDzXTbtbbu46H6VQ8OXKWU7pK7LF9716dK6b3iYW946W0s7h/3Vx9z+GRVG1sg8Hj3/Q4p974YdJPNidfl/ur9PUfjWlZ3lvN/orvt3ZaNV/hIwRj8avWt/50bxXDqrrlflX7vJqOYux5le23kz+Un3P7rc7u55H0r1v4bX1pdeGLW3TarwM8bL/wItj8mFY1/pFi/wA+9pX3bV+v0PQVw2p6VfaTdvPp93PEzYZvJkZN/scHmmpKSsTKNz35JUhkdN/3fl/Aj/69Qrd7I/v/ACf5xXgsHxA8T2dz5W7z/wB2G+ZSWwRnr1NdDYeP737J5t3pk6xfxSRqxRQOTkkDHr3qZUJolKLPWFn/AIN/+1+NSB3+46fe+b8K4fTPGNjez7PN2uv8MnyH64PJFdBZatFdb3R1asXzIbgbnm7PuP8A98+lOimiR/3qean92qMdwj/P/BUm/wDj/wBmhSIcR11C918/lf8AfK/dH4dKyryz2fupU/76rcW7aH5LeVl3fe21Vu7G4eDzdsrRN/F/9etY66EbHm1/avDO6fNs3fK1Uir13N/Zo8DxOn/2Ncm0OyTY9Q1Y6oS5iqI6ida0QtNMH+xUs0RnhafVrydklRtDQMhqRDxSeVRikMUUhFVYrirKtvoaOccslWEmqviikNSaL6MlWFNZay7KnS4oLUkVVW+e+ffuW33Fv949Bx6D+taKxUiulToaHK5aSIHsv40fbTcun/7VXC2z+PdUZ2P9+hSBoo3USXMDxP8AxfL/ALtcQbZ4b7yn/hb9K9FaBHrL1PQ0vdkqPtlX+L+99a0hOxLVykmlvNHFLFceRKv7xWb+Rxng8/pWsZkmgS4iRYrqLHmR8Hd3BHb8e9Z8MeoWUDxeU07soVdqkKoGCcsaWfT3+1+alwsVwq/Ku7G7PGDweM8/5NVfoQ49UWbPUHf/AFu3zVY+vr71Nbm31O7/AHr7Yt23cv6msWXVIkje3vrfyrj/AJ6bcD6578+tRwXMVl/x73C7Gb68nt71Li+haaJ7HwvcatpL3GnpK1xFM37tcDeoIBGfoWqzZXl3DB9iuLfam7dtaHDZPAY564HT1xzV3wnrGyeWwh+V5ZPNhZWx8wwWXGRx7d+a1NWuPtknm3cW6X5I7hmUb+Ouw/dAwMk4PWt1Jmb1MK8sNE1aR3uPNtpf4Z1UPuIHIzx6j6ehpbbwp4jsoEfR9T82KeQ/KyqzKAuS3J46Yx9K3TpGiTalLE7ywW8u2S3bzFwynKtJ3yAwBwcHHP0foOnXcGq3FrY3sE9vEu77S0jrEh4zjb3IyOo4B7U3K6M0rGdaeKPJnSyvomglWRo28zAVip2naSc8npmuwt9U8791C/8Avf7I+lYMtnY6hqV1pstjFeXDK8bXKxhOQcsw+YgfdBBH4+lYS6fqfgySK3uEg+yN83n+Z2J6n8B+lYyprdFpp6Hoqyokn39yU+SeWaN/s6Ssn+zk1mQeU8aO71oRXyQxvslZXb+JWx/KnHTcykuxlyrcTSbH+VP4v7zf4VnarbJ5iS1tTXieZv3tK/5t/wDXqlMjzRu8qbU2narfzPpVSs1oOm2mYIhp+ypVX93Tytc1zssVDFUTw1cpjGkBT+z/ALuk8ir4NLtpgeew3lX4bysqW3dKhErpXU4pnHdo6mK5qwsiPXMw3laEF7WTg0WpGzikxVeO5qcSJWbQ7Dg+ynfaKjNIaQ7tFuOf+/VhWSsqnxzbKLFKZq4SpQ1Zsd3Uvn1NmaqSZe21z+uzS6fd+bF/F8vcKwGOCP8APStmGeotQlieP7P9na5dvm8tV+6P7xPYe9VFu4SSM/SruLUIHt3Tbcfe/wACD+VXIIInjeL7P/pCsNu3+HGc8dzXPWFhdw+ILfyk3fvN0m37qqc5JIrtZrff86fLL/Ey/lz+nPtVysmQrs5nWNPuHn+22iN5u4Mu3A2sP4vxGfx+tbNrf/bYEuLiFvtUXzMsnCy4z8v65/AUyawvX/5axfe9vzrNmtLuy/0iV90S/wB1c/pTU3sJxW5cvrl7We4ureXyvNh8ry/YjBGOdvtj/wDWtp4sl0aD7Pp8rRIzbpt2HZjgA8kcZH/1sYzWfbQRandvE92y/wC8uOD9KtXWg29lHK6Os/lYX733sjPHr/8AWrS76kaFC+8Sv/aUt/YxNbSy5/1bE9Vw3XqTz19ak1HU5tTsftF2ks77Qvl8hcYxggdh6Ut19k0+eKL7Iu/aGbcv+f8APatKxuYngS4TyFdWP7vgdBkAdc5PGT9PpTV0K9mYGi6nqFzOlql35SL/AKuNlyrexJ6CvRrG8T54nRVuIv8AWRso/MHuPeucvpNJ1OO41KLyLbyGKxx+Z5cspPJzjhuOMf8A66zLfVXedNm6WWDHlt/E6/3SPzpO4WTPRpNQimn3yvuf/aqndy74/wDY/i+lQWesfbYEeL5kX5dvHye3tVTV9bt7KB3llXeq/d3fLz6/570nIhRsVoLqK6kdInXfExVl3DcuDjBFWMVw9rPLe3cVwjyrcKvmSNwGUcfMAOqknnIP6cddp199tg/ep5Vx/ErcfiB6VlOFjphK+hI1Vnq3LHvqJYazLIV31OrPip1g/wBineXQM4aWCqMtnW2VqJoq2UjmcTnJLZ0pFd0rckt6oy2daqdzNxCC5q/FdVkNC6UwTOlJxT2BNo6WOffVgNXNw3taEV7WTi0aKSZpkU0ioY7ip/MSoaC1xKiLPUtGKNhNNDFlm/vt/u7sfhxVwt9pgSJ38pNwZljXG4gcbiOW6nrVTFAancXN3Nq0CQx7ET/gX8X4nvV1ZqwIp9lX4rr93UOJvGojUJSq8hhf5H+41RAo/wDHtpDE70tUVo9jPn0eL53t/v8A8LMx+X8QCe9VU1PUNMj8q4f91/Fu3blwQCVJPB4PbvntW3GNlRXFjFNsf+7/AAt93njpW0avRmTp9jI1mzimjS4tLhpf3YaRZJM7RnbwWOSc9QOlc/KNQso3lRJYkl/dyNyNwPOD+R/Wt1Le7srtETb5S5/dyM3cYYLjJ59B6cVq32mxTWMtqkU++X/V+Wx2KwBKrg8kkhm69+fSt1IzscpqOmfZfs6W8rTy8LJuZdvPAxg57Hrx0ptl/o07v9kla6gkDSbc7UTHGc9Oe/161sX7S+XFFLEsrzxpE0cLZfcAWGOOAe/fiptKtrvUI/nRZ4l3Nu8zHnKcnnnJ6DIx6E4o5tNSrK41Lx0kl2S+Q7KFkXoze4/2h1zXM31pqF58+5VsoGLq0jY84gjOecljxxjHbrXYXulpcyRJFby+ay/LOzD5flJA2jOGwuPcZyc1HYiJJ0S+iaW1bbJcW3mELKvVWAHUZ5I9qUWlqTJMz10uL+worj7XFB5DHy541IlbK55yc7RyOn8PUVAl7dwz+VL5UV6rbmkbA3knndjjvn8K30054buX7Ci/ZVYTx+XvlTyXJG0sBhVAByCRyPyp6hpVxNPdWUsUWzzPl+b5lJGRgDqygtn29cUmxo29Pu/tsCS/df8AiX+6cVfSOuL0q5fTL57WV/nVvLk+YbWUcAjOOQeK7CCdK55qzOiDuWcU3FPWnb6zLONaKomWrxjqJkrcwsVCtRNFVwxVEy0AZ8tvVCe1rcYVA8VNSsS4nPNC6Uqs6VryW1V3tK05rmbjYhjvNlXYr2s6S2eoPnSSjlTDmaOljuanWWuZju3SrsN9WbgUpm6KQrVKG831dSVHqbDdmJtoDPUuKaRSsRyjluXSp1vKpkUwikHM0awualWb/brGDPUiz0aFqobXyP8AI+1qrTRSw/Pbvu+bdtbPXtg1UW6qQXVNabFcyZl3VzKknm/ZIlliUqreSPk5Bxz1JI/I49qqaHq13o19FvllaJWLeXtG7OCDt5HPr06d66MSI6bH+b/eWqt1pNvN9zb/ALS7ffPGT+FdEaitZkOHY7m3a01zSbeWK32y7REsnCS4Cngbc9+cLgYFc7qelOkiJ5rM8W1fMZh8mchdvqmBk9AAPY1Np+q3FrAlu+3Yq/uW2524zgEE46EjIxxReeJZba7374tm0t8y5+9gEMcDgbRgdOuc1n10CzRm2N7LbRv95bflbiCNs7kP3sMBna2Oo6Z475va1b2PmW76fpLf6TlY1jk/dSuAoULjGByedvc9aWNYtZ0ZL+0e2guosxyL5gLSkscs4ODhmzgYzjp6VmWeoS2XyfN9l3HdBIx/0WY9GI7jIGD2q9STNutLlh/10TfuMqqspR0Y4YKwPJXnH0Na1jLvtIpf9n+XFP8AEQimktLhE/ezxjdBG2/8W4zknuat2ln5NpFE/wDCtY1NjenuSxXNWVmRqqm2pPLdKxNrlJ46jMVWco9IVroaOdMplajaKrTR1CaRRUeKomiq8RSNHUjM5hTSlW3hquY6oCu8FUprKtcCkaOhSsQ4nOSW1QmJ0roXtqqSWdWpmbiZsczpWhBe1XktKi8p0qnZk6o3YryrSz765sSulWYbqk4jUjdo8uqcNzV2OWoaKvcTy6aUq2NlBjqGg5CiRSVaMNNMFFhODIllep47jZUZhpNtLUFdFsXFK7xPH86L93bVPNNJpXK9oTxWnkyebaP5D/7LHp3FMubW4mR3d282Vvmb7+/65qEM/wDfqRbqZKrnEpIs6Wj20mx02uv3l5KqP7yE9R/s/l6Vtx3v+6yf3lrn2ut8ex/v/wALf3afb3Lw/J95P4l/qPeh6lqSOpQpN9yhrasWKdE+eF9r1ajv7hB99W/3qmxpzGdHPU6vRRXQYjqjZaKKhlIjaLZUdFFIsQio2SiigCFkpmKKKkAphWiigBjQJUD21FFNGbK0lrVVrbZRRWsTNj0Zkq5FcvRRTYi7Hc1ajnooqGaIsK1SUUUhgRTPKoooAieGoTFRRUiYwpTCKKKlktIAKdiiikQxRUizMtFFCEpM/9k=
|
internet
|
relation_reasoning
|
parasitism_2.jpeg
|
dev
|
2,000,846 |
Bu hayvanların doğa ilişkileri nedir?
| null |
karşılıklılık
|
parazitlik
|
yırtıcılık
| null |
B
|
nature_relation
|
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
|
internet
|
relation_reasoning
|
parasitism_3.jpeg
|
dev
|
2,001,009 |
Hangisi doğru?
| null |
Elma sol taraftadır
|
Portakal sağdadır
|
Portakal elmanın yanındadır
|
Yukarıdakilerin hepsi doğru değil
|
C
|
physical_relation
|
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
|
COCO train2014
|
relation_reasoning
|
13.png
|
dev
|
2,001,012 |
Resime göre çocuk nerede?
| null |
Çocuk yangın musluğunun solunda
|
Çocuk yangın musluğunun tepesinde
|
Çocuk yangın musluğunun sağında
|
Yukarıdakilerin hepsi doğru değil
|
A
|
physical_relation
|
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
|
COCO train2014
|
relation_reasoning
|
16.png
|
dev
|
2,001,092 |
Resimdeki iki sandalye aynı renk mi?
| null |
Aynı değil
|
Yargılayamam
|
Aynı
| null |
A
|
attribute_comparison
|
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
|
https://www.bing.com/images/search?view=detailV2&ccid=FXGyOJgu&id=B958C2DCEA9394277E019CAFD6AF7F570921620C&thid=OIP.FXGyOJgusmo6cWztX0PalQAAAA&mediaurl=https%3A%2F%2Fphoto-static-api.fotomore.com%2Fcreative%2Fvcg%2Fveer%2F612%2Fveer-311561516.jpg&exph=316&expw=474&q=%e4%b8%a4%e4%b8%aa%e7%89%a9%e4%bd%93%e5%af%b9%e6%af%94%e5%9b%be&simid=608047806331638086&form=IRPRST&ck=288407093875C0D947A58211BDB5E942&selectedindex=8&ajaxhist=0&ajaxserp=0&vt=0&sim=11
|
finegrained_perception (cross-instance)
| null |
dev
|
2,001,093 |
Resimdeki iki kanepe aynı renk mi?
| null |
Aynı değil
|
Yargılayamam
|
Aynı
| null |
A
|
attribute_comparison
|
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1YD8a4XWP+Q1ckEHkd/asX7ZKcjzW/OpYpd+SxLHPWnG1zvwtGNOV07lhgMc0x+MU5j2/SomYZ65qmzsbsH4fnTc80hYcHtTGfjGam5DkLnjionkOOMYoLfL/jUb96lyM5SZueDQf7WnOeBF/Wu4z2ryWPVbnSZ1ntn2knDDsR6V0ba3e3qCR5TEpHCJwBTiuZnFHDuvVcYs7Ka6gtxmWZE+pqv/AGrYE4F3Fn61ws0rOxLEk4qsZDkc5pOy0Llg4R0bPSo54phmKVXH+yaeTXmlrfvZahBKrkYcbsHqM9K9KzUnFVgoSsmGaSkJpM0GYUmaCaSgANNJozSZoADTTSk0maAEJpDQaQ0AFNJpSabQAGmmlNIaAG0hpaaaAOzpKDSVR5YuaSiigAopKKEAuaKSkzTAWikooAKKO1JmgQtFJmjNAC0ZoOKSgBa881Ft11Mc/wAbHNehE8GvOr0/6RL3G49veunD9TzMe9Yr1KZOQcjJ9az7g/vDk1cJ6+lUJjlz6Z4rVnNBDBIVqAOBK3bmlkfGarq2ZGNNs1hDdl5bgqOGJwK17O5/cKvt1rAznA7njironW3XBPP1q4SMa1PmskbomBUj2o84FcLyfeufOpqHJ3Ug1UcjdVc6M1h5G6Z8OcNyfWmNKQc5rGGpJkc808XqtnBFHMh+ya3NXzeQSeOmcUyeXKNjpjFURdArgmlMwZMD0oGoWZzl7EEvdw4Dc1ciOI+D2o1GLCRtjkNimJwn4Vy2tJnpKXNFBG3FSq/OM1Ah4pc+lcktz6mjK0UT+ZjvV/Txvi3HPU1k7jWpaTLDbLnqeacGk9Ttw0/fuy2wIbJ4FQPIA/61BNe7xjcKrm4BPWlKRvOquhbLe9NLEjrmq/nA96PO6cipuZ86ZOTmmt0piyD1p24EUDvczr5dxiHrIBW+p2oAOwrDvRtEZPaQVsqRWlNl4PSpP5A/OfpzVZuvSrD9Sarv3NRLcKu5VuG5U+hr1KCTdbxN6oD+leU3R+WvRbO4zY2/P/LNf5VKPKr/ABGmWFJuqn9o96UT+9MxLWaQtUAmB70eYPWgCbIozUXmUb6AJM0maZuo3UAOJpM03dSbqAHGkpN1JmgAJpKQmkzQAuaaaM0hNAHZZozSUVR5YUUlFAC5pKKKaAKKSkzQAtFFFAgopDRQAtFJRQApozSUUAIx+Q/SvOr77znuXP8AOvRX4Rvoa87vDhmOOQxrqobM8vH/ABQ+f6FBzwwBrOl4Y881oSHjpms64+9j3q2YwRVMM1w+Io2Y+wq9Z6FcPkzMq+3U1oWyqqDk9OgOKsx7ccMcdT8x4rRRj1InVn8MdCKLRIFAZizEepxVgaZZFyDErc855qPfnPzE57ZpQ4HAyPfNWml0OZxm95Ml/s6xU/8AHtF+C1KthZqR/o0QH+7UAk4+aRualMjeWW8047Yp3RPLLuTGys1Un7PFjt8opps7Mji2i/75qHzS2MysaQux48xh+VFw5H3JRYWTnBto8/Smtpdk3HlbW/2SaaHwf9YQe2aHlZXx5p96OZDUJdGyre6HDPEI0lKYORkZrHudIuLMZcBl/vCt/wA1hzvJNRXlw32dxvzweMcVElF6nRRnVjJRvdHN29nJMMqMD1NXY9LjH+sYk+3Ap6NiBBvI4qYEheWOPSvPvG5+lYalTjBXV9CP7DbL/wAsgcepqXyY8fcXAqMsMEgn86RCc5LHH1o512OtTitkSmKLtGv5U0xR4/1aflTCwzgE/nSE+pOfrRzh7Rdh/kxZA2L+VBt4TwY0/KmliBgE5pD935mP50uYXtF2FFvCT/q1H0pGtY88cfQ0itjoffrSFgW4JH40OSE6kWtipe2DT25WNhuBBG72qxGWVQH4OOaC2e5/OmSEdMmpUkjNShGTlFE7eue1VnIPenwOWiOTyDion69KmRNSV9Snc9/pXc2Tf6DB/wBc1/lXDXPeu1sTmwt/+uY/lSR5dbctbqN5FMpM0zEl8ynCWq5NJmkMtiX3p4lqkG9acHoAueZS+ZVMSU8SUwLW+jdVfzKUPQBPmkziot9G6gCXdSbqj3UbqAH5pM03NJuoA7XNBNFITVHli0maSigBaKSimgDNFFFAgopKKACjNFFABRRmjNABRRSUADnKN9K86vCfNkHX5jXoh5B+lecXxAnkyR94j9a6aGzPMx696PzKjEbWGfwrOmGZVx3NXj6mqRAa7TuN1WzGBrKu2NcDBA5o34HrTHbkcfWml+V/lV3MkiTIzntTh2yMjPrUW4DGeT3FAcDPXJouFiffzwQB70pkOMYGcVWEnzH29advO44IOeKdw5SZWx6ZzwacGAbLDJx1zVfcAWAJNJvwvf3o5g5SUykDtxTWk3cnFRK9IG3deKXMPlJvM44xjpVS6l/ckDIPNP3ZFVro/KcdKly0NaUffQRnMKZ9KUuQMUyMYiXvxSNz0rz2fodN+4iRj8o4pM4pm4dKTIOOxpXKuSZ78ZpNxyMimZGKbnBouDZISd+TQXP4UzIzScYFFxXHg4oyecCmZFICAaLhcU8CmOcrmlyKY3GcUiGx1qcpID/epHPJpts2A/1pzng0wveCKk/3TXY6ew+wwj/YFcdccKRXU6fJi2iX0UfypI4K/wARpE0hpAcijNMxCkoNIelAATSZoNNJoAdupd1Rk0ZoAlD04PVfcc0oagLlnfSh6rb/AHpQ9AJlnfRuquHpwagLk+6k3VDvxShqAud9ye1Jg1ez7/rRn6/nT5jh9mUsH0owfSrv5/nSZx3P50c/kHsykQfSjB9Ku5PqfzpM/X86OfyD2XmU8H0pMH0q6W9z+dGfc/nRzh7LzKWD6UYPpVzcfU/nRuPqfzo5w9l5lPB9DRg+hq5k+p/Ok3e5/OjnF7LzKmD6GjB9Ktbvr+dG4+/50c4ey8yrg+howR2NWt3ufzo3H1P50c4eyKZHtXmuuMLbUJ4XGCHJ59K9VLHHU/nWVqOk6dfyebd2qSMgzuPWrjW5TCthPa212PKzeR+oNUzdxJco24YzXp7aHoi/8w2M/iarPpWgeaI20eJiRnk9KTxD7ERwFupw8l9GT1z6VF9tXb1r0D+ytCH/ADCY/wA6YdL0Mf8AMJj/ADqniG+hKy9LqcEL5McHNIt6oPLV3UlhoaDP9kxn/gVUZm0KHroiH/gdL6w+wfUF3OUN8nY4o+3Lgc1uy6roMfH9gKf+2lVn1/QVz/xT6n/tpR9Yl2D6iu5lfb1xgGkF8vdq0T4l0Af8y6v/AH8pp8UaAP8AmXR/38pfWJdg+pLuUDepxzS/a0z1xVw+KPD/AP0Lo/7+U0+JvD56+Hf/ACLR9Yl2H9SXcr/a0PQiobi6j8vG6rh8ReHT/wAy6f8Av+aF8SeHlzjw7wfWbNDxD7BHB2d7lNJ18lSG7UhmXswq5J4j8POAP+EeIA6bZsVD/bnh7/oBSj/t4rByl2Poo42Nkit9oXJ5FJ9oFW/7b8PY/wCQFJ/4EUn9ueHv+gFJ/wCBFLmfYPrsSr56+tJ9oHrVr+3PD3/QCk/8CKP7c8P9tCk/7/0uZ9hfXYlXz1xmgXC+tWf7b8P/APQDk/7/ANH9t6B/0A3/AO/9HNLsH1yJWNwPWmmdc9auf25oH/QBb/v8aX+3tAH/ADAT/wB/jRzS7C+txKJnFIZlx1q//b2g/wDQC/8AI1KPEOhL00L/AMi0c0uwfW4mbb3CEyZYZp5nUmtNNe0EozDQACOv7ymjX9DJ50TH/bSm5PsJYtWsY8jiQhR34ro7JzsUYPAxVfWre1t7m0ubOPy4riEOoHap7K7fj52/Oqi7q5z1avNI1kJI6GpMH0NOguGIHzN/30atLMx/ib86q5PtCkQfQ0hB9DWh5jf3m/76NIZT/eb/AL6NFx+0M8g+hpCD6GtDzG/vN/31TTI395vzouHtDPIPoaTafQ1fMjf3m/76NN8xv7zf99Gi4ucokH0NJz6VdMjf3m/76NIZW/vN/wB9UrhzlLn0pefQ/lVrzG/vN/30aPNb+83/AH0aLh7QqjPoadlvQ1P5rf3m/wC+jR5zf3m/76NFxe0IeaXJqYSt/eb/AL6o81v7zfnTuP2h2Bubnobgj8KFuLkAjzGbHtQsZ7IQPel3bef5DNcHM+5pZDlurkgHeR+FI1xdf89cfhTGlb+FGZqVVc9Rtz/eanzMOVB9quMf64n8KDdT4/1v40vlop5cE+gFO2oP4Tj1PFHM+4WRCby4zxLkfSkF9PuxvYj6VY2IOAFH0FMO1QSduaV5dwshBdXBP3sD1p4uZ/8AnoKYoY88AflQSFyWkH0AzRzPuHKgNzMASZhn6ZphublgMTfkKXz43yNjt6kinKNw4RgB0yMUcz7hyjfPucf6wk/SgXNxnHmEn6U7IDYIwfpSYBBz0+tHM+4WGC6uR96QcdgKcbu4XHPX1pB5Yxxk+wzTjED97PPajmYcpVm1G5UEhuB7VWOrTNYXczEsEAUADuTWj9mtwRmMsRzzSsAEIVEVfpQptBynHT67eEZXd+K1S/te+aTfvO7GPu12rpC2CVVseo4pFhhGSdoB9Fo9qxezRxLa5fKCXdvwWqcviXUFB2ls/wC5Xfm0TOVUfiKX7JbqMlATjJJFUq3kDp+Z5jL4m1ZjwW/74qjLrupP9/d/3xXrP2eFjjYgHpjmo2sbc/dgRz67RxVLEeRDoeZ4+9/eyHlW/wC+agae6PWNv++TXsn2CIHiBMnvig6bGf8Alin1x0p/WfIX1fzPGC9x/wA8m/75NNLTn/lk35GvZ/7KXBJiGPUikh0yFXLtGG7AEUfWfIPq/meMYnP/ACxb/vk0m2f/AJ4t/wB8mvansreNNzRqfwpEhtMD92P++KPrPkH1fzPFts//ADxb/vk0bZ/+eL/ka9nlt7eRlCRLgcnikNjBuHyDn2o+s+Q/q3meMbZ/+eL/APfJo2z/APPFvyNezixjG75VznoRUZtU3FfKHHfbR9Z8h/VvM8c2z/8APJvyNJibP+qb8jXtS2CbdwjX8qa9jEGy0S4PtR9Z8g+rPueMbZj/AMsm/I0mJf8Ank35V7N9jgzxGvvxSLY20nymJAf90U/rPkL6s+542FmPIhY/gaUrP/zxb/vk17GdNjGdm0emFFV2twj7HRcfTrR9Y8g+rPueR4m/55N+Rpds3/PFvyNetG1hBGET8qlS0i2ncifgKPrPkP6s+55Dtl/55P8AkaXy5D/yyf8AI166LKI9VUemVppsIhzgA/Sl9ZXYPq77nlKJIoI8tzkYPBpywnr5T/ka9UFpGp4Cg/Sn+QmPuKfwo+seQ/q/mcVds0/hbTpNrboJWiPrjqKoQz3C/dR/wU16F5EZ+Ty8d8Y4o+zKv/LMYPfFT7e3Qr2JyFveXvAXfj/drSiubw9S4+q10C20bcbMH6UjQsi8IGqXWuUqSRkCW6PO4/hQZrkdXIP0rWU4wHtjg91HSplhicZDEexFL2jH7NGCLm57tx9KDLcnox/KttrdV5UqfpUQjQ8MefdaftGHs0ZHmXP98/lQHuO7GtTyGzwVKmlMIC/dGfaj2jD2aMdmuDnEpB+lNJuwPvEj1rZaGM9QPxFRmCIdOvoKPaMXs0Y/m3GeWPFKr3JydzVoOqD70bH320wJHu4Ug+vSn7Ri9mimWuP7zD8KaWuezmtMKR90kj86Uhf4kB/Cj2jD2aMnfd/3j+VJ5t0ON/6VqsUH8DD8KYVjI6/nT9ow9mjunYngmgquelFFQAkYy1SN92iimBErNvxninkYUUUVICHk80rKAOg6elFFAysztnqetAOZCD60UUgLxUIRtGOKa/y428UUVZJMkaMASoNV7mNCQCooooGiR40RFVVAGOgqJid/WiikCGMxz1qu7F1O455oorNjIwBzxUsKq0QcjLY60UUkMjdj52M8Yp2Pl+vWiimgGkARE4pIv7vb0oopMEIScYzVpFGwcUUUIRXvmKwfKcc1RWWTZ989PWiiqGSQ/vHG/njvVrykVRhQKKKSAjEaefJ8o6CmYCt8oxRRSkVEZ1Zj/tU9vuiiipNR8JJjHNRy/wCraiiqJFfoKNo2niiimBIFG4cVHPGm3O0ZoopAV8dKjeiikMlUAgZFLtAcACiimIcY02n5RUKcDFFFADxypzViJF2/dFFFIQ9kUZOB0qCiiq6CA8VE3Q0UUgInjTg7RmnqqkcgUUUDI3AVjgYpwAx0ooqkIifg01QGYZGaKKkBZFVegAqPardQDRRVAQngmojI+fvHpRRTEWYCWX5uaVoY8k7BmiigD//Z
|
https://www.bing.com/images/search?view=detailV2&ccid=NxgWTjyM&id=A8180388030CEB877F00F8E4449BDB0EED3FAED1&thid=OIP.NxgWTjyMSN52PNh800YNVgHaE2&mediaurl=https%3A%2F%2Fphoto-static-api.fotomore.com%2Fcreative%2Fvcg%2Fveer%2F612%2Fveer-307655682.jpg&exph=401&expw=612&q=%e4%b8%a4%e4%b8%aa%e7%89%a9%e4%bd%93%e5%af%b9%e6%af%94%e5%9b%be&simid=608024561966212704&form=IRPRST&ck=EB31EA126AC25585AA7BE0A6125B3228&selectedindex=9&ajaxhist=0&ajaxserp=0&vt=0&sim=11
|
finegrained_perception (cross-instance)
| null |
dev
|
2,001,096 |
Resimdeki iki şekil aynı mı?
| null |
Aynı değil
|
Yargılayamam
|
Aynı
| null |
A
|
attribute_comparison
|
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https://www.bing.com/images/search?view=detailV2&ccid=0Q41k49h&id=B75AE959CF987BCF9FA58815C9A78E4EAC8B8720&thid=OIP.0Q41k49hl7Z1x4DnyfJivQAAAA&mediaurl=https%3A%2F%2Fphoto-static-api.fotomore.com%2Fcreative%2Fvcg%2Fveer%2F612%2Fveer-168134723.jpg&exph=400&expw=400&q=%e4%b8%a4%e4%b8%aa%e7%89%a9%e4%bd%93%e5%af%b9%e6%af%94%e5%9b%be&simid=607993715508725034&form=IRPRST&ck=0A71EC9D862AF876EB6C0CB62CA85CF7&selectedindex=30&ajaxhist=0&ajaxserp=0&vt=0&sim=11
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finegrained_perception (cross-instance)
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dev
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