უმარტივესი გეოგრაფია
შედ.რთული გეო
ურთულესი გეო
მუსიკა
ურთულესი სხვადასხვა
100

რას ნიშნავს სიტყვა "გეიზერი"?

მრისხანე

100

დაასახელეთ მსოფლიოში ყველაზე დიდი გველის სახეობა , რომელიც მდებარეობს სამხრეთ ამერიკაში, დიდ მდენარეებსა და ჭაობებში

ანაკონდა

100

რას ნიშნავს ანტრაქტიდა?

არქტიკის საწინააღმდეგო მხარეს

100

რიგით მეოთხე მუსიკალური ნოტი 

ფა

100

ამ მცენარის ფოთლებს სამხრეთ ამერიკელი ინდიელები ღეჭავდნენ დაღლილობის მოსახსნელად. ახლა ამ მცენარის სახელწოდება არის ცნობილი სასმელის და სამედიცინო პრეპარატის სახელწოდებაში. დაასახელეთ ეს უკანასკნელნი.

კოკა-კოლა და კოკაინი

200

დაასახელეთ მსოფლიოს უდიდესი კონტინენტი

აზია

200

მდინარე რომელიც ეკვატორს ორჯელ კვეთს

კონგო

200

თარგმნეთ ქართულად ინდიელების ენიდან მდინარე "მისისიპი"

"დედა მდინარე"

200

ანდრეი ბელი ერთერთ ნაწარმოებში წერს, რომ ამან ქვედა ყბა გამოწია, რათა მის წინ მჯდომ ადამიანს მისთვის კბილებში თითები ერტყა. ვის ან რას გულისხმობდა ბელი?

პიანინოს (ფორტეპიანოს)

200

იერუსალიმში, სიონის მთის სამხრეთ ფერდობზე მდებარეობს ეკლესია, რომელსაც ეწოდება გალიკანტე. ეს ეკლესია წმინდა პეტრეს სახელობისაა. ლეგენდა გადმოგვცემს, რომ ეკლესია სწორედ იმ ადგილზეა აშენებული, სადაც პეტრეს შემოესმა… რა შემოესმა (ორი სიტყვა)?

მამლის ყივილი, მას შემდეგ რაც სამჯერ უარყო ქრისტე 

გალიკანტე ნიშნავს მამლის ყივილს

300

დაასახელეთ ქვეყანა რომელიც ცნობილია, როგორც "ათასი ტბის" ქვეყანად:

ფინეთი

300

დაასახელეთ ანტრაქტიდის "მკვიდრი "  ბინადარი

პინგვინი

300

როგორ ჟღერს ესპანურად „ოქროსგან დამზადებული“?

El Dorado / ელდორადო

300

1997 წელს ჟურნალმა "გიტარისტი" გამოაქვეყნა ყველა დროის 100 საუკეთესო გიტარის სოლოების სია. პირველი ადგილი ამ სიაში დაიკავა სოლომ, რომელიც შესრულებული იყო ერთ ცნობილ სიმღერაში. ეს სიმღერა არის ლოს-ანჯელესის მთავარი ციხის სეხნია. რა ქვია ამ ციხეს? 

ლიკა აბა შენ იცი !!! უნდა გამოიცნო 


"Hotel California".

300

რა სამსახური გაგვიწია XVIII საუკუნეში მდინარე სენიდან ამოღებულმა, 4 გრადუსი ცელსიუსი ტემპერატურის ერთმა კუბურმა დეციმეტრმა წყალმა?

ის მიიღეს 1 კილოგრამი მასის ერთეულად

400

დაასახელეთ ერთადერთი კონტინენტი სადაც არ არის უდაბნოები

ევროპა

400

ავსტრალიის დედაქალაქი (მიიღება ის პასუხი რომელიც თქვენს ბაგეებს პირველად დასცდება :P)

კანბერა

400

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

პასუხი C

400

Regina Astris, Mixtus Orbis, Fatum, Solaris, Lacteus Orbis, Sidereus Orbis, Dominus.
მწერალ ბერნარ ვერბერის ერთ-ერთ რომანში, გნოსტიკოსები ჰარმონიას ეძებენ სამყაროს წყობაში და მას შემდეგი თანმიმდევრობით წარმოიდგენენ: მთვარე (ვარსკვლავთა დედოფალი), დედამიწა (არეული სამყარო), ბედისწერა, მზე, ირმის ნახტომი, ვარსკვლავიანი ცა და ღმერთი. მათი აზრით, ეს თანმიმდევრობა შეესაბამება მათ. დაასახელეთ ისინი.

მუსიკალური ნოტები

400

გამოიცანით გამოცანა

პირველი მარცვალი - ასოა ბერძნული,
მეორე მარცვალი - ღმერთი ძველეგვიპტური,
მესამე მარცვალი - ნოტი მუსიკალური,
მეოთხე მარცვალი - კავშირია ქართული.
გამოიცანით ეს სიტყვა..

პირამიდა

500

მსოფლიოს უდიდესი ტბა

კასპიის ზღვა

500

როდესაც ავსტარალიაში ჩასულმა მკლევრებმა აბორიგენებს ჰკითხეს თუ რა ერქვა ცხოველს, რომელზაც გრძელი კუდი აქვს და ორ ფეხზე დახტის , მათ უპასუხეს "კენგურუ". თარგმნეთ აბორიგენების ენიდან ქართულად სიტყვა "კენგურუ"

ლიკამ და კოტემ არ მიპასუხოს! ვიცი რომ იცით 

არ ვიცი 

500

სურათზე მოცემულია ანტრაქტიდა. დიახ , უთოვლო ანტრაქტიდა. კერძოდ ამ ადგილს ანტრაქტიკულ ოაზისს უწოდებენ. აქ მიწაზე ერთი თოვლის ფიფქიც კი  არ ვარდება მთელი წლის განმავლობაში. როგორ ახსნით ამ მოვლენას?

როგორც მეცნიერებმა დაადგინეს ანტრაქტიდის ამ ტერიტორიაზე ძლიერი ქარები ქრის. ნალექი რომელიც წესით აქ უნდა მოსულიყო ამ ძლიერ ქარებს სხვაგან გადააქვს. 

500

სტივი უონდერისა და პოლ მაკკარტნის სიმღერაში ვხვდებით ტექსტს, რომელიც ასე ჟღერს: რატომ არ შეიძლება ვიცხოვროთ ჰარმონიაში, გვერდიგვერდ, როგორც აბანოზის ხემ (ebony - შავი ხე) და სპილოს ძვალმა, როგორც აქ? მაშ, სად თანაარსებობენ ჰარმონიულად სპილოს ძვალი და შავი ხე?

პიანინოს კლავიატურაზე (პიანინოზე, ფორტეპიანოზე)

500

მას შეუძლია დაარეგულიროს წნევა, მოახდინოს თრომბის ლიკვიდაცია, გააუმჯობესოს სისხლის მიმოქცევა, შეაჩეროს ანთებითი პროცესები, ხელი შეუშალოს სისხლის შედედებას და ა.შ. მასზე პირველ ცნობებს ძვ.წ-ით 130 წელს ვხვდებით. რაზეა საუბარი?

წურბელა