카지노 사이트 카지노 주사위 게임

<h1>카판 가격 7 월 2023 레스토랑, 음식 및 음료, 교통, 연료, 아파트, 호텔, 슈퍼마켓, 의류, 통화에 있는 가격</h1>

<p>일년 중 구름이 있는 때는 9월 28일 쯤이며8.0개월동안 지속되어 5월 29일경에 끝납니다. 본 보고서의 목적으로, 카판의 지리적 좌표로 위도는 39.208°, 경도는 forty six.406° 이며 고도는 774m입니다. 성장 온도 날만 기본으로, 카판의 첫 봄 꽃은 4월 5일쯤에 나타나며, 3월 22일 전 또는 4월 18일 이후에는 거의 볼 수 없습니다.</p>

<ul>
<li>이러한 구분에 의하여, 카판에서 가장 흔한 형태의 강수량은 일년을 통하여 변합니다.</li>
<li>관광 온도 점수는 인지된 온도가 10°C이하이면 zero, 18°C까지 직선으로 24°C까지 올라가며, 27°C까지 직선으로 내려가고, 32°C 이상이면 1이 됩니다.</li>
<li>바람은 대부분 동쪽에서 4월 29일에서 10월 23일까지, 5.8개월 동안 동안 오며, 가장 높은 퍼센트는 7월 26일에 85%입니다.</li>
<li>본 사이트에 있는 정보는 어떤 목적으로도 정확도 및 적절성에 관한 어떤 보증없이 제공됩니다.</li>
<li>일년 중 더 밝은 기간은 5월 19일부터 8월 23일까지 3.1개월 동안 지속되며, 평방 미터당 평균 일당 입사 단파 태양력은 6.9kWh이상 입니다.</li>
<li>본 섹션에서는 넓은 지역에 걸쳐 지면에 닫는 총 일당 단파 태양력, 하루 전체를 통한 계절적 변화를 설명하고, 지평선위의 태양 고도 및 구름 및 다른 대기 성분에의한 흡수에 관하여 설명합니다.</li>
</ul>

<p>일년 중 더 어두운 기간은 10월 27일부터 2월 14일까지 three.6개월 동안 지속되며, 평방 미터당 평균 일당 입사 단파 태양력은 three.5kWh이하 입니다. 일년 중 더 밝은 기간은 5월 19일부터 8월 23일까지 3.1개월 동안 지속되며, 평방 미터당 평균 일당 입사 단파 태양력은 6.9kWh이상 입니다. 일년 중 더 바람이 부는때는 6월 17일에서 9월 2일까지 2.5개월 동안 계속되며, 평균 풍속은 시속 10.6킬로미터이상입니다.</p>

<h2>하루에 예레반 에서 카판까지 몇번 운행되나요?</h2>

<p>12월 18일에서 2월 22일까지 2.2개월 동안 눈 만이 오는 것이 가장 흔합니다. 카판i에서 눈 만 가장 많은 날이 있는 달은 1월이며, 평균 1.0일입니다. 2월 22일에서 12월 18일까지 9.8개월 동안 비 만이 오는 것이 가장 흔합니다. 카판i에서 비 만 가장 많은 날이 있는 달은 5월이며, 평균 4.5일입니다. https://aerocentury.com/wp-content/uploads/2023/07/KakaoTalk_20230703_051155992.png 오는 날들 중에, 우리는 비만 오는, 눈만 오는 또는 비와 눈이 오는것으로 구분합니다. 이러한 구분에 의하여, 카판에서 가장 흔한 형태의 강수량은 일년을 통하여 변합니다.</p>

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<p>본 섹션은 지상 10미터에서 광역 시간당 평균 바람 벡터 (속도 및 방향)를 토의합니다. 모든 주어진 위치에서 경험하는 바람의 경험은 지역의 지형학 및 다른 요소에 매우 의존하며, 즉각적 풍속 및 방향은 시간당 평균과 매우 변동됩니다. 일년 중 눈이 오지 않는 기간은, 3월 27일부터 11월 8일까지, https://aerocentury.com/general-content-1/ 개월동안 지속됩니다 눈이 가장 적게 오는 기간은 7월 23일쯤이며, 평균 총 누적은 0밀리미터입니다.</p>

<h3>카판 에 있는 호텔은 얼마 입니까?</h3>

<p>카판의 3킬로미터내의 지형은 매우 상당한고도의 변화가 있으며 최대 고도 변화가 557미터이며 평균 해발 고도가 944미터입니다. 16킬로미터이내에, 매우 상당한 고도의 변화가 있습니다 (2,700미터). https://aerocentury.com/ui-kit/ 건조한 계절은 5.1개월 지속되며, 6월 3일에서 11월 6일까지 입니다. 카판i에서 가장 비가 적게 오는 달은 8월이며, 평균 0.9일이며 최소한 1밀리미터의 비가 옵니다. 이들 소스가 얼마나 서로가 일치 하는가 감을 얻으려면, 카판 및 그 기온 역사 및 기후를 예측하는데 기여하는 관측소들의 비교를 보실 수 있습니다. 각각 소스의 기여는 고도 및 MERA-2 데이터에 표시되는 비교적 변화에 조정되었습니다.</p>

<p>카판i에서 가장 흐린 달은 3월이며, 그 동안 하늘은 대부분 평균 흐림 또는 46% 대부분 흐림입니다. 카판i에서 가장 맑은 달은 7월이며, 그 동안 하늘은 대부분 평균 맑음, 대부분 맑음, 또는 97% 약간 흐림 97%입니다. 카판에서, 일년을 통하여 구름이 하늘을 가리는 평균 퍼센트가 계절을 통하여 심한 변화가 있습니다. 수평 축은 날짜이며, 수직 축은 하루의 시간이며, 컬러는 그날 그시간의 평균 온도입니다.</p>

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<p>관광 온도 점수는 인지된 온도가 10°C이하이면 zero, 18°C까지 직선으로 24°C까지 올라가며, 27°C까지 직선으로 내려가고, 32°C 이상이면 1이 됩니다. 년중 카판의 날씨가 얼마나 쾌적한가 하는 것을 특징 짖기 위하여, 두가지의 관광 점수를 계산합니다. 수분이 피부로부터 증발하면 몸을 냉각하기 때문에, 증발이 일어나는 것을 결정하는 이슬점에 습도 안정도를 기준합니다 낮은 이슬점은 더 건조하게, 높은 이슬점은 더 습기가 많게 느낍니다. 밤과 낮 사이에 현저히 변하는 기온과 달리, 이슬점은 더 천천히 변합니다, 따라서 온도가 밤에 떨어지더라도 후덥지근한 낮은 후덥지근한 밤으로 변합니다. 단지 달 총계만이 아닌 한달 중 변화를 보여주기위하여, 각각의 날을 중심으로 슬라이딩 31-일 기간에 걸쳐서 축적된 강우량을 보여줍니다.</p>

<p>구름 덮인 점수는 완전히 맑은 날씨는 10, 대부분 구름이 있는 것은 9로 직선적으로 내려가고, 완전이 구름 덮인 날은 1로 떨어집니다. 수평 축은 날짜이며, 수직 축은 하루의 시간이며, 컬러가 있는 영역은 달이 수평위에 있는것을 의미합니다. 수직 회색 막대(초승달) 및 청색 바(보름달)은 주요 달의 위상을 표시합니다.</p>

<p>본 사이트에 있는 정보는 어떤 목적으로도 정확도 및 적절성에 관한 어떤 보증없이 제공됩니다. 본 사이트에 제공된 내용을 근거로 결정을 내린 것에 대하여 본사는 어떤 책임도 없습니다. 본 보고서는 기후 통계 분석 시간적 기후 보고서 및 1980년 1월 1일부터 2016년 12월 31일까지 모델 재구성에 근거한, 카판의 전형적 기후를 보여줍니다. 성장 온도 날은 식물 및 동물 성자에 사용되는 축적된 연중 열의 측정이며, 최대 온도 이상은 제외하고 기본 온도 이상의 따뜻함의 정수로 정의됩니다.</p>

<p>하루중 언제든지 예레반 에서 카판까지 예약할 수 있기 때문에, 택시는 항상 좋은 선택입니다. 카판의 예상 값은 각 관측소의 개별 기여의 가중 평균으로 계산되며, 가중은 카판와 주어진 관측소 사이의 거리의 역 비례합니다. 카판의 기온 및 이슬점을 예상하는데 기여할 수 있기에 충분히 가까운 기상 관측소가 2군데 있습니다. 해안/수영장 온도 점수는 인지된 온도가 18°C이하이면 0, 24°C까지 직선으로 28°C까지 올라가며, 32°C까지 직선으로 내려가고, 38°C 이상이면 1이 됩니다.</p>

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<iframe width="563" height="318" src="https://www.youtube.com/embed/U5zCNvITJs0" frameborder="0" alt="카판" allowfullscreen></iframe>
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<p>카판에서, 년중 밝은 부분은 5월 29일경에 시작하며, four.0개월 간 지속되며 9월 28일경에 끝납니다. 현재 예레반 에서 카판까지 이동을 위해 저희 서비스를 통해540개의택시 티켓이 판매되었습니다. 고도 데이터는 나사의 제트 추진 연구소에서 출판된 셔틀 레이더 지형 미션(Shuttle Radar Topography Mission (SRTM))에서 유래됩니다. 토지 이용 데이터는 유엔 식량 농업기구에서 출판된 글로벌 토지 커버 공용 데이터베이스(Global Land Cover SHARE database) 에서 유래됩니다.</p>

<img class="alignright" style="float:right;margin-left:10px;" 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" width="308px" alt="카판">

<p>카판에서 일년중 가장 바람이 많이 부는 달은 7월이며, 평균 시간당 풍속은 시속 12.7킬로미터 입니다. 일년 중 바람이 적게 부는때는 9월 2일에서 6월 17일까지, 9.5개월 동안 계속됩니다. 카판에서 일년중 가장 고요한 달은 10월이며, 평균 시간당 풍속은 시속 8.4킬로미터 입니다. 이 재분석은 50-킬로미터 그리드로 전세계의 시간당 날씨의 기록을 재 구성하기 위하여 지구 기상 모델에서 다양한 광역 측정을 결합합니다. 본 섹션에서는 넓은 지역에 걸쳐 지면에 닫는 총 일당 단파 태양력, 하루 전체를 통한 계절적 변화를 설명하고, 지평선위의 태양 고도 및 구름 및 다른 대기 성분에의한 흡수에 관하여 설명합니다.</p>

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<iframe width="564" height="314" src="https://www.youtube.com/embed/AT5xcW8RUSE" frameborder="0" alt="카판" allowfullscreen></iframe>
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Pub: 22 Jul 2023 16:50 UTC
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