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2000 dollars Mountain Virtual Cache

Hidden : 1/17/2024
Difficulty:
3 out of 5
Terrain:
4.5 out of 5

Size: Size:   virtual (virtual)

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Geocache Description:


南湖大山為台灣第8高峰,由於其山形壯闊穩重,因此也被稱作帝王之山,而2000元紙鈔是我們國家面額最大的鈔票,紙鈔背面的圖案就是南湖大山。

2023年的夏天,我與兩位好友一同登上了這座山,實現了許多年來的願望,途中恰好經過紙鈔的取景點,因此設置了這個虛擬寶來紀念這段旅程。

要登錄這個虛擬寶,您必須在座標處與南湖大山合照,照片必須包含南湖大山,玩家本身或是代表物

非必要選項:如果可能,CO會希望你帶著新台幣2000元紙鈔來完成這樣有趣的合照(範例如下)

Difficulty 3 : 山區氣候多變,不一定有機會完成與南湖大山合影的任務,因此我將其難度設定為3星 

溫馨提醒:座標處距離登山口約17公里,建議安排2日以上行程拜訪,以策安全

 

Nanhu Dashan is the 8th highest peak in Taiwan. Because of its majestic and steady shape, it is also called the Mountain of Kings. The 2,000-yuan banknote is the largest denomination in our country. The pattern on the back of the banknote is Nanhu Dashan.
In the summer of 2023, I climbed this mountain with two friends, fulfilling my wish for many years. We happened to pass by the filming location for banknotes, so I set up this Virtual Cache to commemorate this journey.

To log in to this virtual treasure, you must take a photo with Nanhu Dashan at the coordinates. The photo must include Nanhu Dashan, the player himself or a representative object.

Entirely optional:If possible, CO would like you to bring NT$2,000 banknotes to complete such an interesting photo (example below)

About difficulty 3 : The climate in mountainous areas is changeable, so there may not be a chance to complete the task of taking a photo with Nanhu Mountains, so I set the difficulty to 3.

Warm reminder: The coordinates are about 17 kilometers away from the trailhead. It is recommended to arrange a visit for more than 2 days for safety reasons.

 

Virtual Rewards 4.0 - 2024-2025

This Virtual Cache is part of a limited release of Virtuals created between January 17, 2024 and January 17, 2025. Only 4,000 cache owners were given the opportunity to hide a Virtual Cache. Learn more about Virtual Rewards 4.0 on the Geocaching Blog.

Additional Hints (Decrypt)

16.2X

Decryption Key

A|B|C|D|E|F|G|H|I|J|K|L|M
-------------------------
N|O|P|Q|R|S|T|U|V|W|X|Y|Z

(letter above equals below, and vice versa)