Research Notes of Dolis II (Book)

	Research Notes of Dolis (#28-#54), Headmaster of the Planegazer
Aparência(s):
Autor:	Desconhecido
Gênero:	Indefinido.
Localização:	Base Secreta dos Planegazer na Gnome Deep Hub
Descrição Curta:	Relatos sobre as pesquisa dos Planegazer em busca do Cubo Perfeito.
Traduzido:
Adicionado:	11.50 (05 de dezembro de 2017)
Notas:	Encontrado e em uma das missões da Mysterious Ornate Chest Quest.
You read the following. Texto Original: Research Notes of Dolis (#28-#54), Headmaster of the Planegazers (the paper seems to be extremely old and some parts are hard to read) Comments on active projects: 28: Uncovered Planestrider Site Investigating every old hag's tale, local folklore and thread of sailor's yarn we could find has finally paid off: we found at least one site of the Planestrider's presence underwater in what appears to be a sunken city or temple (reference area 28/VI). It was completely empty but we cannot deem it safe as we had only very limited time to explore the area. Note to the craftsmen: we NEED to find a way to stay underwater for a longer time-span. Any progress on this issue is paramount. 28/2,addendum: Aquatic Danger Trying to dive deeper into the sunken area has lead us to heavy restistance. We expected some form of resistance but weren't prepared to encounter intelligent beings with weapons. One specimen could be injured and was successfully captured. All further excursions have been withdrawn until we have recovered from this skirmish. Work on analysing the creature and adding to our existing research continues in the safety of our laboratories. Note: this is quite a collection now, I will order some of these species to be transferred soon. (the next entry is full of personal notes and many parts are underlined) 29: The Cubes All cubes seem to be imperfect. I have yet to find a complete exemplar. They MUST be the key. One of my coadjutors assumes it is some kind of map, I would say it is a weapon but it may also be a key. If the map theory is true, however, there could be a way to get to the origin, we just have to look hard enough for a complete cube. An incomplete cube seems to not have any function at all. 29/2, addendum: Missing Pieces We cannot find a complete exemplar. In a joint effort we managed to secure several more cubes to analyse but not a single one was perfect. I ordered every cube that is discovered to be brought directly to me. I keep one cube with me all the time now. We have (the writings go on about the necessity of a breakthrough and the cube's potential). (all other entries are studies of the cubes, all reaching the same conclusions)     Você lê o seguinte. Tradução: