"Globe Gores" explores the challenge of representing a spherical Earth on a flat map. The blog post focuses on globe gores, which are the individual, often lens-shaped, segments printed and then meticulously applied to a sphere to create a globe. It highlights the distortions inherent in flattening these gores for printing, referencing various historical gore patterns and explaining how their shapes attempt to minimize these distortions. The post showcases examples from the Library of Congress's collection, emphasizing the craftsmanship and precision required to create these essential components of historical globes.
Spacetime maps visualize travel time by distorting geographical maps. Instead of showing distances, these maps warp space so that the distance to any point represents the time it takes to travel there from a chosen origin. Faster travel methods result in less distortion, while slower methods exaggerate distances. The map demonstrates how travel time, rather than physical distance, shapes our perception and accessibility of different locations. It allows users to select various transportation modes (car, walking, public transit) and adjust the starting point to explore how travel time changes the perceived world.
HN users generally praised the map's concept and execution. Several appreciated its ability to visualize travel time in a novel way, highlighting the dominance of air travel over geographical distance in modern times. Some pointed out interesting details revealed by the map, such as the relative isolation of Australia and New Zealand. A few users suggested potential improvements, like the inclusion of high-speed rail lines, ferry routes, and more granular city-level data. There was also discussion of the projection used and its potential distortion effects. Finally, some comments offered alternative methods for visualizing similar data, referencing existing tools or suggesting different approaches.
TheretoWhere.com lets you visualize ideal housing locations in a city based on your personalized criteria. By inputting preferences like price range, commute time, proximity to amenities (parks, groceries, etc.), and preferred neighborhood vibes, the site generates a heatmap highlighting areas that best match your needs. This allows users to quickly identify promising neighborhoods and explore potential living areas based on their individualized priorities, making the often daunting process of apartment hunting or relocation more efficient and targeted.
HN users generally found the "theretowhere" website concept interesting, but criticized its execution. Several commenters pointed out the limited and US-centric data, making it less useful for those outside major American cities. The reliance on Zillow data was also questioned, with some noting Zillow's known inaccuracies and biases. Others criticized the UI/UX, citing slow load times and a cumbersome interface. Despite the flaws, some saw potential in the idea, suggesting improvements like incorporating more data sources, expanding geographic coverage, and allowing users to adjust weighting for different preferences. A few commenters questioned the overall utility of the heatmap approach, arguing that it oversimplifies a complex decision-making process.
Summary of Comments ( 1 )
https://news.ycombinator.com/item?id=43546607
HN users discuss the practical aspects of creating globes from gores, touching on the distortions inherent in representing a 3D sphere on a 2D surface. Some commenters delve into the history of globe-making and the different projections used, while others suggest software and techniques for generating gore patterns, including open-source options like QGIS and G.Projector. A few express fascination with the intricate geometry involved, and some share personal anecdotes about building their own globes. The challenges of aligning and assembling the gores are also highlighted, with tips offered for achieving a smooth, accurate final product. Several users appreciate the Library of Congress's detailed blog post, finding it informative and inspiring.
The Hacker News post "Globe Gores" (https://news.ycombinator.com/item?id=43546607) linking to a Library of Congress blog post about globe gores has a modest number of comments, offering a few different perspectives on the topic.
Several comments focus on the practical aspects of globe construction. One user highlights the ingenuity of the gore design, allowing a flat map to be transformed into a three-dimensional sphere. Another points out the inherent distortions involved in representing a spherical surface on a flat plane, referencing the Mercator projection as a common example and mentioning how gores offer a different approach to this problem. A further comment elaborates on the challenges of creating distortion-free maps, mentioning the impossibility of perfectly representing the Earth's surface on a flat medium and linking this to the mathematics of manifolds.
Another commenter discusses the historical context of globe making, referencing the long history of this craft and its significance in navigation and exploration. They specifically note how the creation of accurate globes was a challenging technical feat in earlier eras.
One comment thread delves into the specific geometry of globe gores, discussing the calculations and considerations involved in designing them. One user questions the specific number of gores used in the example and initiates a discussion about the tradeoffs between the number of gores and the resulting distortion. Another user provides mathematical insights into these tradeoffs.
A few comments express general appreciation for the elegance and ingenuity of globe gores. One simply expresses delight at learning about this topic, while another appreciates the visual appeal of the gores themselves.
Finally, one comment pivots the discussion to digital globes, comparing and contrasting traditional globe-making techniques with modern digital representations of the Earth. They mention the prevalence of digital globes and the potential for interactive exploration offered by these tools.