Ok obviously this doesn't mean anything but it's fun to guess anyway right? So here's my best guess on a Hyperbitcoinized word. I'd love to hear your thoughts.
Year 0 (2024): $61,000 (Current price, Up year)
Year 1 (2025): $109,800 (Up)
Year 2 (2026): $197,640 (Up)
Year 3 (2027): $158,112 (Down)
Year 4 (2028): $284,602 (Up)
Year 5 (2029): $512,284 (Up)
Year 6 (2030): $922,111 (Up)
Year 7 (2031): $737,689 (Down)
Year 8 (2032): $1,327,840 (Up)
Year 9 (2033): $2,390,112 (Up)
Year 10 (2034): $4,302,202 (Up)
Year 11 (2035): $3,441,762 (Down)
Year 12 (2036): $6,195,172 (Up)
Year 13 (2037): $11,151,310 (Up)
Year 14 (2038): $20,072,358 (Up)
Year 15 (2039): $16,057,886 (Down)
Year 16 (2040): $28,904,195 (Up)
Year 17 (2041): $52,027,551 (Up)
Year 18 (2042): $93,649,592 (Up)
Year 19 (2043): $74,919,674 (Down)
Year 20 (2044): $134,855,413 (Up)
Year 21 (2045): $242,739,743 (Up)
Year 22 (2046): $436,931,537 (Up)
Year 23 (2047): $349,545,230 (Down)
Year 24 (2048): $629,181,414 (Up)
Year 25 (2049): $27,885,000
Wanna know the cool thought. Here's what I think the prices are actually going to look like adjusting the dollar for inflation starting at the target and moving to hyperinflation.
Year 0 (2024): $61,000 (Current price, no adjustment)
Year 1 (2025): $114,275 (2% inflation)
Year 2 (2026): $211,409 (3% inflation)
Year 3 (2027): $173,355 (4% inflation)
Year 4 (2028): $322,039 (5% inflation)
Year 5 (2029): $597,783 (6% inflation)
Year 6 (2030): $1,108,935 (7% inflation)
Year 7 (2031): $915,878 (8% inflation)
Year 8 (2032): $1,699,529 (9% inflation)
Year 9 (2033): $3,153,183 (9% inflation)
Year 10 (2034): $5,847,405 (9% inflation)
Year 11 (2035): $4,834,120 (9% inflation)
Year 12 (2036): $8,969,146 (9% inflation)
Year 13 (2037): $16,637,561 (9% inflation)
Year 14 (2038): $30,861,621 (9% inflation)
Year 15 (2039): $25,512,139 (9% inflation)
Year 16 (2040): $47,324,578 (9% inflation)
Year 17 (2041): $87,781,692 (9% inflation)
Year 18 (2042): $162,839,939 (9% inflation)
Year 19 (2043): $134,628,547 (10% inflation)
Year 20 (2044): $269,257,094 (15% inflation)
Year 21 (2045): $565,439,897 (20% inflation)
Year 22 (2046): $1,243,967,773 (25% inflation)
Year 23 (2047): $2,487,935,546 (100% inflation)
Year 24 (2048): $7,463,806,638 (200% inflation)
Year 25 (2049): $29,855,226,552 (300% inflation)
OceanSlim
npub1zm…v7f60
2024-09-17 17:14:11
Author Public Key
npub1zmc6qyqdfnllhnzzxr5wpepfpnzcf8q6m3jdveflmgruqvd3qa9sjv7f60Published at
2024-09-17 17:14:11Event JSON
{
"id": "f51424a79f024cd769c8337cfcadfb4d21b521928095adb3fb902cf40397fd4d",
"pubkey": "16f1a0100d4cfffbcc4230e8e0e4290cc5849c1adc64d6653fda07c031b1074b",
"created_at": 1726593251,
"kind": 1,
"tags": [],
"content": "Ok obviously this doesn't mean anything but it's fun to guess anyway right? So here's my best guess on a Hyperbitcoinized word. I'd love to hear your thoughts. \nYear 0 (2024): $61,000 (Current price, Up year)\nYear 1 (2025): $109,800 (Up)\nYear 2 (2026): $197,640 (Up)\nYear 3 (2027): $158,112 (Down)\nYear 4 (2028): $284,602 (Up)\nYear 5 (2029): $512,284 (Up)\nYear 6 (2030): $922,111 (Up)\nYear 7 (2031): $737,689 (Down)\nYear 8 (2032): $1,327,840 (Up)\nYear 9 (2033): $2,390,112 (Up)\nYear 10 (2034): $4,302,202 (Up)\nYear 11 (2035): $3,441,762 (Down)\nYear 12 (2036): $6,195,172 (Up)\nYear 13 (2037): $11,151,310 (Up)\nYear 14 (2038): $20,072,358 (Up)\nYear 15 (2039): $16,057,886 (Down)\nYear 16 (2040): $28,904,195 (Up)\nYear 17 (2041): $52,027,551 (Up)\nYear 18 (2042): $93,649,592 (Up)\nYear 19 (2043): $74,919,674 (Down)\nYear 20 (2044): $134,855,413 (Up)\nYear 21 (2045): $242,739,743 (Up)\nYear 22 (2046): $436,931,537 (Up)\nYear 23 (2047): $349,545,230 (Down)\nYear 24 (2048): $629,181,414 (Up)\nYear 25 (2049): $27,885,000\n\nWanna know the cool thought. Here's what I think the prices are actually going to look like adjusting the dollar for inflation starting at the target and moving to hyperinflation. \n\nYear 0 (2024): $61,000 (Current price, no adjustment)\nYear 1 (2025): $114,275 (2% inflation)\nYear 2 (2026): $211,409 (3% inflation)\nYear 3 (2027): $173,355 (4% inflation)\nYear 4 (2028): $322,039 (5% inflation)\nYear 5 (2029): $597,783 (6% inflation)\nYear 6 (2030): $1,108,935 (7% inflation)\nYear 7 (2031): $915,878 (8% inflation)\nYear 8 (2032): $1,699,529 (9% inflation)\nYear 9 (2033): $3,153,183 (9% inflation)\nYear 10 (2034): $5,847,405 (9% inflation)\nYear 11 (2035): $4,834,120 (9% inflation)\nYear 12 (2036): $8,969,146 (9% inflation)\nYear 13 (2037): $16,637,561 (9% inflation)\nYear 14 (2038): $30,861,621 (9% inflation)\nYear 15 (2039): $25,512,139 (9% inflation)\nYear 16 (2040): $47,324,578 (9% inflation)\nYear 17 (2041): $87,781,692 (9% inflation)\nYear 18 (2042): $162,839,939 (9% inflation)\nYear 19 (2043): $134,628,547 (10% inflation)\nYear 20 (2044): $269,257,094 (15% inflation)\nYear 21 (2045): $565,439,897 (20% inflation)\nYear 22 (2046): $1,243,967,773 (25% inflation)\nYear 23 (2047): $2,487,935,546 (100% inflation)\nYear 24 (2048): $7,463,806,638 (200% inflation)\nYear 25 (2049): $29,855,226,552 (300% inflation)",
"sig": "c881b673817e5882457d4ec078e19c2b7b57dff519e85213b79b79b523b87115b736026620f3609ec52b0fea9afd6316dbb573a8159b3c68f5317a17acbde9bc"
}