Still Life Synthesis Thread

[confocaloid]

Continued from this post...
This is an unsorted plaintext collection of maximum-density 10-by-10 54-cell still lives by Stephen Silver. The total number is 3590.
10x10.txt
How long do you suppose it would take to develop a glider synthesis for each of them?

I ran an independent search to enumerate all 54-bit 10x10 still lives, and I also found 3590 of them; however, that's before accounting for symmetries. Once rotated/reflected duplicates are removed, I think there are "only" 460 apgcodes. Here is the log file from my search (also including ten 9x9 43-bit still lives)

Code: Select all

# (10x10) xs54_9v0f9ar0rbzraar9it2qr
# (10x10) xs54_9v0f9ar0rbzrair9it2qr
# (10x10) xs54_9v0f9ar0rbzrait3or2qr
# (10x10) xs54_9v0f9ar0rbzrq2r9it2qr
# (10x10) xs54_9v0f9ar0rbzrq2rp2tiar
# (10x10) xs54_9v0f9ar0rbzrq2tj8r2qr
# (10x10) xs54_9v0f9ar0rbzrq2tj8raar
# (10x10) xs54_9v0f9ar0rbzrq2tj8riar
# (10x10) xs54_9v0f9ar0rdzraar9it2qr
# (10x10) xs54_9v0f9ar0rdzrair9it2qr
# (10x10) xs54_9v0f9ar0rdzrait3or2qr
# (10x10) xs54_9v0f9ar0rdzrq2r9it2qr
# (10x10) xs54_9v0f9ar0rdzrq2rp2tiar
# (10x10) xs54_9v0f9ar0rdzrq2tj8r2qr
# (10x10) xs54_9v0f9ar0rdzrq2tj8raar
# (10x10) xs54_9v0f9ar0rdzrq2tj8riar
# (10x10) xs54_9v0f9ar0rrzraar9it2qm
# (10x10) xs54_9v0f9ar0rrzrair9it2qm
# (10x10) xs54_9v0f9ar0rrzrait3or2qm
# (10x10) xs54_9v0f9ar0rrzrq2r9it2qm
# (10x10) xs54_9v0f9ar0rrzrq2tj8r2qm
# (10x10) xs54_9v0f9ar0v9zraar9it2qr
# (10x10) xs54_9v0f9ar0v9zrair9it2qr
# (10x10) xs54_9v0f9ar0v9zrait3or2qr
# (10x10) xs54_9v0f9ar0v9zrq2r9it2qr
# (10x10) xs54_9v0f9ar0v9zrq2rp2tiar
# (10x10) xs54_9v0f9ar0v9zrq2tj8r2qr
# (10x10) xs54_9v0f9ar0v9zrq2tj8raar
# (10x10) xs54_9v0f9ar0v9zrq2tj8riar
# (10x10) xs54_9v0f9ar1qbzraar9it2qr
# (10x10) xs54_9v0f9ar1qbzrair9it2qr
# (10x10) xs54_9v0f9ar1qbzrait3or2qr
# (10x10) xs54_9v0f9ar1qbzrq2r9it2qr
# (10x10) xs54_9v0f9ar1qbzrq2rp2tiar
# (10x10) xs54_9v0f9ar1qbzrq2tj8r2qr
# (10x10) xs54_9v0f9ar1qbzrq2tj8riar
# (10x10) xs54_9v0f9ar1qrzraar9it2qm
# (10x10) xs54_9v0f9ar1qrzrair9it2qm
# (10x10) xs54_9v0f9ar1qrzrait3or2qm
# (10x10) xs54_9v0f9ar1qrzrq2r9it2qm
# (10x10) xs54_9v0f9ar1qrzrq2tj8r2qm
# (10x10) xs54_9v0f9ar2qbzraar9it2qr
# (10x10) xs54_9v0f9ar2qbzrair9it2qr
# (10x10) xs54_9v0f9ar2qbzrait3or2qr
# (10x10) xs54_9v0f9ar2qbzrq2r9it2qr
# (10x10) xs54_9v0f9ar2qbzrq2rp2tiar
# (10x10) xs54_9v0f9ar2qbzrq2tj8r2qr
# (10x10) xs54_9v0f9ar2qbzrq2tj8riar
# (10x10) xs54_9v0f9ar2qrzraar9it2qm
# (10x10) xs54_9v0f9ar2qrzrair9it2qm
# (10x10) xs54_9v0f9ar2qrzrait3or2qm
# (10x10) xs54_9v0f9ar2qrzrq2r9it2qm
# (10x10) xs54_9v0f9ar2qrzrq2tj8r2qm
# (10x10) xs54_9v0fp2r8bdzrait2qr0rr
# (10x10) xs54_9v0fp2r8bdzrq2tiar0rr
# (10x10) xs54_9v0fp2r8bdzrq2tiar8br
# (10x10) xs54_9v0fp2r8bdzrq2tiargbr
# (10x10) xs54_9v0fp2r8brzrait2qr0rm
# (10x10) xs54_9v0fp2r8brzrait2qr0rq
# (10x10) xs54_9v0fp2r8brzrait2qr0vi
# (10x10) xs54_9v0fp2r8brzrq2tiar0rm
# (10x10) xs54_9v0fp2r8brzrq2tiar0rq
# (10x10) xs54_9v0fp2r8brzrq2tiar0vi
# (10x10) xs54_9v0fp2r8brzrq2tiar8bq
# (10x10) xs54_9v0fp2r8brzrq2tiargbq
# (10x10) xs54_9v0fp2r9arzrait2qr0rm
# (10x10) xs54_9v0fp2r9arzrait2qr0rq
# (10x10) xs54_9v0fp2r9arzrait2qr0vi
# (10x10) xs54_9v0fp2r9arzrq2tiar0rm
# (10x10) xs54_9v0fp2r9arzrq2tiar0rq
# (10x10) xs54_9v0fp2r9arzrq2tiar0vi
# (10x10) xs54_9v0fp2r9arzrq2tiar8bq
# (10x10) xs54_9v0fp2r9arzrq2tiargbq
# (10x10) xs54_9v0ra9f0rbzrair8jt2qr
# (10x10) xs54_9v0ra9f0rbzrait2pr2qr
# (10x10) xs54_9v0ra9f0rbzrq2r8jt2qr
# (10x10) xs54_9v0ra9f0rbzrq2ro3tiar
# (10x10) xs54_9v0ra9f0rbzrq2ti9r2qr
# (10x10) xs54_9v0ra9f0rbzrq2ti9riar
# (10x10) xs54_9v0ra9f0rdzrair8jt2qr
# (10x10) xs54_9v0ra9f0rdzrait2pr2qr
# (10x10) xs54_9v0ra9f0rdzrq2r8jt2qr
# (10x10) xs54_9v0ra9f0rdzrq2ro3tiar
# (10x10) xs54_9v0ra9f0rdzrq2ti9r2qr
# (10x10) xs54_9v0ra9f0rdzrq2ti9riar
# (10x10) xs54_9v0ra9f0rrzrair8jt2qm
# (10x10) xs54_9v0ra9f0rrzrait2pr2qm
# (10x10) xs54_9v0ra9f0rrzrq2r8jt2qm
# (10x10) xs54_9v0ra9f0rrzrq2ti9r2qm
# (10x10) xs54_9v0ra9n8bdzraaqbgv0rr
# (10x10) xs54_9v0ra9n8bdzraiqbgv0rr
# (10x10) xs54_9v0ra9n8bdzrair8ju0rr
# (10x10) xs54_9v0ra9n8bdzrait2qr0rr
# (10x10) xs54_9v0ra9n8bdzraiu1qr0rr
# (10x10) xs54_9v0ra9n8bdzrq2qbgv0rr
# (10x10) xs54_9v0ra9n8bdzrq2qr0vgbr
# (10x10) xs54_9v0ra9n8bdzrq2r8ju0rr
# (10x10) xs54_9v0ra9n8bdzrq2ro3ugbr
# (10x10) xs54_9v0ra9n8bdzrq2tiar0rr
# (10x10) xs54_9v0ra9n8bdzrq2tiar8br
# (10x10) xs54_9v0ra9n8bdzrq2tiargbr
# (10x10) xs54_9v0ra9n8bdzrq2uhar0rr
# (10x10) xs54_9v0ra9n8bdzrq2uhar8br
# (10x10) xs54_9v0ra9n8bdzrq2uhargbr
# (10x10) xs54_9v0ra9n8brzraaqbgv0rm
# (10x10) xs54_9v0ra9n8brzraaqbgv0rq
# (10x10) xs54_9v0ra9n8brzraaqbgv0vi
# (10x10) xs54_9v0ra9n8brzraiqbgv0rm
# (10x10) xs54_9v0ra9n8brzraiqbgv0rq
# (10x10) xs54_9v0ra9n8brzraiqbgv0vi
# (10x10) xs54_9v0ra9n8brzrair8ju0rm
# (10x10) xs54_9v0ra9n8brzrair8ju0rq
# (10x10) xs54_9v0ra9n8brzrait2qr0rm
# (10x10) xs54_9v0ra9n8brzrait2qr0rq
# (10x10) xs54_9v0ra9n8brzrait2qr0vi
# (10x10) xs54_9v0ra9n8brzraiu1qr0rm
# (10x10) xs54_9v0ra9n8brzraiu1qr0rq
# (10x10) xs54_9v0ra9n8brzraiu1qr0vi
# (10x10) xs54_9v0ra9n8brzrq2qbgv0rm
# (10x10) xs54_9v0ra9n8brzrq2qbgv0rq
# (10x10) xs54_9v0ra9n8brzrq2qbgv0vi
# (10x10) xs54_9v0ra9n8brzrq2qr0vgbq
# (10x10) xs54_9v0ra9n8brzrq2r8ju0rm
# (10x10) xs54_9v0ra9n8brzrq2r8ju0rq
# (10x10) xs54_9v0ra9n8brzrq2ro3ugbq
# (10x10) xs54_9v0ra9n8brzrq2tiar0rm
# (10x10) xs54_9v0ra9n8brzrq2tiar0rq
# (10x10) xs54_9v0ra9n8brzrq2tiar0vi
# (10x10) xs54_9v0ra9n8brzrq2tiar8bq
# (10x10) xs54_9v0ra9n8brzrq2tiargbq
# (10x10) xs54_9v0ra9n8brzrq2uhar0rm
# (10x10) xs54_9v0ra9n8brzrq2uhar0rq
# (10x10) xs54_9v0ra9n8brzrq2uhar0vi
# (10x10) xs54_9v0ra9n8brzrq2uhar8bq
# (10x10) xs54_9v0ra9n8brzrq2uhargbq
# (10x10) xs54_9v0rahf8bdzrait2qr0rr
# (10x10) xs54_9v0rahf8bdzrq2tiar0rr
# (10x10) xs54_9v0rahf8bdzrq2tiar8br
# (10x10) xs54_9v0rahf8bdzrq2tiargbr
# (10x10) xs54_9v0rahf8brzrait2qr0rm
# (10x10) xs54_9v0rahf8brzrait2qr0rq
# (10x10) xs54_9v0rahf8brzrait2qr0vi
# (10x10) xs54_9v0rahf8brzrq2tiar0rm
# (10x10) xs54_9v0rahf8brzrq2tiar0rq
# (10x10) xs54_9v0rahf8brzrq2tiar8bq
# (10x10) xs54_9v0rahf8brzrq2tiargbq
# (10x10) xs54_9v0rahv0rbzrait2qq2qr
# (10x10) xs54_9v0rahv0rbzrq2tiaq2qr
# (10x10) xs54_9v0rahv0rbzrq2tiaqaar
# (10x10) xs54_9v0rahv0rbzrq2tiaqiar
# (10x10) xs54_9v0rahv0rdzrait2qq2qr
# (10x10) xs54_9v0rahv0rdzrq2tiaq2qr
# (10x10) xs54_9v0rahv0rdzrq2tiaqaar
# (10x10) xs54_9v0rahv0rdzrq2tiaqiar
# (10x10) xs54_9v0rahv0rrzrait2qq2qm
# (10x10) xs54_9v0rahv0rrzrq2tiaq2qm
# (10x10) xs54_9v0rahv0v9zrait2qq2qr
# (10x10) xs54_9v0rahv0v9zrq2tiaq2qr
# (10x10) xs54_9v0rahv0v9zrq2tiaqaar
# (10x10) xs54_9v0rahv0v9zrq2tiaqiar
# (10x10) xs54_9v0rb8f1qbzrair8jt2qr
# (10x10) xs54_9v0rb8f1qbzrait2pr2qr
# (10x10) xs54_9v0rb8f1qbzrq2r8jt2qr
# (10x10) xs54_9v0rb8f1qbzrq2ro3tiar
# (10x10) xs54_9v0rb8f1qbzrq2ti9r2qr
# (10x10) xs54_9v0rb8f1qbzrq2ti9riar
# (10x10) xs54_9v0rb8f1qrzrair8jt2qm
# (10x10) xs54_9v0rb8f1qrzrait2pr2qm
# (10x10) xs54_9v0rb8f1qrzrq2r8jt2qm
# (10x10) xs54_9v0rb8f1qrzrq2ti9r2qm
# (10x10) xs54_9v0rb8n9arzraaqbgv0rm
# (10x10) xs54_9v0rb8n9arzraaqbgv0rq
# (10x10) xs54_9v0rb8n9arzraaqbgv0vi
# (10x10) xs54_9v0rb8n9arzraiqbgv0rm
# (10x10) xs54_9v0rb8n9arzraiqbgv0rq
# (10x10) xs54_9v0rb8n9arzraiqbgv0vi
# (10x10) xs54_9v0rb8n9arzrair8ju0rm
# (10x10) xs54_9v0rb8n9arzrair8ju0rq
# (10x10) xs54_9v0rb8n9arzrait2qr0rm
# (10x10) xs54_9v0rb8n9arzrait2qr0rq
# (10x10) xs54_9v0rb8n9arzrait2qr0vi
# (10x10) xs54_9v0rb8n9arzraiu1qr0rm
# (10x10) xs54_9v0rb8n9arzraiu1qr0rq
# (10x10) xs54_9v0rb8n9arzraiu1qr0vi
# (10x10) xs54_9v0rb8n9arzrq2qbgv0rm
# (10x10) xs54_9v0rb8n9arzrq2qbgv0rq
# (10x10) xs54_9v0rb8n9arzrq2qbgv0vi
# (10x10) xs54_9v0rb8n9arzrq2qr0vgbq
# (10x10) xs54_9v0rb8n9arzrq2r8ju0rm
# (10x10) xs54_9v0rb8n9arzrq2r8ju0rq
# (10x10) xs54_9v0rb8n9arzrq2ro3ugbq
# (10x10) xs54_9v0rb8n9arzrq2tiar0rm
# (10x10) xs54_9v0rb8n9arzrq2tiar0rq
# (10x10) xs54_9v0rb8n9arzrq2tiargbq
# (10x10) xs54_9v0rb8n9arzrq2uhar0rm
# (10x10) xs54_9v0rb8n9arzrq2uhar0rq
# (10x10) xs54_9v0rb8n9arzrq2uhargbq
# (10x10) xs54_9v0rbgf9arzrait2qr0rm
# (10x10) xs54_9v0rbgf9arzrait2qr0rq
# (10x10) xs54_9v0rbgf9arzrq2tiar0rm
# (10x10) xs54_9v0rbgf9arzrq2tiar0rq
# (10x10) xs54_9v0rbgf9arzrq2tiargbq
# (10x10) xs54_9v0rbgv1qbzrait2qq2qr
# (10x10) xs54_9v0rbgv1qbzrq2tiaq2qr
# (10x10) xs54_9v0rbgv1qbzrq2tiaqaar
# (10x10) xs54_9v0rbgv1qbzrq2tiaqiar
# (10x10) xs54_9v0rbgv1qrzrait2qq2qm
# (10x10) xs54_9v0rbgv1qrzrq2tiaq2qm
# (10x10) xs54_9v0rq1v0rbzraaqait2qr
# (10x10) xs54_9v0rq1v0rbzraiqait2qr
# (10x10) xs54_9v0rq1v0rbzrq2qait2qr
# (10x10) xs54_9v0rq1v0rbzrq2qq2tiar
# (10x10) xs54_9v0rq1v0rdzraaqait2qr
# (10x10) xs54_9v0rq1v0rdzraiqait2qr
# (10x10) xs54_9v0rq1v0rdzrq2qait2qr
# (10x10) xs54_9v0rq1v0rdzrq2qq2tiar
# (10x10) xs54_9v0rq1v0rrzraaqait2qm
# (10x10) xs54_9v0rq1v0rrzraiqait2qm
# (10x10) xs54_9v0rq1v0rrzrq2qait2qm
# (10x10) xs54_9v0rq1v0v9zraaqait2qr
# (10x10) xs54_9v0rq1v0v9zraiqait2qr
# (10x10) xs54_9v0rq1v0v9zrq2qait2qr
# (10x10) xs54_9v0rq1v0v9zrq2qq2tiar
# (10x10) xs54_9v0rr0v1qbzraaqait2qr
# (10x10) xs54_9v0rr0v1qbzraiqait2qr
# (10x10) xs54_9v0rr0v1qbzrq2qait2qr
# (10x10) xs54_9v0rr0v1qbzrq2qq2tiar
# (10x10) xs54_9v0rr0v1qrzraaqait2qm
# (10x10) xs54_9v0rr0v1qrzraiqait2qm
# (10x10) xs54_9v0rr0v1qrzrq2qait2qm
# (10x10) xs54_9v0v1qb8bdzrait2qr0rr
# (10x10) xs54_9v0v1qb8bdzrq2tiar0rr
# (10x10) xs54_9v0v1qb8bdzrq2tiargbr
# (10x10) xs54_9v0v1qb8brzrait2qr0rm
# (10x10) xs54_9v0v1qb8brzrait2qr0rq
# (10x10) xs54_9v0v1qb8brzrq2tiar0rm
# (10x10) xs54_9v0v1qb8brzrq2tiar0rq
# (10x10) xs54_9v0v1qb8brzrq2tiargbq
# (10x10) xs54_9v0v1qb9arzrait2qr0rm
# (10x10) xs54_9v0v1qb9arzrait2qr0rq
# (10x10) xs54_9v0v1qb9arzrq2tiar0rm
# (10x10) xs54_9v0v1qb9arzrq2tiar0rq
# (10x10) xs54_9v0v1qb9arzrq2tiargbq
# (10x10) xs54_9v0v1qbaarzrait2qr0rm
# (10x10) xs54_9v0v1qbaarzrait2qr0rq
# (10x10) xs54_9v0v1qbaarzrq2tiar0rm
# (10x10) xs54_9v0v1qbaarzrq2tiar0rq
# (10x10) xs54_9v0v1qbaarzrq2tiargbq
# (10x10) xs54_9v0v1qr0rbzrait2qq2qr
# (10x10) xs54_9v0v1qr0rbzrq2tiaq2qr
# (10x10) xs54_9v0v1qr0rbzrq2tiaqaar
# (10x10) xs54_9v0v1qr0rbzrq2tiaqiar
# (10x10) xs54_9v0v1qr0rdzrait2qq2qr
# (10x10) xs54_9v0v1qr0rdzrq2tiaq2qr
# (10x10) xs54_9v0v1qr0rdzrq2tiaqaar
# (10x10) xs54_9v0v1qr0rdzrq2tiaqiar
# (10x10) xs54_9v0v1qr0rrzrait2qq2qm
# (10x10) xs54_9v0v1qr0rrzrq2tiaq2qm
# (10x10) xs54_9v0v1qr1qbzrait2qq2qr
# (10x10) xs54_9v0v1qr1qbzrq2tiaq2qr
# (10x10) xs54_9v0v1qr1qbzrq2tiaqiar
# (10x10) xs54_9v0v1qr1qrzrait2qq2qm
# (10x10) xs54_9v0v1qr1qrzrq2tiaq2qm
# (10x10) xs54_9v0vhar0rbzraiqait2qr
# (10x10) xs54_9v0vhar0rbzrq2qait2qr
# (10x10) xs54_9v0vhar0rbzrq2qq2tiar
# (10x10) xs54_9v0vhar0rdzraiqait2qr
# (10x10) xs54_9v0vhar0rdzrq2qait2qr
# (10x10) xs54_9v0vhar0rdzrq2qq2tiar
# (10x10) xs54_9v0vhar0rrzraiqait2qm
# (10x10) xs54_9v0vhar0rrzrq2qait2qm
# (10x10) xs54_9v0vhar1qbzraiqait2qr
# (10x10) xs54_9v0vhar1qbzrq2qait2qr
# (10x10) xs54_9v0vhar1qbzrq2qq2tiar
# (10x10) xs54_9v0vhar1qrzraiqait2qm
# (10x10) xs54_9v0vhar1qrzrq2qait2qm
# (10x10) xs54_bq1f8br0rbzrair9it2qr
# (10x10) xs54_bq1f8br0rbzrait3or2qr
# (10x10) xs54_bq1f8br0rbzrq2r9it2qr
# (10x10) xs54_bq1f8br0rbzrq2rp2tiar
# (10x10) xs54_bq1f8br0rbzrq2tj8r2qr
# (10x10) xs54_bq1f8br0rbzrq2tj8riar
# (10x10) xs54_bq1f8br0rdzrair9it2qr
# (10x10) xs54_bq1f8br0rdzrait3or2qr
# (10x10) xs54_bq1f8br0rdzrq2r9it2qr
# (10x10) xs54_bq1f8br0rdzrq2rp2tiar
# (10x10) xs54_bq1f8br0rdzrq2tj8r2qr
# (10x10) xs54_bq1f8br0rdzrq2tj8riar
# (10x10) xs54_bq1f8br0rrzrair9it2qm
# (10x10) xs54_bq1f8br0rrzrait3or2qm
# (10x10) xs54_bq1f8br0rrzrq2r9it2qm
# (10x10) xs54_bq1f8br0rrzrq2tj8r2qm
# (10x10) xs54_bq1fo3r8bdzrait2qr0rr
# (10x10) xs54_bq1fo3r8bdzrq2tiar0rr
# (10x10) xs54_bq1fo3r8bdzrq2tiargbr
# (10x10) xs54_bq1fo3r8brzrait2qr0rm
# (10x10) xs54_bq1fo3r8brzrait2qr0rq
# (10x10) xs54_bq1fo3r8brzrq2tiar0rm
# (10x10) xs54_bq1fo3r8brzrq2tiar0rq
# (10x10) xs54_bq1fo3r8brzrq2tiargbq
# (10x10) xs54_bq1ra9f0rbzrair8jt2qr
# (10x10) xs54_bq1ra9f0rbzrait2pr2qr
# (10x10) xs54_bq1ra9f0rbzrq2r8jt2qr
# (10x10) xs54_bq1ra9f0rbzrq2ro3tiar
# (10x10) xs54_bq1ra9f0rbzrq2ti9r2qr
# (10x10) xs54_bq1ra9f0rbzrq2ti9riar
# (10x10) xs54_bq1ra9f0rdzrair8jt2qr
# (10x10) xs54_bq1ra9f0rdzrait2pr2qr
# (10x10) xs54_bq1ra9f0rdzrq2r8jt2qr
# (10x10) xs54_bq1ra9f0rdzrq2ro3tiar
# (10x10) xs54_bq1ra9f0rdzrq2ti9r2qr
# (10x10) xs54_bq1ra9f0rdzrq2ti9riar
# (10x10) xs54_bq1ra9f0rrzrair8jt2qm
# (10x10) xs54_bq1ra9f0rrzrait2pr2qm
# (10x10) xs54_bq1ra9f0rrzrq2r8jt2qm
# (10x10) xs54_bq1ra9n8bdzraiqbgv0rr
# (10x10) xs54_bq1ra9n8bdzrair8ju0rr
# (10x10) xs54_bq1ra9n8bdzrait2qr0rr
# (10x10) xs54_bq1ra9n8bdzraiu1qr0rr
# (10x10) xs54_bq1ra9n8bdzrq2qbgv0rr
# (10x10) xs54_bq1ra9n8bdzrq2qr0vgbr
# (10x10) xs54_bq1ra9n8bdzrq2r8ju0rr
# (10x10) xs54_bq1ra9n8bdzrq2ro3ugbr
# (10x10) xs54_bq1ra9n8bdzrq2tiar0rr
# (10x10) xs54_bq1ra9n8bdzrq2tiargbr
# (10x10) xs54_bq1ra9n8bdzrq2uhar0rr
# (10x10) xs54_bq1ra9n8bdzrq2uhargbr
# (10x10) xs54_bq1ra9n8brzraiqbgv0rm
# (10x10) xs54_bq1ra9n8brzraiqbgv0rq
# (10x10) xs54_bq1ra9n8brzrair8ju0rm
# (10x10) xs54_bq1ra9n8brzrair8ju0rq
# (10x10) xs54_bq1ra9n8brzrait2qr0rm
# (10x10) xs54_bq1ra9n8brzrait2qr0rq
# (10x10) xs54_bq1ra9n8brzraiu1qr0rm
# (10x10) xs54_bq1ra9n8brzraiu1qr0rq
# (10x10) xs54_bq1ra9n8brzrq2qbgv0rm
# (10x10) xs54_bq1ra9n8brzrq2qbgv0rq
# (10x10) xs54_bq1ra9n8brzrq2qr0vgbq
# (10x10) xs54_bq1ra9n8brzrq2r8ju0rm
# (10x10) xs54_bq1ra9n8brzrq2r8ju0rq
# (10x10) xs54_bq1ra9n8brzrq2tiar0rm
# (10x10) xs54_bq1ra9n8brzrq2tiar0rq
# (10x10) xs54_bq1ra9n8brzrq2tiargbq
# (10x10) xs54_bq1ra9n8brzrq2uhar0rm
# (10x10) xs54_bq1ra9n8brzrq2uhar0rq
# (10x10) xs54_bq1ra9n8brzrq2uhargbq
# (10x10) xs54_bq1rahf8bdzrait2qr0rr
# (10x10) xs54_bq1rahf8bdzrq2tiar0rr
# (10x10) xs54_bq1rahf8bdzrq2tiargbr
# (10x10) xs54_bq1rahf8brzrait2qr0rm
# (10x10) xs54_bq1rahf8brzrait2qr0rq
# (10x10) xs54_bq1rahf8brzrq2tiar0rm
# (10x10) xs54_bq1rahf8brzrq2tiar0rq
# (10x10) xs54_bq1rahv0rbzrait2qq2qr
# (10x10) xs54_bq1rahv0rbzrq2tiaq2qr
# (10x10) xs54_bq1rahv0rbzrq2tiaqiar
# (10x10) xs54_bq1rahv0rdzrait2qq2qr
# (10x10) xs54_bq1rahv0rdzrq2tiaq2qr
# (10x10) xs54_bq1rahv0rdzrq2tiaqiar
# (10x10) xs54_bq1rahv0rrzrait2qq2qm
# (10x10) xs54_bq1rahv0rrzrq2tiaq2qm
# (10x10) xs54_bq1rq1v0rbzraiqait2qr
# (10x10) xs54_bq1rq1v0rbzrq2qait2qr
# (10x10) xs54_bq1rq1v0rbzrq2qq2tiar
# (10x10) xs54_bq1rq1v0rdzraiqait2qr
# (10x10) xs54_bq1rq1v0rdzrq2qait2qr
# (10x10) xs54_bq1rq1v0rdzrq2qq2tiar
# (10x10) xs54_bq1rq1v0rrzraiqait2qm
# (10x10) xs54_bq1rq1v0rrzrq2qait2qm
# (10x10) xs54_bq1v0rb8bdzrait2qr0rr
# (10x10) xs54_bq1v0rb8bdzrq2tiar0rr
# (10x10) xs54_bq1v0rb8bdzrq2tiargbr
# (10x10) xs54_bq1v0rb8brzrait2qr0rm
# (10x10) xs54_bq1v0rb8brzrait2qr0rq
# (10x10) xs54_bq1v0rb8brzrq2tiar0rq
# (10x10) xs54_bq1v0rr0rbzrait2qq2qr
# (10x10) xs54_bq1v0rr0rbzrq2tiaq2qr
# (10x10) xs54_bq1v0rr0rbzrq2tiaqiar
# (10x10) xs54_bq1v0rr0rdzrait2qq2qr
# (10x10) xs54_bq1v0rr0rdzrq2tiaq2qr
# (10x10) xs54_bq1v0rr0rdzrq2tiaqiar
# (10x10) xs54_bq1v0rr0rrzrait2qq2qm
# (10x10) xs54_bq1v0rr0rrzrq2tiaq2qm
# (10x10) xs54_bq1vgbr0rbzraiqait2qr
# (10x10) xs54_bq1vgbr0rbzrq2qait2qr
# (10x10) xs54_bq1vgbr0rbzrq2qq2tiar
# (10x10) xs54_bq1vgbr0rdzraiqait2qr
# (10x10) xs54_bq1vgbr0rdzrq2qait2qr
# (10x10) xs54_bq1vgbr0rdzrq2qq2tiar
# (10x10) xs54_bq1vgbr0rrzraiqait2qm
# (10x10) xs54_bq1vgbr0rrzrq2qait2qm
# (10x10) xs54_br0f9ar0rbzrair9it2qr
# (10x10) xs54_br0f9ar0rbzrait3or2qr
# (10x10) xs54_br0f9ar0rbzrq2r9it2qr
# (10x10) xs54_br0f9ar0rbzrq2rp2tiar
# (10x10) xs54_br0f9ar0rbzrq2tj8r2qr
# (10x10) xs54_br0f9ar0rbzrq2tj8riar
# (10x10) xs54_br0f9ar0rrzrair9it2qm
# (10x10) xs54_br0f9ar0rrzrait3or2qm
# (10x10) xs54_br0f9ar0rrzrq2r9it2qm
# (10x10) xs54_br0f9ar1qrzrair9it2qm
# (10x10) xs54_br0f9ar1qrzrait3or2qm
# (10x10) xs54_br0f9ar1qrzrq2r9it2qm
# (10x10) xs54_br0fp2r9arzrait2qr0rm
# (10x10) xs54_br0fp2r9arzrait2qr0rq
# (10x10) xs54_br0fp2r9arzrq2tiar0rq
# (10x10) xs54_br0ra9f0rdzrair8jt2qr
# (10x10) xs54_br0ra9f0rdzrait2pr2qr
# (10x10) xs54_br0ra9f0rdzrq2ro3tiar
# (10x10) xs54_br0ra9f0rdzrq2ti9riar
# (10x10) xs54_br0ra9f0rrzrait2pr2qm
# (10x10) xs54_br0ra9n8bdzraiqbgv0rr
# (10x10) xs54_br0ra9n8bdzrait2qr0rr
# (10x10) xs54_br0ra9n8bdzraiu1qr0rr
# (10x10) xs54_br0ra9n8bdzrq2qbgv0rr
# (10x10) xs54_br0ra9n8bdzrq2qr0vgbr
# (10x10) xs54_br0ra9n8bdzrq2tiar0rr
# (10x10) xs54_br0ra9n8bdzrq2tiargbr
# (10x10) xs54_br0ra9n8bdzrq2uhar0rr
# (10x10) xs54_br0ra9n8bdzrq2uhargbr
# (10x10) xs54_br0ra9n8brzraiqbgv0rm
# (10x10) xs54_br0ra9n8brzraiqbgv0rq
# (10x10) xs54_br0ra9n8brzraiu1qr0rm
# (10x10) xs54_br0ra9n8brzraiu1qr0rq
# (10x10) xs54_br0ra9n8brzrq2qbgv0rm
# (10x10) xs54_br0ra9n8brzrq2qbgv0rq
# (10x10) xs54_br0ra9n8brzrq2tiar0rq
# (10x10) xs54_br0ra9n8brzrq2uhar0rq
# (10x10) xs54_br0rb8f1qrzrair8jt2qm
# (10x10) xs54_br0rb8f1qrzrait2pr2qm
# (10x10) xs54_br0rb8n9arzraiqbgv0rm
# (10x10) xs54_br0rb8n9arzraiqbgv0rq
# (10x10) xs54_br0rb8n9arzrair8ju0rm
# (10x10) xs54_br0rb8n9arzrait2qr0rm
# (10x10) xs54_br0rb8n9arzrait2qr0rq
# (10x10) xs54_br0rb8n9arzraiu1qr0rm
# (10x10) xs54_br0rb8n9arzraiu1qr0rq
# (10x10) xs54_br0rb8n9arzrq2qbgv0rm
# (10x10) xs54_br0rb8n9arzrq2qbgv0rq
# (10x10) xs54_br0rbgf9arzrait2qr0rm
# (10x10) xs54_br0rbgv1qrzrait2qq2qm
# (10x10) xs54_br0rq1v0rbzraiqait2qr
# (10x10) xs54_br0rq1v0rbzrq2qait2qr
# (10x10) xs54_br0rq1v0rbzrq2qq2tiar
# (10x10) xs54_br0rq1v0rdzraiqait2qr
# (10x10) xs54_br0rq1v0rdzrq2qq2tiar
# (10x10) xs54_br0rr0v1qrzraiqait2qm
# (10x10) xs54_br0rr0v1qrzrq2qait2qm
# (10x10) xs54_br0v1qb8brzrait2qr0rm
# (10x10) xs54_br0v1qb9arzrait2qr0rm
# (10x10) xs54_br0v1qr1qrzrait2qq2qm
# (10x10) xs54_br0vhar1qrzraiqait2qm
# (10x10) xs54_db8bb8n9arzrbgrbgv0rm
# (10x10) xs54_db8bb8n9arzrbgv1qr0rm
# (10x10) xs54_db8fhar1qrzrbgrait2qm
# (10x10) xs54_db8n9ab9arzrbgrahv0rm
# (10x10) xs54_db8n9ar1qrzrbgrait2qm
# (10x10) xs54_db8n9ar1qrzrbgu3or2qm
# (10x10) xs54_db8n9ir9arzrbgraiu0rm
# (10x10) xs54_db8np2r9arzrbgu2qr0rm
# [maxdensity_10x10.txt] : 460 apgcodes (460 54-bit).
# (9x9) xs43_6t1qb9c5jzd58f0f95d
# (9x9) xs43_6t1qb9c5jzdb078f1dd
# (9x9) xs43_bd0u1f8bdz39d58f1db
# (9x9) xs43_bd0u1f8bdz39e1dd1db
# (9x9) xs43_bd0u1f8bdzbd1e95d93
# (9x9) xs43_bd0u1f8bdzdb078f1db
# (9x9) xs43_bdg6p78bdzdb078f1db
# (9x9) xs43_db8b9q3pmzbd1f8368d
# (9x9) xs43_db8bdge9jzbd1f870bd
# (9x9) xs43_j5c9bq1dmzdd1f870bd
# [maxdensity_9x9.txt] : 10 apgcodes (10 43-bit).

[KtT]

xs30_xo81v079czraai21zw11 in 10G, down from 11G. The synthesis cost of eater 3 is lowered by 1 glider.

Code: Select all

x = 29, y = 39, rule = B3/S23
10bo$10bobo$10b2o8$12bo$11bo$11b3o2$obo$b2o$bo3bobo$5b2o$6bo$11bo$10b
o$10b3o2$14bo$14bobo$14b2o10bo$26bobo$26b2o4$b2o19bo$2b2o16b2o$bo19b2o
3$23b2o$22b2o$24bo!

[confocaloid]

Is there a converter from xs26_33gv1qr1qr to xs29_rbgrbgv1qr?

Code: Select all

x = 31, y = 5, rule = B3/S23
2ob2ob2o13b2ob2ob2obo$2ob2obo14b2ob2obob2o$6bo6bobobo9bo$2ob2obob2o11b
2ob2obob2o$ob2ob2ob2o11bob2ob2ob2o!

Soup-based 24G synthesis for xs26_33gv1qr1qr (previously unsynthed):
Edit (2024-02-15): processed in https://gitlab.com/hatsya/open-source/c ... 6177766160

Code: Select all

x = 580, y = 74, rule = B3/S23
412bo$14bobo395bobo$14b2o396b2o$15bo5$528b2ob2ob2o$2bo71b2o78b2o78b2o
78b2o88b2o123bob2ob2o$obo4bobo63bo2bo76bo2bo76bo2bo76bo2bo86bo2bo122bo
$b2o4b2o65b2o78b2o78b2o78b2o88b2o120b2obob2ob2o$8bo70bo79bo79bo79bo89b
o116b2ob2ob2obo$79bo79bo79bo79bo89bo$79bo79bo79bo79bo89bo$174bo373bo$
81bo79bo11bo67bo79bo89bo117bo17bobo$81bo79bo11b3o65bo79bo89bo111bo5bo
17bobo$81bo79bo79bo79bo89bo87b2o21bobo4bo18bo$250b2o78b2o88b2o77b2o21b
obo12b2o$250b2o78b2o88b2o101bo13b2o$9b3o154bo79bo79bo89bo$9bo156bo79bo
79bo89bo$10bo155bo79bo79bo89bo$176b2o$162b3o3b3o5bobo45bo17b3o3b3o71b
3o3b3o81b3o3b3o$176bo45bobo$160bo5bo56b2o15bo5bo64b2o7bo5bo74b2o7bo5bo
$159bobo4bo60b2o10bobo4bo64b2o6bobo4bo74b2o6bobo4bo114b3o$159bobo4bo
61b2o9bobo4bo72bobo4bo82bobo4bo98b2o$160bo66bo12bo79bo89bo104b2o12bo5b
o$75bo453bo5bo$75b2o4bo447bo5bo$74bobo2b2o230b2o88b2o116b3o$80b2o140b
2o87b2o88b2o128b3o$223b2o256b3o33bo5bo$222bo260bo33bo5bo26bo$482bo34bo
5bo26bo$550bo$519b3o$408b3o135b3o3b3o15b3o$570bo$406bo5bo137bo20bo$66b
3o337bo5bo137bo$68bo337bo5bo127b2o8bo$67bo472b2o$321b3o84b3o$321bo$
313bo8bo$313b2o194b3o$312bobo196bo46bo$510bo46b2o$557bobo$550b3o$489b
3o58bo$491bo59bo$490bo$574b3o$574bo$506b3o66bo$508bo$507bo10$577b3o$
577bo$578bo!

The soup also produces lightweight spaceships:

Code: Select all

#C Soup o_FpFaSVekwq2F217096333 was found on 2022-11-09 at 18:31:13 UTC and is owned by TechnobladeNeverDies@opensciencegrid
#C https://catagolue.hatsya.com/object/xs26_33gv1qr1qr/b3s23
x = 32, y = 32, rule = B3/S23
boooobbbbobbbobooobooobbobbbbobb$
boobobbboboooboobboboobobbbbbboo$
obobbbbbooobobobbbbbbooobboobooo$
bbbobbbboooobooobboobbbobbooobbo$
bbooboboobbbboobobbobbobbbbbbboo$
bboobobbobbooboboboboboboboobbbb$
bbbbbboooobbbbobbbbooooobobbbbbb$
obbbboboobbbbobboboobooboobobbbb$
booobboboboobbobooobobboooooooob$
bboboooobobooobbobbbooobbobboobo$
ooobbboobobobooobbobobbobbbbooob$
oobbbooboooobobooboboooobbobobob$
obbooboobbbboobbbooobbobbbobboob$
bobobobooboooobobbooooobobboobbo$
obbbbbbbobbbobobbobbboboboooooob$
obbboobooobobbbbbboboobbbbbboboo$
oobobbbbbboobobbbbbboboooboobbbo$
boooooobobobbbobbobobbbobbbbbbbo$
obboobbobooooobbobooooboobobobob$
boobbobbbobbooobbboobbbbooboobbo$
bobobobbooooboboobobooooboobbboo$
booobbbbobbobobboooboboboobbbooo$
oboobbobbooobbbobboooboboooobobb$
boooooooobbobooobobboobobobbooob$
bbbboboobooboobobbobbbboobobbbbo$
bbbbbbobooooobbbbobbbboooobbbbbb$
bbbbooboboboboboboboobbobboboobb$
oobbbbbbbobbobboboobbbbooboboobb$
obbooobbobbboobboooboooobbbbobbb$
oooboobbooobbbbbbobobooobbbbbobo$
oobbbbbboboobobboobooobobbboboob$
bbobbbbobbooobooobobbbobbbboooob!

[Goldtiger997]

Is there a converter from xs26_33gv1qr1qr to xs29_rbgrbgv1qr?

Code: Select all

x = 31, y = 5, rule = B3/S23
2ob2ob2o13b2ob2ob2obo$2ob2obo14b2ob2obob2o$6bo6bobobo9bo$2ob2obob2o11b
2ob2obob2o$ob2ob2ob2o11bob2ob2ob2o!

Here's one I found with QuFince:

Code: Select all

x = 29, y = 28, rule = B3/S23
o$b2o$2o$9bo$10bo$8b3o2$5bo$6b2o$5b2o5$21b2ob2ob2o$22bob2ob2o$22bo$8b
3o8b2obob2ob2o$10bo8b2ob2ob2obo$9bo6$7b3o$9bo$8bo!

[carsoncheng]

xs20_cq231eoz012311 (Shuriken) in 8G, down from 10G:

Code: Select all

x = 25, y = 25, rule = B3/S23
23bo$obo18b2o$b2o19b2o$bo$11bo$12bo$10b3o4$18bo$18bobo$5b2o11b2o$4bob
o$6bo4$12b3o$12bo$13bo$23bo$b2o19b2o$2b2o18bobo$bo!

[confocaloid]

Is there a synthesis component for this?

Code: Select all

x = 40, y = 10, rule = B3/S23
4b2ob2o13bo8b2ob2ob2o$4b2obobo20bobob2obobo$8b2o13bo6b2o6b2o2$2o6b2o4b
obobobobobo5b2o6b2o$2o6b2o20b2o6b2o$23bo$2o6b2o20b2o6b2o$obob2obobo12b
o7bobob2obobo$b2ob2ob2o22b2ob2ob2o!

Yes, here's one (in two stages) found with QuFince:

Code: Select all

x = 85, y = 26, rule = B3/S23
63bo$64b2o16bo$63b2o4bo10b2o$2bo6bobo55bobo11b2o$obo7b2o56b2o$b2o7bo6$
75b2o$75b2o3$19b2ob2o55b2ob2o$19b2obobo50b2o2b2obobo$23b2o50b2o6b2o$7b
2o$8b2o5b2o6b2o50b2o6b2o$7bo7b2o6b2o50b2o6b2o2$15b2o6b2o50b2o6b2o$2b3o
10bobob2obobo50bobob2obobo$4bo11b2ob2ob2o52b2ob2ob2o$3bo!

48G xs40_ml303303lmzdlo0oo0old (previously unsynthed) using that component:

Code: Select all

x = 680, y = 35, rule = B3/S23
8bo$7bo208bo$7b3o76bo130bo$14bo71bobo126b3o$13bo72b2o$13b3o2$222bo$
120bo52bo47bo$114bobo2bo47bobo2bo48b3o405bo$59b2o48b2o4b2o2b3o37b2ob2o
4b2o2b3o34b2ob2ob2o42b2ob2ob2o42b2ob2ob2o42b2ob2ob2o42b2ob2ob2o42b2ob
2ob2o42b2ob2ob2o42b2ob2ob2o42b2ob2ob2o11bo30b2ob2ob2o$58bobo47bobo4bo
42bobob2o4bo39bobob2ob2o7b2o32bobob2obobo40bobob2obobo40bobob2obobo40b
obob2obobo40bobob2obobo40bobob2obobo40bobob2obobo40bobob2obobo10b3o27b
obob2obobo$58b2o48b2o48b2o48b2o14bobo31b2o6b2o40b2o6b2o40b2o6b2o3bo36b
2o6b2o40b2o6b2o40b2o6b2o40b2o6b2o40b2o6b2o40b2o6b2o$bo222bo145bo102bob
o98b2o$b2o55b2o48b2o48b2o48b2o48b2o48b2o48b2o10b3o35b2o48b2o13b2o33b2o
48b2o13bobo32b2o6b2o7bo32b2o6b2o$obo55b2o48b2o48b2o48b2o48b2o48b2o12bo
35b2o48b2o48b2o14bo33b2o21bo26b2o13b2o33b2o6b2o5b2o33b2o6b2o$321bo94bo
49bo49b2o13bobo32b2o56b2o$4b2o4bo47b2o48b2o48b2o48b2o48b2o48b2o11b3o
34b2o13bo34b2o5bobo3bo36b2o5bobo8bo31b2o5bobo13b2o25b2o5bobo7b3o30b2o
48b2o6b2o$3bobo3b2o47bobo4bo42bobob2o44bobob2o44bobob2o44bobob2o44bobo
b2o44bobob2o7b2o35bobob2o2b2ob2o37bobob2o2bo9bobo29bobob2o2bo41bobob2o
2bo8bo32bobob2o44bobob2o2b2o$5bo3bobo47b2o4b2o2b3o37b2ob2o45b2ob2o45b
2ob2o45b2ob2o12bo32b2obo2bo43b2obo9b2o35b2obo7b2o37b2obo13b2o31b2obo
15b3o28b2obo13bo32b2ob2o45b2ob2o$64bobo2bo205b2o37b2o48bo49bo49bo49bo
13bo35bo$70bo200b2o2bobo85b2o9b2o37b2o7b3o38b2o10bo37b2o14bo33b2o$272b
2o100bobo45bo51b2o190b2o$271bo102bo8bo39bo50bobo46bo142b2o$6bo375b2o
139b2o$6b2o128b2o51b2o191bobo137bobo$5bobo128bobo50bobo122b2o$136bo52b
o80bo34b2o6b2o5b3o$270b2o34b2o7bo4bo$269bobo33bo3b3o9bo300bo7b2o$309bo
311b2o7bobo40b2o$310bo310bobo6bo29b2o11bobo$283bo288b3o86b2o10bo4b2o$
282b2o288bo87bo16b2o$282bobo288bo105bo!

[dvgrn]

48G xs40_ml303303lmzdlo0oo0old (previously unsynthed) using that component...

Here's a 32G recipe making more use of the same component:

Code: Select all

x = 658, y = 40, rule = B3/S23
268bo207bo$267bo209b2o16bo$249bo17b3o206b2o4bo10b2o$247bobo100bobo42bo
6bobo75bobo11b2o$248b2o100b2o41bobo7b2o76b2o$351bo42b2o7bo2$252bobo94b
o$253b2o93bo$253bo15bo78b3o$267b2o$268b2o218b2o$obo485b2o$b2o$bo107bo$
92b2o14bo63b2o78b2o78b2ob2o3b2o70b2ob2o75b2ob2o72b2ob2ob2o72b2ob2ob2o$
92b2o14b3o61b2o78b2o78b2ob2o3b2o70b2obobo70b2o2b2obobo70bobob2obobo70b
obob2obobo$416b2o70b2o6b2o70b2o6b2o56bobo11b2o6b2o$400b2o233b2o$88b2o
6b2o7bo62b2o6b2o70b2o6b2o70b2o6b2o63b2o5b2o6b2o70b2o6b2o70b2o6b2o57bo
12b2o6b2o$7b3o78b2o6b2o5b2o63b2o6b2o70b2o6b2o70b2o6b2o12bo49bo7b2o6b2o
70b2o6b2o70b2o6b2o70b2o6b2o$9bo3bo90b2o243b2o$8bo3b2o162b2o78b2o78b2o
11bobo64b2o78b2o78b2o78b2o$12bobo77b2o78b2o2b2o74b2obobo74b2obobo57b3o
14b2obobo74b2obobo74b2obobo66b2o3b2ob2obobo$92b2o78b2o78b2ob2o75b2ob2o
60bo14b2ob2o75b2ob2o75b2ob2o67b2o3b2ob2ob2o$396bo2$176b2o$176b2o378b2o
$557b2o$19b2o535bo15bo62b3o$18b2o551b2o64bo$20bo550bobo62bo2$102bo7b2o
522bo$101b2o7bobo70b2o391b2o56b2o$101bobo6bo59b2o11bobo390bobo54bobo$
171b2o10bo4b2o366b3o17bo$170bo16b2o369bo$189bo367bo!

EDIT: The first part of the 48G synthesis turns out to be an improvement over starting with all blocks -- 28G:

Code: Select all

x = 658, y = 40, rule = B3/S23
508bo$507bo$489bo17b3o$487bobo100bobo$488b2o100b2o$8bo582bo$7bo$7b3o
106bo375bobo94bo$14bo101bobo374b2o93bo$13bo102b2o375bo15bo78b3o$13b3o
491b2o$508b2o2$180bo$174bobo2bo169bo$89b2o78b2o4b2o2b3o67b2ob2o75b2ob
2o14bo60b2ob2o75b2ob2o75b2ob2ob2o3b2o67b2ob2ob2o$88bobo77bobo4bo72bobo
b2o5bo68bobob2o14b3o57bobob2o74bobob2o74bobob2ob2o3b2o66bobob2obobo$
88b2o78b2o78b2o8bo69b2o78b2o78b2o78b2o78b2o6b2o$bo256b3o$b2o85b2o78b2o
78b2o78b2o6b2o7bo62b2o6b2o70b2o6b2o70b2o6b2o70b2o6b2o$obo85b2o78b2o78b
2o78b2o6b2o5b2o63b2o6b2o70b2o6b2o70b2o6b2o12bo57b2o6b2o$344b2o243b2o$
4b2o4bo77b2o78b2o78b2o78b2o78b2o6b2o70b2o6b2o70b2o6b2o11bobo56b2o6b2o$
3bobo3b2o77bobo4bo72bobob2o74bobob2o7b3o64bobob2o74bobob2o2b2o70bobob
2obobo70bobob2obobo70bobob2obobo$5bo3bobo77b2o4b2o2b3o67b2ob2o75b2ob2o
7bo67b2ob2o75b2ob2o75b2ob2ob2o72b2ob2ob2o72b2ob2ob2o$94bobo2bo162bo$
100bo$416b2o$416b2o$6bo$6b2o188b2o$5bobo188bobo$196bo2$342bo7b2o$341b
2o7bobo70b2o$341bobo6bo59b2o11bobo$411b2o10bo4b2o$410bo16b2o$429bo!

EDIT: Aha, and somebody has gotten it down to 26G now, building the first stage of the second-to-last ship insertion directly.

[confocaloid]

The well-separated biblock can be constructed at once (-2G = 26G)

Code: Select all

x = 61, y = 58, rule = B3/S23
42bobo$43b2o8bo$43bo7b2o$52b2o$9bo$9bobo$9b2o36bo$6bo40bobo$4bobo36bo
3b2o$5b2o37bo8b2o$42b3o8b2o3$2b2o6b2o37b2o6b2o$2b2o6b2o37b2o6b2o2$2b2o
6b2o37b2o6b2o$2bobob2obobo37bobob2obobo$3b2ob2ob2o39b2ob2ob2o13$o2bo2b
o2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo15$2bo3bo36bo$o
bo3bobo35bo$b2o3b2o34b3o4b2ob2o$49b2ob2o2$39b3o$b2o6b2o30bo6b2o6b2o$b
2o6b2o29bo7b2o6b2o2$b2o6b2o37b2o6b2o$bobob2obobo37bobob2obobo$2b2ob2ob
2o39b2ob2ob2o!

Previous syntheses processed in j6186185024 (48G), j6186961702 (28G)
edit: 26G processed in j6187943397

[Chris857]

Soup-based 24G synthesis for xs26_33gv1qr1qr (previously unsynthed):

Should be down to 21G.

Code: Select all

x = 291, y = 143, rule = B3/S23
202bobo$202b2o$203bo12$85bo$86bo$84b3o5$216bobo$216b2o$217bo$203bobo$
203b2o$204bo25$5bo$3bobo132bo$4b2o132bo$8bobo127bo$8b2o$9bo124b3o3b3o
2$138bo$138bo129bo$138bo127bobo$267b2o4$2o128b2o$2o128b2o3$9bo129bo$8b
obo127bobo$2o6bobo3b3o113b2o6bobo3b3o$2o7bo120b2o7bo$12bo5bo123bo5bo$
12bo5bo123bo5bo$12bo5bo123bo5bo134b3o2$14b3o127b3o2$19b2o128b2o$19b2o
128b2o130b2ob2ob2obo$281b2obob2ob2o$284bo$284bob2ob2o$283b2ob2ob2o6$130b
3o$132bo$131bo2$148b2o$147b2o$149bo$129b3o$131bo$130bo25$167b2o$167bo
bo$79b3o85bo$81bo$80bo12$46b2o$47b2o$46bo!

2024-02-20:

Without the oscillator, the same steps give 68G xs72_ml303303303303lmzddy8ddzrbg0gg0gg0gg0gbrz011011011011011.
Edit: processed in j6199292844

I found it at 67G, but the following should reduce by another 2G to 65G. Unfortunately it doesn't seem to work with the oscillator in the middle.

Code: Select all

x = 442, y = 48, rule = B3/S23
210bo$210bobo$210b2o6$209bo$207b2o96bo$174bo33b2o93b2o$175bo91bo36b2o
$168bobo2b3o92bo$169b2o95b3o78bo70bo$169bo178bo67bobo$obo343b3o68b2o$
b2o$bo5$13bobo$14b2o$14bo$109bo$97bo10bo$12b2o84bo9b3o$6bo6b2o81b3o337b
o$6b2o4bo342b2o78bobo$5bobo346bobo77bob2o$354bo79bo$278b2o68b2o3b2o73b
2o3b2o$97bo179bobo67bobo77bobo$98b2o5b2o171bo69bo79bo$97b2o6bo78b2o88b
2o68b2o78b2o$16b2o12b2o75bo12b2o62bo2bo12b2o72bo2bo12b2o52bo2bo12b2o62b
o2bo12b2o$16b2o12b2o63bo10b2o12b2o64b2o12b2o74b2o12b2o54b2o12b2o8b3o53b
2o12b2o$96bo273bo$16b2o12b2o62b3o9b2o12b2o64b2o12b2o74b2o12b2o54b2o12b
2o9bo54b2o12b2o$16b2o12b2o74b2o12b2o64b2o12b2o74b2o12b2o54b2o12b2o64b
2o12b2o2$16b2o12b2o74b2o12b2o64b2o12b2o74b2o12b2o54b2o12b2o64b2o12b2o
$16b2o12b2o64b2o8b2o12b2o64b2o12b2o74b2o12b2o54b2o12b2o64b2o12b2o$97b
2o$96bo$20b2ob2ob2o82b2ob2ob2o72b2ob2ob2o82b2ob2ob2o62b2ob2ob2o72b2ob
2ob2o$20b2ob2ob2o82b2ob2ob2o72b2ob2ob2o82b2ob2ob2o62b2ob2ob2o72b2ob2o
b2o!

[confocaloid]

Is there a converter from xs26_33gv1qr1qr to xs29_rbgrbgv1qr?

Code: Select all

x = 31, y = 5, rule = B3/S23
2ob2ob2o13b2ob2ob2obo$2ob2obo14b2ob2obob2o$6bo6bobobo9bo$2ob2obob2o11b
2ob2obob2o$ob2ob2ob2o11bob2ob2ob2o!

Here's one I found with QuFince:

Code: Select all

x = 29, y = 28, rule = B3/S23
o$b2o$2o$9bo$10bo$8b3o2$5bo$6b2o$5b2o5$21b2ob2ob2o$22bob2ob2o$22bo$8b
3o8b2obob2ob2o$10bo8b2ob2ob2obo$9bo6$7b3o$9bo$8bo!

I think all 29-bit still lives with bounding box 10-by-5 will now have explicit syntheses:

• xs29_ra9rahv0rr in 14G (previously unsynthed)
• xs29_raarahv0rr already had a 13G synthesis
• xs29_rahrahv0rr already had a 13G synthesis
• xs29_rahv0rr0rr already had a 13G synthesis
• xs29_rb8rahv0rr in 13G (previously unsynthed)
• xs29_rb8rbgv1qr in 30G (previously unsynthed)
• xs29_rbgrahv0rr in 17G (previously unsynthed)
• xs29_rbgrbgv1qr already had a 20G synthesis
• xs29_rbgv1qr0rr in 30G (previously unsynthed)
• xs29_rharahv0rr already had a 16G synthesis
• xs29_rr0rahv0rr in 13G (previously unsynthed)

Code: Select all

x = 177, y = 272, rule = B3/S23
80bo$78b2o51bobo$79b2o45bo4b2o$127bo4bo$125b3o$obo8bo$b2o6bobo117bobo$
bo8b2o60b2o55b2o$67bob2o2bo4bobo36bob2ob2o6bo36bob2ob2ob2o$18bobo46b2o
b3o5b2o37b2ob2ob3o41b2ob2obob2o$18b2o59bo4bobo39bo46bo$19bo47b6o11b2o
31b5ob3o41b5obob2o$67bo2bo2bo11bo31bo2bob2o43bo2bob2ob2o$6b3o63b2o6b3o
$8bo71bo$7bo73bo3$12bo66b2o$11b2o65b2o$11bobo66bo2$7b3o$9bo$8bo26$17bo
62bo$18bo59b2o51bobo$16b3o60b2o45bo4b2o$127bo4bo$23bo101b3o$23bobo$17b
o5b2o104bobo$15bobo54b2o55b2o$16b2o49b2obo2bo4bobo36b2obob2o6bo36b2obo
b2ob2o$67b2ob3o5b2o37b2ob2ob3o41b2ob2obob2o$19b3o57bo4bobo39bo46bo$21b
o45b6o11b2o31b5ob3o41b5obob2o$20bo46bo2bo2bo11bo31bo2bob2o43bo2bob2ob
2o$72b2o6b3o$80bo$81bo$16b3o$18bo$17bo61b2o$78b2o$80bo27$141bo$141bobo
$141b2o$134bo$132b2o$133b2o2$136bo$136bobo$136b2o2$117b2ob2ob2o8b2o32b
2ob2ob2obo$117b2ob2obo8b2o33b2ob2obob2o$123bo10bo38bo$117b5obob2o40b5o
bob2o$117bo2bob2ob2o40bo2bob2ob2o4$134b2o$133b2o$135bo33$131bobo$126bo
4b2o$127bo4bo$125b3o2$129bobo$129b2o$117bob2ob2o6bo36bob2ob2ob2o$117b
2ob2ob3o41b2ob2obob2o$126bo46bo$117b2ob2ob3o41b2ob2obob2o$117b2obob2o
43b2obob2ob2o35$133bo$132bo$132b3o3$130bo$129bo$129b3o2$134b2o$133b2o$
117b2ob2obo11bo31b2ob2obob2o$117b2obob2o4b3o36b2obob2ob2o$120bo7bo41bo
$117b2obob2o5bo37b2obob2ob2o$117bob2ob2o43bob2ob2ob2o2$128b3o$128bo$
129bo$123b2o$124b2o$123bo5bo$128b2o$128bobo26$133bo$132bo$132b3o$68bo$
67bo$67b3o60bo$129bo$76bo52b3o$62bobo10bo$63b2o3bo6b3o56b2o$63bo3bo65b
2o$67b3o47b2ob2obo11bo31b2ob2obob2o$117b2obob2o4b3o36b2obob2ob2o$120bo
7bo41bo$117b2obob2o5bo37b2obob2ob2o$66b2o49b2ob2obo43b2ob2obob2o$66bob
o$66bo7bo53b3o$73b2o53bo$73bobo53bo$123b2o$124b2o$123bo5bo$128b2o$128b
obo!

Edit: processed in j6229921419.

[KtT]

xs24_1784qa4zgs24ba4 in 14G, down from 16G. The synthesis cost of 50P9 is lowered by 2 gliders.

Code: Select all

x = 128, y = 105, rule = B3/S23
12bo102bo$13bo100bo$11b3o100b3o10$91bo$91bobo$91b2o8$112bo$112bobo$112b
2o25$78bo$72b3o2b2o$74bo2bobo$73bo25$101b2o$101bobo$101bo9$18bo76bo$18b
2o74b2o$17bobo74bobo7$9b2o77b3o$8bobo77bo$10bo78bo2$b2o122b2o$obo109b
3o10bobo$2bo109bo12bo$113bo!

[confocaloid]

24G xs54_db8bb8bb8bdzbd1dd1dd1db, 24G xs54_db8bb8bb8bdzwbd1dd1dd1db (both previously unsynthed):

Code: Select all

x = 440, y = 141, rule = B3/S23
368bo$190bo125bo52bo$191b2o121b2o51b3o$190b2o123b2o2$203bo99bo$203bobo
95bobo79bo39bo$189bo13b2o97b2o13bo66bo37bo$3bo99bo83bobo127bobo57bo4b
3o37b3o4bo$b2o101b2o82b2o107bo19b2o59b2o17bo11bo19bobo$2b2o99b2o191bob
o78b2o17bobo9bobo18b2o$296bobo97bobo9bobo$297bo99bo11bo17bo$425b2o$2bo
bo97bobo189b2o98b2o15b2o13b2o$2b2o99b2o189b2o98b2o15b2o$3bo99bo3$94b3o
97b3o13b3o81b3o13b3o81b3o13b3o4$94b2o98b2o15b2o81b2o15b2o81b2o15b2o$
94b2o98b2o15b2o81b2o15b2o66b2o13b2o15b2o$380b2o$97bo99bo11bo87bo11bo
69bo17bo11bo$96bobo97bobo9bobo85bobo9bobo85bobo9bobo$96bobo97bobo9bobo
85bobo9bobo65b2o18bobo9bobo17b2o$97bo99bo11bo87bo11bo65bobo19bo11bo17b
2o$377bo4b3o37b3o4bo$bo103bo278bo37bo$2o103b2o276bo39bo$obo101bobo3$
437b3o$437bo$438bo62$368bo$190bo178bo$191b2o174b3o$190b2o124bo$314b2o$
203bo111b2o$203bobo177bo$189bo13b2o98bo80bo$3bo183bobo111bobo73bo4b3o
38bo$b2o185b2o107bo4b2o13bo60b2o17bo24bo$2b2o99bo192bobo18bobo57b2o17b
obo23b3o4bo$104b2o190bobo18b2o77bobo10bo19bobo$103b2o192bo99bo10bobo
18b2o$408bobo$2bobo289b2o98b2o13bo17bo$2b2o290b2o98b2o29b2o$3bo98bobo
306b2o13b2o$103b2o306b2o$103bo$94b3o97b3o97b3o97b3o2$210b3o97b3o97b3o
2$94b2o98b2o98b2o98b2o$94b2o98b2o98b2o83b2o13b2o$211b2o98b2o67b2o29b2o
$97bo99bo13b2o84bo13b2o66bo17bo13b2o$96bobo97bobo97bobo97bobo$96bobo
97bobo10bo86bobo10bo66b2o18bobo10bo$97bo99bo10bobo86bo10bobo64bobo19bo
10bobo$208bobo97bobo66bo4b3o23bobo17b2o$bo207bo99bo74bo24bo17b2o$2o
381bo38b3o4bo$obo102bo316bo$105b2o316bo$104bobo3$437b3o$437bo$438bo!

edit: processed in j6239789728

Derived from this soup:

Code: Select all

#C https://catagolue.hatsya.com/hashsoup/D4_+1/m_EdhjBhzYwt2F5671833/b3s23
#C https://catagolue.hatsya.com/object/xs54_db8bb8bb8bdzbd1dd1dd1db/b3s23
x = 31, y = 31, rule = B3/S23
2obobo2b2obob5obob2o2bobob2o$b3ob3o2b4o3b4o2b3ob3o$2o6bobo3bobo3bobo6b
2o$bo5bob2o2b2ob2o2b2obo5bo$bo4b2ob2ob3ob3ob2ob2o4bo$3b3ob2ob5ob5ob2ob
3o$3ob3obo4b5o4bob3ob3o$obob4o2bo3b3o3bo2b4obobo$7bob2o4bo4b2obo$2b4o
2bo2bobobobobo2bo2b4o$b8o2bobo3bobo2b8o$b3ob3ob2ob7ob2ob3ob3o$o2b2o2bo
bob2obobob2obobo2b2o2bo$2b6obo3bobobo3bob6o$bo7bob2o5b2obo7bo$4obobo2b
5ob5o2bobob4o$bo7bob2o5b2obo7bo$2b6obo3bobobo3bob6o$o2b2o2bobob2obobob
2obobo2b2o2bo$b3ob3ob2ob7ob2ob3ob3o$b8o2bobo3bobo2b8o$2b4o2bo2bobobobo
bo2bo2b4o$7bob2o4bo4b2obo$obob4o2bo3b3o3bo2b4obobo$3ob3obo4b5o4bob3ob
3o$3b3ob2ob5ob5ob2ob3o$bo4b2ob2ob3ob3ob2ob2o4bo$bo5bob2o2b2ob2o2b2obo
5bo$2o6bobo3bobo3bobo6b2o$b3ob3o2b4o3b4o2b3ob3o$2obobo2b2obob5obob2o2b
obob2o!

[confocaloid]

16G xs21_rbgv1qr (down from 23G):
edit: processed in j6249056086

Code: Select all

x = 303, y = 118, rule = B3/S23
193bo$193bobo$193b2o8$86bo$87bo$85b3o25$133bo$133bobo$133b2o2$105bo31b
o$106b2o27b2o$105b2o29b2o3$152bo$151bo$151b3o5$2bo$obo$b2o$24bo$24bobo
115bo$24b2o66bo48bo$87bo2bobo48b3o$85bobo3b2o172b2ob2o$86b2o178bob2o$
265bo$265b5o$269bo$265b2obo$265b2ob2o3bo$113b2o157bobo$112bo2bo156bobo
$113b2o158bo4$274bo$273bobo$273bo2bo$274b2o3$275b2o$274bobo$274b2o6$
271b2o$271b2o2$148b3o$148bo$149bo3$300b2o$300bobo$284b2o14bo$284bobo$
284bo13$94b2o$93bobo$95bo$58b2o$59b2o$58bo!

Derived from this soup:

Code: Select all

#C https://catagolue.hatsya.com/hashsoup/C1/m_i2SyQ5H46pLz13026459/b3s23
#C [[ ZOOM 4 STOP 946 ]]
x = 16, y = 16, rule = B3/S23
b8ob2ob3o$b2o2b2o2b5o$3o4bo2b4obo$2ob2obobo3b3o$2o2bo2bob2o2b3o$3o2b4o
b2o2bo$obobo4b3ob3o$3bob2o2bo2b2o$obo5bo4bo$obob5o2bo$bob7o5bo$6bo4bo
3bo$3bobobob2obob2o$ob3o3bo2b3obo$2ob2obobob3obo$2obobo2b2o3bobo!

Previous synthesis copied from Catagolue:

Code: Select all

#CSYNTH xs21_rbgv1qr costs 23 gliders (true).
#CLL state-numbering golly
x = 256, y = 30, rule = B3/S23
148bobo$149b2o$149bo3$57b2ob2o41b2ob2o46b2ob2o48b2ob2o32b2ob2o$56b
obobo41bobobo41bo4bobobo49b2obo33b2obo$o55bo4bo40bo4bo40b2o3bo4bo
52bo36bo$b2o54b5o9bo31b5o5bobo31bobo4b5o37bo10b5o32b5o$2o6b2o6bo
52b2o42b2o79b2o11bo36bo$7b2o6b2o40b2ob2o8b2o31b2ob2o6bo39b2ob2o36b
2o11b4o33bob2o$9bo5bobo39b2ob2o41b2obobo45b2obo2bo49bo2bo30b2obo2b
o$b2o104b2o50b2o51b2o35b2o3bo$2b2o189b2o58b2o$bo108bo4b2o32b3o40b
2o59bobo$58bo51b2o2b2o35bo42bo$58b2o3b2o44bobo4bo33bo3b2o$57bobo3b
obo39b2o47bobo$11b2o50bo42b2o46bo$10b2o37b2o16b2o36bo$12bo35bobo
16bobo$50bo16bo2$60bo$59b2o$59bobo2$192b2o$191bobo$193bo!

[AlbertArmStain]

Does anyone know how to synthesize this?

Code: Select all

x = 12, y = 8, rule = B3/S23
7b2ob2o$4bobob2obo$3bob2o$b3o3bob2o$o3b3o3bo$b3o3b3o$3bo2bo$6b2o!

[affamatodidio]

Does anyone know how to synthesize this?

Code: Select all

x = 12, y = 8, rule = B3/S23
7b2ob2o$4bobob2obo$3bob2o$b3o3bob2o$o3b3o3bo$b3o3b3o$3bo2bo$6b2o!

Probably something along the lines of this:

Code: Select all

x = 212, y = 9, rule = B3/S23
3b2ob2o12b2ob2o12b2ob2o12b2ob2o12b2ob2o5b2o5b2ob2o5b2o5b2ob2o5b2o5b2o
b2o5b2o5b2ob2o5b2o5b2ob2o12b2ob2o12b2ob2o12b2ob2o$2bob2obo7bo3bob2obo
11bob2obo11bob2obo9bobob2obo6bo2bobob2obo6bo2bobob2obo6bo2bobob2obo6b
o2bobob2obo6bo2bobob2obo9bobob2obo9bobob2obo9bobob2obo$2bo11bobo2bo10b
2obo2bo13bo2bo13bob2o11bobob2o11bobob2o11bobob2o11bobob2o11bobob2o10b
o2bob2o10bo2bob2o13bob2o$3bob2o8b2o3bob2o6bob2o3bob2o7b3o3bob2o7b3o3b
ob2o8b2o3bob2o8b2o3bob2o8b2o3bob2o8b2o3bob2o8b2o3bob2o6b4o3bob2o6b4o3b
ob2o7b3o3bob2o$3o3bo10b3o3bo10b3o3bo6bo3b3o3bo6bo3b3o3bo10b3o3bo10b3o
3bo10b3o3bo10b3o3bo10b3o3bo10b3o3bo10b3o3bo6bo3b3o3bo$o2b3o11bo2b3o11b
o2b3o7b2o2bo2b3o7b2o2bo2b3o11bo2b3o9b2o3b3o9b2o3b3o9b2o3b3o9b2o3b3o9b
2o3b3o7b4o3b3o8b3o3b3o$3bo16bo16bo16bo16bo16bo10bo2bo2bo10bo2bo2bo10b
o2bobo11bobo2bo11bobo2bo10bo2bo2bo13bo2bo$100b2o15bobo14bobob2o11bo3b
2o11bo3b2o15b2o15b2o$118bo16bo!

[confocaloid]

8G xs28_699egmioz697066 (down from 27G):
(edit: processed in j6349215003)

Code: Select all

x = 283, y = 57, rule = B3/S23
228bo$228bobo$228b2o8$190bo$191bo$14bo174b3o$12bobo$13b2o9$126b2o78b2o
$126b2o78b2o2$214bo$212b2o$104bo108b2o$102bobo176bo$103b2o172b2obobo$
277b2obobo$38b3o239b2o$38bo153bo82b4o$39bo83b2o66bobo9b2o70bo3b3o$122b
o2bo65bo2bo7bo2bo71bobo2bo$123b2o67b2o9b2o71b2obo2bo$280b2o4$117b3o$
117bo$118bo11$2o$b2o$o!

Here is the previous synthesis, copied from Catagolue:

Code: Select all

#CSYNTH xs28_699egmioz697066 costs 27 gliders (true).
#CLL state-numbering golly
x = 339, y = 32, rule = B3/S23
63bo$64bo176bo$62b3o168bo8b2o$231bobo7b2o$68bo163b2o$67bo$67b3o$
241bobo3bo$63bobo5bobo76bo91b2o3bobo41bo$64b2o5b2o34bo43bo90bo4b2o
35bobo5bo$64bo7bo35bo40b3o43bo89b2o3b3o$106b3o86bobo87bo$58bo10bo
86bo32bobo3b2o$56bobo8b2o82bo4bobo31b2o99bo45bo$57b2o9b2o38bo41bob
o3b2o32bo8b2o35bo3b2o44bo3bobo40b2obobo$bo105bobo39bo2bo44bo2bo35b
3o2bo10bo33b3o2bo34bo6b2obobo$2bo104b2o40b3o45b3o39b2o10b2o36b2o
33bobo9b2o$3o21bo36b2o42b2o40b2o46b2o39b2o13bobo32b2o37b2o6b2o$23b
o37bobob2o37bo2b2o37bo2b3o42bo2b3o35bo2b3o44bo2b3o41bo2b3o$23b3o
37bobo39bobo39bobo2bo42bobo2bo35bobo2bo44bobo2bo41bobo2bo$11bo50b
2obobo36b2obobo36b2obo2bo41b2obo2bo34b2obo2bo43b2obo2bo33bo6b2obo
2bo$11bobo52bobo39bobo3bo35b2o46b2o39b2o48b2o35b2o8b2o$11b2o54bo
41bo3b2o210b2o$113bobo2$7b3o314bo$9bo314b2o$8bo314bobo2$10b2o$9bob
o$11bo!

The 8G synthesis is derived from an occurrence in an alien rule (B3/S234c "Conway++"). The soup "almost works" in plain Life; the only exceptions are two alive cells at T = 0 that survive into generation T = 1 due to the added survival condition S4c (each of those two cells has 4 diagonal alive neighbours and no orthogonal alive neighbours).

Code: Select all

#C Soup:   https://catagolue.hatsya.com/hashsoup/C1/k_sj2PkkepVt6r1203759/b3s234c
#C Haul:   https://catagolue.hatsya.com/haul/b3s234c/C1/315b79878b7335589445a714d41992e6
#C Object: https://catagolue.hatsya.com/object/xs28_699egmioz697066/b3s234c
x = 16, y = 16, rule = B3/S234c
boobbobbbooboboo$
bbbobbboooobbboo$
oobbobbobbbbbboo$
bbbbbboobooboobb$
bbbooobboobboobb$
oobooobboooboobb$
boboobbbobooobob$
obooobbbbboobobo$
bbooobbobobbobob$
obbbobobooboboob$
bboobbooobbooobo$
booobboboobbbboo$
oobobobbobbboboo$
boboooooboobbbob$
booobbbooooboooo$
bobbbobooobbbooo!
#C [[ THEME MCell ]]

[affamatodidio]

unsynthed xs22 again

Code: Select all

x = 21, y = 13, rule = B3/S23
19bo$18bobo$6bobo9bobo$6bo2bo9bo$b2o6bo4bo$o2bo3b3o3bobo$obo10bobo$bo
12bo3$3b2o$2bo2bo$3b2o!

[affamatodidio]

another

Code: Select all

x = 38, y = 20, rule = B3/S23
19b2o$19bobo$20b2o13b3o4$8bo$7bobo$6bo3bo18b2o$6bo2bo18bo2bo$6bo2bo18b
o2bo$7b2o18bo3bo$28bobo$29bo4$3o13b2o$16bobo$17b2o!

[Entity Valkyrie 2]

Does anyone have a synthesis for this still life?

Code: Select all

x = 13, y = 10, rule = B3/S23
6bo$5bobo$4bobobo$bo2bo2bobo$obobo4b3o$bo2b2o2bo3bo$2b2o4b4o$4b4o$4bo
2bobo$8b2o!

If we do, we can construct this P5 sparker:

Code: Select all

x = 30, y = 24, rule = B3/S23
2bo$obo$b2o$9bo$10b2o$9b2o$16bo$14b2o$15b2o$27b2o$26b4o$25b2ob2o$26b2o
$5b2o8bo$6b2o6bobo$5bo7bobobo$10bo2bo2bobo$9bobobo4b3o$10bo2b2o2bo3bo$
11b2o4b4o$13b4o$b2o10bo2bobo$2b2o13b2o$bo!

[Chris857]

Galumpher in 21G.

Code: Select all

x = 725, y = 76, rule = B3/S23
394bo$394bobo$394b2o12$722bobo$722b2o$723bo4$524b2o158b2o$25bo149bo89b
o99bo149bo8b2o149bo8b2o16bo$24bobo147bobo87bobo97bobo147bobo157bobo23b
2o$24bobo147bobo87bobo97bobo147bobo157bobo24b2o$22b3ob2o144b3ob2o84b3o
b2o94b3ob2o144b3ob2o154b3ob2o$21bo149bo89bo99bo149bo159bo$22b3ob2o144b
3ob2o84b3ob2o94b3ob2o144b3ob2o154b3ob2o$24bob2o146bob2o86bob2o11bo84b
ob2o146bob2o156bob2o$277b2o$170b2o69bo18b2o16b2o80b2o148b2o158b2o$170b
o71bo17bo99bo149bo159bo$171b3o66b3o18b3o97b3o147b3o157b3o$173bo89bo99b
o149bo159bo4$540bobo$540b2o$258b2o98b2o148b2o31bo126b2o$258b2o98b2o148b
2o158b2o2$397b2o$397bobo$397bo3$700b3o$359b2o148b2o158b2o29bo$bo356bo
bo147bobo157bobo30bo$b2o355bo149bo159bo$obo354b2o148b2o158b2o$34bo$6b
2o25b2o$5bobo25bobo$7bo$681b2o$682bo$37b2o640b3o$37bobo147b3o489bo$37b
o149bo$188bo$146b3o$148bo$147bo10$538b2o$538bobo$538bo!

[Mathemagician314]

Is this active region synthesizable?

Code: Select all

x = 8, y = 6, rule = B3/S23
4b3o$5b3o$2o3bobo$5o$b4o$3bo!

(Python is a little broken on my computer, so I can't use any of the basic scripts myself.) If so, we could synthesize xs36_69b88c2s0sicz69d11343 in a few gliders:

Code: Select all

x = 69, y = 28, rule = B3/S23
11b3o29bo7b2o$4b3o4bobo29b2o6bobo$5b3o3bobo28bobo6bo$2o3bobo3bobo$5o6b
3o$b4o$3bo19$66b3o$66bo$67bo!
[[ STOP 183 ]]

[b-engine]

Final step of synthesis of xs27_3lkmk4ozdmge21:

Code: Select all

x = 16, y = 16, rule = B3/S23
9b2o$9b2o$2o$2o$2o2bobo$3bo3bob2o$4bobo2b2o$5bo7b3o$13bobo$12bo2bo$5b
2o$5b2o2$3o$2bo$bo!

Soup:

Code: Select all

x = 16, y = 16, rule = B3/S23
obooooobboooboob$
bbbobbobobboooob$
oooooooobboooooo$
bbooboboobobobbo$
oooobooooooobbbo$
bbobobboobobobbb$
obobboooobbboboo$
ooooobbboooobbob$
obbbbooobooobbbo$
ooobbboobboboooo$
obboobbbbboobbbb$
obbbobbbbobbobob$
oboboboobbbboboo$
bobbobooobbobbbb$
obobobbboobooboo$
ooboobbbbboobbbo!

That still life first appeared in my first apgsearching in b3s23/C1 using precompiled apgsearch 5.

[googleplex]

the same component, derived from a snark catalyst search, performing 2 quite different syntheses:

Code: Select all

x = 176, y = 125, rule = B3/S23
25$105bobo$105b2o$106bo$165bo$34bo129bo$34bobo127b3o$34b2o$29bo73bo$
27bobo71b2o$28b2o72b2o2$89b2o68b2o$89b2o68b2o3$26b2ob2o$25bobob2o54b2o
b2o65b2obo$25bo58bobob2o10b3o51bob2obo$26b3ob3o51bo15bo53bo4bo$28b2o3b
o51b3ob3o9bo53b3ob3o$31b2o54b2o3bo64b2o3bo$27bob2o59b2o68b2o$27b2obo
55bob2o66bob2o$86b2obo66b2obo$110b2o$110bobo$110bo38$110bobo$110b2o$
111bo$170bo$39bo129bo$39bobo127b3o$39b2o$34bo73bo$32bobo71b2o$33b2o72b
2o$25b2o$25bo58b2o8b2o58b2o8b2o$22b2obo2bo55bo9b2o58bo9b2o$22bo2bobobo
51b2obo2bo63b2obo2bo$23b2obo2bo51bo2bobobo62bo2bobobob2o$24bo2b2o3bob
2o46b2obo2bo63b2obo2bobobo$24bo4b4ob2o47bo2b2o3bob2o58bo2b2o4bo$25b3o
55bo4b4ob2o10b3o45bo4b4o$27bob2o53b3o18bo48b3o$29bo56bob2o16bo49bob2o$
29bobo56bo69bo$30b2o56bobo67bobo$89b2o68b2o2$115b2o$115bobo$115bo!

[amling]

I was dreaming again of trying to make a (2, 1)c/6 wick stretcher for this wick:

Code: Select all

x = 43, y = 84, rule = B3/S23
o$bo$2bo$3bo$4bo$5bo$6bo$3b3o$2bo$3bo$4bo$5bo$6bo$7bo$8bo$9bo$10bo$11b
o$12bo$9b3o$8bo$9bo$10bo$11bo$12bo$13bo$14bo$15bo$16bo$17bo$18bo$15b3o
$14bo$15bo$16bo$17bo$18bo$19bo$20bo$21bo$22bo$23bo$24bo$21b3o$20bo$21b
o$22bo$23bo$24bo$25bo$26bo$27bo$28bo$29bo$30bo$27b3o$26bo$27bo$28bo$
29bo$30bo$31bo$32bo$33bo$34bo$35bo$36bo$33b3o$32bo$33bo$34bo$35bo$36bo
$37bo$38bo$39bo$40bo$41bo$42bo$39b3o$38bo$39bo$40bo$41bo!

Is it possible to synthesize something like that piecemeal? Specifically I mean (a) synthesize anchor points (like integral sign) sufficiently far away from each other at some high period multiple of (2, 1)c/6, (b) step-by-step extend them towards each other, and (c) somehow stitch them up when they meet.

I just have no idea what is or isn't in range to be synthesized and I assume/hope this i the right place to ask.

[dvgrn]

I just have no idea what is or isn't in range to be synthesized and I assume/hope this i the right place to ask.

Hmm. Syntheses of objects like xs20_31248g0s248gzy21y11246 make me wonder if it might end up being workable to grow that wick from one end, rather than building separate pieces and then stitching them together later.

No doubt trying to feed recipes like that with (2,1)c/6 rakes would be very difficult, at best. The correct (2,1)c//6 rake period would be 36, right?. We do have backward rakes and at least one of the side rakes at p36 on the (2,1)c/6 technology thread, but they don't seem to be edgy enough to allow for stacking several gliders next to each other -- not that there's much space to do that at such a low period, anyway.

Code: Select all

x = 32, y = 29, rule = B3/S23
16b2o$17bo$16bo$15bo$14bo$13bo11bo$12bo10b2o$8bo3b2o4bo5b2o$9bo6b2o$7b
3o7b2o$13bo$12b2o6b3o$12bobo5bo$21bo6$17bo$b2o13b2o$obo13bobo$2bo23b2o
$26bobo$26bo$20bo$19b2o8b2o$19bobo7bobo$29bo!

Do we know how to make p36 (2,1)c/6 forerakes? I forget (or maybe I never knew) -- it seems odd that development of that technology stalled out so quickly, since there are a lot more rake types to build and optimize.