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141.Kasuari Kotlin

io.github.kotlinmania » kasuari-kotlin-androidnativearm64 Apache

Kotlin Multiplatform port of Cassowary constraint solving algorithm
Last Release on May 25, 2026

142.Kasuari Kotlin

io.github.kotlinmania » kasuari-kotlin-androidnativearm32 Apache

Kotlin Multiplatform port of Cassowary constraint solving algorithm
Last Release on May 25, 2026

143.TreeLayoutKMP

io.github.linde9821 » treelayout-kmp-watchossimulatorarm64 Apache

A Kotlin Multiplatform library for computing tidy tree layouts using the Walker/Buchheim algorithm in O(n) time.
Last Release on May 25, 2026

144.TreeLayoutKMP

io.github.linde9821 » treelayout-kmp-watchosarm64 Apache

A Kotlin Multiplatform library for computing tidy tree layouts using the Walker/Buchheim algorithm in O(n) time.
Last Release on May 25, 2026

145.TreeLayoutKMP

io.github.linde9821 » treelayout-kmp-watchosarm32 Apache

A Kotlin Multiplatform library for computing tidy tree layouts using the Walker/Buchheim algorithm in O(n) time.
Last Release on May 25, 2026

146.TreeLayoutKMP

io.github.linde9821 » treelayout-kmp-wasm-js Apache

A Kotlin Multiplatform library for computing tidy tree layouts using the Walker/Buchheim algorithm in O(n) time.
Last Release on May 25, 2026

147.TreeLayoutKMP

io.github.linde9821 » treelayout-kmp-tvossimulatorarm64 Apache

A Kotlin Multiplatform library for computing tidy tree layouts using the Walker/Buchheim algorithm in O(n) time.
Last Release on May 25, 2026

148.TreeLayoutKMP

io.github.linde9821 » treelayout-kmp-tvosarm64 Apache

A Kotlin Multiplatform library for computing tidy tree layouts using the Walker/Buchheim algorithm in O(n) time.
Last Release on May 25, 2026

149.TreeLayoutKMP

io.github.linde9821 » treelayout-kmp-mingwx64 Apache

A Kotlin Multiplatform library for computing tidy tree layouts using the Walker/Buchheim algorithm in O(n) time.
Last Release on May 25, 2026

150.TreeLayoutKMP

io.github.linde9821 » treelayout-kmp-macosarm64 Apache

A Kotlin Multiplatform library for computing tidy tree layouts using the Walker/Buchheim algorithm in O(n) time.
Last Release on May 25, 2026