Keno

define internal {} addrspace(10)* @japi1_vect_42283({} addrspace(10)** %0, i32 %1) #0 {
top:
  %2 = sext i32 %1 to i64
  %3 = load atomic {} addrspace(10)* ({} addrspace(10)*, i64)*, {} addrspace(10)* ({} addrspace(10)*, i64)** bitcast (void ()** @jlplt_ijl_alloc_array_1d_10294_got to {} addrspace(10)* ({} addrspace(10)*, i64)**) unordered, align 8
  %4 = call {} addrspace(10)* %3({} addrspace(10)* null, i64 0)
  %5 = bitcast {} addrspace(10)** %0 to { {} addrspace(10)*, i64 } addrspace(10)**
  %6 = load { {} addrspace(10)*, i64 } addrspace(10)*, { {} addrspace(10)*, i64 } addrspace(10)** %5, align 8, !tbaa !0
  %7 = bitcast {} addrspace(10)* %4 to { {} addrspace(10)*, i64 } addrspace(13)* addrspace(10)*
  %8 = addrspacecast { {} addrspace(10)*, i64 } addrspace(13)* addrspace(10)* %7 to { {} addrspace(10)*, i64 } addrspace(13)* addrspace(11)*
  %9 = load { {} addrspace(10)*, i64 } addrspace(13)*, { {} addrspace(10)*, i64 } addrspace(13)* addrspace(11)* %8, align 8, !tbaa !5

Keno

target triple = "x86_64-unknown-linux-gnu"

@SUM.CoreDOT.Tuple5334 = external dso_local global {}*
@jlplt_ijl_alloc_array_1d_10294_got = external dso_local global void ()*
@jl_sysimg_gvars = constant [15411 x i64*] [i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64* undef, i64*

Keno

module TortureTest

	# Scalability parameters - set here to roughly match the real world usecase
	# though that use case does more work.
	const NFIELDS = 888
	const NSET = 387
	const NREPS = 40

	using Random
	using Base.Meta

Keno

--- nv-pci.c	2022-01-08 23:12:19.137095516 +0000
+++ /usr/src/nvidia-495.46/nvidia/nv-pci.c	2022-01-09 00:05:21.323360921 +0000
@@ -217,7 +217,78 @@



+#define NV_GPU_BAR1 1
+static int nv_resize_pcie_bars(struct pci_dev *pci_dev) {
+	struct pci_host_bridge *host;
+    u16 cmd;

Keno

diff --git a/programs/conhost/conhost.c b/programs/conhost/conhost.c
index 78f6e345170..35e050abf27 100644
--- a/programs/conhost/conhost.c
+++ b/programs/conhost/conhost.c
@@ -1385,7 +1385,7 @@ static NTSTATUS read_console( struct console *console, unsigned int ioctl, size_
     if (edit_line_grow( console, 1 )) console->edit_line.buf[0] = 0;

     console->pending_read = out_size;
-    return process_console_input( console );
+    return STATUS_PENDING;

Keno

$ RR_LOG=all:debug ~/rr-build/bin/rr replay -g 3770
[GdbCommandHandler] registering command: elapsed-time
[GdbCommandHandler] registering command: when
[GdbCommandHandler] registering command: when-ticks
[GdbCommandHandler] registering command: when-tid
[GdbCommandHandler] registering command: rr-history-push
[GdbCommandHandler] registering command: back
[GdbCommandHandler] registering command: forward
[GdbCommandHandler] registering command: checkpoint
[GdbCommandHandler] registering command: delete checkpoint

Keno

Keno

"""
    circshift_gcdless!(arr::AbstractVector, shift)

Circularly shift the array `arr` by the given `shift` amount.
The algorithm used is the well-known GCD-less (aka implicit GCD)
juggling algorithm (e.g. STL3 in [SHENE97]).

[SHENE97] https://pages.mtu.edu/~shene/PUBLICATIONS/1997/Array-Rotation.pdf
"""
function circshift_gcdless!(arr::AbstractVector, shift::Integer)

Keno

#=
using Revise
Revise.track(Core.Compiler)
=#

using Symbolics

bar(a, b) = a * b
function foo(a, b, c)
    bar(a, b) + c

Keno

@compiler_plugin FastSinPlugin

#=
Some sort of implementation of FastSinPlugin where
sin(x::Float64) is replaced by fast_sin(x::Float64).

N.B.: If the function being called is not `sin`, this
needs to recurse.
N.B.: This needs to handle the non-inferred case
N.B.: This should be done in the optimizer and may assume