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Empty file added kernels/paged_attn/__init__.py
Empty file.
55 changes: 55 additions & 0 deletions kernels/paged_attn/conversion-notes.md
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# paged_attn conversion notes

Paged attention over a KV cache: queries `Q (B, Lq, H, D)` attend to the cache
rows `K/V (CACHE, H, D)` named, per request, by `SLOTS (B, Lk)`. Output is
`(B, H, Lq, D)`. Scores use the standard `1/sqrt(D)` softmax scale, split as
`scale = 1/sqrt(sqrt(D))` applied to both q and k (`scale*scale = 1/sqrt(D)`).

Two descriptor variants are generated, with identical semantics and signature —
they differ **only** in how the data-dependent K/V gather is expressed. Both are
**descriptors only**: there is no raw pointer arithmetic anywhere, including the
gather. The gather is the data-dependent step (the cache row is chosen at
runtime by `SLOTS`), and it is expressed with `descriptor_gather`, which lowers
to the Spyre indirect-access tile (`ktdp.construct_indirect_access_tile`).

## tensor_descriptor.py — base `descriptor_gather`

- Source: `paged_attn.py` (the base draft).
- K/V are viewed **2-D** as `(CACHE, H*D)`; the descriptor `block_shape` is
`[BLK_B*KV_BLOCK, BLK_H*D]`.
- The `(BLK_B, KV_BLOCK)` slot tile is flattened to a **1-D** batch-major row
vector, and `descriptor_gather(k_desc, rows, h_start*D)` pulls those rows and
the `BLK_H*D` columns at head offset `h_start*D`. The `(rows, columns)` result
is `.reshape`d to `(BLK_B, KV_BLOCK, BLK_H, D)`.
- This uses the base `descriptor_gather` (1-D index, 2-D src).

## spyre_aware.py — extended any-rank `descriptor_gather`

- Source: `paged_attn_ext.py`.
- Same algorithm, but `descriptor_gather` is **extended to accept an index and a
src descriptor of any rank**. So K/V stay **3-D** `(CACHE, H, D)` with
`block_shape=[1, BLK_H, D]`, the 2-D slot tile `(BLK_B, KV_BLOCK)` is passed
straight in as the index, and `h_start` is the second index — yielding
`(BLK_B, KV_BLOCK, BLK_H, D)` directly, with **no reshape** of the index or of
the gathered result. This maps the gather onto the Spyre indirect-access tile
more directly than the flatten/reshape of the base form.

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will be good to have a comment that need to revisit with the physical layouts

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Thanks, I will add the comment.

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Addressed


## Shared structure (both variants)

- 4-D batched online softmax: the B loop steps by `BLK_B` and the H loop by
`BLK_H`; the `BLK_B` batches and `BLK_H` heads in each block are vectorized so
a single gather serves them all and `tl.dot` batches over `(BLK_B, BLK_H)`.
- Q, SLOTS, Out use plain `make_tensor_descriptor` loads/stores (static offsets
from the loop counters), so no tail masks are needed there.
- `grid=(1,)`: one program walks all `(B, Lq, H)` work via the explicit loops,
so the output is partition-independent and the grid fits 32 cores.
- KV-page loop bound is `tl.cdiv(Lk, KV_BLOCK)` (runtime-arg agnostic; the base
draft's bare `Tk = Lk // kv_block_size` constexpr is replaced).
- 16-byte last-dim rule: every descriptor's last dim is `BLOCK_D` (`D*2` bytes),
`BLK_H*D` (`*2`), or `KV_BLOCK` (`*4`) — all >= 16 bytes for the chosen sizes.

## original.py — reference

A simpler hand-written reference (one program per `(request, head, query
block)`, single-head gather per KV page) that the two batched variants are
checked against. Also descriptors only; uses the base `descriptor_gather`.
75 changes: 75 additions & 0 deletions kernels/paged_attn/lower.py
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# SPDX-License-Identifier: Apache-2.0
"""KTIR lowering driver for the paged_attn kernel variants.

Consumed by ``scripts/gen_ktir.py``, which lowers each entry in ``VARIANTS`` to
``kernels/paged_attn/<variant>.ktir``.

``VARIANTS`` maps a **variant name** (which is also the source ``.py`` module
name and the output ``.ktir`` stem) to the four things the round-trip lowering
needs:

KERNEL : the @triton.jit function to lower
SIGNATURE : dict[str, str] arg name -> Triton type ("*fp16", "i32", ...)
CONSTEXPRS : dict[str, value] for every constexpr arg
GRID : optional list, forwarded to SpyreOptions.grid

Two variants share the same signature and shapes; they differ only in how the
data-dependent K/V gather is expressed:
- ``tensor_descriptor``: base descriptor_gather (cache viewed 2-D, 1-D rows).
- ``spyre_aware``: extended any-rank descriptor_gather (cache 3-D, 2-D index).
"""

from kernels.paged_attn.tensor_descriptor import _paged_attn_kernel_NHD_td
from kernels.paged_attn.spyre_aware import _paged_attn_kernel_NHD_sa

# Concrete shapes match tests/ktir/test_paged_attn.py: B=2, H=4, Lq=Lk=16,
# D=64, cache of 256 slots, KV_BLOCK=16, BLK_B=2, BLK_H=4. The problem dims are
# constexprs (descriptor shapes are built from them), so they are baked into the
# KTIR; only the buffers and the scalar scale stay runtime args.
_SIGNATURE = {
"Q": "*fp16",
"K": "*fp16",
"V": "*fp16",
"SLOTS": "*i32",
"Out": "*fp16",
"scale": "fp32",
"B": "i32",
"H": "i32",
"Lq": "i32",
"Lk": "i32",
"CACHE": "i32",
"KV_BLOCK": "i32",
"BLOCK_Q": "i32",
"BLOCK_D": "i32",
"BLK_B": "i32",
"BLK_H": "i32",
}

_CONSTEXPRS = {
"B": 2,
"H": 4,
"Lq": 16,
"Lk": 16,
"CACHE": 256,
"KV_BLOCK": 16,
"BLOCK_Q": 16,
"BLOCK_D": 64,
"BLK_B": 2,
"BLK_H": 4,
}

VARIANTS = {
"tensor_descriptor": {
"KERNEL": _paged_attn_kernel_NHD_td,
"SIGNATURE": _SIGNATURE,
"CONSTEXPRS": _CONSTEXPRS,
# Single program walks all (B, Lq, H) work via the explicit loops; fits 32 cores.
"GRID": [1],
},
"spyre_aware": {
"KERNEL": _paged_attn_kernel_NHD_sa,
"SIGNATURE": _SIGNATURE,
"CONSTEXPRS": _CONSTEXPRS,
"GRID": [1],
},
}
96 changes: 96 additions & 0 deletions kernels/paged_attn/original.py
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# SPDX-License-Identifier: Apache-2.0
#
# Reference paged-attention kernel (hand-written, NOT auto-generated).
#
# Unlike the other kernels' original.py, this is not extracted verbatim from an
# upstream vLLM commit -- it is a clean, self-contained Triton paged-attention
# forward that the descriptor variants (tensor_descriptor.py, spyre_aware.py)
# are validated against. It is deliberately the simplest faithful form: one
# program per (request, head, query block), a single (BLK_B=1, BLK_H=1) gather
# per KV page, and the same effective 1/sqrt(D) score scale as the descriptor
# variants (which fold sqrt of it onto q and k separately; s*s = 1/sqrt(D)).
#
# Layout:
# Q : (B, Lq, H, D) contiguous queries
# K, V : (CACHE, H, D) paged KV cache, one row per physical slot
# SLOTS : (B, Lk) int32 absolute physical slot of each (request, token)
# Out : (B, H, Lq, D)
#
# Descriptors only -- no raw pointer arithmetic. The data-dependent K/V gather
# uses descriptor_gather over the cache viewed 2-D as (CACHE, H*D).

import triton
import triton.language as tl


@triton.jit
def _paged_attn_kernel_NHD(
Q, # (B, Lq, H, D)
K, # (CACHE, H, D)
V, # (CACHE, H, D)
SLOTS, # (B, Lk) absolute physical slot index per (request, token)
Out, # (B, H, Lq, D)
scale, # = 1/sqrt(sqrt(D)); applied to q and k, so scores carry 1/sqrt(D)
B: tl.constexpr, H: tl.constexpr, Lq: tl.constexpr, Lk: tl.constexpr,
CACHE: tl.constexpr,
KV_BLOCK: tl.constexpr,
BLOCK_Q: tl.constexpr,
BLOCK_D: tl.constexpr,
):
HD: tl.constexpr = H * BLOCK_D

cur_b = tl.program_id(0)

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im abit confused with the original kernel, it is already in tensor descriptor, I thought this repo's scope is to rewrite kernels that were previously in pointer arithmetic

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I see. I started working with tensor descriptor at first. I will drop original.py

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Addressed

cur_h = tl.program_id(1)
lq_start = tl.program_id(2) * BLOCK_Q

q_desc = tl.make_tensor_descriptor(
Q, shape=[B, Lq, H, BLOCK_D], strides=[Lq * H * BLOCK_D, H * BLOCK_D, BLOCK_D, 1],
block_shape=[1, BLOCK_Q, 1, BLOCK_D],
)
k_desc = tl.make_tensor_descriptor(
K, shape=[CACHE, HD], strides=[HD, 1], block_shape=[KV_BLOCK, BLOCK_D],
)
v_desc = tl.make_tensor_descriptor(
V, shape=[CACHE, HD], strides=[HD, 1], block_shape=[KV_BLOCK, BLOCK_D],
)
s_desc = tl.make_tensor_descriptor(
SLOTS, shape=[B, Lk], strides=[Lk, 1], block_shape=[1, KV_BLOCK],
)
o_desc = tl.make_tensor_descriptor(
Out, shape=[B, H, Lq, BLOCK_D], strides=[H * Lq * BLOCK_D, Lq * BLOCK_D, BLOCK_D, 1],
block_shape=[1, 1, BLOCK_Q, BLOCK_D],
)

# load Q (1, BLOCK_Q, 1, D) -> (BLOCK_Q, D); scale
q = q_desc.load([cur_b, lq_start, cur_h, 0]).reshape([BLOCK_Q, BLOCK_D])
q = (q.to(tl.float32) * scale).to(tl.float16)

m_i = tl.full([BLOCK_Q], float("-inf"), tl.float32)
l_i = tl.zeros([BLOCK_Q], tl.float32)
acc = tl.zeros([BLOCK_Q, BLOCK_D], tl.float32)

n_pages = tl.cdiv(Lk, KV_BLOCK)
for j in range(0, n_pages):
slots = s_desc.load([cur_b, j * KV_BLOCK]) # (1, KV_BLOCK)
rows = slots.reshape(KV_BLOCK).to(tl.int32) # (KV_BLOCK,)

# gather this head's columns for the KV_BLOCK slots -> (KV_BLOCK, D)
k_g = tl.descriptor_gather(k_desc, rows, cur_h * BLOCK_D)
v_g = tl.descriptor_gather(v_desc, rows, cur_h * BLOCK_D)
k_g = (k_g.to(tl.float32) * scale).to(tl.float16)

kT = tl.trans(k_g) # (D, KV_BLOCK)
scores = tl.dot(q, kT) # (BLOCK_Q, KV_BLOCK)

block_max = tl.max(scores, axis=1)
m_new = tl.maximum(m_i, block_max)
correction = tl.exp(m_i - m_new)
p = tl.exp(scores - m_new[:, None])

l_i = l_i * correction + tl.sum(p, axis=1)
acc = acc * correction[:, None] + tl.dot(p.to(tl.float16), v_g)
m_i = m_new

acc = acc / l_i[:, None]
o_desc.store([cur_b, cur_h, lq_start, 0],
acc.to(tl.float16).reshape([1, 1, BLOCK_Q, BLOCK_D]))
100 changes: 100 additions & 0 deletions kernels/paged_attn/spyre_aware.ktir
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// Generated from kernels/paged_attn/spyre_aware.py by scripts/gen_ktir.py
// Source: kernels/paged_attn/lower.py -> VARIANTS['spyre_aware'].
// DO NOT EDIT BY HAND — regenerate with:
// .venv/bin/python scripts/gen_ktir.py paged_attn:spyre_aware

#map = affine_map<(d0, d1, d2, d3) -> (d0, d1, d2, d3)>
#set = affine_set<(d0, d1, d2, d3) : (d0 >= 0, -d0 + 1 >= 0, d1 >= 0, -d1 + 15 >= 0, d2 >= 0, -d2 + 3 >= 0, d3 >= 0, -d3 + 63 >= 0)>
#set1 = affine_set<(d0, d1, d2) : (d0 >= 0, -d0 + 255 >= 0, d1 >= 0, -d1 + 3 >= 0, d2 >= 0, -d2 + 63 >= 0)>
#set2 = affine_set<(d0, d1) : (d0 >= 0, -d0 + 1 >= 0, d1 >= 0, -d1 + 15 >= 0)>
#set3 = affine_set<(d0, d1, d2, d3) : (d0 >= 0, -d0 + 1 >= 0, d1 >= 0, -d1 + 3 >= 0, d2 >= 0, -d2 + 15 >= 0, d3 >= 0, -d3 + 63 >= 0)>
module {
func.func @_paged_attn_kernel_NHD_sa(%arg0: index, %arg1: index, %arg2: index, %arg3: index, %arg4: index, %arg5: f32) attributes {grid = [1]} {
%c0 = arith.constant 0 : index
%acc = arith.constant dense<[2, 4, 16, 64]> : tensor<4xindex>
%acc_0 = arith.constant dense<[8, 16, 16]> : tensor<3xindex>
%l_i = arith.constant 0.000000e+00 : f32
%block_max = arith.constant 0xFF800000 : f32
%scores = arith.constant dense<[2, 4, 16, 16]> : tensor<4xindex>
%scores_1 = arith.constant dense<[8, 64, 16]> : tensor<3xindex>
%cst = arith.constant dense<[8, 16, 64]> : tensor<3xindex>
%acc_2 = arith.constant dense<0.000000e+00> : tensor<2x4x16x1xf32>
%l_i_3 = arith.constant dense<0.000000e+00> : tensor<2x4x16xf32>
%cst_4 = arith.constant dense<0.000000e+00> : tensor<8x16x64xf32>
%cst_5 = arith.constant dense<0.000000e+00> : tensor<8x16x16xf32>
%cst_6 = arith.constant dense<0xFF800000> : tensor<2x4x16xf32>

%q_desc = ktdp.construct_memory_view %arg0, sizes: [2, 16, 4, 64], strides: [4096, 256, 64, 1] {coordinate_set = #set, memory_space = #ktdp.spyre_memory_space<HBM>} : memref<2x16x4x64xf16>
%k_desc = ktdp.construct_memory_view %arg1, sizes: [256, 4, 64], strides: [256, 64, 1] {coordinate_set = #set1, memory_space = #ktdp.spyre_memory_space<HBM>} : memref<256x4x64xf16>
%v_desc = ktdp.construct_memory_view %arg2, sizes: [256, 4, 64], strides: [256, 64, 1] {coordinate_set = #set1, memory_space = #ktdp.spyre_memory_space<HBM>} : memref<256x4x64xf16>
%s_desc = ktdp.construct_memory_view %arg3, sizes: [2, 16], strides: [16, 1] {coordinate_set = #set2, memory_space = #ktdp.spyre_memory_space<HBM>} : memref<2x16xsi32>
%o_desc = ktdp.construct_memory_view %arg4, sizes: [2, 4, 16, 64], strides: [4096, 1024, 64, 1] {coordinate_set = #set3, memory_space = #ktdp.spyre_memory_space<HBM>} : memref<2x4x16x64xf16>

%q = ktdp.construct_access_tile %q_desc[%c0, %c0, %c0, %c0] {access_tile_order = #map, access_tile_set = #set} : memref<2x16x4x64xf16> -> !ktdp.access_tile<2x16x4x64xindex>
%q_7 = ktdp.load %q : <2x16x4x64xindex> -> tensor<2x16x4x64xf16>
%q_8 = tensor.empty() : tensor<2x4x16x64xf16>
%q_9 = linalg.transpose ins(%q_7 : tensor<2x16x4x64xf16>) outs(%q_8 : tensor<2x4x16x64xf16>) permutation = [0, 2, 1, 3]
%q_10 = arith.extf %q_9 : tensor<2x4x16x64xf16> to tensor<2x4x16x64xf32>
%q_11 = tensor.empty() : tensor<2x4x16x64xf32>
%q_12 = linalg.fill ins(%arg5 : f32) outs(%q_11 : tensor<2x4x16x64xf32>) -> tensor<2x4x16x64xf32>
%q_13 = arith.mulf %q_10, %q_12 : tensor<2x4x16x64xf32>
%q_14 = arith.truncf %q_13 : tensor<2x4x16x64xf32> to tensor<2x4x16x64xf16>

%k_g = ktdp.construct_indirect_access_tile intermediate_variables(%arg6, %arg7, %arg8, %arg9) %k_desc[ind(%s_desc[%c0 + %arg6, %c0 + %arg7]), (%c0 + %arg8), (%arg9)] {variables_space_order = #map, variables_space_set = #set} : memref<256x4x64xf16>, memref<2x16xsi32> -> !ktdp.access_tile<2x16x4x64xindex>
%k_g_15 = ktdp.load %k_g : <2x16x4x64xindex> -> tensor<2x16x4x64xf16>

%v_g = ktdp.construct_indirect_access_tile intermediate_variables(%arg6, %arg7, %arg8, %arg9) %v_desc[ind(%s_desc[%c0 + %arg6, %c0 + %arg7]), (%c0 + %arg8), (%arg9)] {variables_space_order = #map, variables_space_set = #set} : memref<256x4x64xf16>, memref<2x16xsi32> -> !ktdp.access_tile<2x16x4x64xindex>
%v_g_16 = ktdp.load %v_g : <2x16x4x64xindex> -> tensor<2x16x4x64xf16>
%k_g_17 = arith.extf %k_g_15 : tensor<2x16x4x64xf16> to tensor<2x16x4x64xf32>
%k_g_18 = tensor.empty() : tensor<2x16x4x64xf32>
%k_g_19 = linalg.fill ins(%arg5 : f32) outs(%k_g_18 : tensor<2x16x4x64xf32>) -> tensor<2x16x4x64xf32>
%k_g_20 = arith.mulf %k_g_17, %k_g_19 : tensor<2x16x4x64xf32>
%k_g_21 = arith.truncf %k_g_20 : tensor<2x16x4x64xf32> to tensor<2x16x4x64xf16>
%kT = tensor.empty() : tensor<2x4x64x16xf16>
%kT_22 = linalg.transpose ins(%k_g_21 : tensor<2x16x4x64xf16>) outs(%kT : tensor<2x4x64x16xf16>) permutation = [0, 2, 3, 1]
%vv = linalg.transpose ins(%v_g_16 : tensor<2x16x4x64xf16>) outs(%q_8 : tensor<2x4x16x64xf16>) permutation = [0, 2, 1, 3]
%scores_23 = tensor.reshape %q_14(%cst) : (tensor<2x4x16x64xf16>, tensor<3xindex>) -> tensor<8x16x64xf16>
%scores_24 = tensor.reshape %kT_22(%scores_1) : (tensor<2x4x64x16xf16>, tensor<3xindex>) -> tensor<8x64x16xf16>
%scores_25 = linalg.batch_matmul ins(%scores_23, %scores_24 : tensor<8x16x64xf16>, tensor<8x64x16xf16>) outs(%cst_5 : tensor<8x16x16xf32>) -> tensor<8x16x16xf32>
%scores_26 = tensor.reshape %scores_25(%scores) : (tensor<8x16x16xf32>, tensor<4xindex>) -> tensor<2x4x16x16xf32>
%block_max_27 = tensor.empty() : tensor<2x4x16xf32>
%block_max_28 = linalg.fill ins(%block_max : f32) outs(%block_max_27 : tensor<2x4x16xf32>) -> tensor<2x4x16xf32>
%block_max_29 = linalg.reduce ins(%scores_26 : tensor<2x4x16x16xf32>) outs(%block_max_28 : tensor<2x4x16xf32>) dimensions = [3]
(%scores_50: f32, %block_max_51: f32) {
%block_max_52 = arith.maxnumf %scores_50, %block_max_51 : f32
linalg.yield %block_max_52 : f32
}
%m_new = arith.maxnumf %block_max_29, %cst_6 : tensor<2x4x16xf32>
%correction = arith.subf %cst_6, %m_new : tensor<2x4x16xf32>
%correction_30 = math.exp %correction : tensor<2x4x16xf32>
%p = tensor.empty() : tensor<2x4x16x16xf32>
%p_31 = linalg.broadcast ins(%m_new : tensor<2x4x16xf32>) outs(%p : tensor<2x4x16x16xf32>) dimensions = [3]
%p_32 = arith.subf %scores_26, %p_31 : tensor<2x4x16x16xf32>
%p_33 = math.exp %p_32 : tensor<2x4x16x16xf32>
%l_i_34 = arith.mulf %correction_30, %l_i_3 : tensor<2x4x16xf32>
%l_i_35 = linalg.fill ins(%l_i : f32) outs(%block_max_27 : tensor<2x4x16xf32>) -> tensor<2x4x16xf32>
%l_i_36 = linalg.reduce ins(%p_33 : tensor<2x4x16x16xf32>) outs(%l_i_35 : tensor<2x4x16xf32>) dimensions = [3]
(%p_50: f32, %l_i_51: f32) {
%l_i_52 = arith.addf %p_50, %l_i_51 : f32
linalg.yield %l_i_52 : f32
}
%l_i_37 = arith.addf %l_i_34, %l_i_36 : tensor<2x4x16xf32>
%acc_38 = tensor.expand_shape %correction_30 [[0], [1], [2, 3]] output_shape [2, 4, 16, 1] : tensor<2x4x16xf32> into tensor<2x4x16x1xf32>
%acc_39 = arith.mulf %acc_38, %acc_2 : tensor<2x4x16x1xf32>
%acc_40 = tensor.collapse_shape %acc_39 [[0], [1], [2, 3]] : tensor<2x4x16x1xf32> into tensor<2x4x16xf32>
%acc_41 = linalg.broadcast ins(%acc_40 : tensor<2x4x16xf32>) outs(%q_11 : tensor<2x4x16x64xf32>) dimensions = [3]
%acc_42 = arith.truncf %p_33 : tensor<2x4x16x16xf32> to tensor<2x4x16x16xf16>
%acc_43 = tensor.reshape %acc_42(%acc_0) : (tensor<2x4x16x16xf16>, tensor<3xindex>) -> tensor<8x16x16xf16>
%acc_44 = tensor.reshape %vv(%cst) : (tensor<2x4x16x64xf16>, tensor<3xindex>) -> tensor<8x16x64xf16>
%acc_45 = linalg.batch_matmul ins(%acc_43, %acc_44 : tensor<8x16x16xf16>, tensor<8x16x64xf16>) outs(%cst_4 : tensor<8x16x64xf32>) -> tensor<8x16x64xf32>
%acc_46 = tensor.reshape %acc_45(%acc) : (tensor<8x16x64xf32>, tensor<4xindex>) -> tensor<2x4x16x64xf32>
%acc_47 = arith.addf %acc_41, %acc_46 : tensor<2x4x16x64xf32>
%acc_48 = linalg.broadcast ins(%l_i_37 : tensor<2x4x16xf32>) outs(%q_11 : tensor<2x4x16x64xf32>) dimensions = [3]
%acc_49 = arith.divf %acc_47, %acc_48 : tensor<2x4x16x64xf32>
%0 = arith.truncf %acc_49 : tensor<2x4x16x64xf32> to tensor<2x4x16x64xf16>

%1 = ktdp.construct_access_tile %o_desc[%c0, %c0, %c0, %c0] {access_tile_order = #map, access_tile_set = #set3} : memref<2x4x16x64xf16> -> !ktdp.access_tile<2x4x16x64xindex>
ktdp.store %0, %1 : tensor<2x4x16x64xf16>, <2x4x16x64xindex>
return
}
}
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