diff --git a/docs/tensor-circuit.ipynb b/docs/tensor-circuit.ipynb
index 5661b105..f205c3cf 100644
--- a/docs/tensor-circuit.ipynb
+++ b/docs/tensor-circuit.ipynb
@@ -41,7 +41,7 @@
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-      "CPU times: user 475 ms, sys: 38 µs, total: 475 ms\n",
-      "Wall time: 474 ms\n"
+      "CPU times: user 794 ms, sys: 137 μs, total: 794 ms\n",
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@@ -126,15 +126,15 @@
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-      "CPU times: user 207 ms, sys: 12 ms, total: 219 ms\n",
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+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "All of these might be helpful when addressing only certain tensors:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
     {
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+   "execution_count": 10,
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   },
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    "outputs": [
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   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": 13,
    "metadata": {},
    "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/kjs/.pyenv/versions/3.11.9/envs/quimb/lib/python3.11/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n",
+      "  from .autonotebook import tqdm as notebook_tqdm\n"
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@@ -35626,16 +27145,16 @@
   },
   {
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    "outputs": [
     {
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   },
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-       " (0.058901881679242395+2.6020852139652106e-18j),\n",
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        "       [-0.019-0.007j,  0.013-0.014j,  0.254+0.j   ,  0.019+0.012j],\n",
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+       "       [-0.016+0.003j,  0.02 -0.017j,  0.019-0.012j,  0.239+0.j   ]])"
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@@ -35770,7 +27289,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
+   "execution_count": 17,
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    "outputs": [
     {
@@ -35780,7 +27299,7 @@
        "       [0.03080204, 0.02780321]])"
       ]
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-     "execution_count": 18,
+     "execution_count": 17,
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@@ -35792,16 +27311,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
+   "execution_count": 18,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "'10'"
+       "'01'"
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-     "execution_count": 19,
+     "execution_count": 18,
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@@ -35883,23 +27402,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 20,
+   "execution_count": 19,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
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+   "execution_count": 20,
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      "name": "stdout",
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   },
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   },
   {
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   },
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   },
   {
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   },
   {
    "cell_type": "code",
-   "execution_count": 26,
+   "execution_count": 25,
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@@ -36171,7 +27690,7 @@
        "dict_keys([(0, 1, 2), (3, 4, 9), (5, 6, 7), (8,)])"
       ]
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-     "execution_count": 26,
+     "execution_count": 25,
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   },
   {
    "cell_type": "code",
-   "execution_count": 27,
+   "execution_count": 26,
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@@ -36192,7 +27711,7 @@
        "dict_keys(['tn', 'tree', 'W', 'C'])"
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-     "execution_count": 27,
+     "execution_count": 26,
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   {
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+   "execution_count": 27,
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+   "execution_count": 28,
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      "data": {
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-       "<samp style='font-size: 12px;'><details><summary><b style=\"color: #a7d574;\">TensorNetworkGen</b>(tensors=668, indices=802)</summary><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #de425e;\">_4308b4AASfp</b>], tags={<b style=\"color: #d2b137;\">I0</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #42d8cf;\">_4308b4AASfq</b>], tags={<b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #4f36d8;\">_4308b4AASfr</b>], tags={<b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cc938e;\">_4308b4AASfs</b>], tags={<b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #56cf70;\">_4308b4AASft</b>], tags={<b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #ae2ddb;\">_4308b4AASfu</b>], tags={<b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d89e83;\">_4308b4AASfv</b>], tags={<b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e3de59;\">_4308b4AASfw</b>], tags={<b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #95d7b8;\">_4308b4AASfx</b>], tags={<b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a4cf3b;\">_4308b4AASfy</b>], tags={<b style=\"color: #d74979;\">I9</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #ce7837;\">_4308b4AASfz</b>, <b style=\"color: #de425e;\">_4308b4AASfp</b>], tags={<b style=\"color: #d2b45d;\">GATE_0</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
-       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #70e28a;\">_4308b4AASgA</b>, <b style=\"color: #42d8cf;\">_4308b4AASfq</b>], tags={<b style=\"color: #40c3d8;\">GATE_1</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
-       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d0957f;\">_4308b4AASgB</b>, <b style=\"color: #4f36d8;\">_4308b4AASfr</b>], tags={<b style=\"color: #64dc8a;\">GATE_2</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
-       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b2d181;\">_4308b4AASgC</b>, <b style=\"color: #cc938e;\">_4308b4AASfs</b>], tags={<b style=\"color: #394bd1;\">GATE_3</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
-       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #c444e2;\">_4308b4AASgE</b>, <b style=\"color: #56cf70;\">_4308b4AASft</b>], tags={<b style=\"color: #cc4280;\">GATE_4</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
-       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #be8ad0;\">_4308b4AASgF</b>, <b style=\"color: #ae2ddb;\">_4308b4AASfu</b>], tags={<b style=\"color: #c94ace;\">GATE_5</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
-       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #db393f;\">_4308b4AASgH</b>, <b style=\"color: #d89e83;\">_4308b4AASfv</b>], tags={<b style=\"color: #bade88;\">GATE_6</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
-       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b7dc70;\">_4308b4AASgI</b>, <b style=\"color: #e3de59;\">_4308b4AASfw</b>], tags={<b style=\"color: #da9170;\">GATE_7</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
-       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6e48dd;\">_4308b4AASgK</b>, <b style=\"color: #95d7b8;\">_4308b4AASfx</b>], tags={<b style=\"color: #78c5e3;\">GATE_8</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
-       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #80ddd2;\">_4308b4AASgL</b>, <b style=\"color: #a4cf3b;\">_4308b4AASfy</b>], tags={<b style=\"color: #de70db;\">GATE_9</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
-       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #4de4aa;\">_4308b4AASgN</b>, <b style=\"color: #ce7837;\">_4308b4AASfz</b>, <b style=\"color: #b9e292;\">b</b>], tags={<b style=\"color: #d39d60;\">GATE_10</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "<samp style='font-size: 12px;'><details><summary><b style=\"color: #a7d574;\">TensorNetworkGen</b>(tensors=668, indices=802)</summary><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dd4e41;\">_119073AASbJ</b>], tags={<b style=\"color: #d2b137;\">I0</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8cdfab;\">_119073AASbK</b>], tags={<b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7335d3;\">_119073AASbL</b>], tags={<b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #81e1c7;\">_119073AASbM</b>], tags={<b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a85edd;\">_119073AASbN</b>], tags={<b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d8898a;\">_119073AASbO</b>], tags={<b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #2cd8d5;\">_119073AASbP</b>], tags={<b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dc6ad6;\">_119073AASbQ</b>], tags={<b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6b45cd;\">_119073AASbR</b>], tags={<b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6ca7e3;\">_119073AASbS</b>], tags={<b style=\"color: #d74979;\">I9</b>, <b style=\"color: #d3b991;\">PSI0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([1.-0.j, 0.-0.j])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #2ddfbb;\">_119073AASbT</b>, <b style=\"color: #dd4e41;\">_119073AASbJ</b>], tags={<b style=\"color: #d2b45d;\">GATE_0</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
+       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cd4b67;\">_119073AASbU</b>, <b style=\"color: #8cdfab;\">_119073AASbK</b>], tags={<b style=\"color: #40c3d8;\">GATE_1</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
+       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3db9d7;\">_119073AASbV</b>, <b style=\"color: #7335d3;\">_119073AASbL</b>], tags={<b style=\"color: #64dc8a;\">GATE_2</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
+       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e46591;\">_119073AASbW</b>, <b style=\"color: #81e1c7;\">_119073AASbM</b>], tags={<b style=\"color: #394bd1;\">GATE_3</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
+       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b26cd0;\">_119073AASbY</b>, <b style=\"color: #a85edd;\">_119073AASbN</b>], tags={<b style=\"color: #cc4280;\">GATE_4</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
+       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #618fdd;\">_119073AASbZ</b>, <b style=\"color: #d8898a;\">_119073AASbO</b>], tags={<b style=\"color: #c94ace;\">GATE_5</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
+       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #5dcdb0;\">_119073AASbb</b>, <b style=\"color: #2cd8d5;\">_119073AASbP</b>], tags={<b style=\"color: #bade88;\">GATE_6</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
+       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d5949d;\">_119073AASbc</b>, <b style=\"color: #dc6ad6;\">_119073AASbQ</b>], tags={<b style=\"color: #da9170;\">GATE_7</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
+       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #89e280;\">_119073AASbe</b>, <b style=\"color: #6b45cd;\">_119073AASbR</b>], tags={<b style=\"color: #78c5e3;\">GATE_8</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
+       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3cdc96;\">_119073AASbf</b>, <b style=\"color: #6ca7e3;\">_119073AASbS</b>], tags={<b style=\"color: #de70db;\">GATE_9</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.70710678-0.j,  0.70710678-0.j],\n",
+       "       [ 0.70710678-0.j, -0.70710678-0.j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8be28d;\">_119073AASbh</b>, <b style=\"color: #2ddfbb;\">_119073AASbT</b>, <b style=\"color: #b9e292;\">b</b>], tags={<b style=\"color: #d39d60;\">GATE_10</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b9e292;\">b</b>, <b style=\"color: #9e7ee2;\">_4308b4AASgO</b>, <b style=\"color: #70e28a;\">_4308b4AASgA</b>], tags={<b style=\"color: #d39d60;\">GATE_10</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b9e292;\">b</b>, <b style=\"color: #b0df41;\">_119073AASbi</b>, <b style=\"color: #cd4b67;\">_119073AASbU</b>], tags={<b style=\"color: #d39d60;\">GATE_10</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
-       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #98d775;\">_4308b4AASgP</b>, <b style=\"color: #d0957f;\">_4308b4AASgB</b>, <b style=\"color: #d55735;\">_4308b4AASgD</b>], tags={<b style=\"color: #3bd699;\">GATE_11</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e5427e;\">_119073AASbj</b>, <b style=\"color: #3db9d7;\">_119073AASbV</b>, <b style=\"color: #67d165;\">_119073AASbX</b>], tags={<b style=\"color: #3bd699;\">GATE_11</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d55735;\">_4308b4AASgD</b>, <b style=\"color: #d085e2;\">_4308b4AASgQ</b>, <b style=\"color: #b2d181;\">_4308b4AASgC</b>], tags={<b style=\"color: #3bd699;\">GATE_11</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #67d165;\">_119073AASbX</b>, <b style=\"color: #de624e;\">_119073AASbk</b>, <b style=\"color: #e46591;\">_119073AASbW</b>], tags={<b style=\"color: #3bd699;\">GATE_11</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
-       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e18290;\">_4308b4AASgR</b>, <b style=\"color: #c444e2;\">_4308b4AASgE</b>, <b style=\"color: #d46774;\">_4308b4AASgG</b>], tags={<b style=\"color: #e3a694;\">GATE_12</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d66393;\">_119073AASbl</b>, <b style=\"color: #b26cd0;\">_119073AASbY</b>, <b style=\"color: #d858ac;\">_119073AASba</b>], tags={<b style=\"color: #e3a694;\">GATE_12</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d46774;\">_4308b4AASgG</b>, <b style=\"color: #bad58b;\">_4308b4AASgS</b>, <b style=\"color: #be8ad0;\">_4308b4AASgF</b>], tags={<b style=\"color: #e3a694;\">GATE_12</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d858ac;\">_119073AASba</b>, <b style=\"color: #78d4db;\">_119073AASbm</b>, <b style=\"color: #618fdd;\">_119073AASbZ</b>], tags={<b style=\"color: #e3a694;\">GATE_12</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
-       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #95c2db;\">_4308b4AASgT</b>, <b style=\"color: #db393f;\">_4308b4AASgH</b>, <b style=\"color: #7a4fcd;\">_4308b4AASgJ</b>], tags={<b style=\"color: #90cf91;\">GATE_13</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #61d9d4;\">_119073AASbn</b>, <b style=\"color: #5dcdb0;\">_119073AASbb</b>, <b style=\"color: #de82bf;\">_119073AASbd</b>], tags={<b style=\"color: #90cf91;\">GATE_13</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7a4fcd;\">_4308b4AASgJ</b>, <b style=\"color: #dfd483;\">_4308b4AASgU</b>, <b style=\"color: #b7dc70;\">_4308b4AASgI</b>], tags={<b style=\"color: #90cf91;\">GATE_13</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #de82bf;\">_119073AASbd</b>, <b style=\"color: #6bc0dd;\">_119073AASbo</b>, <b style=\"color: #d5949d;\">_119073AASbc</b>], tags={<b style=\"color: #90cf91;\">GATE_13</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
-       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6dd05c;\">_4308b4AASgV</b>, <b style=\"color: #6e48dd;\">_4308b4AASgK</b>, <b style=\"color: #4d4adf;\">_4308b4AASgM</b>], tags={<b style=\"color: #606bd4;\">GATE_14</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #40c9db;\">_119073AASbp</b>, <b style=\"color: #89e280;\">_119073AASbe</b>, <b style=\"color: #3ddd98;\">_119073AASbg</b>], tags={<b style=\"color: #606bd4;\">GATE_14</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #4d4adf;\">_4308b4AASgM</b>, <b style=\"color: #65d166;\">_4308b4AASgW</b>, <b style=\"color: #80ddd2;\">_4308b4AASgL</b>], tags={<b style=\"color: #606bd4;\">GATE_14</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3ddd98;\">_119073AASbg</b>, <b style=\"color: #67e381;\">_119073AASbq</b>, <b style=\"color: #3cdc96;\">_119073AASbf</b>], tags={<b style=\"color: #606bd4;\">GATE_14</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
-       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b37ddf;\">_4308b4AASgj</b>, <b style=\"color: #4de4aa;\">_4308b4AASgN</b>], tags={<b style=\"color: #71d75c;\">GATE_15</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b5dd51;\">_4308b4AASgX</b>, <b style=\"color: #9e7ee2;\">_4308b4AASgO</b>], tags={<b style=\"color: #d8e230;\">GATE_16</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d87067;\">_4308b4AASgY</b>, <b style=\"color: #98d775;\">_4308b4AASgP</b>], tags={<b style=\"color: #c6d85f;\">GATE_17</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #ab61d8;\">_4308b4AASga</b>, <b style=\"color: #d085e2;\">_4308b4AASgQ</b>], tags={<b style=\"color: #a4cd58;\">GATE_18</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6fd56d;\">_4308b4AASgb</b>, <b style=\"color: #e18290;\">_4308b4AASgR</b>], tags={<b style=\"color: #d1cd54;\">GATE_19</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dfdb73;\">_4308b4AASgd</b>, <b style=\"color: #bad58b;\">_4308b4AASgS</b>], tags={<b style=\"color: #dfa87e;\">GATE_20</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #ba50d5;\">_4308b4AASge</b>, <b style=\"color: #95c2db;\">_4308b4AASgT</b>], tags={<b style=\"color: #4fe13d;\">GATE_21</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d1bf7d;\">_4308b4AASgg</b>, <b style=\"color: #dfd483;\">_4308b4AASgU</b>], tags={<b style=\"color: #a58ad0;\">GATE_22</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6fc5d3;\">_4308b4AASgh</b>, <b style=\"color: #6dd05c;\">_4308b4AASgV</b>], tags={<b style=\"color: #a7d58f;\">GATE_23</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b673d4;\">_4308b4AASgs</b>, <b style=\"color: #65d166;\">_4308b4AASgW</b>], tags={<b style=\"color: #9fe3c6;\">GATE_24</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8bde78;\">_4308b4AASgk</b>, <b style=\"color: #b5dd51;\">_4308b4AASgX</b>, <b style=\"color: #3ace62;\">_4308b4AASgZ</b>], tags={<b style=\"color: #56cf38;\">GATE_25</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
+       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #4e8fcf;\">_119073AAScD</b>, <b style=\"color: #8be28d;\">_119073AASbh</b>], tags={<b style=\"color: #71d75c;\">GATE_15</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d55673;\">_119073AASbr</b>, <b style=\"color: #b0df41;\">_119073AASbi</b>], tags={<b style=\"color: #d8e230;\">GATE_16</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b277d4;\">_119073AASbs</b>, <b style=\"color: #e5427e;\">_119073AASbj</b>], tags={<b style=\"color: #c6d85f;\">GATE_17</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cf9b61;\">_119073AASbu</b>, <b style=\"color: #de624e;\">_119073AASbk</b>], tags={<b style=\"color: #a4cd58;\">GATE_18</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8ddc96;\">_119073AASbv</b>, <b style=\"color: #d66393;\">_119073AASbl</b>], tags={<b style=\"color: #d1cd54;\">GATE_19</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7e3edf;\">_119073AASbx</b>, <b style=\"color: #78d4db;\">_119073AASbm</b>], tags={<b style=\"color: #dfa87e;\">GATE_20</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #97d02b;\">_119073AASby</b>, <b style=\"color: #61d9d4;\">_119073AASbn</b>], tags={<b style=\"color: #4fe13d;\">GATE_21</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6d8ddb;\">_119073AAScA</b>, <b style=\"color: #6bc0dd;\">_119073AASbo</b>], tags={<b style=\"color: #a58ad0;\">GATE_22</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d5c777;\">_119073AAScB</b>, <b style=\"color: #40c9db;\">_119073AASbp</b>], tags={<b style=\"color: #a7d58f;\">GATE_23</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #2ed85f;\">_119073AAScM</b>, <b style=\"color: #67e381;\">_119073AASbq</b>], tags={<b style=\"color: #9fe3c6;\">GATE_24</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #5fd686;\">_119073AAScE</b>, <b style=\"color: #d55673;\">_119073AASbr</b>, <b style=\"color: #d76299;\">_119073AASbt</b>], tags={<b style=\"color: #56cf38;\">GATE_25</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3ace62;\">_4308b4AASgZ</b>, <b style=\"color: #4bdf54;\">_4308b4AASgl</b>, <b style=\"color: #d87067;\">_4308b4AASgY</b>], tags={<b style=\"color: #56cf38;\">GATE_25</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  0.5611368 -0.j]],\n",
+       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d76299;\">_119073AASbt</b>, <b style=\"color: #bb99e5;\">_119073AAScF</b>, <b style=\"color: #b277d4;\">_119073AASbs</b>], tags={<b style=\"color: #56cf38;\">GATE_25</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j,  0.5611368 -0.j]],\n",
        "\n",
        "       [[ 0.5611368 -0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e48fe0;\">_4308b4AASgm</b>, <b style=\"color: #ab61d8;\">_4308b4AASga</b>, <b style=\"color: #76df3e;\">_4308b4AASgc</b>], tags={<b style=\"color: #d4d081;\">GATE_26</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
+       "        [ 0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8ab2d2;\">_119073AAScG</b>, <b style=\"color: #cf9b61;\">_119073AASbu</b>, <b style=\"color: #b794d5;\">_119073AASbw</b>], tags={<b style=\"color: #d4d081;\">GATE_26</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #76df3e;\">_4308b4AASgc</b>, <b style=\"color: #64db6d;\">_4308b4AASgn</b>, <b style=\"color: #6fd56d;\">_4308b4AASgb</b>], tags={<b style=\"color: #d4d081;\">GATE_26</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  0.5611368 -0.j]],\n",
+       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b794d5;\">_119073AASbw</b>, <b style=\"color: #da7ca9;\">_119073AAScH</b>, <b style=\"color: #8ddc96;\">_119073AASbv</b>], tags={<b style=\"color: #d4d081;\">GATE_26</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j,  0.5611368 -0.j]],\n",
        "\n",
        "       [[ 0.5611368 -0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #47e242;\">_4308b4AASgo</b>, <b style=\"color: #dfdb73;\">_4308b4AASgd</b>, <b style=\"color: #e25d3c;\">_4308b4AASgf</b>], tags={<b style=\"color: #3acbd2;\">GATE_27</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
+       "        [ 0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #653fd0;\">_119073AAScI</b>, <b style=\"color: #7e3edf;\">_119073AASbx</b>, <b style=\"color: #dc9899;\">_119073AASbz</b>], tags={<b style=\"color: #3acbd2;\">GATE_27</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e25d3c;\">_4308b4AASgf</b>, <b style=\"color: #db4ca1;\">_4308b4AASgp</b>, <b style=\"color: #ba50d5;\">_4308b4AASge</b>], tags={<b style=\"color: #3acbd2;\">GATE_27</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  0.5611368 -0.j]],\n",
+       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dc9899;\">_119073AASbz</b>, <b style=\"color: #d8a74c;\">_119073AAScJ</b>, <b style=\"color: #97d02b;\">_119073AASby</b>], tags={<b style=\"color: #3acbd2;\">GATE_27</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j,  0.5611368 -0.j]],\n",
        "\n",
        "       [[ 0.5611368 -0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7fd696;\">_4308b4AASgq</b>, <b style=\"color: #d1bf7d;\">_4308b4AASgg</b>, <b style=\"color: #e29b7a;\">_4308b4AASgi</b>], tags={<b style=\"color: #8ed0e1;\">GATE_28</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
+       "        [ 0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3db7d7;\">_119073AAScK</b>, <b style=\"color: #6d8ddb;\">_119073AAScA</b>, <b style=\"color: #c7e18e;\">_119073AAScC</b>], tags={<b style=\"color: #8ed0e1;\">GATE_28</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e29b7a;\">_4308b4AASgi</b>, <b style=\"color: #7382d5;\">_4308b4AASgr</b>, <b style=\"color: #6fc5d3;\">_4308b4AASgh</b>], tags={<b style=\"color: #8ed0e1;\">GATE_28</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  0.5611368 -0.j]],\n",
+       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #c7e18e;\">_119073AAScC</b>, <b style=\"color: #2e93dc;\">_119073AAScL</b>, <b style=\"color: #d5c777;\">_119073AAScB</b>], tags={<b style=\"color: #8ed0e1;\">GATE_28</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j,  0.5611368 -0.j]],\n",
        "\n",
        "       [[ 0.5611368 -0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #53e261;\">_4308b4AASgt</b>, <b style=\"color: #b37ddf;\">_4308b4AASgj</b>], tags={<b style=\"color: #b776d2;\">GATE_29</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #36daaf;\">_4308b4AASgu</b>, <b style=\"color: #8bde78;\">_4308b4AASgk</b>], tags={<b style=\"color: #9f5bd1;\">GATE_30</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e59dba;\">_4308b4AASgw</b>, <b style=\"color: #4bdf54;\">_4308b4AASgl</b>], tags={<b style=\"color: #5581db;\">GATE_31</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cf30a1;\">_4308b4AASgx</b>, <b style=\"color: #e48fe0;\">_4308b4AASgm</b>], tags={<b style=\"color: #6785d3;\">GATE_32</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #4ed151;\">_4308b4AASgz</b>, <b style=\"color: #64db6d;\">_4308b4AASgn</b>], tags={<b style=\"color: #94d596;\">GATE_33</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d7c38f;\">_4308b4AAShA</b>, <b style=\"color: #47e242;\">_4308b4AASgo</b>], tags={<b style=\"color: #ac6be4;\">GATE_34</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8acdba;\">_4308b4AAShC</b>, <b style=\"color: #db4ca1;\">_4308b4AASgp</b>], tags={<b style=\"color: #b885d5;\">GATE_35</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a46dce;\">_4308b4AAShD</b>, <b style=\"color: #7fd696;\">_4308b4AASgq</b>], tags={<b style=\"color: #d878b9;\">GATE_36</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #53dfba;\">_4308b4AAShF</b>, <b style=\"color: #7382d5;\">_4308b4AASgr</b>], tags={<b style=\"color: #87bedf;\">GATE_37</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6855cd;\">_4308b4AAShG</b>, <b style=\"color: #b673d4;\">_4308b4AASgs</b>], tags={<b style=\"color: #41d56c;\">GATE_38</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e45d2f;\">_4308b4AAShI</b>, <b style=\"color: #53e261;\">_4308b4AASgt</b>, <b style=\"color: #9266d3;\">_4308b4AASgv</b>], tags={<b style=\"color: #81e4a5;\">GATE_39</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #9adfb9;\">_119073AAScN</b>, <b style=\"color: #4e8fcf;\">_119073AAScD</b>], tags={<b style=\"color: #b776d2;\">GATE_29</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #c063e2;\">_119073AAScO</b>, <b style=\"color: #5fd686;\">_119073AAScE</b>], tags={<b style=\"color: #9f5bd1;\">GATE_30</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6ce165;\">_119073AAScQ</b>, <b style=\"color: #bb99e5;\">_119073AAScF</b>], tags={<b style=\"color: #5581db;\">GATE_31</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7b70de;\">_119073AAScR</b>, <b style=\"color: #8ab2d2;\">_119073AAScG</b>], tags={<b style=\"color: #6785d3;\">GATE_32</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #bfdf7f;\">_119073AAScT</b>, <b style=\"color: #da7ca9;\">_119073AAScH</b>], tags={<b style=\"color: #94d596;\">GATE_33</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #5de178;\">_119073AAScU</b>, <b style=\"color: #653fd0;\">_119073AAScI</b>], tags={<b style=\"color: #ac6be4;\">GATE_34</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d7ca95;\">_119073AAScW</b>, <b style=\"color: #d8a74c;\">_119073AAScJ</b>], tags={<b style=\"color: #b885d5;\">GATE_35</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #de5b4b;\">_119073AAScX</b>, <b style=\"color: #3db7d7;\">_119073AAScK</b>], tags={<b style=\"color: #d878b9;\">GATE_36</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #85d79b;\">_119073AAScZ</b>, <b style=\"color: #2e93dc;\">_119073AAScL</b>], tags={<b style=\"color: #87bedf;\">GATE_37</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #ce6e49;\">_119073AASca</b>, <b style=\"color: #2ed85f;\">_119073AAScM</b>], tags={<b style=\"color: #41d56c;\">GATE_38</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #349bd2;\">_119073AAScc</b>, <b style=\"color: #9adfb9;\">_119073AAScN</b>, <b style=\"color: #97e3e3;\">_119073AAScP</b>], tags={<b style=\"color: #81e4a5;\">GATE_39</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #9266d3;\">_4308b4AASgv</b>, <b style=\"color: #62cc5c;\">_4308b4AAShJ</b>, <b style=\"color: #36daaf;\">_4308b4AASgu</b>], tags={<b style=\"color: #81e4a5;\">GATE_39</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #97e3e3;\">_119073AAScP</b>, <b style=\"color: #ae67d6;\">_119073AAScd</b>, <b style=\"color: #c063e2;\">_119073AAScO</b>], tags={<b style=\"color: #81e4a5;\">GATE_39</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
-       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dba868;\">_4308b4AAShK</b>, <b style=\"color: #e59dba;\">_4308b4AASgw</b>, <b style=\"color: #2fd43e;\">_4308b4AASgy</b>], tags={<b style=\"color: #bbde95;\">GATE_40</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #79afd9;\">_119073AASce</b>, <b style=\"color: #6ce165;\">_119073AAScQ</b>, <b style=\"color: #6ad040;\">_119073AAScS</b>], tags={<b style=\"color: #bbde95;\">GATE_40</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #2fd43e;\">_4308b4AASgy</b>, <b style=\"color: #9c8fd3;\">_4308b4AAShL</b>, <b style=\"color: #cf30a1;\">_4308b4AASgx</b>], tags={<b style=\"color: #bbde95;\">GATE_40</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6ad040;\">_119073AAScS</b>, <b style=\"color: #5adfa0;\">_119073AAScf</b>, <b style=\"color: #7b70de;\">_119073AAScR</b>], tags={<b style=\"color: #bbde95;\">GATE_40</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
-       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d04467;\">_4308b4AAShM</b>, <b style=\"color: #4ed151;\">_4308b4AASgz</b>, <b style=\"color: #5634d2;\">_4308b4AAShB</b>], tags={<b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7534d1;\">_119073AAScg</b>, <b style=\"color: #bfdf7f;\">_119073AAScT</b>, <b style=\"color: #32ddc1;\">_119073AAScV</b>], tags={<b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #5634d2;\">_4308b4AAShB</b>, <b style=\"color: #563cd5;\">_4308b4AAShN</b>, <b style=\"color: #d7c38f;\">_4308b4AAShA</b>], tags={<b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #32ddc1;\">_119073AAScV</b>, <b style=\"color: #9ae23e;\">_119073AASch</b>, <b style=\"color: #5de178;\">_119073AAScU</b>], tags={<b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
-       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a4e561;\">_4308b4AAShO</b>, <b style=\"color: #8acdba;\">_4308b4AAShC</b>, <b style=\"color: #86d9d5;\">_4308b4AAShE</b>], tags={<b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d23464;\">_119073AASci</b>, <b style=\"color: #d7ca95;\">_119073AAScW</b>, <b style=\"color: #978ce2;\">_119073AAScY</b>], tags={<b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #86d9d5;\">_4308b4AAShE</b>, <b style=\"color: #85e5b9;\">_4308b4AAShP</b>, <b style=\"color: #a46dce;\">_4308b4AAShD</b>], tags={<b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #978ce2;\">_119073AAScY</b>, <b style=\"color: #c080e0;\">_119073AAScj</b>, <b style=\"color: #de5b4b;\">_119073AAScX</b>], tags={<b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
-       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #bf78dc;\">_4308b4AAShQ</b>, <b style=\"color: #53dfba;\">_4308b4AAShF</b>, <b style=\"color: #d9c897;\">_4308b4AAShH</b>], tags={<b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #5ae0c0;\">_119073AASck</b>, <b style=\"color: #85d79b;\">_119073AAScZ</b>, <b style=\"color: #db943b;\">_119073AAScb</b>], tags={<b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d9c897;\">_4308b4AAShH</b>, <b style=\"color: #b985d8;\">_4308b4AAShR</b>, <b style=\"color: #6855cd;\">_4308b4AAShG</b>], tags={<b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #db943b;\">_119073AAScb</b>, <b style=\"color: #89bed3;\">_119073AAScl</b>, <b style=\"color: #ce6e49;\">_119073AASca</b>], tags={<b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
-       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cf522f;\">_4308b4AAShe</b>, <b style=\"color: #e45d2f;\">_4308b4AAShI</b>], tags={<b style=\"color: #74d5bd;\">GATE_44</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #bd37e1;\">_4308b4AAShS</b>, <b style=\"color: #62cc5c;\">_4308b4AAShJ</b>], tags={<b style=\"color: #c659e3;\">GATE_45</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #59d1d6;\">_4308b4AAShT</b>, <b style=\"color: #dba868;\">_4308b4AAShK</b>], tags={<b style=\"color: #d0a875;\">GATE_46</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #78d3d2;\">_4308b4AAShV</b>, <b style=\"color: #9c8fd3;\">_4308b4AAShL</b>], tags={<b style=\"color: #4d78d7;\">GATE_47</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cd6592;\">_4308b4AAShW</b>, <b style=\"color: #d04467;\">_4308b4AAShM</b>], tags={<b style=\"color: #b96edd;\">GATE_48</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #40bee0;\">_4308b4AAShY</b>, <b style=\"color: #563cd5;\">_4308b4AAShN</b>], tags={<b style=\"color: #a98de3;\">GATE_49</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #ac91e1;\">_4308b4AAShZ</b>, <b style=\"color: #a4e561;\">_4308b4AAShO</b>], tags={<b style=\"color: #4be341;\">GATE_50</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #99de64;\">_4308b4AAShb</b>, <b style=\"color: #85e5b9;\">_4308b4AAShP</b>], tags={<b style=\"color: #e2df85;\">GATE_51</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7fde7a;\">_4308b4AAShc</b>, <b style=\"color: #bf78dc;\">_4308b4AAShQ</b>], tags={<b style=\"color: #8ed8b7;\">GATE_52</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #c9d87b;\">_4308b4AAShn</b>, <b style=\"color: #b985d8;\">_4308b4AAShR</b>], tags={<b style=\"color: #da53d5;\">GATE_53</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
-       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e28fd7;\">_4308b4AAShf</b>, <b style=\"color: #bd37e1;\">_4308b4AAShS</b>, <b style=\"color: #db6260;\">_4308b4AAShU</b>], tags={<b style=\"color: #53e04b;\">GATE_54</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
+       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #43a6da;\">_119073AAScy</b>, <b style=\"color: #349bd2;\">_119073AAScc</b>], tags={<b style=\"color: #74d5bd;\">GATE_44</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #c2df9a;\">_119073AAScm</b>, <b style=\"color: #ae67d6;\">_119073AAScd</b>], tags={<b style=\"color: #c659e3;\">GATE_45</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cc8e95;\">_119073AAScn</b>, <b style=\"color: #79afd9;\">_119073AASce</b>], tags={<b style=\"color: #d0a875;\">GATE_46</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b2cd53;\">_119073AAScp</b>, <b style=\"color: #5adfa0;\">_119073AAScf</b>], tags={<b style=\"color: #4d78d7;\">GATE_47</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e44b76;\">_119073AAScq</b>, <b style=\"color: #7534d1;\">_119073AAScg</b>], tags={<b style=\"color: #b96edd;\">GATE_48</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #686ae3;\">_119073AAScs</b>, <b style=\"color: #9ae23e;\">_119073AASch</b>], tags={<b style=\"color: #a98de3;\">GATE_49</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6ee5ce;\">_119073AASct</b>, <b style=\"color: #d23464;\">_119073AASci</b>], tags={<b style=\"color: #4be341;\">GATE_50</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d7982f;\">_119073AAScv</b>, <b style=\"color: #c080e0;\">_119073AAScj</b>], tags={<b style=\"color: #e2df85;\">GATE_51</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b976ce;\">_119073AAScw</b>, <b style=\"color: #5ae0c0;\">_119073AASck</b>], tags={<b style=\"color: #8ed8b7;\">GATE_52</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3752ce;\">_119073AASdH</b>, <b style=\"color: #89bed3;\">_119073AAScl</b>], tags={<b style=\"color: #da53d5;\">GATE_53</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179+0.57859091j, 0.       -0.j        ],\n",
+       "       [0.       -0.j        , 0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6885de;\">_119073AAScz</b>, <b style=\"color: #c2df9a;\">_119073AAScm</b>, <b style=\"color: #d92e9c;\">_119073AASco</b>], tags={<b style=\"color: #53e04b;\">GATE_54</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #db6260;\">_4308b4AAShU</b>, <b style=\"color: #e26fe3;\">_4308b4AAShg</b>, <b style=\"color: #59d1d6;\">_4308b4AAShT</b>], tags={<b style=\"color: #53e04b;\">GATE_54</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  0.5611368 -0.j]],\n",
+       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d92e9c;\">_119073AASco</b>, <b style=\"color: #4cccd8;\">_119073AASdA</b>, <b style=\"color: #cc8e95;\">_119073AAScn</b>], tags={<b style=\"color: #53e04b;\">GATE_54</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j,  0.5611368 -0.j]],\n",
        "\n",
        "       [[ 0.5611368 -0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #be2dd4;\">_4308b4AAShh</b>, <b style=\"color: #78d3d2;\">_4308b4AAShV</b>, <b style=\"color: #e4664b;\">_4308b4AAShX</b>], tags={<b style=\"color: #d29a48;\">GATE_55</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
+       "        [ 0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6bced7;\">_119073AASdB</b>, <b style=\"color: #b2cd53;\">_119073AAScp</b>, <b style=\"color: #e39f33;\">_119073AAScr</b>], tags={<b style=\"color: #d29a48;\">GATE_55</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e4664b;\">_4308b4AAShX</b>, <b style=\"color: #d6575d;\">_4308b4AAShi</b>, <b style=\"color: #cd6592;\">_4308b4AAShW</b>], tags={<b style=\"color: #d29a48;\">GATE_55</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  0.5611368 -0.j]],\n",
+       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e39f33;\">_119073AAScr</b>, <b style=\"color: #939adc;\">_119073AASdC</b>, <b style=\"color: #e44b76;\">_119073AAScq</b>], tags={<b style=\"color: #d29a48;\">GATE_55</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j,  0.5611368 -0.j]],\n",
        "\n",
        "       [[ 0.5611368 -0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3e8dd3;\">_4308b4AAShj</b>, <b style=\"color: #40bee0;\">_4308b4AAShY</b>, <b style=\"color: #9994d9;\">_4308b4AASha</b>], tags={<b style=\"color: #8cd1ce;\">GATE_56</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
+       "        [ 0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dad032;\">_119073AASdD</b>, <b style=\"color: #686ae3;\">_119073AAScs</b>, <b style=\"color: #cf9d80;\">_119073AAScu</b>], tags={<b style=\"color: #8cd1ce;\">GATE_56</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #9994d9;\">_4308b4AASha</b>, <b style=\"color: #91df67;\">_4308b4AAShk</b>, <b style=\"color: #ac91e1;\">_4308b4AAShZ</b>], tags={<b style=\"color: #8cd1ce;\">GATE_56</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  0.5611368 -0.j]],\n",
+       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cf9d80;\">_119073AAScu</b>, <b style=\"color: #35da5f;\">_119073AASdE</b>, <b style=\"color: #6ee5ce;\">_119073AASct</b>], tags={<b style=\"color: #8cd1ce;\">GATE_56</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j,  0.5611368 -0.j]],\n",
        "\n",
        "       [[ 0.5611368 -0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cc37e5;\">_4308b4AAShl</b>, <b style=\"color: #99de64;\">_4308b4AAShb</b>, <b style=\"color: #55cd7f;\">_4308b4AAShd</b>], tags={<b style=\"color: #e2ba6c;\">GATE_57</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
+       "        [ 0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #64b9d3;\">_119073AASdF</b>, <b style=\"color: #d7982f;\">_119073AAScv</b>, <b style=\"color: #3acd44;\">_119073AAScx</b>], tags={<b style=\"color: #e2ba6c;\">GATE_57</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.34461337-0.j,  1.13818065-0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #55cd7f;\">_4308b4AAShd</b>, <b style=\"color: #d79431;\">_4308b4AAShm</b>, <b style=\"color: #7fde7a;\">_4308b4AAShc</b>], tags={<b style=\"color: #e2ba6c;\">GATE_57</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  0.5611368 -0.j]],\n",
+       "        [-1.13818065-0.j, -0.34461337-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3acd44;\">_119073AAScx</b>, <b style=\"color: #bcd464;\">_119073AASdG</b>, <b style=\"color: #b976ce;\">_119073AAScw</b>], tags={<b style=\"color: #e2ba6c;\">GATE_57</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.04849371-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j,  0.5611368 -0.j]],\n",
        "\n",
        "       [[ 0.5611368 -0.j,  0.        -0.j],\n",
-       "        [-0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #5ee443;\">_4308b4AASho</b>, <b style=\"color: #cf522f;\">_4308b4AAShe</b>], tags={<b style=\"color: #e14a48;\">GATE_58</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e0c567;\">_4308b4AAShp</b>, <b style=\"color: #e28fd7;\">_4308b4AAShf</b>], tags={<b style=\"color: #cdd996;\">GATE_59</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d56d93;\">_4308b4AAShr</b>, <b style=\"color: #e26fe3;\">_4308b4AAShg</b>], tags={<b style=\"color: #2fd2cf;\">GATE_60</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #35cd4f;\">_4308b4AAShs</b>, <b style=\"color: #be2dd4;\">_4308b4AAShh</b>], tags={<b style=\"color: #8cd06d;\">GATE_61</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #90e38b;\">_4308b4AAShu</b>, <b style=\"color: #d6575d;\">_4308b4AAShi</b>], tags={<b style=\"color: #8cd492;\">GATE_62</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #979cdd;\">_4308b4AAShv</b>, <b style=\"color: #3e8dd3;\">_4308b4AAShj</b>], tags={<b style=\"color: #d14956;\">GATE_63</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #9b80d8;\">_4308b4AAShx</b>, <b style=\"color: #91df67;\">_4308b4AAShk</b>], tags={<b style=\"color: #54cedf;\">GATE_64</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6b52d6;\">_4308b4AAShy</b>, <b style=\"color: #cc37e5;\">_4308b4AAShl</b>], tags={<b style=\"color: #59d552;\">GATE_65</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7c69d2;\">_4308b4AASiA</b>, <b style=\"color: #d79431;\">_4308b4AAShm</b>], tags={<b style=\"color: #da8cd0;\">GATE_66</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3ccc33;\">_4308b4AASiB</b>, <b style=\"color: #c9d87b;\">_4308b4AAShn</b>], tags={<b style=\"color: #4ce364;\">GATE_67</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
-       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a4d24f;\">_4308b4AASiD</b>, <b style=\"color: #5ee443;\">_4308b4AASho</b>, <b style=\"color: #cd4693;\">_4308b4AAShq</b>], tags={<b style=\"color: #d666a7;\">GATE_68</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j,  1.04849371-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d65d72;\">_119073AASdI</b>, <b style=\"color: #43a6da;\">_119073AAScy</b>], tags={<b style=\"color: #e14a48;\">GATE_58</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #71d0de;\">_119073AASdJ</b>, <b style=\"color: #6885de;\">_119073AAScz</b>], tags={<b style=\"color: #cdd996;\">GATE_59</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6ec8cd;\">_119073AASdL</b>, <b style=\"color: #4cccd8;\">_119073AASdA</b>], tags={<b style=\"color: #2fd2cf;\">GATE_60</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8ee584;\">_119073AASdM</b>, <b style=\"color: #6bced7;\">_119073AASdB</b>], tags={<b style=\"color: #8cd06d;\">GATE_61</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dc4593;\">_119073AASdO</b>, <b style=\"color: #939adc;\">_119073AASdC</b>], tags={<b style=\"color: #8cd492;\">GATE_62</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #57cf53;\">_119073AASdP</b>, <b style=\"color: #dad032;\">_119073AASdD</b>], tags={<b style=\"color: #d14956;\">GATE_63</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a789de;\">_119073AASdR</b>, <b style=\"color: #35da5f;\">_119073AASdE</b>], tags={<b style=\"color: #54cedf;\">GATE_64</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dd4dd3;\">_119073AASdS</b>, <b style=\"color: #64b9d3;\">_119073AASdF</b>], tags={<b style=\"color: #59d552;\">GATE_65</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #5189db;\">_119073AASdU</b>, <b style=\"color: #bcd464;\">_119073AASdG</b>], tags={<b style=\"color: #da8cd0;\">GATE_66</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dda346;\">_119073AASdV</b>, <b style=\"color: #3752ce;\">_119073AASdH</b>], tags={<b style=\"color: #4ce364;\">GATE_67</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #d74979;\">I9</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[0.8156179-0.j        , 0.       +0.57859091j],\n",
+       "       [0.       +0.57859091j, 0.8156179-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cd7099;\">_119073AASdX</b>, <b style=\"color: #d65d72;\">_119073AASdI</b>, <b style=\"color: #65dfac;\">_119073AASdK</b>], tags={<b style=\"color: #d666a7;\">GATE_68</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d2b137;\">I0</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cd4693;\">_4308b4AAShq</b>, <b style=\"color: #87cfd4;\">_4308b4AASiE</b>, <b style=\"color: #e0c567;\">_4308b4AAShp</b>], tags={<b style=\"color: #d666a7;\">GATE_68</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #65dfac;\">_119073AASdK</b>, <b style=\"color: #3f79ce;\">_119073AASdY</b>, <b style=\"color: #71d0de;\">_119073AASdJ</b>], tags={<b style=\"color: #d666a7;\">GATE_68</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d19b78;\">I1</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
-       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dc85de;\">_4308b4AASiF</b>, <b style=\"color: #d56d93;\">_4308b4AAShr</b>, <b style=\"color: #d274b3;\">_4308b4AASht</b>], tags={<b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
+       "        [-0.84089642-0.j,  0.        -0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6ed897;\">_119073AASdZ</b>, <b style=\"color: #6ec8cd;\">_119073AASdL</b>, <b style=\"color: #51d180;\">_119073AASdN</b>], tags={<b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 1.18920712-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.        -0.j]],\n",
        "\n",
        "       [[ 0.        -0.j,  0.        -0.j],\n",
-       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d274b3;\">_4308b4AASht</b>, <b style=\"color: #aede8c;\">_4308b4AASiG</b>, <b style=\"color: #35cd4f;\">_4308b4AAShs</b>], tags={<b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
+       "        [ 0.        -0.j, -1.18920712-0.j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #51d180;\">_119073AASdN</b>, <b style=\"color: #aacf32;\">_119073AASda</b>, <b style=\"color: #8ee584;\">_119073AASdM</b>], tags={<b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd65d9;\">I3</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.84089642-0.j,  0.        -0.j],\n",
        "        [ 0.        -0.j,  0.84089642-0.j]],\n",
        "\n",
        "       [[-0.        -0.j, -0.84089642-0.j],\n",
@@ -62774,7 +54293,7 @@
        "TensorNetworkGen(tensors=668, indices=802)"
       ]
      },
-     "execution_count": 33,
+     "execution_count": 32,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -62786,221 +54305,257 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 34,
+   "execution_count": 33,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/html": [
-       "<samp style='font-size: 12px;'><details><summary><b style=\"color: #a7d574;\">TensorNetworkGen</b>(tensors=87, indices=67)</summary><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #86e4b5;\">_4308b4AAYTk</b>, <b style=\"color: #cc3d59;\">_4308b4AAYTl</b>], tags={<b style=\"color: #cd8979;\">GATE_138</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #51b5d3;\">GATE_144</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
-       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #deac71;\">_4308b4AASkU</b>, <b style=\"color: #31d590;\">_4308b4AAYTj</b>], tags={<b style=\"color: #df977f;\">GATE_136</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #3e7ed4;\">GATE_143</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
-       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #92e0a7;\">_4308b4AAYSp</b>, <b style=\"color: #d991b7;\">_4308b4AAYSq</b>], tags={<b style=\"color: #de5270;\">GATE_109</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #7fbdd3;\">GATE_115</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
-       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d3a57a;\">_4308b4AAYSn</b>, <b style=\"color: #38d04c;\">_4308b4AAYSo</b>], tags={<b style=\"color: #9e79df;\">GATE_107</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #d8e156;\">GATE_114</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
-       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #79dfc6;\">_4308b4AASjX</b>, <b style=\"color: #78e5ca;\">_4308b4AAYSm</b>], tags={<b style=\"color: #a2d946;\">GATE_105</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #a7cd2b;\">GATE_113</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
-       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d0c08c;\">_4308b4AAYRu</b>, <b style=\"color: #51dd35;\">_4308b4AAYRv</b>], tags={<b style=\"color: #b847d9;\">GATE_80</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #8c64d6;\">GATE_86</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
-       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dcab95;\">_4308b4AAYRs</b>, <b style=\"color: #b8db77;\">_4308b4AAYRt</b>], tags={<b style=\"color: #aa6bda;\">GATE_78</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #cb7fe3;\">GATE_85</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
-       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #75cf75;\">_4308b4AAYRq</b>, <b style=\"color: #da8456;\">_4308b4AAYRr</b>], tags={<b style=\"color: #d65c78;\">GATE_76</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #cebd78;\">GATE_84</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
-       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b875de;\">_4308b4AASia</b>, <b style=\"color: #90dbd0;\">_4308b4AAYRp</b>], tags={<b style=\"color: #d36c8f;\">GATE_74</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #53d4b1;\">GATE_83</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
-       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d66a70;\">_4308b4AAYUf</b>, <b style=\"color: #b8e57f;\">_4308b4AASlS</b>], tags={<b style=\"color: #d767e4;\">GATE_167</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #d4852c;\">GATE_173</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
-       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3dd194;\">_4308b4AASkW</b>, <b style=\"color: #8ad35e;\">_4308b4AASkX</b>], tags={<b style=\"color: #cd8979;\">GATE_138</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #51b5d3;\">GATE_144</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
-       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cc553f;\">_4308b4AASjb</b>, <b style=\"color: #a3d069;\">_4308b4AASjc</b>], tags={<b style=\"color: #de5270;\">GATE_109</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #7fbdd3;\">GATE_115</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
-       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #46d48f;\">_4308b4AASjZ</b>, <b style=\"color: #7dc8e4;\">_4308b4AASja</b>], tags={<b style=\"color: #9e79df;\">GATE_107</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #d8e156;\">GATE_114</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
-       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3bcec8;\">_4308b4AASig</b>, <b style=\"color: #a66de1;\">_4308b4AASih</b>], tags={<b style=\"color: #b847d9;\">GATE_80</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #8c64d6;\">GATE_86</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
-       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e293c7;\">_4308b4AASie</b>, <b style=\"color: #cdc768;\">_4308b4AASif</b>], tags={<b style=\"color: #aa6bda;\">GATE_78</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #cb7fe3;\">GATE_85</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
-       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cbde94;\">_4308b4AASic</b>, <b style=\"color: #d13764;\">_4308b4AASid</b>], tags={<b style=\"color: #d65c78;\">GATE_76</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #cebd78;\">GATE_84</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
-       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a337d7;\">_4308b4AAYUg</b>, <b style=\"color: #cc3d59;\">_4308b4AAYTl</b>], tags={<b style=\"color: #4e92d6;\">GATE_159</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #d648d4;\">GATE_153</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
-       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a337d7;\">_4308b4AAYUg</b>, <b style=\"color: #98d08d;\">_4308b4AAYUh</b>, <b style=\"color: #38e337;\">_4308b4AAYTm</b>], tags={<b style=\"color: #c292d3;\">GATE_168</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #4555d9;\">GATE_169</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #8ad771;\">GATE_154</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #4e92d6;\">GATE_159</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.22664955-0.64731788j, -0.45920062-0.16078285j],\n",
-       "        [ 0.        -0.48653503j,  0.68585017+0.j        ]],\n",
+       "<samp style='font-size: 12px;'><details><summary><b style=\"color: #a7d574;\">TensorNetworkGen</b>(tensors=87, indices=67)</summary><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #5ed7dd;\">_119073AAYDm</b>, <b style=\"color: #df5d6e;\">_119073AAYDn</b>], tags={<b style=\"color: #cd8979;\">GATE_138</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #51b5d3;\">GATE_144</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
+       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #aad27b;\">_119073AASfo</b>, <b style=\"color: #689cd4;\">_119073AAYDl</b>], tags={<b style=\"color: #df977f;\">GATE_136</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #3e7ed4;\">GATE_143</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
+       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #359ae3;\">_119073AAYCr</b>, <b style=\"color: #71dc50;\">_119073AAYCs</b>], tags={<b style=\"color: #de5270;\">GATE_109</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #7fbdd3;\">GATE_115</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
+       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d7648f;\">_119073AAYCp</b>, <b style=\"color: #db35b9;\">_119073AAYCq</b>], tags={<b style=\"color: #9e79df;\">GATE_107</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #d8e156;\">GATE_114</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
+       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d06d55;\">_119073AASer</b>, <b style=\"color: #47d856;\">_119073AAYCo</b>], tags={<b style=\"color: #a2d946;\">GATE_105</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #a7cd2b;\">GATE_113</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
+       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #42a9cf;\">_119073AAYBw</b>, <b style=\"color: #a5e068;\">_119073AAYBx</b>], tags={<b style=\"color: #b847d9;\">GATE_80</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #8c64d6;\">GATE_86</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
+       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #47d434;\">_119073AAYBu</b>, <b style=\"color: #da6cdd;\">_119073AAYBv</b>], tags={<b style=\"color: #aa6bda;\">GATE_78</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #cb7fe3;\">GATE_85</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
+       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e098b3;\">_119073AAYBs</b>, <b style=\"color: #bed979;\">_119073AAYBt</b>], tags={<b style=\"color: #d65c78;\">GATE_76</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #cebd78;\">GATE_84</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
+       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6968de;\">_119073AASdu</b>, <b style=\"color: #ce5735;\">_119073AAYBr</b>], tags={<b style=\"color: #d36c8f;\">GATE_74</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #53d4b1;\">GATE_83</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd5dd7;\">I2</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179-0.57859091j,  0.8156179-0.57859091j],\n",
+       "       [ 0.8156179+0.57859091j, -0.8156179-0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #46cc5e;\">_119073AAYEh</b>, <b style=\"color: #e183d0;\">_119073AASgm</b>], tags={<b style=\"color: #d767e4;\">GATE_167</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #d4852c;\">GATE_173</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
+       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #98dfb3;\">_119073AASfq</b>, <b style=\"color: #8acda4;\">_119073AASfr</b>], tags={<b style=\"color: #cd8979;\">GATE_138</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #51b5d3;\">GATE_144</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
+       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d556c7;\">_119073AASev</b>, <b style=\"color: #cb63e1;\">_119073AASew</b>], tags={<b style=\"color: #de5270;\">GATE_109</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #7fbdd3;\">GATE_115</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
+       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #de6eda;\">_119073AASet</b>, <b style=\"color: #4fcfd5;\">_119073AASeu</b>], tags={<b style=\"color: #9e79df;\">GATE_107</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #d8e156;\">GATE_114</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
+       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e3a68d;\">_119073AASeA</b>, <b style=\"color: #5487ce;\">_119073AASeB</b>], tags={<b style=\"color: #b847d9;\">GATE_80</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #8c64d6;\">GATE_86</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
+       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d48fac;\">_119073AASdy</b>, <b style=\"color: #d15fc5;\">_119073AASdz</b>], tags={<b style=\"color: #aa6bda;\">GATE_78</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #cb7fe3;\">GATE_85</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
+       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cd8b5f;\">_119073AASdw</b>, <b style=\"color: #82d9bd;\">_119073AASdx</b>], tags={<b style=\"color: #d65c78;\">GATE_76</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #cebd78;\">GATE_84</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.8156179+0.57859091j,  0.8156179+0.57859091j],\n",
+       "       [ 0.8156179-0.57859091j, -0.8156179+0.57859091j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e44ebe;\">_119073AAYEi</b>, <b style=\"color: #df5d6e;\">_119073AAYDn</b>], tags={<b style=\"color: #4e92d6;\">GATE_159</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #d648d4;\">GATE_153</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
+       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e44ebe;\">_119073AAYEi</b>, <b style=\"color: #8161d1;\">_119073AAYEj</b>, <b style=\"color: #dae164;\">_119073AAYDo</b>], tags={<b style=\"color: #c292d3;\">GATE_168</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #4555d9;\">GATE_169</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #8ad771;\">GATE_154</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #4e92d6;\">GATE_159</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 2.26649549e-01-6.47317875e-01j,\n",
+       "         -4.59200617e-01-1.60782850e-01j],\n",
+       "        [-2.51780799e-18-4.86535026e-01j,\n",
+       "          6.85850166e-01+2.33613923e-17j]],\n",
        "\n",
-       "       [[ 0.        +0.48653503j, -0.68585017+0.j        ],\n",
-       "        [-0.22664955-0.64731788j, -0.45920062+0.16078285j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e5949e;\">_4308b4AASlQ</b>, <b style=\"color: #86e4b5;\">_4308b4AAYTk</b>, <b style=\"color: #d66a70;\">_4308b4AAYUf</b>], tags={<b style=\"color: #90d0cb;\">GATE_166</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #977dd6;\">GATE_152</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #6494ce;\">GATE_158</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
+       "       [[-2.51780799e-18+4.86535026e-01j,\n",
+       "         -6.85850166e-01+2.33613923e-17j],\n",
+       "        [-2.26649549e-01-6.47317875e-01j,\n",
+       "         -4.59200617e-01+1.60782850e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #71d591;\">_119073AASgk</b>, <b style=\"color: #5ed7dd;\">_119073AAYDm</b>, <b style=\"color: #46cc5e;\">_119073AAYEh</b>], tags={<b style=\"color: #90d0cb;\">GATE_166</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #977dd6;\">GATE_152</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #6494ce;\">GATE_158</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
        "        [-0.28150475-0.39682667j,  0.55939167-0.39682667j]],\n",
        "\n",
        "       [[-0.28150475+0.39682667j, -0.55939167-0.39682667j],\n",
-       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cc3d59;\">_4308b4AAYTl</b>, <b style=\"color: #d991b7;\">_4308b4AAYSq</b>], tags={<b style=\"color: #c061ce;\">GATE_130</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #88d9a4;\">GATE_124</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
-       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cc3d59;\">_4308b4AAYTl</b>, <b style=\"color: #38e337;\">_4308b4AAYTm</b>, <b style=\"color: #e470dc;\">_4308b4AAYSr</b>], tags={<b style=\"color: #e0bd2f;\">GATE_139</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #dc64d3;\">GATE_140</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #57cd77;\">GATE_125</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #c061ce;\">GATE_130</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.22664955-0.64731788j, -0.45920062-0.16078285j],\n",
-       "        [ 0.        -0.48653503j,  0.68585017+0.j        ]],\n",
+       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #df5d6e;\">_119073AAYDn</b>, <b style=\"color: #71dc50;\">_119073AAYCs</b>], tags={<b style=\"color: #c061ce;\">GATE_130</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #88d9a4;\">GATE_124</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
+       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #df5d6e;\">_119073AAYDn</b>, <b style=\"color: #dae164;\">_119073AAYDo</b>, <b style=\"color: #dd51c5;\">_119073AAYCt</b>], tags={<b style=\"color: #e0bd2f;\">GATE_139</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #dc64d3;\">GATE_140</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #57cd77;\">GATE_125</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #c061ce;\">GATE_130</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 2.26649549e-01-6.47317875e-01j,\n",
+       "         -4.59200617e-01-1.60782850e-01j],\n",
+       "        [-2.51780799e-18-4.86535026e-01j,\n",
+       "          6.85850166e-01+2.33613923e-17j]],\n",
        "\n",
-       "       [[ 0.        +0.48653503j, -0.68585017+0.j        ],\n",
-       "        [-0.22664955-0.64731788j, -0.45920062+0.16078285j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #31d590;\">_4308b4AAYTj</b>, <b style=\"color: #38d04c;\">_4308b4AAYSo</b>], tags={<b style=\"color: #c8dd4f;\">GATE_129</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #74e47c;\">GATE_122</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
-       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #31d590;\">_4308b4AAYTj</b>, <b style=\"color: #92e0a7;\">_4308b4AAYSp</b>, <b style=\"color: #86e4b5;\">_4308b4AAYTk</b>], tags={<b style=\"color: #a583d8;\">GATE_137</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #c395e3;\">GATE_123</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #c8dd4f;\">GATE_129</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
+       "       [[-2.51780799e-18+4.86535026e-01j,\n",
+       "         -6.85850166e-01+2.33613923e-17j],\n",
+       "        [-2.26649549e-01-6.47317875e-01j,\n",
+       "         -4.59200617e-01+1.60782850e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #689cd4;\">_119073AAYDl</b>, <b style=\"color: #db35b9;\">_119073AAYCq</b>], tags={<b style=\"color: #c8dd4f;\">GATE_129</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #74e47c;\">GATE_122</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
+       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #689cd4;\">_119073AAYDl</b>, <b style=\"color: #359ae3;\">_119073AAYCr</b>, <b style=\"color: #5ed7dd;\">_119073AAYDm</b>], tags={<b style=\"color: #a583d8;\">GATE_137</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #c395e3;\">GATE_123</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #c8dd4f;\">GATE_129</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
        "        [-0.28150475-0.39682667j,  0.55939167-0.39682667j]],\n",
        "\n",
        "       [[-0.28150475+0.39682667j, -0.55939167-0.39682667j],\n",
-       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d991b7;\">_4308b4AAYSq</b>, <b style=\"color: #51dd35;\">_4308b4AAYRv</b>], tags={<b style=\"color: #a236d5;\">GATE_101</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #b7d375;\">GATE_95</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
-       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d991b7;\">_4308b4AAYSq</b>, <b style=\"color: #e470dc;\">_4308b4AAYSr</b>, <b style=\"color: #cd866d;\">_4308b4AAYRw</b>], tags={<b style=\"color: #b96edd;\">GATE_110</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #d696af;\">GATE_111</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #4145cc;\">GATE_96</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #a236d5;\">GATE_101</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.22664955-0.64731788j, -0.45920062-0.16078285j],\n",
-       "        [ 0.        -0.48653503j,  0.68585017+0.j        ]],\n",
+       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #71dc50;\">_119073AAYCs</b>, <b style=\"color: #a5e068;\">_119073AAYBx</b>], tags={<b style=\"color: #a236d5;\">GATE_101</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #b7d375;\">GATE_95</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
+       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #71dc50;\">_119073AAYCs</b>, <b style=\"color: #dd51c5;\">_119073AAYCt</b>, <b style=\"color: #5337dd;\">_119073AAYBy</b>], tags={<b style=\"color: #b96edd;\">GATE_110</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #d696af;\">GATE_111</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #4145cc;\">GATE_96</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #a236d5;\">GATE_101</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 2.26649549e-01-6.47317875e-01j,\n",
+       "         -4.59200617e-01-1.60782850e-01j],\n",
+       "        [-2.51780799e-18-4.86535026e-01j,\n",
+       "          6.85850166e-01+2.33613923e-17j]],\n",
        "\n",
-       "       [[ 0.        +0.48653503j, -0.68585017+0.j        ],\n",
-       "        [-0.22664955-0.64731788j, -0.45920062+0.16078285j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #38d04c;\">_4308b4AAYSo</b>, <b style=\"color: #b8db77;\">_4308b4AAYRt</b>], tags={<b style=\"color: #9895d6;\">GATE_100</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #8dd89d;\">GATE_93</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
-       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #38d04c;\">_4308b4AAYSo</b>, <b style=\"color: #d0c08c;\">_4308b4AAYRu</b>, <b style=\"color: #92e0a7;\">_4308b4AAYSp</b>], tags={<b style=\"color: #e46e6c;\">GATE_108</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #ac52e1;\">GATE_94</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #9895d6;\">GATE_100</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
+       "       [[-2.51780799e-18+4.86535026e-01j,\n",
+       "         -6.85850166e-01+2.33613923e-17j],\n",
+       "        [-2.26649549e-01-6.47317875e-01j,\n",
+       "         -4.59200617e-01+1.60782850e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #db35b9;\">_119073AAYCq</b>, <b style=\"color: #da6cdd;\">_119073AAYBv</b>], tags={<b style=\"color: #9895d6;\">GATE_100</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #8dd89d;\">GATE_93</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
+       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #db35b9;\">_119073AAYCq</b>, <b style=\"color: #42a9cf;\">_119073AAYBw</b>, <b style=\"color: #359ae3;\">_119073AAYCr</b>], tags={<b style=\"color: #e46e6c;\">GATE_108</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #ac52e1;\">GATE_94</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #9895d6;\">GATE_100</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
        "        [-0.28150475-0.39682667j,  0.55939167-0.39682667j]],\n",
        "\n",
        "       [[-0.28150475+0.39682667j, -0.55939167-0.39682667j],\n",
-       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #78e5ca;\">_4308b4AAYSm</b>, <b style=\"color: #da8456;\">_4308b4AAYRr</b>], tags={<b style=\"color: #7ada9b;\">GATE_99</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #de6c73;\">GATE_91</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
-       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #78e5ca;\">_4308b4AAYSm</b>, <b style=\"color: #dcab95;\">_4308b4AAYRs</b>, <b style=\"color: #d3a57a;\">_4308b4AAYSn</b>], tags={<b style=\"color: #66dbca;\">GATE_106</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #c4e57a;\">GATE_92</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #7ada9b;\">GATE_99</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
+       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #47d856;\">_119073AAYCo</b>, <b style=\"color: #bed979;\">_119073AAYBt</b>], tags={<b style=\"color: #7ada9b;\">GATE_99</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #de6c73;\">GATE_91</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
+       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #47d856;\">_119073AAYCo</b>, <b style=\"color: #47d434;\">_119073AAYBu</b>, <b style=\"color: #d7648f;\">_119073AAYCp</b>], tags={<b style=\"color: #66dbca;\">GATE_106</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #c4e57a;\">GATE_92</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #7ada9b;\">GATE_99</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
        "        [-0.28150475-0.39682667j,  0.55939167-0.39682667j]],\n",
        "\n",
        "       [[-0.28150475+0.39682667j, -0.55939167-0.39682667j],\n",
-       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #51dd35;\">_4308b4AAYRv</b>, <b style=\"color: #a344e5;\">_4308b4AAYRA</b>], tags={<b style=\"color: #b9db52;\">GATE_72</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #da8cd0;\">GATE_66</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
-       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #51dd35;\">_4308b4AAYRv</b>, <b style=\"color: #cd866d;\">_4308b4AAYRw</b>, <b style=\"color: #66bcd4;\">_4308b4AAYRB</b>], tags={<b style=\"color: #8c6edd;\">GATE_81</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #bbda61;\">GATE_82</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #4ce364;\">GATE_67</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #b9db52;\">GATE_72</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.22664955-0.64731788j, -0.45920062-0.16078285j],\n",
-       "        [ 0.        -0.48653503j,  0.68585017+0.j        ]],\n",
+       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a5e068;\">_119073AAYBx</b>, <b style=\"color: #a95eda;\">_119073AAYBC</b>], tags={<b style=\"color: #b9db52;\">GATE_72</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #da8cd0;\">GATE_66</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
+       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a5e068;\">_119073AAYBx</b>, <b style=\"color: #5337dd;\">_119073AAYBy</b>, <b style=\"color: #e030d2;\">_119073AAYBD</b>], tags={<b style=\"color: #8c6edd;\">GATE_81</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #bbda61;\">GATE_82</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #4ce364;\">GATE_67</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #b9db52;\">GATE_72</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 2.26649549e-01-6.47317875e-01j,\n",
+       "         -4.59200617e-01-1.60782850e-01j],\n",
+       "        [-2.51780799e-18-4.86535026e-01j,\n",
+       "          6.85850166e-01+2.33613923e-17j]],\n",
        "\n",
-       "       [[ 0.        +0.48653503j, -0.68585017+0.j        ],\n",
-       "        [-0.22664955-0.64731788j, -0.45920062+0.16078285j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b8db77;\">_4308b4AAYRt</b>, <b style=\"color: #3250d7;\">_4308b4AAYQy</b>], tags={<b style=\"color: #d12f74;\">GATE_71</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #54cedf;\">GATE_64</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
-       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b8db77;\">_4308b4AAYRt</b>, <b style=\"color: #d7df3f;\">_4308b4AAYQz</b>, <b style=\"color: #d0c08c;\">_4308b4AAYRu</b>], tags={<b style=\"color: #cfb283;\">GATE_79</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #59d552;\">GATE_65</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #d12f74;\">GATE_71</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
+       "       [[-2.51780799e-18+4.86535026e-01j,\n",
+       "         -6.85850166e-01+2.33613923e-17j],\n",
+       "        [-2.26649549e-01-6.47317875e-01j,\n",
+       "         -4.59200617e-01+1.60782850e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #da6cdd;\">_119073AAYBv</b>, <b style=\"color: #8fbdcf;\">_119073AAYBA</b>], tags={<b style=\"color: #d12f74;\">GATE_71</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #54cedf;\">GATE_64</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
+       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #da6cdd;\">_119073AAYBv</b>, <b style=\"color: #44db98;\">_119073AAYBB</b>, <b style=\"color: #42a9cf;\">_119073AAYBw</b>], tags={<b style=\"color: #cfb283;\">GATE_79</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #59d552;\">GATE_65</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #d12f74;\">GATE_71</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
        "        [-0.28150475-0.39682667j,  0.55939167-0.39682667j]],\n",
        "\n",
        "       [[-0.28150475+0.39682667j, -0.55939167-0.39682667j],\n",
-       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #da8456;\">_4308b4AAYRr</b>, <b style=\"color: #e35ccd;\">_4308b4AAYQw</b>], tags={<b style=\"color: #3a7fd5;\">GATE_70</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #8cd492;\">GATE_62</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
-       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #da8456;\">_4308b4AAYRr</b>, <b style=\"color: #4544d2;\">_4308b4AAYQx</b>, <b style=\"color: #dcab95;\">_4308b4AAYRs</b>], tags={<b style=\"color: #d88c7f;\">GATE_77</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #d14956;\">GATE_63</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #3a7fd5;\">GATE_70</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
+       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #bed979;\">_119073AAYBt</b>, <b style=\"color: #b4da4e;\">_119073AAYAy</b>], tags={<b style=\"color: #3a7fd5;\">GATE_70</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #8cd492;\">GATE_62</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
+       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #bed979;\">_119073AAYBt</b>, <b style=\"color: #cede89;\">_119073AAYAz</b>, <b style=\"color: #47d434;\">_119073AAYBu</b>], tags={<b style=\"color: #d88c7f;\">GATE_77</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #d14956;\">GATE_63</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #3a7fd5;\">GATE_70</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
        "        [-0.28150475-0.39682667j,  0.55939167-0.39682667j]],\n",
        "\n",
        "       [[-0.28150475+0.39682667j, -0.55939167-0.39682667j],\n",
-       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #90dbd0;\">_4308b4AAYRp</b>, <b style=\"color: #53dda3;\">_4308b4AAYQu</b>], tags={<b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #2fd2cf;\">GATE_60</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
-       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #90dbd0;\">_4308b4AAYRp</b>, <b style=\"color: #494bd9;\">_4308b4AAYQv</b>, <b style=\"color: #75cf75;\">_4308b4AAYRq</b>], tags={<b style=\"color: #de94a1;\">GATE_75</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #8cd06d;\">GATE_61</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
+       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #ce5735;\">_119073AAYBr</b>, <b style=\"color: #49d495;\">_119073AAYAw</b>], tags={<b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #2fd2cf;\">GATE_60</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.j        ,  0.        -0.68806443j],\n",
+       "       [ 0.        +0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #ce5735;\">_119073AAYBr</b>, <b style=\"color: #ddbb8d;\">_119073AAYAx</b>, <b style=\"color: #e098b3;\">_119073AAYBs</b>], tags={<b style=\"color: #de94a1;\">GATE_75</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #8cd06d;\">GATE_61</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
        "        [-0.28150475-0.39682667j,  0.55939167-0.39682667j]],\n",
        "\n",
        "       [[-0.28150475+0.39682667j, -0.55939167-0.39682667j],\n",
-       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a344e5;\">_4308b4AAYRA</b>, <b style=\"color: #d7df3f;\">_4308b4AAYQz</b>], tags={<b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #e2df85;\">GATE_51</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #e2ba6c;\">GATE_57</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.68806443j,  0.96993861+0.68806443j],\n",
-       "       [-0.96993861+0.68806443j,  0.96993861+0.68806443j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3250d7;\">_4308b4AAYQy</b>, <b style=\"color: #db6073;\">_4308b4AAYQE</b>, <b style=\"color: #d7df3f;\">_4308b4AAYQz</b>], tags={<b style=\"color: #4be341;\">GATE_50</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #d878b9;\">GATE_36</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
+       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a95eda;\">_119073AAYBC</b>, <b style=\"color: #44db98;\">_119073AAYBB</b>], tags={<b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #e2df85;\">GATE_51</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #e2ba6c;\">GATE_57</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.68806443j,  0.96993861+0.68806443j],\n",
+       "       [-0.96993861+0.68806443j,  0.96993861+0.68806443j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8fbdcf;\">_119073AAYBA</b>, <b style=\"color: #8743d8;\">_119073AAYAG</b>, <b style=\"color: #44db98;\">_119073AAYBB</b>], tags={<b style=\"color: #4be341;\">GATE_50</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #d878b9;\">GATE_36</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167-0.39682667j, -0.28150475-0.39682667j],\n",
        "        [-0.28150475-0.39682667j,  0.55939167-0.39682667j]],\n",
        "\n",
        "       [[-0.28150475+0.39682667j, -0.55939167-0.39682667j],\n",
-       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #decc98;\">_4308b4AASmN</b>, <b style=\"color: #32d349;\">_4308b4AAYVc</b>, <b style=\"color: #e2de76;\">_4308b4AASlT</b>], tags={<b style=\"color: #6ddb7d;\">GATE_197</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #39d6c3;\">GATE_198</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #dfa799;\">GATE_183</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #e3b285;\">GATE_188</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.22664955+0.64731788j, -0.45920062+0.16078285j],\n",
-       "        [ 0.        +0.48653503j,  0.68585017+0.j        ]],\n",
+       "        [-0.55939167-0.39682667j, -0.28150475+0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7081d2;\">_119073AAShh</b>, <b style=\"color: #d2908b;\">_119073AAYFe</b>, <b style=\"color: #d844ac;\">_119073AASgn</b>], tags={<b style=\"color: #6ddb7d;\">GATE_197</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #39d6c3;\">GATE_198</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #dfa799;\">GATE_183</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #e3b285;\">GATE_188</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 2.26649549e-01+6.47317875e-01j,\n",
+       "         -4.59200617e-01+1.60782850e-01j],\n",
+       "        [-2.51780799e-18+4.86535026e-01j,\n",
+       "          6.85850166e-01-2.33613923e-17j]],\n",
        "\n",
-       "       [[ 0.        -0.48653503j, -0.68585017+0.j        ],\n",
-       "        [-0.22664955+0.64731788j, -0.45920062-0.16078285j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b8e57f;\">_4308b4AASlS</b>, <b style=\"color: #8ad35e;\">_4308b4AASkX</b>], tags={<b style=\"color: #4e92d6;\">GATE_159</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #d648d4;\">GATE_153</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b8e57f;\">_4308b4AASlS</b>, <b style=\"color: #e2de76;\">_4308b4AASlT</b>, <b style=\"color: #e5977d;\">_4308b4AASkY</b>], tags={<b style=\"color: #c292d3;\">GATE_168</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #4555d9;\">GATE_169</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #8ad771;\">GATE_154</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #4e92d6;\">GATE_159</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.22664955+0.64731788j, -0.45920062+0.16078285j],\n",
-       "        [ 0.        +0.48653503j,  0.68585017+0.j        ]],\n",
+       "       [[-2.51780799e-18-4.86535026e-01j,\n",
+       "         -6.85850166e-01-2.33613923e-17j],\n",
+       "        [-2.26649549e-01+6.47317875e-01j,\n",
+       "         -4.59200617e-01-1.60782850e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e183d0;\">_119073AASgm</b>, <b style=\"color: #8acda4;\">_119073AASfr</b>], tags={<b style=\"color: #4e92d6;\">GATE_159</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #d648d4;\">GATE_153</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e183d0;\">_119073AASgm</b>, <b style=\"color: #d844ac;\">_119073AASgn</b>, <b style=\"color: #b9db71;\">_119073AASfs</b>], tags={<b style=\"color: #c292d3;\">GATE_168</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #4555d9;\">GATE_169</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #8ad771;\">GATE_154</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #4e92d6;\">GATE_159</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 2.26649549e-01+6.47317875e-01j,\n",
+       "         -4.59200617e-01+1.60782850e-01j],\n",
+       "        [-2.51780799e-18+4.86535026e-01j,\n",
+       "          6.85850166e-01-2.33613923e-17j]],\n",
        "\n",
-       "       [[ 0.        -0.48653503j, -0.68585017+0.j        ],\n",
-       "        [-0.22664955+0.64731788j, -0.45920062-0.16078285j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e5949e;\">_4308b4AASlQ</b>, <b style=\"color: #3dd194;\">_4308b4AASkW</b>, <b style=\"color: #d66a70;\">_4308b4AAYUf</b>], tags={<b style=\"color: #90d0cb;\">GATE_166</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #977dd6;\">GATE_152</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #6494ce;\">GATE_158</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
+       "       [[-2.51780799e-18-4.86535026e-01j,\n",
+       "         -6.85850166e-01-2.33613923e-17j],\n",
+       "        [-2.26649549e-01+6.47317875e-01j,\n",
+       "         -4.59200617e-01-1.60782850e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #71d591;\">_119073AASgk</b>, <b style=\"color: #98dfb3;\">_119073AASfq</b>, <b style=\"color: #46cc5e;\">_119073AAYEh</b>], tags={<b style=\"color: #90d0cb;\">GATE_166</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #977dd6;\">GATE_152</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #6494ce;\">GATE_158</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
        "        [-0.28150475+0.39682667j,  0.55939167+0.39682667j]],\n",
        "\n",
        "       [[-0.28150475-0.39682667j, -0.55939167+0.39682667j],\n",
-       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8ad35e;\">_4308b4AASkX</b>, <b style=\"color: #a3d069;\">_4308b4AASjc</b>], tags={<b style=\"color: #c061ce;\">GATE_130</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #88d9a4;\">GATE_124</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8ad35e;\">_4308b4AASkX</b>, <b style=\"color: #e5977d;\">_4308b4AASkY</b>, <b style=\"color: #3ad14b;\">_4308b4AASjd</b>], tags={<b style=\"color: #e0bd2f;\">GATE_139</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #dc64d3;\">GATE_140</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #57cd77;\">GATE_125</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #c061ce;\">GATE_130</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.22664955+0.64731788j, -0.45920062+0.16078285j],\n",
-       "        [ 0.        +0.48653503j,  0.68585017+0.j        ]],\n",
+       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8acda4;\">_119073AASfr</b>, <b style=\"color: #cb63e1;\">_119073AASew</b>], tags={<b style=\"color: #c061ce;\">GATE_130</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #88d9a4;\">GATE_124</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8acda4;\">_119073AASfr</b>, <b style=\"color: #b9db71;\">_119073AASfs</b>, <b style=\"color: #84df73;\">_119073AASex</b>], tags={<b style=\"color: #e0bd2f;\">GATE_139</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #dc64d3;\">GATE_140</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #57cd77;\">GATE_125</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #c061ce;\">GATE_130</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 2.26649549e-01+6.47317875e-01j,\n",
+       "         -4.59200617e-01+1.60782850e-01j],\n",
+       "        [-2.51780799e-18+4.86535026e-01j,\n",
+       "          6.85850166e-01-2.33613923e-17j]],\n",
        "\n",
-       "       [[ 0.        -0.48653503j, -0.68585017+0.j        ],\n",
-       "        [-0.22664955+0.64731788j, -0.45920062-0.16078285j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8ddcb9;\">_4308b4AASkV</b>, <b style=\"color: #7dc8e4;\">_4308b4AASja</b>], tags={<b style=\"color: #c8dd4f;\">GATE_129</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #74e47c;\">GATE_122</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #8ddcb9;\">_4308b4AASkV</b>, <b style=\"color: #cc553f;\">_4308b4AASjb</b>, <b style=\"color: #3dd194;\">_4308b4AASkW</b>], tags={<b style=\"color: #a583d8;\">GATE_137</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #c395e3;\">GATE_123</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #c8dd4f;\">GATE_129</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
+       "       [[-2.51780799e-18-4.86535026e-01j,\n",
+       "         -6.85850166e-01-2.33613923e-17j],\n",
+       "        [-2.26649549e-01+6.47317875e-01j,\n",
+       "         -4.59200617e-01-1.60782850e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #ade238;\">_119073AASfp</b>, <b style=\"color: #4fcfd5;\">_119073AASeu</b>], tags={<b style=\"color: #c8dd4f;\">GATE_129</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #74e47c;\">GATE_122</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #ade238;\">_119073AASfp</b>, <b style=\"color: #d556c7;\">_119073AASev</b>, <b style=\"color: #98dfb3;\">_119073AASfq</b>], tags={<b style=\"color: #a583d8;\">GATE_137</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #c395e3;\">GATE_123</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #c8dd4f;\">GATE_129</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
        "        [-0.28150475+0.39682667j,  0.55939167+0.39682667j]],\n",
        "\n",
        "       [[-0.28150475-0.39682667j, -0.55939167+0.39682667j],\n",
-       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d7854d;\">_4308b4AAYTh</b>, <b style=\"color: #6b94dc;\">_4308b4AASjY</b>], tags={<b style=\"color: #a441de;\">GATE_128</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #70e3cd;\">GATE_120</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d7854d;\">_4308b4AAYTh</b>, <b style=\"color: #46d48f;\">_4308b4AASjZ</b>, <b style=\"color: #deac71;\">_4308b4AASkU</b>], tags={<b style=\"color: #d281bc;\">GATE_135</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #7bd26d;\">GATE_121</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #a441de;\">GATE_128</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
+       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3761d2;\">_119073AAYDj</b>, <b style=\"color: #cec039;\">_119073AASes</b>], tags={<b style=\"color: #a441de;\">GATE_128</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #70e3cd;\">GATE_120</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3761d2;\">_119073AAYDj</b>, <b style=\"color: #de6eda;\">_119073AASet</b>, <b style=\"color: #aad27b;\">_119073AASfo</b>], tags={<b style=\"color: #d281bc;\">GATE_135</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #7bd26d;\">GATE_121</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #a441de;\">GATE_128</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
        "        [-0.28150475+0.39682667j,  0.55939167+0.39682667j]],\n",
        "\n",
        "       [[-0.28150475-0.39682667j, -0.55939167+0.39682667j],\n",
-       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a3d069;\">_4308b4AASjc</b>, <b style=\"color: #a66de1;\">_4308b4AASih</b>], tags={<b style=\"color: #a236d5;\">GATE_101</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #b7d375;\">GATE_95</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a3d069;\">_4308b4AASjc</b>, <b style=\"color: #3ad14b;\">_4308b4AASjd</b>, <b style=\"color: #a77fd4;\">_4308b4AASii</b>], tags={<b style=\"color: #b96edd;\">GATE_110</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #d696af;\">GATE_111</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #4145cc;\">GATE_96</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #a236d5;\">GATE_101</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.22664955+0.64731788j, -0.45920062+0.16078285j],\n",
-       "        [ 0.        +0.48653503j,  0.68585017+0.j        ]],\n",
+       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cb63e1;\">_119073AASew</b>, <b style=\"color: #5487ce;\">_119073AASeB</b>], tags={<b style=\"color: #a236d5;\">GATE_101</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #b7d375;\">GATE_95</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cb63e1;\">_119073AASew</b>, <b style=\"color: #84df73;\">_119073AASex</b>, <b style=\"color: #4766dc;\">_119073AASeC</b>], tags={<b style=\"color: #b96edd;\">GATE_110</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #d696af;\">GATE_111</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #4145cc;\">GATE_96</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #a236d5;\">GATE_101</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 2.26649549e-01+6.47317875e-01j,\n",
+       "         -4.59200617e-01+1.60782850e-01j],\n",
+       "        [-2.51780799e-18+4.86535026e-01j,\n",
+       "          6.85850166e-01-2.33613923e-17j]],\n",
        "\n",
-       "       [[ 0.        -0.48653503j, -0.68585017+0.j        ],\n",
-       "        [-0.22664955+0.64731788j, -0.45920062-0.16078285j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7dc8e4;\">_4308b4AASja</b>, <b style=\"color: #cdc768;\">_4308b4AASif</b>], tags={<b style=\"color: #9895d6;\">GATE_100</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #8dd89d;\">GATE_93</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7dc8e4;\">_4308b4AASja</b>, <b style=\"color: #3bcec8;\">_4308b4AASig</b>, <b style=\"color: #cc553f;\">_4308b4AASjb</b>], tags={<b style=\"color: #e46e6c;\">GATE_108</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #ac52e1;\">GATE_94</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #9895d6;\">GATE_100</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
+       "       [[-2.51780799e-18-4.86535026e-01j,\n",
+       "         -6.85850166e-01-2.33613923e-17j],\n",
+       "        [-2.26649549e-01+6.47317875e-01j,\n",
+       "         -4.59200617e-01-1.60782850e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #4fcfd5;\">_119073AASeu</b>, <b style=\"color: #d15fc5;\">_119073AASdz</b>], tags={<b style=\"color: #9895d6;\">GATE_100</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #8dd89d;\">GATE_93</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #4fcfd5;\">_119073AASeu</b>, <b style=\"color: #e3a68d;\">_119073AASeA</b>, <b style=\"color: #d556c7;\">_119073AASev</b>], tags={<b style=\"color: #e46e6c;\">GATE_108</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #ac52e1;\">GATE_94</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #9895d6;\">GATE_100</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
        "        [-0.28150475+0.39682667j,  0.55939167+0.39682667j]],\n",
        "\n",
        "       [[-0.28150475-0.39682667j, -0.55939167+0.39682667j],\n",
-       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6b94dc;\">_4308b4AASjY</b>, <b style=\"color: #d13764;\">_4308b4AASid</b>], tags={<b style=\"color: #7ada9b;\">GATE_99</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #de6c73;\">GATE_91</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6b94dc;\">_4308b4AASjY</b>, <b style=\"color: #e293c7;\">_4308b4AASie</b>, <b style=\"color: #46d48f;\">_4308b4AASjZ</b>], tags={<b style=\"color: #66dbca;\">GATE_106</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #c4e57a;\">GATE_92</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #7ada9b;\">GATE_99</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
+       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cec039;\">_119073AASes</b>, <b style=\"color: #82d9bd;\">_119073AASdx</b>], tags={<b style=\"color: #7ada9b;\">GATE_99</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #de6c73;\">GATE_91</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cec039;\">_119073AASes</b>, <b style=\"color: #d48fac;\">_119073AASdy</b>, <b style=\"color: #de6eda;\">_119073AASet</b>], tags={<b style=\"color: #66dbca;\">GATE_106</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #c4e57a;\">GATE_92</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #7ada9b;\">GATE_99</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
        "        [-0.28150475+0.39682667j,  0.55939167+0.39682667j]],\n",
        "\n",
        "       [[-0.28150475-0.39682667j, -0.55939167+0.39682667j],\n",
-       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b9d05a;\">_4308b4AAYSk</b>, <b style=\"color: #e1906e;\">_4308b4AASib</b>], tags={<b style=\"color: #e37ed3;\">GATE_98</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #75d0ca;\">GATE_89</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b9d05a;\">_4308b4AAYSk</b>, <b style=\"color: #cbde94;\">_4308b4AASic</b>, <b style=\"color: #79dfc6;\">_4308b4AASjX</b>], tags={<b style=\"color: #dea492;\">GATE_104</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #7ec4d5;\">GATE_90</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #e37ed3;\">GATE_98</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
+       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e18379;\">_119073AAYCm</b>, <b style=\"color: #2bce3a;\">_119073AASdv</b>], tags={<b style=\"color: #e37ed3;\">GATE_98</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #75d0ca;\">GATE_89</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e18379;\">_119073AAYCm</b>, <b style=\"color: #cd8b5f;\">_119073AASdw</b>, <b style=\"color: #d06d55;\">_119073AASer</b>], tags={<b style=\"color: #dea492;\">GATE_104</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #7ec4d5;\">GATE_90</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #e37ed3;\">GATE_98</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
        "        [-0.28150475+0.39682667j,  0.55939167+0.39682667j]],\n",
        "\n",
        "       [[-0.28150475-0.39682667j, -0.55939167+0.39682667j],\n",
-       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a66de1;\">_4308b4AASih</b>, <b style=\"color: #d79431;\">_4308b4AAShm</b>], tags={<b style=\"color: #b9db52;\">GATE_72</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #da8cd0;\">GATE_66</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a66de1;\">_4308b4AASih</b>, <b style=\"color: #a77fd4;\">_4308b4AASii</b>, <b style=\"color: #c9d87b;\">_4308b4AAShn</b>], tags={<b style=\"color: #8c6edd;\">GATE_81</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #bbda61;\">GATE_82</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #4ce364;\">GATE_67</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #b9db52;\">GATE_72</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.22664955+0.64731788j, -0.45920062+0.16078285j],\n",
-       "        [ 0.        +0.48653503j,  0.68585017+0.j        ]],\n",
+       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #5487ce;\">_119073AASeB</b>, <b style=\"color: #bcd464;\">_119073AASdG</b>], tags={<b style=\"color: #b9db52;\">GATE_72</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #da8cd0;\">GATE_66</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #5487ce;\">_119073AASeB</b>, <b style=\"color: #4766dc;\">_119073AASeC</b>, <b style=\"color: #3752ce;\">_119073AASdH</b>], tags={<b style=\"color: #8c6edd;\">GATE_81</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #bbda61;\">GATE_82</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #4ce364;\">GATE_67</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #b9db52;\">GATE_72</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 2.26649549e-01+6.47317875e-01j,\n",
+       "         -4.59200617e-01+1.60782850e-01j],\n",
+       "        [-2.51780799e-18+4.86535026e-01j,\n",
+       "          6.85850166e-01-2.33613923e-17j]],\n",
        "\n",
-       "       [[ 0.        -0.48653503j, -0.68585017+0.j        ],\n",
-       "        [-0.22664955+0.64731788j, -0.45920062-0.16078285j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cdc768;\">_4308b4AASif</b>, <b style=\"color: #91df67;\">_4308b4AAShk</b>], tags={<b style=\"color: #d12f74;\">GATE_71</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #54cedf;\">GATE_64</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cdc768;\">_4308b4AASif</b>, <b style=\"color: #cc37e5;\">_4308b4AAShl</b>, <b style=\"color: #3bcec8;\">_4308b4AASig</b>], tags={<b style=\"color: #cfb283;\">GATE_79</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #59d552;\">GATE_65</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #d12f74;\">GATE_71</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
+       "       [[-2.51780799e-18-4.86535026e-01j,\n",
+       "         -6.85850166e-01-2.33613923e-17j],\n",
+       "        [-2.26649549e-01+6.47317875e-01j,\n",
+       "         -4.59200617e-01-1.60782850e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d15fc5;\">_119073AASdz</b>, <b style=\"color: #35da5f;\">_119073AASdE</b>], tags={<b style=\"color: #d12f74;\">GATE_71</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #54cedf;\">GATE_64</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d15fc5;\">_119073AASdz</b>, <b style=\"color: #64b9d3;\">_119073AASdF</b>, <b style=\"color: #e3a68d;\">_119073AASeA</b>], tags={<b style=\"color: #cfb283;\">GATE_79</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #59d552;\">GATE_65</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #d12f74;\">GATE_71</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
        "        [-0.28150475+0.39682667j,  0.55939167+0.39682667j]],\n",
        "\n",
        "       [[-0.28150475-0.39682667j, -0.55939167+0.39682667j],\n",
-       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d13764;\">_4308b4AASid</b>, <b style=\"color: #d6575d;\">_4308b4AAShi</b>], tags={<b style=\"color: #3a7fd5;\">GATE_70</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #8cd492;\">GATE_62</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d13764;\">_4308b4AASid</b>, <b style=\"color: #3e8dd3;\">_4308b4AAShj</b>, <b style=\"color: #e293c7;\">_4308b4AASie</b>], tags={<b style=\"color: #d88c7f;\">GATE_77</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #d14956;\">GATE_63</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #3a7fd5;\">GATE_70</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
+       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #82d9bd;\">_119073AASdx</b>, <b style=\"color: #939adc;\">_119073AASdC</b>], tags={<b style=\"color: #3a7fd5;\">GATE_70</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #8cd492;\">GATE_62</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #82d9bd;\">_119073AASdx</b>, <b style=\"color: #dad032;\">_119073AASdD</b>, <b style=\"color: #d48fac;\">_119073AASdy</b>], tags={<b style=\"color: #d88c7f;\">GATE_77</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #d14956;\">GATE_63</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #3a7fd5;\">GATE_70</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
        "        [-0.28150475+0.39682667j,  0.55939167+0.39682667j]],\n",
        "\n",
        "       [[-0.28150475-0.39682667j, -0.55939167+0.39682667j],\n",
-       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e1906e;\">_4308b4AASib</b>, <b style=\"color: #e26fe3;\">_4308b4AAShg</b>], tags={<b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #2fd2cf;\">GATE_60</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
-       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e1906e;\">_4308b4AASib</b>, <b style=\"color: #be2dd4;\">_4308b4AAShh</b>, <b style=\"color: #cbde94;\">_4308b4AASic</b>], tags={<b style=\"color: #de94a1;\">GATE_75</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #8cd06d;\">GATE_61</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
+       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #2bce3a;\">_119073AASdv</b>, <b style=\"color: #4cccd8;\">_119073AASdA</b>], tags={<b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #2fd2cf;\">GATE_60</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861-0.j        ,  0.        +0.68806443j],\n",
+       "       [ 0.        -0.68806443j, -0.96993861+0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #2bce3a;\">_119073AASdv</b>, <b style=\"color: #6bced7;\">_119073AASdB</b>, <b style=\"color: #cd8b5f;\">_119073AASdw</b>], tags={<b style=\"color: #de94a1;\">GATE_75</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #8cd06d;\">GATE_61</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #acd280;\">GATE_69</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
        "        [-0.28150475+0.39682667j,  0.55939167+0.39682667j]],\n",
        "\n",
        "       [[-0.28150475-0.39682667j, -0.55939167+0.39682667j],\n",
-       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d79431;\">_4308b4AAShm</b>, <b style=\"color: #cc37e5;\">_4308b4AAShl</b>], tags={<b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #e2df85;\">GATE_51</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #e2ba6c;\">GATE_57</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.68806443j,  0.96993861-0.68806443j],\n",
-       "       [-0.96993861-0.68806443j,  0.96993861-0.68806443j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #91df67;\">_4308b4AAShk</b>, <b style=\"color: #7fd696;\">_4308b4AASgq</b>, <b style=\"color: #cc37e5;\">_4308b4AAShl</b>], tags={<b style=\"color: #4be341;\">GATE_50</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #d878b9;\">GATE_36</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
+       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #bcd464;\">_119073AASdG</b>, <b style=\"color: #64b9d3;\">_119073AASdF</b>], tags={<b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #e2df85;\">GATE_51</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #e2ba6c;\">GATE_57</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.96993861+0.68806443j,  0.96993861-0.68806443j],\n",
+       "       [-0.96993861-0.68806443j,  0.96993861-0.68806443j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #35da5f;\">_119073AASdE</b>, <b style=\"color: #3db7d7;\">_119073AAScK</b>, <b style=\"color: #64b9d3;\">_119073AASdF</b>], tags={<b style=\"color: #4be341;\">GATE_50</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #d878b9;\">GATE_36</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #635ed0;\">CX</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.55939167+0.39682667j, -0.28150475+0.39682667j],\n",
        "        [-0.28150475+0.39682667j,  0.55939167+0.39682667j]],\n",
        "\n",
        "       [[-0.28150475-0.39682667j, -0.55939167+0.39682667j],\n",
-       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d79431;\">_4308b4AAShm</b>, <b style=\"color: #7fd696;\">_4308b4AASgq</b>, <b style=\"color: #c9d87b;\">_4308b4AAShn</b>], tags={<b style=\"color: #8ed8b7;\">GATE_52</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #606bd4;\">GATE_14</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #a58ad0;\">GATE_22</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #8ed0e1;\">GATE_28</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #87bedf;\">GATE_37</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #a7d58f;\">GATE_23</b>, <b style=\"color: #78c5e3;\">GATE_8</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #da53d5;\">GATE_53</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #41d56c;\">GATE_38</b>, <b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9fe3c6;\">GATE_24</b>, <b style=\"color: #de70db;\">GATE_9</b>, <b style=\"color: #4fe13d;\">GATE_21</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #bade88;\">GATE_6</b>, <b style=\"color: #da9170;\">GATE_7</b>, <b style=\"color: #90cf91;\">GATE_13</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.5027836 +0.11370736j, -0.02428325-0.12148106j],\n",
+       "        [-0.55939167+0.39682667j, -0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #bcd464;\">_119073AASdG</b>, <b style=\"color: #3db7d7;\">_119073AAScK</b>, <b style=\"color: #3752ce;\">_119073AASdH</b>], tags={<b style=\"color: #8ed8b7;\">GATE_52</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #606bd4;\">GATE_14</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #a58ad0;\">GATE_22</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #8ed0e1;\">GATE_28</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #87bedf;\">GATE_37</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #a7d58f;\">GATE_23</b>, <b style=\"color: #78c5e3;\">GATE_8</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #da53d5;\">GATE_53</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #41d56c;\">GATE_38</b>, <b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9fe3c6;\">GATE_24</b>, <b style=\"color: #de70db;\">GATE_9</b>, <b style=\"color: #4fe13d;\">GATE_21</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #bade88;\">GATE_6</b>, <b style=\"color: #da9170;\">GATE_7</b>, <b style=\"color: #90cf91;\">GATE_13</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.5027836 +0.11370736j, -0.02428325-0.12148106j],\n",
        "        [-0.02428325-0.12148106j, -0.02428325+0.01722628j]],\n",
        "\n",
        "       [[ 0.02428325+0.01722628j,  0.1226808 +0.01722628j],\n",
-       "        [-0.02428325+0.12148106j,  0.142557  +0.49537684j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a344e5;\">_4308b4AAYRA</b>, <b style=\"color: #db6073;\">_4308b4AAYQE</b>, <b style=\"color: #66bcd4;\">_4308b4AAYRB</b>], tags={<b style=\"color: #8ed8b7;\">GATE_52</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #606bd4;\">GATE_14</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #a58ad0;\">GATE_22</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #8ed0e1;\">GATE_28</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #87bedf;\">GATE_37</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #a7d58f;\">GATE_23</b>, <b style=\"color: #78c5e3;\">GATE_8</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #da53d5;\">GATE_53</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #41d56c;\">GATE_38</b>, <b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9fe3c6;\">GATE_24</b>, <b style=\"color: #de70db;\">GATE_9</b>, <b style=\"color: #4fe13d;\">GATE_21</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #bade88;\">GATE_6</b>, <b style=\"color: #da9170;\">GATE_7</b>, <b style=\"color: #90cf91;\">GATE_13</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.5027836 -0.11370736j, -0.02428325+0.12148106j],\n",
+       "        [-0.02428325+0.12148106j,  0.142557  +0.49537684j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #a95eda;\">_119073AAYBC</b>, <b style=\"color: #8743d8;\">_119073AAYAG</b>, <b style=\"color: #e030d2;\">_119073AAYBD</b>], tags={<b style=\"color: #8ed8b7;\">GATE_52</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #606bd4;\">GATE_14</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #a58ad0;\">GATE_22</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #8ed0e1;\">GATE_28</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #87bedf;\">GATE_37</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #a7d58f;\">GATE_23</b>, <b style=\"color: #78c5e3;\">GATE_8</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #da53d5;\">GATE_53</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #41d56c;\">GATE_38</b>, <b style=\"color: #ce2b3b;\">GATE_43</b>, <b style=\"color: #9fe3c6;\">GATE_24</b>, <b style=\"color: #de70db;\">GATE_9</b>, <b style=\"color: #4fe13d;\">GATE_21</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #bade88;\">GATE_6</b>, <b style=\"color: #da9170;\">GATE_7</b>, <b style=\"color: #90cf91;\">GATE_13</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.5027836 -0.11370736j, -0.02428325+0.12148106j],\n",
        "        [-0.02428325+0.12148106j, -0.02428325-0.01722628j]],\n",
        "\n",
        "       [[ 0.02428325-0.01722628j,  0.1226808 -0.01722628j],\n",
-       "        [-0.02428325-0.12148106j,  0.142557  -0.49537684j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #be2dd4;\">_4308b4AAShh</b>, <b style=\"color: #d6575d;\">_4308b4AAShi</b>, <b style=\"color: #e26fe3;\">_4308b4AAShg</b>], tags={<b style=\"color: #4d78d7;\">GATE_47</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #d29a48;\">GATE_55</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #94d596;\">GATE_33</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #e3a694;\">GATE_12</b>, <b style=\"color: #a4cd58;\">GATE_18</b>, <b style=\"color: #d4d081;\">GATE_26</b>, <b style=\"color: #d1cd54;\">GATE_19</b>, <b style=\"color: #cc4280;\">GATE_4</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #c94ace;\">GATE_5</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #d0a875;\">GATE_46</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #6785d3;\">GATE_32</b>, <b style=\"color: #bbde95;\">GATE_40</b>, <b style=\"color: #c6d85f;\">GATE_17</b>, <b style=\"color: #64dc8a;\">GATE_2</b>, <b style=\"color: #394bd1;\">GATE_3</b>, <b style=\"color: #3bd699;\">GATE_11</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.53798078+3.63434853e-01j,  0.28016385+0.00000000e+00j],\n",
+       "        [-0.02428325-0.12148106j,  0.142557  -0.49537684j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6bced7;\">_119073AASdB</b>, <b style=\"color: #939adc;\">_119073AASdC</b>, <b style=\"color: #4cccd8;\">_119073AASdA</b>], tags={<b style=\"color: #4d78d7;\">GATE_47</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #d29a48;\">GATE_55</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #94d596;\">GATE_33</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #e3a694;\">GATE_12</b>, <b style=\"color: #a4cd58;\">GATE_18</b>, <b style=\"color: #d4d081;\">GATE_26</b>, <b style=\"color: #d1cd54;\">GATE_19</b>, <b style=\"color: #cc4280;\">GATE_4</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #c94ace;\">GATE_5</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #d0a875;\">GATE_46</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #6785d3;\">GATE_32</b>, <b style=\"color: #bbde95;\">GATE_40</b>, <b style=\"color: #c6d85f;\">GATE_17</b>, <b style=\"color: #64dc8a;\">GATE_2</b>, <b style=\"color: #394bd1;\">GATE_3</b>, <b style=\"color: #3bd699;\">GATE_11</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.53798078+3.63434853e-01j,  0.28016385-2.68095775e-17j],\n",
        "        [ 0.09258438+2.64423745e-01j, -0.16523255+6.27858598e-01j]],\n",
        "\n",
-       "       [[-0.28016385+8.32667268e-17j, -0.64718797-5.15358662e-02j],\n",
-       "        [-0.16523255+6.27858598e-01j,  0.09258438-2.64423745e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3e8dd3;\">_4308b4AAShj</b>, <b style=\"color: #91df67;\">_4308b4AAShk</b>, <b style=\"color: #d6575d;\">_4308b4AAShi</b>], tags={<b style=\"color: #a98de3;\">GATE_49</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #8cd1ce;\">GATE_56</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b885d5;\">GATE_35</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #90cf91;\">GATE_13</b>, <b style=\"color: #dfa87e;\">GATE_20</b>, <b style=\"color: #3acbd2;\">GATE_27</b>, <b style=\"color: #4fe13d;\">GATE_21</b>, <b style=\"color: #bade88;\">GATE_6</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #da9170;\">GATE_7</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #b96edd;\">GATE_48</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #ac6be4;\">GATE_34</b>, <b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #d1cd54;\">GATE_19</b>, <b style=\"color: #cc4280;\">GATE_4</b>, <b style=\"color: #c94ace;\">GATE_5</b>, <b style=\"color: #e3a694;\">GATE_12</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.53798078+3.63434853e-01j,  0.28016385+0.00000000e+00j],\n",
+       "       [[-0.28016385+7.81422312e-17j, -0.64718797-5.15358662e-02j],\n",
+       "        [-0.16523255+6.27858598e-01j,  0.09258438-2.64423745e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #dad032;\">_119073AASdD</b>, <b style=\"color: #35da5f;\">_119073AASdE</b>, <b style=\"color: #939adc;\">_119073AASdC</b>], tags={<b style=\"color: #a98de3;\">GATE_49</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #8cd1ce;\">GATE_56</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b885d5;\">GATE_35</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #90cf91;\">GATE_13</b>, <b style=\"color: #dfa87e;\">GATE_20</b>, <b style=\"color: #3acbd2;\">GATE_27</b>, <b style=\"color: #4fe13d;\">GATE_21</b>, <b style=\"color: #bade88;\">GATE_6</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #da9170;\">GATE_7</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #b96edd;\">GATE_48</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #ac6be4;\">GATE_34</b>, <b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #d1cd54;\">GATE_19</b>, <b style=\"color: #cc4280;\">GATE_4</b>, <b style=\"color: #c94ace;\">GATE_5</b>, <b style=\"color: #e3a694;\">GATE_12</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.53798078+3.63434853e-01j,  0.28016385-2.68095775e-17j],\n",
        "        [ 0.09258438+2.64423745e-01j, -0.16523255+6.27858598e-01j]],\n",
        "\n",
-       "       [[-0.28016385+8.32667268e-17j, -0.64718797-5.15358662e-02j],\n",
-       "        [-0.16523255+6.27858598e-01j,  0.09258438-2.64423745e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #494bd9;\">_4308b4AAYQv</b>, <b style=\"color: #e35ccd;\">_4308b4AAYQw</b>, <b style=\"color: #53dda3;\">_4308b4AAYQu</b>], tags={<b style=\"color: #4d78d7;\">GATE_47</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #d29a48;\">GATE_55</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #94d596;\">GATE_33</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #e3a694;\">GATE_12</b>, <b style=\"color: #a4cd58;\">GATE_18</b>, <b style=\"color: #d4d081;\">GATE_26</b>, <b style=\"color: #d1cd54;\">GATE_19</b>, <b style=\"color: #cc4280;\">GATE_4</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #c94ace;\">GATE_5</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #d0a875;\">GATE_46</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #6785d3;\">GATE_32</b>, <b style=\"color: #bbde95;\">GATE_40</b>, <b style=\"color: #c6d85f;\">GATE_17</b>, <b style=\"color: #64dc8a;\">GATE_2</b>, <b style=\"color: #394bd1;\">GATE_3</b>, <b style=\"color: #3bd699;\">GATE_11</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.53798078-3.63434853e-01j,  0.28016385+0.00000000e+00j],\n",
+       "       [[-0.28016385+7.81422312e-17j, -0.64718797-5.15358662e-02j],\n",
+       "        [-0.16523255+6.27858598e-01j,  0.09258438-2.64423745e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #ddbb8d;\">_119073AAYAx</b>, <b style=\"color: #b4da4e;\">_119073AAYAy</b>, <b style=\"color: #49d495;\">_119073AAYAw</b>], tags={<b style=\"color: #4d78d7;\">GATE_47</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #d29a48;\">GATE_55</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #94d596;\">GATE_33</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #e3a694;\">GATE_12</b>, <b style=\"color: #a4cd58;\">GATE_18</b>, <b style=\"color: #d4d081;\">GATE_26</b>, <b style=\"color: #d1cd54;\">GATE_19</b>, <b style=\"color: #cc4280;\">GATE_4</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #c94ace;\">GATE_5</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #d0a875;\">GATE_46</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #6785d3;\">GATE_32</b>, <b style=\"color: #bbde95;\">GATE_40</b>, <b style=\"color: #c6d85f;\">GATE_17</b>, <b style=\"color: #64dc8a;\">GATE_2</b>, <b style=\"color: #394bd1;\">GATE_3</b>, <b style=\"color: #3bd699;\">GATE_11</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.53798078-3.63434853e-01j,  0.28016385+2.68095775e-17j],\n",
        "        [ 0.09258438-2.64423745e-01j, -0.16523255-6.27858598e-01j]],\n",
        "\n",
-       "       [[-0.28016385-8.32667268e-17j, -0.64718797+5.15358662e-02j],\n",
-       "        [-0.16523255-6.27858598e-01j,  0.09258438+2.64423745e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #4544d2;\">_4308b4AAYQx</b>, <b style=\"color: #3250d7;\">_4308b4AAYQy</b>, <b style=\"color: #e35ccd;\">_4308b4AAYQw</b>], tags={<b style=\"color: #a98de3;\">GATE_49</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #8cd1ce;\">GATE_56</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b885d5;\">GATE_35</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #90cf91;\">GATE_13</b>, <b style=\"color: #dfa87e;\">GATE_20</b>, <b style=\"color: #3acbd2;\">GATE_27</b>, <b style=\"color: #4fe13d;\">GATE_21</b>, <b style=\"color: #bade88;\">GATE_6</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #da9170;\">GATE_7</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #b96edd;\">GATE_48</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #ac6be4;\">GATE_34</b>, <b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #d1cd54;\">GATE_19</b>, <b style=\"color: #cc4280;\">GATE_4</b>, <b style=\"color: #c94ace;\">GATE_5</b>, <b style=\"color: #e3a694;\">GATE_12</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.53798078-3.63434853e-01j,  0.28016385+0.00000000e+00j],\n",
+       "       [[-0.28016385-7.81422312e-17j, -0.64718797+5.15358662e-02j],\n",
+       "        [-0.16523255-6.27858598e-01j,  0.09258438+2.64423745e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #cede89;\">_119073AAYAz</b>, <b style=\"color: #8fbdcf;\">_119073AAYBA</b>, <b style=\"color: #b4da4e;\">_119073AAYAy</b>], tags={<b style=\"color: #a98de3;\">GATE_49</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #8cd1ce;\">GATE_56</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #e1c97a;\">GATE_42</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b885d5;\">GATE_35</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #90cf91;\">GATE_13</b>, <b style=\"color: #dfa87e;\">GATE_20</b>, <b style=\"color: #3acbd2;\">GATE_27</b>, <b style=\"color: #4fe13d;\">GATE_21</b>, <b style=\"color: #bade88;\">GATE_6</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #da9170;\">GATE_7</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #b96edd;\">GATE_48</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #ac6be4;\">GATE_34</b>, <b style=\"color: #5373d2;\">GATE_41</b>, <b style=\"color: #d1cd54;\">GATE_19</b>, <b style=\"color: #cc4280;\">GATE_4</b>, <b style=\"color: #c94ace;\">GATE_5</b>, <b style=\"color: #e3a694;\">GATE_12</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.53798078-3.63434853e-01j,  0.28016385+2.68095775e-17j],\n",
        "        [ 0.09258438-2.64423745e-01j, -0.16523255-6.27858598e-01j]],\n",
        "\n",
-       "       [[-0.28016385-8.32667268e-17j, -0.64718797+5.15358662e-02j],\n",
-       "        [-0.16523255-6.27858598e-01j,  0.09258438+2.64423745e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #decc98;\">_4308b4AASmN</b>, <b style=\"color: #32d349;\">_4308b4AAYVc</b>, <b style=\"color: #98d08d;\">_4308b4AAYUh</b>], tags={<b style=\"color: #6ddb7d;\">GATE_197</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #39d6c3;\">GATE_198</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #dfa799;\">GATE_183</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #e3b285;\">GATE_188</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b9e58c;\">GATE_212</b>, <b style=\"color: #339cd7;\">GATE_217</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #8e7fe0;\">GATE_227</b>, <b style=\"color: #49dbc5;\">GATE_241</b>, <b style=\"color: #6ad36c;\">GATE_251</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.90588793e-01+5.44327281e-01j,\n",
+       "       [[-0.28016385-7.81422312e-17j, -0.64718797+5.15358662e-02j],\n",
+       "        [-0.16523255-6.27858598e-01j,  0.09258438+2.64423745e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7081d2;\">_119073AAShh</b>, <b style=\"color: #d2908b;\">_119073AAYFe</b>, <b style=\"color: #8161d1;\">_119073AAYEj</b>], tags={<b style=\"color: #6ddb7d;\">GATE_197</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #39d6c3;\">GATE_198</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #dfa799;\">GATE_183</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #e3b285;\">GATE_188</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b9e58c;\">GATE_212</b>, <b style=\"color: #339cd7;\">GATE_217</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #8e7fe0;\">GATE_227</b>, <b style=\"color: #49dbc5;\">GATE_241</b>, <b style=\"color: #6ad36c;\">GATE_251</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-1.90588793e-01+5.44327281e-01j,\n",
        "          3.86140152e-01+1.35201722e-01j],\n",
-       "        [ 4.01478097e-18+4.09125559e-01j,\n",
-       "         -5.76728946e-01+5.65948605e-18j]],\n",
+       "        [ 2.11721571e-18+4.09125559e-01j,\n",
+       "         -5.76728946e-01-1.96445111e-17j]],\n",
        "\n",
-       "       [[-4.01478097e-18-4.09125559e-01j,\n",
-       "          5.76728946e-01-5.65948605e-18j],\n",
+       "       [[ 2.11721571e-18-4.09125559e-01j,\n",
+       "          5.76728946e-01-1.96445111e-17j],\n",
        "        [ 1.90588793e-01+5.44327281e-01j,\n",
-       "          3.86140152e-01-1.35201722e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #decc98;\">_4308b4AASmN</b>, <b style=\"color: #b8e57f;\">_4308b4AASlS</b>], tags={<b style=\"color: #e3b285;\">GATE_188</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #5836cf;\">GATE_182</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #339cd7;\">GATE_217</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #deb464;\">GATE_211</b>, <b style=\"color: #b9e58c;\">GATE_212</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #8e7fe0;\">GATE_227</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #49dbc5;\">GATE_241</b>, <b style=\"color: #6ad36c;\">GATE_251</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #df4f7e;\">GATE_226</b>, <b style=\"color: #8cd744;\">GATE_240</b>, <b style=\"color: #dd95bb;\">GATE_250</b>, <b style=\"color: #9295d2;\">GATE_231</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #de74d9;\">GATE_225</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.9407809 -0.66738026j,  0.47343266+0.66738026j],\n",
-       "       [-0.47343266-0.66738026j, -0.9407809 +0.66738026j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #decc98;\">_4308b4AASmN</b>, <b style=\"color: #a337d7;\">_4308b4AAYUg</b>], tags={<b style=\"color: #e3b285;\">GATE_188</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #5836cf;\">GATE_182</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #e0684f;\">GATE_196</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #77cf76;\">GATE_202</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[-0.96993861+0.j        ,  0.        +0.68806443j],\n",
-       "       [-0.        -0.68806443j,  0.96993861-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d66a70;\">_4308b4AAYUf</b>, <b style=\"color: #a337d7;\">_4308b4AAYUg</b>], tags={<b style=\"color: #d767e4;\">GATE_167</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #d4852c;\">GATE_173</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #b174dc;\">GATE_195</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #81a1e0;\">GATE_181</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #6b30df;\">GATE_187</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #82a8cd;\">GATE_210</b>, <b style=\"color: #cd94da;\">GATE_216</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #8573da;\">GATE_224</b>, <b style=\"color: #95a2dd;\">GATE_238</b>, <b style=\"color: #9982cd;\">GATE_248</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #de74d9;\">GATE_225</b>, <b style=\"color: #9de2b9;\">GATE_239</b>, <b style=\"color: #dbd080;\">GATE_249</b>, <b style=\"color: #df4f7e;\">GATE_226</b>, <b style=\"color: #9295d2;\">GATE_231</b>, <b style=\"color: #e0684f;\">GATE_196</b>, <b style=\"color: #77cf76;\">GATE_202</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[-0.62892738+0.44615459j, -0.62892738+0.44615459j],\n",
-       "       [-0.62892738-0.44615459j,  0.62892738+0.44615459j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e5949e;\">_4308b4AASlQ</b>, <b style=\"color: #8ddcb9;\">_4308b4AASkV</b>], tags={<b style=\"color: #6494ce;\">GATE_158</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #cd7c51;\">GATE_151</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #6b30df;\">GATE_187</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #a7da65;\">GATE_180</b>, <b style=\"color: #b174dc;\">GATE_195</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #81a1e0;\">GATE_181</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #82a8cd;\">GATE_210</b>, <b style=\"color: #cd94da;\">GATE_216</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #8573da;\">GATE_224</b>, <b style=\"color: #95a2dd;\">GATE_238</b>, <b style=\"color: #9982cd;\">GATE_248</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #de74d9;\">GATE_225</b>, <b style=\"color: #9de2b9;\">GATE_239</b>, <b style=\"color: #dbd080;\">GATE_249</b>, <b style=\"color: #df4f7e;\">GATE_226</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #9295d2;\">GATE_231</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #e0684f;\">GATE_196</b>, <b style=\"color: #77cf76;\">GATE_202</b>, <b style=\"color: #71df2f;\">GATE_209</b>, <b style=\"color: #d180c7;\">GATE_230</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #705cdb;\">GATE_223</b>, <b style=\"color: #d49487;\">GATE_194</b>, <b style=\"color: #df42d1;\">GATE_201</b>, <b style=\"color: #8aa5d6;\">GATE_208</b>, <b style=\"color: #46d3b9;\">GATE_215</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #cfc380;\">GATE_236</b>, <b style=\"color: #d56ecf;\">GATE_246</b>, <b style=\"color: #7787d7;\">GATE_237</b>, <b style=\"color: #56e47c;\">GATE_247</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 1.15345789e+00+1.17644033e-16j, -8.34554623e-17+8.18251118e-01j],\n",
-       "       [ 1.18707911e-16-8.18251118e-01j, -1.15345789e+00-1.67338087e-16j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e5949e;\">_4308b4AASlQ</b>, <b style=\"color: #31d590;\">_4308b4AAYTj</b>], tags={<b style=\"color: #6494ce;\">GATE_158</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #cd7c51;\">GATE_151</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #b8d78c;\">GATE_165</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #cdbb82;\">GATE_172</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[-0.96993861+0.j        ,  0.        +0.68806443j],\n",
-       "       [-0.        -0.68806443j,  0.96993861-0.j        ]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #deac71;\">_4308b4AASkU</b>, <b style=\"color: #8ddcb9;\">_4308b4AASkV</b>], tags={<b style=\"color: #df977f;\">GATE_136</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #3e7ed4;\">GATE_143</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #76e5d7;\">GATE_164</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #b883d9;\">GATE_150</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #3bd27f;\">GATE_157</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #63dcb0;\">GATE_193</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #7ee0bd;\">GATE_179</b>, <b style=\"color: #62e363;\">GATE_186</b>, <b style=\"color: #d49487;\">GATE_194</b>, <b style=\"color: #df42d1;\">GATE_201</b>, <b style=\"color: #8aa5d6;\">GATE_208</b>, <b style=\"color: #46d3b9;\">GATE_215</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #cfc380;\">GATE_236</b>, <b style=\"color: #d56ecf;\">GATE_246</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #705cdb;\">GATE_223</b>, <b style=\"color: #7787d7;\">GATE_237</b>, <b style=\"color: #56e47c;\">GATE_247</b>, <b style=\"color: #8573da;\">GATE_224</b>, <b style=\"color: #d180c7;\">GATE_230</b>, <b style=\"color: #b8d78c;\">GATE_165</b>, <b style=\"color: #cdbb82;\">GATE_172</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.61545076+0.43659441j,  0.61545076+0.43659441j],\n",
-       "       [ 0.61545076-0.43659441j, -0.61545076+0.43659441j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d7854d;\">_4308b4AAYTh</b>, <b style=\"color: #78e5ca;\">_4308b4AAYSm</b>], tags={<b style=\"color: #a441de;\">GATE_128</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #70e3cd;\">GATE_120</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #3bd27f;\">GATE_157</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #66d8d4;\">GATE_149</b>, <b style=\"color: #76e5d7;\">GATE_164</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b883d9;\">GATE_150</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #63dcb0;\">GATE_193</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #7ee0bd;\">GATE_179</b>, <b style=\"color: #62e363;\">GATE_186</b>, <b style=\"color: #d49487;\">GATE_194</b>, <b style=\"color: #df42d1;\">GATE_201</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #8aa5d6;\">GATE_208</b>, <b style=\"color: #46d3b9;\">GATE_215</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #cfc380;\">GATE_236</b>, <b style=\"color: #d56ecf;\">GATE_246</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #705cdb;\">GATE_223</b>, <b style=\"color: #7787d7;\">GATE_237</b>, <b style=\"color: #56e47c;\">GATE_247</b>, <b style=\"color: #8573da;\">GATE_224</b>, <b style=\"color: #d180c7;\">GATE_230</b>, <b style=\"color: #b8d78c;\">GATE_165</b>, <b style=\"color: #cdbb82;\">GATE_172</b>, <b style=\"color: #4530d2;\">GATE_178</b>, <b style=\"color: #79cdd9;\">GATE_192</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #475ee4;\">GATE_200</b>, <b style=\"color: #b7d977;\">GATE_206</b>, <b style=\"color: #92e0cc;\">GATE_214</b>, <b style=\"color: #b85cd6;\">GATE_220</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #859dcf;\">GATE_234</b>, <b style=\"color: #93bde0;\">GATE_244</b>, <b style=\"color: #58e1ab;\">GATE_221</b>, <b style=\"color: #823edb;\">GATE_235</b>, <b style=\"color: #5eafe0;\">GATE_245</b>, <b style=\"color: #ce375d;\">GATE_229</b>, <b style=\"color: #689dcd;\">GATE_207</b>, <b style=\"color: #70e45f;\">GATE_163</b>, <b style=\"color: #8db5ce;\">GATE_171</b>, <b style=\"color: #d15e2e;\">GATE_191</b>, <b style=\"color: #dc5073;\">GATE_177</b>, <b style=\"color: #3a2ed2;\">GATE_185</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 1.15345789e+00+1.09196947e-16j,  7.74631870e-17-8.18251118e-01j],\n",
-       "       [-8.68018733e-17+8.18251118e-01j, -1.15345789e+00-1.22361343e-16j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d7854d;\">_4308b4AAYTh</b>, <b style=\"color: #d3a57a;\">_4308b4AAYSn</b>, <b style=\"color: #deac71;\">_4308b4AASkU</b>], tags={<b style=\"color: #d281bc;\">GATE_135</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #7bd26d;\">GATE_121</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #a441de;\">GATE_128</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #92dc86;\">GATE_134</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #5f64d5;\">GATE_142</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.55939167+0.39682667j,  0.28150475+0.39682667j],\n",
+       "          3.86140152e-01-1.35201722e-01j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7081d2;\">_119073AAShh</b>, <b style=\"color: #e183d0;\">_119073AASgm</b>], tags={<b style=\"color: #e3b285;\">GATE_188</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #5836cf;\">GATE_182</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #339cd7;\">GATE_217</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #deb464;\">GATE_211</b>, <b style=\"color: #b9e58c;\">GATE_212</b>, <b style=\"color: #d74979;\">I9</b>, <b style=\"color: #8e7fe0;\">GATE_227</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #49dbc5;\">GATE_241</b>, <b style=\"color: #6ad36c;\">GATE_251</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #df4f7e;\">GATE_226</b>, <b style=\"color: #8cd744;\">GATE_240</b>, <b style=\"color: #dd95bb;\">GATE_250</b>, <b style=\"color: #9295d2;\">GATE_231</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #de74d9;\">GATE_225</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.9407809 -0.66738026j,  0.47343266+0.66738026j],\n",
+       "       [-0.47343266-0.66738026j, -0.9407809 +0.66738026j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #7081d2;\">_119073AAShh</b>, <b style=\"color: #e44ebe;\">_119073AAYEi</b>], tags={<b style=\"color: #e3b285;\">GATE_188</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #5836cf;\">GATE_182</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #e0684f;\">GATE_196</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #77cf76;\">GATE_202</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[-9.69938606e-01+0.00000000e+00j,  0.00000000e+00+6.88064432e-01j],\n",
+       "       [-5.07964202e-18-6.88064432e-01j,  9.69938606e-01-7.16058072e-18j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #46cc5e;\">_119073AAYEh</b>, <b style=\"color: #e44ebe;\">_119073AAYEi</b>], tags={<b style=\"color: #d767e4;\">GATE_167</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #d4852c;\">GATE_173</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #b174dc;\">GATE_195</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #81a1e0;\">GATE_181</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #6b30df;\">GATE_187</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #82a8cd;\">GATE_210</b>, <b style=\"color: #cd94da;\">GATE_216</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #8573da;\">GATE_224</b>, <b style=\"color: #95a2dd;\">GATE_238</b>, <b style=\"color: #9982cd;\">GATE_248</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #de74d9;\">GATE_225</b>, <b style=\"color: #9de2b9;\">GATE_239</b>, <b style=\"color: #dbd080;\">GATE_249</b>, <b style=\"color: #df4f7e;\">GATE_226</b>, <b style=\"color: #9295d2;\">GATE_231</b>, <b style=\"color: #e0684f;\">GATE_196</b>, <b style=\"color: #77cf76;\">GATE_202</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[-0.62892738+0.44615459j, -0.62892738+0.44615459j],\n",
+       "       [-0.62892738-0.44615459j,  0.62892738+0.44615459j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #71d591;\">_119073AASgk</b>, <b style=\"color: #ade238;\">_119073AASfp</b>], tags={<b style=\"color: #6494ce;\">GATE_158</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #cd7c51;\">GATE_151</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #6b30df;\">GATE_187</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #a7da65;\">GATE_180</b>, <b style=\"color: #b174dc;\">GATE_195</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #81a1e0;\">GATE_181</b>, <b style=\"color: #5582d6;\">I7</b>, <b style=\"color: #82a8cd;\">GATE_210</b>, <b style=\"color: #cd94da;\">GATE_216</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #8573da;\">GATE_224</b>, <b style=\"color: #95a2dd;\">GATE_238</b>, <b style=\"color: #9982cd;\">GATE_248</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #de74d9;\">GATE_225</b>, <b style=\"color: #9de2b9;\">GATE_239</b>, <b style=\"color: #dbd080;\">GATE_249</b>, <b style=\"color: #df4f7e;\">GATE_226</b>, <b style=\"color: #8a3dd8;\">I8</b>, <b style=\"color: #9295d2;\">GATE_231</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #e0684f;\">GATE_196</b>, <b style=\"color: #77cf76;\">GATE_202</b>, <b style=\"color: #71df2f;\">GATE_209</b>, <b style=\"color: #d180c7;\">GATE_230</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #705cdb;\">GATE_223</b>, <b style=\"color: #d49487;\">GATE_194</b>, <b style=\"color: #df42d1;\">GATE_201</b>, <b style=\"color: #8aa5d6;\">GATE_208</b>, <b style=\"color: #46d3b9;\">GATE_215</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #cfc380;\">GATE_236</b>, <b style=\"color: #d56ecf;\">GATE_246</b>, <b style=\"color: #7787d7;\">GATE_237</b>, <b style=\"color: #56e47c;\">GATE_247</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 1.15345789e+00-5.31640927e-17j,  3.77140584e-17+8.18251118e-01j],\n",
+       "       [-4.66651456e-17-8.18251118e-01j, -1.15345789e+00+6.57821044e-17j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #71d591;\">_119073AASgk</b>, <b style=\"color: #689cd4;\">_119073AAYDl</b>], tags={<b style=\"color: #6494ce;\">GATE_158</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #cd7c51;\">GATE_151</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #b8d78c;\">GATE_165</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #cdbb82;\">GATE_172</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[-9.69938606e-01+0.00000000e+00j,  0.00000000e+00+6.88064432e-01j],\n",
+       "       [ 5.07964202e-18-6.88064432e-01j,  9.69938606e-01+7.16058072e-18j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #aad27b;\">_119073AASfo</b>, <b style=\"color: #ade238;\">_119073AASfp</b>], tags={<b style=\"color: #df977f;\">GATE_136</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #3e7ed4;\">GATE_143</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #76e5d7;\">GATE_164</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #b883d9;\">GATE_150</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #3bd27f;\">GATE_157</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #63dcb0;\">GATE_193</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #7ee0bd;\">GATE_179</b>, <b style=\"color: #62e363;\">GATE_186</b>, <b style=\"color: #d49487;\">GATE_194</b>, <b style=\"color: #df42d1;\">GATE_201</b>, <b style=\"color: #8aa5d6;\">GATE_208</b>, <b style=\"color: #46d3b9;\">GATE_215</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #cfc380;\">GATE_236</b>, <b style=\"color: #d56ecf;\">GATE_246</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #705cdb;\">GATE_223</b>, <b style=\"color: #7787d7;\">GATE_237</b>, <b style=\"color: #56e47c;\">GATE_247</b>, <b style=\"color: #8573da;\">GATE_224</b>, <b style=\"color: #d180c7;\">GATE_230</b>, <b style=\"color: #b8d78c;\">GATE_165</b>, <b style=\"color: #cdbb82;\">GATE_172</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.61545076+0.43659441j,  0.61545076+0.43659441j],\n",
+       "       [ 0.61545076-0.43659441j, -0.61545076+0.43659441j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3761d2;\">_119073AAYDj</b>, <b style=\"color: #47d856;\">_119073AAYCo</b>], tags={<b style=\"color: #a441de;\">GATE_128</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #70e3cd;\">GATE_120</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #3bd27f;\">GATE_157</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #66d8d4;\">GATE_149</b>, <b style=\"color: #76e5d7;\">GATE_164</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #b883d9;\">GATE_150</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #63dcb0;\">GATE_193</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #7ee0bd;\">GATE_179</b>, <b style=\"color: #62e363;\">GATE_186</b>, <b style=\"color: #d49487;\">GATE_194</b>, <b style=\"color: #df42d1;\">GATE_201</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #b2de5f;\">I6</b>, <b style=\"color: #8aa5d6;\">GATE_208</b>, <b style=\"color: #46d3b9;\">GATE_215</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #cfc380;\">GATE_236</b>, <b style=\"color: #d56ecf;\">GATE_246</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #705cdb;\">GATE_223</b>, <b style=\"color: #7787d7;\">GATE_237</b>, <b style=\"color: #56e47c;\">GATE_247</b>, <b style=\"color: #8573da;\">GATE_224</b>, <b style=\"color: #d180c7;\">GATE_230</b>, <b style=\"color: #b8d78c;\">GATE_165</b>, <b style=\"color: #cdbb82;\">GATE_172</b>, <b style=\"color: #4530d2;\">GATE_178</b>, <b style=\"color: #79cdd9;\">GATE_192</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #475ee4;\">GATE_200</b>, <b style=\"color: #b7d977;\">GATE_206</b>, <b style=\"color: #92e0cc;\">GATE_214</b>, <b style=\"color: #b85cd6;\">GATE_220</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #859dcf;\">GATE_234</b>, <b style=\"color: #93bde0;\">GATE_244</b>, <b style=\"color: #58e1ab;\">GATE_221</b>, <b style=\"color: #823edb;\">GATE_235</b>, <b style=\"color: #5eafe0;\">GATE_245</b>, <b style=\"color: #ce375d;\">GATE_229</b>, <b style=\"color: #689dcd;\">GATE_207</b>, <b style=\"color: #70e45f;\">GATE_163</b>, <b style=\"color: #8db5ce;\">GATE_171</b>, <b style=\"color: #d15e2e;\">GATE_191</b>, <b style=\"color: #dc5073;\">GATE_177</b>, <b style=\"color: #3a2ed2;\">GATE_185</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 1.15345789e+00-6.10152182e-17j, -4.32835657e-17-8.18251118e-01j],\n",
+       "       [ 5.45687982e-17+8.18251118e-01j, -1.15345789e+00+7.69235868e-17j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #3761d2;\">_119073AAYDj</b>, <b style=\"color: #d7648f;\">_119073AAYCp</b>, <b style=\"color: #aad27b;\">_119073AASfo</b>], tags={<b style=\"color: #d281bc;\">GATE_135</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #7bd26d;\">GATE_121</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #97dddc;\">I5</b>, <b style=\"color: #a441de;\">GATE_128</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #92dc86;\">GATE_134</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #5f64d5;\">GATE_142</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.55939167+0.39682667j,  0.28150475+0.39682667j],\n",
        "        [ 0.28150475+0.39682667j, -0.55939167+0.39682667j]],\n",
        "\n",
        "       [[ 0.28150475-0.39682667j,  0.55939167+0.39682667j],\n",
-       "        [ 0.55939167+0.39682667j,  0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #79dfc6;\">_4308b4AASjX</b>, <b style=\"color: #6b94dc;\">_4308b4AASjY</b>], tags={<b style=\"color: #a2d946;\">GATE_105</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #a7cd2b;\">GATE_113</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #d18cc3;\">GATE_133</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #7fd5da;\">GATE_119</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #8d74da;\">GATE_127</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #9e5bd3;\">GATE_162</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #de804b;\">GATE_148</b>, <b style=\"color: #e08688;\">GATE_156</b>, <b style=\"color: #70e45f;\">GATE_163</b>, <b style=\"color: #8db5ce;\">GATE_171</b>, <b style=\"color: #d15e2e;\">GATE_191</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #dc5073;\">GATE_177</b>, <b style=\"color: #3a2ed2;\">GATE_185</b>, <b style=\"color: #79cdd9;\">GATE_192</b>, <b style=\"color: #475ee4;\">GATE_200</b>, <b style=\"color: #b7d977;\">GATE_206</b>, <b style=\"color: #92e0cc;\">GATE_214</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #b85cd6;\">GATE_220</b>, <b style=\"color: #859dcf;\">GATE_234</b>, <b style=\"color: #93bde0;\">GATE_244</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #58e1ab;\">GATE_221</b>, <b style=\"color: #823edb;\">GATE_235</b>, <b style=\"color: #5eafe0;\">GATE_245</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #ce375d;\">GATE_229</b>, <b style=\"color: #92dc86;\">GATE_134</b>, <b style=\"color: #5f64d5;\">GATE_142</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.61212697+0.43423655j,  0.61212697+0.43423655j],\n",
-       "       [ 0.61212697-0.43423655j, -0.61212697+0.43423655j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b9d05a;\">_4308b4AAYSk</b>, <b style=\"color: #90dbd0;\">_4308b4AAYRp</b>], tags={<b style=\"color: #e37ed3;\">GATE_98</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #75d0ca;\">GATE_89</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #8d74da;\">GATE_127</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #65d5a0;\">GATE_118</b>, <b style=\"color: #d18cc3;\">GATE_133</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #7fd5da;\">GATE_119</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #9e5bd3;\">GATE_162</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #de804b;\">GATE_148</b>, <b style=\"color: #e08688;\">GATE_156</b>, <b style=\"color: #70e45f;\">GATE_163</b>, <b style=\"color: #8db5ce;\">GATE_171</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #d15e2e;\">GATE_191</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #dc5073;\">GATE_177</b>, <b style=\"color: #3a2ed2;\">GATE_185</b>, <b style=\"color: #79cdd9;\">GATE_192</b>, <b style=\"color: #475ee4;\">GATE_200</b>, <b style=\"color: #b7d977;\">GATE_206</b>, <b style=\"color: #92e0cc;\">GATE_214</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #b85cd6;\">GATE_220</b>, <b style=\"color: #859dcf;\">GATE_234</b>, <b style=\"color: #93bde0;\">GATE_244</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #58e1ab;\">GATE_221</b>, <b style=\"color: #823edb;\">GATE_235</b>, <b style=\"color: #5eafe0;\">GATE_245</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #ce375d;\">GATE_229</b>, <b style=\"color: #92dc86;\">GATE_134</b>, <b style=\"color: #5f64d5;\">GATE_142</b>, <b style=\"color: #9dcee4;\">GATE_132</b>, <b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #7a99ce;\">GATE_141</b>, <b style=\"color: #da5347;\">GATE_160</b>, <b style=\"color: #d2b137;\">I0</b>, <b style=\"color: #6fdd74;\">GATE_146</b>, <b style=\"color: #bfd68e;\">GATE_155</b>, <b style=\"color: #af7fdf;\">GATE_161</b>, <b style=\"color: #5d88ce;\">GATE_170</b>, <b style=\"color: #8b5dde;\">GATE_189</b>, <b style=\"color: #e4b135;\">GATE_175</b>, <b style=\"color: #d8d187;\">GATE_184</b>, <b style=\"color: #a658e3;\">GATE_190</b>, <b style=\"color: #d2983e;\">GATE_199</b>, <b style=\"color: #db8dc2;\">GATE_219</b>, <b style=\"color: #4ee062;\">GATE_233</b>, <b style=\"color: #a4d177;\">GATE_243</b>, <b style=\"color: #9ee086;\">GATE_204</b>, <b style=\"color: #93dab6;\">GATE_213</b>, <b style=\"color: #a64adf;\">GATE_218</b>, <b style=\"color: #9696e0;\">GATE_228</b>, <b style=\"color: #39d176;\">GATE_147</b>, <b style=\"color: #7ccad2;\">GATE_176</b>, <b style=\"color: #7a47d9;\">GATE_205</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 1.02947075e+00+8.11659202e-17j,  5.75782657e-17-7.30295919e-01j],\n",
-       "       [-1.14416552e-16+7.30295919e-01j, -1.02947075e+00-1.61288719e-16j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b9d05a;\">_4308b4AAYSk</b>, <b style=\"color: #75cf75;\">_4308b4AAYRq</b>, <b style=\"color: #79dfc6;\">_4308b4AASjX</b>], tags={<b style=\"color: #dea492;\">GATE_104</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #7ec4d5;\">GATE_90</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #e37ed3;\">GATE_98</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #a261e3;\">GATE_103</b>, <b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #db5d88;\">GATE_112</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.55939167+0.39682667j,  0.28150475+0.39682667j],\n",
+       "        [ 0.55939167+0.39682667j,  0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #d06d55;\">_119073AASer</b>, <b style=\"color: #cec039;\">_119073AASes</b>], tags={<b style=\"color: #a2d946;\">GATE_105</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #a7cd2b;\">GATE_113</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #d18cc3;\">GATE_133</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #7fd5da;\">GATE_119</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #8d74da;\">GATE_127</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #9e5bd3;\">GATE_162</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #de804b;\">GATE_148</b>, <b style=\"color: #e08688;\">GATE_156</b>, <b style=\"color: #70e45f;\">GATE_163</b>, <b style=\"color: #8db5ce;\">GATE_171</b>, <b style=\"color: #d15e2e;\">GATE_191</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #dc5073;\">GATE_177</b>, <b style=\"color: #3a2ed2;\">GATE_185</b>, <b style=\"color: #79cdd9;\">GATE_192</b>, <b style=\"color: #475ee4;\">GATE_200</b>, <b style=\"color: #b7d977;\">GATE_206</b>, <b style=\"color: #92e0cc;\">GATE_214</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #b85cd6;\">GATE_220</b>, <b style=\"color: #859dcf;\">GATE_234</b>, <b style=\"color: #93bde0;\">GATE_244</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #58e1ab;\">GATE_221</b>, <b style=\"color: #823edb;\">GATE_235</b>, <b style=\"color: #5eafe0;\">GATE_245</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #ce375d;\">GATE_229</b>, <b style=\"color: #92dc86;\">GATE_134</b>, <b style=\"color: #5f64d5;\">GATE_142</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 0.61212697+0.43423655j,  0.61212697+0.43423655j],\n",
+       "       [ 0.61212697-0.43423655j, -0.61212697+0.43423655j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e18379;\">_119073AAYCm</b>, <b style=\"color: #ce5735;\">_119073AAYBr</b>], tags={<b style=\"color: #e37ed3;\">GATE_98</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #75d0ca;\">GATE_89</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #8d74da;\">GATE_127</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #65d5a0;\">GATE_118</b>, <b style=\"color: #d18cc3;\">GATE_133</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #7fd5da;\">GATE_119</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #9e5bd3;\">GATE_162</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #de804b;\">GATE_148</b>, <b style=\"color: #e08688;\">GATE_156</b>, <b style=\"color: #70e45f;\">GATE_163</b>, <b style=\"color: #8db5ce;\">GATE_171</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #d15e2e;\">GATE_191</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #dc5073;\">GATE_177</b>, <b style=\"color: #3a2ed2;\">GATE_185</b>, <b style=\"color: #79cdd9;\">GATE_192</b>, <b style=\"color: #475ee4;\">GATE_200</b>, <b style=\"color: #b7d977;\">GATE_206</b>, <b style=\"color: #92e0cc;\">GATE_214</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #b85cd6;\">GATE_220</b>, <b style=\"color: #859dcf;\">GATE_234</b>, <b style=\"color: #93bde0;\">GATE_244</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #58e1ab;\">GATE_221</b>, <b style=\"color: #823edb;\">GATE_235</b>, <b style=\"color: #5eafe0;\">GATE_245</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #ce375d;\">GATE_229</b>, <b style=\"color: #92dc86;\">GATE_134</b>, <b style=\"color: #5f64d5;\">GATE_142</b>, <b style=\"color: #9dcee4;\">GATE_132</b>, <b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #7a99ce;\">GATE_141</b>, <b style=\"color: #da5347;\">GATE_160</b>, <b style=\"color: #d2b137;\">I0</b>, <b style=\"color: #6fdd74;\">GATE_146</b>, <b style=\"color: #bfd68e;\">GATE_155</b>, <b style=\"color: #af7fdf;\">GATE_161</b>, <b style=\"color: #5d88ce;\">GATE_170</b>, <b style=\"color: #8b5dde;\">GATE_189</b>, <b style=\"color: #e4b135;\">GATE_175</b>, <b style=\"color: #d8d187;\">GATE_184</b>, <b style=\"color: #a658e3;\">GATE_190</b>, <b style=\"color: #d2983e;\">GATE_199</b>, <b style=\"color: #db8dc2;\">GATE_219</b>, <b style=\"color: #4ee062;\">GATE_233</b>, <b style=\"color: #a4d177;\">GATE_243</b>, <b style=\"color: #9ee086;\">GATE_204</b>, <b style=\"color: #93dab6;\">GATE_213</b>, <b style=\"color: #a64adf;\">GATE_218</b>, <b style=\"color: #9696e0;\">GATE_228</b>, <b style=\"color: #39d176;\">GATE_147</b>, <b style=\"color: #7ccad2;\">GATE_176</b>, <b style=\"color: #7a47d9;\">GATE_205</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[ 1.02947075e+00+1.00729510e-17j,  7.14564743e-18-7.30295919e-01j],\n",
+       "       [-1.41994610e-17+7.30295919e-01j, -1.02947075e+00-2.00164473e-17j]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #e18379;\">_119073AAYCm</b>, <b style=\"color: #e098b3;\">_119073AAYBs</b>, <b style=\"color: #d06d55;\">_119073AASer</b>], tags={<b style=\"color: #dea492;\">GATE_104</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #7ec4d5;\">GATE_90</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #e37ed3;\">GATE_98</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #a261e3;\">GATE_103</b>, <b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #db5d88;\">GATE_112</b>, <b style=\"color: #74e450;\">CZ</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[-0.55939167+0.39682667j,  0.28150475+0.39682667j],\n",
        "        [ 0.28150475+0.39682667j, -0.55939167+0.39682667j]],\n",
        "\n",
        "       [[ 0.28150475-0.39682667j,  0.55939167+0.39682667j],\n",
-       "        [ 0.55939167+0.39682667j,  0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b875de;\">_4308b4AASia</b>, <b style=\"color: #53dda3;\">_4308b4AAYQu</b>, <b style=\"color: #e26fe3;\">_4308b4AAShg</b>], tags={<b style=\"color: #a786ce;\">GATE_97</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d2b137;\">I0</b>, <b style=\"color: #e14f72;\">GATE_87</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #de448f;\">GATE_73</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #cdd996;\">GATE_59</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #d666a7;\">GATE_68</b>, <b style=\"color: #c659e3;\">GATE_45</b>, <b style=\"color: #53e04b;\">GATE_54</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #bbde95;\">GATE_40</b>, <b style=\"color: #5581db;\">GATE_31</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #3bd699;\">GATE_11</b>, <b style=\"color: #81e4a5;\">GATE_39</b>, <b style=\"color: #d8e230;\">GATE_16</b>, <b style=\"color: #56cf38;\">GATE_25</b>, <b style=\"color: #9f5bd1;\">GATE_30</b>, <b style=\"color: #d39d60;\">GATE_10</b>, <b style=\"color: #d2b45d;\">GATE_0</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #40c3d8;\">GATE_1</b>, <b style=\"color: #71d75c;\">GATE_15</b>, <b style=\"color: #b776d2;\">GATE_29</b>, <b style=\"color: #74d5bd;\">GATE_44</b>, <b style=\"color: #e14a48;\">GATE_58</b>, <b style=\"color: #c6d85f;\">GATE_17</b>, <b style=\"color: #64dc8a;\">GATE_2</b>, <b style=\"color: #394bd1;\">GATE_3</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #879acf;\">GATE_126</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #bedd87;\">GATE_116</b>, <b style=\"color: #bfd68e;\">GATE_155</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #d3e265;\">GATE_145</b>, <b style=\"color: #d8d187;\">GATE_184</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #82e2b2;\">GATE_174</b>, <b style=\"color: #93dab6;\">GATE_213</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #93d685;\">GATE_203</b>, <b style=\"color: #a64adf;\">GATE_218</b>, <b style=\"color: #53dfde;\">GATE_232</b>, <b style=\"color: #e046ba;\">GATE_242</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #db8dc2;\">GATE_219</b>, <b style=\"color: #4ee062;\">GATE_233</b>, <b style=\"color: #a4d177;\">GATE_243</b>, <b style=\"color: #9ee086;\">GATE_204</b>, <b style=\"color: #b85cd6;\">GATE_220</b>, <b style=\"color: #9696e0;\">GATE_228</b>, <b style=\"color: #8b5dde;\">GATE_189</b>, <b style=\"color: #e4b135;\">GATE_175</b>, <b style=\"color: #a658e3;\">GATE_190</b>, <b style=\"color: #d2983e;\">GATE_199</b>, <b style=\"color: #da5347;\">GATE_160</b>, <b style=\"color: #6fdd74;\">GATE_146</b>, <b style=\"color: #af7fdf;\">GATE_161</b>, <b style=\"color: #5d88ce;\">GATE_170</b>, <b style=\"color: #63e1a7;\">GATE_131</b>, <b style=\"color: #d992b1;\">GATE_117</b>, <b style=\"color: #9dcee4;\">GATE_132</b>, <b style=\"color: #7a99ce;\">GATE_141</b>, <b style=\"color: #e08688;\">GATE_156</b>, <b style=\"color: #39d176;\">GATE_147</b>, <b style=\"color: #3a2ed2;\">GATE_185</b>, <b style=\"color: #7ccad2;\">GATE_176</b>, <b style=\"color: #92e0cc;\">GATE_214</b>, <b style=\"color: #7a47d9;\">GATE_205</b>, <b style=\"color: #b7d977;\">GATE_206</b>, <b style=\"color: #859dcf;\">GATE_234</b>, <b style=\"color: #93bde0;\">GATE_244</b>, <b style=\"color: #58e1ab;\">GATE_221</b>, <b style=\"color: #823edb;\">GATE_235</b>, <b style=\"color: #5eafe0;\">GATE_245</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #ce375d;\">GATE_229</b>, <b style=\"color: #d15e2e;\">GATE_191</b>, <b style=\"color: #dc5073;\">GATE_177</b>, <b style=\"color: #79cdd9;\">GATE_192</b>, <b style=\"color: #475ee4;\">GATE_200</b>, <b style=\"color: #9e5bd3;\">GATE_162</b>, <b style=\"color: #de804b;\">GATE_148</b>, <b style=\"color: #70e45f;\">GATE_163</b>, <b style=\"color: #8db5ce;\">GATE_171</b>, <b style=\"color: #cd39a5;\">GATE_102</b>, <b style=\"color: #b6e595;\">GATE_88</b>, <b style=\"color: #a261e3;\">GATE_103</b>, <b style=\"color: #db5d88;\">GATE_112</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.9367917 -0.66455036j, -0.01811946-0.44375959j],\n",
+       "        [ 0.55939167+0.39682667j,  0.28150475-0.39682667j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6968de;\">_119073AASdu</b>, <b style=\"color: #49d495;\">_119073AAYAw</b>, <b style=\"color: #4cccd8;\">_119073AASdA</b>], tags={<b style=\"color: #a786ce;\">GATE_97</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #d2b137;\">I0</b>, <b style=\"color: #e14f72;\">GATE_87</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #de448f;\">GATE_73</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #cdd996;\">GATE_59</b>, <b style=\"color: #9be538;\">ROUND_2</b>, <b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #d666a7;\">GATE_68</b>, <b style=\"color: #c659e3;\">GATE_45</b>, <b style=\"color: #53e04b;\">GATE_54</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #bbde95;\">GATE_40</b>, <b style=\"color: #5581db;\">GATE_31</b>, <b style=\"color: #32dec7;\">ROUND_1</b>, <b style=\"color: #3bd699;\">GATE_11</b>, <b style=\"color: #81e4a5;\">GATE_39</b>, <b style=\"color: #d8e230;\">GATE_16</b>, <b style=\"color: #56cf38;\">GATE_25</b>, <b style=\"color: #9f5bd1;\">GATE_30</b>, <b style=\"color: #d39d60;\">GATE_10</b>, <b style=\"color: #d2b45d;\">GATE_0</b>, <b style=\"color: #d1b263;\">ROUND_0</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #40c3d8;\">GATE_1</b>, <b style=\"color: #71d75c;\">GATE_15</b>, <b style=\"color: #b776d2;\">GATE_29</b>, <b style=\"color: #74d5bd;\">GATE_44</b>, <b style=\"color: #e14a48;\">GATE_58</b>, <b style=\"color: #c6d85f;\">GATE_17</b>, <b style=\"color: #64dc8a;\">GATE_2</b>, <b style=\"color: #394bd1;\">GATE_3</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #879acf;\">GATE_126</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #bedd87;\">GATE_116</b>, <b style=\"color: #bfd68e;\">GATE_155</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #d3e265;\">GATE_145</b>, <b style=\"color: #d8d187;\">GATE_184</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #82e2b2;\">GATE_174</b>, <b style=\"color: #93dab6;\">GATE_213</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #93d685;\">GATE_203</b>, <b style=\"color: #a64adf;\">GATE_218</b>, <b style=\"color: #53dfde;\">GATE_232</b>, <b style=\"color: #e046ba;\">GATE_242</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #db8dc2;\">GATE_219</b>, <b style=\"color: #4ee062;\">GATE_233</b>, <b style=\"color: #a4d177;\">GATE_243</b>, <b style=\"color: #9ee086;\">GATE_204</b>, <b style=\"color: #b85cd6;\">GATE_220</b>, <b style=\"color: #9696e0;\">GATE_228</b>, <b style=\"color: #8b5dde;\">GATE_189</b>, <b style=\"color: #e4b135;\">GATE_175</b>, <b style=\"color: #a658e3;\">GATE_190</b>, <b style=\"color: #d2983e;\">GATE_199</b>, <b style=\"color: #da5347;\">GATE_160</b>, <b style=\"color: #6fdd74;\">GATE_146</b>, <b style=\"color: #af7fdf;\">GATE_161</b>, <b style=\"color: #5d88ce;\">GATE_170</b>, <b style=\"color: #63e1a7;\">GATE_131</b>, <b style=\"color: #d992b1;\">GATE_117</b>, <b style=\"color: #9dcee4;\">GATE_132</b>, <b style=\"color: #7a99ce;\">GATE_141</b>, <b style=\"color: #e08688;\">GATE_156</b>, <b style=\"color: #39d176;\">GATE_147</b>, <b style=\"color: #3a2ed2;\">GATE_185</b>, <b style=\"color: #7ccad2;\">GATE_176</b>, <b style=\"color: #92e0cc;\">GATE_214</b>, <b style=\"color: #7a47d9;\">GATE_205</b>, <b style=\"color: #b7d977;\">GATE_206</b>, <b style=\"color: #859dcf;\">GATE_234</b>, <b style=\"color: #93bde0;\">GATE_244</b>, <b style=\"color: #58e1ab;\">GATE_221</b>, <b style=\"color: #823edb;\">GATE_235</b>, <b style=\"color: #5eafe0;\">GATE_245</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #ce375d;\">GATE_229</b>, <b style=\"color: #d15e2e;\">GATE_191</b>, <b style=\"color: #dc5073;\">GATE_177</b>, <b style=\"color: #79cdd9;\">GATE_192</b>, <b style=\"color: #475ee4;\">GATE_200</b>, <b style=\"color: #9e5bd3;\">GATE_162</b>, <b style=\"color: #de804b;\">GATE_148</b>, <b style=\"color: #70e45f;\">GATE_163</b>, <b style=\"color: #8db5ce;\">GATE_171</b>, <b style=\"color: #cd39a5;\">GATE_102</b>, <b style=\"color: #b6e595;\">GATE_88</b>, <b style=\"color: #a261e3;\">GATE_103</b>, <b style=\"color: #db5d88;\">GATE_112</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[[ 0.9367917 -0.66455036j, -0.01811946-0.44375959j],\n",
        "        [ 0.41284054+0.16374854j,  0.30657993-0.21748464j]],\n",
        "\n",
        "       [[ 0.4201327 -0.2980378j , -0.3613847 -0.56550071j],\n",
-       "        [ 0.41430484+0.52795972j,  1.05034446-0.74510352j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #b875de;\">_4308b4AASia</b>, <b style=\"color: #e1906e;\">_4308b4AASib</b>], tags={<b style=\"color: #d36c8f;\">GATE_74</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #53d4b1;\">GATE_83</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #cd39a5;\">GATE_102</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #d2b137;\">I0</b>, <b style=\"color: #b6e595;\">GATE_88</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #a786ce;\">GATE_97</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #63e1a7;\">GATE_131</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #d992b1;\">GATE_117</b>, <b style=\"color: #879acf;\">GATE_126</b>, <b style=\"color: #9dcee4;\">GATE_132</b>, <b style=\"color: #7a99ce;\">GATE_141</b>, <b style=\"color: #da5347;\">GATE_160</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #6fdd74;\">GATE_146</b>, <b style=\"color: #bfd68e;\">GATE_155</b>, <b style=\"color: #af7fdf;\">GATE_161</b>, <b style=\"color: #5d88ce;\">GATE_170</b>, <b style=\"color: #8b5dde;\">GATE_189</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #e4b135;\">GATE_175</b>, <b style=\"color: #d8d187;\">GATE_184</b>, <b style=\"color: #a658e3;\">GATE_190</b>, <b style=\"color: #d2983e;\">GATE_199</b>, <b style=\"color: #db8dc2;\">GATE_219</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #4ee062;\">GATE_233</b>, <b style=\"color: #a4d177;\">GATE_243</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #9ee086;\">GATE_204</b>, <b style=\"color: #93dab6;\">GATE_213</b>, <b style=\"color: #a64adf;\">GATE_218</b>, <b style=\"color: #b85cd6;\">GATE_220</b>, <b style=\"color: #9696e0;\">GATE_228</b>, <b style=\"color: #e08688;\">GATE_156</b>, <b style=\"color: #39d176;\">GATE_147</b>, <b style=\"color: #3a2ed2;\">GATE_185</b>, <b style=\"color: #7ccad2;\">GATE_176</b>, <b style=\"color: #92e0cc;\">GATE_214</b>, <b style=\"color: #7a47d9;\">GATE_205</b>, <b style=\"color: #b7d977;\">GATE_206</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #859dcf;\">GATE_234</b>, <b style=\"color: #93bde0;\">GATE_244</b>, <b style=\"color: #58e1ab;\">GATE_221</b>, <b style=\"color: #823edb;\">GATE_235</b>, <b style=\"color: #5eafe0;\">GATE_245</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #ce375d;\">GATE_229</b>, <b style=\"color: #d15e2e;\">GATE_191</b>, <b style=\"color: #dc5073;\">GATE_177</b>, <b style=\"color: #79cdd9;\">GATE_192</b>, <b style=\"color: #475ee4;\">GATE_200</b>, <b style=\"color: #9e5bd3;\">GATE_162</b>, <b style=\"color: #de804b;\">GATE_148</b>, <b style=\"color: #70e45f;\">GATE_163</b>, <b style=\"color: #8db5ce;\">GATE_171</b>, <b style=\"color: #a261e3;\">GATE_103</b>, <b style=\"color: #db5d88;\">GATE_112</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[-0.21325027+0.74103163j, -0.21325027+0.74103163j],\n",
+       "        [ 0.41430484+0.52795972j,  1.05034446-0.74510352j]]])</details></samp><samp style='font-size: 12px;'><details><summary><b style=\"color: #e55471;\">Tensor</b>(shape=(<b style=\"color: #828fdd;\">2</b>, <b style=\"color: #828fdd;\">2</b>), inds=[<b style=\"color: #6968de;\">_119073AASdu</b>, <b style=\"color: #2bce3a;\">_119073AASdv</b>], tags={<b style=\"color: #d36c8f;\">GATE_74</b>, <b style=\"color: #4cdd85;\">ROUND_3</b>, <b style=\"color: #5457cd;\">RZ</b>, <b style=\"color: #d19b78;\">I1</b>, <b style=\"color: #53d4b1;\">GATE_83</b>, <b style=\"color: #74e450;\">CZ</b>, <b style=\"color: #dd5dd7;\">I2</b>, <b style=\"color: #cd39a5;\">GATE_102</b>, <b style=\"color: #d7df43;\">ROUND_4</b>, <b style=\"color: #d2b137;\">I0</b>, <b style=\"color: #b6e595;\">GATE_88</b>, <b style=\"color: #4432d2;\">RX</b>, <b style=\"color: #a786ce;\">GATE_97</b>, <b style=\"color: #635ed0;\">CX</b>, <b style=\"color: #63e1a7;\">GATE_131</b>, <b style=\"color: #e095b9;\">ROUND_5</b>, <b style=\"color: #d992b1;\">GATE_117</b>, <b style=\"color: #879acf;\">GATE_126</b>, <b style=\"color: #9dcee4;\">GATE_132</b>, <b style=\"color: #7a99ce;\">GATE_141</b>, <b style=\"color: #da5347;\">GATE_160</b>, <b style=\"color: #86daa6;\">ROUND_6</b>, <b style=\"color: #6fdd74;\">GATE_146</b>, <b style=\"color: #bfd68e;\">GATE_155</b>, <b style=\"color: #af7fdf;\">GATE_161</b>, <b style=\"color: #5d88ce;\">GATE_170</b>, <b style=\"color: #8b5dde;\">GATE_189</b>, <b style=\"color: #70cf95;\">ROUND_7</b>, <b style=\"color: #e4b135;\">GATE_175</b>, <b style=\"color: #d8d187;\">GATE_184</b>, <b style=\"color: #a658e3;\">GATE_190</b>, <b style=\"color: #d2983e;\">GATE_199</b>, <b style=\"color: #db8dc2;\">GATE_219</b>, <b style=\"color: #c255d1;\">ROUND_8</b>, <b style=\"color: #4ee062;\">GATE_233</b>, <b style=\"color: #a4d177;\">GATE_243</b>, <b style=\"color: #b3e247;\">ROUND_9</b>, <b style=\"color: #a17ee2;\">H</b>, <b style=\"color: #9ee086;\">GATE_204</b>, <b style=\"color: #93dab6;\">GATE_213</b>, <b style=\"color: #a64adf;\">GATE_218</b>, <b style=\"color: #b85cd6;\">GATE_220</b>, <b style=\"color: #9696e0;\">GATE_228</b>, <b style=\"color: #e08688;\">GATE_156</b>, <b style=\"color: #39d176;\">GATE_147</b>, <b style=\"color: #3a2ed2;\">GATE_185</b>, <b style=\"color: #7ccad2;\">GATE_176</b>, <b style=\"color: #92e0cc;\">GATE_214</b>, <b style=\"color: #7a47d9;\">GATE_205</b>, <b style=\"color: #b7d977;\">GATE_206</b>, <b style=\"color: #dd65d9;\">I3</b>, <b style=\"color: #859dcf;\">GATE_234</b>, <b style=\"color: #93bde0;\">GATE_244</b>, <b style=\"color: #58e1ab;\">GATE_221</b>, <b style=\"color: #823edb;\">GATE_235</b>, <b style=\"color: #5eafe0;\">GATE_245</b>, <b style=\"color: #b671cf;\">GATE_222</b>, <b style=\"color: #998ad1;\">I4</b>, <b style=\"color: #ce375d;\">GATE_229</b>, <b style=\"color: #d15e2e;\">GATE_191</b>, <b style=\"color: #dc5073;\">GATE_177</b>, <b style=\"color: #79cdd9;\">GATE_192</b>, <b style=\"color: #475ee4;\">GATE_200</b>, <b style=\"color: #9e5bd3;\">GATE_162</b>, <b style=\"color: #de804b;\">GATE_148</b>, <b style=\"color: #70e45f;\">GATE_163</b>, <b style=\"color: #8db5ce;\">GATE_171</b>, <b style=\"color: #a261e3;\">GATE_103</b>, <b style=\"color: #db5d88;\">GATE_112</b>}),</summary>backend=<b style=\"color: #7fdd73;\">numpy</b>, dtype=<b style=\"color: #443ce1;\">complex128</b>, data=array([[-0.21325027+0.74103163j, -0.21325027+0.74103163j],\n",
        "       [ 0.62892738+0.44615459j, -0.62892738-0.44615459j]])</details></samp></details></samp>"
       ],
       "text/plain": [
        "TensorNetworkGen(tensors=87, indices=67)"
       ]
      },
-     "execution_count": 34,
+     "execution_count": 33,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -63022,16 +54577,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 35,
+   "execution_count": 34,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "0.999999999999958"
+       "0.99999999999996"
       ]
      },
-     "execution_count": 35,
+     "execution_count": 34,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -63077,7 +54632,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 36,
+   "execution_count": 35,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -63099,16 +54654,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 37,
+   "execution_count": 36,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "210320.0"
+       "222176"
       ]
      },
-     "execution_count": 37,
+     "execution_count": 36,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -63133,14 +54688,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 38,
+   "execution_count": 37,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "31.7 ms ± 3.7 ms per loop (mean ± std. dev. of 7 runs, 10 loops each)\n"
+      "43.8 ms ± 713 μs per loop (mean ± std. dev. of 7 runs, 10 loops each)\n"
      ]
     }
    ],
@@ -63158,14 +54713,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 40,
+   "execution_count": 38,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "3.85 ms ± 750 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
+      "3.73 ms ± 137 μs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
      ]
     }
    ],
@@ -63192,16 +54747,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 41,
+   "execution_count": 39,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "210320.0"
+       "222176"
       ]
      },
-     "execution_count": 41,
+     "execution_count": 39,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -63229,16 +54784,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 42,
+   "execution_count": 40,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "0.040353242863719004"
+       "0.04035324286371912"
       ]
      },
-     "execution_count": 42,
+     "execution_count": 40,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -63249,16 +54804,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 43,
+   "execution_count": 41,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "0.040353242863719004"
+       "0.04035324286371912"
       ]
      },
-     "execution_count": 43,
+     "execution_count": 41,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -63302,23 +54857,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 45,
+   "execution_count": 42,
    "metadata": {},
    "outputs": [
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "log2[SIZE]: 10.00 log10[FLOPs]: 4.69: 100%|██████████████████████████████████████| 16/16 [00:05<00:00,  2.68it/s]\n"
+      "F=4.64 C=5.94 S=10.00 P=11.63: 100%|██████████| 16/16 [00:09<00:00,  1.65it/s]\n"
      ]
     },
     {
      "data": {
       "text/plain": [
-       "{'flops': 49460, 'write': 16805, 'size': 1024}"
+       "{'flops': 43442, 'write': 12995, 'size': 1024}"
       ]
      },
-     "execution_count": 45,
+     "execution_count": 42,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -63352,14 +54907,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 47,
+   "execution_count": 43,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "27.9 ms ± 1.79 ms per loop (mean ± std. dev. of 7 runs, 10 loops each)\n"
+      "40.7 ms ± 1.25 ms per loop (mean ± std. dev. of 7 runs, 10 loops each)\n"
      ]
     }
    ],
@@ -63385,7 +54940,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 49,
+   "execution_count": 44,
    "metadata": {},
    "outputs": [
     {
@@ -63399,11 +54954,11 @@
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        "   <cc:Work>\n",
        "    <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n",
-       "    <dc:date>2023-11-29T16:08:01.199217</dc:date>\n",
+       "    <dc:date>2024-08-19T07:33:13.983561</dc:date>\n",
        "    <dc:format>image/svg+xml</dc:format>\n",
        "    <dc:creator>\n",
        "     <cc:Agent>\n",
-       "      <dc:title>Matplotlib v3.8.1, https://matplotlib.org/</dc:title>\n",
+       "      <dc:title>Matplotlib v3.9.1, https://matplotlib.org/</dc:title>\n",
        "     </cc:Agent>\n",
        "    </dc:creator>\n",
        "   </cc:Work>\n",
@@ -63424,4561 +54979,4595 @@
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@@ -69114,13 +60682,13 @@
        "  </g>\n",
        " </g>\n",
        " <defs>\n",
-       "  <clipPath id=\"p539a9a351b\">\n",
-       "   <rect x=\"127.99581\" y=\"7.2\" width=\"196.86213\" height=\"277.2\"/>\n",
+       "  <clipPath id=\"p2a97d26bb9\">\n",
+       "   <rect x=\"148.322121\" y=\"7.2\" width=\"156.209508\" height=\"277.2\"/>\n",
        "  </clipPath>\n",
-       "  <clipPath id=\"p1063d652c2\">\n",
+       "  <clipPath id=\"p0cd965f2e3\">\n",
        "   <rect x=\"34.726875\" y=\"54\" width=\"7.2\" height=\"180\"/>\n",
        "  </clipPath>\n",
-       "  <clipPath id=\"p8495652682\">\n",
+       "  <clipPath id=\"p1631f8e2ef\">\n",
        "   <rect x=\"401.926875\" y=\"54\" width=\"7.2\" height=\"180\"/>\n",
        "  </clipPath>\n",
        " </defs>\n",
@@ -69141,7 +60709,7 @@
        "(<Figure size 500x500 with 3 Axes>, <Axes: >)"
       ]
      },
-     "execution_count": 49,
+     "execution_count": 44,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -69173,16 +60741,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 50,
+   "execution_count": 45,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "{4, 8}"
+       "{2, 4, 8}"
       ]
      },
-     "execution_count": 50,
+     "execution_count": 45,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -69219,23 +60787,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 49,
+   "execution_count": 46,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "0010111011\n",
-      "1001010001\n",
-      "1001000011\n",
-      "0001110010\n",
+      "1011111001\n",
+      "1101000001\n",
+      "1000100011\n",
+      "0011101000\n",
+      "0010100101\n",
+      "1100001101\n",
       "1111011010\n",
-      "0010001000\n",
-      "0100010101\n",
-      "0111101001\n",
-      "0111100001\n",
-      "1010010010\n"
+      "0001111101\n",
+      "0111001001\n",
+      "1001000000\n"
      ]
     }
    ],
diff --git a/quimb/tensor/circuit.py b/quimb/tensor/circuit.py
index 5723a5a3..16a17232 100644
--- a/quimb/tensor/circuit.py
+++ b/quimb/tensor/circuit.py
@@ -31,7 +31,7 @@
 from ..utils import progbar as _progbar
 from . import array_ops as ops
 from .tensor_1d import Dense1D, MatrixProductOperator
-from .tensor_arbgeom import TensorNetworkGenVector, TensorNetworkGenOperator
+from .tensor_arbgeom import TensorNetworkGenOperator, TensorNetworkGenVector
 from .tensor_builder import (
     HTN_CP_operator_from_products,
     MPO_identity_like,
@@ -809,6 +809,36 @@ def givens_param_gen(params):
 register_param_gate("GIVENS", givens_param_gen, num_qubits=2)
 
 
+def givens2_param_gen(params):
+    theta, phi = params[0], params[1]
+
+    with backend_like(theta):
+        # get a real backend zero
+        zero = 0.0 * theta
+
+        a = do("complex", do("cos", theta), zero)
+        b = do("exp", do("complex", zero, phi)) * do(
+            "complex", do("sin", theta), zero
+        )
+        b_conj = do("exp", do("complex", zero, -phi)) * do(
+            "complex", do("sin", theta), zero
+        )
+
+        # get a complex backend zero and backend one
+        zero = do("complex", zero, zero)
+        one = zero + 1.0
+
+        data = (
+            (((one, zero), (zero, zero)), ((zero, a), (-b, zero))),
+            (((zero, b_conj), (a, zero)), ((zero, zero), (zero, one))),
+        )
+
+        return recursive_stack(data)
+
+
+register_param_gate("GIVENS2", givens2_param_gen, num_qubits=2)
+
+
 def rxx_param_gen(params):
     r"""Parametrized two qubit XX-rotation.
 
@@ -2167,6 +2197,20 @@ def givens(
             **kwargs,
         )
 
+    def givens2(
+        self, theta, phi, i, j, gate_round=None, parametrize=False, **kwargs
+    ):
+        self.apply_gate(
+            "GIVENS2",
+            theta,
+            phi,
+            i,
+            j,
+            gate_round=gate_round,
+            parametrize=parametrize,
+            **kwargs,
+        )
+
     def rxx(self, theta, i, j, gate_round=None, parametrize=False, **kwargs):
         self.apply_gate(
             "RXX",
diff --git a/tests/test_tensor/test_circuit.py b/tests/test_tensor/test_circuit.py
index b740f9b9..11533aa9 100644
--- a/tests/test_tensor/test_circuit.py
+++ b/tests/test_tensor/test_circuit.py
@@ -269,7 +269,8 @@ def test_all_gate_methods(self, Circ):
             ("cu1", 2, 1),
             ("fsim", 2, 2),
             ("fsimg", 2, 5),
-            ("rzz", 2, 1),
+            ("givens", 2, 1),
+            ("givens2", 2, 2),
             ("su4", 2, 15),
         ]
         random.shuffle(g_nq_np)
diff --git a/tests/test_tensor/test_optimizers.py b/tests/test_tensor/test_optimizers.py
index 2177b85a..b2bb3f97 100644
--- a/tests/test_tensor/test_optimizers.py
+++ b/tests/test_tensor/test_optimizers.py
@@ -242,6 +242,7 @@ def test_every_parametrized_gate(backend):
     circ.fsim(*qu.randn(2), 0, 1, parametrize=True, tags=["OPTIMIZE"])
     circ.fsimg(*qu.randn(5), 1, 0, parametrize=True, tags=["OPTIMIZE"])
     circ.givens(*qu.randn(1), 0, 1, parametrize=True, tags=["OPTIMIZE"])
+    circ.givens2(*qu.randn(2), 0, 1, parametrize=True, tags=["OPTIMIZE"])
     circ.su4(*qu.randn(15), 0, 1, parametrize=True, tags=["OPTIMIZE"])
     psi = circ.psi