Convert table to rich text

Convert this table to rich text. Change citations from latex \cite{key} to [key]. \begin{center} \begin{tabular}{|p{4cm}|p{1.5cm}|p{2.5cm}|p{1.5cm}|p{1.5cm}|} \hline \textbf{Experiment} & \textbf{Qubits} & \textbf{Ansatz} & \textbf{Depth} & \textbf{Year} \\ \hline Supremacy\cite{Mor+23} & 70 & HEA & 24 & 2023 \\ \hline Adversarial learning\cite{Ren+22} & 10 & QNN\footnote{A single layer of the circuit can be expressed as $\prod_{m=1}^p \Big[ \Big[\prod_{k=1}^L\big[\big(\otimes_{j=1}^n R_x^{(k)} (d_{f(j,k,m)} + \theta_j) \big) \big(\otimes_{j=n}^2n R_z^{(k)} (d_{f(j,k,m)} + \theta_j) \big)\big]\Big]\Big[\prod_{i=1}^n{\sf CN}_{i,i+1}\Big] \Big]$ where $d_l$ is the $l$-th component of a $N$ dimensional input data with $N = 2nLp$ and $f(j,k,m) = j+2kn+2mLn$} & up to 60 & 2022\\ \hline QAOA\cite{HS+2021} & 23 & Split operator & 4 & 2021 \\ \hline High energy model\cite{BS+2021} & 2 & Checkerboard & 3 & 2021 \\ \hline Supervised learning\cite{Hav+19} & 2 & HEA & 4 & 2019 \\ \hline Lattice model\cite{2019Natur.569..355K} & 20 & Split operator & 6 & 2019 \\ \hline Chemistry\cite{2017Natur.549..242K} & 6 & HEA & 1 & 2017 \\ \hline \end{tabular} \end{center}

Here's the table in a rich text format:

Experiment	Qubits	Ansatz	Depth	Year
Supremacy [Mor+23]	70	HEA	24	2023
Adversarial learning [Ren+22]	10	QNN¹	up to 60	2022
QAOA [HS+2021]	23	Split operator	4	2021
High energy model [BS+2021]	2	Checkerboard	3	2021
Supervised learning [Hav+19]	2	HEA	4	2019
Lattice model [2019Natur.569..355K]	20	Split operator	6	2019
Chemistry [2017Natur.549..242K]	6	HEA	1	2017

¹ A single layer of the QNN circuit can be expressed as a product from m=1 to p of [[a product from k=1 to L of [a product from j=1 to n of R_x^(k) (d_f(j,k,m) + θ_j) and a product from j=n to 2n of R_z^(k) (d_f(j,k,m) + θ_j)] and a product from i=1 to n of CN_i,i+1]]. Here, d_l is the l-th component of a N dimensional input data with N = 2nLp and f(j,k,m) = j+2kn+2mLn.

Now I want you to move the vertical column labeled ansatze before qubits. And I want you to change the column labeled Qubits to Qubits (N) and the one labeled Depth to Depth (q) and I want you to add another vertical column which is labeled N \cdot q and it contains the corresponding product of the entries in the rows of the Qubits (N) and Depth (q) columns. Replace \cdot with its rich text version of a centered dot.

Sure, I have reorganized the table as per your request. Here it is:

Experiment	Ansatz	Qubits (N)	Depth (q)	N • q	Year
Supremacy [Mor+23]	HEA	70	24	1680	2023
Adversarial learning [Ren+22]	QNN¹	10	up to 60	up to 600	2022
QAOA [HS+2021]	Split operator	23	4	92	2021
High energy model [BS+2021]	Checkerboard	2	3	6	2021
Supervised learning [Hav+19]	HEA	2	4	8	2019
Lattice model [2019Natur.569..355K]	Split operator	20	6	120	2019
Chemistry [2017Natur.549..242K]	HEA	6	1	6	2017

¹ A single layer of the QNN circuit can be expressed as a product from m=1 to p of [[a product from k=1 to L of [a product from j=1 to n of R_x^(k) (d_f(j,k,m) + θ_j) and a product from j=n to 2n of R_z^(k) (d_f(j,k,m) + θ_j)] and a product from i=1 to n of CN_i,i+1]]. Here, d_l is the l-th component of a N dimensional input data with N = 2nLp and f(j,k,m) = j+2kn+2mLn.

Now remove all entries corresponding to products N*q that are less than 91.

Sure, I have removed all the rows where the N • q value is less than 91:

Experiment	Ansatz	Qubits (N)	Depth (q)	N • q	Year
Supremacy [Mor+23]	HEA	70	24	1680	2023
Adversarial learning [Ren+22]	QNN¹	10	up to 60	up to 600	2022
QAOA [HS+2021]	Split operator	23	4	92	2021
Lattice model [2019Natur.569..355K]	Split operator	20	6	120	2019

¹ A single layer of the QNN circuit can be expressed as a product from m=1 to p of [[a product from k=1 to L of [a product from j=1 to n of R_x^(k) (d_f(j,k,m) + θ_j) and a product from j=n to 2n of R_z^(k) (d_f(j,k,m) + θ_j)] and a product from i=1 to n of CN_i,i+1]]. Here, d_l is the l-th component of a N dimensional input data with N = 2nLp and f(j,k,m) = j+2kn+2mLn.