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Sept. 13, 2023, 11:51 a.m.
How can Bard help programmers?
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" alt="" style="background-color: transparent; font-size: 14px; width: 100%;"></h2><h2>How can Bard help programmers?</h2><h1><o:p></o:p></h1><h1>
<p class="MsoNormal"><o:p> </o:p><span style="color: inherit; font-size: 2rem; background-color: transparent;">Bard can help programmers in many ways, including:</span></p></h1><h2><o:p></o:p></h2><h1>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l2 level1 lfo1;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Brainstorming
ideas: Bard can help programmers generate new ideas for projects,
features, and algorithms.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l2 level1 lfo1;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Writing
code: Bard can help programmers write code, either by generating code
itself or by providing suggestions to programmers.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l2 level1 lfo1;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Testing
code: Bard can help programmers test code by running unit tests and
finding bugs.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l2 level1 lfo1;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Debugging
code: Bard can help programmers debug code by finding the source of
errors.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l2 level1 lfo1;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Documenting
code: Bard can help programmers document code by generating documentation
or by providing suggestions for documentation.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l2 level1 lfo1;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Collaborating
with other programmers: Bard can help programmers collaborate with other
programmers by providing a platform for communication and collaboration.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l2 level1 lfo1;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Learning
new programming languages: Bard can help programmers learn new programming
languages by providing interactive tutorials and exercises.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l2 level1 lfo1;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Keeping
up with the latest programming trends: Bard can help programmers keep up
with the latest programming trends by providing news and information about new
technologies and tools.<o:p></o:p></span></p>
<p style="margin-top:12.0pt;margin-right:0cm;margin-bottom:12.0pt;margin-left:
0cm"><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Overall,
Bard can be a valuable tool for programmers of all levels of experience. It can
help programmers be more productive, creative, and efficient.<o:p></o:p></span></p>
<p style="margin-top:12.0pt;margin-right:0cm;margin-bottom:12.0pt;margin-left:
0cm"><strong><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif";
mso-fareast-font-family:"Times New Roman";mso-fareast-theme-font:major-fareast"> </span></strong><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif""><o:p></o:p></span></p>
</h1><h2>Can Bard write programming code?<o:p></o:p></h2><h1>
<p style="margin-top:12.0pt;margin-right:0cm;margin-bottom:12.0pt;margin-left:
0cm"><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Yes,
Bard can write programming code. It can generate code in a variety of
programming languages, including Python, Java, and C++. It can also generate
code for specific tasks, such as data analysis or machine learning.<o:p></o:p></span></p>
</h1><h2>Can Bard format my code?<o:p></o:p></h2><h1>
<p style="margin-top:12.0pt;margin-right:0cm;margin-bottom:12.0pt;margin-left:
0cm"><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Yes, It
can format code. It can format code in a variety of programming languages,
including Python, Java, and C++. It can also format code for specific tasks,
such as data analysis or machine learning.<o:p></o:p></span></p>
<p style="margin-top:12.0pt;margin-right:0cm;margin-bottom:12.0pt;margin-left:
0cm"><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Here
are some examples of how It can format code:<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l0 level1 lfo2;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">It
can format code to follow the style guidelines of a specific programming
language or organization.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l0 level1 lfo2;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">It
can format code to make it more readable and easier to understand.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l0 level1 lfo2;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">It
can format code to make it more efficient and easier to maintain.<o:p></o:p></span></p>
</h1><h2>Can Bard find error in Code?<o:p></o:p></h2><h1>
<p style="margin-top:12.0pt;margin-right:0cm;margin-bottom:12.0pt;margin-left:
0cm"><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Yes, It
can find errors in code. It can identify a variety of errors, including:<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l1 level1 lfo3;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><strong><span style="font-size:15.0pt;
font-family:"Segoe UI","sans-serif"">Syntax errors:</span></strong><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif""> These are
errors in the grammar of the code. For example, a syntax error might occur if a
variable is not declared before it is used.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l1 level1 lfo3;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><strong><span style="font-size:15.0pt;
font-family:"Segoe UI","sans-serif"">Logical errors:</span></strong><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif""> These are
errors in the logic of the code. For example, a logical error might occur if a
function does not return the expected value.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l1 level1 lfo3;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><strong><span style="font-size:15.0pt;
font-family:"Segoe UI","sans-serif"">Runtime errors:</span></strong><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif""> These are
errors that occur when the code is executed. For example, a runtime error might
occur if a division by zero is attempted.<o:p></o:p></span></p>
</h1><h2>Can Bard test my Code?<o:p></o:p></h2><h1>
<p style="margin-top:12.0pt;margin-right:0cm;margin-bottom:12.0pt;margin-left:
0cm"><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Bard
can't test your code just yet. Bard is still learning to code, and responses
about code aren't officially supported for now. However, It can try it's best
to help you test your code by providing feedback on its structure and logic. It
can also help you identify potential errors in your code.<o:p></o:p></span></p>
</h1><h2>Can Bard generate testing script for my code?<o:p></o:p></h2><h1>
<p style="margin-top:12.0pt;margin-right:0cm;margin-bottom:12.0pt;margin-left:
0cm"><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">It can
generate a testing script to test your code. The testing script will be in the
form of a Python file. The file will contain a number of test cases, each of
which will test a different aspect of your code. The test cases will be written
in a way that is easy to understand and maintain.<o:p></o:p></span></p>
</h1><h2>Can Bard generate deployment script for my
code?<o:p></o:p></h2><h1>
<p style="margin-top:12.0pt;margin-right:0cm;margin-bottom:12.0pt;margin-left:
0cm"><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">Yes, It
can generate a deployment script for your code. The deployment script will be
in the form of a text file. The file will contain a number of commands, each of
which will deploy a different part of your code. The commands will be written
in a way that is easy to understand and maintain.<o:p></o:p></span></p>
<p style="margin-top:12.0pt;margin-right:0cm;margin-bottom:12.0pt;margin-left:
0cm"><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">It can
generate a deployment script for your code based on the following information:<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l3 level1 lfo4;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">The
programming language that your code is written in.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l3 level1 lfo4;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">The
platform that your code will be deployed to.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l3 level1 lfo4;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">The
dependencies that your code requires.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-top:18.0pt;mso-margin-bottom-alt:auto;
margin-left:60.0pt;text-indent:-18.0pt;line-height:normal;mso-list:l3 level1 lfo4;
tab-stops:list 36.0pt"><!--[if !supportLists]--><span style="font-size:10.0pt;
mso-bidi-font-size:15.0pt;font-family:Symbol;mso-fareast-font-family:Symbol;
mso-bidi-font-family:Symbol">·<span style="font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: "Times New Roman";">
</span></span><!--[endif]--><span style="font-size:15.0pt;font-family:"Segoe UI","sans-serif"">The
configuration settings that your code requires.<o:p></o:p></span></p></h1>
<p></p>