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Author: jcponce

contenido/comentarios.html

@@ -122,6 +122,45 @@ <h1>Comentarios de los lectores</h1>
             <hr>
             <br>
 
+            <div class="w3-panel w3-leftbar">
+                <p>
+                   I actually have an Exam tomorrow on Complex Analysis [Bachelors MechE]. 
+                   I have a mind which always wanders around, sometimes affecting my own 
+                   academics, that's why my grades are either really good or F. I 
+                   know that it's bad thing but that's the way it goes for me. I 
+                   have an intuitive understanding of Mathematics from Linear 
+                   Algebra to Calculus to Topology including Complex Functions 
+                   because I somehow supported myself enough to understand that 
+                   the First Principle applies here as well just like it does 
+                   in Single or Multivariable Calculus except it is $f(z)$ if you 
+                   respect the Notations. And its midnight with Exam tomorrow 
+                   morning and I am reading this only to understand things from 
+                   ground and it's absolutely bonkers that you have created this. 
+                   I love it. I had a few misconceptions about Cauchy's 
+                   Integral and Laurent's Series but it's all clear not only 
+                   "Equationally" but also intuitively. It's insane. 
+                   I'm broke to give you money, but I will definitely in 
+                   the future when I have gotten enough money. But do keep 
+                   up this work. It's just as amazing as Grant's Videos [3B-1B] 
+                   while being different because sometimes you can learn more 
+                   by reading than by watching. He nailed the video part and 
+                   you nailed the reading part. Maybe add a few more topics 
+                   if possible, like, Riemann Mapping, Residue Theorem etc. 
+                   making it a little bit more textbook alternative. 
+                   I know that it is a hard thing to actually replace a 
+                   good textbook, but I think it will work out. Cheers 
+                   anyway for this and keep up the good work. All the best.🥂 
+                   <br>
+
+                    <span class="w3-right"><strong>— Student</strong></span>
+                    
+
+                </p>
+            </div>
+
+            <hr>
+            <br>
+            
             <div class="w3-panel w3-leftbar">
                 <p>
                    I think this website is an AMAZING learning resource. 

content/comments.html

@@ -117,6 +117,45 @@ <h1>Reader's Comments</h1>
             <hr>
             <br>
 
+            <div class="w3-panel w3-leftbar">
+                <p>
+                   I actually have an Exam tomorrow on Complex Analysis [Bachelors MechE]. 
+                   I have a mind which always wanders around, sometimes affecting my own 
+                   academics, that's why my grades are either really good or F. I 
+                   know that it's bad thing but that's the way it goes for me. I 
+                   have an intuitive understanding of Mathematics from Linear 
+                   Algebra to Calculus to Topology including Complex Functions 
+                   because I somehow supported myself enough to understand that 
+                   the First Principle applies here as well just like it does 
+                   in Single or Multivariable Calculus except it is $f(z)$ if you 
+                   respect the Notations. And its midnight with Exam tomorrow 
+                   morning and I am reading this only to understand things from 
+                   ground and it's absolutely bonkers that you have created this. 
+                   I love it. I had a few misconceptions about Cauchy's 
+                   Integral and Laurent's Series but it's all clear not only 
+                   "Equationally" but also intuitively. It's insane. 
+                   I'm broke to give you money, but I will definitely in 
+                   the future when I have gotten enough money. But do keep 
+                   up this work. It's just as amazing as Grant's Videos [3B-1B] 
+                   while being different because sometimes you can learn more 
+                   by reading than by watching. He nailed the video part and 
+                   you nailed the reading part. Maybe add a few more topics 
+                   if possible, like, Riemann Mapping, Residue Theorem etc. 
+                   making it a little bit more textbook alternative. 
+                   I know that it is a hard thing to actually replace a 
+                   good textbook, but I think it will work out. Cheers 
+                   anyway for this and keep up the good work. All the best.🥂 
+                   <br>
+
+                    <span class="w3-right"><strong>— Student</strong></span>
+                    
+
+                </p>
+            </div>
+            
+            <hr>
+            <br>
+            
             <div class="w3-panel w3-leftbar">
                 <p>
                    I think this website is an AMAZING learning resource.