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<div class="prose-text"><strong>Translation:</strong> Counting is the first principle; from it, addition is born. By the continuous increment of one, the expansion of numbers is declared.</div>
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<div class="prose-text" markdown="1"><strong>Translation:</strong> Counting is the first principle; from it, addition is born. By the continuous increment of one, the expansion of numbers is declared.</div>
<div class="prose-text"><strong>Translation:</strong> From repeated addition, multiplication is defined. And by the repetition of multiplication, the operation of exponentiation is seen.</div>
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<div class="prose-text" markdown="1"><strong>Translation:</strong> From repeated addition, multiplication is defined. And by the repetition of multiplication, the operation of exponentiation is seen.</div>
<div class="prose-text"><strong>Translation:</strong> The inquiry into inverse operations gives birth to negative numbers and zero. Division, roots and logarithms are established by this reversal.</div>
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<div class="prose-text" markdown="1"><strong>Translation:</strong> The inquiry into inverse operations gives birth to negative numbers and zero. Division, roots and logarithms are established by this reversal.</div>
<div class="prose-text"><strong>Translation:</strong> These rules are generalized, even into unknown domains. Joined with imaginary terms, the resulting derivation is supremely astounding.</div>
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<div class="prose-text" markdown="1"><strong>Translation:</strong> These rules are generalized, even into unknown domains. Joined with imaginary terms, the resulting derivation is supremely astounding.</div>
<div class="prose-text"><strong>Translation:</strong> The root of negative one is not possible in the visible grounds (the real number line). That newly imagined term reveals the transverse (perpendicular) line.</div>
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<div class="prose-text" markdown="1"><strong>Translation:</strong> The root of negative one is not possible in the visible grounds (the real number line). That newly imagined term reveals the transverse (perpendicular) line.</div>
<div class="prose-text"><strong>Translation:</strong> Indeed, by the exponentiation of algebraic numbers, the measure of the circle is born. In the form of sine (jyā) and cosine (koṭijyā), the exponent rotates in a circle.</div>
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<div class="prose-text" markdown="1"><strong>Translation:</strong> Indeed, by the exponentiation of algebraic numbers, the measure of the circle is born. In the form of sine (jyā) and cosine (koṭijyā), the exponent rotates in a circle.</div>
<div class="prose-text"><strong>Translation:</strong> Everything that is in the form of vibration and the very dance of nature - by this binding mathematical formula, it becomes entirely clear.</div>
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<div class="prose-text" markdown="1"><strong>Translation:</strong> Everything that is in the form of vibration and the very dance of nature - by this binding mathematical formula, it becomes entirely clear.</div>
<div class="prose-text"><strong>Translation:</strong> Zero, one, the circle (π), the base of growth (e) and the imagined unit (i) - from the union of these five elements, complete knowledge shines forth.</div>
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<div class="prose-text" markdown="1"><strong>Translation:</strong> Zero, one, the circle (π), the base of growth (e) and the imagined unit (i) - from the union of these five elements, complete knowledge shines forth.</div>
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