The Cone of Perception

I met Yeshua Ben Joseph, Yahowah, the living Allaha in person in 2007, and this work, may it be entirely unto His grace.The Cone of Perception 4th Edition Table of Contents1. Introduction to the 4th Edition2. The Meaning of Now3. The Geometric Pattern of Perception Theoremsi. Math for Transforming a Circle into a Conea. Theorem 1 - Difference in the Circumferences of Two Circlesi. Lemma1 ii. Lemma 2 iii.Lemma 3 iv.Lemma 4 v. Lemma 5b. Theorem 2 - Equilateral Triangle of Instantaneous Velocity = Average Velocity i. Lemma8c. Theorem 3 - Phenomenological Velocity Solutions (Innate Velocity within the Lorentz Coefficient)ii. Visualizations of Math for Transforming a Circle into a Coneiii. Computational Results from Applying The Lorentz Transformation to the Height of“The Cone” in Such a Way that It Cancels out with Itself.iv. Visualizing the Height of the Cone (Exposition of Configurative Adumbrations)v. The √(-1)vi. Application of the Aforementioned Algebraic Geometry to the Energy of a Photon vii. Differnces in Volumes of Two Spheres from the Transformation of a Circle into AConeviii. Euler’s Identity Applied through The “Cone Transformation.”ix. Exploring Complex Infinity within “The Cone Transformation.”x. Within “The Limits,” of the Speed of Lightxi. 10 Dimensional: The Wavelength with Constant Value; Harmonic HexadecimalCoefficientsxii. Leonard Euler’s Formula in Natural Scientific Thought: Euler’s Identity withSubstitutions from the Difference in Circumferences of Two Circles Applied to thePythagorean Theoremxiii. Complex Analysis Applied to the Height of the Cone (Manifolds)xiv. A Proof of Non-comprehensiveness of Euclidean Geometry (Due to Its Consistency) xv. Woven Velocity Patternsxvi. Spatio-Temporal Configurations for Faster than Light Travel (v>c): Mathematics fora Warp Enginexvii. Volume of a Conexviii. Frequency in Terms of Transcendental, Phenomenological Velocity from Energy ofan Electron = Energy of a Photon: Descriptions of Mass xix. Ontology of Phenomenological Velocityxx. On Formulations of the Pythagorean Theoremxxi. Parker’s Commentary on Fermat’s Last Theoremxxii. Revelations of an Infinite Anglexxiii. Long Theta Solution from Equilateral Velocity Configurations xxiv. Complex Infinity of the Infinite Angular Formulation4. Mathematical Analysis in Ecological Optics5. Theories of Perceptual Experience and Their Correlations6. Cognition: Theory of Consciousness, Perception and Visionary Experience

我于2007年亲自遇见了耶稣·本·约瑟，雅乎阿，那位永生的阿拉。本作，愿其完全归功于他的恩典。《感知锥体》第四版目录1. 第四版引言2. 现在的意义3. 感知定理的几何模式i. 将圆转化为锥体的数学方法a. 定理1 - 两圆周长的差异i. 引理1ii. 引理2iii. 引理3iv. 引理4v. 引理5b. 定理2 - 瞬时速度的等边三角形 = 平均速度i. 引理8c. 定理3 - 现象学速度解（洛伦兹系数内的内在速度）ii. 将圆转化为锥体的数学方法的可视化iii. 应用洛伦兹变换到“锥体”高度的计算结果，使其相互抵消iv. 视觉化锥体的高度（构形阴影的阐述）v. √(-1)vi. 将上述代数几何应用于光子的能量vii. 从圆转化为锥体后的两个球体积的差异viii. 通过“锥体变换”应用欧拉恒等式ix. 在“锥体变换”中探索复数无穷大x. 在光速的“极限”之内xii. 自然科学思维中的莱昂纳多·欧拉公式：应用两圆周长差异的替换到毕达哥拉斯定理的欧拉恒等式xiii. 将复数分析应用于锥体的高度（流形）xiv. 欧几里得几何不可知性的证明（由于其一致性）xv. 编织速度模式xvi. 超光速旅行的时空配置（v>c）：扭曲引擎的数学xvii. 锥体的体积xviii. 频率，根据超越现象学速度从电子能量 = 光子能量：质量的描述xix. 现象学速度的本体论xx. 关于毕达哥拉斯定理的阐述xxi. 帕克对费马最后定理的评论xxii. 无限角度的启示xxiii. 从等边速度配置中得到的长时间解决方案xxiv. 无限角公式的复数无穷大4. 生态光学中的数学分析5. 感知经验的理论与它们的相关性6. 认知：意识、感知与先验经验的认知理论