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  • U: Anonymous
  • D: 2022-06-07 16:56:57
  • C: Unknown
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ReScene version pyReScene Auto 0.7 iLEARN File size CRC
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35,832
Stored files
174 10B8AC98
1,836 340EE93A
RAR-files
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Archived files
3. Calculus I.1 Exponents or Powers of Real Numbers.mp4 [16fdea093bc8e115] 80,165,084 06DA3557
4. Calculus I.1 Solving Quadratic Equations.mp4 [1308394724a4888f] 135,410,791 0C659A52
5. Calculus I.1 Proof By Induction Pt.1.mp4 [dc1e4e3848bb2a9b] 142,806,221 2424D2BD
6. Calculus I.1 Proof By Induction Pt.2.mp4 [fa60bbcfb7058d63] 186,460,853 2762ECFC
7. Calculus I.1 Functions.mp4 [2b78f380be0d968c] 83,143,906 6D02E363
8. Calculus I.2 Polynomial Functions.mp4 [7a30f217e8660c4e] 48,295,865 F5332AB0
9. Calculus I.2 Exponential Function.mp4 [9e973eea2adae63c] 156,081,960 9005FB33
10. Calculus I.2 Trigonometric Functions Pt.1.mp4 [aca8a0039d91155d] 212,457,376 92B1BBD9
11. Calculus I.2 Trigonometric Functions Pt.2.mp4 [3d5212371b38a551] 56,898,393 DF67DD0F
12. Calculus I.2 Trigonometric Functions Pt.3.mp4 [41442a6a172200c2] 201,129,474 0C0A649F
13. Calculus I.2 Trigonometric Functions Pt.4.mp4 [ddfd760c66f632e9] 166,426,800 D3F467FB
14. Calculus I.2 Trigonometric Functions Pt.5.mp4 [44547b6b7bc6170a] 76,216,834 EA0B0235
15. Calculus I.2 Hyperbolic Functions Pt.1.mp4 [7a8b99c9f3f4267d] 167,538,657 64DE31CE
16. Calculus I.2 Hyperbolic Functions Pt.2.mp4 [ad3467471598585e] 230,261,335 EE70D03E
17. Exercises I and Solutions I.1.mp4 [e855cf72256c4fb9] 67,003,092 C5F526E9
18. Solutions I.2.mp4 [589c1a991cebd344] 76,751,974 A816EFB4
19. Solutions I.3.mp4 [d0f449ac9e4c1195] 80,120,342 4C3BBA05
20. Solutions I.4.mp4 [60468b25e98a077e] 85,170,971 B8D77920
21. Solutions I.5.mp4 [8ec3ba49200fdce] 119,422,984 7794CE3C
22. Solutions I.6.mp4 [3c85776e197caa2b] 45,233,038 3D3DA58D
23. Solutions I.7.mp4 [76ae262d99b13362] 63,102,951 B3C66655
24. Calculus I.3 Inverse Functions.mp4 [624f4be175e83c5] 183,659,511 22F8B565
25. Calculus I.3 Logarithms Pt.1.mp4 [204b8f6c75b4b351] 179,326,206 0A361758
26. Calculus I.3 Logarithms Pt.2.mp4 [cb84087fd64c6447] 132,904,403 96C204A7
27. Calculus I.3 Complex Numbers Pt.1.mp4 [43ff1be61a4b4f9f] 199,369,208 F50EF353
28. Calculus I.3 Complex Numbers Pt.2.mp4 [6d735eb375011d3c] 207,543,095 758B66B8
29. Calculus I.3 The Argand Diagram.mp4 [7f175dc2ba36d252] 163,973,268 77D3ED9E
30. Exercises II and Solutions II.1.mp4 [de39697b0bb79ce3] 104,637,611 DA832216
31. Solutions II.2+3.mp4 [1f647724fdb45ec3] 212,953,191 516FBBC0
32. Solutions II.4.mp4 [92426e6bcc677c6a] 43,651,406 91033A1D
33. Solutions II.5.mp4 [58d212af1195011c] 44,413,827 82D80323
34. Solutions II.6.mp4 [1c3a0b41a9532bd1] 72,646,959 90550789
35. Calculus I.4 Euler's Formula Pt.1.mp4 [57458ae7ff2d1f58] 166,505,764 228D8564
36. Calculus I.4 Euler's Formula Pt.2.mp4 [eb83c0aec479628f] 100,850,371 399CFAB7
37. Calculus I.4 Multiplication and Division of Complex Numbers.mp4 [f91d7103185259b3] 97,213,140 513495CB
38. Calculus I.4 Polar Form Pt.1.mp4 [bb71f931c386d5f0] 123,700,776 A4A07CA3
39. Calculus I.4 Polar Form Pt.2.mp4 [df442cf7c440b32c] 201,318,674 91A0F5A9
40. Calculus I.4 Double-Angle Formulae.mp4 [c19602a969a14145] 183,740,664 94EFFF36
41. Calculus I.4 de Moivre's Theorem.mp4 [c7041081d043d950] 109,403,301 983AFE84
42. Calculus I.4 Roots of Unity.mp4 [6ec0815a931e8702] 210,056,813 341A26DB
43. Calculus I.4 Complex Loci Pt.1.mp4 [5749551f8c9d5522] 232,489,492 79013DB4
44. Calculus I.4 Complex Loci Pt.2.mp4 [a4ef134b746291ec] 221,462,770 41A8013D
45. Exercises III and Solutions III.1+2.mp4 [f19e49085da21fcc] 125,937,896 D59D4A38
46. Solutions III.3.mp4 [ee73130e70a494ee] 122,880,028 85353F77
47. Solutions III.4.mp4 [c5759bd7aa9ba106] 108,883,316 3178557A
48. Solutions III.5.mp4 [1e4cfacf26ac6020] 63,554,145 35D92A8D
49. Solutions III.6.mp4 [9a3a081b7990afaa] 87,611,902 4DCE3FFF
50. Solutions III.7 Pt.1.mp4 [924dd444b1555398] 205,354,095 36CA6561
51. Solutions III.7 Pt.2.mp4 [27066ca175170224] 102,342,064 5AB59467
52. Solutions III.8+9.mp4 [2f92b67c6748e697] 182,996,447 AC9E8F1A
53. Solutions III.10.mp4 [e591e01b415617f] 70,496,298 62E0EEA7
54. Calculus I.5 The Limit Pt.1.mp4 [185fcd69604f3b2e] 135,555,430 87ED4B07
55. Calculus I.5 The Limit Pt.2.mp4 [e5e7c545a670b993] 113,020,016 575FDCC1
56. Calculus I.5 Continuous Functions.mp4 [4b7088c9841ed14d] 78,584,637 0030F5A5
57. Calculus I.5 The Intermediate Value Theorem.mp4 [a172bb0310eed724] 40,291,275 A5089D95
58. Calculus I.5 Limits Involving Infinity.mp4 [e3597e5303fb5ee6] 99,239,825 E837AEC0
59. Calculus I.5 Working with Limits.mp4 [620e0174413d9b9e] 180,909,755 BCA5699A
60. Calculus I.5 Limits of Composite Functions.mp4 [d2138457dc765722] 95,817,519 9D764C6E
61. Calculus I.5 Multiple Limits.mp4 [3ce0ae9123aa7250] 129,755,683 C54E4ECE
62. Exercises and Solutions IV.1.mp4 [3606af599563b518] 56,908,942 5D3EE4EF
63. Solutions IV.2+3.mp4 [4219f8e7509b4240] 63,113,340 66956096
64. Solutions IV.4+5.mp4 [1ff2add1ec65c1d0] 61,070,391 D36C173B
65. Solutions IV.6+7.mp4 [6d6244e8884117ea] 145,941,769 237B6C57
66. Solutions IV.8+9.mp4 [6691c8e4c695441f] 103,852,620 7217A512
67. Solutions IV.10.mp4 [69efd32434fa43d6] 22,880,148 9959322A
68. Solutions IV.11 Pt.1.mp4 [3fb86845ff395bda] 175,857,808 7606F41B
69. Solutions IV.11 Pt.2.mp4 [fa44e884125ba0a2] 119,774,694 E84A1F81
70. Solutions IV.12.mp4 [9bcfafbc71f826cf] 161,937,274 1B91F721
71. Calculus I.6 The Sandwich Theorem Pt.1.mp4 [12bed041cb5c2542] 122,385,790 CB72ACD9
72. Calculus I.6 The Sandwich Theorem Pt.2.mp4 [1033b7221fe5b66d] 131,964,849 A9D01574
73. Calculus I.6 Logarithmic Vs. Polynomial Vs. Exponential Functions Pt.1.mp4 [28d81ee6768e95d6] 121,397,139 43777113
74. Calculus I.6 Logarithmic Vs. Polynomial Vs. Exponential Functions Pt.2.mp4 [32508d595a9ed459] 136,640,273 C26F308E
75. Calculus I.6 Differentiation From First Principles Pt.1.mp4 [4113a1013ee2b696] 179,043,986 8AC497D6
76. Calculus I.6 Differentiation From First Principles Pt.2.mp4 [3583fada318d018f] 104,408,722 D6473B48
77. Calculus I.6 Differentiation From First Principles Pt.3.mp4 [5cda2ae24efe7a40] 119,420,984 A46FDD0C
78. Calculus I.6 Differentiation From First Principles Pt.4.mp4 [f18aad213f66c559] 122,415,144 680FA652
79. Calculus I.6 Differentiation From First Principles Pt.5.mp4 [583a68a8aefd0467] 226,786,890 E9648804
80. Calculus I.6 The Chain Rule.mp4 [aac03cbb30cff458] 214,436,951 BD73AFF2
81. Calculus I.6 The Sum Rule Pt.1.mp4 [3ae4d7ae2297fe11] 195,886,443 B1AAEE3D
82. Calculus I.6 The Sum Rule Pt.2.mp4 [43eb1305acd08a8] 95,142,317 BA951D59
83. Calculus I.6 The Product Rule.mp4 [96a368caa067c773] 201,437,964 7BF09DF6
84. Calculus I.6 The Quotient Rule.mp4 [13c3d2297de68165] 108,417,935 07D17293
85. Exercises and Solutions V.1.mp4 [49aa4d2b4d008a2] 103,687,272 8FDC19C2
86. Solutions V.2 Pt.1.mp4 [729871439130cd8c] 190,212,176 5B12F20B
87. Solutions V.2 Pt.2.mp4 [8ab75a8ee7377b3] 118,901,058 F645ACE5
88. Solutions V.3+4.mp4 [9aaf42ce62f50ab5] 65,725,697 E64ACCF5
89. Solutions V.5+6.mp4 [50d63a170cdac14f] 78,663,727 2D364A5D
90. Solutions V.7+8.mp4 [c04eec02ecb55d7b] 155,823,079 DAF6D7E4
91. Calculus I.7 Derivatives of Inverse Functions.mp4 [9f9b3ee02e05c0ca] 211,688,945 273996FD
92. Calculus I.7 Derivatives of Curves.mp4 [84336fbf89babdf5] 207,034,055 096626FB
93. Calculus I.7 Derivatives of Parametric Functions.mp4 [c5034c912baf18a0] 209,990,387 E24344CE
94. Calculus I.7 The Mean Value Theorem.mp4 [c0a967dd663b8863] 130,856,260 40D7D0DB
95. Exercises and Solutions VI.1+4.mp4 [5fffca9ecde286d2] 81,196,209 82CBA9AF
96. Solutions VI.2.mp4 [28cda8434b2cceb9] 176,764,563 89333294
97. Solutions VI.3.mp4 [36c758eff8a034e6] 95,406,552 CC9E4BA7
98. Solutions VI.5.mp4 [400a06fdc9add4e7] 135,713,488 AB43E2D6
99. Solutions VI.6.mp4 [d75146a0e0cbec11] 85,021,239 5E18575E
100. Solutions VI.7.mp4 [f1248f0f594b86d2] 127,434,349 E53C39F0
101. Calculus I.8 The Riemann Integral Pt.1.mp4 [bd7d3e47aff20f27] 193,739,315 07F1AC7C
102. Calculus I.8 The Riemann Integral Pt.2.mp4 [30ace103a360026f] 100,140,787 BDAC804E
103. Calculus I.8 The Riemann Integral Pt.3.mp4 [ac0bfdd6fe171ddc] 94,843,420 4133736F
104. Calculus I.8 The Riemann Integral Pt.4.mp4 [5f177b73d5fcacd0] 186,696,625 5D815BC5
105. Calculus I.8 The Riemann Integral Pt.5.mp4 [85f3341547bf7824] 190,330,762 64DD10DB
106. Calculus I.8 The Riemann Integral Pt.6.mp4 [a90b0096fbb1f66c] 66,019,473 6404F7C2
107. Calculus I.8 The Riemann Integral Pt.7.mp4 [c77ec0950858caf7] 192,954,291 C3DA35B4
108. Calculus I.8 The Fundamental Theorem of Calculus Pt.1.mp4 [5733e81a4d79360c] 75,989,846 1D72857E
109. Calculus I.8 The Fundamental Theorem of Calculus Pt.2.mp4 [14185eea8ce7ab4d] 206,940,602 827D13F1
110. Calculus I.8 The Fundamental Theorem of Calculus Pt.3.mp4 [5539fb2e186d0b41] 128,408,821 BEF0F61F
111. Exercises and Solutions VII.1.mp4 [871ad0af1c7ea88c] 45,547,866 5E90775C
112. Solutions VII.2 Pt.1.mp4 [b17333900e96d737] 170,568,865 AAED18CA
113. Solutions VII.2 Pt.2.mp4 [b4b4710168e536f] 156,972,930 6F7C10D3
114. Solutions VII.3 Pt.1.mp4 [35b660e30d7120ed] 143,153,557 8B1B40A6
115. Solutions VII.3 Pt.2.mp4 [512acd770fd1d885] 173,880,349 E85310A0
116. Solutions VII.4 Pt.1.mp4 [382d64597cd4545c] 153,054,982 5936EE64
117. Solutions VII.4 Pt.2.mp4 [9b98d1aaf1c9bdab] 166,411,279 60EB43DE
118. Solutions VII.4 Pt.3.mp4 [8442693f804e782d] 138,990,008 7822B7A7
119. Solutions VII.4 Pt.4.mp4 [9e2bba2d2cee44f1] 149,359,164 928A4482
120. Calculus I.9 Indefinite and Definite Integrals.mp4 [b2ca55dd647e581d] 46,291,152 AC789E18
121. Calculus I.9 Properties of Integrals and Techniques for Integration.mp4 [e73302df9ccd350] 178,653,157 0B681E9B
122. Calculus I.9 Examples of Integration By Substitution Pt.1.mp4 [da989a01c4b8ef61] 164,083,050 25A777E3
123. Calculus I.9 Examples of Integration By Substitution Pt.2.mp4 [63a791c73f7eb7ca] 92,352,378 84918242
124. Calculus I.9 Examples of Integration By Substitution Pt.3.mp4 [e32f98ea1ed25098] 226,665,456 02D22800
125. Calculus I.9 Examples of Integration By Substitution Pt.4.mp4 [2470a071bc5b4ecd] 141,731,947 04E36FAF
126. Calculus I.9 Examples of Integration By Substitution Pt.5.mp4 [6379e10ebb564418] 107,153,583 C9DB150F
127. Calculus I.9 Examples of Integration By Parts Pt.1.mp4 [70a2b3f187a2502c] 196,621,791 6FA06392
128. Calculus I.9 Examples of Integration By Parts Pt.2.mp4 [ef88401cbd81b124] 86,683,705 AA50E76A
129. Calculus I.9 Examples of Integration Using Partial Fractions Pt.1.mp4 [5d6c8d6146cdd62f] 195,019,060 AECF19B4
130. Calculus I.9 Examples of Integration Using Partial Fractions Pt.2.mp4 [d22b12f3a1da2a68] 165,089,242 9B63C262
131. Calculus I.9 Examples of Integration Using Partial Fractions Pt.3.mp4 [f766a6dd7c971460] 134,847,563 47FA3BE8
132. Calculus I.9 Recursion Relations.mp4 [3a6b822033eef122] 138,741,257 86B3AB0F
133. Calculus I.9 Surface Areas Pt.1.mp4 [b6ef197c05ec0878] 158,516,125 DF71CB00
134. Calculus I.9 Surface Areas Pt.2.mp4 [66d934f1427ec880] 112,212,435 8D3DD1E7
135. Exercises and Solutions VIII.1.mp4 [9c29df6a9cde73dc] 167,269,859 69B392A3
136. Solutions VIII.2.mp4 [68becc579e0a0216] 214,564,712 E3BB1B14
137. Solutions VIII.3.mp4 [cdbcd9e88e3e2ebb] 126,943,171 77A2ADD4
138. Solutions VIII.4.mp4 [6081139b06e6fcaa] 181,318,148 F229BE9B
139. Solutions VIII.5 Pt.1.mp4 [6bf01f1b228645d0] 167,631,853 795DFF90
140. Solutions VIII.5 Pt.2.mp4 [3d622c1d6a9a8ad1] 140,277,762 73772FC1
141. Solutions VIII.6 Pt.1.mp4 [3d7520b539556ec3] 189,258,229 83E388C9
142. Solutions VIII.6 Pt.2.mp4 [3e8f8f34dc4b4416] 138,328,268 1F803C5D
143. Solutions VIII.6 Pt.3.mp4 [32e38234922724cd] 117,877,571 C6B5C810
144. Calculus I.10 Volumes of Revolution.mp4 [ec0acc49250d142c] 134,097,476 4DC47409
145. Calculus I.10 Length of a Curve.mp4 [6e9e8767485cb62f] 173,398,292 3866608A
146. Calculus I.10 Infinite Sums Pt.1.mp4 [a363a75167284435] 128,383,302 6A47EE4C
147. Calculus I.10 Infinite Sums Pt.2.mp4 [e17cd5a37d273664] 110,377,840 03C1702D
148. Calculus I.10 Convergence Criteria Pt.1.mp4 [c528589d0232ca25] 93,943,832 B8072EB5
149. Calculus I.10 Convergence Criteria Pt.2.mp4 [faf40a634a3f2974] 198,849,930 70346F55
150. Calculus I.10 Power Series Pt.1.mp4 [3caa8827bf8bd948] 153,306,487 F39AC12D
151. Calculus I.10 Power Series Pt.2.mp4 [35fb96140063c50b] 114,844,175 BDC012C1
152. Exercises and Solutions IX.1.mp4 [38406073c9b3e480] 86,763,869 6CBB97F5
153. Solutions IX.2 Pt.1.mp4 [927d7bbb33e31219] 171,539,329 D24E473A
154. Solutions IX.2 Pt.2.mp4 [b9d4a0bfe7faf0cf] 111,163,122 7962995E
155. Solutions IX.3.mp4 [8a035ffd7342448] 156,571,827 A0B4B22A
156. Solutions IX.4.mp4 [50c09f05a2d4158f] 117,608,381 CE93C146
157. Solutions IX.5 Pt.1.mp4 [dd80b572d829d8e] 146,877,740 A20D9C5F
158. Solutions IX.5 Pt.2.mp4 [808c58dac3db93d1] 117,706,879 94647D22
159. Solutions IX.6.mp4 [303d8a89294a7bb6] 59,121,864 3B307978
160. Solutions IX.7 Pt.1.mp4 [532d09b3b517afa0] 188,734,473 D25F3CBD
161. Solutions IX.7 Pt.2.mp4 [eb5ff7366d8a0edf] 142,208,585 22048CF4
162. Calculus I.11 Taylor's Theorem Pt.1.mp4 [91baa47ae8e460dc] 145,200,002 EE9E73F2
163. Calculus I.11 Taylor's Theorem Pt.2.mp4 [c3f36fca0e01aa26] 154,937,610 D01076BF
164. Calculus I.11 Examples of Taylor's Theorem Pt.1.mp4 [fef61c740f68a451] 128,015,127 F13ABFCD
165. Calculus I.11 Examples of Taylor's Theorem Pt.2.mp4 [a0a9a255980badf0] 221,908,268 240DB00C
166. Calculus I.11 Taylor's Theorem Pt.3.mp4 [aa1c314e5c95a090] 90,997,148 5DDAF8D1
167. Calculus I.11 l’Hôpital’s Rule.mp4 [178b37943286c158] 196,818,951 AEA9E6A9
168. Exercises and Solutions X.1+6.mp4 [af5909e3290f1913] 89,821,967 C3493ACB
169. Solutions X.2.mp4 [918e1558dafef405] 147,419,517 8581E5CD
170. Solutions X.3.mp4 [b44f7ec41fa0af78] 98,892,167 D9256210
171. Solutions X.4 Pt.1.mp4 [28700d1dfaaaaa25] 131,172,941 619502FD
172. Solutions X.4 Pt.2.mp4 [12bf65eb5abee7c1] 155,683,397 B4FF6E10
173. Solutions X.4 Pt.3.mp4 [5833b3ad2b20fcc4] 111,630,223 3B461035
174. Solutions X.5.mp4 [703319cf5100068b] 115,707,311 943B6B65
1. Introduction.mp4 [43def0822d5c3a08] 28,702,852 201CE452
2. Calculus I.1 Number Sets.mp4 [aaef1b751a31414a] 187,194,330 5C261C78
Total size: 23,512,124,741
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