diff --git a/project/TODO.md b/project/TODO.md
new file mode 100644
index 0000000..3a52f70
--- /dev/null
+++ b/project/TODO.md
@@ -0,0 +1,2 @@
+- [ ] Автоматическое подключение генератора
+- [ ] Автоматическая резонансная кривая (данные в файл)
\ No newline at end of file
diff --git a/project/data-processing/gen-data.ipynb b/project/data-processing/gen-data.ipynb
index 8112286..c97361b 100644
--- a/project/data-processing/gen-data.ipynb
+++ b/project/data-processing/gen-data.ipynb
@@ -2,72 +2,72 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 220,
+   "execution_count": 398,
    "id": "50f27832-a7b1-4fac-b9b8-988606608b84",
    "metadata": {},
    "outputs": [],
    "source": [
     "import numpy as np\n",
-    "import matplotlib.pyplot as plt"
+    "import matplotlib.pyplot as plt\n",
+    "import pandas as pd"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 344,
+   "execution_count": 481,
    "id": "80a10edc-520c-4b05-af86-29dbb440717e",
    "metadata": {},
    "outputs": [],
    "source": [
-    "l = int(7e3)\n",
-    "t = np.linspace(0, 1e-6, l)"
+    "l = int(7e5)\n",
+    "t = np.linspace(0, 1e-1, l)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 345,
+   "execution_count": 482,
    "id": "70c787d1-fa7a-4d43-95ec-73f9929f357b",
    "metadata": {},
    "outputs": [],
    "source": [
-    "nu1 = 2e8\n",
-    "phi1 = 1\n",
-    "a1 = 0.6\n",
-    "nu2 = 2e8\n",
-    "phi2 = 2\n",
-    "a2 = 0.4"
+    "nu = 1.6e3\n",
+    "phi1 = 0\n",
+    "a1 = 10\n",
+    "phi2 = np.pi / 2\n",
+    "a2 = 1350e-3"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 346,
+   "execution_count": 483,
    "id": "8730fd74-6b30-4b92-87af-7205d5732ac9",
    "metadata": {},
    "outputs": [],
    "source": [
-    "V1 = a1*np.sin(nu1*t/(2*np.pi) + phi1)\n",
-    "V2 = a2*np.sin(nu2*t/(2*np.pi) + phi2)"
+    "V1 = a1*np.sin(nu*t/(2*np.pi) + phi1)\n",
+    "V2 = a2*np.sin(nu*t/(2*np.pi) + phi2)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 347,
+   "execution_count": 484,
    "id": "b0aaf4c1-aee0-4ecf-99ad-560f93770840",
    "metadata": {},
    "outputs": [],
    "source": [
     "f = V1\n",
-    "g = np.random.normal(loc=V2, scale=0.01)"
+    "g = np.random.normal(loc=V2, scale=0.05)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 348,
+   "execution_count": 485,
    "id": "b66882de-6ed3-4931-8049-33c27da52528",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -84,7 +84,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 349,
+   "execution_count": 486,
    "id": "e56a0992-4cdc-4839-9aea-91a2497c2696",
    "metadata": {},
    "outputs": [],
@@ -98,7 +98,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 350,
+   "execution_count": 487,
    "id": "29fee1dc-eb0e-4e10-958a-640203b7e4ba",
    "metadata": {},
    "outputs": [],
@@ -112,7 +112,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 351,
+   "execution_count": 488,
    "id": "c11ded9c-8375-4740-bcf1-3b07bfc07b19",
    "metadata": {
     "tags": []
@@ -122,28 +122,55 @@
     "Ff = np.fft.fft(f)\n",
     "Fg = np.fft.fft(g)\n",
     "lamb = Fg / Ff\n",
-    "freq = np.fft.fftfreq(l)"
+    "freq = np.fft.fftfreq(l, d=t[1])\n",
+    "\n",
+    "lamb = np.append(lamb[(l // 2):], lamb[:(l // 2)])\n",
+    "freq = np.append(freq[(l // 2):], freq[:(l // 2)])"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 352,
+   "execution_count": 498,
+   "id": "571b64d7-be74-4733-96a7-aa363d78808a",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "lim = 20\n",
+    "mid = l // 2\n",
+    "ll = mid - lim\n",
+    "rl = mid + lim"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 499,
+   "id": "125739fb-685a-462e-a78e-ecb846a4a5be",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "cur_freq = freq[ll:rl]\n",
+    "cur_lamb = lamb[ll:rl]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 500,
    "id": "8bc8887d-bc88-4e3b-99c9-309f2e9ee0eb",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7eff6cc37a00>]"
+       "[<matplotlib.lines.Line2D at 0x7eff6c678730>]"
       ]
      },
-     "execution_count": 352,
+     "execution_count": 500,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -153,28 +180,28 @@
     }
    ],
    "source": [
-    "plt.plot(freq, np.absolute(lamb))"
+    "plt.plot(cur_freq, np.absolute(cur_lamb))"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 353,
+   "execution_count": 501,
    "id": "22214b98-571f-45e4-9fdd-44551aab288a",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7eff6c99db70>]"
+       "[<matplotlib.lines.Line2D at 0x7eff6c772590>]"
       ]
      },
-     "execution_count": 353,
+     "execution_count": 501,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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\n",
+      "image/png": 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u5STF6Kszcq0uB8AxEEgAhKyuHo8eWF8iSVp+wWg5I+kdAQIVgQRAyHri/XLVtbmUmxyjr0yndwQIZAQSACGps8et3x/sHfnu58bIEcnHHRDI+AkFEJIeKypXQ0eP8lNj9cVpOVaXA+AECCQAQk67y60H3zzUOxIVwUcdEOj4KQUQch59t0xNnb0qTBumy6dkW10OgEEgkAAIKW3dvXpoQ6kk6d8XjFEkvSNAUOAnFUBIWf1OmVq6ejU6I05fOIfeESBYEEgAhIyWrl49/NbB3pELxyjCbrO4IgCDRSABEDL+9+29aut2a2xmnC45e7jV5QA4CQQSACGhubNHj7y9V5L0/QVjZad3BAgqBBIAIeHht0rV7nJrwvAELZqYZXU5AE4SgQRA0Gvs6NHqd8okSd9fMIbeESAIEUgABL0HN5Sos8ejSTkJuuisTKvLAXAKCCQAglp9u0uPvVsuSVpx0VjZbPSOAMHIr4Fkw4YNuvTSS5WdnS2bzabnnnvOny8HIAw9+GaJuno9mpyXpAvGZVhdDoBT5NdA0tHRocmTJ+v+++/358sACFMHWrv1WFFf78j3F4yhdwQIYpH+fPLFixdr8eLF/nwJAGHs2S1Vcrm9mjoiSZ8dm251OQBOg18DyclyuVxyuVy+x62trRZWAyDQ/aumTZK0YEImvSNAkAuoQa2rVq1SYmKi75aXl2d1SQACWElduySpMG2YxZUAOF0BFUhuu+02tbS0+G6VlZVWlwQgQBljVFrXIUkalRFncTUATldAnbJxOp1yOp1WlwEgCNS1udTmcstuk/JTY60uB8BpCqgeEgAYrJKDvSN5KbFyRkZYXA2A0+XXHpL29nYVFxf7Hu/du1dbt25VSkqKRowY4c+XBhDi+sePjErndA0QCvwaSDZu3KgLLrjA93jFihWSpCVLlmjNmjX+fGkAIa5//AgDWoHQ4NdAMn/+fBlj/PkSAMKUr4eEAa1ASGAMCYCgxCW/QGghkAAIOt29HlU1d0mihwQIFQQSAEFnb32HjJESoiOVOsxhdTkAzgACCYCgc/iEaEwZD4QGAgmAoHNo/Aina4BQQSABEHRKfVfYMKAVCBUEEgBBp8Q3Bwk9JECoIJAACCp9i+r19ZCMpocECBkEEgBBpbbVpY4ejyLsNo1IIZAAoYJAAiCo9PeOjEiJlSOSjzAgVPDTDCCoMEMrEJoIJACCSslhc5AACB0EEgBBhR4SIDQRSAAElVJ6SICQRCABEDS6eg4tqkcPCRBaCCQAgsbe+r7ekaTYKKWwqB4QUggkAIJG//iRUeksqgeEGgIJgKBR6psyntM1QKghkAAIGr4eEga0AiGHQAIgaJTWc8kvEKoIJACCQt+ielzyC4QqAgmAoFDT2q3OHo8i7TaNSIm1uhwAZxiBBEBQKDnQ1zsyIjVWURF8dAGhhp9qAEHh0PgRTtcAoYhAAiAolBzov8KGAa1AKCKQAAgKvlV+6SEBQhKBBEBQKK2jhwQIZQQSAAGvs8et6pZuSYwhAUIVgQRAwOuffyRlmEPJLKoHhCQCCYCA1z9lPDO0AqGLQAIg4PlmaE3ndA0QqggkAAKer4cknR4SIFQRSAAEPHpIgNBHIAEQ0Lxec2iWVnpIgJBFIAEQ0Pa3dqu716uoCJvyWFQPCFkEEgABrX/K+PzUYSyqB4QwfroBBLRSLvkFwgKBBEBA861hk8GAViCUEUgABDTfgFZ6SICQRiABENBKDtBDAoQDAgmAgNXucqumtW9RvVEsqgeENAIJgIC19+D4kbQ4hxJjoyyuBoA/EUgABKxD40foHQFCHYEEQMDqn4NkVAYDWoFQRyABELBK6vtO2dBDAoQ+AgmAgEUPCRA+CCQAApLXa7SXHhIgbBBIAASkquYuudxeOSLsyk2OsbocAH5GIAEQkEoP9o7kp8YqkkX1gJDHTzmAgOQbP5LO6RogHBBIAASkkv5VftMZ0AqEAwIJgIBU2r/KLz0kQFggkAAISPSQAOGFQAIg4LR19+pAm0uSVEgPCRAWCCQAAk7/6Zr0eKcSY1hUDwgHBBIAAefQonqcrgHCBYEEQMApOXBwQGsGp2uAcEEgARBw6CEBwg+BBEDAoYcECD8EEgABxeM12ttwMJCwqB4QNggkAAJKVVOXetxeOSLtymFRPSBsEEgABJSSg+NHClKHKcJus7gaAENlSALJ/fffr5EjRyo6OlqzZ8/WBx98MBQvCyAI+RbVy2BAKxBO/B5Inn76aa1YsUIrV67U5s2bNXnyZC1atEgHDhzw90sDCEKl9X3jRwoZPwKEFb8HknvvvVfLli3TDTfcoLPOOkt/+MMfFBsbq0ceecTfLw0gCNFDAoQnvwaSnp4ebdq0SQsWLDj0gna7FixYoKKioiOOd7lcam1tHXADEF7oIQHCk18DSX19vTwejzIzMwdsz8zMVE1NzRHHr1q1SomJib5bXl6eP8sDEGBau3tV51tUjx4SIJwE1FU2t912m1paWny3yspKq0sCMIT6F9XLiHcqPppF9YBwEunPJ09LS1NERIRqa2sHbK+trVVWVtYRxzudTjmdTn+WBCCA+caPpHO6Bgg3fu0hcTgcmj59ul5//XXfNq/Xq9dff11z587150sDCEK+NWw4XQOEHb/2kEjSihUrtGTJEs2YMUOzZs3Sb3/7W3V0dOiGG27w90sDCDK+NWzoIQHCjt8DyVVXXaW6ujrdfvvtqqmp0ZQpU/Tyyy8fMdAVAOghAcKX3wOJJN188826+eabh+KlAAQpj9eorL5TEj0kQDgKqKtsAISvfU2d6vF45Yy0KyeJRfWAcEMgARAQSuoOLqqXNkx2FtUDwg6BBEBA6J+DhNM1QHgikAAICP09JKMY0AqEJQIJgIBQcrCHpJAeEiAsEUgABITSOmZpBcIZgQSA5Vo6e1Xf3iNJKuCUDRCWCCQALFdycEK0rIRoxTmHZHokAAGGQALAcv2L6jFDKxC+CCQALFdazyW/QLgjkACwHD0kAAgkACxHDwkAAgkAS7k9XpU39M9BQg8JEK4IJAAsVdnUpV6PUXSUXdmJLKoHhCsCCQBL9Y8fKUiLY1E9IIwRSABYqrSeNWwAEEgAWKzkAANaARBIAFisv4eEAa1AeCOQALBU/yq/9JAA4Y1AAsAyTR09auzoW1SPHhIgvBFIAFim/3RNdmK0Yh0sqgeEMwIJAMv0n64p5HQNEPYIJAAsU1LHJb8A+hBIAFimlB4SAAcRSABY5lAPCYEECHcEEgCW6PV4VdHQKYkrbAAQSABYpKKxU26vUawjQlkJ0VaXA8BiBBIAlugfP1KQNoxF9QAQSABYg/EjAA5HIAFgidI61rABcAiBBIAlWMMGwOEIJAAsQQ8JgMMRSAAMucaOHjV19kqSCtPoIQFAIAFggf7ekZykGMU4IiyuBkAgIJAAGHIlnK4B8CkEEgBDrpQBrQA+hUACYMixyi+ATyOQABhyrPIL4NMIJACGVI/bq/LGvkX1OGUDoB+BBMCQqmjslMdrNMwRocwEp9XlAAgQBBIAQ+rQFTZxstlYVA9AHwIJgCF1aPwIA1oBHEIgATCkWOUXwNEQSAAMKSZFA3A0BBIAQ8YYw6RoAI6KQAJgyDR09Kilq1c2m1SQRg8JgEMIJACGTH/vSE5SjKKjWFQPwCEEEgBD5vBLfgHgcAQSAEOmlDVsABwDgQTAkClhDRsAx0AgATBk6CEBcCwEEgBDwuX2qIJF9QAcA4EEwJCoaOiU10hxzkhlxLOoHoCBCCQAhsThM7SyqB6ATyOQABgSJczQCuA4CCQAhoSvh4QZWgEcBYEEwJDwrWGTQQ8JgCMRSAD4nTGGVX4BHBeBBIDf1bf3qK3bLZtNGplKIAFwJAIJAL/r7x3JTWZRPQBHRyAB4HelXGED4AQIJAD87tAVNgQSAEdHIAHgd741bDIYPwLg6PwWSH75y19q3rx5io2NVVJSkr9eBkAQ8K3ySw8JgGPwWyDp6enRlVdeqZtuuslfLwEgCHT3erSv6eCievSQADiGSH898R133CFJWrNmjb9eAkAQKD+4qF68M1LpcSyqB+Do/BZIToXL5ZLL5fI9bm1ttbAaAGdC//iRwow4FtUDcEwBNah11apVSkxM9N3y8vKsLgnAaeq/wmYUa9gAOI6TCiS33nqrbDbbcW+7d+8+5WJuu+02tbS0+G6VlZWn/FwArGeM0Ws7ayVJY7PiLa4GQCA7qVM2t9xyi5YuXXrcYwoLC0+5GKfTKaeTc8xAqHhj9wFt29eimKgIfWV6rtXlAAhgJxVI0tPTlZ6e7q9aAIQQY4zufe1fkqQl80YqjQGtAI7Db4NaKyoq1NjYqIqKCnk8Hm3dulWSNHr0aMXFMRcBEOpe3VmrHdWtGuaI0LfOP/WeUwDhwW+B5Pbbb9ejjz7qezx16lRJ0rp16zR//nx/vSyAAOD1Gv3mYO/IDecWKGWYw+KKAAQ6v11ls2bNGhljjrgRRoDQ9/KOGu2uaVO8M1LfPK/A6nIABIGAuuwXQPDzHNY78vXPFCgplt4RACdGIAFwRv3j4/3ac6BdCdGR+vpn6B0BMDgEEgBnjMdr9Nt/9vWOLDuvUIkxURZXBCBYEEgAnDHPb6tSaV2HkmKjtPTckVaXAyCIEEgAnBFuj1e/++ceSX29I/HR9I4AGDwCCYAz4rmt1Spr6FTKMIeWzBtpdTkAggyBBMBp6/V49d+v9/WO3Hh+oeKcAbWQOIAgQCABcNqe3bxPFY2dSotz6Gtz860uB0AQIpAAOC09bq/++/ViSdK3PztKsQ56RwCcPAIJgNPyzKZKVTV3KT3eqevm0DsC4NQQSACcMpfbo/95o693ZPn8UYqOirC4IgDBikAC4JQ9/WGl9rd0KyshWlfPGmF1OQCCGIEEwCnp7vXo/nUHe0c+N5reEQCnhUAC4JT8+f0K1ba6lJMUo6/OyLW6HABBjkAC4KR19Xj0wPoSSdLyC0bLGUnvCIDTQyABcNIef69c9e0u5SbH6CvT6R0BcPoIJABOSk1Lt/7wZl/vyHc/N0aOSD5GAJw+PkkADFplY6eufPBdNXT0qDB9mL44LcfqkgCECKZUBDAoxQfadd0f31dNa7fyU2P16A2zFBXB3zQAzgwCCYAT2lHdouv/9wM1dPRoTEacHv/mbGUmRFtdFoAQQiABcFybK5q09JEP1Nrt1qScBD329dlKGeawuiwAIYZAAuCY3i2u1zcf26jOHo9m5CfrkRtmKiE6yuqyAIQgAgmAo3pjd62+/fhm9bi9+szoND10/XRW8gXgN3y6ADjCCx9V63tPbZXba3TRWZm675qpTA0PwK8IJAAG+MvGSt36fx/Ja6TLp2TrnisnczUNAL8jkADwWfPOXv307zslSdfMytMvrjhbEXabxVUBCAcEEgCSpPvXFevuVz6RJH3zMwX68SUTZLMRRgAMDQIJEOaaO3t050u79dSHlZKkf79wjL63YAxhBMCQIpAAYcrrNXp6Y6Xuenm3mjp7JUk/+vx4fev8URZXBiAcEUiAMLStslm3r92ubftaJEljM+N0x2WTNHdUqsWVAQhXBBIgjDR19OiuVz7RUx9WyBgpzhmp7180VtfPzedKGgCWIpAAYcDjNXrqwwrd/conaj54euaLU3N02+LxymBNGgABgEAChLgtFU26fe0OfVzVd3pmfFa8fnb5JM0qSLG4MgA4hEAChKiGdpfuevkTPb2x7+qZeGekViwcq6/NyVckp2cABBgCCRBiGtpdWvNumda8W6a2brck6cvTcnXr4vFKj3daXB0AHB2BBAgRVc1denhDqZ76sELdvV5J0oThCfr55RM1YySnZwAENgIJEOT21LbpD2+Wau3WKrm9RpJ0dk6ivjN/lBZOzGLqdwBBgUACBKmtlc16YF2xXt1Z69s2b1SqvjN/tM4dncpMqwCCCoEECCLGGL1dXK/fry/RuyUNvu2LJmbqpvmjNSUvybriAOA0EEiAINDr8erl7TV6aEOp7/LdSLtNl0/J0U3zCzU6I97iCgHg9BBIgAB2oK1bT75fqSfeL9eBNpckKTrKrqtnjtCy8wuVkxRjcYUAcGYQSIAAY4zR5opmPVZUphc/3q9eT99A1bQ4p/6/2SO0ZG6+UuO4fBdAaCGQAAGiu9ejv2+r1mNF5b7TMpI0bUSSlswbqcWThssRyYRmAEITgQSwWFVzlx5/r1xPfVChpoPrzDgi7bpscraWzB2ps3MTLa4QAPyPQAJYwOX2aP0ndfq/Tfv0z121Ojh9iHKSYnTdnHxdNTNPKcMc1hYJAEOIQAIMEY/X6L3SBq3dWqWXttf4pnWX+uYPWTJvpC4cn8E6MwDCEoEE8CNjjLZWNuv5bdV64aP9qjt4pYwkZSVE69LJw3XljDyNzeSyXQDhjUAC+MGe2jat3Vqt57dVq6Kx07c9KTZKiycN1+VTsjVrZIrsTOsOAJIIJMAZ0eP2amtls4pKGvTyjhrt2t/q2xcTFaGFEzN12eRsnTcmnStlAOAoCCTAKej1ePXRvha9V9qgopIGbSxv9K2wK0lRETZ9dmy6LpuSowUTMhTr4EcNAI6HT0lgEDxeo+1VLSrqDyBljero8Qw4JnWYQ3NGpeq80Wm6eFKWkmK5SgYABotAAhyFy+3R9qpWbSxr1Ad7+25tLveAY5JiozSnIFVzR/XdxmTEscIuAJwiAgkgqaWrV5vLm7SxvFEfljVpW2WzXG7vgGPioyM1uz+AFKZqfFY8g1IB4AwhkCAsVTV3aWNZoz4sa9TGsiZ9UtsmYwYekzLMoRn5yZo5MkVzClN1VnaCIgggAOAXBBKEjdbuXj2zcZ+eeK9cpfUdR+wvSBvmCyAzRiarIG0Yp2AAYIgQSBDy9tS26dGiMj27uUqdBweiRthtmpSdoBkjUzRzZLKm56coPZ4VdAHAKgQShCSP1+j1XbV6tKhM7xQ3+LaPyYjTknkjdcXUHMU5efsDQKDgExkhpbmzR09/WKk/vVeufU1dkiS7TVowIVNL543U3FGpnIYBgABEIEHQM8Zo1/42PfpumZ7bWuW7OiYpNkpXzxyh6+aMUG5yrMVVAgCOh0CCgNfd69H+lm5VN3epurnr0P2Wbu0/uO3wScrOGp6gpfNG6rIp2YqOirCwcgDAYBFIEHA2VzTp8aJy/etAm6qbu9XY0XPCr4m027RoUpaWzhupGfnJnJYBgCBDIEFA8HqNXt99QA9tKNGHZU1H7I91RGh4YrSyk2KUnRij7KQYDU+KPni/bzu9IQAQvAgksFR3r0d/21Klh98qVWld39wgURE2XTElR4smZik7KUY5STFKiImk1wMAQpjfAklZWZl+/vOf64033lBNTY2ys7N13XXX6cc//rEcDhYdC3fNnT36U1G5Hi0qU3173ymZ+OhIXTs7XzecO1KZCdEWVwgAGEp+CyS7d++W1+vVgw8+qNGjR2v79u1atmyZOjo6dM899/jrZRHgKhs79b9v79XTH1aqq7dvIGp2YrS+/pkCXT1rBHODAECYshnz6RU8/Ofuu+/W73//e5WWlg7q+NbWViUmJqqlpUUJCQl+rg5nUo/bq4YOl+rbelTf7lJdu0sb/lWnFz/eL+/Bd9yE4Qm68fxCXXLOcEVF2K0tGABwxpzK7+8h/XO0paVFKSkpx9zvcrnkcrl8j1tbW4eiLJyChnaX3i6u176mLtW3u1Tf3qP6tr7gUd/uUnNn7zG/9rwxabrx/FE6dzSTlAEA+gxZICkuLtZ999133NM1q1at0h133DFUJeEkVTR06tWdNXp1R602ljf6ejqOJcJuU1qcQ2lxTqXFOTUiJVbXzBqhs7Lp7QIADHTSp2xuvfVW/frXvz7uMbt27dL48eN9j6uqqvTZz35W8+fP1x//+Mdjft3Rekjy8vI4ZWMRY4x2VLfq1R01enVnrXbXtA3Yf9bwBE0YnqC0eIfS45xKj+8LHv3/JsVEyW6nBwQAws2pnLI56UBSV1enhoaG4x5TWFjou5Kmurpa8+fP15w5c7RmzRrZ7YMfK8AYktPj9nhV1tAhyaboKLuioyIUHRUhZ6T9mGM2ej1efbC3Ua/uqNFrO2tV3dLt2xdht2l2QYouOitTF52VyXTsAICjGpIxJOnp6UpPTx/UsVVVVbrgggs0ffp0rV69+qTCCE5ec2ePtlQ0a1N5kzaVN2lrZbPvSpZPi7DbFB15WEiJsis6MkL7mjrV2u32HRcTFaHPjk3XwomZ+tz4DCXFcsk2AODM89sYkqqqKs2fP1/5+fm65557VFdX59uXlZXlr5cNG8YYldZ3aFN5kzaXN2ljeZOKD7QfcdwwR4QiI+zq7vX4Fp2TJI/XqKPHM2ANmH6pwxy6cEKGFp6Vpc+MSWMGVACA3/ktkLz22msqLi5WcXGxcnNzB+wbwiuNA15lY6ee2bRP3b2eAf8v/XfNEY+NKho6tbmiSU1HuZKlMG2YpuUna/rB2+j0ON84Dq/XqMfjVXevR929B/91H3a/16OEmChNzk1SBGM/AABDaEjnITlZoT6G5N2Sen3nic3HvUT2eJyRdk3OTfIFkGkjkpQa5zzDVQIAcHICfh4SHPL4e+X66fM75PYanZ2TqHmjUg/ttPX/03fHZhuwWSnDHJqen6yJ2YlyRDIuBwAQ/AgkQ8zt8ernL+zUo0XlkqQrpmTrzi+fwzgNAEBYI5AMoZbOXi3/82a9XVwvSfrBonH6zvxRzFYKAAh7BJIhUlLXrm8+ulF76zsU64jQb66aokUTudoIAACJQDIk3tpTp+VPbFZrt1s5STF6+PoZTJ8OAMBhCCR+ZIzRo++W6ef/2CWP12h6frL+cN10pcdzJQwAAIcjkPhJr8erlc/v0J/fr5AkfXlarn71pUlyRjJ4FQCATyOQ+EFTR49uemKT3ittlM0m3bZ4vJadV8jgVQAAjoFAcgbta+rU/22q0pMfVKimtVvDHBH672um6sIJmVaXBgBAQCOQnKbuXo9e3l6jZzZV6t2SBt8U73kpMfrj9TM1Live2gIBAAgCBJJTYIzRlspmPbNxn17YVq0216HVcecWpurKGblaPGm4YhyMFwEAYDAIJCfhQGu3nt1Spb9u2jdgZd2cpBh9ZXquvjI9V3kpsRZWCABAcArLQLKpvFE/+OtHckTYFRVhV1SETVERdjkiP/X44H5HpF37mjq1YU+9PN6+czLRUXZ9ftJwfWVGruYUpPpW1AUAACcvLANJW7dbpXUdp/S10/OTdeX0XF1yznDFR0ed4coAAAhPYRlIpuQl6elvzVGvx6jX41WPx6ve/pvbDHzsMepxe+WMsmvRxCyNSo+zunwAAEJOWAaSpFiHZhemWl0GAAA4yG51AQAAAAQSAABgOQIJAACwHIEEAABYjkACAAAsRyABAACWI5AAAADLEUgAAIDlCCQAAMByBBIAAGA5AgkAALAcgQQAAFiOQAIAACwX0Kv9GmMkSa2trRZXAgAABqv/93b/7/HBCOhA0tbWJknKy8uzuBIAAHCy2tralJiYOKhjbeZk4ssQ83q9qq6uVnx8vGw22xl97tbWVuXl5amyslIJCQln9LkDSTi0MxzaKNHOUEM7Q0c4tFE6uXYaY9TW1qbs7GzZ7YMbHRLQPSR2u125ubl+fY2EhISQfgP1C4d2hkMbJdoZamhn6AiHNkqDb+dge0b6MagVAABYjkACAAAsF7aBxOl0auXKlXI6nVaX4lfh0M5waKNEO0MN7Qwd4dBGyf/tDOhBrQAAIDyEbQ8JAAAIHAQSAABgOQIJAACwHIEEAABYLqQDSVlZmb7xjW+ooKBAMTExGjVqlFauXKmenp4Bx3300Uc677zzFB0drby8PN11111HPNczzzyj8ePHKzo6WmeffbZefPHFoWrGoPzyl7/UvHnzFBsbq6SkpKMeY7PZjrg99dRTA45Zv369pk2bJqfTqdGjR2vNmjX+L/4kDKadFRUVuuSSSxQbG6uMjAz94Ac/kNvtHnBMoLfz00aOHHnE9+7OO+8ccMxg3sfB4P7779fIkSMVHR2t2bNn64MPPrC6pFP205/+9Ijv2/jx4337u7u7tXz5cqWmpiouLk5f/vKXVVtba2HFg7NhwwZdeumlys7Ols1m03PPPTdgvzFGt99+u4YPH66YmBgtWLBAe/bsGXBMY2Ojrr32WiUkJCgpKUnf+MY31N7ePoStOLETtXPp0qVHfH8vvvjiAccEejtXrVqlmTNnKj4+XhkZGbriiiv0ySefDDhmMO/TwXzunpAJYS+99JJZunSpeeWVV0xJSYlZu3atycjIMLfccovvmJaWFpOZmWmuvfZas337dvPkk0+amJgY8+CDD/qOeeedd0xERIS56667zM6dO81//dd/maioKPPxxx9b0ayjuv322829995rVqxYYRITE496jCSzevVqs3//ft+tq6vLt7+0tNTExsaaFStWmJ07d5r77rvPREREmJdffnmIWnFiJ2qn2+02kyZNMgsWLDBbtmwxL774oklLSzO33Xab75hgaOen5efnm5/97GcDvnft7e2+/YN5HweDp556yjgcDvPII4+YHTt2mGXLlpmkpCRTW1trdWmnZOXKlWbixIkDvm91dXW+/d/+9rdNXl6eef31183GjRvNnDlzzLx58yyseHBefPFF8+Mf/9g8++yzRpL529/+NmD/nXfeaRITE81zzz1ntm3bZi677DJTUFAw4PPm4osvNpMnTzbvvfeeeeutt8zo0aPNNddcM8QtOb4TtXPJkiXm4osvHvD9bWxsHHBMoLdz0aJFZvXq1Wb79u1m69at5vOf/7wZMWLEgM+XE71PB/O5OxghHUiO5q677jIFBQW+xw888IBJTk42LpfLt+0///M/zbhx43yPv/rVr5pLLrlkwPPMnj3b3Hjjjf4v+CStXr36uIHk0z9Qh/vhD39oJk6cOGDbVVddZRYtWnQGKzwzjtXOF1980djtdlNTU+Pb9vvf/94kJCT4vsfB1M5++fn55je/+c0x9w/mfRwMZs2aZZYvX+577PF4THZ2tlm1apWFVZ26lStXmsmTJx91X3Nzs4mKijLPPPOMb9uuXbuMJFNUVDREFZ6+T3+ueL1ek5WVZe6++27ftubmZuN0Os2TTz5pjDFm586dRpL58MMPfce89NJLxmazmaqqqiGr/WQcK5Bcfvnlx/yaYGzngQMHjCTz5ptvGmMG9z4dzOfuYIT0KZujaWlpUUpKiu9xUVGRzj//fDkcDt+2RYsW6ZNPPlFTU5PvmAULFgx4nkWLFqmoqGhoij6Dli9frrS0NM2aNUuPPPLIgKWhQ6GdRUVFOvvss5WZmenbtmjRIrW2tmrHjh2+Y4KxnXfeeadSU1M1depU3X333QO6QwfzPg50PT092rRp04Dvjd1u14IFCwL+e3M8e/bsUXZ2tgoLC3XttdeqoqJCkrRp0yb19vYOaO/48eM1YsSIoG7v3r17VVNTM6BdiYmJmj17tq9dRUVFSkpK0owZM3zHLFiwQHa7Xe+///6Q13w61q9fr4yMDI0bN0433XSTGhoafPuCsZ0tLS2S5Ps9OZj36WA+dwcjoBfXO9OKi4t133336Z577vFtq6mpUUFBwYDj+v9Ta2pqlJycrJqamgH/0f3H1NTU+L/oM+hnP/uZPve5zyk2NlavvvqqvvOd76i9vV3f/e53JemY7WxtbVVXV5diYmKsKPukHKsN/fuOd0wgt/O73/2upk2bppSUFL377ru67bbbtH//ft17772SBvc+DnT19fXyeDxH/d7s3r3boqpOz+zZs7VmzRqNGzdO+/fv1x133KHzzjtP27dvV01NjRwOxxFjoYLxs+Vw/bUf7zOzpqZGGRkZA/ZHRkYqJSUlqNp+8cUX60tf+pIKCgpUUlKiH/3oR1q8eLGKiooUERERdO30er363ve+p3PPPVeTJk2SpEG9TwfzuTsYQRlIbr31Vv36178+7jG7du0aMHisqqpKF198sa688kotW7bM3yWeEafSzuP5yU9+4rs/depUdXR06O677/YFEquc6XYGi5Np94oVK3zbzjnnHDkcDt14441atWpVyE9XHcwWL17su3/OOedo9uzZys/P11/+8peADL44OVdffbXv/tlnn61zzjlHo0aN0vr163XhhRdaWNmpWb58ubZv3663337bktcPykByyy23aOnSpcc9prCw0He/urpaF1xwgebNm6eHHnpowHFZWVlHjBbuf5yVlXXcY/r3+8vJtvNkzZ49Wz//+c/lcrnkdDqP2c6EhAS/fnieyXZmZWUdcVXGYL+f/m7np51Ou2fPni23262ysjKNGzduUO/jQJeWlqaIiAhLftaGSlJSksaOHavi4mJddNFF6unpUXNz84C/PoO9vf2119bWavjw4b7ttbW1mjJliu+YAwcODPg6t9utxsbGoG57YWGh0tLSVFxcrAsvvDCo2nnzzTfrhRde0IYNG5Sbm+vbnpWVdcL36WA+dwflzAyDCVz79u0zY8aMMVdffbVxu91H7O8fDNjT0+Pbdttttx0xqPULX/jCgK+bO3du0A1q/bRf/OIXJjk52ff4hz/8oZk0adKAY6655pqAHOx5okGth1+V8eCDD5qEhATT3d1tjAmudh7L448/bux2u29E/2Dex8Fg1qxZ5uabb/Y99ng8JicnJ2gHtX5aW1ubSU5ONr/73e98gwX/+te/+vbv3r07ZAa13nPPPb5tLS0tRx3UunHjRt8xr7zySkAP9vx0O4+msrLS2Gw2s3btWmNMcLTT6/Wa5cuXm+zsbPOvf/3riP2DeZ8O5nN3MEI6kOzbt8+MHj3aXHjhhWbfvn0DLs3q19zcbDIzM83XvvY1s337dvPUU0+Z2NjYIy77jYyMNPfcc4/ZtWuXWblyZcBd9lteXm62bNli7rjjDhMXF2e2bNlitmzZYtra2owxxjz//PPm4YcfNh9//LHZs2ePeeCBB0xsbKy5/fbbfc/RfznsD37wA7Nr1y5z//33B9zlsCdqZ//lZwsXLjRbt241L7/8sklPTz/qZb+B3M7Dvfvuu+Y3v/mN2bp1qykpKTGPP/64SU9PN9dff73vmMG8j4PBU089ZZxOp1mzZo3ZuXOn+da3vmWSkpIGjN4PJrfccotZv3692bt3r3nnnXfMggULTFpamjlw4IAxpu9yyhEjRpg33njDbNy40cydO9fMnTvX4qpPrK2tzfezJ8nce++9ZsuWLaa8vNwY03fZb1JSklm7dq356KOPzOWXX37Uy36nTp1q3n//ffP222+bMWPGBNTlsMYcv51tbW3mP/7jP0xRUZHZu3ev+ec//2mmTZtmxowZM+CXcKC386abbjKJiYlm/fr1A35HdnZ2+o450ft0MJ+7gxHSgWT16tVG0lFvh9u2bZv5zGc+Y5xOp8nJyTF33nnnEc/1l7/8xYwdO9Y4HA4zceJE849//GOomjEoS5YsOWo7161bZ4zpu9RsypQpJi4uzgwbNsxMnjzZ/OEPfzAej2fA86xbt85MmTLFOBwOU1hYaFavXj30jTmOE7XTGGPKysrM4sWLTUxMjElLSzO33HKL6e3tHfA8gd7Ow23atMnMnj3bJCYmmujoaDNhwgTzq1/96oi/PAbzPg4G9913nxkxYoRxOBxm1qxZ5r333rO6pFN21VVXmeHDhxuHw2FycnLMVVddZYqLi337u7q6zHe+8x2TnJxsYmNjzRe/+MUBfzAFqnXr1h3153DJkiXGmL6/un/yk5+YzMxM43Q6zYUXXmg++eSTAc/R0NBgrrnmGhMXF2cSEhLMDTfc4PvDIlAcr52dnZ1m4cKFJj093URFRZn8/HyzbNmyI8JzoLfzWL8jD/9MHMz7dDCfuydiO1gQAACAZcJuHhIAABB4CCQAAMByBBIAAGA5AgkAALAcgQQAAFiOQAIAACxHIAEAAJYjkAAAAMsRSAAAgOUIJAAAwHIEEgAAYDkCCQAAsNz/A1A50LGGsucyAAAAAElFTkSuQmCC\n",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -184,7 +211,38 @@
     }
    ],
    "source": [
-    "plt.plot(freq, np.angle(lamb))"
+    "plt.plot(cur_freq, np.angle(cur_lamb))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 497,
+   "id": "61d8e664-bf3c-4991-bcc7-d7f937d66abd",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[<matplotlib.lines.Line2D at 0x7eff6c4ee5c0>]"
+      ]
+     },
+     "execution_count": 497,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.plot(freq, lamb)"
    ]
   },
   {
@@ -248,7 +306,9 @@
    "id": "e723f8f7-bb64-4cd1-9d83-38be08e5baeb",
    "metadata": {},
    "outputs": [],
-   "source": []
+   "source": [
+    "df = pd.read"
+   ]
   }
  ],
  "metadata": {
diff --git a/project/data-processing/sig1.csv b/project/data-processing/sig1.csv
index 86f2f21..a53e587 100644
--- a/project/data-processing/sig1.csv
+++ b/project/data-processing/sig1.csv
@@ -1,7001 +1,700001 @@
 voltage[V],time[ns]
-0.5048825909,0.0000
-0.5063517199,0.1429
-0.5078103756,0.2858
-0.5092585280,0.4286
-0.5106961471,0.5715
-0.5121232030,0.7144
-0.5135396664,0.8573
-0.5149455080,1.0001
-0.5163406985,1.1430
-0.5177252092,1.2859
-0.5190990115,1.4288
-0.5204620769,1.5717
-0.5218143773,1.7145
-0.5231558846,1.8574
-0.5244865711,2.0003
-0.5258064093,2.1432
-0.5271153720,2.2860
-0.5284134319,2.4289
-0.5297005623,2.5718
-0.5309767366,2.7147
-0.5322419283,2.8576
-0.5334961113,3.0004
-0.5347392597,3.1433
-0.5359713476,3.2862
-0.5371923498,3.4291
-0.5384022408,3.5719
-0.5396009957,3.7148
-0.5407885896,3.8577
-0.5419649981,4.0006
-0.5431301968,4.1434
-0.5442841615,4.2863
-0.5454268684,4.4292
-0.5465582939,4.5721
-0.5476784146,4.7150
-0.5487872073,4.8578
-0.5498846490,5.0007
-0.5509707172,5.1436
-0.5520453892,5.2865
-0.5531086429,5.4293
-0.5541604563,5.5722
-0.5552008076,5.7151
-0.5562296753,5.8580
-0.5572470382,6.0009
-0.5582528751,6.1437
-0.5592471653,6.2866
-0.5602298883,6.4295
-0.5612010236,6.5724
-0.5621605513,6.7152
-0.5631084514,6.8581
-0.5640447043,7.0010
-0.5649692908,7.1439
-0.5658821916,7.2868
-0.5667833879,7.4296
-0.5676728610,7.5725
-0.5685505926,7.7154
-0.5694165645,7.8583
-0.5702707587,8.0011
-0.5711131577,8.1440
-0.5719437439,8.2869
-0.5727625003,8.4298
-0.5735694098,8.5727
-0.5743644558,8.7155
-0.5751476218,8.8584
-0.5759188917,9.0013
-0.5766782495,9.1442
-0.5774256794,9.2870
-0.5781611661,9.4299
-0.5788846942,9.5728
-0.5795962489,9.7157
-0.5802958155,9.8586
-0.5809833794,10.0014
-0.5816589264,10.1443
-0.5823224426,10.2872
-0.5829739142,10.4301
-0.5836133278,10.5729
-0.5842406701,10.7158
-0.5848559282,10.8587
-0.5854590893,11.0016
-0.5860501410,11.1444
-0.5866290710,11.2873
-0.5871958674,11.4302
-0.5877505184,11.5731
-0.5882930126,11.7160
-0.5888233387,11.8588
-0.5893414858,12.0017
-0.5898474431,12.1446
-0.5903412003,12.2875
-0.5908227470,12.4303
-0.5912920733,12.5732
-0.5917491696,12.7161
-0.5921940263,12.8590
-0.5926266343,13.0019
-0.5930469846,13.1447
-0.5934550685,13.2876
-0.5938508775,13.4305
-0.5942344036,13.5734
-0.5946056387,13.7162
-0.5949645752,13.8591
-0.5953112056,14.0020
-0.5956455228,14.1449
-0.5959675199,14.2878
-0.5962771902,14.4306
-0.5965745273,14.5735
-0.5968595250,14.7164
-0.5971321775,14.8593
-0.5973924791,15.0021
-0.5976404245,15.1450
-0.5978760084,15.2879
-0.5980992261,15.4308
-0.5983100729,15.5737
-0.5985085445,15.7165
-0.5986946367,15.8594
-0.5988683457,16.0023
-0.5990296679,16.1452
-0.5991786000,16.2880
-0.5993151388,16.4309
-0.5994392817,16.5738
-0.5995510259,16.7167
-0.5996503692,16.8596
-0.5997373096,17.0024
-0.5998118452,17.1453
-0.5998739745,17.2882
-0.5999236961,17.4311
-0.5999610092,17.5739
-0.5999859129,17.7168
-0.5999984066,17.8597
-0.5999984902,18.0026
-0.5999861637,18.1454
-0.5999614272,18.2883
-0.5999242813,18.4312
-0.5998747268,18.5741
-0.5998127647,18.7170
-0.5997383962,18.8598
-0.5996516230,19.0027
-0.5995524467,19.1456
-0.5994408695,19.2885
-0.5993168937,19.4313
-0.5991805218,19.5742
-0.5990317567,19.7171
-0.5988706014,19.8600
-0.5986970592,20.0029
-0.5985111338,20.1457
-0.5983128290,20.2886
-0.5981021489,20.4315
-0.5978790979,20.5744
-0.5976436805,20.7172
-0.5973959017,20.8601
-0.5971357665,21.0030
-0.5968632803,21.1459
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-0.5959717738,21.5745
-0.5956499428,21.7174
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diff --git a/project/data-processing/sig2.csv b/project/data-processing/sig2.csv
index 3a4d436..df09d47 100644
--- a/project/data-processing/sig2.csv
+++ b/project/data-processing/sig2.csv
@@ -1,7001 +1,700001 @@
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diff --git a/project/hardware/Generator.cpp b/project/hardware/Generator.cpp
index fc777ed..8fa510f 100644
--- a/project/hardware/Generator.cpp
+++ b/project/hardware/Generator.cpp
@@ -1,14 +1,33 @@
 #include "Generator.hpp"
 
+#include <string>
+#include <vector>
 #include <fstream>
+#include <filesystem>
+
+namespace fs = std::filesystem;
 
 Generator::Generator() : m_channel("C1")
 {
-    std::string response = query("*IDN?");
-    response.erase(0, response.find(',') + 1);
-    response.erase(response.find(','));
+    auto devices_path = files_path("/dev/usbtmc");
+    bool success = false;
 
-    // name = response;
+    for (auto const &device_path : devices_path)
+    {
+        m_root_path = device_path;
+        std::string response = query("*IDN?");
+        response.erase(0, response.find(',') + 1);
+        response.erase(response.find(','));
+
+        if (response == "AKIP-3409-4")
+        {
+            success = true;
+            break;
+        }
+    }
+
+    if (!success)
+        throw std::runtime_error("Generator (AKIP-3409-4) is not available!");
 }
 
 void Generator::command(std::string const &comm) const
diff --git a/project/hardware/Utils.hpp b/project/hardware/Utils.hpp
index e96cd1f..fbcd75a 100644
--- a/project/hardware/Utils.hpp
+++ b/project/hardware/Utils.hpp
@@ -1,10 +1,36 @@
 #pragma once
 
+#include <string>
+#include <vector>
+#include <filesystem>
+
+namespace fs = std::filesystem;
+
+using port_t = std::size_t;
+using ind_t = std::size_t;
+
 enum class channels
 {
     C1 = 1,
     C2 = 2
 };
 
-using port_t = std::size_t;
-using ind_t = std::size_t;
\ No newline at end of file
+std::vector<std::string> files_path(std::string const &path)
+{
+    size_t file_ind = path.find_last_of('/') + 1;
+    std::string directory = path;
+    directory.erase(file_ind);
+
+    auto directory_iterator = fs::directory_iterator(directory);
+    std::vector<std::string> files_path;
+
+    for (const auto &directory_entry : directory_iterator)
+    {
+        auto filename = std::string(directory_entry.path());
+        std::cout << filename << std::endl;
+        if (!filename.find(path))
+            files_path.push_back(filename);
+    }
+
+    return files_path;
+}
\ No newline at end of file
diff --git a/project/hardware/main.cpp b/project/hardware/main.cpp
index 7c43a42..b34fa52 100644
--- a/project/hardware/main.cpp
+++ b/project/hardware/main.cpp
@@ -2,6 +2,12 @@
 #include "Oscilloscope.hpp"
 #include "Utils.hpp"
 
+template <typename T>
+void func(T arg)
+{
+
+}
+
 int main()
 {
 	
diff --git a/project/materials/u02/build.sh b/project/materials/u02/build.sh
new file mode 100755
index 0000000..03997a6
--- /dev/null
+++ b/project/materials/u02/build.sh
@@ -0,0 +1,2 @@
+#!/bin/sh
+gcc gds.c -o gds -g
\ No newline at end of file
diff --git a/project/materials/u02/gds.c b/project/materials/u02/gds.c
new file mode 100755
index 0000000..6258380
--- /dev/null
+++ b/project/materials/u02/gds.c
@@ -0,0 +1,473 @@
+#include <stdio.h>
+#include <fcntl.h>
+#include <string.h>
+#include <sys/types.h>
+#include <sys/stat.h>
+#include <termios.h>
+#include <unistd.h>
+#include <sys/select.h>
+#include <sys/time.h>
+#include <getopt.h>
+
+// Actually I don't know if oscilloscope tty is freely accessible by conventional users
+#define SETUID
+
+#define GDS_BUFFER_LENGTH   1400026
+
+char gds_buffer[GDS_BUFFER_LENGTH];
+int gds_buffer_length;
+
+#define ERR_DEVICE_OPEN    -1
+#define ERR_DEVICE_READ    -2
+#define ERR_INP_FILE_OPEN  -3
+#define ERR_OUT_FILE_OPEN  -4
+#define ERR_INV_CHANNEL    -5
+
+struct record
+{
+  char *keyword;
+  char *value;
+};
+
+// -------------------------------------------------------------------------
+#define GDS_OPT_HELP    'h'
+#define GDS_OPT_ASCII   'a'
+#define GDS_OPT_BINARY  'b'
+#define GDS_OPT_CONVERT 'c'
+#define GDS_OPT_ACQUIRE 'g'
+#define GDS_OPT_NO_HDR  'r'
+#define GDS_OPT_INPUT   'i'
+#define GDS_OPT_OUTPUT  'o'
+#define GDS_OPT_DEVICE  'd'
+#define GDS_OPT_CHANNEL 'n'
+
+static const struct option gds_long_opt[] =
+{
+  {"help",    no_argument,       NULL, GDS_OPT_HELP},
+  {"ascii",   no_argument,       NULL, GDS_OPT_ASCII},
+  {"binary",  no_argument,       NULL, GDS_OPT_BINARY},
+  {"convert", no_argument,       NULL, GDS_OPT_CONVERT},
+  {"acquire", no_argument,       NULL, GDS_OPT_ACQUIRE},
+  {"no-hdr",  no_argument,       NULL, GDS_OPT_NO_HDR},
+  {"input",   required_argument, NULL, GDS_OPT_INPUT},
+  {"output",  required_argument, NULL, GDS_OPT_OUTPUT},
+  {"device",  required_argument, NULL, GDS_OPT_DEVICE},
+  {"channel", required_argument, NULL, GDS_OPT_CHANNEL},
+  {0,0,0,0}
+};
+
+static const char* gds_opt_str = "abcghri:o:d:n:";
+
+// -------------------------------------------------------------------------
+double gds_scan_double_key(char *str, struct record *keys, int max_keys)
+{
+  int curr_key;
+  double result;
+  for (curr_key = 0; curr_key < max_keys; curr_key++)
+  {
+    if (!strcmp(keys[curr_key].keyword, str))
+    {
+      sscanf(keys[curr_key].value, "%lf", &result);
+      return result;
+    }
+  }
+  return 0;
+}
+
+// -------------------------------------------------------------------------
+int gds_scan_int_key(char *str, struct record *keys, int max_keys)
+{
+  int curr_key;
+  int result;
+  for (curr_key = 0; curr_key < max_keys; curr_key++)
+  {
+    if (!strcmp(keys[curr_key].keyword, str))
+    {
+      sscanf(keys[curr_key].value, "%d", &result);
+      return result;
+    }
+  }
+  return 0;
+}
+
+// -------------------------------------------------------------------------
+int gds_acquire(char *dev_file_name, int channel_number)
+{
+  int dev_fd;
+  int error;
+#ifdef SETUID
+  int old_uid, old_gid;
+  int uid_changed = 0;
+#endif // SETUID
+  struct termios old_dev_tio, new_dev_tio;
+
+  fd_set dev_read_fds;
+  struct timeval dev_tv;
+
+  char *dev_cmd_read_request = (channel_number == 1) ? "C1:WF? DAT2\n" : "C2:WF? DAT2\n";
+
+  int dev_data_index = 0;
+  int dev_read_len;
+
+#ifdef SETUID
+  if ((dev_fd = open(dev_file_name, O_RDWR | O_NOCTTY)) < 0) // check if we have permissions
+  {
+    old_uid = getuid(); old_gid = getgid();
+    if (setuid(0) || setgid(0))
+    {
+      fprintf(stderr, "**Error**: You have no permissions to access \"%s\"\n"
+                      "           Setting UID and GID to root failed\n", dev_file_name);
+      return ERR_DEVICE_OPEN;
+    }
+    
+    uid_changed = 1;
+    // already root:wheel
+    if ((dev_fd = open(dev_file_name, O_RDWR | O_NOCTTY)) < 0)
+    {
+      fprintf(stderr, "**Error**: Error opening device \"%s\"\n", dev_file_name);
+      setuid(old_uid); setgid(old_gid);
+      return ERR_DEVICE_OPEN;
+    }
+  }
+#else // SETUID
+  if ((dev_fd = open(dev_file_name, O_RDWR | O_NOCTTY)) < 0)
+  {
+    fprintf(stderr, "**Error**: Error opening device \"%s\"\n", dev_file_name);
+    return ERR_DEVICE_OPEN;
+  }
+#endif // SETUID
+
+  tcgetattr(dev_fd, &old_dev_tio);
+  bzero(&new_dev_tio, sizeof(new_dev_tio));
+  new_dev_tio.c_cflag = B115200 | CS8 | CLOCAL | CREAD;
+  new_dev_tio.c_iflag = IGNBRK | IXON | IXOFF;
+  new_dev_tio.c_oflag = 0;
+  new_dev_tio.c_lflag = 0;
+  new_dev_tio.c_cc[VTIME] = 5;
+  new_dev_tio.c_cc[VMIN] = 1;
+  new_dev_tio.c_ispeed = 13;
+  new_dev_tio.c_ospeed = 13;
+  tcflush(dev_fd, TCIFLUSH);
+  tcsetattr(dev_fd, TCSANOW, &new_dev_tio);
+
+  write(dev_fd, dev_cmd_read_request, strlen(dev_cmd_read_request));
+
+  FD_ZERO(&dev_read_fds);
+  FD_SET(dev_fd, &dev_read_fds);
+
+  while (1)
+  {
+    dev_tv.tv_sec = 0;
+    dev_tv.tv_usec = 200000;
+    error = select(dev_fd + 1, &dev_read_fds, NULL, NULL, &dev_tv);
+    switch(error)
+    {
+       case -1:
+         fprintf(stderr, "**Error**: Error reading from device: select() failed with errorcode %d\n", error);
+         close(dev_fd);
+         return ERR_DEVICE_READ;
+       case 0:
+         close(dev_fd);
+         gds_buffer_length = dev_data_index;
+#ifdef SETUID
+         if (uid_changed)  // reset uid/gid to create files belonging to current user but not root
+         {
+           setuid(old_uid);
+           setgid(old_gid);
+         }
+#endif
+         return 0;
+       default:
+         dev_read_len = read(dev_fd, gds_buffer + dev_data_index, GDS_BUFFER_LENGTH - dev_data_index);
+         dev_data_index += dev_read_len;
+    }
+  }
+  
+}
+
+// -------------------------------------------------------------------------
+int gds_save_binary_file(char *filename)
+{
+  int out_fd;
+
+  if ((out_fd = open(filename, O_WRONLY | O_CREAT | O_TRUNC)) < 0)
+  {
+    fprintf(stderr, "**Error**: Error opening output file %s\n", filename);
+    return ERR_OUT_FILE_OPEN;
+  } else
+  {
+    fchmod(out_fd, S_IRUSR | S_IWUSR | S_IRGRP | S_IROTH ); // set 644 mode
+    write(out_fd, gds_buffer, gds_buffer_length);
+    close(out_fd);
+    return 0;
+  }
+}
+
+// -------------------------------------------------------------------------
+int gds_read_binary_file(char *filename)
+{
+  int in_fd;
+
+  if ((in_fd = open(filename, O_RDONLY)) == 0)
+  {
+    fprintf(stderr, "**Error**: Error opening data file \"%s\"\n", filename);
+    return ERR_INP_FILE_OPEN;
+  } else
+  {
+    gds_buffer_length = read(in_fd, gds_buffer, GDS_BUFFER_LENGTH);
+    close(in_fd);
+    return 0;
+  }
+}
+
+// -------------------------------------------------------------------------
+int gds_save_ascii_file(char *filename, int header_flag)
+{
+  #define MAX_KEYS  30
+  struct record keys[MAX_KEYS];
+  char *data_ptr;
+  int i, header_length, curr_key, max_keys, max_key_len;
+  double curr_time;
+  FILE *out_file;
+
+  union {
+    short s;
+    char b[2];
+  } short_val;
+
+  int Memory_Length;
+  double Vertical_Scale;
+  double Horizontal_Position;
+  double Sampling_Period;
+  
+  if (( out_file = fopen(filename, "wt")) == NULL)
+  {
+    printf("**Error**: Error opening output file \"%s\"\n", filename);
+    return ERR_OUT_FILE_OPEN;
+  } else
+  {
+    for(i = 0; i < GDS_BUFFER_LENGTH; i++)
+    {
+      if (gds_buffer[i] == 10)
+      {
+        gds_buffer[i] = 0;
+        header_length = i;
+        break;
+      }
+    }
+    
+    for (curr_key = 0; curr_key < MAX_KEYS; curr_key++)
+    {
+      keys[curr_key].keyword = NULL;
+      keys[curr_key].value = NULL;
+    }
+    
+    i = 0;
+    for(curr_key = 0; curr_key < MAX_KEYS; curr_key++)
+    {
+      keys[curr_key].keyword = gds_buffer + i;
+      for( ; ; i++)
+      {
+        if (gds_buffer[i] == 0)
+        {
+          max_keys = curr_key;
+          goto keys_done;
+        }
+        if (gds_buffer[i] == ',')
+        {
+          keys[curr_key].value = gds_buffer + i + 1;
+          gds_buffer[i] = 0;
+        }
+        if (gds_buffer[i] == ';')
+        {
+          keys[curr_key + 1].keyword = gds_buffer + i + 1;
+          gds_buffer[i] = 0;
+          i++;
+          break;
+        }
+      }
+    }
+keys_done:
+
+    if (header_flag) // put header
+    {
+      max_key_len = 0;
+      for (curr_key = 0; curr_key < max_keys; curr_key++)
+      {
+        if (strlen(keys[curr_key].keyword) > max_key_len)
+        {
+          max_key_len = strlen(keys[curr_key].keyword);
+        }
+      }
+    
+      for (curr_key = 0; curr_key < max_keys; curr_key++)
+      {
+        fprintf(out_file, "# \"%s\" ", keys[curr_key].keyword);
+        for (i = 0; i < max_keys - strlen(keys[curr_key].keyword); i++)
+        {
+          fprintf(out_file, " ");
+        }
+        fprintf(out_file, "\"%s\"\n", keys[curr_key].value ? keys[curr_key].value : "");
+      }
+      fprintf(out_file, "\n");
+    }
+
+    Memory_Length       = gds_scan_int_key   ("Memory Length",       keys, max_keys);
+    Vertical_Scale      = gds_scan_double_key("Vertical Scale",      keys, max_keys);
+    Horizontal_Position = gds_scan_double_key("Horizontal Position", keys, max_keys);
+    Sampling_Period     = gds_scan_double_key("Sampling Period",     keys, max_keys);
+
+    curr_time = -(double)Memory_Length * Sampling_Period / 2.0 + Horizontal_Position;
+    
+    data_ptr = gds_buffer + header_length + 10; // skip #72000000
+    fprintf(out_file, "# Time, s\tReading, raw\tReading, V\n");
+    for (i = 0; i < Memory_Length; i++)
+    {
+      short_val.b[0] = data_ptr[2*i+1];
+      short_val.b[1] = data_ptr[2*i];
+      fprintf(out_file, "%le\t%d\t\t%le\n", curr_time, short_val.s, short_val.s * Vertical_Scale * 10.0 / 256.0);
+      curr_time += Sampling_Period;
+    }
+    
+    fclose(out_file);
+    return 0;
+  }
+}
+
+// -------------------------------------------------------------------------
+void usage(void)
+{
+#ifdef SETUID
+  #define SETUID_STATE "SETUID"
+#else // SETUID
+  #define SETUID_STATE
+#endif // SETUID
+  printf("gds [-abcgh] [-i <filename>] [-o <filename>] [-d <devname>]\n"
+  "GDS-72302 oscilloscope data retrieving program " SETUID_STATE "\n"
+  "(C) S. Ambrozevich <s.ambrozevich@mail.ru>, LPI\n"
+  "v. 0.3 compiled " __DATE__ " " __TIME__ "\n\n"
+  "Options:\n"
+  "  -c, --convert       - convert previously saved binary data to ASCII form\n"
+  "  -g, --acquire       - gather data from oscilloscope (default)\n"
+  "  -r, --no-hdr        - do not store header information in ASCII output\n"
+  "  -a, --ascii         - generate output in ASCII form\n"
+  "  -b, --binary        - generate output in binary form (raw data)\n"
+  "  -i, --input=file    - input file to convert, default = stdin\n"
+  "  -o, --output=file   - output file to store data, default = stdout\n"
+  "  -d, --device=dev    - device tty to communicate with, default = /dev/ttyACM0\n"
+  "  -n, --channel=n     - channel number <1|2> to acquire, default = 2\n"
+  "  -h, --help          - prints this help\n\n"
+  "NOTE: \"gds -cb\" will only copy input binary stream to output\n");
+}
+
+// -------------------------------------------------------------------------
+int main(int argc, char **argv)
+{
+  int errorcode;
+  int ascii_flag = 1;
+  int convert_flag = 0;
+  int header_flag = 1;
+  int input_file_flag = 0;
+  int output_file_flag = 0;
+  int device_file_flag = 0;
+  int channel_number = 2;
+  int opt, opt_ind;
+
+  char *input_file;
+  char *output_file;
+  char *device_file;
+
+  if (argc == 1)
+  {
+    usage();
+    return 0;
+  }
+
+  while ((opt = getopt_long(argc, argv, gds_opt_str, gds_long_opt, NULL)) != -1)
+  {
+    switch(opt)
+    {
+      case GDS_OPT_ASCII: 
+        ascii_flag = 1;
+        break;
+
+      case GDS_OPT_BINARY:
+        ascii_flag = 0;
+        break;
+
+      case GDS_OPT_CONVERT:
+        convert_flag = 1;
+        break;
+
+      case GDS_OPT_ACQUIRE: 
+        convert_flag = 0;
+        break;
+
+      case GDS_OPT_NO_HDR:
+        header_flag = 0;
+        break;
+
+      case GDS_OPT_DEVICE:
+        device_file_flag = 1;
+        device_file = optarg;
+        break;
+
+      case GDS_OPT_INPUT: 
+        input_file_flag = 1;
+        input_file = optarg;
+        break;
+
+      case GDS_OPT_OUTPUT:
+        output_file_flag = 1;
+        output_file = optarg;
+        break;
+
+      case GDS_OPT_CHANNEL:
+        sscanf(optarg, "%d", &channel_number);
+        if ((channel_number < 1) || (channel_number > 2))
+        {
+          fprintf(stderr, "**Error**: Invalid channel number %d\n", channel_number);
+          return ERR_INV_CHANNEL;
+        }
+        break;
+
+      default:
+        usage();
+        return 0;
+    }
+  }
+
+  argc -= optind;
+  argv += optind;
+
+  if (convert_flag)
+  { // convert
+    if (errorcode = gds_read_binary_file(input_file_flag ? input_file : "/dev/stdin") != 0)
+    {
+      return errorcode;
+    }
+  } else
+  { // read
+    if (errorcode = gds_acquire(device_file_flag ? device_file : "/dev/ttyACM0", channel_number) != 0)
+    {
+      return errorcode;
+    }
+  }
+
+  if (ascii_flag)
+  { // write ascii
+    if (errorcode = gds_save_ascii_file(output_file_flag ? output_file : "/dev/stdout", header_flag) != 0)
+    {
+      return errorcode;
+    }
+  } else
+  { // write binary
+    if (errorcode = gds_save_binary_file(output_file_flag ? output_file : "/dev/stdout") != 0)
+    {
+      return errorcode;
+    }
+  }
+ 
+  return 0;
+}
+
diff --git a/project/materials/u02/out.txt b/project/materials/u02/out.txt
new file mode 100644
index 0000000..5380c8d
--- /dev/null
+++ b/project/materials/u02/out.txt
@@ -0,0 +1,2 @@
+
+# Time, s	Reading, raw	Reading, V
diff --git a/project/materials/u02/shorten.sh b/project/materials/u02/shorten.sh
new file mode 100755
index 0000000..0fd0b5b
--- /dev/null
+++ b/project/materials/u02/shorten.sh
@@ -0,0 +1,4 @@
+#!/bin/sh
+#works only for ascii files with headers
+#prints every 100th line
+cat $1 | sed '1,/Waveform/d' | awk '!(NR%100)||(NR==2)'> $2
\ No newline at end of file