31) Türk Musıkîsinde kullanılan tam dörtlüler
31) Türk Musıkîsinde kullanılan tam dörtlüler:
Türk Musıkîsinin esasını dörtlü ve beşliler meydana getirir. Bu dörtlü ve beşlilerin birçoğu tam dörtlü ve tam beşlidir. Özellikle basit makamlarda kullanılan dörtlü ve beşlilerin tam dörtlü ve tam beşli olma şartı vardır.
Tam dörtlü: Üç aralığı toplamı 22 koma olan dörtlülerdir.
Türk Musıkisinde kullanılan tam dörtlüler:
1) Çargâh Dörtlüsü
2) Buselik Dörtlüsü
3) Kürdi Dörtlüsü
4) Rast Dörtlüsü
5) Uşşak Dörtlüsü
6) Hicaz Dörtlüsü
Çargâh Dörtlüsü:
Yeri (Do) Çargâh perdesidir.
Aralıkları; T T B dir.
![](data:image/png;base64,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)
Buselik Dörtlüsü:
Yeri (La) Dügâh perdesidir.
Aralıkları; T B T dir.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYgAAACXCAIAAACA1luLAAAXxklEQVR4nO3deVRTV+IH8Mcuixj2JewkhE0iAewZxbEu1YorKlZbBCLDpih1GethHKoO1I7VKm6lzshQFRD0uLA4daE9roOioyPFIu5QUBAR2SHA/f3xaPoa+7MsiXmE7+fwDzeXd+9L8r4k9713L0UAAFiGUnYHAABkIZgAgHUQTADAOggmAGAdBBMAsA6CCQBYB8EEAKyDYAIA1kEwAQDrIJgAgHUQTADAOggmAGAdBBMAsA6CCQBYB8EEAKyDYAIA1kEwAQDrIJgAgHUQTADAOggmAGAdBBMAsA6CCQBYB8EEAKyDYAIA1kEwAQDrvI1g6ujoKCoqqq+vfwttAYAKUHgwVVVVicVigUCwbNmy1tZWRTcHACpAscHU0NCwYMECiqIoitLW1t6/f79CmwMA1aDYYPrss8/U1dWpn02YMKG6ulqhLQKAClBgMN2/f9/R0ZFiGD58+IEDBxTXIgCoBgUGU0JCgqamJvVrYrFYIpEorlEAUAGKCqbm5uZ33nlHmkd8Pv8Pf/iDkZGRq6vrrVu3FNQoAKgGRQXTmTNnrKys6FQKDAy8fv16S0tLcnKysbExhsAB4M0UFUwbN27U0tKiKGrSpEnPnz+nC1taWqZPnx4TE9Pd3a2gdgFABSgqmIKCgiiK0tfXv3DhArM8Li7u3XffffHihYLaBQAVoJBgevXq1dixYymKmjdvXltbG/OhFStW8Hi8H374QRHtAoBqUEgw3blzZ+TIkRRFHTlyhPmtrbm5+cMPPzQ2Nr506ZIi2gUA1aCQYLpy5Yqjo6OBgUFZWRmzvKyszMfHx9DQ8LvvvlNEuwCgGhQSTBcuXLC1tfXz85MOe9NycnK0tLSsra1lBp4AAJgUEkyFhYV2dnYhISHMAaa2trZly5ZRFDVy5Mjbt28rol0AUA2/H0zd3d337t3Lzs7O6p1jx44lJSWZmZkFBAQcOnTo6NGjWVlZubm5X375pampKUVRrq6uO3bsOH78eC83CAAqLzMzs6Kiog/BJJFItm3bZtJrpqamRkZGGhoaenp69K/m5uYWFhbSq8CHDRtmbm7e+w0CgMrjcDgnTpzoQzARQioqKo4dO3bs2LHjvXDixInDhw+7uLhMmTIlKyvrxIkTeXl5YWFhGhoadDCFhobm5OT0ZlMAMEQcPnz4p59+6lsw9cO0adPmz5/f2dlJCCkqKuLz+XQqmZiYnD59WkGNAoBqUFQwRUZGjhkzpr6+/t69e76+vtLvce+//35tba2CGgUA1aCoYEpOTnZycjp06NC0adOkqaShobF582YFtQgAKkNRwXTlyhUHBwcul8ucjEkoFMpccgkwNHV1dRUWFu7atSsmJiY4OHjx4sUzZswICgpatWpVSkrK9evXh/iN7ooKptOnT0unPaFpamomJiYqqDmAwaK5ufmrr76aMGGCg4ODjY3N2rVrCwoKCgoK0tLS/Pz8KIoyMDBwcnKaNGnSN998I3Or6dChkGC6fPmyr6+v9DScdMLvly9fKqI5gMGivLx8zpw5+vr69EEREhLCnNC1qqoqICBAesgYGhqKxeJnz54pscPK0qtg6u7ubu2dpqamCxcuMEe7aVwu9+jRox0dHb3cDoDqaWxsDA0NZR4XiYmJnZ2d9KNtbW1dXV2XL182NjZm1lm9enVTU1NbW5tyO69ozc3N9En83gZTd3f32bNng4OD6W/CbxAVFRUcHGxra0u9xt7ePjQ0NCQk5M1bgCEuJCQkPDw8Ojp66dKl0dHRS5YsCQ0NDQsLi4yMXPqzqKgosVis7J72WUhIyPz583V0dJjHha+vb0REhPTICgkJ+eijj5hXI1MUZWRkNGvWrLCwMOX2X9EWLFhw9erVPgSTRCL5+uuvhW80atQoX19fmaFu6Zk4Nzc3X1/fUaNGvXkjMMT5+vqOGTPG3t5euoaFiYmJk5OTjY0N8x2lq6vr6uo6duxYb29vZXe5D0aNGkXPBcQ0YsQILy8vmUPD3t6eWUdTU5PH4w2une0HLy+vM2fO9O2rXFdX14s3ampqKi4unjx58uvBNHHixNLS0vr6+jdvAYa4+vr6qqqqffv2zZw5k8Ph6OjozJ079/jx47du3bp48WJCQoKlpSX9jrKxsQkLCzt58mRdXV1dXZ2yO95bL1++fPbsGXMIiaIogUBw4cKFlpYWug69O19++SWzztSpU0tKShoaGpTafYV7/vx5e3t734Lpd7W0tIjFYplIUldX53A4cXFxcmkCVFtHR8f69et1dXXpN49QKLx37x6zQmZm5vDhw6XvLgcHh+zsbGX1tt/++9//MlcPoigqMjKypaWFWWfdunXSR11dXYfm5GVyCCaJRLJp0yaZVBo2bNj69eujo6P9/f2bmpoG3gqotoyMDOYqhO+9915DQ4NMHbFYzFzY2cHB4dq1a0rp7UAUFxfTE0xLdyQ4OLigoKCqqurOnTt79+7lcDj03kVERBQWFiq7v8ohh2DKy8szNDRkppKBgcGWLVskEsnRo0cdHR0fPnw48FaA6fnz57dv37569eqtW7fKy8tVYA3Rjz76iPkWGjdu3NOnT2XqnD17dtiwYcxqW7duVUpvB66wsPAf//jH6tWrZ8+e7efnN3/+/D//+c9r1qxZvHjx0qVL9+7de+nSJRV4WfttoMH09OlTHx8f5nvF0NBw27Zt9HNaXFzs4OBw8uRJeXR1qJNIJGfPnl23bt37778/Y8aMtWvXxsfHT5kyRSgUTpo0KSQkZOfOnXfv3lV2N/vpT3/6E/Nd5OTk9Po0p5WVlSNGjGBW27Jli1J6Ky+dnZ3Pnj0rKysrKiq6fPnyjRs3njx50tHRoex+Kd9Ag+nTTz9lvlH09PS2bt0qfWYbGhq8vLz+9re/DbifQ11+fv7UqVOtra0pihIKhWfOnLl79+6DBw+uXLkSGBgoffIFAsHq1asrKyuV3d8+O3XqFHMISVNT8y9/+YtMnRcvXhgZGUnr2Nranjt3Tim9BUUbUDA9ePCAedWSjo7Opk2bZOp88MEHixYtkkgkEomEeQEV9F5qaqr0/h5dXd19+/YxH21tbV2wYIH0VVBTU5sxY8aDBw+U1dt+S05ONjMzk440cbnc3NxcZoWLFy/So+OamppcLvef//ynsroKitarYGpubn72murq6vj4eOZgZEBAwOPHj2tra6UVqqqqYmNj7ezsVqxYERUVtWbNmgMHDpSWltKPvr7Ngauurq75LdXV1QpqUdH+97//OTs7S59kU1PT1NRU5r7U1dXl5OQwP25QFBUXF6fEPvdDTU1NZWXlgQMHfH19pW8qLpe7ffv2x48fV1RUnD59ety4cWpqaurq6v7+/llZWZWVlTU1NcruOMhHVVVVa2trH4Kpu7s7NTXV3t7e0dHRiYHP50tP7tKsra1dXFycnJycnZ09PT0FAoG5ubm2tjazjqampr6+vpWVlZubm4eHh7Ozs5M88Pl8Ly8voVDo4eHB4/GsrKwsLCzMzc25XC6Px3N1dfXw8KAv4qJ7OFg4OzubmZkxn0ANDQ1ra2s+n8+s4+zsTC/ILqWtrW1nZyevp/ft4PP5fD7fxsbG1NTUwMCA3iM1NTUdHR1dXV0dHR1NTU0DAwNTU1NbW1sXFxfmkwCDnYmJSX5+ft+C6dy5c6GhoWKxeAnDxIkTpQeDjo7O7NmzIyMj6YeioqL8/PxkDhUZurq648ePj4iIWDJgMTExYWFhfn5+1tbWBgYGRkZGfn5+48ePHz9+PP1ZQ1NT09DQ0NraWiQS0Wc9Bt7oWzNv3jyZZ5LP50ufappYLHZ3d2fWsbGxCQkJUVaf+y08PDwiIiIqKiryZ+Hh4WKxmH7vRUREREZGRkVFRUREhIeHK7uzIE8ffPAB8+KP/o8x7d69W09Pj/6fNnXqVOb0MaWlpSKR6A2pRJsyZUpNTU2/OyDV0NCwdetWgUBAR+SqVauam5vph4qLi+fMmSNt0dHRMSkp6cWLFwNv9K3p7u6eO3cu83kTiUTl5eUy1eilsWjq6urbtm1TSm8B5KL/wRQbG0sfBgYGBllZWdLyurq6efPmyWSQjo6O9JYCpuXLl3d1dQ1kBxobGxcvXizdoJub240bN5gVnj59Onr0aGajixYtejaoppL48ccfZ8+ezdyFhQsXMi/zefXqlXRGBw6Hs27dOsxfDINa/4NJekWch4dHfX29tDwtLU06EKulpbVw4cLp06fzeLzs7OyvvvoqNDSUOUxraGjIvKW4H7Kzs5kD8D4+PiUlJTJ1MjIy1NTUmB8oZE5ssV91dfXOnTtnzZpFXzFAUdTYsWOTk5OPHDmye/fugIAANTU1gUCwePHiI0eO4EIYGOzkEEyhoaHSwtbW1pCQEGno7Nixo6GhIT8/n8fj0Sew29rasrOzmQMiq1atGshlBDJnBnk83qVLl2TqVFRUmJubMz9xfPzxx4Nx6tKamprvv/8+LS0tKSkpIiJi+fLlSUlJGzZs+PTTT9PT069du8Y8rwEwePU/mGJiYiiK0tDQYA5n3Lt3b8yYMfTBL1134Pbt23Z2dgcOHJBWO3funIODA13Ny8tL5ibGPtm3bx/zHisdHZ2UlBSZOnV1dTKXpyckJAzGYGLq7Ox89epVXV0d855sANXQ/2D67LPPNDQ0tLS0MjMzpYU3btygJ52ZMGGCdBynsrLSz8/vk08+Yf75xo0b6UmzTExMXh/K7b2nT5/K3K4dEBDAXDmPEFJXVycUCqUVXFxcXv9UBQDs0f9gys/P53A4Ghoax44dkxaWlpbSI83JycnSwubm5qCgoJkzZzL//MmTJ25ubvRg7c2bN/vdDUJIcXHx1KlT9fT06FnGtbS04uLi6urq6M9EnZ2d58+f19fXV1dX19XV9fb2xoqbACzXq+uYysvLc3JyTp48mfOzvLy81NRUenLi1atX5+Xl5ebmnjp16uDBg/SFAvHx8QUFBXTN48ePz507lx7/zsvLy8nJyc3N/fe//03X1NPT++KLL+gt5PTLt99+m5aWFh4ezrw/xtfXd+3atZs3bw4PD6fv5zA2Ng4KCkpJScnPz6e7AQAscfz4ceY9nr8fTB0dHV988YWZmZmZmZk5g4WFBf1dTE9Pz9LSUlpIrwBhZGRkZWVFF1paWo4YMUJNTc3IyIi+IJsulK4VYWJiIi3vBwsLCy6Xa2VlZWJiwuFwOBzO8OHD9fX1jYyMjI2NR4wYoa+vz+FwjI2NLS0tbWxspL0FAJYwNTVlTkPSq69yjx49Onjw4MGDBw/9LD09PSMjY/369Zqamg4ODt988016evqhQ4eysrK2bdtma2vr5eWVlpZ2+PBhujAxMdHU1HTJkiV0SXp6elZW1h//+EeKomxsbPbv35+RkXFoYNLT0zMzMw//LDMzMz09ne6ntGTgrQCAIqSmpj5+/LhvwfT/6erqmjx5sr6+/vnz55nlaWlpXC53//790pLy8nIfH59169Yxq02cOJGiqJUrVw6kDwCgegY6H9PFixc5HM6UKVMaGxuZ5bt37xaJRBs2bLh//z4hpKGhITAwcPbs2dKT9EVFRVZWVvr6+kVFRQPsAwCoGDlMrbt582Y1NbW//vWvMuV5eXnBwcEpKSldXV3d3d0JCQne3t5VVVX0oxERERRFffLJJ5ikCQBkyCGY2traYmNj1dXVN27cKHPlcWNjY1lZGX03XFZWFpfLvXjxIiHkX//6l7a29qxZswbX/bQA8HbIZ/mmpqamNWvWaGtrBwYG/uc///nNOteuXePxeDt37kxNTR0+fHhQUJD00xMAAJN8gokQ0tnZefDgQTc3Nycnp+Dg4IyMjIcPH0q/pkkkkry8PBcXFy6X6+HhkZiYyLzvFwCAqbfB1PV76Gr3799PSkpyd3e3sLDg8/mjRo0aN26cv7+/UCh0cHDQ1dX18vI6e/YsHVi/u00AGCI6OzuZt6/26srv8+fPR0dHR0dHx7zRsmXLVq5cGR0dHRQU5O/vz+PxzMzMjI2N6blQfXx87OzsrKysoqKi4uLi3rwpABhSxGIxcya13w+mzs7OPXv2OPeai4uLu7u7u7u7q6urQCBwcXFxcXFxdXX19PS0sbHR0NCwtLQUCAS93yAAqDwnJ6dTp0717atcR0dHbW3t8z6q/bXm5ubc3Fw7O7vt27e3tLT0dWsAoMKqq6vb2tr6Fkzy8tNPP/n4+MTHx7/NRgFg0HmrwdTe3v7hhx/OmTOHGY0AADIUEkx37ty5efPmb848nZiYKBKJ6PtUAAB+k5yDqaSkJDIy0s/PTygULly4sLCwUKZCVlaWp6dnQUGBfNsFAFUiz2C6e/fuu+++y5zl1tPT84cffmDWKSwsFAgEqampcmwXAFSM3IKpvb09ISGBek1sbKxEIpFWKysrc3V1/fvf/y6vdgFA9cgtmB48eCCzKADN3d29qamJWc3Dw2PTpk3yahcAVI/cgun69evStRiZXF1dmcF08+ZNGxsbLGANAG8gt2AqLi7m8/mvB1NMTAzz9FxWVpaRkdHRo0fl1S4AqB65BVNtbe2iRYuYkaSuru7v7//jjz9K60gkksDAQE9PT3pVXgCA3yTPs3InT540NDSkF0qaNWtWUlISc+FJiUSSlJSkpaW1a9cuOTYKAKpHnsHU0tLy+eef6+rqmpmZZWRkSJeubmpqunLlSnR09LBhw+Li4l6+fCnHRgFA9cj5AsvW1taUlBSRSKSjozNx4sTY2NjY2Njp06dbW1vzeLwtW7a8evVKvi0CgOpRyC0pJSUl27dvDw4OHjdu3IQJE8Ri8Y4dO27fvq2ItgBA9SjwJt729vbq6ura2lrmxHQAAL/rrc4uoGq6unp+3lCiSrq6CPN/jMyvqqS7+zdeRxV+ZdkHwdQve/YQoZCMHk1GjyZ+fsTLi4wc+asSoZBkZyu7l3LV2Ejee4/4+JCRI8nIkcTbu2dP588nX39NSkuV3T85efaM+PoSH5+el9Lbu2d/pSUiEZk7V9m9VH0Ipn4JDyfTppHSUlJaSm7fJiNGEIoijo49JSUlZPRokpCg7F7KVVcXuXePHDpEKIpQFJk7l5SWkuvXSWIisbYmZmbk4kVld1EeSkuJsTH59tuel3Lp0p79TUnpKdm1i9jbq+xHRdZAMPXLhg1k795ffrW3JxRFfH1/Kdm4kezZ8/b7pXB37vQcqMuX95S0tBAfH0JRZMEC8uvlTgelhw/JvHm//Pr55z37+913PSWPH5N58xBMioZgGrD2dmJnRyiKiETK7ori3brVc6DGxPxSOHkyoSji7ExU71qQxMSe/f32W2V3ZWhBMA3Y0AymlSt7Su7eJc7OhMMhaWkq+DkCwaQkCKYBG5rB9M47JCmJxMcTX1/i7ExSUlQwlQiCSWkQTAM2NIPJ3Z1ERZGwMDJ2LHF3J6tWkatXld05BUAwKQmCacCGZjCtWtVTUlHRc+rK1ZX8ehplVYBgUhIE04ANzWBiDn6/fEn4fEJR5L33SGen8jqnAAgmJUEwDRiCiRAiEhGKIkZG5LfW7BrEEExKgmCSB/o6Jh8fZfdD8UpKeg7UZct+KayoILa2hKLIjh2qNgS+eXPP/mLBsbcLwTQwT5+SW7eIoSGhKOLgQMrKSE2NsvukGF1d5MkTkp3dc6DOnEkePSKPHpGiIrJiBTExIR9/TFRpgeXmZvLoEYmO7tnfPXvIo0eEsd4PKBSCaWAiI4m3NxEICJ9PBAIiEpH4eGX3STEaG8nEiUQoJHw+4fOJuzsRiYhIREaNIitWkNxc0tKi7C7K1fffE5GIeHj07K+XF/HzI4wZWUGhEEwD09FB2tp67rPv6iJtbao2yMLU1kba20l3N+nuJp2dpK2t50fFvr7R6FdTIunZX/qFVsk9ZSUEEwCwDoIJAFgHwQQArINgAgDWQTABAOsgmACAdRBMAMA6CCYAYB0EEwCwDoIJAFgHwQQArINgAgDWQTABAOsgmACAdRBMAMA6CCYAYB0EEwCwDoIJAFgHwQQArINgAgDWQTABAOsgmACAdRBMAMA6CCYAYB0EEwCwDoIJAFgHwQQArINgAgDWQTABAOsgmACAdRBMAMA6CCYAYB0EEwCwDoIJAFgHwQQArINgAgDWQTABAOsgmACAdf4PlDuKedjM9BoAAAAASUVORK5CYII=)
Kürdi Dörtlüsü:
Yeri (La) Dügâh perdesidir.
Aralıkları; B T T dir.
![](data:image/png;base64,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)
Rast Dörtlüsü:
Yeri (Sol) Rast perdesidir.
Aralıkları; T K S dir.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYQAAACXCAIAAACa6rsFAAAZv0lEQVR4nO3deVwTZ/4H8OE+k3CEKIeEUAEVqQVEDg/u5fLg9MKrrXVL0YKsbLWKCBUPwIN7xW4Vfx5oV/AFbqtYxWC5FaOu1hMR5QaFCnImz++PYeNssBRCIEP4vv/SycM838kr+WSOZ57BEAAAkAAm7gIAAAAhCCMAAElAGAEASAHCCABAChBGAABSgDACAJAChBEAgBQgjAAApABhBAAgBQgjAAApQBgBAEgBwggAQAoQRgAAUoAwAgCQAoQRAIAUIIwAAKQAYQQAIAUIIwAAKUAYAQBIYXTDqLe3d1TXDwCQGKMYRteuXYuKiiouLh69LgAAEmO0wujkyZNaWloYhtnY2FRXV49SLwAAiTEqYVRYWMhgMLD/2rVr12j0AgCQJKIPo87OTjc3N4zAwsLi0aNHIu8IACBJRB9GFy5cUFJSIoaRrKzsP/7xD5F3BACQJKIPIx8fH2yAVatWtbW1ibwvAIDEEHEYPX78+KOPPsIDSE1NbevWrenp6XPmzNHT0ysvLxdtXwAASSLiMEpPT6dQKBiGMRiM8+fPd3d3I4Ty8/OZTOY///lP0fYFAJAkIg6jDRs2YBgmLS29f/9+4vKFCxdu3LiRx+OJtjsAgMQQZRhxuVwXFxcMw2bOnNnU1ER8KTAw0MXFpaWlRYTdAQAkiSjD6OXLl+bm5hiGxcTEEHeCenp6fH19p0+f/uzZMxF2BwCQJKIMo1u3bk2dOlVaWlrgXPWLFy9sbW11dXXv378vwu4AAJJElGHEZrP19PRYLFZdXR1xeV5enqamJpPJvHfvngi7AwBIElGGUUFBga6u7pIlS9rb24nLv/vuOwzDZs2a9eTJExF2BwCQJH8SRn19fd3d3T1DwOPxCgoK9PX1g4KC2tvb+/r6enp6EEJ3797FTyS5uro+f/6cx+MNZW0AAMnT3d09yLRCg4XRpUuXvLy83Nzc3IfAy8vLxsZGSUnJ0NDQzc3Nw8PD3d3d29t7zpw5+BhIBoPh6Ojo6ek5lLUBCebh4YF/PMBE4+bmFhQUJEwYXb9+3dPT09nZ2WUIXF1d7e3tqVQqk8l0dnZ2dXX19PTE94lwM2bM8PT0HMqqgGTz9PT08PAQdxVADBwcHDZs2CBMGPX19bW0tDQNTXNzc11dnbW1dWBg4KtXr16/fv3w4UM3NzcpKSkMwxQVFU+dOjX0tQEJFhwcvHXr1sbGRnEXAsZaQ0PDmzdvhAkjIfj6+i5atIjL5SKEIiMjFRQU8N0iGxubqqoq0fYFxqnly5d/9dVX4q4CkI6Iwyg8PNzS0rKysjI5OVlOTo5/jLZt2za4FwTgVq5cGRwcjP9iAcAn4jA6c+aMvr7+unXraDQaP4l0dHTy8/NF2xEYvyCMwAeJOIwqKiqmTJkiMJnR+vXre3p6RNsRGL8gjMAHiTKMOjo6IiIi8ClE+KZMmVJUVCTCXsB4B2EEPkhkYdTT0xMVFSUw4ayKikpcXJyougCSYc2aNaGhoeKuApDOYGH0+++/FxcXFxQU3BhUUVFRXl5eWFiYsrIyMYmkpKSsrKwuXLjw66+/Dr4GMHGUlJS4urr6+voWFBQUFhaKu5wx9euQibvS0XL9+vWKigphwujcuXP6+vqTJk2a/Me0tbUNDQ319fUHznuNYRiFQmEymYP8OZhodHV1FRUVlZWVJ0+erK2tLe5yxo62trauri6LxTIyMjIyMmKxWHp6ejo6OlOmTDE0NDQyMjI2NjYyMjI0NNTT05PUd0ZLS8vZ2VmYMHrw4MGBAwdi/9jBgwfj4+Pt7e0HxpCOjk50dHRCQsIgfw4moOTkZHNzczs7u9jY2Pj4eHGXM0bi4+MTExMjIyOtra3xYcAMBmP58uVff/21t7e3vLw8/4tjYmISFhaWlJQkkW/O/v37jx07JkwYDUVeXt4Hd4s2bdoEA4vAB61atWrTpk3irmKsXbt2zdnZWUdHR1ZW1tzc/Jdffmltbe3u7m5pacnLy5sxYwZ+ZoNOp1taWmZkZIi7XjEYURjduXPHxMREIIamTZtmYWHx6aefiqpEIGECAwM3btwo7irG1I0bN5hMJv87MvD+rIsXLxJPuVKp1EH2ICSV8GHU3Nzs7u4ukERWVlZlZWX79u0zNzfv6OgQYaFgXKuvr6+srMRn3Vu7du1XX301xEv7XC63s7Ozu7t7/O5o83i8pUuXChw3CLRpb28PCAggtrGwsKisrBRLweIifBhFR0cLJNG8efPu3LmDEMrNzTU0NIRJZgFCiMvlnj592sTERF5efu7cuVlZWQsXLgwJCRk8jBoaGh48eJCTk3Ps2LH09PSDBw/GxcWdO3euvLy8qqpqfP3OcblcS0tL4jdlxYoVXV1dAs3S0tKIbZSVlW/evCmWgsVFyDAqKyuj0+nE987Ozg5PIoTQ06dPWSzW6dOnRVcnGK/Ky8s1NDTwn/rY2NjPPvtMTk5ux44dfxRGT548SU5Odnd3p1AoM2fO/Oabb44ePRoREWFhYYF/0qZPnx4SEnL16tXxEkk8Hm/t2rXEL8v06dNv374t0Cw3N5fYZurUqY8ePRJLweIiTBj19fX5+/sT37iPP/6YmOJtbW1z5syJiIgQXZ1gvNqzZw+GYTQa7V//+hdCqL6+3sbGZvPmzQPDiMvl5uTk8OfAmjx5MnHS9MrKSi8vL/5HTlFRMSwsrL6+fkw3RljFxcX8Jy3jtm7dKvAOnDt3jv+qjIxMbGxsZ2enuAoWC2HCqKioSF1dnRjz/H0ivi+//PIvf/lLeXl5UVERh8N5/fq1KKoF409GRgaGYTo6Ovyfq88//zwsLGxgy5KSEuKNjd7e3gIN6uvrBY53xtFVudLSUj8/P3wnEcMwOp1+6NCht2/f4q/W1NTg55VkZGRsbGzS0tLEW61YDBZGDx8+PHz4cFxc3AGCgwcPOjk5SUtL4++plJTU/PnzU1JS+K8eOnRo9+7ddnZ2ysrKM2bMmDp16qxZs3x8fLZu3bp///5Dhw4dAEOAv5OHCRISEhISEg4fPnzo0KGDBw+Ku8ChCgoKkpKSUlBQWLVqFV65hYXF3Llz4+Pjic3i4+NdXFwEdrf37t1LbJOSkmJlZUVsQ6PRIiIixnaDhJSWlhYWFmZiYqKqqorPrqOkpOTv7//tt99u27bNw8NDTk5OSUlJS0vLz88vMTHx8OHD4i5Z9Pbu3XvixAlhwig7O5vBYCgrK1P+i0qlUqlU4qdBTk5OR0eHSqVSKBQ1NTUGgyEjI4P9MWVlZQaDQaPRKOBDqFSquro6PgCX8r+3HPN34FVVVRkMhq6urqamJv7OkxaVSqXT6fzPjKampoaGhqysrLy8PJVK5X8MaDSaqqqqwJZKSUmpq6sTPypqampUKhUfNEhsNi4+TvhbwWQymUymjo4Og8FQU1Pjf1kUFRUZDMaUKVNYLJa2tva42CIhSEtL29raChNGTU1NN27cyM/Pv/5fbDY7OjqaP1eRjo7Ojz/+WFBQgL905coVR0dH/k7TB8nLywcHB+N3qQABbDa7sLDw7Nmz7u7uVCpVQUHBxMQkKSkpOzs7KysrIiICPzpWUFCgUCiWlpapqalFRUVsNlvchQ+GzWZfu3YtPDwcwzAvL6/i4mI3Nzdvb+/8/Hx+5fg/QkJCBD4qe/fuvXHjBrFZXFwc8cqJtrb2mTNnSP4OCGCz2QUFBQNv+SwoKGCz2eNrW4br6tWrg1wiHPY5o9TUVEVFRQzDpKWlBY7Yjx8/TjyX9EdMTU0n2mWCobt3796iRYs0NTUxDKNQKMnJyfyXuFxuZmYm/hKGYcrKyjY2Nv/+97/FWO3QdXV1xcXFTZ8+PS8v769//evf/va3gW3q6uqIR2pSUlLLli0TaJOTk8M/7SInJ7dr164xKR+MhWGH0ZYtW/CPgoaGRmlpKX/5rVu3TE1N+Z8kJSUlZWVlbW1tX19fY2Nj4t03GIb5+Pj09fWJdEMkQW1trYODA/9dYjKZAg8KRwiFhoYSD4SNjIwKCgrEUu1wcbncjIyMxYsXa2pqDryWhHv+/PkXX3yhqqrKPxZbs2ZNVVVVe3t7e3t7TU2Nt7c3hmGysrIsFispKWm8XN0HQzHsMAoODsY/JTY2NvyBWzweb9euXfxviLW19cWLF3fu3Glubv7q1avm5ubs7GwbGxt+A3V19atXr4p2Szo6OpqammpraxsaGtra2gYOKiO/U6dOUQjnifT19QsLCwXacDgc/s4RbnwNocjNzWUwGH//+9//6Neos7OzpKQkIiJi/vz5DAaDTqdbW1uHhIRs3rzZ3t5+6tSpPj4+R44cefHixfgdkw0+aNhhFBYWhn8HiLfCNjU1LVq0CF++YMGCp0+fIoQuXrxoYGBw69YtvE1NTQ1/dJKUlNTXX38tkg1oaGgoKytLS0vbsmVLSEhIUFDQqlWrvL29g4KCkpOTCwsLa2pqRNLRGPj+++9VVFT4KUOj0QbeMNnV1YXfVMkXHBwslmqFlpmZmZGRMfggGh6P19XV1dzczOFw8vLyLl26xGazHzx40NraClMYS6phh9Hu3bvxXejExET+wrt37+IDZOl0Ov/H/Pbt24aGhj/88AO/2YsXL/hD2ubPnz/CiUdbWlqOHz/u4uIiIyOjpKQUFhZWXFxcXV39008/+fj48I9lrK2tU1NT8buiSO7u3bsCNx6vXr1a4F3q6+uztbXlN5CWlk5NTRVXwUJ79+7dII85BhPTsMMoMzMTv1J76tQp/sK7d+/OmjULw7DQ0FD+D1ddXZ2trW14eDjxz7///nv8/LeZmVlbW5vQdTc2Nq5evZr/nfTz8yN+uH///ffPPvuM+K328fGprq4Wursxc+TIkUmTJvHL1tbW/vHHH4kN3r17Z2xszE+i9evXNzY2iqtaAEToT8Kop6eni6Cnp4fD4RgaGmIYlp6e3t3d3d3d3dvb+/jxY3yKNfywAm/Z0tISEBDg5eXV0dGBr6enp+fFixf4XArTpk178uSJwPqHore3t62tLSIigpg133zzTXt7O7627u5uLpcrcEIdw7BPP/2UXwlp9fb2ZmRkuLu76+np4XugxsbGR48e5XA4z549Ky0t3bFjh6KiIo1Gs7Gx2b59e3V1dW9vr7irBmBI8AkYhAmja9euLVu2zI8gICDAx8cHP68xe/Zsf39/f3//pUuXLl68GP89X7BgQWBgIN7S19f3o48+otPpvr6+/v7++EJ/f381NTUMw1RVVd3d3QMCAvyGaenSpV5eXgwGgxg0pqamvr6+/LXhHQk8NElBQcHHx0eIHsdSQEDAunXr3NzctLS0iMUbGxvPnj2bP4+dvLy8lZXVmjVrVqxYIe6SARgqX1/fD47q+PMwysvLc3BwsLOzm0uwYMECU1NTKSkpZWXlefPmzZs3z87OzsHB4ZNPPsEwTE9PD184d+5cBwcHMzMzGRmZadOm2dvbz507F1+Of81UVVXxhcM1f/58KysrgYHgSkpKtra28+fP5zdzcnIyNjYmjtaVlpa2tLTEayA5BwcHNzc3r/9yd3d3dHS0t7d3dnb29PT08vLy8PBwcnIaF9sCAJ+1tfXatWuFCSMul1tXV/fq1asagtra2oqKCiaTSafTS0tLa2tra2pq6urqfvvtt0WLFhkbG5eVlTU0NNTW1tbX1+fk5BgYGBw4cKC+vh7/25cvX+KxFRgYiP/tcNXW1lZVVW3bto0YRioqKllZWY2Njfx1NjY2xsTEEIeDOzo6VlVVCdcpAGDkqqurBznFKeR8RnFxcfLy8jExMcSFT58+nTdv3tq1a1taWvAlNTU1s2fP3r59O79NbW2tlpaWkpLS5cuXhesa19jYKDB73sKFC1tbW4lttm/fzn/1448/HjiAEABAHkKGUVtbm5OT06RJkwRG5T1+/HjZsmUuLi6XLl1CCHV0dPj5+RHHW8fExODBMfIru69fv05MTMSnEMQPxxwdHfPy8l6/fl1fX3/kyBEDAwM5OTltbe3Nmzc/efJkhN0BAEaV8NPOcjgcFotlYWHx4MED4vLW1tbz589nZWXhQyIjIyNnzZr18uVLhNC9e/d0dXV1dXUHTnMnHB6P19jYePny5Z07d/r5+c2ZM8fOzs7V1XXJkiUBAQGhoaFnz56tqqrqGoejsQGYaEb0dJD8/Hx9fX0zM7MrV64IjIvl7/icOXOGyWQWFhbiw460tLRyc3NH0ukH8Xi83t7ezs7Otra2N2/etLa2dnR0wO1vAIwjI31uWmlpqa2trYaGRmhoaHl5Of9sER+bzTYyMvr888+dnZ3NzMzy8vJG2CMAQCKNNIwQQu/evduzZ4+lpSWTyfTz84uNjT179mxOTs6FCxdOnjz5xRdf0Gi0yZMnb968uampaeTdAQAk0mBh9PbtWw6Hc/PmzVuDunPnzm+//Xbq1Ck/Pz8jIyM6na6qqkqn0zU1NdXU1FgsloaGhpOTU0lJyb179yoqKgZfGwBAUpWVlQmcYh5qGGVnZxsYGGhra+v8GV1dXRaLZWpqamRkpKWlpaKiIi8vr6ioqKGhYWBgoKKioqCggJ+6/tNVAQAkFYPBcHFxESaMbt++HRUVFTEckZGRUVFR0dHR3333XXR0dFRU1L59+wICAmg02sqVK/fs2TOstQEAJExKSoowYSQqJSUlLBYrKytrDPoCAIxTYxFGdXV1s2fPhumKAQCDGIsw4nK5+N3/7e3tY9AdAGA8Ek0YcblcDoeTkJCwb9++4uLigbd6REZG2tnZVVZWiqQ7AIDkEUEY9fT0pKamTpo0SUZGRlpamkKh7NmzRyCPzpw5M3PmzOLi4pF3BwCQSCIIo9zcXIHHpSkoKAicrr5x44a+vv6FCxdG3h0AQCKNNIxaW1sDAwOxARYvXkycSZ7D4RgYGAzymG0AwAQ30jC6f/++wAMt+PPAEo/Ubt68qaend/LkyRF2BwCQVCMNIw6HIzDVNM7FxYV403x2draGhsZPP/00wu4AAJJqpGH0/PlzOzs7gSSSkZE5ffo0sdmWLVuYTOZ//vOfEXYHAJBUIw2j7u7uqKgoYhIZGxunpKQQH0hy8+ZNOp0eHBwMk5wBAP6ICK6mPX78GN85MjQ0PHHixKNHj4ivFhcXm5mZmZqa3r9/f+R9AQAklWgGPZaWltrZ2amqqi5fvvzKlSu1tbX4Y6aDgoL09PTMzc0FpsoGAAABIrsd5OXLlxEREQYGBnp6eiwWi8ViGRgYzJgxY+fOnfgE2AAAMAhR3pvG5XIbGhry8vLS09OPHz9eVFT05s0bfFp+AAAY3FjcKAsAAH8KwggAQAoQRkPT3IxSU9HevSgmBsXEoKQklJ6O0tPfLzl8GP36q7irFKmCAhQTg5KTUXo6OnIE7duHjh7tf+n6dRQXhw4eRPv3oz17kMRcJ21oQImJKC4O4fM0P3yI2Gxx1zSBQBgNDZuNZGTQ6tUoKAgFBaHJkxGGIQxDgYH9S6ZORf7+4q5SpC5eREFBSE2tf0uXLUO7d79/ycUFmZqiJUvQhg3o5k2xFioiv/yCfHyQlRUKDUWXL6OjR5GVFVq/XtxlTSAQRkPz88/IwuL9f9etQxiGFBRQR0f/ksOHkZeXWEobXf7+CMMQhYLevXu/sLcXFRaiu3cR4V7o8e3ZM2RjgzAMVVQghFBXF0pMRLKyKDxc3JVNIBBGQ1Nf/z977CtW9IdRdXX/kqoqJJGzNXl794dRY2P/kkeP0M8/o/p6sZYlauHhSEoKSUujp0/7l/B4yNcXBQWJtayJBcJIKAPDSFLxw6i5GSGEHjxA2dmork7cZYnajh0Iw5CUFNq4EbW29i+MiYHDtLEEYSSUiRZGNBp6+RJxOOjaNdTWJu6aRsGTJ+iTTxCGIRkZtGlT//7Rmzfo1StxVzaBQBgJZaKFEZWK9u5FBgYoNVXcBY2aigpkbo5kZRGGIWNjBNPdjDkII6FMwDBKSEA0GtLWluRvaUsLSktDBgYIw5C6OoqNRQ0N4q5pAoEwEspECyMaDTU3o59/RlQqmjYN3bol7rJE7eHD/pNiCKGqKhQejmg0hGFoxYr/uYwIRhOEkVAmWhhRKOj1a4QQSklBCgrIzg41NYm7MpHy9EQJCe//y+OhXbv694/OnxdfWRMLhJFQ+GEk8RMSCFza7+pCYWFIVhYFBaG3b8VdnOj4+SE/P0Sc/O/y5f5dwrNnxVfWxAJhJJRVq/rDqKVF3KWMMj+//jDiD+988wYtWoQwDEVFvT+0Ge8CAxGGoa1bUW1t/5KUFIRh6Msv3284GGUQRsOUk4MCA5G6ev9NEu7uaMsWcdc0Os6fR4GBiELp31IvL/TttwghlJ+PjI37F1pbo5UrJWG0p6cncnFBP/yAsrJQTAxaswYtW4Y2b0aPH4u7sgkEwmiYbt1CSUkoIwNlZqIzZ1BqKpLU5y+VlqKkJHTixPstzcxECKE7d9CxYygzE/3f/6EjR1BysiR8YwsK+k//vXiBsrNRWhoqLUUDntIORhWEEQCAFCCMAACkAGEEACAFCCMAAClAGAEASAHCCABAChBGAABSgDACAJAChBEAgBQgjAAApABhBAAgBQgjAAApQBgBAEgBwggAQAoQRgAAUoAwAgCQAoQRAIAUIIwAAKQAYQQAIAUIIwAAKUAYAQBIAcIIAEAKEEYAAFKAMAIAkAKEEQCAFCCMAACkAGEEACAFCCMAAClAGAEASAHCCABAChBGAABSgDACAJAChBEAgBQgjAAApABhBAAgBQgjAAApQBgBAEgBwggAQAoQRgAAUoAwAgCQAoQRAIAUIIwAAKQAYQQAIIX/B+CMAV67lydCAAAAAElFTkSuQmCC)
Uşşak Dörtlüsü:
Yeri (La) Dügâh perdesidir.
Aralıkları; K S T dir.
![](data:image/png;base64,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)
Hicaz Dörtlüsü:
Yeri (La) Dügâh perdesidir.
Aralıkları; S A S dir.
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)