![{[((Δ√x67 ∙ Δ√x55 )+y)∙((Δ√x13 ∙ Δ√x94 )+y)]∙[((Δ√x142 ∙ Δ√x183 )+y)∙((Δ√x186 ∙ Δ√x30 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/9300cb6a-09bc-4289-9b97-30fb7476425b_rw_1200.jpg?h=c2b035eff9474c70de35f6c6293bc180)
{[((Δ√x67 ∙ Δ√x55 )+y)∙((Δ√x13 ∙ Δ√x94 )+y)]∙[((Δ√x142 ∙ Δ√x183 )+y)∙((Δ√x186 ∙ Δ√x30 )+y)]-c}+c’
![{[((Δ√x5 ∙ Δ√x148 )+y)∙((Δ√x120 ∙ Δ√x15 )+y)]∙[((Δ√x80 ∙ Δ√x194 )+y)∙((Δ√x66 ∙ Δ√x74 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/fa2456e2-6e58-4619-b898-7cc8db9bfc9e_rw_1200.jpg?h=e5982fecf92e752c3d51cb5306b8adcd)
{[((Δ√x5 ∙ Δ√x148 )+y)∙((Δ√x120 ∙ Δ√x15 )+y)]∙[((Δ√x80 ∙ Δ√x194 )+y)∙((Δ√x66 ∙ Δ√x74 )+y)]-c}+c’
![{[((Δ√x10 ∙ Δ√x154 )+y)∙((Δ√x18 ∙ Δ√x136 )+y)]∙[((Δ√x8 ∙ Δ√x71 )+y)∙((Δ√x2 ∙ Δ√x99 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/c1692ab5-0371-482f-b656-62cc88b41645_rw_1200.jpg?h=fbd586710c086ae022f63af55f53437b)
{[((Δ√x10 ∙ Δ√x154 )+y)∙((Δ√x18 ∙ Δ√x136 )+y)]∙[((Δ√x8 ∙ Δ√x71 )+y)∙((Δ√x2 ∙ Δ√x99 )+y)]-c}+c’
![{[((Δ√x59 ∙ Δ√x80 )+y)∙((Δ√x188 ∙ Δ√x19 )+y)]∙[((Δ√x146 ∙ Δ√x127 )+y)∙((Δ√x96 ∙ Δ√x73 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/022fb2e9-a423-4fb0-b6dd-6b30e4615071_rw_1200.jpg?h=975e02d143a5494365d13248f4dddec6)
{[((Δ√x59 ∙ Δ√x80 )+y)∙((Δ√x188 ∙ Δ√x19 )+y)]∙[((Δ√x146 ∙ Δ√x127 )+y)∙((Δ√x96 ∙ Δ√x73 )+y)]-c}+c’
![{[((Δ√x24 ∙ Δ√x3 )+y)∙((Δ√x199 ∙ Δ√x71 )+y)]∙[((Δ√x177 ∙ Δ√x135 )+y)∙((Δ√x14 ∙ Δ√x73 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/3fcd6664-65b4-4805-82ef-6caaa8e6b9a0_rw_1200.jpg?h=d063e9a7633b9fefa3f2e5aafe76ad8b)
{[((Δ√x24 ∙ Δ√x3 )+y)∙((Δ√x199 ∙ Δ√x71 )+y)]∙[((Δ√x177 ∙ Δ√x135 )+y)∙((Δ√x14 ∙ Δ√x73 )+y)]-c}+c’
![{[((Δ√x182 ∙ Δ√x99 )+y)∙((Δ√x32 ∙ Δ√x170 )+y)]∙[((Δ√x11 ∙ Δ√x37 )+y)∙((Δ√x10 ∙ Δ√x8 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/259b4009-8064-4b7c-bb15-cf998fd8d168_rw_1200.jpg?h=06401a616a7a1f81c76399804ec7ecfd)
{[((Δ√x182 ∙ Δ√x99 )+y)∙((Δ√x32 ∙ Δ√x170 )+y)]∙[((Δ√x11 ∙ Δ√x37 )+y)∙((Δ√x10 ∙ Δ√x8 )+y)]-c}+c’
![{[((Δ√x65 ∙ Δ√x22 )+y)∙((Δ√x4 ∙ Δ√x179 )+y)]∙[((Δ√x2 ∙ Δ√x79 )+y)∙((Δ√x44 ∙ Δ√x31 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/85948a4d-32ff-4ed8-95ed-ba8eea7f7e86_rw_1200.jpg?h=925fda791d6f0778b133257d753fcd04)
{[((Δ√x65 ∙ Δ√x22 )+y)∙((Δ√x4 ∙ Δ√x179 )+y)]∙[((Δ√x2 ∙ Δ√x79 )+y)∙((Δ√x44 ∙ Δ√x31 )+y)]-c}+c’
![{[((Δ√x149 ∙ Δ√x172 )+y)∙((Δ√x14 ∙ Δ√x60 )+y)]∙[((Δ√x1 ∙ Δ√x77 )+y)∙((Δ√x32 ∙ Δ√x90 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/2c4d55a0-beae-4e3e-9bc1-babc10b53fa0_rw_1200.jpg?h=1a9e595c3a45821c439d5763e1a1af80)
{[((Δ√x149 ∙ Δ√x172 )+y)∙((Δ√x14 ∙ Δ√x60 )+y)]∙[((Δ√x1 ∙ Δ√x77 )+y)∙((Δ√x32 ∙ Δ√x90 )+y)]-c}+c’
![{[((Δ√x22 ∙ Δ√122 )+y)∙((Δ√x181 ∙ Δ√x50 )+y)]∙[((Δ√x73 ∙ Δ√x24 )+y)∙((Δ√x96 ∙ Δ√x41 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/ef3170ea-2c8e-42c4-9f43-d8917d6c0ffd_rw_1200.jpg?h=c00ae50591cf8c26136044775e720696)
{[((Δ√x22 ∙ Δ√122 )+y)∙((Δ√x181 ∙ Δ√x50 )+y)]∙[((Δ√x73 ∙ Δ√x24 )+y)∙((Δ√x96 ∙ Δ√x41 )+y)]-c}+c’
![{[((Δ√x10 ∙ Δ√x4 )+y)∙((Δ√x181 ∙ Δ√x193 )+y)]∙[((Δ√x64 ∙ Δ√x71 )+y)∙((Δ√x42 ∙ Δ√x148 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/372d0e84-2d3b-422d-9b56-b909a1a1ba41_rw_1200.jpg?h=269bdcf19644fb46b403c435bf9d3fae)
{[((Δ√x10 ∙ Δ√x4 )+y)∙((Δ√x181 ∙ Δ√x193 )+y)]∙[((Δ√x64 ∙ Δ√x71 )+y)∙((Δ√x42 ∙ Δ√x148 )+y)]-c}+c’
![{[((Δ√x2 ∙ Δ√x199 )+y)∙((Δ√x46 ∙ Δ√x37 )+y)]∙[((Δ√x30 ∙ Δ√x188 )+y)∙((Δ√x65 ∙ Δ√x177 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/2446f4e7-e663-41f5-b1f5-6fd543d7b1ab_rw_1200.jpg?h=7271f83e35dfbc2ca03c692a000b9546)
{[((Δ√x2 ∙ Δ√x199 )+y)∙((Δ√x46 ∙ Δ√x37 )+y)]∙[((Δ√x30 ∙ Δ√x188 )+y)∙((Δ√x65 ∙ Δ√x177 )+y)]-c}+c’
![{[((Δ√x195 ∙ Δ√x7 )+y)∙((Δ√x13 ∙ Δ√x27 )+y)]∙[((Δ115 ∙ Δ√x112 )+y)∙((Δ√x32 ∙ Δ√x162 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/d67dfa7b-1dc3-4c2f-a902-6fb3d09ac94d_rw_1200.jpg?h=07e4026b3a8a4a3595b8fe96478646b6)
{[((Δ√x195 ∙ Δ√x7 )+y)∙((Δ√x13 ∙ Δ√x27 )+y)]∙[((Δ115 ∙ Δ√x112 )+y)∙((Δ√x32 ∙ Δ√x162 )+y)]-c}+c’
![{[((Δ√x147 ∙ Δ√x16 )+y)∙((Δ√x86 ∙ Δ√x42 )+y)]∙[((Δ√x143 ∙ Δ√x132)+y)∙((Δ√x28 ∙ Δ√x91 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/141f8fb4-8257-4557-af19-77ef7648dc1d_rw_1200.jpg?h=ed995b7bdc92b59306a959a514f6eae1)
{[((Δ√x147 ∙ Δ√x16 )+y)∙((Δ√x86 ∙ Δ√x42 )+y)]∙[((Δ√x143 ∙ Δ√x132)+y)∙((Δ√x28 ∙ Δ√x91 )+y)]-c}+c’
![{[((Δ√x155 ∙ Δ√x160 )+y)∙((Δ√x17 ∙ Δ√x93 )+y)]∙[((Δ√x117 ∙ Δ√x49 )+y)∙((Δ√x81 ∙ Δ√x142 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/983eee97-c99d-48ad-b6c7-bf7b99253a35_rw_1200.jpg?h=15843f0ced0f33504490a1d306a969c8)
{[((Δ√x155 ∙ Δ√x160 )+y)∙((Δ√x17 ∙ Δ√x93 )+y)]∙[((Δ√x117 ∙ Δ√x49 )+y)∙((Δ√x81 ∙ Δ√x142 )+y)]-c}+c’
![{[((Δ√x14 ∙ Δ√x124 )+y)∙((Δ√x70 ∙ Δ√x149 )+y)]∙[((Δ√x118 ∙ Δ√x41 )+y)∙((Δ√x152 ∙ Δ√x1 )+y)]-c}+c’](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/58c24738-fa2a-4a43-9293-dddb825fecb6_rw_1200.jpg?h=3d3f3eca28c2be70f8b2412fc17a4336)
{[((Δ√x14 ∙ Δ√x124 )+y)∙((Δ√x70 ∙ Δ√x149 )+y)]∙[((Δ√x118 ∙ Δ√x41 )+y)∙((Δ√x152 ∙ Δ√x1 )+y)]-c}+c’
![[((Δ√x14 ∙ Δ√x124 )+y)∙((Δ√x70 ∙ Δ√x149 )+y)]∙[((Δ√x118 ∙ Δ√x41 )+y)∙((Δ√x152 ∙ Δ√x1 )+y)]-c](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/2bcbb151-f7aa-41e3-832e-1b0fc0405dfd_rw_1200.jpg?h=c0a011b7dc403a254ddaf2dfcb83927f)
[((Δ√x14 ∙ Δ√x124 )+y)∙((Δ√x70 ∙ Δ√x149 )+y)]∙[((Δ√x118 ∙ Δ√x41 )+y)∙((Δ√x152 ∙ Δ√x1 )+y)]-c
![[((Δ√x14 ∙ Δ√x124 )+y)∙((Δ√x70 ∙ Δ√x149 )+y)]∙[((Δ√x118 ∙ Δ√x41 )+y)∙((Δ√x152 ∙ Δ√x1 )+y)]](https://cdn.myportfolio.com/9e02c1c6-9172-430e-a479-ee1f0a5ee011/c59f627c-0cf8-400d-80ca-5dae5f83a30e_rw_1200.jpg?h=05ca547bb8f1250adb76c8b2670e2655)
[((Δ√x14 ∙ Δ√x124 )+y)∙((Δ√x70 ∙ Δ√x149 )+y)]∙[((Δ√x118 ∙ Δ√x41 )+y)∙((Δ√x152 ∙ Δ√x1 )+y)]

((Δ√x14 ∙ Δ√x124 )+y)∙((Δ√x70 ∙ Δ√x149 )+y)

((Δ√x163 ∙ Δ√x150 )+y)∙((Δ√x118 ∙ Δ√x41 )+y)

((Δ√x149 ∙ Δ√x169 )+y)∙((Δ√x28 ∙ Δ√x1 )+y)

((Δ√x118 ∙ Δ√x41 )+y)∙((Δ√x152 ∙ Δ√x1 )+y)

(Δ√x70 ∙ Δ√x149)+y

(Δ√x152 ∙ Δ√x1)+y

(Δ√x28 ∙ Δ√x169)+y

(Δ√x14 ∙ Δ√x124)+y

(Δ√x149Δ√x169)+y

(Δ√x118 ∙ Δ√x92)+y

(Δ√x118 ∙ Δ√x41)+y

(Δ√x28 ∙ Δ√x1)+y

(Δ√x163 ∙ Δ√x150)+y

Δ√x14 ∙ Δ√x124

Δ√x14 ∙ Δ√x92

Δ√x149 ∙ Δ√x32

Δ√x28 ∙ Δ√x169

Δ√x118 ∙ Δ√x41

Δ√x163 ∙ Δ√x150

Δ√x200 ∙ Δ√x149

Δ√x149 ∙ Δ√x169

Δ√x28 ∙ Δ√x1

Δ√x152 ∙ Δ√x1

Δ√x47 ∙ Δ√x92

Δ√x70 ∙ Δ√x149

Δ√x124 ∙ Δ√x200

Δ√x118 ∙ Δ√x92

Δ√x32 ∙ Δ√x51

Δ√x22 ∙ Δ√x1

Δ√x163

Δ√x6

Δ√x152

Δ√x28

Δ√x169

Δ√x200

Δ√x47

Δ√x14

Δ√x188

Δ√x32

Δ√x22

Δ√x76

Δ√x19

Δ√x70

Δ√x124

Δ√x51

Δ√x118

Δ√x37

Δ√x41

Δ√x92

Δ√x111

Δ√x149

Δ√x85

Δ√x1

Δ√x150
Halucynacje to określenie używane w sytuacji, kiedy Chat GPT nie zna odpowiedzi na zadane mu pytanie i tworzy ją na podstawie innych danych. Przenoszę je na sferę obrazu, powodując, że sztuczna inteligencja tworzy za mnie fantasmagoryczne wizje. Nie posługuję się przy tym promptami, czyli wpisywanym w program tekstem zawierającym opis pożądanego obrazu.
Wszystkie prace powstały na podstawie jednego zdjęcia, mojego autoportretu, we wzorze symbolizowanego przez x. Poddany serii automatycznych przekształceń w kilku programach zaginął, nie pozostawiając po sobie żadnego czytelnego śladu na finalnym obrazie. Stał się podłożem, na którym wykwitły syntetyczne powidoki miliardów zdjęć wgranych do szkolenia sztucznej inteligencji.